From 16168a8051bc835211a80be81d147900e327118e Mon Sep 17 00:00:00 2001 From: Collin Capano Date: Mon, 30 Oct 2023 22:11:12 -0400 Subject: [PATCH] Updates to match to PRL (#8) * update 220+330+210 evidence and median values * add 220+210 posteriors * add 220+330+210 config files * update medians * split figure4 to two figures (#7) * minor modifications to amp ratio posterior plot * add 210 results to figs * update figures 2 and s4 * updated agnostic figure numbers and notebook * relabel plot numbers * relabel figures 3 and 4 * update labels on s2 and s3 --------- Co-authored-by: Yifan Wang --- .../220_330_210/KERR-220_330_210-00MS.ini | 114 + .../220_330_210/KERR-220_330_210-06MS.ini | 114 + .../220_330_210/KERR-220_330_210-09MS.ini | 114 + .../220_330_210/KERR-220_330_210-10MS.ini | 114 + .../220_330_210/KERR-220_330_210-11MS.ini | 114 + .../220_330_210/KERR-220_330_210-12MS.ini | 114 + .../220_330_210/KERR-220_330_210-13MS.ini | 114 + .../220_330_210/KERR-220_330_210-14MS.ini | 114 + .../220_330_210/KERR-220_330_210-15MS.ini | 114 + .../220_330_210/KERR-220_330_210-16MS.ini | 114 + .../220_330_210/KERR-220_330_210-17MS.ini | 114 + .../220_330_210/KERR-220_330_210-18MS.ini | 114 + .../220_330_210/KERR-220_330_210-19MS.ini | 114 + .../220_330_210/KERR-220_330_210-20MS.ini | 114 + .../220_330_210/KERR-220_330_210-21MS.ini | 114 + .../220_330_210/KERR-220_330_210-22MS.ini | 114 + .../220_330_210/KERR-220_330_210-23MS.ini | 114 + .../220_330_210/KERR-220_330_210-24MS.ini | 114 + figures/Figure1.png | Bin 231026 -> 223698 bytes figures/Figure2.png | Bin 161294 -> 202076 bytes figures/Figure3.png | Bin 47786 -> 45865 bytes figures/Figure4.png | Bin 72363 -> 47786 bytes figures/FigureS4.png | Bin 829271 -> 1027162 bytes figures/PlotFigures1andS2.ipynb | 7358 ---------------- figures/PlotFigures1andS4.ipynb | 7378 +++++++++++++++++ ...S1andS3.ipynb => PlotFiguresS2andS3.ipynb} | 0 figures/agnostic_density_plot-00MS.png | Bin 232214 -> 383680 bytes figures/agnostic_density_plot-06MS.png | Bin 233699 -> 393051 bytes figures/agnostic_density_plot-12MS.png | Bin 313650 -> 424624 bytes figures/agnostic_density_plot-18MS.png | Bin 299035 -> 440570 bytes figures/agnostic_density_plot-24MS.png | Bin 345796 -> 464259 bytes figures/figure2_S4_notebook.ipynb | 704 -- figures/figure2_S5_notebook.ipynb | 792 ++ figures/figure3_script.py | 116 +- figures/figure4_script.py | 141 +- figures/figureS1_script.py | 80 + figures/mass_ratio_estimate.png | Bin 0 -> 21673 bytes figures/{plot_S5_S6.sh => plot_S6_S7.sh} | 0 posteriors/evidence/220_210_evidence.txt | 35 + posteriors/evidence/220_330_210_evidence.txt | 54 +- posteriors/median_values/220_210_f220.txt | 35 + .../median_values/220_210_final_mass.txt | 35 + posteriors/median_values/220_330_210_f220.txt | 54 +- .../median_values/220_330_210_final_mass.txt | 54 +- .../median_values/220_330_440_210_f220.txt | 12 +- .../220_330_440_210_final_mass.txt | 10 +- 46 files changed, 10628 insertions(+), 8282 deletions(-) create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-00MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-06MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-09MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-10MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-11MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-12MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-13MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-14MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-15MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-16MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-17MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-18MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-19MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-20MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-21MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-22MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-23MS.ini create mode 100644 configuration/kerr/220_330_210/KERR-220_330_210-24MS.ini delete mode 100644 figures/PlotFigures1andS2.ipynb create mode 100644 figures/PlotFigures1andS4.ipynb rename figures/{PlotFiguresS1andS3.ipynb => PlotFiguresS2andS3.ipynb} (100%) delete mode 100644 figures/figure2_S4_notebook.ipynb create mode 100644 figures/figure2_S5_notebook.ipynb create mode 100644 figures/figureS1_script.py create mode 100644 figures/mass_ratio_estimate.png rename figures/{plot_S5_S6.sh => plot_S6_S7.sh} (100%) create mode 100644 posteriors/evidence/220_210_evidence.txt create mode 100644 posteriors/median_values/220_210_f220.txt create mode 100644 posteriors/median_values/220_210_final_mass.txt diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-00MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-00MS.ini new file mode 100644 index 0000000..f66afae --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-00MS.ini @@ -0,0 +1,114 @@ +#SEED=150624 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.0 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.0 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.0 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-06MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-06MS.ini new file mode 100644 index 0000000..3d1c385 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-06MS.ini @@ -0,0 +1,114 @@ +#SEED=150625 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.006 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.006 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.006 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-09MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-09MS.ini new file mode 100644 index 0000000..32d950f --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-09MS.ini @@ -0,0 +1,114 @@ +#SEED=150626 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.009 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.009 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.009 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-10MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-10MS.ini new file mode 100644 index 0000000..69a8553 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-10MS.ini @@ -0,0 +1,114 @@ +#SEED=150627 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.01 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.01 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.01 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-11MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-11MS.ini new file mode 100644 index 0000000..7a07818 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-11MS.ini @@ -0,0 +1,114 @@ +#SEED=150628 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.011 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.011 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.011 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-12MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-12MS.ini new file mode 100644 index 0000000..63d7ceb --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-12MS.ini @@ -0,0 +1,114 @@ +#SEED=150629 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.012 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.012 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.012 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-13MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-13MS.ini new file mode 100644 index 0000000..e60e939 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-13MS.ini @@ -0,0 +1,114 @@ +#SEED=150630 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.013 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.013 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.013 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-14MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-14MS.ini new file mode 100644 index 0000000..40ad8a8 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-14MS.ini @@ -0,0 +1,114 @@ +#SEED=150631 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.014 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.014 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.014 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-15MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-15MS.ini new file mode 100644 index 0000000..6e70fb5 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-15MS.ini @@ -0,0 +1,114 @@ +#SEED=150632 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.015 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.015 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.015 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-16MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-16MS.ini new file mode 100644 index 0000000..9bd0a73 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-16MS.ini @@ -0,0 +1,114 @@ +#SEED=150633 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.016 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.016 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.016 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-17MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-17MS.ini new file mode 100644 index 0000000..f7713aa --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-17MS.ini @@ -0,0 +1,114 @@ +#SEED=150634 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.017 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.017 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.017 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-18MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-18MS.ini new file mode 100644 index 0000000..359ea01 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-18MS.ini @@ -0,0 +1,114 @@ +#SEED=150635 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.018 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.018 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.018 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-19MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-19MS.ini new file mode 100644 index 0000000..3c8fee0 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-19MS.ini @@ -0,0 +1,114 @@ +#SEED=150636 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.019 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.019 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.019 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-20MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-20MS.ini new file mode 100644 index 0000000..d742f5b --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-20MS.ini @@ -0,0 +1,114 @@ +#SEED=150637 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.02 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.02 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.02 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-21MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-21MS.ini new file mode 100644 index 0000000..e60b3e8 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-21MS.ini @@ -0,0 +1,114 @@ +#SEED=150638 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.021 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.021 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.021 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-22MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-22MS.ini new file mode 100644 index 0000000..65931ef --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-22MS.ini @@ -0,0 +1,114 @@ +#SEED=150639 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.022 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.022 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.022 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-23MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-23MS.ini new file mode 100644 index 0000000..bd8a646 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-23MS.ini @@ -0,0 +1,114 @@ +#SEED=150640 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.023 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.023 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.023 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/configuration/kerr/220_330_210/KERR-220_330_210-24MS.ini b/configuration/kerr/220_330_210/KERR-220_330_210-24MS.ini new file mode 100644 index 0000000..c49a401 --- /dev/null +++ b/configuration/kerr/220_330_210/KERR-220_330_210-24MS.ini @@ -0,0 +1,114 @@ +#SEED=150641 + +[data] +instruments = H1 L1 V1 +trigger-time = 1242442967.445 +analysis-start-time = -4 +analysis-end-time = 4 +data-conditioning-low-freq = H1:0 L1:0 V1:0 +psd-estimation = median-mean +psd-start-time = -144 +psd-end-time = 144 +psd-inverse-length = 8 +psd-segment-length = 8 +psd-segment-stride = 4 +frame-files = H1:/work/cdcapano/projects/gated_gaussian/gw190521/data/H-H1_GWOSC_4KHZ_R2-1242440920-4096.gwf + L1:/work/cdcapano/projects/gated_gaussian/gw190521/data/L-L1_GWOSC_4KHZ_R2-1242440920-4096.gwf + V1:/work/cdcapano/projects/gated_gaussian/gw190521/data/V-V1_GWOSC_4KHZ_R2-1242440920-4096.gwf +channel-name = H1:GWOSC-4KHZ_R2_STRAIN L1:GWOSC-4KHZ_R2_STRAIN V1:GWOSC-4KHZ_R2_STRAIN +sample-rate = 2048 +strain-high-pass = 10 +pad-data = 8 + +[sampler] +name = dynesty +dlogz = 0.1 +nlive = 4000 +checkpoint_time_interval = 1800 + +[model] +name = gated_gaussian_noise +low-frequency-cutoff = 15 + +[variable_params] +final_mass = +final_spin = +polarization = +inclination = +logamp220 = +phi220 = +amp330 = +phi330 = +amp210 = +phi210 = + +[static_params] +approximant = TdQNMfromFinalMassSpin +harmonics = spheroidal +t_final = 2 +tref = 1242442967.445 +ra = 3.5 +dec = 0.73 +toffset = 0.024 +lmns = 221 211 331 + +[waveform_transforms-t_gate_start] +name = custom +inputs = tref +t_gate_start = tref + 0.024 - 2 + +[waveform_transforms-t_gate_end] +name = custom +inputs = tref +t_gate_end = tref + 0.024 + +[waveform_transforms-tc] +name = custom +inputs = t_gate_end +tc = t_gate_end - 0.001 + +[prior-final_mass] +name = uniform +min-final_mass = 100 +max-final_mass = 500 + +[prior-final_spin] +name = uniform +min-final_spin = -0.99 +max-final_spin = 0.99 + +[prior-inclination] +name = sin_angle + +[prior-polarization] +name = uniform_angle + +[prior-logamp220] +name = uniform +min-logamp220 = -24 +max-logamp220 = -19 + +[waveform_transforms-amp220] +name = custom +inputs = logamp220 +amp220 = 10**logamp220 + +[prior-phi220] +name = uniform_angle + +[prior-amp330] +name = uniform +min-amp330 = 0 +max-amp330 = 0.5 + +[prior-phi330] +name = uniform_angle + +[prior-amp210] +name = uniform +min-amp210 = 0 +max-amp210 = 0.45 + +[prior-phi210] +name = uniform_angle + diff --git a/figures/Figure1.png 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z)H#k-;akmyG~CR}s{dl)w5-Q>O)V@!$`oer{P9UXEb9fB!opbX#ZkPcG<*{=r=HT| z^2D$Sm1@2>heA&dLQvufla?CPh3+x88njn-OV*yfS~`HqO4m1SO8n{5p9nC68YSFF zi#VsQj=W=4Gy2;7!z%%T1ZY~n5qV2%`>>8rHofwdB9mK$WcMA$>TsWFCLRKT;|K``KWeB5qSM0Us6S7VHsrZnow9+*x!Hy){%=YNYWPu zUYgyZsX2ac$Jwk~vRpp>Mtb&?_3q zwSKQlvTGuDIe_j$>CfKRQ1*DxFFv&R>U*Iu8CSwD&Nua)Y}I*PemzPAg!Y%}#xR1E z@%J|Gz4hNCBo60C3(Za%$&<(;NLK-3z#YY=B`ocN1&2i%!q?`-K!-;oWmr5&OuY5n zj=ghOHs#nvRBMYyx3@S|x9FV$B55{SIs7K0KUq?EY~#6k(qG6DNTt~I=^30hdBXHxaK zWfY@NR_3_>g@_AjcKza09m{`Qk$4q(&3A4VMq=EFeYJk^d5?Lg9kk8nsr%tL&z_gN zvf{$NBO``gTmnP*u#$j 0\n", - " mask &= abs(spin_est) < 1\n", - "\n", - " mass_est = mass_est[mask]\n", - " spin_est = spin_est[mask]\n", - "\n", - " # now get expected distributions for the other modes\n", - " if modes is None:\n", - " modes = [(3, 3, 0), (4, 4, 0), (5, 5, 0)]\n", - "\n", - " mode_samples = {}\n", - " for l, m, n in modes:\n", - " freqs = pykerr.qnmfreq(mass_est, spin_est, l, m, n)\n", - " taus = pykerr.qnmtau(mass_est, spin_est, l, m, n)\n", - " # to get the contours to plot on the axes we have to name\n", - " # the mode samples the same as the parameters plotted in\n", - " # the axis\n", - " if (l, m, n) == (2, 1, 0):\n", - " fa = io.FieldArray.from_kwargs(f_c=freqs, tau_c=taus,\n", - " f_a=freqs, tau_a=taus)\n", - " else:\n", - " fa = io.FieldArray.from_kwargs(f_b=freqs, tau_b=taus)\n", - " mode_samples[l, m, n] = fa\n", - "\n", - " colors = {(3, 3, 0): (0, 0, 1), # blue\n", - " (4, 4, 0): (0, 1, 0), # green\n", - " (5, 5, 0): (1, 0, 0), # red\n", - " (2, 1, 0): 'brown'\n", - " }\n", - "\n", - " # construct grid\n", - " labels = {}\n", - " if logscale:\n", - " # set the relative proportions of the plots to the same as\n", - " # the log of the frequency bins\n", - " fbins = numpy.array(list(bins.values()))\n", - " fbins.sort(axis=0)\n", - " fbins = numpy.array(list(bins.values()))\n", - " width_ratios = numpy.diff(numpy.log10(fbins), axis=1).flatten()\n", - " wr = dict(zip(plotbins, width_ratios))\n", - " else:\n", - " width_ratios = (1,2)\n", - " fig = pyplot.figure(figsize=(14, 6))\n", - " gs = fig.add_gridspec(2, len(bins.keys()), width_ratios=width_ratios,\n", - " height_ratios=(1,2), wspace=0.01, hspace=0.03)\n", - "\n", - " axis_dict = {}\n", - " params = []\n", - " for ii, md in enumerate(plotbins):\n", - " fparam = 'f_{}'.format(md)\n", - " tparam = 'tau_{}'.format(md)\n", - " labels[fparam] = r'$f_{%s}$' %(md)\n", - " labels[tparam] = r'$\\tau_{%s}$' %(md)\n", - " # 1D marginal\n", - " ax = pyplot.subplot(gs[0, ii])\n", - " axis_dict[fparam, fparam] = (ax, 0, ii)\n", - " # 2D marginal\n", - " ax = pyplot.subplot(gs[1, ii])\n", - " if logscale:\n", - " ax.semilogx()\n", - " # force ticks to be scalar\n", - " ax.xaxis.set_major_formatter(matplotlib.ticker.ScalarFormatter())\n", - " ax.xaxis.set_minor_formatter(matplotlib.ticker.ScalarFormatter())\n", - " # make background black\n", - " ax.set_facecolor('k')\n", - " axis_dict[fparam, tparam] = (ax, 1, ii)\n", - " params.extend([tparam, fparam])\n", - " if ii == 0:\n", - " ax.set_ylabel(r'damping time (s)', fontsize=16)\n", - " # put ticks on right side\n", - " if ii != 0:\n", - " ax.set_yticks([])\n", - " # add a common x label\n", - " fig.text(0.5, 0.035, 'frequency (Hz)', ha='center', fontsize=16)\n", - " \n", - " for md in plotbins:\n", - " px = 'f_{}'.format(md)\n", - " py = 'tau_{}'.format(md)\n", - " ax = axis_dict[px, py][0]\n", - " # annotate\n", - " ax.annotate('Range {}'.format(md.upper()), (1-0.02*width_ratios.max()/wr[md], 0.9),\n", - " xycoords='axes fraction', color='white',\n", - " ha='right',\n", - " fontsize=18, zorder=10)\n", - " # limit the number of samples used to build the kde for speed\n", - " kdeargs = {'max_samples': 10000}\n", - " if True:\n", - " scatter_histograms.create_density_plot(px, py, samples,\n", - " plot_density=True, cmap='inferno',\n", - " plot_contours=True, percentiles=[50, 90],\n", - " contour_color='white',\n", - " contour_linestyles=['dashed', 'dotted'],\n", - " label_contours=False,\n", - " use_kombine=use_kombine,\n", - " kdeargs=kdeargs,\n", - " fig=fig, ax=ax)\n", - " # 1d marginal\n", - " ax = axis_dict[px, px][0]\n", - " # divide the parameter space up equally\n", - " fmin = 15.\n", - " fmax = 256.\n", - " #fmin, fmax = bins[md]\n", - " if logscale:\n", - " bx = numpy.geomspace(fmin, fmax, 400)\n", - " else:\n", - " bx = numpy.linspace(fmin, fmax, 400)\n", - " if hpdminor or md == '220':\n", - " hpd = 90\n", - " fillcolor='gray'\n", - " else:\n", - " hpd = None\n", - " fillcolor='none'\n", - " scatter_histograms.create_marginalized_hist(ax, samples[px], '', hpd=hpd,\n", - " bins=bx,\n", - " title=False,\n", - " percentiles=[],\n", - " linecolor='black',\n", - " fillcolor=fillcolor,\n", - " logscale=logscale\n", - " )\n", - " # plot the prior\n", - " scatter_histograms.create_marginalized_hist(ax, prior_samples['f_'+binmap[md]], '', hpd=None,\n", - " bins=bx,\n", - " title=False,\n", - " percentiles=[], fillcolor='none',\n", - " linecolor='black', linestyle=':',\n", - " logscale=logscale)\n", - "\n", - " \n", - " # add the expected area for the modes\n", - " ymaxs = {md: None for md in plotbins}\n", - " for mode in modes:\n", - " if mode == (2, 1, 0):\n", - " mds = ['c', 'a']\n", - " else:\n", - " mds = ['b']\n", - " for md in mds:\n", - " px = 'f_{}'.format(md)\n", - " py = 'tau_{}'.format(md)\n", - " ax1d = axis_dict[px, px][0]\n", - " ax2d = axis_dict[px, py][0]\n", - " if ymaxs[md] is None:\n", - " ymaxs[md] = ax1d.get_ylim()[1]\n", - " ymax = ymaxs[md]\n", - " scatter_histograms.create_density_plot(px, py, mode_samples[mode],\n", - " plot_density=False, plot_contours=True,\n", - " percentiles=[90],\n", - " contour_color=colors[mode],\n", - " contour_linestyles=['dashed'],\n", - " label_contours=False,\n", - " use_kombine=use_kombine, kdeargs=kdeargs,\n", - " fig=fig, ax=ax2d)\n", - " # shade the marginal\n", - " x = numpy.percentile(mode_samples[mode][px], [5, 95])\n", - " ax1d.fill_between(x, 0, ymax, color=colors[mode], alpha=0.5,\n", - " zorder=-1,\n", - " label='Expected {}'.format(''.join(map(str, mode))))\n", - " ax1d.set_xlim(mins[md], maxs[md])\n", - " ax1d.set_ylim(ymax=ymax)\n", - " if md == 'b':\n", - " ax1d.legend(loc='upper right', fontsize=14)\n", - " elif md == 'c':\n", - " ax1d.legend(loc='upper left', fontsize=14)\n", - "\n", - " # set limits on the 2D plots\n", - " tmin = 0.001\n", - " tmax = 0.1\n", - " for md in plotbins:\n", - " px = 'f_{}'.format(md)\n", - " py = 'tau_{}'.format(md)\n", - " ax = axis_dict[px, py][0]\n", - " ax.set_ylim(tmin, tmax)\n", - " ax.set_xlim(mins[md], maxs[md])\n", - " ax = axis_dict[px, px][0]\n", - " ax.set_xlim(mins[md], maxs[md])\n", - "\n", - " # remove the left tick label on the right tau f plot\n", - " for md in plotbins[1:]:\n", - " ax2d = axis_dict['f_{}'.format(md), 'tau_{}'.format(md)][0]\n", - " ticks = ax2d.xaxis.get_minor_ticks()\n", - " for ii, t in enumerate(ax2d.get_xticks(minor=True)):\n", - " if t == bins[md][0]:\n", - " ticks[ii].label1.set_visible(False)\n", - "\n", - " # force 1d tick labels off\n", - " for md in plotbins:\n", - " ax = axis_dict['f_{}'.format(md), 'f_{}'.format(md)][0]\n", - " ax.xaxis.set_major_formatter(matplotlib.ticker.NullFormatter())\n", - " ax.xaxis.set_minor_formatter(matplotlib.ticker.NullFormatter())\n", - "\n", - " if annotate_time is not None:\n", - " fig.text(0.5, 0.9, r'$t_{{\\rm ref}} + {}\\,$ms'.format(int(annotate_time)),\n", - " ha='center', fontsize=16)\n", - " #ax.annotate(r'$t_{{\\rm ref}} + {}\\,$ms'.format(times[annotate_time]),\n", - " # (0.03, 0.9),\n", - " # xycoords='axes fraction', color='white',\n", - " # ha='left',\n", - " # fontsize=14, zorder=10)\n", - " return fig, axis_dict, samples" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "threatened-symphony", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global 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' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. 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text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; 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" button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"

\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "toffset = '06'\n", - "fn = dirname + ftmplt.format(toffset)\n", - "fig, axis_dict, samples = make_spectra_plot(fn, logscale=True, hpdminor=False,\n", - " plotbins=['a', 'b'], modes=None)\n", - "fig.savefig('Figure1.png')" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "modified-deposit", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global mpl */\n", - "window.mpl = {};\n", - "\n", - "mpl.get_websocket_type = function () {\n", - " if (typeof WebSocket !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof MozWebSocket !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert(\n", - " 'Your browser does not have WebSocket support. ' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. ' +\n", - " 'Performance may be slow.';\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = document.createElement('div');\n", - " this.root.setAttribute('style', 'display: inline-block');\n", - " this._root_extra_style(this.root);\n", - "\n", - " parent_element.appendChild(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message('supports_binary', { value: fig.supports_binary });\n", - " fig.send_message('send_image_mode', {});\n", - " if (fig.ratio !== 1) {\n", - " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", - " }\n", - " fig.send_message('refresh', {});\n", - " };\n", - "\n", - " this.imageObj.onload = function () {\n", - " if (fig.image_mode === 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function () {\n", - " fig.ws.close();\n", - " };\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "};\n", - "\n", - "mpl.figure.prototype._init_header = function () {\n", - " var titlebar = document.createElement('div');\n", - " titlebar.classList =\n", - " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", - " var titletext = document.createElement('div');\n", - " titletext.classList = 'ui-dialog-title';\n", - " titletext.setAttribute(\n", - " 'style',\n", - " 'width: 100%; text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; height: ' + height + 'px;'\n", - " );\n", - "\n", - " rubberband_canvas.setAttribute('width', width);\n", - " rubberband_canvas.setAttribute('height', height);\n", - "\n", - " // And update the size in Python. We ignore the initial 0/0 size\n", - " // that occurs as the element is placed into the DOM, which should\n", - " // otherwise not happen due to the minimum size styling.\n", - " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", - " fig.request_resize(width, height);\n", - " }\n", - " }\n", - " });\n", - " this.resizeObserverInstance.observe(canvas_div);\n", - "\n", - " function on_mouse_event_closure(name) {\n", - " return function (event) {\n", - " return fig.mouse_event(event, name);\n", - " };\n", - " }\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mousedown',\n", - " on_mouse_event_closure('button_press')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseup',\n", - " on_mouse_event_closure('button_release')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'dblclick',\n", - " on_mouse_event_closure('dblclick')\n", - " );\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband_canvas.addEventListener(\n", - " 'mousemove',\n", - " on_mouse_event_closure('motion_notify')\n", - " );\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseenter',\n", - " on_mouse_event_closure('figure_enter')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseleave',\n", - " on_mouse_event_closure('figure_leave')\n", - " );\n", - "\n", - " canvas_div.addEventListener('wheel', function (event) {\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " on_mouse_event_closure('scroll')(event);\n", - " });\n", - "\n", - " canvas_div.appendChild(canvas);\n", - " canvas_div.appendChild(rubberband_canvas);\n", - "\n", - " this.rubberband_context = rubberband_canvas.getContext('2d');\n", - " this.rubberband_context.strokeStyle = '#000000';\n", - "\n", - " this._resize_canvas = function (width, height, forward) {\n", - " if (forward) {\n", - " canvas_div.style.width = width + 'px';\n", - " canvas_div.style.height = height + 'px';\n", - " }\n", - " };\n", - "\n", - " // Disable right mouse context menu.\n", - " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", - " event.preventDefault();\n", - " return false;\n", - " });\n", - "\n", - " function set_focus() {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'mpl-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " continue;\n", - " }\n", - "\n", - " var button = (fig.buttons[name] = document.createElement('button'));\n", - " button.classList = 'mpl-widget';\n", - " button.setAttribute('role', 'button');\n", - " button.setAttribute('aria-disabled', 'false');\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "toffset = '06'\n", - "fn = dirname + ftmplt.format(toffset)\n", - "fig, axis_dict, samples = make_spectra_plot(fn, logscale=True, hpdminor=False,\n", - " plotbins=['a', 'b'], modes=[])\n", - "fig.savefig('Figure1-noexpected.png')" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "vietnamese-moses", - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global mpl */\n", - "window.mpl = {};\n", - "\n", - "mpl.get_websocket_type = function () {\n", - " if (typeof WebSocket !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof MozWebSocket !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert(\n", - " 'Your browser does not have WebSocket support. ' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. ' +\n", - " 'Performance may be slow.';\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = document.createElement('div');\n", - " this.root.setAttribute('style', 'display: inline-block');\n", - " this._root_extra_style(this.root);\n", - "\n", - " parent_element.appendChild(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message('supports_binary', { value: fig.supports_binary });\n", - " fig.send_message('send_image_mode', {});\n", - " if (fig.ratio !== 1) {\n", - " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", - " }\n", - " fig.send_message('refresh', {});\n", - " };\n", - "\n", - " this.imageObj.onload = function () {\n", - " if (fig.image_mode === 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function () {\n", - " fig.ws.close();\n", - " };\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "};\n", - "\n", - "mpl.figure.prototype._init_header = function () {\n", - " var titlebar = document.createElement('div');\n", - " titlebar.classList =\n", - " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", - " var titletext = document.createElement('div');\n", - " titletext.classList = 'ui-dialog-title';\n", - " titletext.setAttribute(\n", - " 'style',\n", - " 'width: 100%; text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; height: ' + height + 'px;'\n", - " );\n", - "\n", - " rubberband_canvas.setAttribute('width', width);\n", - " rubberband_canvas.setAttribute('height', height);\n", - "\n", - " // And update the size in Python. We ignore the initial 0/0 size\n", - " // that occurs as the element is placed into the DOM, which should\n", - " // otherwise not happen due to the minimum size styling.\n", - " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", - " fig.request_resize(width, height);\n", - " }\n", - " }\n", - " });\n", - " this.resizeObserverInstance.observe(canvas_div);\n", - "\n", - " function on_mouse_event_closure(name) {\n", - " return function (event) {\n", - " return fig.mouse_event(event, name);\n", - " };\n", - " }\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mousedown',\n", - " on_mouse_event_closure('button_press')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseup',\n", - " on_mouse_event_closure('button_release')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'dblclick',\n", - " on_mouse_event_closure('dblclick')\n", - " );\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband_canvas.addEventListener(\n", - " 'mousemove',\n", - " on_mouse_event_closure('motion_notify')\n", - " );\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseenter',\n", - " on_mouse_event_closure('figure_enter')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseleave',\n", - " on_mouse_event_closure('figure_leave')\n", - " );\n", - "\n", - " canvas_div.addEventListener('wheel', function (event) {\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " on_mouse_event_closure('scroll')(event);\n", - " });\n", - "\n", - " canvas_div.appendChild(canvas);\n", - " canvas_div.appendChild(rubberband_canvas);\n", - "\n", - " this.rubberband_context = rubberband_canvas.getContext('2d');\n", - " this.rubberband_context.strokeStyle = '#000000';\n", - "\n", - " this._resize_canvas = function (width, height, forward) {\n", - " if (forward) {\n", - " canvas_div.style.width = width + 'px';\n", - " canvas_div.style.height = height + 'px';\n", - " }\n", - " };\n", - "\n", - " // Disable right mouse context menu.\n", - " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", - " event.preventDefault();\n", - " return false;\n", - " });\n", - "\n", - " function set_focus() {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'mpl-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " continue;\n", - " }\n", - "\n", - " var button = (fig.buttons[name] = document.createElement('button'));\n", - " button.classList = 'mpl-widget';\n", - " button.setAttribute('role', 'button');\n", - " button.setAttribute('aria-disabled', 'false');\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global mpl */\n", - "window.mpl = {};\n", - "\n", - "mpl.get_websocket_type = function () {\n", - " if (typeof WebSocket !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof MozWebSocket !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert(\n", - " 'Your browser does not have WebSocket support. ' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. ' +\n", - " 'Performance may be slow.';\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = document.createElement('div');\n", - " this.root.setAttribute('style', 'display: inline-block');\n", - " this._root_extra_style(this.root);\n", - "\n", - " parent_element.appendChild(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message('supports_binary', { value: fig.supports_binary });\n", - " fig.send_message('send_image_mode', {});\n", - " if (fig.ratio !== 1) {\n", - " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", - " }\n", - " fig.send_message('refresh', {});\n", - " };\n", - "\n", - " this.imageObj.onload = function () {\n", - " if (fig.image_mode === 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function () {\n", - " fig.ws.close();\n", - " };\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "};\n", - "\n", - "mpl.figure.prototype._init_header = function () {\n", - " var titlebar = document.createElement('div');\n", - " titlebar.classList =\n", - " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", - " var titletext = document.createElement('div');\n", - " titletext.classList = 'ui-dialog-title';\n", - " titletext.setAttribute(\n", - " 'style',\n", - " 'width: 100%; text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; height: ' + height + 'px;'\n", - " );\n", - "\n", - " rubberband_canvas.setAttribute('width', width);\n", - " rubberband_canvas.setAttribute('height', height);\n", - "\n", - " // And update the size in Python. We ignore the initial 0/0 size\n", - " // that occurs as the element is placed into the DOM, which should\n", - " // otherwise not happen due to the minimum size styling.\n", - " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", - " fig.request_resize(width, height);\n", - " }\n", - " }\n", - " });\n", - " this.resizeObserverInstance.observe(canvas_div);\n", - "\n", - " function on_mouse_event_closure(name) {\n", - " return function (event) {\n", - " return fig.mouse_event(event, name);\n", - " };\n", - " }\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mousedown',\n", - " on_mouse_event_closure('button_press')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseup',\n", - " on_mouse_event_closure('button_release')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'dblclick',\n", - " on_mouse_event_closure('dblclick')\n", - " );\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband_canvas.addEventListener(\n", - " 'mousemove',\n", - " on_mouse_event_closure('motion_notify')\n", - " );\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseenter',\n", - " on_mouse_event_closure('figure_enter')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseleave',\n", - " on_mouse_event_closure('figure_leave')\n", - " );\n", - "\n", - " canvas_div.addEventListener('wheel', function (event) {\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " on_mouse_event_closure('scroll')(event);\n", - " });\n", - "\n", - " canvas_div.appendChild(canvas);\n", - " canvas_div.appendChild(rubberband_canvas);\n", - "\n", - " this.rubberband_context = rubberband_canvas.getContext('2d');\n", - " this.rubberband_context.strokeStyle = '#000000';\n", - "\n", - " this._resize_canvas = function (width, height, forward) {\n", - " if (forward) {\n", - " canvas_div.style.width = width + 'px';\n", - " canvas_div.style.height = height + 'px';\n", - " }\n", - " };\n", - "\n", - " // Disable right mouse context menu.\n", - " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", - " event.preventDefault();\n", - " return false;\n", - " });\n", - "\n", - " function set_focus() {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'mpl-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " continue;\n", - " }\n", - "\n", - " var button = (fig.buttons[name] = document.createElement('button'));\n", - " button.classList = 'mpl-widget';\n", - " button.setAttribute('role', 'button');\n", - " button.setAttribute('aria-disabled', 'false');\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global mpl */\n", - "window.mpl = {};\n", - "\n", - "mpl.get_websocket_type = function () {\n", - " if (typeof WebSocket !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof MozWebSocket !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert(\n", - " 'Your browser does not have WebSocket support. ' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. ' +\n", - " 'Performance may be slow.';\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = document.createElement('div');\n", - " this.root.setAttribute('style', 'display: inline-block');\n", - " this._root_extra_style(this.root);\n", - "\n", - " parent_element.appendChild(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message('supports_binary', { value: fig.supports_binary });\n", - " fig.send_message('send_image_mode', {});\n", - " if (fig.ratio !== 1) {\n", - " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", - " }\n", - " fig.send_message('refresh', {});\n", - " };\n", - "\n", - " this.imageObj.onload = function () {\n", - " if (fig.image_mode === 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function () {\n", - " fig.ws.close();\n", - " };\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "};\n", - "\n", - "mpl.figure.prototype._init_header = function () {\n", - " var titlebar = document.createElement('div');\n", - " titlebar.classList =\n", - " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", - " var titletext = document.createElement('div');\n", - " titletext.classList = 'ui-dialog-title';\n", - " titletext.setAttribute(\n", - " 'style',\n", - " 'width: 100%; text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; height: ' + height + 'px;'\n", - " );\n", - "\n", - " rubberband_canvas.setAttribute('width', width);\n", - " rubberband_canvas.setAttribute('height', height);\n", - "\n", - " // And update the size in Python. We ignore the initial 0/0 size\n", - " // that occurs as the element is placed into the DOM, which should\n", - " // otherwise not happen due to the minimum size styling.\n", - " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", - " fig.request_resize(width, height);\n", - " }\n", - " }\n", - " });\n", - " this.resizeObserverInstance.observe(canvas_div);\n", - "\n", - " function on_mouse_event_closure(name) {\n", - " return function (event) {\n", - " return fig.mouse_event(event, name);\n", - " };\n", - " }\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mousedown',\n", - " on_mouse_event_closure('button_press')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseup',\n", - " on_mouse_event_closure('button_release')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'dblclick',\n", - " on_mouse_event_closure('dblclick')\n", - " );\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband_canvas.addEventListener(\n", - " 'mousemove',\n", - " on_mouse_event_closure('motion_notify')\n", - " );\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseenter',\n", - " on_mouse_event_closure('figure_enter')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseleave',\n", - " on_mouse_event_closure('figure_leave')\n", - " );\n", - "\n", - " canvas_div.addEventListener('wheel', function (event) {\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " on_mouse_event_closure('scroll')(event);\n", - " });\n", - "\n", - " canvas_div.appendChild(canvas);\n", - " canvas_div.appendChild(rubberband_canvas);\n", - "\n", - " this.rubberband_context = rubberband_canvas.getContext('2d');\n", - " this.rubberband_context.strokeStyle = '#000000';\n", - "\n", - " this._resize_canvas = function (width, height, forward) {\n", - " if (forward) {\n", - " canvas_div.style.width = width + 'px';\n", - " canvas_div.style.height = height + 'px';\n", - " }\n", - " };\n", - "\n", - " // Disable right mouse context menu.\n", - " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", - " event.preventDefault();\n", - " return false;\n", - " });\n", - "\n", - " function set_focus() {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'mpl-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " continue;\n", - " }\n", - "\n", - " var button = (fig.buttons[name] = document.createElement('button'));\n", - " button.classList = 'mpl-widget';\n", - " button.setAttribute('role', 'button');\n", - " button.setAttribute('aria-disabled', 'false');\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global mpl */\n", - "window.mpl = {};\n", - "\n", - "mpl.get_websocket_type = function () {\n", - " if (typeof WebSocket !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof MozWebSocket !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert(\n", - " 'Your browser does not have WebSocket support. ' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. ' +\n", - " 'Performance may be slow.';\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = document.createElement('div');\n", - " this.root.setAttribute('style', 'display: inline-block');\n", - " this._root_extra_style(this.root);\n", - "\n", - " parent_element.appendChild(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message('supports_binary', { value: fig.supports_binary });\n", - " fig.send_message('send_image_mode', {});\n", - " if (fig.ratio !== 1) {\n", - " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", - " }\n", - " fig.send_message('refresh', {});\n", - " };\n", - "\n", - " this.imageObj.onload = function () {\n", - " if (fig.image_mode === 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function () {\n", - " fig.ws.close();\n", - " };\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "};\n", - "\n", - "mpl.figure.prototype._init_header = function () {\n", - " var titlebar = document.createElement('div');\n", - " titlebar.classList =\n", - " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", - " var titletext = document.createElement('div');\n", - " titletext.classList = 'ui-dialog-title';\n", - " titletext.setAttribute(\n", - " 'style',\n", - " 'width: 100%; text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; height: ' + height + 'px;'\n", - " );\n", - "\n", - " rubberband_canvas.setAttribute('width', width);\n", - " rubberband_canvas.setAttribute('height', height);\n", - "\n", - " // And update the size in Python. We ignore the initial 0/0 size\n", - " // that occurs as the element is placed into the DOM, which should\n", - " // otherwise not happen due to the minimum size styling.\n", - " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", - " fig.request_resize(width, height);\n", - " }\n", - " }\n", - " });\n", - " this.resizeObserverInstance.observe(canvas_div);\n", - "\n", - " function on_mouse_event_closure(name) {\n", - " return function (event) {\n", - " return fig.mouse_event(event, name);\n", - " };\n", - " }\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mousedown',\n", - " on_mouse_event_closure('button_press')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseup',\n", - " on_mouse_event_closure('button_release')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'dblclick',\n", - " on_mouse_event_closure('dblclick')\n", - " );\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband_canvas.addEventListener(\n", - " 'mousemove',\n", - " on_mouse_event_closure('motion_notify')\n", - " );\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseenter',\n", - " on_mouse_event_closure('figure_enter')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseleave',\n", - " on_mouse_event_closure('figure_leave')\n", - " );\n", - "\n", - " canvas_div.addEventListener('wheel', function (event) {\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " on_mouse_event_closure('scroll')(event);\n", - " });\n", - "\n", - " canvas_div.appendChild(canvas);\n", - " canvas_div.appendChild(rubberband_canvas);\n", - "\n", - " this.rubberband_context = rubberband_canvas.getContext('2d');\n", - " this.rubberband_context.strokeStyle = '#000000';\n", - "\n", - " this._resize_canvas = function (width, height, forward) {\n", - " if (forward) {\n", - " canvas_div.style.width = width + 'px';\n", - " canvas_div.style.height = height + 'px';\n", - " }\n", - " };\n", - "\n", - " // Disable right mouse context menu.\n", - " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", - " event.preventDefault();\n", - " return false;\n", - " });\n", - "\n", - " function set_focus() {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'mpl-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " continue;\n", - " }\n", - "\n", - " var button = (fig.buttons[name] = document.createElement('button'));\n", - " button.classList = 'mpl-widget';\n", - " button.setAttribute('role', 'button');\n", - " button.setAttribute('aria-disabled', 'false');\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/work/cdcapano/virtualenv/master-gated-gaussian/lib/python3.7/site-packages/PyCBC-0.0a8269-py3.7-linux-x86_64.egg/pycbc/conversions.py:1009: RuntimeWarning: invalid value encountered in double_scalars\n", - " s = 1. - ((Q-a)/b)**(1./c)\n" - ] - }, - { - "data": { - "application/javascript": [ - "/* Put everything inside the global mpl namespace */\n", - "/* global mpl */\n", - "window.mpl = {};\n", - "\n", - "mpl.get_websocket_type = function () {\n", - " if (typeof WebSocket !== 'undefined') {\n", - " return WebSocket;\n", - " } else if (typeof MozWebSocket !== 'undefined') {\n", - " return MozWebSocket;\n", - " } else {\n", - " alert(\n", - " 'Your browser does not have WebSocket support. ' +\n", - " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", - " 'Firefox 4 and 5 are also supported but you ' +\n", - " 'have to enable WebSockets in about:config.'\n", - " );\n", - " }\n", - "};\n", - "\n", - "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", - " this.id = figure_id;\n", - "\n", - " this.ws = websocket;\n", - "\n", - " this.supports_binary = this.ws.binaryType !== undefined;\n", - "\n", - " if (!this.supports_binary) {\n", - " var warnings = document.getElementById('mpl-warnings');\n", - " if (warnings) {\n", - " warnings.style.display = 'block';\n", - " warnings.textContent =\n", - " 'This browser does not support binary websocket messages. ' +\n", - " 'Performance may be slow.';\n", - " }\n", - " }\n", - "\n", - " this.imageObj = new Image();\n", - "\n", - " this.context = undefined;\n", - " this.message = undefined;\n", - " this.canvas = undefined;\n", - " this.rubberband_canvas = undefined;\n", - " this.rubberband_context = undefined;\n", - " this.format_dropdown = undefined;\n", - "\n", - " this.image_mode = 'full';\n", - "\n", - " this.root = document.createElement('div');\n", - " this.root.setAttribute('style', 'display: inline-block');\n", - " this._root_extra_style(this.root);\n", - "\n", - " parent_element.appendChild(this.root);\n", - "\n", - " this._init_header(this);\n", - " this._init_canvas(this);\n", - " this._init_toolbar(this);\n", - "\n", - " var fig = this;\n", - "\n", - " this.waiting = false;\n", - "\n", - " this.ws.onopen = function () {\n", - " fig.send_message('supports_binary', { value: fig.supports_binary });\n", - " fig.send_message('send_image_mode', {});\n", - " if (fig.ratio !== 1) {\n", - " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", - " }\n", - " fig.send_message('refresh', {});\n", - " };\n", - "\n", - " this.imageObj.onload = function () {\n", - " if (fig.image_mode === 'full') {\n", - " // Full images could contain transparency (where diff images\n", - " // almost always do), so we need to clear the canvas so that\n", - " // there is no ghosting.\n", - " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", - " }\n", - " fig.context.drawImage(fig.imageObj, 0, 0);\n", - " };\n", - "\n", - " this.imageObj.onunload = function () {\n", - " fig.ws.close();\n", - " };\n", - "\n", - " this.ws.onmessage = this._make_on_message_function(this);\n", - "\n", - " this.ondownload = ondownload;\n", - "};\n", - "\n", - "mpl.figure.prototype._init_header = function () {\n", - " var titlebar = document.createElement('div');\n", - " titlebar.classList =\n", - " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", - " var titletext = document.createElement('div');\n", - " titletext.classList = 'ui-dialog-title';\n", - " titletext.setAttribute(\n", - " 'style',\n", - " 'width: 100%; text-align: center; padding: 3px;'\n", - " );\n", - " titlebar.appendChild(titletext);\n", - " this.root.appendChild(titlebar);\n", - " this.header = titletext;\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", - "\n", - "mpl.figure.prototype._init_canvas = function () {\n", - " var fig = this;\n", - "\n", - " var canvas_div = (this.canvas_div = document.createElement('div'));\n", - " canvas_div.setAttribute(\n", - " 'style',\n", - " 'border: 1px solid #ddd;' +\n", - " 'box-sizing: content-box;' +\n", - " 'clear: both;' +\n", - " 'min-height: 1px;' +\n", - " 'min-width: 1px;' +\n", - " 'outline: 0;' +\n", - " 'overflow: hidden;' +\n", - " 'position: relative;' +\n", - " 'resize: both;'\n", - " );\n", - "\n", - " function on_keyboard_event_closure(name) {\n", - " return function (event) {\n", - " return fig.key_event(event, name);\n", - " };\n", - " }\n", - "\n", - " canvas_div.addEventListener(\n", - " 'keydown',\n", - " on_keyboard_event_closure('key_press')\n", - " );\n", - " canvas_div.addEventListener(\n", - " 'keyup',\n", - " on_keyboard_event_closure('key_release')\n", - " );\n", - "\n", - " this._canvas_extra_style(canvas_div);\n", - " this.root.appendChild(canvas_div);\n", - "\n", - " var canvas = (this.canvas = document.createElement('canvas'));\n", - " canvas.classList.add('mpl-canvas');\n", - " canvas.setAttribute('style', 'box-sizing: content-box;');\n", - "\n", - " this.context = canvas.getContext('2d');\n", - "\n", - " var backingStore =\n", - " this.context.backingStorePixelRatio ||\n", - " this.context.webkitBackingStorePixelRatio ||\n", - " this.context.mozBackingStorePixelRatio ||\n", - " this.context.msBackingStorePixelRatio ||\n", - " this.context.oBackingStorePixelRatio ||\n", - " this.context.backingStorePixelRatio ||\n", - " 1;\n", - "\n", - " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", - "\n", - " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", - " 'canvas'\n", - " ));\n", - " rubberband_canvas.setAttribute(\n", - " 'style',\n", - " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", - " );\n", - "\n", - " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", - " if (this.ResizeObserver === undefined) {\n", - " if (window.ResizeObserver !== undefined) {\n", - " this.ResizeObserver = window.ResizeObserver;\n", - " } else {\n", - " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", - " this.ResizeObserver = obs.ResizeObserver;\n", - " }\n", - " }\n", - "\n", - " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", - " var nentries = entries.length;\n", - " for (var i = 0; i < nentries; i++) {\n", - " var entry = entries[i];\n", - " var width, height;\n", - " if (entry.contentBoxSize) {\n", - " if (entry.contentBoxSize instanceof Array) {\n", - " // Chrome 84 implements new version of spec.\n", - " width = entry.contentBoxSize[0].inlineSize;\n", - " height = entry.contentBoxSize[0].blockSize;\n", - " } else {\n", - " // Firefox implements old version of spec.\n", - " width = entry.contentBoxSize.inlineSize;\n", - " height = entry.contentBoxSize.blockSize;\n", - " }\n", - " } else {\n", - " // Chrome <84 implements even older version of spec.\n", - " width = entry.contentRect.width;\n", - " height = entry.contentRect.height;\n", - " }\n", - "\n", - " // Keep the size of the canvas and rubber band canvas in sync with\n", - " // the canvas container.\n", - " if (entry.devicePixelContentBoxSize) {\n", - " // Chrome 84 implements new version of spec.\n", - " canvas.setAttribute(\n", - " 'width',\n", - " entry.devicePixelContentBoxSize[0].inlineSize\n", - " );\n", - " canvas.setAttribute(\n", - " 'height',\n", - " entry.devicePixelContentBoxSize[0].blockSize\n", - " );\n", - " } else {\n", - " canvas.setAttribute('width', width * fig.ratio);\n", - " canvas.setAttribute('height', height * fig.ratio);\n", - " }\n", - " canvas.setAttribute(\n", - " 'style',\n", - " 'width: ' + width + 'px; height: ' + height + 'px;'\n", - " );\n", - "\n", - " rubberband_canvas.setAttribute('width', width);\n", - " rubberband_canvas.setAttribute('height', height);\n", - "\n", - " // And update the size in Python. We ignore the initial 0/0 size\n", - " // that occurs as the element is placed into the DOM, which should\n", - " // otherwise not happen due to the minimum size styling.\n", - " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", - " fig.request_resize(width, height);\n", - " }\n", - " }\n", - " });\n", - " this.resizeObserverInstance.observe(canvas_div);\n", - "\n", - " function on_mouse_event_closure(name) {\n", - " return function (event) {\n", - " return fig.mouse_event(event, name);\n", - " };\n", - " }\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mousedown',\n", - " on_mouse_event_closure('button_press')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseup',\n", - " on_mouse_event_closure('button_release')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'dblclick',\n", - " on_mouse_event_closure('dblclick')\n", - " );\n", - " // Throttle sequential mouse events to 1 every 20ms.\n", - " rubberband_canvas.addEventListener(\n", - " 'mousemove',\n", - " on_mouse_event_closure('motion_notify')\n", - " );\n", - "\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseenter',\n", - " on_mouse_event_closure('figure_enter')\n", - " );\n", - " rubberband_canvas.addEventListener(\n", - " 'mouseleave',\n", - " on_mouse_event_closure('figure_leave')\n", - " );\n", - "\n", - " canvas_div.addEventListener('wheel', function (event) {\n", - " if (event.deltaY < 0) {\n", - " event.step = 1;\n", - " } else {\n", - " event.step = -1;\n", - " }\n", - " on_mouse_event_closure('scroll')(event);\n", - " });\n", - "\n", - " canvas_div.appendChild(canvas);\n", - " canvas_div.appendChild(rubberband_canvas);\n", - "\n", - " this.rubberband_context = rubberband_canvas.getContext('2d');\n", - " this.rubberband_context.strokeStyle = '#000000';\n", - "\n", - " this._resize_canvas = function (width, height, forward) {\n", - " if (forward) {\n", - " canvas_div.style.width = width + 'px';\n", - " canvas_div.style.height = height + 'px';\n", - " }\n", - " };\n", - "\n", - " // Disable right mouse context menu.\n", - " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", - " event.preventDefault();\n", - " return false;\n", - " });\n", - "\n", - " function set_focus() {\n", - " canvas.focus();\n", - " canvas_div.focus();\n", - " }\n", - "\n", - " window.setTimeout(set_focus, 100);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'mpl-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'mpl-button-group';\n", - " continue;\n", - " }\n", - "\n", - " var button = (fig.buttons[name] = document.createElement('button'));\n", - " button.classList = 'mpl-widget';\n", - " button.setAttribute('role', 'button');\n", - " button.setAttribute('aria-disabled', 'false');\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - "\n", - " var icon_img = document.createElement('img');\n", - " icon_img.src = '_images/' + image + '.png';\n", - " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", - " icon_img.alt = tooltip;\n", - " button.appendChild(icon_img);\n", - "\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " var fmt_picker = document.createElement('select');\n", - " fmt_picker.classList = 'mpl-widget';\n", - " toolbar.appendChild(fmt_picker);\n", - " this.format_dropdown = fmt_picker;\n", - "\n", - " for (var ind in mpl.extensions) {\n", - " var fmt = mpl.extensions[ind];\n", - " var option = document.createElement('option');\n", - " option.selected = fmt === mpl.default_extension;\n", - " option.innerHTML = fmt;\n", - " fmt_picker.appendChild(option);\n", - " }\n", - "\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "};\n", - "\n", - "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", - " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", - " // which will in turn request a refresh of the image.\n", - " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", - "};\n", - "\n", - "mpl.figure.prototype.send_message = function (type, properties) {\n", - " properties['type'] = type;\n", - " properties['figure_id'] = this.id;\n", - " this.ws.send(JSON.stringify(properties));\n", - "};\n", - "\n", - "mpl.figure.prototype.send_draw_message = function () {\n", - " if (!this.waiting) {\n", - " this.waiting = true;\n", - " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " var format_dropdown = fig.format_dropdown;\n", - " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", - " fig.ondownload(fig, format);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", - " var size = msg['size'];\n", - " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", - " fig._resize_canvas(size[0], size[1], msg['forward']);\n", - " fig.send_message('refresh', {});\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", - " var x0 = msg['x0'] / fig.ratio;\n", - " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", - " var x1 = msg['x1'] / fig.ratio;\n", - " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", - " x0 = Math.floor(x0) + 0.5;\n", - " y0 = Math.floor(y0) + 0.5;\n", - " x1 = Math.floor(x1) + 0.5;\n", - " y1 = Math.floor(y1) + 0.5;\n", - " var min_x = Math.min(x0, x1);\n", - " var min_y = Math.min(y0, y1);\n", - " var width = Math.abs(x1 - x0);\n", - " var height = Math.abs(y1 - y0);\n", - "\n", - " fig.rubberband_context.clearRect(\n", - " 0,\n", - " 0,\n", - " fig.canvas.width / fig.ratio,\n", - " fig.canvas.height / fig.ratio\n", - " );\n", - "\n", - " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", - " // Updates the figure title.\n", - " fig.header.textContent = msg['label'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", - " var cursor = msg['cursor'];\n", - " switch (cursor) {\n", - " case 0:\n", - " cursor = 'pointer';\n", - " break;\n", - " case 1:\n", - " cursor = 'default';\n", - " break;\n", - " case 2:\n", - " cursor = 'crosshair';\n", - " break;\n", - " case 3:\n", - " cursor = 'move';\n", - " break;\n", - " }\n", - " fig.rubberband_canvas.style.cursor = cursor;\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_message = function (fig, msg) {\n", - " fig.message.textContent = msg['message'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", - " // Request the server to send over a new figure.\n", - " fig.send_draw_message();\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", - " fig.image_mode = msg['mode'];\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", - " for (var key in msg) {\n", - " if (!(key in fig.buttons)) {\n", - " continue;\n", - " }\n", - " fig.buttons[key].disabled = !msg[key];\n", - " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", - " if (msg['mode'] === 'PAN') {\n", - " fig.buttons['Pan'].classList.add('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " } else if (msg['mode'] === 'ZOOM') {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.add('active');\n", - " } else {\n", - " fig.buttons['Pan'].classList.remove('active');\n", - " fig.buttons['Zoom'].classList.remove('active');\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Called whenever the canvas gets updated.\n", - " this.send_message('ack', {});\n", - "};\n", - "\n", - "// A function to construct a web socket function for onmessage handling.\n", - "// Called in the figure constructor.\n", - "mpl.figure.prototype._make_on_message_function = function (fig) {\n", - " return function socket_on_message(evt) {\n", - " if (evt.data instanceof Blob) {\n", - " var img = evt.data;\n", - " if (img.type !== 'image/png') {\n", - " /* FIXME: We get \"Resource interpreted as Image but\n", - " * transferred with MIME type text/plain:\" errors on\n", - " * Chrome. But how to set the MIME type? It doesn't seem\n", - " * to be part of the websocket stream */\n", - " img.type = 'image/png';\n", - " }\n", - "\n", - " /* Free the memory for the previous frames */\n", - " if (fig.imageObj.src) {\n", - " (window.URL || window.webkitURL).revokeObjectURL(\n", - " fig.imageObj.src\n", - " );\n", - " }\n", - "\n", - " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", - " img\n", - " );\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " } else if (\n", - " typeof evt.data === 'string' &&\n", - " evt.data.slice(0, 21) === 'data:image/png;base64'\n", - " ) {\n", - " fig.imageObj.src = evt.data;\n", - " fig.updated_canvas_event();\n", - " fig.waiting = false;\n", - " return;\n", - " }\n", - "\n", - " var msg = JSON.parse(evt.data);\n", - " var msg_type = msg['type'];\n", - "\n", - " // Call the \"handle_{type}\" callback, which takes\n", - " // the figure and JSON message as its only arguments.\n", - " try {\n", - " var callback = fig['handle_' + msg_type];\n", - " } catch (e) {\n", - " console.log(\n", - " \"No handler for the '\" + msg_type + \"' message type: \",\n", - " msg\n", - " );\n", - " return;\n", - " }\n", - "\n", - " if (callback) {\n", - " try {\n", - " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", - " callback(fig, msg);\n", - " } catch (e) {\n", - " console.log(\n", - " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", - " e,\n", - " e.stack,\n", - " msg\n", - " );\n", - " }\n", - " }\n", - " };\n", - "};\n", - "\n", - "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", - "mpl.findpos = function (e) {\n", - " //this section is from http://www.quirksmode.org/js/events_properties.html\n", - " var targ;\n", - " if (!e) {\n", - " e = window.event;\n", - " }\n", - " if (e.target) {\n", - " targ = e.target;\n", - " } else if (e.srcElement) {\n", - " targ = e.srcElement;\n", - " }\n", - " if (targ.nodeType === 3) {\n", - " // defeat Safari bug\n", - " targ = targ.parentNode;\n", - " }\n", - "\n", - " // pageX,Y are the mouse positions relative to the document\n", - " var boundingRect = targ.getBoundingClientRect();\n", - " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", - " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", - "\n", - " return { x: x, y: y };\n", - "};\n", - "\n", - "/*\n", - " * return a copy of an object with only non-object keys\n", - " * we need this to avoid circular references\n", - " * http://stackoverflow.com/a/24161582/3208463\n", - " */\n", - "function simpleKeys(original) {\n", - " return Object.keys(original).reduce(function (obj, key) {\n", - " if (typeof original[key] !== 'object') {\n", - " obj[key] = original[key];\n", - " }\n", - " return obj;\n", - " }, {});\n", - "}\n", - "\n", - "mpl.figure.prototype.mouse_event = function (event, name) {\n", - " var canvas_pos = mpl.findpos(event);\n", - "\n", - " if (name === 'button_press') {\n", - " this.canvas.focus();\n", - " this.canvas_div.focus();\n", - " }\n", - "\n", - " var x = canvas_pos.x * this.ratio;\n", - " var y = canvas_pos.y * this.ratio;\n", - "\n", - " this.send_message(name, {\n", - " x: x,\n", - " y: y,\n", - " button: event.button,\n", - " step: event.step,\n", - " guiEvent: simpleKeys(event),\n", - " });\n", - "\n", - " /* This prevents the web browser from automatically changing to\n", - " * the text insertion cursor when the button is pressed. We want\n", - " * to control all of the cursor setting manually through the\n", - " * 'cursor' event from matplotlib */\n", - " event.preventDefault();\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", - " // Handle any extra behaviour associated with a key event\n", - "};\n", - "\n", - "mpl.figure.prototype.key_event = function (event, name) {\n", - " // Prevent repeat events\n", - " if (name === 'key_press') {\n", - " if (event.key === this._key) {\n", - " return;\n", - " } else {\n", - " this._key = event.key;\n", - " }\n", - " }\n", - " if (name === 'key_release') {\n", - " this._key = null;\n", - " }\n", - "\n", - " var value = '';\n", - " if (event.ctrlKey && event.key !== 'Control') {\n", - " value += 'ctrl+';\n", - " }\n", - " else if (event.altKey && event.key !== 'Alt') {\n", - " value += 'alt+';\n", - " }\n", - " else if (event.shiftKey && event.key !== 'Shift') {\n", - " value += 'shift+';\n", - " }\n", - "\n", - " value += 'k' + event.key;\n", - "\n", - " this._key_event_extra(event, name);\n", - "\n", - " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", - " return false;\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", - " if (name === 'download') {\n", - " this.handle_save(this, null);\n", - " } else {\n", - " this.send_message('toolbar_button', { name: name });\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", - " this.message.textContent = tooltip;\n", - "};\n", - "\n", - "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", - "// prettier-ignore\n", - "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", - "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", - "\n", - "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", - "\n", - "mpl.default_extension = \"png\";/* global mpl */\n", - "\n", - "var comm_websocket_adapter = function (comm) {\n", - " // Create a \"websocket\"-like object which calls the given IPython comm\n", - " // object with the appropriate methods. Currently this is a non binary\n", - " // socket, so there is still some room for performance tuning.\n", - " var ws = {};\n", - "\n", - " ws.binaryType = comm.kernel.ws.binaryType;\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " function updateReadyState(_event) {\n", - " if (comm.kernel.ws) {\n", - " ws.readyState = comm.kernel.ws.readyState;\n", - " } else {\n", - " ws.readyState = 3; // Closed state.\n", - " }\n", - " }\n", - " comm.kernel.ws.addEventListener('open', updateReadyState);\n", - " comm.kernel.ws.addEventListener('close', updateReadyState);\n", - " comm.kernel.ws.addEventListener('error', updateReadyState);\n", - "\n", - " ws.close = function () {\n", - " comm.close();\n", - " };\n", - " ws.send = function (m) {\n", - " //console.log('sending', m);\n", - " comm.send(m);\n", - " };\n", - " // Register the callback with on_msg.\n", - " comm.on_msg(function (msg) {\n", - " //console.log('receiving', msg['content']['data'], msg);\n", - " var data = msg['content']['data'];\n", - " if (data['blob'] !== undefined) {\n", - " data = {\n", - " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", - " };\n", - " }\n", - " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", - " ws.onmessage(data);\n", - " });\n", - " return ws;\n", - "};\n", - "\n", - "mpl.mpl_figure_comm = function (comm, msg) {\n", - " // This is the function which gets called when the mpl process\n", - " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", - "\n", - " var id = msg.content.data.id;\n", - " // Get hold of the div created by the display call when the Comm\n", - " // socket was opened in Python.\n", - " var element = document.getElementById(id);\n", - " var ws_proxy = comm_websocket_adapter(comm);\n", - "\n", - " function ondownload(figure, _format) {\n", - " window.open(figure.canvas.toDataURL());\n", - " }\n", - "\n", - " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", - "\n", - " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", - " // web socket which is closed, not our websocket->open comm proxy.\n", - " ws_proxy.onopen();\n", - "\n", - " fig.parent_element = element;\n", - " fig.cell_info = mpl.find_output_cell(\"
\");\n", - " if (!fig.cell_info) {\n", - " console.error('Failed to find cell for figure', id, fig);\n", - " return;\n", - " }\n", - " fig.cell_info[0].output_area.element.on(\n", - " 'cleared',\n", - " { fig: fig },\n", - " fig._remove_fig_handler\n", - " );\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_close = function (fig, msg) {\n", - " var width = fig.canvas.width / fig.ratio;\n", - " fig.cell_info[0].output_area.element.off(\n", - " 'cleared',\n", - " fig._remove_fig_handler\n", - " );\n", - " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", - "\n", - " // Update the output cell to use the data from the current canvas.\n", - " fig.push_to_output();\n", - " var dataURL = fig.canvas.toDataURL();\n", - " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", - " // the notebook keyboard shortcuts fail.\n", - " IPython.keyboard_manager.enable();\n", - " fig.parent_element.innerHTML =\n", - " '';\n", - " fig.close_ws(fig, msg);\n", - "};\n", - "\n", - "mpl.figure.prototype.close_ws = function (fig, msg) {\n", - " fig.send_message('closing', msg);\n", - " // fig.ws.close()\n", - "};\n", - "\n", - "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", - " // Turn the data on the canvas into data in the output cell.\n", - " var width = this.canvas.width / this.ratio;\n", - " var dataURL = this.canvas.toDataURL();\n", - " this.cell_info[1]['text/html'] =\n", - " '';\n", - "};\n", - "\n", - "mpl.figure.prototype.updated_canvas_event = function () {\n", - " // Tell IPython that the notebook contents must change.\n", - " IPython.notebook.set_dirty(true);\n", - " this.send_message('ack', {});\n", - " var fig = this;\n", - " // Wait a second, then push the new image to the DOM so\n", - " // that it is saved nicely (might be nice to debounce this).\n", - " setTimeout(function () {\n", - " fig.push_to_output();\n", - " }, 1000);\n", - "};\n", - "\n", - "mpl.figure.prototype._init_toolbar = function () {\n", - " var fig = this;\n", - "\n", - " var toolbar = document.createElement('div');\n", - " toolbar.classList = 'btn-toolbar';\n", - " this.root.appendChild(toolbar);\n", - "\n", - " function on_click_closure(name) {\n", - " return function (_event) {\n", - " return fig.toolbar_button_onclick(name);\n", - " };\n", - " }\n", - "\n", - " function on_mouseover_closure(tooltip) {\n", - " return function (event) {\n", - " if (!event.currentTarget.disabled) {\n", - " return fig.toolbar_button_onmouseover(tooltip);\n", - " }\n", - " };\n", - " }\n", - "\n", - " fig.buttons = {};\n", - " var buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " var button;\n", - " for (var toolbar_ind in mpl.toolbar_items) {\n", - " var name = mpl.toolbar_items[toolbar_ind][0];\n", - " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", - " var image = mpl.toolbar_items[toolbar_ind][2];\n", - " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", - "\n", - " if (!name) {\n", - " /* Instead of a spacer, we start a new button group. */\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - " buttonGroup = document.createElement('div');\n", - " buttonGroup.classList = 'btn-group';\n", - " continue;\n", - " }\n", - "\n", - " button = fig.buttons[name] = document.createElement('button');\n", - " button.classList = 'btn btn-default';\n", - " button.href = '#';\n", - " button.title = name;\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', on_click_closure(method_name));\n", - " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", - " buttonGroup.appendChild(button);\n", - " }\n", - "\n", - " if (buttonGroup.hasChildNodes()) {\n", - " toolbar.appendChild(buttonGroup);\n", - " }\n", - "\n", - " // Add the status bar.\n", - " var status_bar = document.createElement('span');\n", - " status_bar.classList = 'mpl-message pull-right';\n", - " toolbar.appendChild(status_bar);\n", - " this.message = status_bar;\n", - "\n", - " // Add the close button to the window.\n", - " var buttongrp = document.createElement('div');\n", - " buttongrp.classList = 'btn-group inline pull-right';\n", - " button = document.createElement('button');\n", - " button.classList = 'btn btn-mini btn-primary';\n", - " button.href = '#';\n", - " button.title = 'Stop Interaction';\n", - " button.innerHTML = '';\n", - " button.addEventListener('click', function (_evt) {\n", - " fig.handle_close(fig, {});\n", - " });\n", - " button.addEventListener(\n", - " 'mouseover',\n", - " on_mouseover_closure('Stop Interaction')\n", - " );\n", - " buttongrp.appendChild(button);\n", - " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", - " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", - "};\n", - "\n", - "mpl.figure.prototype._remove_fig_handler = function (event) {\n", - " var fig = event.data.fig;\n", - " if (event.target !== this) {\n", - " // Ignore bubbled events from children.\n", - " return;\n", - " }\n", - " fig.close_ws(fig, {});\n", - "};\n", - "\n", - "mpl.figure.prototype._root_extra_style = function (el) {\n", - " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", - "};\n", - "\n", - "mpl.figure.prototype._canvas_extra_style = function (el) {\n", - " // this is important to make the div 'focusable\n", - " el.setAttribute('tabindex', 0);\n", - " // reach out to IPython and tell the keyboard manager to turn it's self\n", - " // off when our div gets focus\n", - "\n", - " // location in version 3\n", - " if (IPython.notebook.keyboard_manager) {\n", - " IPython.notebook.keyboard_manager.register_events(el);\n", - " } else {\n", - " // location in version 2\n", - " IPython.keyboard_manager.register_events(el);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", - " var manager = IPython.notebook.keyboard_manager;\n", - " if (!manager) {\n", - " manager = IPython.keyboard_manager;\n", - " }\n", - "\n", - " // Check for shift+enter\n", - " if (event.shiftKey && event.which === 13) {\n", - " this.canvas_div.blur();\n", - " // select the cell after this one\n", - " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", - " IPython.notebook.select(index + 1);\n", - " }\n", - "};\n", - "\n", - "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", - " fig.ondownload(fig, null);\n", - "};\n", - "\n", - "mpl.find_output_cell = function (html_output) {\n", - " // Return the cell and output element which can be found *uniquely* in the notebook.\n", - " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", - " // IPython event is triggered only after the cells have been serialised, which for\n", - " // our purposes (turning an active figure into a static one), is too late.\n", - " var cells = IPython.notebook.get_cells();\n", - " var ncells = cells.length;\n", - " for (var i = 0; i < ncells; i++) {\n", - " var cell = cells[i];\n", - " if (cell.cell_type === 'code') {\n", - " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", - " var data = cell.output_area.outputs[j];\n", - " if (data.data) {\n", - " // IPython >= 3 moved mimebundle to data attribute of output\n", - " data = data.data;\n", - " }\n", - " if (data['text/html'] === html_output) {\n", - " return [cell, data, j];\n", - " }\n", - " }\n", - " }\n", - " }\n", - "};\n", - "\n", - "// Register the function which deals with the matplotlib target/channel.\n", - "// The kernel may be null if the page has been refreshed.\n", - "if (IPython.notebook.kernel !== null) {\n", - " IPython.notebook.kernel.comm_manager.register_target(\n", - " 'matplotlib',\n", - " mpl.mpl_figure_comm\n", - " );\n", - "}\n" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "text/html": [ - "" - ], - "text/plain": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "pltname = pltdir + 'agnostic_density_plot-{}MS.png'\n", - "for toffset in ['00', '06', '12', '18', '24']:\n", - " fn = dirname + ftmplt.format('{}'.format(toffset))\n", - " fig, axis_dict, samples = make_spectra_plot(fn, logscale=True,\n", - " annotate_time=int(toffset),\n", - " plotbins=['a', 'b'])\n", - " fig.savefig(pltname.format(toffset))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "vietnamese-carpet", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3 (ipykernel)", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.3" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/figures/PlotFigures1andS4.ipynb b/figures/PlotFigures1andS4.ipynb new file mode 100644 index 0000000..eb4e701 --- /dev/null +++ b/figures/PlotFigures1andS4.ipynb @@ -0,0 +1,7378 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "behind-techno", + "metadata": {}, + "source": [ + "# Figure 1" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "printable-bride", + "metadata": {}, + "outputs": [], + "source": [ + "import os\n", + "import numpy\n", + "import matplotlib\n", + "from matplotlib import pyplot\n", + "%matplotlib notebook\n", + "\n", + "import pykerr\n", + "\n", + "from pycbc.inference import io\n", + "from pycbc import conversions\n", + "import scatter_histograms\n", + "from matplotlib import gridspec\n", + "from pycbc import distributions" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "conscious-mandate", + "metadata": {}, + "outputs": [], + "source": [ + "dirname = '../posteriors/agnostic/'\n", + "ftmplt = 'AGNOSTIC-{}MS.hdf'\n", + "pltdir = './'" + ] + }, + { + "cell_type": "code", + "execution_count": 56, + "id": "f94b37e4", + "metadata": { + "scrolled": false + }, + "outputs": [], + "source": [ + "def make_spectra_plot(fn, use_kombine=False, logscale=False, modes=None,\n", + " plotbins=None, hpdminor=True, annotate_time=None,\n", + " refl=2, refm=2):\n", + " fp = io.loadfile(fn, 'r')\n", + "\n", + " # get the bins\n", + " cp = fp.read_config_file()\n", + " vparams = cp.options('variable_params')\n", + " if plotbins is None:\n", + " plotbins = ['c', 'a', 'b']\n", + " bins = {}\n", + " mins = {}\n", + " maxs = {}\n", + " # original parameter names and priors used '220' for range A,\n", + " # '310' for range B, and '110' for range C, as the ringdown code\n", + " # expects names to follow an iii format. These were renamed when\n", + " # the posterior file was extracted, but since the prior parameters\n", + " # have the original names, we need to map them\n", + " binmap = {'a': '220', 'b': '310', 'c': '110'}\n", + " \n", + " for fbin in plotbins:\n", + " minf = float(cp.get('prior-f_{}'.format(binmap[fbin]),\n", + " 'min-f_{}'.format(binmap[fbin])))\n", + " maxf = float(cp.get('prior-f_{}'.format(binmap[fbin]),\n", + " 'max-f_{}'.format(binmap[fbin])))\n", + " bins[fbin] = (minf, maxf)\n", + " mins[fbin] = minf\n", + " maxs[fbin] = maxf\n", + " \n", + " samples = fp.read_samples(fp['samples'].keys())\n", + "\n", + " # prior samples\n", + " prior_norms = {}\n", + " cp = fp.read_config_file()\n", + " dists = distributions.read_distributions_from_config(cp)\n", + " const = distributions.read_constraints_from_config(cp)\n", + " prior = distributions.JointDistribution(cp.options('variable_params'), *dists, *const)\n", + " for p in prior.distributions:\n", + " if p.params[0].startswith('f_'):\n", + " prior_norms[p.params[0]] = p.norm\n", + "\n", + " fp.close()\n", + "\n", + " # estimate the mass and spin from the A bin assuming it is the refl, refm mode (default 2,2,0)\n", + " mass_est = samples['final_mass_from_f0_tau(f_a, tau_a, {}, {})'.format(refl, refm)]\n", + " spin_est = samples['final_spin_from_f0_tau(f_a, tau_a, {}, {})'.format(refl, refm)]\n", + "\n", + " # exclude naked singularities and negative mass\n", + " mask = numpy.isfinite(mass_est) & numpy.isfinite(spin_est)\n", + " mask &= mass_est > 0\n", + " mask &= abs(spin_est) < 1\n", + "\n", + " mass_est = mass_est[mask]\n", + " spin_est = spin_est[mask]\n", + "\n", + " # now get expected distributions for the other modes\n", + " if modes is None:\n", + " modes = [(3, 3, 0), (4, 4, 0), (5, 5, 0)]\n", + "\n", + " mode_samples = {}\n", + " for l, m, n in modes:\n", + " freqs = pykerr.qnmfreq(mass_est, spin_est, l, m, n)\n", + " taus = pykerr.qnmtau(mass_est, spin_est, l, m, n)\n", + " # to get the contours to plot on the axes we have to name\n", + " # the mode samples the same as the parameters plotted in\n", + " # the axis\n", + " if (l, m, n) == (2, 1, 0):\n", + " fa = io.FieldArray.from_kwargs(f_c=freqs, tau_c=taus,\n", + " f_a=freqs, tau_a=taus)\n", + " else:\n", + " fa = io.FieldArray.from_kwargs(f_b=freqs, tau_b=taus)\n", + " mode_samples[l, m, n] = fa\n", + "\n", + " colors = {(3, 3, 0): (0, 0, 1), # blue\n", + " (3, 2, 0): 'yellow',\n", + " (4, 4, 0): (0, 1, 0), # green\n", + " (5, 5, 0): (1, 0, 0), # red\n", + " (2, 1, 0): 'magenta',\n", + " (2, 2, 0): 'magenta'\n", + " }\n", + "\n", + " # construct grid\n", + " labels = {}\n", + " if logscale:\n", + " # set the relative proportions of the plots to the same as\n", + " # the log of the frequency bins\n", + " fbins = numpy.array(list(bins.values()))\n", + " fbins.sort(axis=0)\n", + " fbins = numpy.array(list(bins.values()))\n", + " width_ratios = numpy.diff(numpy.log10(fbins), axis=1).flatten()\n", + " wr = dict(zip(plotbins, width_ratios))\n", + " else:\n", + " width_ratios = (1,2)\n", + " if len(plotbins) == 3:\n", + " fsize = (18, 6)\n", + " else:\n", + " fsize = (14, 6)\n", + " fig = pyplot.figure(figsize=fsize)\n", + " gs = fig.add_gridspec(2, len(bins.keys()), width_ratios=width_ratios,\n", + " height_ratios=(1,2), wspace=0.01, hspace=0.03)\n", + "\n", + " axis_dict = {}\n", + " params = []\n", + " for ii, md in enumerate(plotbins):\n", + " fparam = 'f_{}'.format(md)\n", + " tparam = 'tau_{}'.format(md)\n", + " labels[fparam] = r'$f_{%s}$' %(md)\n", + " labels[tparam] = r'$\\tau_{%s}$' %(md)\n", + " # 1D marginal\n", + " ax = pyplot.subplot(gs[0, ii])\n", + " axis_dict[fparam, fparam] = (ax, 0, ii)\n", + " # 2D marginal\n", + " ax = pyplot.subplot(gs[1, ii])\n", + " if logscale:\n", + " ax.semilogx()\n", + " # force ticks to be scalar\n", + " ax.xaxis.set_major_formatter(matplotlib.ticker.ScalarFormatter())\n", + " ax.xaxis.set_minor_formatter(matplotlib.ticker.ScalarFormatter())\n", + " # make background black\n", + " ax.set_facecolor('k')\n", + " axis_dict[fparam, tparam] = (ax, 1, ii)\n", + " params.extend([tparam, fparam])\n", + " if ii == 0:\n", + " ax.set_ylabel(r'damping time (s)', fontsize=16)\n", + " # put ticks on right side\n", + " if ii != 0:\n", + " ax.set_yticks([])\n", + " # add a common x label\n", + " fig.text(0.5, 0.035, 'frequency (Hz)', ha='center', fontsize=16)\n", + " \n", + " for md in plotbins:\n", + " px = 'f_{}'.format(md)\n", + " py = 'tau_{}'.format(md)\n", + " ax = axis_dict[px, py][0]\n", + " # annotate\n", + " ax.annotate('Range {}'.format(md.upper()), (1-0.02*width_ratios.max()/wr[md], 0.9),\n", + " xycoords='axes fraction', color='white',\n", + " ha='right',\n", + " fontsize=18, zorder=10)\n", + " # limit the number of samples used to build the kde for speed\n", + " kdeargs = {'max_samples': 10000}\n", + " if True:\n", + " scatter_histograms.create_density_plot(px, py, samples,\n", + " plot_density=True, cmap='inferno',\n", + " plot_contours=True, percentiles=[50, 90],\n", + " contour_color='white',\n", + " contour_linestyles=['dashed', 'dotted'],\n", + " label_contours=False,\n", + " use_kombine=use_kombine,\n", + " kdeargs=kdeargs,\n", + " fig=fig, ax=ax)\n", + " # 1d marginal\n", + " ax = axis_dict[px, px][0]\n", + " # divide the parameter space up equally\n", + " fmin = 15.\n", + " fmax = 256.\n", + " #fmin, fmax = bins[md]\n", + " if logscale:\n", + " bx = numpy.geomspace(fmin, fmax, 400)\n", + " else:\n", + " bx = numpy.linspace(fmin, fmax, 400)\n", + " if hpdminor or md == '220':\n", + " hpd = 90\n", + " fillcolor='gray'\n", + " else:\n", + " hpd = None\n", + " fillcolor='none'\n", + " scatter_histograms.create_marginalized_hist(ax, samples[px], '', hpd=hpd,\n", + " bins=bx,\n", + " title=False,\n", + " percentiles=[],\n", + " linecolor='black',\n", + " fillcolor=fillcolor,\n", + " logscale=logscale\n", + " )\n", + " # plot the prior\n", + " ax.axhline(prior_norms['f_'+binmap[md]], c='black', ls=':')\n", + "\n", + "\n", + " # make range c have the same 1D marginal y limits as range A so we don't get a massive-looking prior\n", + " if 'c' in plotbins:\n", + " axa = axis_dict['f_a', 'f_a'][0]\n", + " axc = axis_dict['f_c', 'f_c'][0]\n", + " axc.set_ylim(*axa.get_ylim())\n", + "\n", + " \n", + " # add the expected area for the modes\n", + " ymaxs = {md: None for md in plotbins}\n", + " for mode in modes:\n", + " if mode == (2, 1, 0):\n", + " mds = ['c', 'a']\n", + " else:\n", + " mds = ['b']\n", + " for md in mds:\n", + " px = 'f_{}'.format(md)\n", + " py = 'tau_{}'.format(md)\n", + " ax1d = axis_dict[px, px][0]\n", + " ax2d = axis_dict[px, py][0]\n", + " if ymaxs[md] is None:\n", + " ymaxs[md] = ax1d.get_ylim()[1]\n", + " ymax = ymaxs[md]\n", + " scatter_histograms.create_density_plot(px, py, mode_samples[mode],\n", + " plot_density=False, plot_contours=True,\n", + " percentiles=[90],\n", + " contour_color=colors[mode],\n", + " contour_linestyles=['dashed'],\n", + " label_contours=False,\n", + " use_kombine=use_kombine, kdeargs=kdeargs,\n", + " fig=fig, ax=ax2d)\n", + " # shade the marginal\n", + " x = numpy.percentile(mode_samples[mode][px], [5, 95])\n", + " ax1d.fill_between(x, 0, ymax, color=colors[mode], alpha=0.5,\n", + " zorder=-1,\n", + " label='Expected {}'.format(''.join(map(str, mode))))\n", + " ax1d.set_xlim(mins[md], maxs[md])\n", + " ax1d.set_ylim(ymax=ymax)\n", + " if md == 'b':\n", + " ax1d.legend(loc='upper right', fontsize=14)\n", + " elif md == 'c':\n", + " ax1d.legend(loc='upper left', fontsize=14)\n", + "\n", + " # set limits on the 2D plots\n", + " tmin = 0.001\n", + " tmax = 0.1\n", + " for md in plotbins:\n", + " px = 'f_{}'.format(md)\n", + " py = 'tau_{}'.format(md)\n", + " ax = axis_dict[px, py][0]\n", + " ax.set_ylim(tmin, tmax)\n", + " ax.set_xlim(mins[md], maxs[md])\n", + " ax = axis_dict[px, px][0]\n", + " ax.set_xlim(mins[md], maxs[md])\n", + " \n", + " # remove the left tick label on the right tau f plot\n", + " for md in plotbins[1:]:\n", + " ax2d = axis_dict['f_{}'.format(md), 'tau_{}'.format(md)][0]\n", + " ticks = ax2d.xaxis.get_minor_ticks()\n", + " for ii, t in enumerate(ax2d.get_xticks(minor=True)):\n", + " if t == bins[md][0]:\n", + " ticks[ii].label1.set_visible(False)\n", + "\n", + " # force 1d tick labels off\n", + " for md in plotbins:\n", + " ax = axis_dict['f_{}'.format(md), 'f_{}'.format(md)][0]\n", + " ax.xaxis.set_major_formatter(matplotlib.ticker.NullFormatter())\n", + " ax.xaxis.set_minor_formatter(matplotlib.ticker.NullFormatter())\n", + "\n", + " if annotate_time is not None:\n", + " fig.text(0.5, 0.9, r'$t_{{\\rm ref}} + {}\\,$ms'.format(int(annotate_time)),\n", + " ha='center', fontsize=16)\n", + " return fig, axis_dict, samples" + ] + }, + { + "cell_type": "code", + "execution_count": 59, + "id": "threatened-symphony", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "toffset = '06'\n", + "fn = dirname + ftmplt.format(toffset)\n", + "fig, axis_dict, samples = make_spectra_plot(fn, logscale=True, hpdminor=False,\n", + " plotbins=['a', 'b'], modes=None)\n", + "fig.savefig('Figure1.png', bbox_inches='tight')" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "modified-deposit", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "toffset = '06'\n", + "fn = dirname + ftmplt.format(toffset)\n", + "fig, axis_dict, samples = make_spectra_plot(fn, logscale=True, hpdminor=False,\n", + " plotbins=['a', 'b'], modes=[])\n", + "fig.savefig('Figure1-noexpected.png')" + ] + }, + { + "cell_type": "markdown", + "id": "10d0a670", + "metadata": {}, + "source": [ + "## Figure S4" + ] + }, + { + "cell_type": "code", + "execution_count": 58, + "id": "vietnamese-moses", + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "/* global mpl */\n", + "window.mpl = {};\n", + "\n", + "mpl.get_websocket_type = function () {\n", + " if (typeof WebSocket !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof MozWebSocket !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert(\n", + " 'Your browser does not have WebSocket support. ' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.'\n", + " );\n", + " }\n", + "};\n", + "\n", + "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = this.ws.binaryType !== undefined;\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById('mpl-warnings');\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent =\n", + " 'This browser does not support binary websocket messages. ' +\n", + " 'Performance may be slow.';\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = document.createElement('div');\n", + " this.root.setAttribute('style', 'display: inline-block');\n", + " this._root_extra_style(this.root);\n", + "\n", + " parent_element.appendChild(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message('supports_binary', { value: fig.supports_binary });\n", + " fig.send_message('send_image_mode', {});\n", + " if (fig.ratio !== 1) {\n", + " fig.send_message('set_device_pixel_ratio', {\n", + " device_pixel_ratio: fig.ratio,\n", + " });\n", + " }\n", + " fig.send_message('refresh', {});\n", + " };\n", + "\n", + " this.imageObj.onload = function () {\n", + " if (fig.image_mode === 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function () {\n", + " fig.ws.close();\n", + " };\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "};\n", + "\n", + "mpl.figure.prototype._init_header = function () {\n", + " var titlebar = document.createElement('div');\n", + " titlebar.classList =\n", + " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", + " var titletext = document.createElement('div');\n", + " titletext.classList = 'ui-dialog-title';\n", + " titletext.setAttribute(\n", + " 'style',\n", + " 'width: 100%; text-align: center; padding: 3px;'\n", + " );\n", + " titlebar.appendChild(titletext);\n", + " this.root.appendChild(titlebar);\n", + " this.header = titletext;\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", + "\n", + "mpl.figure.prototype._init_canvas = function () {\n", + " var fig = this;\n", + "\n", + " var canvas_div = (this.canvas_div = document.createElement('div'));\n", + " canvas_div.setAttribute('tabindex', '0');\n", + " canvas_div.setAttribute(\n", + " 'style',\n", + " 'border: 1px solid #ddd;' +\n", + " 'box-sizing: content-box;' +\n", + " 'clear: both;' +\n", + " 'min-height: 1px;' +\n", + " 'min-width: 1px;' +\n", + " 'outline: 0;' +\n", + " 'overflow: hidden;' +\n", + " 'position: relative;' +\n", + " 'resize: both;' +\n", + " 'z-index: 2;'\n", + " );\n", + "\n", + " function on_keyboard_event_closure(name) {\n", + " return function (event) {\n", + " return fig.key_event(event, name);\n", + " };\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'keydown',\n", + " on_keyboard_event_closure('key_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'keyup',\n", + " on_keyboard_event_closure('key_release')\n", + " );\n", + "\n", + " this._canvas_extra_style(canvas_div);\n", + " this.root.appendChild(canvas_div);\n", + "\n", + " var canvas = (this.canvas = document.createElement('canvas'));\n", + " canvas.classList.add('mpl-canvas');\n", + " canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'pointer-events: none;' +\n", + " 'position: relative;' +\n", + " 'z-index: 0;'\n", + " );\n", + "\n", + " this.context = canvas.getContext('2d');\n", + "\n", + " var backingStore =\n", + " this.context.backingStorePixelRatio ||\n", + " this.context.webkitBackingStorePixelRatio ||\n", + " this.context.mozBackingStorePixelRatio ||\n", + " this.context.msBackingStorePixelRatio ||\n", + " this.context.oBackingStorePixelRatio ||\n", + " this.context.backingStorePixelRatio ||\n", + " 1;\n", + "\n", + " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", + " 'canvas'\n", + " ));\n", + " rubberband_canvas.setAttribute(\n", + " 'style',\n", + " 'box-sizing: content-box;' +\n", + " 'left: 0;' +\n", + " 'pointer-events: none;' +\n", + " 'position: absolute;' +\n", + " 'top: 0;' +\n", + " 'z-index: 1;'\n", + " );\n", + "\n", + " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", + " if (this.ResizeObserver === undefined) {\n", + " if (window.ResizeObserver !== undefined) {\n", + " this.ResizeObserver = window.ResizeObserver;\n", + " } else {\n", + " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", + " this.ResizeObserver = obs.ResizeObserver;\n", + " }\n", + " }\n", + "\n", + " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", + " var nentries = entries.length;\n", + " for (var i = 0; i < nentries; i++) {\n", + " var entry = entries[i];\n", + " var width, height;\n", + " if (entry.contentBoxSize) {\n", + " if (entry.contentBoxSize instanceof Array) {\n", + " // Chrome 84 implements new version of spec.\n", + " width = entry.contentBoxSize[0].inlineSize;\n", + " height = entry.contentBoxSize[0].blockSize;\n", + " } else {\n", + " // Firefox implements old version of spec.\n", + " width = entry.contentBoxSize.inlineSize;\n", + " height = entry.contentBoxSize.blockSize;\n", + " }\n", + " } else {\n", + " // Chrome <84 implements even older version of spec.\n", + " width = entry.contentRect.width;\n", + " height = entry.contentRect.height;\n", + " }\n", + "\n", + " // Keep the size of the canvas and rubber band canvas in sync with\n", + " // the canvas container.\n", + " if (entry.devicePixelContentBoxSize) {\n", + " // Chrome 84 implements new version of spec.\n", + " canvas.setAttribute(\n", + " 'width',\n", + " entry.devicePixelContentBoxSize[0].inlineSize\n", + " );\n", + " canvas.setAttribute(\n", + " 'height',\n", + " entry.devicePixelContentBoxSize[0].blockSize\n", + " );\n", + " } else {\n", + " canvas.setAttribute('width', width * fig.ratio);\n", + " canvas.setAttribute('height', height * fig.ratio);\n", + " }\n", + " /* This rescales the canvas back to display pixels, so that it\n", + " * appears correct on HiDPI screens. */\n", + " canvas.style.width = width + 'px';\n", + " canvas.style.height = height + 'px';\n", + "\n", + " rubberband_canvas.setAttribute('width', width);\n", + " rubberband_canvas.setAttribute('height', height);\n", + "\n", + " // And update the size in Python. We ignore the initial 0/0 size\n", + " // that occurs as the element is placed into the DOM, which should\n", + " // otherwise not happen due to the minimum size styling.\n", + " if (fig.ws.readyState == 1 && width != 0 && height != 0) {\n", + " fig.request_resize(width, height);\n", + " }\n", + " }\n", + " });\n", + " this.resizeObserverInstance.observe(canvas_div);\n", + "\n", + " function on_mouse_event_closure(name) {\n", + " /* User Agent sniffing is bad, but WebKit is busted:\n", + " * https://bugs.webkit.org/show_bug.cgi?id=144526\n", + " * https://bugs.webkit.org/show_bug.cgi?id=181818\n", + " * The worst that happens here is that they get an extra browser\n", + " * selection when dragging, if this check fails to catch them.\n", + " */\n", + " var UA = navigator.userAgent;\n", + " var isWebKit = /AppleWebKit/.test(UA) && !/Chrome/.test(UA);\n", + " if(isWebKit) {\n", + " return function (event) {\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We\n", + " * want to control all of the cursor setting manually through\n", + " * the 'cursor' event from matplotlib */\n", + " event.preventDefault()\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " } else {\n", + " return function (event) {\n", + " return fig.mouse_event(event, name);\n", + " };\n", + " }\n", + " }\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mousedown',\n", + " on_mouse_event_closure('button_press')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseup',\n", + " on_mouse_event_closure('button_release')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'dblclick',\n", + " on_mouse_event_closure('dblclick')\n", + " );\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " canvas_div.addEventListener(\n", + " 'mousemove',\n", + " on_mouse_event_closure('motion_notify')\n", + " );\n", + "\n", + " canvas_div.addEventListener(\n", + " 'mouseenter',\n", + " on_mouse_event_closure('figure_enter')\n", + " );\n", + " canvas_div.addEventListener(\n", + " 'mouseleave',\n", + " on_mouse_event_closure('figure_leave')\n", + " );\n", + "\n", + " canvas_div.addEventListener('wheel', function (event) {\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " on_mouse_event_closure('scroll')(event);\n", + " });\n", + "\n", + " canvas_div.appendChild(canvas);\n", + " canvas_div.appendChild(rubberband_canvas);\n", + "\n", + " this.rubberband_context = rubberband_canvas.getContext('2d');\n", + " this.rubberband_context.strokeStyle = '#000000';\n", + "\n", + " this._resize_canvas = function (width, height, forward) {\n", + " if (forward) {\n", + " canvas_div.style.width = width + 'px';\n", + " canvas_div.style.height = height + 'px';\n", + " }\n", + " };\n", + "\n", + " // Disable right mouse context menu.\n", + " canvas_div.addEventListener('contextmenu', function (_e) {\n", + " event.preventDefault();\n", + " return false;\n", + " });\n", + "\n", + " function set_focus() {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'mpl-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'mpl-button-group';\n", + " continue;\n", + " }\n", + "\n", + " var button = (fig.buttons[name] = document.createElement('button'));\n", + " button.classList = 'mpl-widget';\n", + " button.setAttribute('role', 'button');\n", + " button.setAttribute('aria-disabled', 'false');\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + "\n", + " var icon_img = document.createElement('img');\n", + " icon_img.src = '_images/' + image + '.png';\n", + " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", + " icon_img.alt = tooltip;\n", + " button.appendChild(icon_img);\n", + "\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " var fmt_picker = document.createElement('select');\n", + " fmt_picker.classList = 'mpl-widget';\n", + " toolbar.appendChild(fmt_picker);\n", + " this.format_dropdown = fmt_picker;\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = document.createElement('option');\n", + " option.selected = fmt === mpl.default_extension;\n", + " option.innerHTML = fmt;\n", + " fmt_picker.appendChild(option);\n", + " }\n", + "\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "};\n", + "\n", + "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", + "};\n", + "\n", + "mpl.figure.prototype.send_message = function (type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "};\n", + "\n", + "mpl.figure.prototype.send_draw_message = function () {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1], msg['forward']);\n", + " fig.send_message('refresh', {});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", + " var x0 = msg['x0'] / fig.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", + " var x1 = msg['x1'] / fig.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0,\n", + " 0,\n", + " fig.canvas.width / fig.ratio,\n", + " fig.canvas.height / fig.ratio\n", + " );\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", + " fig.canvas_div.style.cursor = msg['cursor'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_message = function (fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", + " for (var key in msg) {\n", + " if (!(key in fig.buttons)) {\n", + " continue;\n", + " }\n", + " fig.buttons[key].disabled = !msg[key];\n", + " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", + " if (msg['mode'] === 'PAN') {\n", + " fig.buttons['Pan'].classList.add('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " } else if (msg['mode'] === 'ZOOM') {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.add('active');\n", + " } else {\n", + " fig.buttons['Pan'].classList.remove('active');\n", + " fig.buttons['Zoom'].classList.remove('active');\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message('ack', {});\n", + "};\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function (fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " var img = evt.data;\n", + " if (img.type !== 'image/png') {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " img.type = 'image/png';\n", + " }\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src\n", + " );\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " img\n", + " );\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " } else if (\n", + " typeof evt.data === 'string' &&\n", + " evt.data.slice(0, 21) === 'data:image/png;base64'\n", + " ) {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig['handle_' + msg_type];\n", + " } catch (e) {\n", + " console.log(\n", + " \"No handler for the '\" + msg_type + \"' message type: \",\n", + " msg\n", + " );\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\n", + " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", + " e,\n", + " e.stack,\n", + " msg\n", + " );\n", + " }\n", + " }\n", + " };\n", + "};\n", + "\n", + "function getModifiers(event) {\n", + " var mods = [];\n", + " if (event.ctrlKey) {\n", + " mods.push('ctrl');\n", + " }\n", + " if (event.altKey) {\n", + " mods.push('alt');\n", + " }\n", + " if (event.shiftKey) {\n", + " mods.push('shift');\n", + " }\n", + " if (event.metaKey) {\n", + " mods.push('meta');\n", + " }\n", + " return mods;\n", + "}\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * https://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys(original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object') {\n", + " obj[key] = original[key];\n", + " }\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function (event, name) {\n", + " if (name === 'button_press') {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " // from https://stackoverflow.com/q/1114465\n", + " var boundingRect = this.canvas.getBoundingClientRect();\n", + " var x = (event.clientX - boundingRect.left) * this.ratio;\n", + " var y = (event.clientY - boundingRect.top) * this.ratio;\n", + "\n", + " this.send_message(name, {\n", + " x: x,\n", + " y: y,\n", + " button: event.button,\n", + " step: event.step,\n", + " modifiers: getModifiers(event),\n", + " guiEvent: simpleKeys(event),\n", + " });\n", + "\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "};\n", + "\n", + "mpl.figure.prototype.key_event = function (event, name) {\n", + " // Prevent repeat events\n", + " if (name === 'key_press') {\n", + " if (event.key === this._key) {\n", + " return;\n", + " } else {\n", + " this._key = event.key;\n", + " }\n", + " }\n", + " if (name === 'key_release') {\n", + " this._key = null;\n", + " }\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.key !== 'Control') {\n", + " value += 'ctrl+';\n", + " }\n", + " else if (event.altKey && event.key !== 'Alt') {\n", + " value += 'alt+';\n", + " }\n", + " else if (event.shiftKey && event.key !== 'Shift') {\n", + " value += 'shift+';\n", + " }\n", + "\n", + " value += 'k' + event.key;\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", + " return false;\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", + " if (name === 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message('toolbar_button', { name: name });\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "\n", + "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", + "// prettier-ignore\n", + "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis\", \"fa fa-square-o\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pgf\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\", \"webp\"];\n", + "\n", + "mpl.default_extension = \"png\";/* global mpl */\n", + "\n", + "var comm_websocket_adapter = function (comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.binaryType = comm.kernel.ws.binaryType;\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " function updateReadyState(_event) {\n", + " if (comm.kernel.ws) {\n", + " ws.readyState = comm.kernel.ws.readyState;\n", + " } else {\n", + " ws.readyState = 3; // Closed state.\n", + " }\n", + " }\n", + " comm.kernel.ws.addEventListener('open', updateReadyState);\n", + " comm.kernel.ws.addEventListener('close', updateReadyState);\n", + " comm.kernel.ws.addEventListener('error', updateReadyState);\n", + "\n", + " ws.close = function () {\n", + " comm.close();\n", + " };\n", + " ws.send = function (m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function (msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " var data = msg['content']['data'];\n", + " if (data['blob'] !== undefined) {\n", + " data = {\n", + " data: new Blob(msg['buffers'], { type: data['blob'] }),\n", + " };\n", + " }\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(data);\n", + " });\n", + " return ws;\n", + "};\n", + "\n", + "mpl.mpl_figure_comm = function (comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = document.getElementById(id);\n", + " var ws_proxy = comm_websocket_adapter(comm);\n", + "\n", + " function ondownload(figure, _format) {\n", + " window.open(figure.canvas.toDataURL());\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element;\n", + " fig.cell_info = mpl.find_output_cell(\"
\");\n", + " if (!fig.cell_info) {\n", + " console.error('Failed to find cell for figure', id, fig);\n", + " return;\n", + " }\n", + " fig.cell_info[0].output_area.element.on(\n", + " 'cleared',\n", + " { fig: fig },\n", + " fig._remove_fig_handler\n", + " );\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function (fig, msg) {\n", + " var width = fig.canvas.width / fig.ratio;\n", + " fig.cell_info[0].output_area.element.off(\n", + " 'cleared',\n", + " fig._remove_fig_handler\n", + " );\n", + " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable();\n", + " fig.parent_element.innerHTML =\n", + " '';\n", + " fig.close_ws(fig, msg);\n", + "};\n", + "\n", + "mpl.figure.prototype.close_ws = function (fig, msg) {\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "};\n", + "\n", + "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width / this.ratio;\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] =\n", + " '';\n", + "};\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function () {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message('ack', {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () {\n", + " fig.push_to_output();\n", + " }, 1000);\n", + "};\n", + "\n", + "mpl.figure.prototype._init_toolbar = function () {\n", + " var fig = this;\n", + "\n", + " var toolbar = document.createElement('div');\n", + " toolbar.classList = 'btn-toolbar';\n", + " this.root.appendChild(toolbar);\n", + "\n", + " function on_click_closure(name) {\n", + " return function (_event) {\n", + " return fig.toolbar_button_onclick(name);\n", + " };\n", + " }\n", + "\n", + " function on_mouseover_closure(tooltip) {\n", + " return function (event) {\n", + " if (!event.currentTarget.disabled) {\n", + " return fig.toolbar_button_onmouseover(tooltip);\n", + " }\n", + " };\n", + " }\n", + "\n", + " fig.buttons = {};\n", + " var buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " var button;\n", + " for (var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " /* Instead of a spacer, we start a new button group. */\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + " buttonGroup = document.createElement('div');\n", + " buttonGroup.classList = 'btn-group';\n", + " continue;\n", + " }\n", + "\n", + " button = fig.buttons[name] = document.createElement('button');\n", + " button.classList = 'btn btn-default';\n", + " button.href = '#';\n", + " button.title = name;\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', on_click_closure(method_name));\n", + " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", + " buttonGroup.appendChild(button);\n", + " }\n", + "\n", + " if (buttonGroup.hasChildNodes()) {\n", + " toolbar.appendChild(buttonGroup);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = document.createElement('span');\n", + " status_bar.classList = 'mpl-message pull-right';\n", + " toolbar.appendChild(status_bar);\n", + " this.message = status_bar;\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = document.createElement('div');\n", + " buttongrp.classList = 'btn-group inline pull-right';\n", + " button = document.createElement('button');\n", + " button.classList = 'btn btn-mini btn-primary';\n", + " button.href = '#';\n", + " button.title = 'Stop Interaction';\n", + " button.innerHTML = '';\n", + " button.addEventListener('click', function (_evt) {\n", + " fig.handle_close(fig, {});\n", + " });\n", + " button.addEventListener(\n", + " 'mouseover',\n", + " on_mouseover_closure('Stop Interaction')\n", + " );\n", + " buttongrp.appendChild(button);\n", + " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", + " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", + "};\n", + "\n", + "mpl.figure.prototype._remove_fig_handler = function (event) {\n", + " var fig = event.data.fig;\n", + " if (event.target !== this) {\n", + " // Ignore bubbled events from children.\n", + " return;\n", + " }\n", + " fig.close_ws(fig, {});\n", + "};\n", + "\n", + "mpl.figure.prototype._root_extra_style = function (el) {\n", + " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", + "};\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function (el) {\n", + " // this is important to make the div 'focusable\n", + " el.setAttribute('tabindex', 0);\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " } else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which === 13) {\n", + " this.canvas_div.blur();\n", + " // select the cell after this one\n", + " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", + " IPython.notebook.select(index + 1);\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", + " fig.ondownload(fig, null);\n", + "};\n", + "\n", + "mpl.find_output_cell = function (html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i = 0; i < ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code') {\n", + " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] === html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "};\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel !== null) {\n", + " IPython.notebook.kernel.comm_manager.register_target(\n", + " 'matplotlib',\n", + " mpl.mpl_figure_comm\n", + " );\n", + "}\n" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "pltname = pltdir + 'agnostic_density_plot-{}MS.png'\n", + "for toffset in ['00', '06', '12', '18', '24']:\n", + " fn = dirname + ftmplt.format('{}'.format(toffset))\n", + " fig, axis_dict, samples = make_spectra_plot(fn, logscale=True,\n", + " annotate_time=int(toffset),\n", + " plotbins=['c', 'a', 'b'], hpdminor=False,\n", + " modes=[(2,1,0), (3,3,0), (4,4,0), (5,5,0)])\n", + " fig.savefig(pltname.format(toffset))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "vietnamese-carpet", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/figures/PlotFiguresS1andS3.ipynb b/figures/PlotFiguresS2andS3.ipynb 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- "outputs": [], - "source": [ - "# Read (log) evidence and errors, final mass and bounds from file\n", - "\n", - "modes = ['220',\n", - " '220_221',\n", - " '220_221_222',\n", - " '220_221_222_223',\n", - " '220_330',\n", - " '220_330_210',\n", - " '220_330_440',\n", - " '220_330_440_210',\n", - " '220_330_440_550_210'\n", - " ]\n", - "\n", - "log_evidence = {}\n", - "dlog_evidence = {}\n", - "\n", - "for mode in modes:\n", - " log_evidence[mode] = {}\n", - " dlog_evidence[mode] = {}\n", - "\n", - " tmp_array = numpy.loadtxt('../posteriors/evidence/{}_evidence.txt'.format(mode))\n", - "\n", - " for idx in range(len(tmp_array)):\n", - " log_evidence[mode][int(tmp_array[idx,0])] = tmp_array[idx,1]\n", - " dlog_evidence[mode][int(tmp_array[idx,0])] = tmp_array[idx,2]\n", - "\n", - "\n", - "params = ['final_mass', 'f220']\n", - "median_vals = {}\n", - "error_low = {}\n", - "error_high = {}\n", - "\n", - "for mode in modes:\n", - " median_vals[mode] = {}\n", - " error_low[mode] = {}\n", - " error_high[mode] = {}\n", - " for param in params:\n", - " median_vals[mode][param] = {}\n", - " error_low[mode][param] = {}\n", - " error_high[mode][param] = {}\n", - "\n", - " tmp_array = numpy.loadtxt('../posteriors/median_values/{}_{}.txt'.format(mode, param))\n", - "\n", - " for idx in range(len(tmp_array)):\n", - " median_vals[mode][param][int(tmp_array[idx,0])] = tmp_array[idx,1]\n", - " error_low[mode][param][int(tmp_array[idx,0])] = tmp_array[idx,2]\n", - " error_high[mode][param][int(tmp_array[idx,0])] = tmp_array[idx,3]" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/work/julian.westerweck/virtualenvs/pycbc-condor1-gwastro/lib/python3.7/site-packages/ipykernel_launcher.py:32: RuntimeWarning: overflow encountered in exp\n", - "/work/julian.westerweck/virtualenvs/pycbc-condor1-gwastro/lib/python3.7/site-packages/ipykernel_launcher.py:33: RuntimeWarning: overflow encountered in exp\n", - "/work/julian.westerweck/virtualenvs/pycbc-condor1-gwastro/lib/python3.7/site-packages/ipykernel_launcher.py:34: RuntimeWarning: overflow encountered in exp\n", - "/work/julian.westerweck/virtualenvs/pycbc-condor1-gwastro/lib/python3.7/site-packages/ipykernel_launcher.py:36: RuntimeWarning: invalid value encountered in double_scalars\n", - "/work/julian.westerweck/virtualenvs/pycbc-condor1-gwastro/lib/python3.7/site-packages/ipykernel_launcher.py:37: RuntimeWarning: invalid value encountered in double_scalars\n" - ] - } - ], - "source": [ - "# Calculate (log) Bayes factors\n", - "\n", - "log_bayes_factors = {}\n", - "log_symm_err = {}\n", - "bayes_factors = {}\n", - "bf_error_high = {}\n", - "bf_error_low = {}\n", - "\n", - "for mode in log_evidence:\n", - " log_bayes_factors[mode] = {}\n", - " log_symm_err[mode] = {}\n", - " bayes_factors[mode] = {}\n", - " bf_error_high[mode] = {}\n", - " bf_error_low[mode] = {}\n", - "\n", - " for time in log_evidence[mode]:\n", - " if not (time in log_evidence['220'] and time in log_evidence['220_221']):\n", - " ref_mode = '220'\n", - " else:\n", - " # Use max of Z(220), Z(220,221) as reference\n", - " ref_mode = ['220', '220_221'][numpy.argmax([log_evidence['220'][time], log_evidence['220_221'][time]])]\n", - " if mode == '220_221':\n", - " ref_mode = '220'\n", - "\n", - " log_bayes_factors[mode][time] = log_evidence[mode][time] - log_evidence[ref_mode][time]\n", - "\n", - " log_symm_err[mode][time] = numpy.sqrt(dlog_evidence[mode][time]**2 + dlog_evidence[ref_mode][time]**2)\n", - "\n", - " bf_error_high[mode][time] = log_bayes_factors[mode][time] + log_symm_err[mode][time]\n", - " bf_error_low[mode][time] = log_bayes_factors[mode][time] - log_symm_err[mode][time]\n", - "\n", - " bayes_factors[mode][time] = numpy.exp(log_bayes_factors[mode][time])\n", - " bf_error_high[mode][time] = numpy.exp(bf_error_high[mode][time])\n", - " bf_error_low[mode][time] = numpy.exp(bf_error_low[mode][time])\n", - "\n", - " bf_error_high[mode][time] = bf_error_high[mode][time] - bayes_factors[mode][time]\n", - " bf_error_low[mode][time] = bayes_factors[mode][time] - bf_error_low[mode][time]" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": {}, - "outputs": [], - "source": [ - "# Sort Bayes factors by time\n", - "log_bayes_factors_sorted = {}\n", - "log_symm_err_sorted = {}\n", - "bayes_factors_sorted = {}\n", - "bf_error_high_sorted = {}\n", - "bf_error_low_sorted = {}\n", - "\n", - "for mode in bayes_factors:\n", - " log_bayes_factors_sorted[mode] = {}\n", - " log_symm_err_sorted[mode] = {}\n", - " bayes_factors_sorted[mode] = {}\n", - " bf_error_high_sorted[mode] = {}\n", - " bf_error_low_sorted[mode] = {}\n", - "\n", - " for time in sorted(bayes_factors[mode]):\n", - " log_bayes_factors_sorted[mode][time] = log_bayes_factors[mode][time]\n", - " log_symm_err_sorted[mode][time] = log_symm_err[mode][time]\n", - " bayes_factors_sorted[mode][time] = bayes_factors[mode][time]\n", - " bf_error_high_sorted[mode][time] = bf_error_high[mode][time]\n", - " bf_error_low_sorted[mode][time] = bf_error_low[mode][time]\n", - "\n", - "log_bayes_factors = log_bayes_factors_sorted\n", - "log_symm_err = log_symm_err_sorted\n", - "bayes_factors = bayes_factors_sorted\n", - "bf_error_high = bf_error_high_sorted\n", - "bf_error_low = bf_error_low_sorted\n", - "\n", - "# Sort median values and error by time\n", - "median_vals_sorted = {}\n", - "error_low_sorted = {}\n", - "error_high_sorted = {}\n", - "\n", - "for mode in median_vals:\n", - " median_vals_sorted[mode] = {}\n", - " error_low_sorted[mode] = {}\n", - " error_high_sorted[mode] = {}\n", - "\n", - " for param in median_vals[mode]:\n", - " median_vals_sorted[mode][param] = {}\n", - " error_low_sorted[mode][param] = {}\n", - " error_high_sorted[mode][param] = {}\n", - "\n", - " for time in sorted(median_vals[mode][param]):\n", - " median_vals_sorted[mode][param][time] = median_vals[mode][param][time]\n", - " error_low_sorted[mode][param][time] = error_low[mode][param][time]\n", - " error_high_sorted[mode][param][time] = error_high[mode][param][time]\n", - "\n", - "median_vals = median_vals_sorted\n", - "error_low = error_low_sorted\n", - "error_high = error_high_sorted" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "220\n", - "-9 $2.05^{+0.17}_{-0.16}\\times 10^{-4}$\n", - "-8 $3.51^{+0.31}_{-0.28}\\times 10^{-5}$\n", - "-7 $1.22^{+0.11}_{-0.10}\\times 10^{-5}$\n", - "-6 $1.71^{+0.15}_{-0.13}\\times 10^{-5}$\n", - "-5 $3.27^{+0.28}_{-0.26}\\times 10^{-5}$\n", - "-4 $1.99^{+0.17}_{-0.16}\\times 10^{-4}$\n", - "-3 $0.00145^{+0.00012}_{-0.00011}$\n", - "-2 $0.00679^{+0.00056}_{-0.00052}$\n", - "-1 $0.0177^{+0.0015}_{-0.0013}$\n", - "0 $0.210^{+0.018}_{-0.016}$\n", - "1 $0.0623^{+0.0051}_{-0.0047}$\n", - "2 $0.0928^{+0.0076}_{-0.0070}$\n", - "3 $0.0608^{+0.0049}_{-0.0045}$\n", - "4 $0.0227^{+0.0018}_{-0.0017}$\n", - "5 $0.1097^{+0.0087}_{-0.0080}$\n", - "6 $1.000^{+0.069}_{-0.065}$\n", - "7 $1.000^{+0.070}_{-0.065}$\n", - "8 $1.000^{+0.076}_{-0.071}$\n", - "9 $1.000^{+0.074}_{-0.069}$\n", - "10 $1.000^{+0.075}_{-0.069}$\n", - "11 $1.000^{+0.067}_{-0.062}$\n", - "12 $1.000^{+0.069}_{-0.065}$\n", - "13 $1.000^{+0.073}_{-0.068}$\n", - "14 $1.000^{+0.070}_{-0.066}$\n", - "15 $1.000^{+0.076}_{-0.070}$\n", - "16 $1.000^{+0.072}_{-0.067}$\n", - "17 $1.000^{+0.066}_{-0.062}$\n", - "18 $0.726^{+0.051}_{-0.047}$\n", - "19 $0.945^{+0.065}_{-0.061}$\n", - "20 $1.000^{+0.068}_{-0.063}$\n", - "21 $1.000^{+0.069}_{-0.065}$\n", - "22 $1.000^{+0.060}_{-0.057}$\n", - "23 $0.734^{+0.047}_{-0.044}$\n", - "24 $1.000^{+0.057}_{-0.054}$\n", - "220_221\n", - "-9 $4.88^{+0.41}_{-0.38}\\times 10^{3}$\n", - "-8 $2.85^{+0.25}_{-0.23}\\times 10^{4}$\n", - "-7 $8.18^{+0.71}_{-0.65}\\times 10^{4}$\n", - "-6 $5.83^{+0.50}_{-0.46}\\times 10^{4}$\n", - "-5 $3.06^{+0.27}_{-0.25}\\times 10^{4}$\n", - "-4 $5.03^{+0.43}_{-0.39}\\times 10^{3}$\n", - "-3 $692^{+58}_{-53}$\n", - "-2 $147^{+12}_{-11}$\n", - "-1 $56.3^{+4.6}_{-4.3}$\n", - "0 $4.77^{+0.40}_{-0.37}$\n", - "1 $16.1^{+1.3}_{-1.2}$\n", - "2 $10.78^{+0.88}_{-0.82}$\n", - "3 $16.4^{+1.3}_{-1.2}$\n", - "4 $44.1^{+3.5}_{-3.3}$\n", - "5 $9.11^{+0.72}_{-0.67}$\n", - "6 $0.747^{+0.055}_{-0.051}$\n", - "7 $0.916^{+0.069}_{-0.064}$\n", - "8 $0.712^{+0.056}_{-0.052}$\n", - "9 $0.426^{+0.032}_{-0.030}$\n", - "10 $0.533^{+0.041}_{-0.038}$\n", - "11 $0.588^{+0.043}_{-0.040}$\n", - "12 $0.888^{+0.066}_{-0.062}$\n", - "13 $0.358^{+0.027}_{-0.025}$\n", - "14 $0.403^{+0.030}_{-0.028}$\n", - "15 $0.452^{+0.035}_{-0.032}$\n", - "16 $0.570^{+0.042}_{-0.040}$\n", - "17 $0.494^{+0.037}_{-0.034}$\n", - "18 $1.378^{+0.096}_{-0.090}$\n", - "19 $1.058^{+0.073}_{-0.068}$\n", - "20 $0.912^{+0.064}_{-0.060}$\n", - "21 $0.598^{+0.041}_{-0.038}$\n", - "22 $0.703^{+0.046}_{-0.043}$\n", - "23 $1.363^{+0.087}_{-0.082}$\n", - "24 $0.463^{+0.029}_{-0.027}$\n", - "220_221_222\n", - "-9 inf\n", - "-8 inf\n", - "-7 inf\n", - "-6 inf\n", - "-5 inf\n", - "-4 inf\n", - "-3 inf\n", - "220_221_222_223\n", - "-9 inf\n", - "-8 inf\n", - "-6 inf\n", - "-5 inf\n", - "-4 inf\n", - "-3 inf\n", - "220_330\n", - "-9 $2.40^{+0.21}_{-0.20}\\times 10^{-4}$\n", - "-6 $9.11^{+0.82}_{-0.76}\\times 10^{-5}$\n", - "-3 $0.0843^{+0.0074}_{-0.0068}$\n", - "0 $2.98^{+0.25}_{-0.23}$\n", - "1 $1.22^{+0.10}_{-0.10}$\n", - "2 $5.12^{+0.44}_{-0.40}$\n", - "3 $7.56^{+0.65}_{-0.60}$\n", - "4 $3.84^{+0.33}_{-0.30}$\n", - "5 $15.3^{+1.3}_{-1.2}$\n", - "6 $55^{+4.3}_{-3.9}$\n", - "7 $48.5^{+3.8}_{-3.5}$\n", - "8 $41.4^{+3.2}_{-3}$\n", - "9 $18.8^{+1.4}_{-1.3}$\n", - "10 $18.3^{+1.4}_{-1.3}$\n", - "11 $14.8^{+1.1}_{-1.0}$\n", - "12 $15.2^{+1.1}_{-1.1}$\n", - "13 $2.64^{+0.20}_{-0.19}$\n", - "14 $2.48^{+0.19}_{-0.17}$\n", - "15 $2.42^{+0.19}_{-0.17}$\n", - "16 $4.55^{+0.34}_{-0.31}$\n", - "17 $5.34^{+0.38}_{-0.35}$\n", - "18 $7.85^{+0.59}_{-0.55}$\n", - "19 $3.79^{+0.28}_{-0.26}$\n", - "20 $2.41^{+0.17}_{-0.16}$\n", - "21 $1.307^{+0.089}_{-0.083}$\n", - "22 $1.210^{+0.079}_{-0.075}$\n", - "23 $0.831^{+0.054}_{-0.051}$\n", - "24 $0.593^{+0.038}_{-0.036}$\n", - "220_330_210\n", - "0 inf\n", - "6 inf\n", - "9 inf\n", - "10 inf\n", - "11 inf\n", - "12 inf\n", - "13 inf\n", - "14 inf\n", - "15 inf\n", - "16 inf\n", - "17 inf\n", - "18 inf\n", - "19 inf\n", - "20 inf\n", - "21 inf\n", - "22 inf\n", - "23 inf\n", - "24 inf\n", - "220_330_440\n", - "0 inf\n", - "6 inf\n", - "9 inf\n", - "10 inf\n", - "11 inf\n", - "12 inf\n", - "13 inf\n", - "14 inf\n", - "15 inf\n", - "16 inf\n", - "17 inf\n", - "18 inf\n", - "19 inf\n", - "20 inf\n", - "21 inf\n", - "22 inf\n", - "23 inf\n", - "24 inf\n", - "220_330_440_210\n", - "0 $3.93^{+0.46}_{-0.41}$\n", - "6 $13.4^{+1.3}_{-1.2}$\n", - "9 $4.91^{+0.50}_{-0.45}$\n", - "10 $4.33^{+0.44}_{-0.40}$\n", - "11 $4.94^{+0.48}_{-0.44}$\n", - "12 $5.60^{+0.55}_{-0.50}$\n", - "13 $1.59^{+0.16}_{-0.14}$\n", - "14 $1.13^{+0.11}_{-0.10}$\n", - "15 $1.14^{+0.11}_{-0.10}$\n", - "16 $2.34^{+0.23}_{-0.21}$\n", - "17 $5.76^{+0.54}_{-0.50}$\n", - "18 $8.07^{+0.78}_{-0.71}$\n", - "19 $3.44^{+0.34}_{-0.31}$\n", - "20 $2.80^{+0.26}_{-0.24}$\n", - "21 $1.083^{+0.101}_{-0.093}$\n", - "22 $1.135^{+0.100}_{-0.092}$\n", - "23 $0.747^{+0.065}_{-0.060}$\n", - "24 $0.522^{+0.041}_{-0.038}$\n", - "220_330_440_550_210\n", - "0 inf\n", - "6 inf\n", - "9 inf\n", - "12 inf\n", - "13 inf\n", - "14 inf\n", - "15 inf\n", - "16 inf\n", - "17 inf\n", - "18 inf\n", - "19 inf\n", - "20 inf\n", - "21 inf\n", - "22 inf\n", - "23 inf\n", - "24 inf\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/work/julian.westerweck/virtualenvs/pycbc-condor1-gwastro/lib/python3.7/site-packages/PyCBC-0.0a8307-py3.7-linux-x86_64.egg/pycbc/results/str_utils.py:194: RuntimeWarning: invalid value encountered in double_scalars\n", - " value = value * 10**(-conversion_factor)\n" - ] - } - ], - "source": [ - "# Print Bayes factors\n", - "for mode in bayes_factors:\n", - " print(mode)\n", - " for time in bayes_factors[mode]:\n", - " try:\n", - " print(time, '${0}$'.format(str_utils.format_value(\n", - " bayes_factors[mode][time],\n", - " bf_error_low[mode][time],\n", - " plus_error=bf_error_high[mode][time])))\n", - " except OverflowError:\n", - " print(time, bayes_factors[mode][time])" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Plot Figure 2" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [], - "source": [ - "# Times of maximum Bayes factor in ms relative to reference time\n", - "max330 = 6\n", - "max221 = -7" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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97/XruRN/FqGig17PnIkhOPgqWVn3lScNDs79b8+eUqRACCFMaNGiwQQElO2pfUBAMxYtGmLmiMomKyuLkSNHcuzYMQYNGsSaNWvQaDQlHvPee+/x9ddf4+3tzY4dO2hYyiTYeWWaf/3110LbNm/eTGZmJv3798e2irtX79+/H4PBgJ+fX5mPSU5O5tSpU6hUKnx9fY3rBw8ejFqtZv/+/YUmDs3KymLTpk1oNJoyl7kWorwk2RHVT9++uVXSDIbcKmlFtLRUdNBrbGw6Q4f+iLv7J/z73wdyV+av+lZK9wQhhBDlY2enJTh4LJMnF9+lTatVM3lyF7ZtG2e2cTflodfrGTNmDLt376Zv376sXbu21Ak2P//8c+bPn4+npyc7d+40dt8qyaRJk3BycmLDhg2sXbvWuD42Npa33noLgJkzZ1buZorxySefkJiYWGj98ePHefHFFwGYMGFCgW3Lly83zjOUX1RUFM8++ywpKSkMGzasQJLXqFEjxowZQ3Z2Ni+99BI5OfceNr711lvExcUxbty4UhNDISrK8p8oQhSllCppFR30miclJRtnZ9tCVd+U1q2Rdh0hhDAtOzstS5cOZ+7ch1m8+Djz5u0zbnvvvX688kq3atN1DWDx4sWsW7cOyO2a9dJLLxW5X16Fs9OnTxuTEl9fX+MEm/ebNGkSffr0MS67urry3Xff8fTTT/Pkk08SGBiIm5sbO3fuJCkpiRkzZhAYGGjam/vLW2+9xXvvvUfnzp3x8fEhOzubsLAw4ySgTz/9dKFCDD/88AMvvvgibdu2pXXr1mi1WiIjIzlx4gRZWVm0a9eOb7/9ttC1Fi5cyJEjR/jtt99o3bo1Dz74IOfPn+fcuXO0bNmSzz77zCz3KARIsiOqq1KqpE2c2IU5c/aWq0iBRqNi0KAW7NkTTmZmDiNH+heq+jZu3Dri49N5/PHWjBrVGk/Psv/xvX07leXLT7J373VSUrJxdLQmMNCHiRM7V6s/4kIIYSkeHg7MnNmrQLIzc2YvXFyqVxXM/C0eeUlPUfIqnCUlJaH81Qvh8OHDHD58uMj9AwMDCyQ7AE888QT79u1j3rx5HDlyhOzsbNq2bcsrr7zC+PHjTXA3Rfvyyy/Zs2cPp0+f5ty5c+h0Otzd3Rk5ciRBQUGMGjWq0DFvvvkmfn5+HDlyhD179pCSkoKzszM9e/bkiSeeYPLkyUVOtNqgQQOOHTvG7NmzWb9+PevWrcPDw4PXXnuNOXPmlDiuSYjKUimKjMauDdq1awfA+fPnLRyJCaWlgb8/REXB//0fvPNOgc2TJ29i2bKiBzwWZfLkLixdOpz0dB1Hj97k4Q5O0LJlbjGEb74h4/kXcHf/hLQ0HZA7dKd376aMHt2Gxx9vja9v4apwkDu56bRp21i16nSRyZdWq2bChE4sWjSkWnTPEEKIPAaDgcuXLwPg7++PWm3+3u1JSZnUr/9v43Ji4j+qXbIjhDCv8nz2VPY7rozZEdWXvT189FHu+/nzITq6wOaKDnqtV0/Lww/75pa3TkyEDh1g0iR27Qo3JjqQO1To4MFIZs78nebNv6BLl6XMm7ePCxfijE/wMjJ0DBnyX5YtK74Utk5n4NtvTzJ48A9kZOiK3EcIIYQQQpieJDuienv22dwKaWlp8O67BTblDXrt1q1xsYcXO+j1zz9hyZLc9wsXgkbDkCEt2L9/Aq+/3pNmzZwLnevUqRjef38P7dp9TZs2X/H779eYNm1bmctg7917nenTt5VpXyGEqK1sba2YNSvA+JIWbyGEOUk3thosKSmJpKQkAAYOHIhGo+FiMaWaa7Rjx+6Voz56FLp3L7C5Z8/lHD0aBYCfX33c3e1LHi+jKNC/P+zeDU88AUWU/FQUhVOnYli79iJr117k4sX4Qvts3z6Oxx77sVzjhrRaNZGRr8sYHiFEtWCJbmxCCFGV3djkcUoNtnDhQubMmWNcdnd3t2A0ZtS9O4wfD6tXw2uvwaFD8NcvRUxMqjHRAfjtt6fp2NGz5PNt2JCb6NjY5FZ9K4JKpaJLl0Z06dKIefMe4eLFONatu8TatRc5ceIWzZo5c+xYVLkSHcjt0rZixSnefbdvuY4TQgghhBDlJ49warDp06cTHh5OeHg4LVu2xM3NzdIhmc+//gUODrktOz/+aFy9efMV4/tmzZzp0MGj5PNkZuZWdwN44w3IN/FZSdq0cefdd/vyxx+TiYiYxurVo9i3r2zd1+4XEhJRoeOEEEIIIUT5SLJTg7m4uODj44OPjw9arbZ2dz9o1Aj++c/c9//4B6SmArBhw2XjLiNG+KNSlTJLzsKFEBYGjRvD229XKJRmzVwICPAhJSW7QsdX9DghhBBCCFE+0o1N1BzTp8O330J4OIweja55C4YGn2IguV3JRt24Bq9uLfkcq1bl/vejj3JbiirB0bHk2bSLExeXRlRUMk2aOFXq+kIIIYQQomSS7NQiURnpfHrxT15t1RYbjcbS4ZierS0sWACjR8OOHWjZwd/zb99wrGzn6dEDxo6tdDgBAc3YsSOs3Mddu5ZIq1aLiYmZiaNj4cnXhBBCCCGEaUiyU4uk5+TwVeglJrfwr53JDsCoUbmFCq5eZdOmy5w+cxuAdm3dGT26TenHa7UQFGQscFAZEyd2Yc6cveUuUgC5Xe4k0RFCCCGEMC9JdmqhbIPe0iGYj0oFzz+PXm9g4tIFxJEOwI/vjYYxD1RpKJ6eDgQFdWLZspNlPqZbt8bExqYxZUrXQtt++ukc69dfYurUBwkIaFb6+CMhhBBCCFEiSXZqoXU3b/Cin7+lwzCro0ejiIvLTXSsrNQMHtzCInEsWjSYK1cSyjSxaEBAM7ZtG4dWq0atLpzILF58jIMHI/n55/P4+7sxZUpXxo/vhKurnTlCF0IIi8jS61kSesm4/PcWrWtvbwQhhMXV4vJdddfya1fI0tfi1h2gffuG/PjjaP72t/YMH96K+vUtkxDY2WkJDh7L5Mld0GqL/nXSatVMntyFbdvGYWtrhUajLtRqc/58LAcPRhqXL19OYMaM32nceAHjx6/n0KFIZP5fIURtkGXQs+jKBeMrqzb3RhBCWJwkO7VQbFYmv0SGWzoMs3JysmHMmAdYs+YJ1q59xqKx2NlpWbp0OJGRrzNnTiDNm9fHy8uR5s3rM2dOIJGRr7N06XBsbYtvSPX3b8D69c8weHAL8udBWVl6vv/+DA899B0dO37D118f5+7dzBLjuX07lTlzQvDz+4KmTT/Dz+8L5s7dy+3bqaa5YSGEEEKIGkKSnVrq66uXan3rTnXj4eHABx8EcO3aa0RGzuDatdf44IMAPDxKL3FtZaVm5MjWBAePJTT0Nd5++yEaNrQvsM+ff8by8stbadz4MzZuvFzoHBkZOiZP3kTTpp8ze/ZewsISuXkzhbCwRGbNCqFp08+ZMmUTmZk5JrtnIYSojdLT01m/fj0TJ07E398fW1tb7O3t6dixI3PnziU1teDDI4PBwP79+3nrrbfo2rUrjo6O2NjY4Ofnx9SpUwkPL/kB5MGDBxk6dCiurq44ODjQvXt3vv/+e3PeIidOnGD27Nn07t0bFxcXrK2tadq0KePGjePs2bNFHnP9+nW+/PJLBg8ejKenJ1qtlgYNGjB48GA2btxY7LX27t3LnDlzGDZsGO7u7qhUKnx8fMx0Z0IUpFKkb0yt0K5dO66mJNPkq8+M6+Y+0JnnfCwzlkVUXna2nvXrL7F06Ql27773h1KtVnH9+nS8vO7N05ORoWPIkP+WeexQcPBY7Oy0ZolbCFFzGAwGLl/OfXji7+9fJZNTx2Vm0H3HZuPymcEjcdJWbN4yc1m+fDkvvvgiAG3atKF9+/YkJydz6NAhUlJSaN26NXv37qVhw4YAhIaG0rJlSwA8PT3p3r07Go2GY8eOERUVhaOjI1u3bqVPnz6FrvXbb7/xzDPPYDAY6NevHw0aNGDXrl0kJSUxc+ZMPv30U5PfX05ODlpt7t8AV1dXevTogb29PadOneLatWtYW1vz3//+lyeffLLAcX369OHgwYPY2NjQs2dPPD09CQsL4/jx4wC8/vrrfPbZZ4Wu16lTJ86cOVNgXbNmzYiIiDD5vYmaoTyfPe3atQPg/PnzFbqWtOzUYktqaetOerrO0iFUCWtrDU8/3Y5du57n0qWXmTGjJ66udgwf3qpAogPw6qvBZUp0APbuvc706dvMEbIQQpRq3c2yfVZZklarZfLkyVy4cIELFy7wyy+/sG3bNi5fvkznzp25dOkS06dPN+6vUqkYMGAAu3btIjo6mg0bNrB27VquXbtGUFAQKSkpjB07Fp2u4N+vO3fu8MILL6DX6/n1118JCQnh119/5dKlS7Ro0YIFCxYQEhJilnvs1q0b69evJzY2lq1bt/K///2PK1eu8M9//pPs7GxeeOEF4uPjCxzj5eXFl19+SVxcHCEhIfz0008cO3aMzZs3Y2Vlxeeff87vv/9e6FoDBw5k3rx5bN++vcJfWIWoKGnZqSWKatkB+PCBLozz8bNQVKYXH59O06af06ePNyNH+jN5clesretOFZ/MzBwSEtJp0uReshMTk4qX12fo9WX/VdZq1URGvl6mLnZCiNqrqlt2svR6+u3aSmzWvbGHxwc+RgObmlN18vDhw/Tu3RsbGxuSk5Oxti65VSojI4NGjRpx9+5dQkJCCAgIMG77+OOP+cc//sHIkSNZv359gePWrVvH6NGjeeyxx9i0aVOpca1atYoJEyawcuVKgoKCKnJrACiKQps2bbh8+TKrVq1i/PjxZTpuypQpfPvttwQFBbFy5cpi94uJiaFRo0bSslPHScuOMJmvr16sVa07W7deJTMzh507w/jXvw5gZVW3foRtba0KJDoAK1acLFeiA6DTGVix4pQpQxNCiFL9fCO8QKIDudMl1CQdO3YEICsri4SEhFL3t7Ozo1WrVgBER0cX2LZlyxaAQt3FAIYNG4atrS07d+4kM7PkwjSmpFKp6NChA1A43pLk/X8pzzFCVIW69U2xDrqVmcH/IiMsHYbJ5B+YP3x4qyLnq6lrytp97X4hIRGmDUQIIUpw//w6eWradAlhYWFAblc3V1fXUvc3GAxcv577Oe3p6VlgW944li5duhQ6ztramvbt25OZmcmVK1cqG3a55N3j/fGa+hghqoIkO3VAbWndyczMYdu2UOPyiBG1e+LUskpJya7S44QQdU+WXk+yLrvMr6J6yK8ODyUmM6PQ+tisTL6PCC1wfEZO4aqR2QZDqdetir91ixYtAmDw4MHY2NiUuv+aNWuIjY3F3d2d3r17G9cnJydz9+5dIHcsTFHy1uclS1XhwIEDnDhxAmtrawYPHlymY5KSkozV40aOHGnO8IQot+In/hC1Rl7rTk0fu7NnTzhpabmDO+vV0/LII74Wjqh6cHSsWBWjih4nhKh7loReYtGVC2Xe//4Ka1l6PR9dLLqcMcD/XTjL/124t/0Jr2Z82rl7gX02Rt3gzdPHS7zutFZtme7frsxxltfWrVtZsWIFWq2WDz/8sNT9IyMjjYUM5s6dWyA5yl++ul69ekUeb2+fOwVBSkpKJaIuu+TkZF544QUgt7Jao0aNynTc1KlTiYuLo2fPnjz++OPmDFGIcpNkpwZLSkoiKSkJAJ1Oh289e04NKfpDRqOq+d298ndhGzTIr8RJOuuSgIBm7NgRVu7jAgN9TB+MEEIU4ecb4dT0akiXLl1i3LhxKIrCJ598YhyjUpy0tDRGjx5NfHw8o0aNYurUqSaLpagCBKGhuT0fli9fXmQFt08//ZQGDRoUe069Xs/YsWO5evUq3bt3Z+7cuWWK5d///jc///wzrq6u/Pe//0VVC75viNpFvi3WYAsXLmTOnDnGZXd3d+pZWZGUnc2N9FQ6uJTel7imUBSFjRvv9VkeOVK6sOWZOLELc+bsRaczlPkYrVbNxImdzRiVEELkKm6sTk0SFRXF4MGDSUxMZMaMGUybNq3E/XU6HU899RR//PEHffr04ccffyy0j4PDvWqY6enpODk5FdonLS0NAEdHxwLrV69eXey1Dx48yMGDBwutnz17donJzt///nc2b96Mv78/W7ZsKbXKHMAPP/zAO++8g729PVu2bKF58+alHiNEVZNkpwabPn268enOwIEDyVHB0L2/cyn5Lg1sbDk64LFa84TlxIlbREfnNuOr1SqGDm1p4YiqD09PB4KCOrFs2ckyHzNhQicpOy2EKLO/t2jNC83L/rnraHVv0uJfIsOLHKtTlH+27cDT3r5oVYWHFI9o4s1Az8YlHm+jNv1UBHfu3GHgwIFcv36dCRMmlDrJp8FgYPz48QQHB9OpUyc2bdqEnV3h0tpOTk44Oztz9+5dbt68Sdu2bQvtc/PmTSB3As78ihoTVZnS02+//TbLli2jadOm7Nixo8SkKM/mzZuZMGECWq2WtWvX0rNnz3JdU4iqIslODebi4oKLiwuQWxVGrShcTM4d7BiXlUlYWip+Do4lnKHmyN+FrXfvpri721swmupn0aLBXLmSUKbKbAEBzVi0aEgVRCWEqC1sNBpsNOVPJLL0er6+WvZWne/CrvKcT4sir2WtVmOtrtqxhqmpqQwZMoQLFy4wevRoli1bVupDxFdffZU1a9bQqlUrtm/fbvw7XZSOHTuyb98+Tp48WSjZ0el0nDt3DltbW2PpanP4+OOP+fe//03Dhg3ZsWMHTZs2LfWYvXv38tRTT6EoCj/++CMDBw40W3xCVJZUY6tFNCoV/o7OxuWj8bEWjMa08ic7I0aY70O/prKz0xIcPJbJk7ug1Rb9a63Vqpk8uQvbto2T8U5CiCpRnlYdqF7TJWRlZTFy5EiOHTvGoEGDWLNmDZpSEr733nuPr7/+Gm9vb3bs2EHDhg1L3H/YsGEA/Prrr4W2bd68mczMTPr374+trW3Fb6QEy5Yt4x//+AcuLi5s374df//Su4ifPHmSESNGkJWVxfLly3niiSfMEpsQpiLJTi3Ts4G78f3RO3EWjMR0bt5M5syZ28blkSNbWzCa6svOTsvSpcOJjHyd+fMfYcCA5vTs6cWAAc2ZP/8RIiNfZ+nS4ZLoCCGqRHlbdfJUh+kS9Ho9Y8aMYffu3fTt25e1a9eWOobl888/Z/78+Xh6erJz5068vb1Lvc6kSZNwcnJiw4YNrF271rg+NjaWt956C4CZM2dW7maK8euvvzJ16lQcHBzYunUrnTp1KvWYy5cvM3jwYJKTk1m0aFG5u8sJYQnyraeW6eHqzurw3IosR+LjUBSlxo/b8fJy4sqVV9i06QqnTsXQqpWbpUOq1jw8HHj33b68+25fS4cihKjDytuqk6c6TJewePFi1q1bB0CDBg146aWXitwvr8LZ6dOnjUmJr68v8+fPL3L/SZMm0adPH+Oyq6sr3333HU8//TRPPvkkgYGBuLm5sXPnTpKSkpgxYwaBgYGmvTlyk6mxY8diMBjw9fVl6dKlLF26tNB+o0aNYtSoUcblv/3tb8TFxeHu7s6JEyeKTHZat27N22+/XWDd8uXLWb58OZDbPQ/g1q1bBcb5fP3110VOripEZUmyU8t0d7vXshOblUl4WirNa8G4nZYt3Zgxo5elw6jx9u6NYO7cfcydG8hDD5X+1FEIISrq6aa+POHlU2h9si6bXju3GJcP9x9WYE4esPx0CYmJicb3eUlPUfIqnCUlJRmLBhw+fJjDhw8XuX9gYGCBZAfgiSeeYN++fcybN48jR46QnZ1N27ZteeWVVxg/frwJ7qaw9PR0srNzJ5b+888/+fPPP4vcz8fHp0Cyk/f/JS4urtiKcAEBAYWSnZs3b3L06NEC67KzswusS05OLvd9CFEWKqWokh6ixmnXLncStfPnzzM4ZDuXU3I/NOZ36MqzzaQUpIDXX9/GwoW5f1gGDGjO778/Z+GIhBCWZjAYuHw5d0ykv78/arX5e7cn67LpuG2Dcfn+CUiFELVfeT578n/HrQgZs1ML5W/dOZZQO8btiMrLX657x44wDh+OtGA0QgghhBDmJ8lOLdTT7V71lyMJsUXW468pLl2KJyen7JNliuL179+cXr28jMtz5uy1YDRCiLrKRq1hWqu2xpc55sYRQog8kuzUQt3d7k0Gdjszk4i0VAtGU3E6nZ5evVbg4fEpzz+/zjipqKgYlUrFrFkBxuXt269x9OhNC0YkhKiLbDQapvu3M74qMn+PEEKUlSQ7tVADG1taOjgZl88k3bFgNBW3f/8NkpIyuXMng19+OY+Tk42lQ6rxBg70o0ePJsZlad0RQgghRG0m1dhqqZdbtkFBoYebO43s6lk6nArJP5Hoo482x8FBBrBWVl7rztChPwIQHBzKsWNRdO/epJQjhRBCCCFqHmnZqaVGenkzyqtZjU10FEVhw4Z7yc7IkaXP6izKZvDgFnTr1ti4PHeutO4IIYQQonaSZEdUS+fOxRIRkWRcfuyxVpYLppa5f+zOli1X+eOPaAtGJIQQQghhHpLsiGopfxe2bt0a07hxzZ8YtToZOrQlDz4orTtCCCGEqN0k2akDsvR6wlJrViUz6cJmXiqVig8+6GdcVqtVZGfrLRiREEIIIYTpSYGCWuxqSjKzz53ixJ14XK1tONh/GCqVytJhlSo6OoXjx+91qxoxQpIdc3jssVbMnNmLsWMfoHPnRpYORwghhBDC5CTZqcVctNYcio8F4FZmBpHpaXjbO1g4qtJt3nzF+N7Hx4X27RuWsLeoKJVKxaefDrR0GEIIIYQQZiPJTi3mbmuLn4Mj1/7qwnYkIa5GJDv3d2GrCa1RQgghyibHkMWZmFXG5Y6eQVipZR41IYR5yJidWq6Hm7vx/ZGEOAtGUjY5OQbOnr1tXJYubFUvKyvH0iEIIWoxvSGbkzHfGl96Q7alQxJC1GLSslPL9XRz58frYQAcTYhDUZRq3VJiZaUmImIahw/fZOvWq/Tt623pkOqMgwdvMGfOXhwdbfjtt6ctHY4QooZTFIUcQ2ah9TpDRqFltb7g1xErtW21/lslhKg5pGWnlsvfshOdkc7NjHQLRlM2Go2aPn28+b//exStVmPpcOqEvXsj6NNnJTt2hLF27cUCrWtCCFEROYZMVp3pU+i15tyQAvutOTek0D5FJUlVKT09nfXr1zNx4kT8/f2xtbXF3t6ejh07MnfuXFJTUwvsbzAY2L9/P2+99RZdu3bF0dERGxsb/Pz8mDp1KuHh4SVe7+DBgwwdOhRXV1ccHBzo3r0733//vTlvkX379vHiiy/SpUsXPDw8sLa2xtXVlYcffpj//Oc/KIpS6Jjr168zc+ZM+vXrh5eXF7a2tjg4ONC5c2fmz59PWlpasddLTExk2rRpNGvWDBsbG5o1a8b06dNJSkoy410Wtm/fPtRqNSqVikmTJpXpmISEBBo2bIhKpaJFixYl7rtq1Sq6d++Og4MDrq6uDB06lEOHDpki9CLpdDp+//13XnnlFdq3b0+9evWws7OjTZs2vPHGG8TFFd2rJz4+nhUrVjB58mQ6deqElZUVKpWKVatWlXrN8+fP89RTT+Hu7o6dnR0PPPAACxcuxGAwmPjuTEOSnRosKSmJiIgIIiIi0Ol0Rf6QNbS1o7n9vTlqjtaArmyi6vXt26xAIYgPP9xnwWiEEMKyfvzxRx5//HG+++47NBoNI0aMoG/fvoSHhzNr1iy6detGbGyscf+wsDD69evHJ598QnR0NI888gjDhg0jKyuLpUuX0rFjRw4cOFDktX777TcCAgLYtm0bHTp0YPDgwVy9epXx48fzxhtvmO0eN27cyPLly0lLS6Nz58488cQTtG/fnv379/P8888zduzYQsf8+eeffPbZZ1y9epWWLVvy+OOP06dPH8LDw3nvvffo0aMHiYmJhY6Lj4+ne/fufPHFF1hZWTFq1CgcHR1ZtGgRPXr04M6dO2a7z/yysrKYPHlyuY+bOXMm8fHxpe43ffp0JkyYwLlz5+jfvz/du3dnx44d9OvXj/Xr11cg4tLt3buXQYMG8dVXX5GWlsaQIUMYMGAA8fHxLFiwgA4dOnD58uVCxx04cIBJkyaxbNkyzpw5g15ftuknDh8+TLdu3fj1119p3rw5I0aMID4+ntdff52//e1vRSbJFqeIGmvWrFkKYHy5u7sXud87p/9QfDb+ovhs/EWZefJoFUcpaopffjmnwGzj688/b1s6JCGEmen1euXChQvKhQsXFL1eb9JzZ+ekK9+e6FKhV3ZOukljKa9Vq1YpkydPVi5cuFBgfXR0tNK5c2cFUMaMGWNcHxoaqgwYMEDZtWuXYjAYjOszMzOVoKAgBVC8vb2V7OzsAudLSEhQnJycFED57bffjOtjYmKUFi1aKICyZ88es9zj+fPnlaioqELrr169qjRq1EgBlE2bNhXYFh0drZw7d67QMXfv3lUeffRRBVBmzpxZaPvYsWMVQBk9erSi0+mM61999VUFUMaPH1/5GyqD9957T1GpVMqkSZMUQJk4cWKpx+zcuVMBlMmTJyuA4ufnV+R+O3bsUADFzc1NuXLlinH9oUOHFGtra8XFxUVJTEw01a0Y7dq1S3n66aeVo0cLfr9LSkpSBg0apABKr169Ch136NAh5aWXXlK+++475c8//1RefPFFBVBWrlxZ7LWys7MVX19fBVA+++wz4/qUlBSlV69epR6fX3k+e9q2bau0bdu2TOctiiQ7NVhiYqISHh6uhIeHKy1btlRat25d5H4bbl43JjsP7dhcxVGWXUhIuHLpUpylw6iz9HqD0q7dV8Zk5+mn/2fpkIQQZibJTvkdOnRIARQbGxslKyur1P3T09MVZ2dnBVBCQkIKbPv3v/+tAMrIkSMLHbd27VoFUB577LEyxbVy5cpyfdksyYcffqgAyuuvv17mY/bv368ASufOnQusj46OVtRqtWJtba3ExMQU2JaZmam4u7srGo1GuX27bA/YACUgIKDMceU5d+6cYm1trUyaNMn4/6q0ZCc9PV3x8/NT2rZtq1y5cqXEZGfIkCEKoHz++eeFtr322msKoHz66adlinX8+PEKoISHh5dp/+JERUUZH4hHRESUuO+UKVNK/fn5+eefFUDp2LFjoW0nTpxQAKV9+/Zliq0qkx3pxlaDubi44OPjg4+PD1qtFrW66H/O/ON2ojLSuZlefJ9aS5oyZTOtW39F69aLOXjwhqXDqXPUahUffBBgXP7f/85z4YJ0exRCiPw6duwI5HaJSkhIKHV/Ozs7WrVqBUB0dHSBbVu2bAHgySefLHTcsGHDsLW1ZefOnWRmVu0YJq1WC4C1tXWlj9m2bRsGg4G+ffvi4eFRYJuNjQ3Dhw9Hr9ezdevWSkZdPEVRmDx5Ms7Ozvz73/8u83Fz5swhLCyMb775xnh/RcnIyGD37t1A0f+Wees2bdpUzsgrp3Hjxri7534HvP9nryJK+nnt0qULzZs359y5c0RERFT6WqYkyU4d4GFrh0+++XWOJZTe77SqXb4cz+XLCX+9T8DLy8nCEdVNTz7ZlrZtcz8YFUXG7gghcuUYssjKSSnzS6lkv/2c+yq2AegNulKvm2PIqtR1yyIsLLfCqVarxdXVtdT9DQYD169fB8DT07PAtjNnzgC5XxTvZ21tTfv27cnMzOTKlSuFtptLZGQk33zzDQBDhw4t0zHp6enMnz8fyE3S8ivpHvOvP3v2bIXiLYslS5Zw6NAhFixYUKZ/s7x4FixYwIQJE+jbt2+J+16+fJmsrCzc3d3x8vIqtL0q7rEoSUlJxjFU9//sVUR1+LesCCk9XUdMat6KbIOBng3c8Xd0tnQ4hWzceG/wXMeOHjRr5mK5YOowtVrF++/3Y8yY3wD4+edzfPBBP9q0cS/lSCFEbXYmZhUnY74t8/7PdwhBrar4V4zDNxfwiO/8AuuuJQaz9/qcEo/r4jmZro2nVPi6ZbFo0SIABg8ejI1N6ZOhrlmzhtjYWNzd3endu7dxfXJyMnfv3gUo8gty3vo//viD69ev06FDBxNEX9jhw4dZunQper2e6OhoDhw4QE5ODvPmzaNfv35FHpOYmMjrr78OQFxcHEePHiUhIYFRo0YVKqpw48YN470UJW99XkJoalFRUbzzzjs8/PDDPPfcc2U6xmAwMGnSJFxcXPj4449L3b+0e7S3t8fFxYXExERSUlJwdHQscj9T++qrr8jJyeGBBx7A19e30uez9L9lRUmyU0eM9fGzdAgl2rjx3lMrmUjUsp56qi1z5uzl0qV4FAXmzdvPf/872tJhCSGExW3dupUVK1ag1Wr58MMPS90/MjKS6dOnAzB37twCyVH+8tX16tUr8nh7e3sAUlJSKhF1ya5du8bq1auNyxqNhrlz55ZYCS4tLa3AMQBPP/00ixcvxs7OrsD6vPu01D2+8sorZGZmsmTJkjIf8+WXX3L8+HFWrlyJm5tbqfuXdo+Qe59JSUlVluycOnWKefPmAZSr615JLP1vWVGS7AiLi4tL49ChSOPyyJGS7FiSRqPm/ff7MXbsWgB++im3dcffv4GFIxNCCMu5dOkS48aNQ1EUPvnkE+PYneKkpaUxevRo4uPjGTVqFFOnTjVZLEFBQYXWhYaGArB8+XJCQkIKbf/0009p0KDw5/i4ceMYN24c2dnZRERE8P333zN37lw2bdpEcHAw9evXL3SMl5cXSm6RK27evMmOHTv45z//yQMPPMDWrVuL7eZUHsuXLy+2XPelS5eK/H8watQoRo0aZVxeu3Yt69ev54MPPsDfv2zfLW7cuMF7771HQEBAkdcwpUuXLvHRRx8VWp9332+88QYODg4FtjVo0IBPP/20xPPevn2b0aNHk5mZyfTp0xkyZEiJ+9d2kuwIi9u69SoGQ27/7saNHenSpZGFIxLPPNOOuXP3cvlyAoMHt6A6ls0XQlSdjp5BtG/4bJn3t9Y4VGpi0F5eMwut86s/hGbOD5d4nEZd9gH15REVFcXgwYNJTExkxowZTJs2rcT9dTodTz31FH/88Qd9+vThxx9/LLRP/i+x6enpODkVHquaN0nn/S0B97eq5Hfw4EEOHjxYaP3s2bOLTHbyWFtb06pVK+bNm4erqyszZ87kgw8+4Msvvyz2GJVKRdOmTXnhhRd44IEH6NWrFxMmTOD06dOoVKoC95meXvSk5sXd44EDB4q9z9u3bxe5zcfHx5jsJCcn8+qrr9KyZUvefffdYu/hfi+//DLZ2dnGcUtlUdo9QtH3GRMTU+K/5W+//VZoXbNmzUpMdlJSUhg6dCgRERE89dRTLFiwoNT4y8rBwYHExMRy/1tamiQ7dZCiKMRnZeFua2vpUADYsOHeeJ0RI1oZPyCF5Wg0apYsGYaDgzXdujWxdDhCCAuzUttgpS59fIrprmdXaJ1GrUWjLr4ilrncuXOHgQMHcv36dSZMmFDqU3WDwcD48eMJDg6mU6dObNq0qVDXLgAnJyecnZ25e/cuN2/epG3btoX2uXnzJpD7BTe/ogpArFq1igkTJrBy5cpKt0g899xzzJw5kw0bNpSY7OTXrVs3/P39OXv2LOHh4TRv3hwAb29v4N693K+4e1y1ahWrVq0qtL9KpSIgIKDI1qv8Tp48SXR0ND4+PgwaNKjAtpiYGCC3ulhgYCCenp789NNPAGzevBkXF5dCLXF5FfGioqIIDAwE4KeffsLT07PUe0xLSyMpKYn69esXSAQCAwOL/LcMCgpi9erVhIeH4+PjU+J93h/jiBEjOHnyJAMHDuSHH34otlJvRXh7e5OYmMjNmzeLHENW3L+lpUmyU4eEpabw6aVzHEuIw97Kir2Plq3KijllZuawffs147KM16k+Hn648oMZhRCiJktNTWXIkCFcuHCB0aNHs2zZslIfyL366qusWbOGVq1asX37dlxcXIrdt2PHjuzbt4+TJ08WSnZ0Oh3nzp3D1tbWWLq6qri6uqJWq4mLK9/0A3ktR3FxccZkJ6+738mTJ4s8Jm+9uQowREREFFsKOSYmhpiYmEJfzpOSkti7d2+Rx2RmZhq35SVA/v7+2NjYEBcXR1RUFE2aFHxIaO57BMjJyeGZZ54hJCSE3r17s3bt2nKVDi+Ljh07cubMGU6ePFlkpb6quM+KkNLTdYidRkPwrZskZGdxIz2N6Izim1uryu7d4aSn6wCwt9fKF2whhBDVQlZWFiNHjuTYsWMMGjSINWvWoNFoSjzmvffe4+uvv8bb25sdO3bQsGHDEvfPK9P866+/Ftq2efNmMjMz6d+/P7ZV3BNj//79GAwG/PzKXtwoOTmZU6dOoVKpClT+Gjx4MGq1mv379xMbG1vgmKysLDZt2oRGoylzmeuyyms1Keq1cuVKACZOnIiiKAWSoeKOCQ8PB8DPz8+4Lq/Vxc7OjkceeQSA//3vf4Viyfv3HT58uEnvMX/MEyZMYOPGjXTq1IktW7YYiwWYUkk/r6dOnSIsLIz27duXqzWqKkiyU4c0sqtHs3r3fviPJlh+wsj8JacHD26Bra00NlZn168nWToEIYQwO71ez5gxY9i9ezd9+/Yt01Pyzz//nPnz5+Pp6cnOnTuNXZtKMmnSJJycnNiwYQNr1641ro+NjeWtt94CYObMwuOXTOGTTz4xzsGS3/Hjx3nxxRcBmDBhQoFty5cvN84zlF9UVBTPPvssKSkpDBs2rECS16hRI8aMGUN2djYvvfQSOTk5xm1vvfUWcXFxjBs3rtTEsLqbMWMGAPPmzePq1avG9XmlvV1cXJg4caJZrj19+nR++OEHWrduze+//15ia2JlPP744/j6+nLmzBk+//xz4/q0tDRefvllwHw/r5Uh3yzrmB5u7lxPzx1AdiQhjse9LNuvMjMzB61WjU5nkC5s1dixY1HMmbOX7dtDuXz5Ffz8yjYpmxCi7rJS2xLUsXA1rSx9CmvO3asONaZ9MDaaggOardSWHVO6ePFi1q1bB+R2zXrppZeK3C+vwtnp06eNX/J8fX2NE2zeb9KkSfTp08e47OrqynfffcfTTz/Nk08+SWBgIG5ubuzcuZOkpCRmzJhhHB9iam+99RbvvfcenTt3xsfHh+zsbMLCwowTRz799NOFCjH88MMPvPjii7Rt25bWrVuj1WqJjIzkxIkTZGVl0a5dO779tvB8TAsXLuTIkSP89ttvtG7dmgcffJDz589z7tw5WrZsyWeffWaWe6xK/fv3Z9q0aSxatIhOnToxYMAAsrOz2bFjh7E1yRxJyIYNG/jiiy8AaNq0KW+++WaR+7399tu0bt26wLqePXsa3+e1XH344YfG4gxdunTh66+/Nu6j1Wr54Ycf6N+/PzNmzODnn3+mWbNm7N+/n1u3bvHkk08yfvx4k96fKUiyU8f0cGvIL5ERAByNjy155yqwatUovvhiCNu3h/Loo80tHY4ogl5v4Nlnf+PatdwngPPn7+e770ZaOCohRHWnUqnQagoPzDcoOQWWtWq7IvezpPwtHnlJT1HyKpwlJSUZB5ofPnyYw4cPF7l/YGBggWQH4IknnmDfvn3MmzePI0eOkJ2dTdu2bXnllVfM+sXxyy+/ZM+ePZw+fZpz586h0+lwd3dn5MiRBAUFFSjhnOfNN9/Ez8+PI0eOsGfPHlJSUnB2dqZnz5488cQTTJ48uciJVhs0aMCxY8eYPXs269evZ926dXh4ePDaa68xZ84cs7VEVLWFCxfSqVMnFi9ezI4dO7C2tqZ///68//77BSaUNaX8P6s7duwodr+goKBCyc7Ro0cL7RcWFmZsvSuq+2Tv3r05fvw4s2bNIiQkhDNnzuDn58ebb77JtGnTqmWRKZVSVBkIUeO0a9cOgPPnz5e4X1R6On12bTEuH+o/jEZ2xU+CJQTAd9+dYuLEjQBoNCquXHmV5s0Lz70ghKhZDAYDly/ndif29/c3aeWm4mTlpPD92UDj8vMdQrCxql6laoUQ5lWez56yfsctjozZqWOa1KtH02o2bkdUf8891wFfXxcA9HqF//u//ZYNSAghhBCiDCTZqYN6urkb3x+RZEeUgVar4d13+xqXV68+Q0REkuUCEkLUWBq1NV08Jxtf5poIVAghQJKdOqlHvmTHUi07wcFX+eGHs9y5k2GR64vye/75jjRr5gxATo5BWneEEBVipbaha+MpxldVTlYqhKh7JNmpg/InOxFpqcRkVH3CsWDBYZ57bh0NG37CkiXHq/z6ovysrTX885/3WndWrjwtpaiFEEIIUa1JslMHedWzxytfUYKqbt1JSspk797rQO74jw4dPKr0+qLixo/vhLf3vdadf/2rcFlZIYQQQojqQpKdOmqsjx+vtWrLj70CGNSoSZVeOzj4Kjk5BgDc3evRs6dXlV5fVJy1tYZ3371XNvW7705x48ZdC0YkhBBCCFE8SXbqqKktWvO6fzt6NWiIrUZTpdfeuPGK8f1jj7VCo5Efw5pkwoTONG3qBIBOZ+Cjj6R1R4iaKv+cGAaDwYKRCCHqkvyfN+aem0e+ZYoqlZ2tJzj4qnF5xAh/C0YjKsLaWsM77+S27gwc6Me4cR0sHJEQoqJUKhXW1rnV0NLS0iwcjRCirsj7vLG2tjZ7smNl1rMLcZ99+65z924WALa2VgwY0NzCEYmKeOGFznTp0ogePaQLohA1naOjIwkJCdy+fRsAe3v7KplcVAhR9xgMBtLS0oyfN46O5p9QWJIdAUB6Tg71rMz/47Bx42Xj+/79m2NvL/Mr1EQ2NlaS6AhRS7i5uZGWlkZmZibR0dGWDkcIUUfY2tri5uZm9utIslOH3UhL5ZvQy8ZqbLseGWzW6ymKUiDZGTGilVmvJ4QQonQajQZvb28SEhJISUkhOzvb0iEJIWoxa2trHB0dcXNzQ1MF48Yl2anDVCoVa26EGZdjMzNoaGtntuudPXub69fvVe4aPlzG69Qmp07dolEjRzw9HSwdihCinDQaDQ0bNqRhw4YoioKiKJYOSQhRC6lUKrOP0bmfJDt1mJddPRrb2hGdmTup6LGEeB5r0tRs18vfqtOjRxP5UlxLnD4dw6xZIWzceJnXXuvOokVDLB2SEKISLPFlRAghzEVGINZhKpWKHg0aGpePJMSa9Xqeng7GCUSlClvtsW/fdWMi++23J7l1K8XCEQkhhBBC5JJkp47r6eZufH/kr7E75vLii105c2Yq4eHTmDSpi1mvJarOiy92MbbSZWbm8PHHBy0ckRBCCCFELkl26rj8yc611BTisjLNfk0fHxcaNrQ3+3VE1bCz0/KPfzxkXP7mmxPExKRaMCIhhBBCiFyS7NRxTevZ0yhfUYKjZm7dEbXTlCld8fDITWAzM3P45BNp3RFCCCGE5UmyU8epVCp65GvdORovyY4oPzs7LW+9da91Z8mSP7h9W1p3hBBCCGFZkuzUYElJSURERBAREYFOp8NgMFToPD3zFSkwR8vOjh3XmDYtmF27wtDp9CY/v6gepk590Ng9MSMjh9Gjf8HP7wuaNv0MP78vmDt3ryRAQgghhKhSkuzUYAsXLsTX1xdfX1+uXr1KQkJChc6Tv2Xnamoy8SYet/PDD3/yxRfH6N//P0yZstmk5xbVR716Wl5/vYdx+dChSMLCErl5M4WwsERmzQqhadPPmTJlE5mZORaMVAghhBB1hSQ7Ndj06dMJDw8nPDycli1b4ubmVqHzNKtnj6eZxu3k5BjYsuWKcXnw4BYmO7eoXjIydGzZElriPjqdgW+/PcngwT+QkaEzazy3b6cyZ06ItC4JIYQQdZhKkWmSa4V27doBcP78+Qod/+mlc6TodPR0c6d3g4Y4W1ubJK79+6/Tr98qALRaNXFxb+LsbGuSc4vqZfLkTSxbdrIc+3dh6dLhJo8jI0PHtGnbWLXqNDpd4a6dWq2aCRM6sWjREGxtZV5lIYQQojqr7Hdc+UsvAHijdXuznHfDhsvG94GBPpLo1FIxMamsWnW6XMesXHmauXMfxsPDwWRxZGToGDLkv+zde73YffJaly5fTiA4eCx2dlqTXV8IIYQQ1Yt0YxNmoyhKgWRn5Eh/C0YjzGnFipNFtqKURKcz8Pe/b+G33y6wa1cYJ05EExp6h/j49AoXspg2bVuJiU5+e/deZ/r0bRW6jhBCCCFqBmnZEWZz+XICoaF3jMvDh0uyU1uVNcG437p1l1i37lKR227efJ0mTZwKrHv11a0YDAouLrYFXs7Otuj1BlauPF2u65ujdUkIIYQQ1YckO6JIekVBo1JV6hwbN95r1enUyRNvb+fKhiWqqZSUbJOf08WlcJfH1avPmPRaOp2BFStO8e67fU12TiGEEEJUH9KNTRhFZ6Tz8cU/eeLAbkbu21np8+XvwjZiRKtKn09UX46OFStoUb++LZ07e+Lr60L9+rao1bkJtpWVmnr1Co6lyckxmCWpCgmJMPk5hRBCCFE9SMuOMMrU61kSeq9L0Z2sLFxtbCp0rtjYNA4fjjQujxzZutLxieorIKAZO3aElfu4N97oXaBVxWBQSE3NJjk5C9V9LYt6vYG5cwNJSsrk7t0skpIyC7yuX08iJ6f8xSXNkUAJIYQQonqQZEcY+do70NDGlti/JhU9dieOwY28KnSuLVuukFfUvEkTRzp39jRVmKIamjixC3Pm7C1XkQKtVs3EiZ0LrFOrVTg52eDkVDjJtrGx4v33A4o938CB/6lQwmVnJx+DQgghRG0l3diEkUqlooebu3H5SCUmF23XriGTJnXGw8OeESP8Cz2lF7WLp6cDQUGdynXMhAmdTFoYICCgWYWOO3o0isWLj5GdXbEKcEIIIYSovmRS0VqishMu5fkx4hr//DN3YsjWTs4EBwys1PnyuiUV9aRe1C5lmeMmT0BAM7ZtG2fSST1jYlLx9v683CWw87Ro4cq//vUoTzzRRpJzIYQQopqo7HdcadkRBeRv2bmUfJfE7KxKnS+vW5Ko/ezstAQHj2Xy5C5otUV/tGi1aiZP7mLyRAcq1rpkZXUvztDQOzz11P/o1WsF+/dXrJS2EEIIIaoXSXZEAc0dHGmQryjB8YR4C0Yjaho7Oy1Llw4nMvJ15s9/hAEDmtOzpxcDBjRn/vxHiIx8naVLh5s80cmzaNHgMndnCwhoxpUrrzBlSlc0mnstOUePRvHUU/8jMzPHLDEKIYQQoupIN7ZawlTd2ABePXGEzdG5ldQm+Lbkg/adKn1OIapKRoaO6dO3sXLl6SK7tGm1aiZM6MSiRUOMSdfFi3G8884uY7n0JUuGMXXqg1UatxBCCCEKq+x3XEl2aglTJjs/RFzj/b/G7bRxcmZrOcbtHDsWxbRp2xg50p8RI/xp29a99IOEMIPbt1NZseIUISERpKRk4+hoTWCgDxMndi62MMKBAzdYsuQPVq0aiVarKbDt8OFI2rdviKOjdMsUQgghqookOwIwbbITmpLMgJDtAKiAk4NG4mJd/KSRt2+n8s03f/D992eJi0szzlvSq5cXhw5NrHQ8QlhaYmIGfn5foNVqmD07gEmTuhRKhoQQQghhelKgQJicn4Mjbta5T68VcufbKUpGho7JkzfRtOnnzJ69l7CwxAITNB47FsWUKZtk7IOo8T766ACJiZnExqbx0ktbad9+CevWXaSmPCu6fTuVOXNC8PP7gqZNP8PP7wvmzt3L7duplg5NCCGEMCuZTU8UolKpGNa4KXd12XR3c6eji2uhfcpSZlivV/j225NcvpxAcPBY7Oy05gxbCLNxcrKhXj0t6ek6AK5cSWD06F/o3bspH3/cn4ce8rZwhEXLyNAxbdo2Vq0qPH5p1qwQ5s3bV2j8khBCCFGbSDe2WsKU3djKYvLkTSxbdrIc+3dh6dLhZoxICPOKjk5h9uwQVqw4hcFQ8GPz8cdb869/PYq/f4MC62/fTmX58pPs3Xu9zOOGTKW88x7JAwkhhBDVkYzZEUDVJjsVmbxRq1UTGfm62b/gCWFuFy7E8fbbO9m06UqB9RqNismTuzJrVgBOTjbFtqhA0RXhTE0eSAghhKgNZMyOqHIrVpws9yz1Op2BFStOmSkiIapO27bubNw4hpCQ8XTr1ti4Xq9XWLLkD7777hRDhvyXZcuK/z3R6Qx8++1JBg/+gYwMncljjIlJZdWq0+U6ZuXK0zKGRwghRK0jyY4ot7J0iylKSEiEaQMRwoICAnw4enQSv/zyJH5+9QHw9nYmNPROmX9H9u69zvTp28p97czMHKKjUzh3LpZ9+66zbt1FVqw4ySefHCQnxyAPJIQQQoi/yIhUUay4zEzWRV3naHwcGfocfuwdCFCg4lp5VPQ4IaorlUrFU0+1Y+TI1ixd+ge2tlpefnlLuc6xcuVpxox5AJUKGjVypFUrtwLb16z5k2XLTpKQkMGdO7mvvEIJRZkwoXOlHki8+27fCh0rhBBCVEeS7Ihi3cnO4l8XzgK58+0k67Jx0lrj6Fj8nDslqehxQlR31tYaXn21B/Pn76tQi8rDD68GYObMXnz6acFJfG/dSmXPnogyn+/OnQx5ICGEEEL8RZIdUayWjk64WltzJzsbBTh+J55HPRoTENCMHTvCyn2+wEAfk8coRHVS0RaVPHfuZBRa5+pqV+z+dnZWuLnVw9XVDjc3O1xd7bCyUssDCSGEEOIvkuyIYqlVKrq7ubPtVhQAR+LjeNSjMRMndmHOnL3lrsY2cWJnk8SlKAo5hsxC63MMWfx5+wfj8gMe47BS2xTYx0pti0qlMkkcQtyvoi0jKhU0buyIg0PhZOOhh5qybNnwAgmNm1s96te3LbZUtDyQEEIIIXJJsiNK1NOtoTHZOZoQB4CnpwNBQZ3KVdZ2woROJis7nWPIZNWZPqXudyZ2ZaF1QR0PoNUU/6RciMqoaMtI//7N+f3354rc1rKlGy1buhW5rTiWfiAhhBBCVBdSjU2UqIebu/H9+buJJOtyB0YvWjSYgIBmZTpHQEAzFi0aYpb4hKhOyvo7cT9Tt6jkPZAoD1M+kBBCCCGqC0l2RIlaOTpRX5v7tNoA/HEnHgA7Oy3BwWOZPLkLWm3RP0ZarZrJk7uwbds4s02cKER1MnFi8b8PxTFXi4o8kBBCCCEk2RGlUKtUBVp3jiTEGt/b2Wn55pvHiIx8nTlzAmnevD5eXo40b16fOXMCiYx8naVLh0uiI+qM6tSiIg8khBBCCBmzI8qgRwN3tsX8NW4nPs643mBQaNXqSzp08GDIkBacOTO1yAHWQtQlixYN5sqVhDJVZjN3i4qdnZalS4czd+7DrFhxiv/97wKnT8cA4OCg5erVV/H0dDTb9YUQQghLk5YdUar8LTvn8o3bOXEimmvXElm37hJ///sWcnLKN7+IELVRdWxR8fBw4N13+7Jjx3OMGtWajz/uT3DwOBmjI4QQotaTlh1RKn9HZ1y01iTpsjEAJ+7E87BHI4KDQ4379OrVFBcXW8sFKUQ1cn+LSkhIBCkp2Tg6WhMY6MPEiZ0tkmg0aFCPdeueqfLrCiGEEJYiyY4olVql4mGPRtzJyqKHmzstHJ0A2LbtXrIzZEgLS4UnRLWV16Ly7rt9LR2KEEIIUSdJsiPK5LPO3Qss37mTwdGjUcZlSXaEEEIIIUR1I2N2RIX8/vs1DAYFyK1A1amTp4UjEkJUhKIolg5BCCGEMBtJdkSF5B+vM2iQHyqVyoLRCCHK47vvTjF27FqaN19UpqpxQgghRE0lyY4oN4NBqdLxOvHpF0nOiip9RyFEmfz445/8+OOfhIcncfhwpKXDEUIIIcxGkh1RZknZ2fzvRjjPr9lJbGwaAGq1igED/MxyvcSMMHaGvcW6S+P4I/ork503Nfs2BkVvsvMJUdP07t3U+P7QoZsWjEQIIYQwLylQIMosOiOdt878QdK2exOL9uzphaurnUmvk5wVxclbSwm9E4xC7tw91xK309EjCLd6rSp17oycBLZcnYKbXWse9pmHVmPa2IWoCXr18jK+P3LkJoqiSFdUIYQQtZIkO6LM/J2ccdJquXUi1bhu8GDTteqkZcdxKmY5lxPWY1ByCmxztWuFXskCwEptS1DHA4WOz9KnsObcvdnox7QPxkZzb3b4HEMG20KnkZodQ2p2DJuvTGKg30Lsrd0LnUuI2qxnz3vJTnx8OqGhd2jZ0s2CEQkhhBDmIcmOKDONSkV3V3fiJiWTcSIVp/N6hg5tWenzZuYkciZmNefjfjEmNHmcbZrRtfFUmrv0R6XK7XWpUqmKbJG5P0HSqu3u20+hntYNMnKX4jMuseHy8wzyW4hbPf9K34cQNUX9+na0adOAixfjATh0KFKSHSGEELWSJDuiXHq6ubOzZTQ2Le3oXN+Vrl0bV/hcBkXHqVsr+DP2R3SGtALbHKwb0bXRZFq4DkWtKtuPqUZtTRfPyQWW89Nq6jHAbwFHb37Oubg1AKTpYtl4ZSKP+v4Lb2eZ+FHUHb16eRmTncOHbzJ+fCfLBiSEEEKYgSQ7olx6uN3r8vVnUiJpOTnYW1Xsx0iFFTeTDxdIdOys3OjcaBKt3UYVSlZKY6W2oWvjKSXuo1Zp6NX0DZxsvTkc+QkKBnIMGfx+bQY9vWbQvuGYCt2LEDVN795N+e6700BusiOEEELURlKNTZRLG2cXHK20AOQoCifuxFf4XCqVigcbvwyAjcaZ7k2m8bf2G2jn/nS5E53yauf+NIP8FqJV2wOgYODwzU85GPlxoe5wQtRGvXrdq8j255+3SU7OKmFvIYQQomaSZEeUWXa2HjXQza2Bcd3RhLjiD/iLQcnhcsJGjkctLrStiVN3+nl/wN/ab6Sjx/NYqauuOlpT54cY4b8CB2tP47oLcT/z+7UZZOtTSzhSiJqvdesGuLjYAqAocOyYzGUlhBCi9pFkR5TZggWH8PFZxNXPI8g8l9v1rKRkR1EMXLvzO79eeJp91+dw5vZqEjPCC+3n32Ak1hoHs8VdEle7loz0X417vXbGdTeTjxCffski8QhRVdRqVYGqbDK5qBBCiNpIxuyIMgsODuXGjbvcuHEXF7U7tu3tOZN0h/ScHOrlG7ejKAo3kvfzR/QS7mRcubceAydjvuVR339ZIvxi1dM24LFWSwmJmEV40i56N32Lxo4PWjosIczukUd8SEvLplcvL/r3b27pcIQQQgiTk2RHlElSUiaHDt178uvWzRk9f43bSUygr7sHANEpxzke/RWxaX8WOF6FmhauQ+nSaDLVkZXajkd9PyIy+aBUZRN1xptvPsSbbz5k6TCEEEIIs5FubFXsjz/+4Pnnn6dFixaoVCree+89S4dUJjt3hqHXKwA0aFCPwJ7N6OBSn8l+/jS2tSM27U+2XP07W65OLZTo+Lo8yhNtfiHQZw5ONk0sEX6ZqFTqIhMdg5LDtTu/oyiKBaISQgghhBAVJS07VezgwYMcOXKEPn36EB9f8UpmVW3btlDj+0GD/Pi2x0OoVSoAjkZ9we7bqwsd09TpIR5s/Hca1GtTZXGamqIoHIr8hIvxvxKVcoQ+3u+gVmktHZYQQgghhCgDSXaq2Kuvvsq0adMA8PHxsWwwZaQoSoFkZ8iQFsZEB6CRQxfO5kt2PB260K3xS3g6dK7SOM3hcsJ6Lsb/+tf7DaRkR9Pf92NsrJwsHJkQQgghhCiNJDtVTK2ueT0H//wzlqioFABUKhg40K/A9qZOD+Fh3xG9oqNb45do4tgTVb5kqCZr5hzIFftN3E47A+SOSdp4eQKDWizCycarlKOFqP7u3s0kODiUQ4ciiY1N46efnrR0SEIIIYTJ1Lxv3mZ04sQJPvroI0aPHo2XlxcqlapMX9ozMjL44IMPaNWqFba2tjRu3JgXXniBqKjaMW9FcPBV43uftnexcbpTYLtKpWKg32eM8v8eL6detSbRAbDT1mdoyyX41R9kXJeUFcGGy+OJST1tucCEMJHbt9MYM+Y3vvzyGD//fJ6kpExLhySEEEKYjCQ7+Xz44Ye88847rFu3rsyJSmZmJo888ggffvghqampjBw5kqZNm7Jy5Uo6d+5MWFiYmaM2r8ycu/yyfq9xuV3vGE7c+haA1Bwdv8dE8eG508w6H1qrkpz8rNQ2POwzny6e9yrJZeYkseXqVELvBFswMiEqr2VLV9zc7k3me/ToTQtGI4QQQpiWJDv59OrVi/fff5+NGzdy69YtbGxsSj1m3rx5HDlyhF69enHlyhV+/vlnjh49yoIFC4iLi+OFF16ogshNL1ufxslby1h5ZBSnj2cb17d/KJaY1FPo9BmEpqQw5fghvgu/yrrICDJyciwYsXmpVCq6Np7Cwz4fGgsUGBQdeyLe4+Stb6VSm6ixVCoVvXo1NS7nLzEvhBBC1HQyZieff/zjH+XaPzs7m8WLFwPw1Vdf4eDgYNw2Y8YMVq9ezd69ezlx4gRdu3Y1aazmkmPI5ELcr5y5vZLMnCT+POKJQZ+bE9s763hm4ATaezyJldqG9s422GusSNPnoFMUTiXdoXeDhha+A/Nq4ToUe+tG7Lg2kyz9XQBO3FrK3axIApp9IJXaRI3Uq5cXmzfnTgB8+LC07AghhKg9JNmphIMHD3L37l38/Pzo3Llw5bEnn3ySs2fPsmnTJpMlO+3atSty/bVr1/Dz8ytyW1noDTouJ2zgVMxy0nVxxvVte8Xx+pdniD71EE1c2tCp0VDjNiu1mgddG7A3LgaAI/GxtT7ZAWjk0JmR/qvZfm0ad7OuA6AoBlTy6yRqqN6977XsHD0ahV5vQKORhn8hhBA1n3w7q4QzZ3IrdHXp0qXI7Xnrz549W2UxVdTN5MMcjPxXgXVWajs6+YzhxR7PFVtquWcD93vJTkJckfvURs62TRnhv5KdYW9hUHT0a/ZBrR2zJGq/bt0ao9Go0OsVkpOzuHAhjgce8LB0WEIIIUSlSbJTCTdu3ADAy6voEsR5669fv25cFxcXx969uQP+09PTuXTpEr/++iv29vYMGTKk1GueP3++yPXFtfiUlbdzXxrUa0N8+kXUKi1tGzxJR88J1NO6lXhcDzd34/uTiQksvnKRF/1aYaPRVCqemsDWypkhLRaTY8jASl36+C4hqit7e2s6dPDg1KncBxeHD9+UZEcIIUStIMlOJaSmpgJQr169Irfb29sDkJKSYlx3/vx5nnrqKePyb7/9xm+//UazZs2IiIgwX7B/URSFmymHqW/bHAdrT+N6lUpFt8avEJ64k86NJhXYVpL2zvWpp9GQrtejVxQWXD7HicR4vnmwd51IeDRqLRp14XE61+5sJ0fJwt9thAWiEqL8evduWiDZmTy5ZowzFEIIIUoinbKrWGBgIIqiFHpVRaJzK/UUm6++yLbQVzn5V/no/LycetK32XvGRKcs821o1Wq61C/Y+hMSG0NKTnYxR9R+MamnCbk+i33X53As6ksUxWDpkIQoVa9e91qopSKbEEKI2kKSnUrIq76Wnp5e5Pa0tDQAHB0dqyymosSlXyQ49FU2X5lETOopAK4kbCYp83qxx6SkZOHp+Sldu37Le+/tJiUlq9h9i2rBWXfzRuUDr4EUxcCBG/+HQdEBcOb2KnaFv02OQSZqFNVb/vLTV64kkJBQ9OeaEEIIUZNIslMJ3t7eANy8WXSp1rz1zZo1q7KY8kvMCGNH2JusvzSOm8mHCmxr7PhgiS0Ou3eHk5Wl5+TJW3z11XHs7IouqZyl13Mq8U6h9cuvXSFLr6/cDdRAKpWaQX6LqG97rzJeeNIuNl+ZTLouwYKRCVEyX18XPD0daNOmAS+80In0dJ2lQxJCCCEqTcbsVELHjh0BOHnyZJHb89Z36NChymICSM66yYlb3xJ6ZytQcLJLD/uOPNj4JRo7PljiObZtCzW+HzjQDyurovPin2+Ecye7cKtPbFYmv0SG85xPi/LfQA3naNOIEf4r2BX+DjeTDwMQl36eDZfHM8hvIa52de//iaj+VCoVYWGvFftgQwghhKiJpGWnEh566CGcnZ25du0ap0+fLrT9119/BWD48OFVEo+CwoEb/8cv50cTemcL+RMdNzt/BvktYnirFaUmOoqiEBx8L9kZPLjo+Xuy9HqWhF4q9jxfX71UJ1t3AKw1jgzyW0ibBk8a16Vm32Lj5ReIvK+VTYjqQhIdIYQQtY0kO5VgbW3NK6+8AsDLL79sHKMD8Nlnn3H27FkCAgJMNqHo/ZKSkoiIiCAiIgKdTodBb+B26hkU7iUYLjY+POr7bx5v/QPezn3KNBfMpUvxXL9+17g8eHDRLRE/3wgnJjOj2PPEZGbwS2R4Oe6odlGrrHio6dv09JoJ5P5/1xnS2B46nQtxv1o2OCGEEEKIOkC6seWzZcsWPvzwQ+NydnZuRbGePXsa173//vsMGzbMuPzee++xc+dODh06RMuWLenbty/Xr1/n6NGjuLu7891335kt3oULFzJnzhzjsru7Ow82fonfw2bgYN2Yro0m08J1KGpV+UpA52/V6dTJk0aNChdYKK1VJ8+Sq5d4uqlvnShDXRSVSsUDDZ/FydqL3RHvkmPIQEHPwch/kWPIoIPHc5YOUQghhBCi1pJkJ5+4uDiOHj1aaH3+dXFxcQW22drasmfPHv71r3/x448/sn79elxdXQkKCuLDDz8sdsJRU5g+fTpBQUEADBw4EI1Gg7dzPx7x+Rc+Lg8XOf9LWeQfrzNkSNGtOr9Eltyqk+dWZgb/i4xgnE/RXeHqimYu/Rjeajm/X3udNF0sdlau+Lo8aumwhCgkOTmLY8eiOHQoki5dGvHYY60sHZIQJqEoSoUrY1qpbcvUM0IIUf2oFEVRSt9NVHft2rUDcictrYy0tGxcXT8mOzu3K9y+fUH07VuwmlyWXk/g7uAyJTsAjWzt2PPIkDrbupNfWnYsu8LfpqfX6zS0f8DS4QhRyLRpwXzxxTEAxo59gB9+GG3hiIQwDZ0+g1Vn+lTo2KCOB9Bq7EwckRCiLCr7HVfG7IgC9uyJMCY6zs42BebeyFPWVp08ea07AuytGzK81YoiEx2DUjeLOYjqJf/v/OHDRZfVF0IIIWoKSXZEAfm7sA0YULjkdJZez9dXSx+rc7+vr16ss5XZ7ldUV4h0XQJrL47hetJeC0QkxD29e99LdsLCErl9O9WC0QghhBCVI2N2RAH5k52iSk6Xt1Unj4zdKV6OIZMdYTNJzLzG72Ez6dnkddo3fFb6hwuLaNrUicaNHYmOTgFyW3dGjWpt4aiEMI/kBBv2r/fmygk3stKtsKmXg/+DCfQZeQMnt8JzyAkhah5JdkQBBw68wPbtoWzbdq3IktNPN/XlCS+fIo/9NTKcWedOA9DRxZUfewUU2K6RL+9FSsoMJzEj7K8lhSNRn3E36wa9m76JWiW/oqJqqVQqevXy4rffLgJw+HCkJDui1snOVPPzp+05tMkbfU7BHgwXjzZk01J/eo+4wd/eOIfWxmChKIUQpiDd2EQBnp4OjB/fiTVrnqBJE6dC2200GupZWRX5auNU37hfRFoKdvftKwUKitagXhtG+H+Hg3Uj47qL8b+y/dp0svXShUhUvfxd2WTcjqhtsjPVfPFaT/av8ymU6OTR56jZv9aHRa/2JDtTvioJUZPJb7AwGT+He/Px3NXpSMiWLgBl5WrXgpH+q2lYr71x3c3kw2y8/AIpWbcsGJmoi3r1ulcy//jxaGPREiFqg58/bc+VEw2A0orRKlw50YCfF7QvZT8hRHVm8mSnfv36uLq6smDBAlOfWtwnKSmJiIgIIiIi0Ol0GAyWbWp3tbGhvtbauHwtNcWC0dQ89bRuDGu1FF+X/sZ1iZnX2HB5PLFp5ywYmahrunRphLV1bktsZmYOZ87EWDgiIUzjbrwNhzZ5/7VUWtfq3O2HNnpz+3aaWeMSQpiPyZOdtLQ07t69S48ePUx9anGfhQsX4uvri6+vL1evXiUhIaHC54qPTycjQ1fpmPwc73V9k2Sn/KzUtjzq+y86eUwwrsvISWDzlcmEJe60YGSiLrGxsaJr13vdKg8dirRgNEKYzoENhcfolEafo2bld2fNFJEQwtxMnux4eHgAUK9ePVOfWtxn+vTphIeHEx4eTsuWLXFzc6vwuebMCcHV9WOGDPkvW7ZcqfB58ndlu5aSXOHz1GUqlZpuTV6hX7NZxgIFeiWL3eHvkpIVbeHoRF2RvyubjNsRtcWVExX7O7lvryT8QtRUJk92OnbsCMCVKxX/wizKxsXFBR8fH3x8fNBqtajVFf/nDA4OJTMzh23bQo0lZyuiQLIjLTuV4u82giEtvsJGk9ta1qvpGzjaNLZwVKKuyJtctGFDe+rXt7VwNEKYRlZ6xSpcpqRkmzgSIURVMXmy8/zzz6MoCitWrDD1qYWZhIbe4dq1RONyUSWny8rPIX83NmnZqazGjg8ywn8l3Rq/Qjv3py0djqhDBg3yIzT0VWJiZrJkyWOWDkeISrsQ9z9s6uVU6FhHR+vSdxJCVEsmT3aefvpphg8fzu7du5kxYwZ6vVTxqe6Cg68a37dr507Tps4VPlf+lp3E7Gyy5N+/0lxsfejkOaHQeoOSQ2q2DBwX5uHoaIOfn6tMbitqPIOi51DkJxyLXkSrrhUb29ovoGnpOwkhqiWTz1i4b98+XnnlFSIjI1m0aBEbN25kzJgxdOrUCVdXVzSlzLXSr18/U4ckShEcHGp8P2RIxVt1ALzq2bO6R19aODrhaWuHWr4omc2Rm58RemcbA/0W4OnQ2dLhCCFEtaPTp7M74p/cuLsPgO6Dotj8rX+5ihRorAxMeKGDuUIUQpiZyZOdwMDAAk8Cw8PD+b//+78yHatSqcjJqVgTs6iYjAwde/ZEGJeHDGlZqfNpVCr6NfSsZFSiNOdif+J83M8AbLn6d/p5f0BLt6EWjkoIIaqPtOw4tl+bRkLGZQCOBjdh3RcdGD6iOevXRpThDAqgYsKEzjRpVPECQEIIyzLLpKKKolT4JarWvn3XyczMTTAdHKzp08e7lCNEdWBr5YJapQXAoOgIuf4+J6K/kd8hYXI5OQZOnbrFV18dIytLHkaJmiEh/SobLo83JjqHN3ux8oMu3InVcvhgHN26laXYi4qeferz5RePSXdOIWowk7fsrFy50tSnFGaUvwvbo4/6GicSFNVbC9fBOFh7siNsJpk5SQCcjFnG3awb9Gs2Cyu1jWUDFLWCwaDQuPEC4uLSgdzJRvOqtAlRneUomcbPxoMbm/L93M7kPQvS6xUWLx7KihUnWbnyNDpd8RNyDwm6hq2tyb8qCSGqkMl/g8ePH2/qUwozMuV4nfvlGAzczsykicy5ZBaeDp0Y6b+K7aHTScqKAOBa4nZSs2MY0HwBdtr6lg1Q1HhqtYrWrRsQF3cDyJ1vR5IdURN42D9AoM8cZi/4hv/MvzfepmFDe3bvfp527RrSvXsT5s59mBUrThESEkFKSjaOjtZcunyLhMS7DJt0hQZtI4hPv0iDem0seDdCiMqQxxU1WFJSEklJSQDodLpSiz/cLywskStX7lWmqUzJ6fwi09OYdOwAEWmpqFFxfujjUqjATJxsmjLCfyU7w98iOuU4ALfTzrDh8ngGt1iEi62vhSMUNV2vXl7s338v2RGipvj95/oFEh1PTwd2736eNm3cjes8PBx4992+vPtuX+O6a9fucCRhBulWYahQE5N6SpIdIWows4zZEVVj4cKF+Pr64uvry9WrV0lIKF9JzT17wo3v27RpQLNmLiaJy9XahispyWQbDGQa9ERnpJvkvKJoNlZODGnxJf5uI43rUrKj2HA5iKjkYxaMTNQGvXvfa8k5dChSxoWJakenz+CP6K/JMWQZ1y1efIy//32LcblxY0dCQsYXSHSK4+fnykOtgmjT4EmearuW9g2fNUvcQoiqUSUtOwkJCZw9e9b4ZdzNzY2OHTvi6upaFZevtaZPn05QUBAAAwcOLHfLzgsvdKZnTy+Cg0NxcjLdGA97Kysa29oRnZkBwLXUFLzq2Zvs/KIwtUpLX+/3cbb14VjUF4BCtj6VK3c20cSpu6XDEzVY/m5r0dEpREYm4+1d8bm4hDCldF0826+9Tnz6Be5mRfKIz3wWLTrG669vN+7j5eXEnj3jadGi7N85fFwC8XEJNEPEQoiqZtZkZ82aNSxYsIBTp04Vub1r167MnDmTZ555xpxh1FouLi64uLgAoNVqy328SqWiXbuGtGvX0MSRQXMHp3zJTjIBUo7a7FQqFR09nsfJ2os9Ee/hVs+fvt7vWTosUcM1bGhP8+b1CQtLBODw4UhJdkS1cCcjlO3XphknVw5L/J2dP/jx0QdRxn28vZ3Zs2c8zZtXfAxjamo2X311jJdf7o6Dg3Wl4xZCVC2zdGPLyspi9OjRjBs3jlOnThVbZvrEiRM8++yzPPHEE2RnZ5sjFGEhfo6OxvfXUlMsGEnd41v/EYb7r2Bg8wVSlU2YxP1d2YSwtJvJh9l4+QVjogPQzv0Zuj/QGyur3K82Pj4u7N0bVKlE57vvTtGixRe8/fYuPv/8cKXjFkJUPbO07AQFBbF+/Xog92lzYGAgvXv3plGjRgDExMRw6NAh9u7di8FgYP369QQFBfHjjz+aIxxhAX4OkuxYknsxg2kj7x7CrV5L6mlL77cuRJ5evbz44YezgBQpEJZ3KX4tB258hIIeABVqenrNoH3DMdAUfvoJ/vnP3fz++3OVboUMDb3D7dtpAHz07z1MmtyeRh4ywagQNYlKMfFo0z179vDoo4+iUqno1KkT//nPf2jbtm2R+168eJHnn3+eEydOoFKp2LVrF4GBgaYMp85o164dAOfPny/T/mfOxPDAAx6o1eapknYoPpaxh/cC4GZtwx+DRpjlOqLsbqeeZcvVKdha1Wdwi0W42rW0dEiihjh16hZdunwLgJWVmuTkt7GzK3/XWSEqQ1EMHItezNnbq43rrNS2POLzL5q59Cuwb3a23iTzxiUmpuPt+xGpd3PPNW5yff6z9LVKn1cIUXbl/Y57P5N3Y8ubVNTHx4eQkJBiEx2ANm3asGfPHnx9c8vjfvfdd6YORxTh+vUkOnVaiqfnpzz33DqzzIreIl/LTkJ2FknSTdGiMnOS+D1sBnolmzTdbTZenkjk3YOWDkvUEA884IG9fW5yk5Nj4MSJWxaOSNQ1OYZMdoW/XSDRsbNqgOHcLLwc+xTa31QTZNevX48Jr9kal9d8l8C1sHiTnFsIUTVMnuwcOHAAlUrFm2++iWO+cRvFcXBw4I033kBRFA4elC9fVSFvItG4uHSOH4/Cxsb0vRndbWxxtLp33jDpymZRtlYudPachOqvX3mdIY3t16ZzPu4XC0cmagIrKzXduzcBwMZGQ3h4ooUjEnVJjiGDLVemEJ60y7iuvk0LTv7nJSY9d5gXXtiIXm8w2/XfnzkOV4/cgjv6HDUz3v7ZbNcSQpieyZOd27dvA7mV1srqwQcfBHLH8gjzy0t2wHQTid5PpVLR3MHJuHwtNdks1xFl177h3xjo9xladT0AFAwcivw3hyI/waDoLRydqO7mzXuEI0cmkpz8Ds8919HS4Yg6xEpth7t9O+NyE8feHFzxHJ9/ehqA778/w/z5+812fXdnbya9ca/b5sb/xXPyZLTZrieEMC2TJzt5c73o9WX/8pSTk1PgWGE+WVk57NoVZlweMsQ8yQ5IkYLqyNu5L8NbrcBe62Fcdz7uJ36/NoNsfZoFIxPVXe/eTenRw8tk3YNE3aIoCjp9RqFXhi6JYzcXG18ZuqRC+yiKQk+vmXg79aW122i2Lx7Cws9PGM/dsaMHL73Uzazxz5zyLI397j20m/HWOrNeTwhhOibvv9SoUSNCQ0M5cOAAPXv2LNMxed3XGjdubOpwxH0OHowkLU0HgJ2dFQEBPma71sMNG+Gk1eLn4ERXV6leU1241WvFSP/V/B72OvHpFwGITD7ApiuTGOS3EAdrj1LOIIQQ5ZNjyGTVmcJja+53JnZloXVBHQ+g1djxiM/HTHttB0uWHDdu69zZkx07nsPNrZ5J471fQ8c2vPiWnjlTcpf37opn9+5wHnnE16zXFUJUnslbdgIDA1EUhU8//bRM3dJu3brFJ598gkqlIiAgwNThiPsEB181vn/4YV9sbc03r+xjTZoyq31nxvn40cbJxWzXEeVnb+3OYy2X0cw50LjuTsYVNlx+noT0y5YLTFRaZZ+gC1EdGQwKr77yO0uW/GFc9+CDjdm163mzJzp5Jj3zN1p2TjAuz3xzs/zOCFEDmPyb7pQpU1i+fDlxcXE89NBDLFu2jEceeaTIfXfu3MnUqVOJi4tDpVIxZcoUU4dTqyUlJZGUlASATqcrUzfAguN1/MwVmqgBtBo7BjT/hGNRX3A29j8AGBQ9Wo2DhSMTlWGKJ+iliYy8S1xcOl26NKpQjEKUh8Gg8Pe/b2LFilPGdT16NGHbtnG4uNiWcKRpNXHqwYQ3v+XdZ3N7Kly/nkB4eFKlJi0VQpifyZOdLl268PLLL7N48WIiIiIYMGAAfn5+9OrVC09PT+DepKJhYffGjrzyyit06dLF1OHUagsXLmTOnDnGZXf3kieKjIy8y/nzccblIUNknpW6TqVS08NrOk623hy9+TkDm3+Gk00TS4clqqkdO64xYcIGoqJS6NzZk5Mn5QGVMC+DHia/GMz3q88Z1/Xu3ZTg4LE4OdlUaSwqlYqnBz3DpmH/w71pGgPGRuDeRH4HhKjuzNKHaeHChej1epYsWQLAtWvXuHbtWqH98pp/X3rpJRYuXGiOUGq16dOnExQUBMDAgQNLbdnJ36rTooUrLVq4mjM8UYO0aTAaX5eHsbWSJ5SieJ6eDkRF5RYbOXv2Nqmp2Tg4WFs4KlGbhfzqw0/5Ep0+fbzZuvVZHB2rNtHJ41v/UV79aDGp2dGAiuiUY/jbjLRILEKIsjH5mB0AtVrNV199xZ49exg5ciT29vYoilLg5eDgwOOPP86+fftYvHgxKpXKHKHUai4uLvj4+ODj44NWq0WtLvmfM3+yY84qbPkdio/l3xfPMvnYQdZcDyv9AGExRSU6GbpE9l6fS1aOVNMT0LatO46OucmNXq9w/HiUhSMStV2/0dcZ9lhul+uAgGYEB4+1WKIDoFZZ0clzAq0bjOaptr/h30ASHSGqO/ONTgcCAgIICAjAYDAQHh5OQkLuwD43Nzd8fX1L/XIuTMdgKPjFxFzz69xvX2wMS6/lDnh30GoZ06x5lVxXVF6OIYsdYTO5nXaG2LQ/GeS3ULq41XEajZoePbzYuTP3wcXhwzd5+GGpRiUqJjnBhv3rvblywo2sdCts6uXg/2ACfUbewMktCwArrcJPP4/kk3//wVtvPYS9veVbEts0GF1onV5vQKOR7zRCVEdmTXbyqNVq/Pz88POTAfGWolarCAubxqFDkWzbFkpgoE+VXLeFo0wsWlNdTtjA7bQzACRlhrHh8ngGNv8MD4cOFo5MWFLv3veSnUOHIi0cjaiJsjPV/Pxpew5t8kafUzBBuHi0IZuW+tN7xA3+9sY5tDYGbGysmDPnYQtFW7LMzBy++uoYixcf5/jxF2nQoGoqwwkhys7kjyG+//57vv/+e5KTy/7FNjk52XicMB9raw2BgT589FF/6tXTln6ACeSfWDQsNUXKdNYgbRs8SWfPicblzJxEtlydwrU7v1swKmFpvXo1Nb4/cuSm/E6LcsnOVPPFaz3Zv86nUKKTR5+jZv9aHxa92pPszOrbWqIoCr16reCNN3YQEZHE/Pn7LB2SEKIIJv8UCQoKYsKECdy8ebPMx9y6dYugoCBeeOEFU4cjLKy5/b1kJzUnh9isTAtGI8pDpVLzYOOXCGg2B7UqtxFYr2SzO+IdTt1aIV9yq6l0XVzpO1VCjx73ujImJGRw9eods15P1C4/f9qeKycaAKV9fihcOdGAnxe0r4qwKkSlUjF27APG5a++Ok54eKIFIxJCFKVaPTKRL0+1j7O1NQ1s7g0mvZYqA91rmlZujzG0xRJsNM7GdX/c+pq912ejN2RbMDKR527mDc7ErGbDpfH8cuFxs16rfn072ra9V+ZeurKJsrobb8OhTd5/LZVWlCh3+6GN3ty+nWbWuCpKb9Dh1f8r6nukA6DTGfjggxDLBiWEKKRaJDt5SY4ULDCPixfjiIhIstj1/Rxk3E5N18ixCyP9V+Fk421cd/XOZraGvkxmTpLlAhMYFD0br7zAsegviE0/V/oBJtCrl5fx/eHDkuyIsjmwofAYndLoc9Ss/O6smSKqHI1aSwMnL0ZOvWxc99//nuXMmRgLRiWEuF+1yC5iYnI/GBwdHUvZU1TE++/vwdd3EW3afMXatRer/Pot8o3bCU2Rlp2aytnWm5H+K/F0uDf5b0zqSTZeeoFM3V10+owCrwxdEsduLja+MnRJhfapTa25iqIUuj9T/n9QFAMxqacLdVNTqzQ0c+5nrtsqUsFkp+xdlkXdduWEW4WO27e3+ibUHT2ep+ewSBr75T7IUxR4551dFo5KCJGf2aqxlXXenOTkZBYtWgRAixZVUw65LtHp9OzYkVs56dKleGxsSp541BykZaf2sLVyYWiLr9l/Yx5X72wGwL/BSP7z5yOlHnsmdmWhdUEdD6DV2Jk8TkvIMWSy6kyfUvcrz/8HvUHHrdQ/iEjaQ0RSCBk5CXRv/BodPccX2M/H5RHi0s7j4/IIXk692XglqML3URa9e98rUnD+fJxMLirKJDO9Yl85UlKqb3dZd/t2NHF+kNGvXGTx6z2A3Dnt9uwJl7LsQlQTlU52mjcvet6UgQMHotWWXPErKyuL2NhYDAYDKpWKoUOHVjYccZ/Dh2+SnJw7X4GNjabKSk7n1/y+imyiZtOotQQ0m42zbTPSdfG0afAUx6K/sHRYtUaOIYPI5MNEJO3hxt39ZOsL/s5EJO0ulOw0dXoIb+fcREunzzB7jP7+DZg9O4Bu3ZrQs6eXJDqiVFZqW3zcOxHOjXIf6+Rka4aITKejx3ii+75Ky84JXD2V23r1j3/s5OjRSTJhuhDVQKWTnYiIiELrFEUhKqp8M2u3a9eOmTNnVjYccZ/g4KvG9/36NbPIhGz5y0/fyswgNUeHg1XVlL4W5qFSqejs+QKKopBjkAp7lZWlT/mr9WY3kcmH0CtZRe6nQoNWY4/eoEOjvvc7VNVfqNRqFbNmBVbpNUXNoigKOTkGtNrc3gQqlYpHHm7Ont3lT3Ys8ZCuPLyceuFm14LRr13g3xP6AnD8eDS//XaRJ59sa+HohBCVTnb69etX4A/t3r17UalUdO3aFXt7+2KPU6lU2NnZ0bhxY/r168dTTz2FrW31fnpTEwUHhxrfDxlimW6Cje3q4WBlRQMbW5o7OJKqy5Fkp5aQp5amse/6HKJSjhS5TaOywcupJz4uD+Pt3A9bK+ci98tjpbYlqOOBQuuz9CmsOTekwLpeXm/i7zaywLFCVEZSUib/+c8ZvvnmBEFBHXnzzYeM2wY9nc2s2QYM+rIPF9Zq1Uyc2NkcoZqMSqWig8fz3OnwAZ0Cb3E6pBEA//znbkaO9DcmfEIIy6h0shMSElJgOa+i2qpVq2jbVp5oWFJ0dApnztw2Lg8Z0tIicahVKk4OGolWqu0JUSRv574Fkh2t2h5v5774uDxMU6feaDVln5VdpVIVOf5HpVLTxXMykcmHiPuratvN5EO0b/i3yt+AqPOOH4/im2/+YM2ac2Rk5ACwdOkJZs7sjVqd+1AkTrWOh0ZksH+dD7nz7JT+sGTChE54eDiYL3AT8XMdyPHor3j8lYuc2eeJg6OaSZM6U4tqsAhRY5m8QMHzzz+PSqWifv36pj61uE9SUhJJSUkA6HQ6NJqCT4+2b7/XquPj44K/f8Uq4ZiCJDpCFM/buQ+nY76jmXM/fFweobHjg2jUpu1yaqW2oWvjKTRy7MKWq1MBiEo5RrY+DWtN8a3wZZGSkoVKpZKxO3VMamo2P/10jm+++YMTJ24V2n7tWiInTkTTrVsT7mSEEpVylGfeUHP7hsNfE4uWLCCgGYsWDSl1v+pArdLyQMOxpOk+Y/JHf/BAj3RefOh1rDXSqiOEpZk82Vm1apWpTymKsXDhQubMmWNcdnd3L7A9fxe2wYP9pMuRENWUnZUbYx/Yhkpl/ocCng6dsdE4kaVPxqDouJl8iOb1B1ToXB99dICffjrHn3/G8u23jzFxYpfSDxI13p9/3mbp0hP85z9njQVw8nNzs2PChE5MntyVli1zH7Kdi10DgLWtgdnL7rBnyUBWrTqNTmcodLxWq2bChE4sWjQEW1uzFY01Of8GozgZ8y1dH81N/KKSj+Fb/1ELRyWEqDmfIqKQ6dOnExQUBORWv8vfspOTYzCWnAbLdWEToq5I090ufacSVEWiA6BWWeHt3Jerd7YAEJEUUuFkJyIiydhV9vDhm5Ls1BC3b6eyfPlJ9u69TkpKNo6O1gQG+jBxYudSu4ytXXuRJ574pchtffp4M3VqV554om2BJCUzJ5HQO8HG5a7ef2PMt8P58MOHWbHiFCEhEeWOozqy1tjTvuFY0rJv08FjHC62UnpaiOrA5MnO+fPnGT58OBqNhj179uDl5VXi/pGRkQQGBgKwfft2mWunHFxcXHBxcQEoVOb7yJGbJCXlVsmyttbwyCOW/9BNyMriWmoy11JTeNrbF420NIla4nzcLxyK/LelwyizZi6BxmQnMvlAoepuZdW7d1OWLj0BwKFD1XfiR5ErI0PHtGnbimxR2bEjjNmzQ0ptURkwoDmOjtbGuW+cnGx4/vkOTJnyIO3bNyzymIvx64wVBu2sXPGrPwgADw8H3n23L+++29dUt2hxXRtNLrQuLS2bQ4ciGTDAzwIRCSFM/ihxzZo1RERE4O3tXWqiA9C0aVN8fX2JiIjgv//9r6nDqbPOn49Fo8lNJvr29bZ4X/pMvZ5uv2/kmUMhvHv2BJHpaRaNR1RPl+LXcjez/KVpq5LeUHiCQw/7DhaIpOK8HHuhUdkAkK1P5VbqiQqdp1eve5/xFy/Gk5ho/jl+RMVkZOgYMuS/LFt2ssiuYwA6nYFvvz3JoEH/4ccf/2TYsB+ND83yODraMG5cB7p2bcTy5cOJjp7Bl18OLTbRMSg6LsTdawlq4/6UycejVVc6nZ5vvvmDFi2+5LHH1hARkWTpkISok0zesrNv3z5UKhWPPfZYmY8ZMWIEu3fvJiQkhFmzZpk6pDppypQHeeaZ9uzYcQ0nJxtLh4OtRoNXPXtjknMtNRkf+5rXTUGYT3JWJPtvzAfA1bYFPi6P4Fv/Eerbtih1vFlx8/3kGLL48/YPxuUHPMZhpS74+2Clti31/Jk5iYQn7SEs8XdSs2/zdNu1BY5xs/PH0boJKdnlm1/MUrQaO5o49eDG3X0AXL+7Fy+nnuU+T4sWrjRoUI/4+HQAjh6NYvBgaZ2vjqZN28bevdfLtO++fTfYty/3ocN//nOGV1/tUWD7558PwsambF8fwhJ3ka6LA3IH8bdp8EQ5oq7ZcnIMzJ+/n5iYVAA++GAP33//uIWjEqLuMXmyc+nSJQA6dy57XfwOHToUOFaYhouLLU891c7SYRj5OTjmS3ZSeNTDwgGJaiU8aY/x/Z3MUO7EhHIy5lucbLzxdXkYX5dHaVCvbZGJSY4hk1Vn+pR6jTOxKwutC+p4oMhSzVk5yUQk7SEsaQdRycdQ0Bu3xadfwN3+3u+WSqViWMsl/HR+RKkxVBc+zoH3kp2kEHp7vVXuIiYqlYpevbzYtOkKkNuVTZKd6icmJpVVq05X6NhvvjnBK690L/CzUdZEB+Bc7I/G9371B1FPa7mqoFXN1taK6e9488bLuaXef/jhLDNn9qJjR08LRyZE3WLybmx5pZDLU3o6b9/ExERThyOqET8HR+P7a6kpFoxEVEd2Vi642hUupJGcdYMzt1ez/vLzrDk3jMORn3Ir9RQGRV/EWSonW5/C1YQtbAudxg9/DmDfjbncTD5cINEBuHG38KSdtlauJo/HnLyd+6FCDaiwt/YkMyepQufJ35Xt8OGbpglOmNSKFcV3XStJx44eLF1a9l4a98vKKfg5377hmAqfq6bJyklh3aWxOHT7Pxr7JQOgKPDOO7ssHJkQdY/JW3bs7e1JTk4mOTm5zMfk7WttXTf68dZVzR2cjO/DUsr+8yHqhlZuI2jlNoK7mTcIT9pNRNJu4tLPF9gnTXebc3FrOB/3C+M67MDWytkk107Nvs2hyH9zM/kweqXwmByAelp3mrv0p3n9gTS0b2+S61qSnbY+/Zt/TEP7B6inLX3Ok+L06tXU+P7o0Zvo9QY0GplXqzopa/e1+zVsaE+fPt4Vvq6NlSMj/VcTm/YnN5MP06Be6wqfq6axsXLESm2HWgOjXr7I1zNyuwIGB4cSEhJBYKCPZQMUog4xebLTqFEjkpOTOX78OH37lq3CyvHjxwHw9JSm3crS6w1s2HCZRx/1xdnZ1tLhFCAtO7WTldqWoI6FWzqy9CmsOXdvQsAx7YOx0TgW2MdKXfhn1NnWm06eQXTyDCI1+xYRSXsIT9pNTOppcmddh8aOD5os0QGwtXIiKuVYoUTHzsoV3/r9ae4yAE+HTiWWhzb1/4eq4OPycKXP0a1bYzQaFXq9QkpKNufPx9Ghg/RRrU7yKqdV1XH5qVQqPBw64OFQs4p4mEJHj/H8Hnaajv1u49fxDtfO5Lb+/uMfOzlyZKLMfSdEFTF5stOnTx8uXbrE0qVLee2117CyKvkSOTk5fPPNN6hUKh566CFTh1PnHDsWxRNP/IJGoyIgwIcdO55Dra4eH6j5k51EXTYJWVm42Vi+eIKoHJVKVeSYF4OSU2BZq7Yrcr+SOFg3on3DZ2nf8FnSdQlcTwohPGlXheeFKY6V2o5mzv24lrgdG40zvvUfpXn9ATRy6IpaVbYZ0Iv7/6BSqeniea8cra2Vc6EiCTWZvb01HTt6cvJk7kSKhw9HSrJTzTg6VqzXREWPE7m8nfvgYutLUmY4T7x2gY8n5o4rPHYs6q/5itpaOEIh6gaT9zUYO3YsAKGhoQQFBaHT6YrdV6fTERQURGhoaIFjRcUFB+f+v9TrFQwGpdokOgBu1ja4aO/98byWKl3ZajON2pounpONr8qWm62ndaON+xMMbfk1rRuYvqJRB4/nGNJiMeM6bKev9z9p4ti9zIlOSazUNnRtPMX4qk2JTh4Zt1O9BQQ0q9Bx0tWqclQqNR08ngegRac7dAq8N/Hwu+/uJien/OOohBDlZ/JkJyAggEGDBqEoCmvWrKFTp04sW7aMq1evkp6eTnp6OqGhoSxbtozOnTuzZs0aVCoV/fv3p3///qYOp87Zti3U+H7IkOpVFUmlUklXtjqkpn3Jb1CvDV5OvVCryj+5Zk2XY8jketJeTscUrlZXFo891oqpU7uyevUoZs0KMHF0orImTuyCVlu+P/darZqJE8teVTW/Kwkb2RPxAXHpFyt0fG3Sov5g45i4US+fR/3XP8OVKwl8990pC0YmRN1h8m5sAP/973+N3dkuXbrE1KlTi91XURTatGnDmjVrzBFKnZKTY8Mff0Qbl6tbsgO5XdlOJCYAkuwIUR0kZ0Xy28W/kWPIRIUaf7dR2GnLXk0TYPDgFlJyuhrz9HQgKKgTy5adLPMxEyZ0wsOj/HOhKYrCmdv/ISkzjNA7W+jRZDodPJ4r93lqC43amvbuz3Is+gsaN0/loRHR7F/fGIAlS/7gxRe7yNgdIczMLCVzXF1dOXr0KM899xxqtRpFUYp8qdVqJkyYwNGjR3F1rVllW6uj1FQPlNzx2zRp4ljsjNaWlL8iW7gkO0JYnKN1E2w0ub+XCgZuJO+3cETCHD788GH69Gla+o7kdntbtGhI6TsWISrlKEmZYcZlb+d+FTpPbdLGfTRatT0Aw148R303DbNnB7BvX5AkOkJUAbO07AA4OjqyevVqZs+ezebNmzlx4gRxcbmzKLu7u/Pggw8yfPhwmjWrWF9iUVhqaiPj+8GDS5913hIGejbG18EBPwcnvOvZWzocIeo8lUqNt3M/Lsb/CuROMOrvVnMmRxVlM3fuXsLCEhkwoDkhIRFFzruj1aqZMKETixYNwda2Yl8PzsXe66XR1KkPLrbyN95a40ibBk9wNvZ7XD0z+WzbYZ7v+o862WVWCEswW7KTx9fXl1dffdXclxFAcvK9+RDyDxiuTnwdHPF1cCx9RyFElfFxCTQmOzeTj6DTZ5S7cl5+iqJUy4ctddWxY1EsWfIHigLR0aksWTKMO3cyCAmJICUlG0dHawIDfZg4sXOFuq7lScq8TmTyvfLrdWkS0dK0bziGc3E/YlBy0KljuJVyiiZO3S0dlhB1gtmTHVGV7n25+Pvft3DsWFSlntAJIeqGRg4PolXbozOkoVeyiEo5Uu45eJKSMlmw4BCHD9/k3LlYbt6cgZWVTC5qaTk5BqZM2Wzs4tymTQNeeKEz1tYa3n23bHPhldX5uJ+M711sm9PEsYdJz1+T2Vs3pJXbSAyKjg4Nn6O+XXPjttu3U1m+/CR79143afIphMgl34JrKZ3OwLffnuTy5QSCg8diZyfN5UKIomnUWryd+3AtcTsAEUkh5U52bGw0fPTRQWM53bNnb9OlS6NSjhLm9uWXRzl9Osa4/M03j2FtXfmS6vfLyknhSsIm43L7hmOkde8+fZq+U+D/SUaGjlde2crq1WfQ65UC++7YEcbs2SGV7lYohDBTgQJRNZKSkoiIiCAiIqLY+Yz27r3O9OnbqjiyslEUhYycnNJ3FEKYXTPnQOP7G3f3F5oUtjR2dlo6d/Y0Lh8+HGmq0EQFRUbe5f339xiXJ0zoRL9+5hlDczlhPTmGDABsNM60dK1YgYPa7P5EJzBwNd99d7pQopMn76Hl4ME/kJFR/JyFQoiSme1RgV6v5+eff+a3337j5MmTxMfHk56eXuIxKpWKHPnyW2YLFy5kzpw5pe63cuVp5s59uNo0hwdH32TptcuEpSbzsEcjFnXpaemQRA1npbYlqOOBQuuz9CmsOXfvS9eY9sHYaAqOGbNS25o9vpqgqXNv1CorDEoOWfq73E49QyPHruU6R+/eTTl+PLf8/aFDN3n5ZRmTYEmvvbaNtLTcL8lubnZ8/PEAs1zHoORwPu5n43LrBo9jpa74mK+6YNq0bRw7FlWmffMeWi5dOtzMUQlRO5mlZScyMpIePXrw3HPPsX79eq5fv05aWlqxJajzv0TZTZ8+nfDwcMLDw2nZsmWx++l0BlasqD6Tl2Ua9JxJukNKTg7XUqT8tKg8lUqFVmNX6GVr5UwXz8nGl62Vc6F9pKtNLmuNA40d7yUnEXdDyn2O/IVRpGXHsjZuvMz69ZeMy59+OpAGDeqZ5VrXk/aRmn0LABUa2ro/bZbr1BYxMamsWnW6XMesXHma27dTzROQELWcyZMdnU7HiBEjOHnyJIqi0LFjR4YNGwbkfiF57rnnGDZsGB4eHsZ1Dz74IOPHj+f55583dTi1mouLCz4+Pvj4+KDVljwmJyQkomqCKoMW+ebaCUtLwSBJrjATK7UNXRtPMb6s1DaWDqlaa+YcYHwfkRRS7gdQvXrdm8clPDyJmBj5cmYJqanZvPLKVuNyv37NGD++o9mudzP5kPG9b/1HcbD2MNu1aoMl3+4vsvR3SarbQ0shahKTJzs//PADZ86cQaVSsWzZMk6ePMlHH31k3L569Wo2bdpEdHQ0P/74I66urly8eJGnnnqKlStXmjoc8ZeUlGxLh2DUPF/p6Qy9nlsZGRaMRgiRJy/ZcbBujI9zAHolq1zHN23qRJMm936/pXXHMubMCSEyMhnInTvnm2+GmbUFs4/3P3ms1XJ8XR6lfcNnzXad2uLQgbgKHVedHloKUZOYPNlZu3YtAA8//DATJ04sdj+VSsXf/vY3du3ahcFgYNy4cdy8edPU4Yi/ODpaWzoEI3srKxrZ3uvPfS012YLRCCHy2Fu781Tb3/hbu430avpGucczqVSqAq07hw/LZ3pVy8jQ8b//XTAuv/XWQ7Rp427Wa6pUKho5dKZ/84/xsH/ArNeqDVJTKlZsoDo9tBSiJjF5snPq1ClUKlWZu6R16NCBKVOmkJSUxOLFi00djvhLYKCPpUMoIH/rzrVUGbcjRHXhYutTqVaAguN2JNmpanZ2Ws6e/TvTpvWgZUtX/vlP086lIypHURQcHCpWG6o6PbQUoiYxebKTkJAAgI+Pj3GdldW9X+zMzMxCxwwdOhSArVu3FtomKk+rVTNxYmdLh1GAX/5xO5LsCFFr9O59r2Xn+PEosrP1FoymbnJysmHhwsGcOTNV5lirZnIMmdi3Cq7QsX37NTFxNELUDSZPdvKeCDo7OxvXOTree4ofGxtb6BhXV1cgt4qbML0JEzpVm7LTefzyteyESjc2IWqNzp09jZNWZmXpC0xoKaqWORMdvSGbg5Efk5B+xWzXqK36jLyBxqp8BQo0VgYm/D979x0eVbW1Afw9UzLpCem9EHrovTfpgqCC5ao0laterqJylc+ueG3XggoINrCADVFAqQIJNSAdQgJJSO+k18mU8/0RMsmQhLTJtLy/5+Ehp82syUzOnHX23msv7ttOERFZN4MnO56e1X2DCwoKdOu8vLx01cKio6PrHVOT5DTU6kNtM25cMD7+2PwmdwtjNzYisyWKInLLLuPvjLU4nPLfFh2rUMgwa1Y3zJ3bCx9+OEWvYAG1n6Ii435/JhTsweXcn7A19n7sjn+SU0e0gIuHEiNnpdxYaur3Vr195B0p8PZ2aNe4iKyVwZOdHj16AABiY2vr+8tkMvTu3RsA8MMPP9Q75ptvvgEABAQE1NtGrSOXS7BkyUDs3v0gbG3bbe7YVqvbjS1XWYliFQdeEpmL3PJL+P3KQziX9RWuXN+GSnVRi47fsuUe/PLLPDz99Aj4+zs3fQC1yV9/XUNw8CqsWXMSGk3LWgxaQxRFXMqp/S53kHtxvqoWunf5JXQbdB1AU783Ad0GXcd9yy8ZIywiq2TwZGf06NEQRRGRkZF66+fOnQtRFLFp0ya88MILuHTpEk6cOIElS5bg999/hyAImDJliqHD6VBksnJ07twJr78+HqmpT2P9+llmmegAgLetLRyktbGxdYfIfHjah8NO5g4AEKFBatERE0dEjamsVOOJJ/5EUZESS5fuwuOP/9nuz5lVehZ5FVd0y+Fe97X7c1obG1stnvwkCmPuSmq0S5tUpsWYu5Lw1KdRkCvaP4klslaCaOC253PnzmHgwIFwcnJCeno6HB2rx4qUlpaiZ8+eSE9Pr3cHSBRFODs74/z58wgODjZkOB1GeHg4gIa7CZqrFedPAaieZHSGXwD87Npndm8iarnDyW8iNu83AECI60RM7vw/E0dEDXn11YN4441DAACJRMDffz+KgQN92/U59yUsR1LRQQCAv9MwzOi6tl2fz5qoNBXYeH603rriPAWObAvClVPuUJbLoLBXo/vgPIyenQJn9+q5rrRa4MrmlZg4sQtmzuxmitCJTKat17gGv+3fv39//Pbbb1Cr1SgvL9clO46OjtizZw/uvvtuXLlyRe8YPz8//Pjjj0x0Oph3+g02dQhE1Ihg1/G6ZCet+DjU2soWz7tD7evKlet4552juuUnnxza7olOsTIdyUW1PTfYqtN2zu5KzFgchxmL4xrcXlUpwVcvD8TZA39j/fpzOHRoIQYN8jNylESWq136OM2ePbvB9b169cKlS5dw4MABXLx4EWq1Gt27d8fUqVNha8svUSIic+HnNARyiT1U2nKotRVILzmJYJexzT7+6tU87NwZh+PH0zBggA9WrBjd9EHUbKIo4okndupKe/v7O+GNNya0+/Nezv0JIqq7VDkrAhHkzPe1veVl2iPmRHXxp/JyFWbO/AFRUQ8jONjVtIERWYhWJzuHDlU3mw8ZMgR2dnbNPk4qlWLy5MmYPHlya5+aiIjamUyiQIDzSCQW/gUASC6MaFGys2dPPJ5+eg8AIDW1iMmOgX3//QUcOJCoW/7kk+lwclK063NWacpwJW+bbjnc8z4IgsGH/tJNfENL8c93T2H1UyOg0QBZWaWYMWMzjh5dDFdX3igmakqrz1Ljx4/HxIkTkZiYqLd+8eLFePjhh5GZmdnm4IiIyHRCXMfpfk4uOgSt2PwJQkeMqJ1c9PTpTCiVaoPG1pHl51fg2Wf36pZnzuyGO+/s0e7PG5f3B6o0pQAAucQB3dxntftzUrXwEbl44IVzuuXLl3Nx110/cdJeomZo0y2ZhmobbNy4ERs3btSbZ4eoMbsz0/DJ1ct46kwUUspKTR0OEdUR6DwaAqonCK1UFyCn7GKzj+3Xzxt2dtWdB6qqNDhzhjfADGXFir+Qm1sOALC3l2P16untXvpZFLW4lPujbrm7xxzYSDnvizGNnpOCGQ/XTuJ68GASHnlkO+c4ImpCq5Mdmaz6S4wTgVJbvBtzER9dicb29FTEFrdsLg8ial8KmTP8nGoLiSQXRjT7WLlciiFD/HXLx46lGjK0Duvo0RR88cUZ3fJrr40zytiNjJJTKFZWT4QpQIJwz3vb/TmpvtmPx2LY9DTd8nffXcBzL24xYURE5q/VyY6HhwcA4NIlTnRFrRfmWDu7OufaITI/wS61XdmSiiJadBd5xIjaiaKPH0+7xZ7UXB9/fEL3c58+Xli2bLhRntfPaQhu77oOwS7jEOw6Hs4K/6YPIoO6vevnCHAehvmvnLsxIWm199++jP+89wIqVPkmjI7IfLW6QMGwYcOwbds2rFixAiUlJejevTtsbGx02//++29cv379Fo/QsLFjmz8AlixfmKMz9mdXd2+JLy02cTREdLNg13H4O2MNAp1HIth1HAARTc/6Xu3mZEcUxXbvbmXtvv/+LgwY4IM33zyMdetmQi6XGuV5BUGAn9MQ+DkNgVbk+CtT8LTvhRld1yLD52+4rF2H5feWICup+obhRy/KMWtkAcaOdjNxlETmp9WTih44cKDBimo1D9eaLzRBEKBW8yTaGpY4qSgA/JySiOdvTC7az9UNv4+5zcQREdHNNFoVpBJ5i4/LySmDt/f7uuWkpKdYLtdA8vMr4ObW/EqoZB5EUYRaW7/7v1qrxMXs73XLfbwfhEyiX11PJrHVXVuJooijF/Zh5m2HUZQnw6TbnbHt56Wwt2/53ymRuTPZpKITJ07EF198geeeew75+fWbTjlgjpqji6Oz7udrpcW880tkhlqT6ACAl5cDwsI6ISGhumDN8eNpTHYMhImOZRIEAXJp/fdOLrXD0IClLXqc0f2mYO/OXvhq0x6s/uBByGX6f6cXsr9DpboAfb0XwFbm0ubYiSxVmyYVXbx4MR544AGcPHkS6enpUCqVWLRoEQRBwMqVK+Hvzz69dGud64zZKVGrkaushJctv8SJrMWIEYF1kp1U3HdfbxNHZHmUSjUUinaZA7xJqUXH4GDjDTe7MJM8P93a0KEBGDr04XrrK9VFOJP5BVTaMlzO3YK+3vPR2+t+2EgdDNa6RGQp2nz2VCgUGDNmjG550aJFAIA5c+agV69ebX14uoXCwkIUFhYCAFQqFaRS4/TdNiRXGxu42yiQV6UEUF2kgMkOkXkTRW2zJ5McOTIA339/AQBw7BiLFLRUSYkS/fuvxwMP9MELL4yBra3xkh6tqMLhlJUoU+XA32kYRgb+B662oUZ7fmq9HUe+R6V9OaQyQKUtw+nMzxCd+wP6ey9GF7fb8f3FpruMn8/ZUG/dwn5HGmyZIjJnBp/6OCgoCEFBQXrFCqh9rFq1CqGhoQgNDUVcXBzy8vJMHVKrsCIbkfmrUBXgcu7P2Bn3BPYmPNPs40aMCIS9vRzjx4dgxowu7RihdXr55YO4dq0AK1cewuDBn0OlMt4kkokFB1CmygEAZJaeho3UqYkjyBxs2xaLBTMKsX/NfZBLat+zSnUhotI/xNaY+00YHZHxGfwWUVJSkqEfkhqxbNkyLFy4EAAwZcoUi2zZAaorsp3Mr67cl8CKbERmqVCZhKOp7wIAJIIMVZqSZl389u3rjaKiFZDJDH5vzeqdOZOJTz89qVueO7eX0aqvAcCl3B90P4d1mgp7uYfRnpta588/r+LOO3+CKAJbvlVjQM+XMfmhWFzK/QFqbQUAoFydY+IoiYyL3z4WzNXVFSEhIQgJCYFcLodEYplvZxcntuwQmTtvh76wlbkCALSiGqlFx5p1nEQiMNFpBY1Gi3/+8w9otdXFfrp2dcOKFaON9vw5ZReRU3ZRt9zbi60BlmDChFAMHVo7XvrF/zuCxKPjcW/4NvT2vB8SgdXaqOPhNxCZXNiNimxeClt0YvdHIrMkEaQIcqmdBy2pKMJ0wXQAn312CqdOZeiW16693ajjdS7l1Lbq+DgOgId9T6M9N7Wevb0c27ffj86dO+nWzZ//G86eLMOIwOW4N/w3dHWbacIIiYzPNOVdiOoY7u6J89PmwFnOO05E5izEZTyu5m0HAKQWHYVGWwWppHk3KLKzS/Hll2cQGZmMkpIqODnZYPz4EDz88AB4ezu2Z9gWJyOjBC+8sF+3/MADfTBpUmejPX9ZVQ6uFfylW+7tyVYdS+Ll5YCdO/+BkSO/Rn5+BZRKDe6440dERT2Mrl19MSpwBeLy/zB1mERGw5YdMjmFVMpEh8gC+DsPg0xiC6C6wlNG6akmj6moUGHJkh0IDPwIL710EPv2XUNUVBr27buGF188gMDAj/DPf+5AZSUnlK7x9NN7UFJSBQBwdbXFBx9MMerzX879BSKqCyE42vgi2HWcUZ+f2q57dw/8/vu9sLGpHuOVn1+B6dM3ITe3zMSRERkfkx0iImoWmcQW/k7DdcvJhRG33L+iQoXp0zfhiy/OQKXSNriPSqXF55+fwbRp36OiQmXIcC3S7t3x+Pnn2lnC3313klFbvtTaSsRc/1W3HO55DyQCO4FYojFjgvHNN3N0ywkJBZg9+0f+nVGHw2SHiIiaLcR1vO7n5KJIiGLDSQwAPPXUbkRGJjfrcSMjk7Fs2e62hmfRystVeOKJP3XLI0YE4JFHBho1hvj8XVBqigAAMokdurvPMerzk2Hdd19vvP127Zw6x4+nYeGCP6Ft/M+WyOow2SGzUaZW42JhAf7Ou27qUIioEUEuYyDc+OooV11HbvnlBvfLyirFxo3nWvTYGzacQ3Z2aVtDtFjffnseiYmFAACpVMC6dTMhkRhvtnpRFPUKE3RzmwmFzNloz0/t4/nnR+HRR2uT5siIFFxPdzBhRETGxWSHzMLezHT03vUb7jj8F16+eMbU4RBRI2xlrvBxHKBbbqwr21dfNd51rTEqlRZffXW2LeHdUnZ2Kf7730OYMuU7jBjxFaZM+Q5vvXXYbBKsf/5zEL7++g64u9vhmWdGoG9fb6PHMDzgGQQ6j4YACcK97jP685PhCYKAtWtvx7RpXRAW1gmHjjwIr0CO3aGOgx1xySwE2NfeZUosK4FGFCEVjHdHk4iaL9h1PDJLTwOoLkE9xH9pvX2a233tZhERSXjhhTFtiu9mFRUqPPXUbmzceK5eArZv3zW89loEFi3qj48/nm7U8s43EwQBixYNwKxZ3WFnZ/w4BEFAgPNwBDgPR1lVDhxsvIweA7UPmUyCn3+ei8pKNVzdJDh23tQRERkPkx0yC6EOjhAAiACqtFqkl5chyIHlaInMUbDLOCQW/IUQ1wkIdhnf4D411cRaqu5xlZVqTJr0LXr29EB4uBd69fJEeLgn/PycIDTzZkhNkYRbJV81RRKuXMnDrl0PwM6u/apDNqcEt4eHfbs9f3Mx0bE+Tk4KODkpoNJUmDoUIqNql2RHe2Pkm0TScC+5NWvWYPPmzcjNzUVYWBieeuopTJs2rT1CIQthJ5PB384eaRXlAICE0hImO0Rmylnhjzu6f33LfZycWjdBcN3jrly5jqNHU3H0aKrePi4uCvTq5alLfqr/94K/f/0kqDVFEtavn9Wq2G/FUlqXqGMpLZTj+7f6YeqCOFyO8sLV0+5QlsugsFej++A8jJ6dAmd3panDJGoTg59Rd+7ciVmzZsHOzg5paWlwdXXV2/7kk09izZo1uuWEhATs3bsXq1evxuOPP27ocMiChDk665Kd+NJiTPD2NXFERNRa48YFY9++ay0+bvz4EN3Ply/nNrhPUZESx4+n4fjxNL3133wzB/Pn99Mtt7ZIwhtvTDBouWdTti6Jogi1trLeerVWiYvZ3wMANGIVOneaBDe7rnr7yCS2zW5BI8shk9hiYb8jSEgowMx7f0FCfCHO7Pert1/MCS/sWN8do+5IxS9fv4JOjt66ebaILInBk519+/ZBFEVMmzatXqJz7tw5rF69GoIgQBRFdOrUCQUFBQCAZ555BjNmzEBwcLChQyILEebohMjcLADVLTtEZLkefnggXn89skVFCuRyCR5+uLb4wYgRgVi/fiYuX85FdHQuoqNzkJnZeDGBnj099JbbUiTBkOOGTNm6pNZWYuP50U3udyl3U711C/sdgVxqZ5A4yHwIggC51A5HD8cgIb7wlvtq1BIc2hqMGZk/4vD+ZyG3Y/JLlsfgyc7Ro0chCAImTJhQb9sXX3wBAHBycsJff/2FwYMHIyoqCtOnT0dxcTG++OILvPnmm4YOiSxEmKOT7mcmO0SWQyuqoVQXw07uplvn4+OIhQv744svml9dcdGi/notKiEhrliyZJDePgUFFbh8OVeXANX8n5FRgp49PfX2NUSRhIsXs7Fjx1W4utrq/rm4KPSW7e3ljbaAmEvrEtHNTpxIb+aeIk4fV+Kpp3bh88/vaNeYiNqDwZOdnJwcAECvXr3qbdu5cycEQcCSJUswePBgAMDw4cOxZMkS/O9//8P+/fuZ7HRgnR1r53O4VlpswkiIqDnyyq/iYs4mpBQdhpdDH0zr8rHe9o8/noarV/OalXSMGxeMjz+e3uR+nTrZYdSoIIwaFaS3vrhYCUdH/XFChYX1u281R90iCX//nYEXXzxwy/2lUkGX+Gzffj969apNusyldYmorpYl4dWJ/MaN57Fy5UQm4WRxDD7PTl5eHgDAzc1Nb316ejqSk6u/8ObMmaO3beLEiQCAuLg4Q4dDFiTMqbZlJ7+qCvlKDookMmeVmkLE5f8BpaYIGSUnUaXRn7vDzk6OXbsewJIlAyGXN/x1I5dLsGTJQOze/WCbBuY7OyvqrXN1bd34grpFEoqKmk6YNBoReXkVSEgogI2NVG9bW1qXiNqLOc6DRdReDN6yU1VVfUesvLxcb/2pU6cAAAqFAkOHDtXb5uVVXeKyuJh38zsyDxsFnOVyFKtUAKq7srkp6l/AEJF58HUcABupE6o0JdCIVUgrPo7OnSbp7WNnJ8f69bPwxhsT8NVXZxERkdRoyWVDM0SRhC5d3HDvveEoKlKisLBS719lpbresTcnWIYowU1kaOY0DxZRezN4suPm5oacnBykpelXyTl48CAAYPDgwZDJ9J+2JkFydGTTaEcmCALCHJ1wtiAfAJBQWowh7h5NHEVEpiIR5AhyGYP4/J0AgOSiyHrJTg1vb0e88MIYo14oGaJIwqxZ3TFrVvcG962sVKOoqFIvEbo52TFECW4iQ2MSTh2JwbuxhYeHAwC2bNmiW6dWq/Hrr79CEASMHTu23jE1iZG3t7ehwyEL88+wHlg1YBh2jJmE2f5BTR9ARCYVUmdS0ZSiw9CKKtMFc5OaIgktcXORhFuxtZXB29sR3bq5Y+hQf0yZEgaZTP9rddy41lUYrdu6RGRoTMKpIzF4snPHHXdAFEVs2bIFzz77LHbs2IF7770X6enVVT/mzp1b75jTp08DAAICAgwdDlmYqb7+mB0QhN6unWAn48R6ROYuwHkEpEL1BVCVpgSZJebVp//jj6c1O+FobpGElnj44cbHKzXm5tYlIkNrbRIe1C8OCfl7DBwNUfsyeLLz6KOPIiQkBKIoYtWqVZgzZw5+//13AMDtt9+O/v371zvmjz/+gCAIGDJkiKHDISKidiSX2sPPqXYcZnJRhOmCaYAxiyQ0pL1bl4haozVJuFSmRc8pf+FS7o/tFBVR+zB4smNnZ4d9+/Zh6NChEEVR92/q1Kn45ptv6u3/999/49KlSwCA2267zdDhEBFROwtxHa/7OakwAqIomi6YBtQUSUhNfRqvvz4enTt3QkCAEzp37oTXXx+P1NSnsX79LIMnOjVM3bpEdLPWJOEj70iBs7sSOWUXkFd+pX0CI2oH7XJmDwsLQ1RUFBITE5GVlYWAgAAEBgY2uK9cLseGDRsAAOPGjWuPcMiCiaLY6GR9RGQeglzGonouDhFlqmzkVcTCw76nqcOqx9vbEa+8Mg6vvGLc75qa1qVly3Zjw4ZzDRZMkMslWLSoPz7+eHq7JV1EdbV0HqwnXrmGIk318uXrWzAm6MV2jpDIMAzeslNXaGgoRowY0WiiAwD9+/fHggULsGDBgnpV2qhj+vTqZdx/LAJD9+7ArszmzvBMRKZiL3eHt0Nf3XJSYYTpgjFTpm5dIrpZS7p47tr1AGzyZ+jWx+fvRJWmxFihErUJz6pkdi4XFSIqLxdAdflpIjJ/wa7jkV12HgCQWXrGxNGYL1O1LhE1pDnzYJWWVmHWrB8QGZmMVzf7wjssE2ptJeLydiLc615TvwSiJrV7spOcnIyjR48iMzMT5eXlePzxx+HhwblTqHGdHZ10PyeU8s4RkSUIdZ2ActV1hLiMh7dj36YPICKz0dg8WFqtiIkTv8Xly9U3IDf/dxie+uJ3SKTA5eu/oJfnPexqTmav3ZKdK1eu4Mknn8Rff/2lt/7uu+/WS3ZWr16N9957D66urjh79iykUml7hUQWIszRWfczW3aILIOzIhAjAp4xdRh0E5nEFgv7HUFyYSRs5a7wdugHAFBqSvDDpdpCCPf33gWF1KnesdSxSSQCPvxwCqZN2wQAiDmvxcGfQnHbPxJRWJmIrNIz8HUaZOIoiW6tXcbsHDt2DMOGDcNff/2lV5GtIffffz9ycnIQHR2NPXtYu52AMCf9lh2tmVV2IiKyFIIgQIQGx9P/h13x/8LBpBeh1BTCVuaCgT5LdP9sZS6QS+30/vGOPQHA1Kld8OCDta212z4LR16mHQDgcu4vpgqLqNkMnuyUlJTg7rvvRnFxMdzd3fHJJ5/gwoULje7v7u6OKVOmAACTHQIAdHaoTXYqNBpkVVaYMBoiIst2PvtbVKoLAQDpJSchEeSQSRQY5PdP3T+ZRGHaIMmsffTRVHh42AMAKssl2PR2X4gikFh4AOWq6yaOjujWDJ7sfPbZZ8jOzoazszOOHDmCpUuXonfv3rc85rbbboMoijh16pShwyEL5CSXw9u2tvsEx+0QWZ6iyhTkV8SbOowOr6wqFxezv9ct9/V6CPZyjpullvHwsMdHH03VLV866o2Tu/0hQoOkwgMmjIyoaQZPdnbs2AFBELB06VJ069atWcfUJEMJCQmGDocsFMftEFmm5MJI/HJ5Hn6+fCdOZXxm6nA6vNOZ66ARlQAAO5k7+ng/aOKIyFI98EAfTJ0aplve8uFAjHJbh54e80wYFVHTDJ7sxMbGAgAmTZrU7GPc3NwAAIWFhYYOhyxUGCuyEVkkiUSOwsprAIC04uNQa9kN1VQKKq7hat523fJA30dhI3UwYURkyQRBwLp1M2FvLwcAFOULePfVdI7tIrNn8GSnuLj6LryLi0uzj1Gr1QDASmwtVFhYiKSkJCQlJUGlUkGrrT8rt6Wq27JzjckOkcXwcxwCuaT6glojKpFWfMLEEXVcJzM+hYjq7wUXRTB6eMwxbUBk8UJCXPHmmxN0y99+ex5797JXDpk3gyc7nTp1AgCkpaU1+5ia7mucf6dlVq1ahdDQUISGhiIuLg55eXmmDslg9Ft22I2NyFJIJXIEuYzWLScXRZowmo4rs+QMUooO6ZaH+C2FRJCbMCKyFk8+OQxDhvgBAGQyCWJjWaCAzJvBk52acTrnz59v9jHbt1c3sw8YMMDQ4Vi1ZcuWITExEYmJiejatSvc3d1NHZLBdHF0RrizK2b7B+EfwWEsP01kQYJdxut+Ti6MhFZUmy6YDkgURZxM/1i37OXQFyGuE25xBFHzSaUSfPHFLIwaFYgzZ5bgySeH4Xp5DK4V/NX0wUQmYPBJRadNm4YjR45g7dq1+M9//gOF4tblLKOiovDLL79AEATMmDHD0OFYNVdXV7i6ugIA5HLrumPnY2eHP8ZNNnUYRNQKgS4jIRFk0IpqKDVFyC69AF+ngaYOq8NILNyPnPJLuuVh/k9yXAUZVL9+Pjh8eBEKK5OwLXYBcsovQSF1QZDLaE5GS2bH4C07jz/+OJydnZGdnY358+ejoqLxwalbt27FzJkzodFo4OXlhQULFhg6HCIiMjIbqSP8nIbolpOLIkwXTAeUU1Y7t12wyzj4OLLXBBmeIAhwsPFAfmV1iXmlpgjXCvaZOCqi+tplzM769esBAFu2bEFoaCgeffRR3fYPPvgAixYtQteuXTFv3jzk5+dDIpFgw4YNTbYCERGRZajblS2pMAIiu6IazfCAZ3BH943wdRyMIX7/NnU4ZMVspE7o0mk6AECtEvD7vh0mjoioPkFsp2+gb7/9Fo8//jgqKioabT4XRREKhQJff/017r///vYIo8MIDw8HAERHR5s4EiKi6sksN1+aplu+u+ePcLPrasKIiKg95JVfwQdbnsB3b/ZDdoojjvw9E0P7DDV1WGRF2nqNa/CWnRrz589HdHQ0Hn/8cXh7e0MURb1/nTp1wuLFixEdHc1EhxpUolJhf3YGPk+4gv/FXDR1OETUAg42nvC0D9ctJxVGmC4YImo3TrIu+Py5kUiLc4FKKcXjj+1iSy6ZFYMXKKgrJCQEa9aswZo1a5CamoqcnByo1Wp4enoiNDSUAybpljIqyvHIyaMAAJkgYFn3cMgl7ZafE5GBhbiOR255NCSCDJXqQlOHY9U0WhWkEusqVEOWwcZGilff7oYnF1dPJnzmGPDFV1FY8sgIE0dGVK3durGRcVljNzalRoNeO7eiZqrUvyZM05t/h4jMW4kyAzllFxHoMhI2Uv7ttqfDKf9FiTIdQ/2fhId9D1OHQx2MSlOJYZP+g7MR1fMlOrtKcDX2aXh7O5o4MrIGZteN7VbV14haQiGVIsih9kTJyUWJLIuTwg9hblOZ6LSzgopEXLn+O9JLTuC32AeQVhxl6pCog5FLbfH6e51h66ACABQXavHUU7tNHBVRNYMnO35+fnjyySdx6dKlpncmakLnOi0510pLTBgJEZF5+jvjU4g32sCdFUHwcxpk4oioIxrXdy7uWhqjW/7pp2js2HHFhBERVTN4slNUVIQ1a9agX79+GDVqFL777jsolUpDPw11EHW7rSUw2SGyCKIoQqWpqPevQlWIk2mrdf8qVIX19mHP6pbJKj2L5KJI3fJQv6WQCBy7Q8bnrAjEPxb7Iaxfvm7dE0/sRHExrwHJtAxeoGDYsGE4ceIEACAqKgpRUVFYtmwZ5s+fj0cffRS9evUy9FOSFQtzdNb9zG5sRJZBra3ExvOjm9zvfM6GeusW9jsCudSuPcKyOqIo4kT6x7plL4c+CHGdaMKIqKPr7TUX8196HW8+MBaqKgFpacV48cX9+PTTGaYOjTowg7fsHD9+HOfPn8cTTzwBFxcXiKKIgoICfPLJJ+jTpw/GjBmDTZs2oaqqytBPTVaoy00tO7zrS0RULanwAHLKasvyD/V/ilVOyaQCXUbj2Tt+wosvjNetW7Pmbxw/nmq6oKjDa5c6vn369MHq1auRkZGBr7/+GiNGjNDNr3Ps2DHMnz8ffn5+ePbZZxEbG9seIZCVqDtmp1ilwvUqNocTEWlFFU5mrNYtB7uMg6/jABNGRARIBCkcbDyxYsVo9OrlCQBwcLBBSkqRiSOjjqxdJy2xtbXFwoULcfToUVy8eBFLly6Fq6srRFFEfn4+Vq1ahfDwcIwfPx4//PADW3uonk42CrjbKHTLCSXsykZEFHv9NxQrUwAAAiQY4vdvE0dEVEuhkOGLL2bhjju64/LlJ3Dvvb1NHRJ1YEaboTE8PByffPIJMjIysHHjRowcOVLX2nP48GE8+OCD8Pf3x3/+8x/ExcUZKyyyAJ1ZpICISKdKU4bTmZ/rlru7z0Ynu1ATRkRU38iRgdi27T64epWbOhTq4Iw+Hb1CocD8+fNx5MgRHD58GL6+vgCqB1rm5eXhww8/RM+ePTF9+nQcP37c2OGRGaqpyOYkk6FcozZxNEREpnUx+ztUqgsAADKJLQb6/tPEERHpE0UtEvL3YsfVR/Fj9CwUVaaYOiTqwIye7ADAkSNHMH/+fEyZMgVZWVm6Qed2dnYQRRFarRZ79+7F6NGjsXTpUg5K7+Ce7NYLJyfPwvlpc/BoWHdTh0NEZFIhrhMR4DwCANDH6wE42HiaOCKimwk4m/UlskrPABARc30LAKCkRIkjR5j4kHEZLdnJz8/HRx99hPDwcIwbNw6bNm1CRUX1nApDhw7Fhg0bkJeXp6vkVpP4fPbZZ1i3bp2xwiQz5GtnD09bW1YZIiIC4G7fDdO7rMaMLp+hr/d8U4dDVI8gCOjpOVe3fDVvB7bviEZ4+FrMmLEJ6ekcf0vG0+7JTmRkJB544AEEBARg+fLliImJgSiKsLe3x6OPPorTp08jKioKCxYsgK2tra6SW1xcHAYPHgxRFPH55583/UREREQdiL/zUNhIHU0dBlGDurrNgExSPWdWQWE5HnroN6SmFqOkpAr/+tdO9toho2mXZCcvLw/vv/8+evTogYkTJ+LHH39EZWUlRFFEr1698OmnnyIjIwPr16/HgAENl8r09fXFm2++CQCIj49vjzCJiIiIqB3YSB3Rxa16MlF7JzUe+k+mbtu2bVewdWuMqUKjDsbgyc59992HgIAAPP/887h69SpEUYRcLsd9992HyMhIXLp0Cf/617/g5OTU5GN17twZAFBezkoeBKi0WiSUFCOzgp8HIupYrpfHIrv0vKnDIGqRXh61Xdn6TovC6LFeuuWlS3ehoKDCFGFRB2PwZOfnn3+GUqmEKIoICQnB22+/jdTUVGzevBljxoxp0WPZ2NggKCgIwcHBhg6TLMwbl86h186tmBSxBz+lJJo6HCIioxFFEUdT38X2q4uxL2E5iio5Gz1ZBnf7bvB26AcAEATg8ddzYGsrAwBkZZXi+ef/MmV41EEYPNkRBAEzZ87En3/+iYSEBDz//PPw9GxdpZigoCAkJSXh2rVrBo6SLI2TXA71jf698aUc2EhkrURRRGrRUfbnryOp6CByyi7ofi5X5Zo4Iuui1GiwLj4W6+JjodRoTB2O1elVp1BBpcsevPTKcN3yF1+cQUREkgmioo7E4MlOUlIStm/fjunTp7N6FhlMGCcWJeoQzmd/g90JT+Jo6tvQipxXSyuq8Hf6at1ykMtY+DoNNGFE1mdTUgLejbmId2Mu4rFTx5jwGFio6yTYylwBABpRiRnzs9Cvn7du+5IlO1BRoTJRdOaLSbjhyAz9gIGBgYZ+SCK9ZCextAQaUYSUyTSRWZJJbLGw35F665WaEvxwabpu+f7eu6CQ1v5tJxUeRETyywCAmOu/orQqG7eFvg251L79gzZTsde3oUiZDAAQIMFQv3+bOCLrotRosD7him45IicLJeoqKKR2JozKukglNujuPhvns78BAMQV/oovvvgUw4d/Ba1WRFxcPt588xD++9/bTBypefkpJRHvxlwEADjIZHgopIuJI7JcJplUlKilQh1qL4iUWi0yWKSAyGwJggC51K7eP1uZCwb6LNH9s5W56G0PcB4OL/veusdJLT6CP64+2mG7bak05TiTWTv1Qjf3O9DJrrMJI7I+P6UkIkdZqbfutzROemloPTzuBiBAgAQutsHoO8AJy5YN021/771jOH8+y3QBmhmlRoO18bXV6t6LuYiSqioTRmTZDN6y05Dk5GRcv34d5eXlTfbDHjt2rDFCIgtjL5PBz85el+QklBQj0N7BxFERUUvIJAoM8vtno9vt5G64vds6HEx8GUlFBwEA1ytise3KQkwL+7TDXehfyPkeFeo8AIBUUGCQ72Mmjsi6KDUafBYfW2/9lwlXMT+kCxRSqQmisk7OCn+MC34Fvo5D4KTwBQC88cYEbN0ai6SkQnh42OP6dd7ErPFTSiKyK2uT8FK1Gj+mJuLRsO4mjMpytVuyk5SUhLfeegtbt25FQUFBs44RBAFqNftoU8PCHJ10yU58aQnGe/uaOCIiMjSZxA63dX4XJ9I+wqXcHwAApVVZ2H51ESZ3fh9+TkNMHKFxlKuu40L2t7rlPt4PwsGmdcV+qGE/pSQiq7J+6eMcZSV+Tk1ktyED6+Z+h96yg4MN1q+fiS1bLuO99yZDqVTjv/89hMjIZJSUVMHJyQbjx4fg4YcHwNu740yeyyTc8Nol2YmIiMCdd96J4uJiVtQhg+ni6IzDudkAgARWZCOyWhJBihGBy+Gk8MPxtA8BiKjSlGJX/FKMDXoVXd1nmDrEdncm8wuotdUX4rYyV/Tznm/iiKxLYxeUNdbGxeKewFBeWLazKVPCMGZMEJ56ajc2bjwHlUqrt33fvmt47bUILFrUHx9/PF1XttqaMQk3PIN/avLz8zF37lwUFRXBwcEBjz76KFxdXfHaa69BEAR8+eWXyM/Px8mTJ7Ft2zaoVCqMHTsWCxcuNHQoZGVYkY2oY+nt9Q842PjgYOJL0IhKaEU1IpJfRklVBgb4PGy1FT8LK5MQe/033fIAn0dgI+04d7aNobELyhpZlRW8sDSCigoVpk/fhMjI5Eb3Uam0+PzzM7hyJQ+7dj0AOzu5ESM0Libh7cPgBQo+++wz5Ofnw8bGBkePHsWHH36Iu+++W7d90aJFePbZZ/HTTz/h6tWrGDx4MA4dOoTU1FQsWLDA0OGQFamb7FxjskPUIYS6TsTt3dbrStcCQGbpKYiw3i7PKUWHIaK61KyTjT961pmFntquqQvKGm9FX0AWi+EYnFZUI6nwIHbG/QuLH//6lolOXZGRyVi2bHc7R2dazU3CqWUMnuzs2bMHgiDgH//4B/r27XvLfYOCgrBnzx74+vri9ddfx8mTJw0dDlmRMEdn3c95VUoUVClNGA0RGYu3Qx/M7r4RzoogdLINw6TQ/0EiWO/d3b7eD+GObl/D26EfhvgthVRiva/VFH5OvfUFZY1KrQaTDu7Bnsx0I0TVcRxL/R/2XVuOy4lnsWVTZouO3bDhHLKzS9spMtNqbhL+WRzn3Wkpgyc7sbHVb9SMGQ33qdZq9ftjurq64qmnnoJGo8H69esNHQ5ZEQ+FAo936YG3+w7CzyMnwEHGCwCijsJZEYjZ3TdgWpdPoJA5NX2AhfN27IdZ3b5C506TTR2KVVFqNFgb1/QFZY0yjRqvXjyDChZPMpgwt2kAgCPbgqBWt6wrqkqlxVdfnW2PsEyuuUl4ZmUFfklNav+ArIjBx+wUFhYCqG61qaFQKHQ/l5eXw9FRv+/xyJEjAQCRkZGGDoesiCAIeK5nH1OHQUQmUrcrW12ZJWegkDnBza6rcQNqZ9Y6JsmUmntBWddUX3/Yyax/YLyx+Dj0RyfbMFw97d6q4z/55ARkMgnuvLMHunZt3WPcSnZ2Kb788oxRq8K1NAlfGxeDeYEhHLvTTAZv2alJbKR13gBn59ruRxkZGfWOkcur79BnZXFCKSIiar78igTsvfY0tl95GOnFJ0wdTquxcmn7a+kFZY19WRn1ug3x/Wo9QRDQy3MulOWtSyCzs8vw/PN/4dKlnHrbLl/ORU5OWaset6JChSVLdiAw8CO89NJB7Nt3DVFRadi37xpefPEAAgM/wj//uQOVlYZv5WtpEs7WnZYxeLLj7+8PAMjNrZ3x2svLS9eac+rUqXrH1HR9IyIiai6Ntgp7E55GlaYUKm0ZdsX/G1fztps6rFaJvb4VO+P+hbzyq6YOxWq1plUHqH9hmVlRjumR+3RTIVDLdXGbATuHtiWMAwfWn2tv0aJt8PZ+HwEBH2L27B/x+usR2LHjCjIySm6ZoNZUhfviizP1yl/XqKkKN23a96ioULUp9rpam4SvjYvh2J1mMni7bJ8+fRAXF4eLFy9i2rRpuvXDhw/HX3/9hc8++wz333+/rnm+srISH330EQCgW7duhg6HiIislFRigxGBy3Eg8f+g1lZChAaRya+jRJmBgb7/tJhuYCpNOU5nrkeFOg9bY09gTNBL6OExx9RhWZ17AkNxd0AIACCmuBDdnVwgaeZnRHpjP1EUseL8KVwpKcL8qEN4ILgz/q9XPziwm1uL2EgdMXK0J6KjGk4sbmXs2CC4u9sjKMhFb71KpcH589U9hNLTS5CefgXbt1/Rbff2dsDAgb4YNMgXAwf6YuhQf/j7V/c8euqp3S2uCrd+/awWx96QtibhD4aEGSQOayaIBm6LXb16NZ588klMmjQJe/fu1a3/7rvvsGDBAgiCgBEjRuC+++5DWVkZNm/ejIsXL0IQBLzxxht48cUXDRlOhxEeHg4AiI6ONnEk7atEpcInVy8jobQYiWWl2D1uCvusEnVwuWWXsSdhGSrUebp1Xd1ux5igl01ayUwURai1lfXWq7VKXMz+vnY/aHEh5xsAgAQ2uLvXj3BRBFlMsmZpMivKMfqvP+FrZ4+5gSF4rEsP2Dbze+RyUSHmHP4LqjqXToH2Dniv3xAM9/Bsr5Ct0uVrF9C3+6/QqJvfyUgulyA19ekGx84kJxdi2LAvkZ3dvG5sjzwyAJ9/PgtpGdcRFrqu0RadxuJISVkGH5+2F0tRajT4OSURr1yqLbywYehoDHWv/jwVKJUYd2AnatpwvhgyCiM9vABUJ+Ed4Rqorde4Bk920tPTERgYCKlUioSEBF2hAlEUMWHCBBw6dKjeCVwURfTo0QOnTp2Cvb29IcPpMDpKsqPSatFr51aob3xs94yfgm5OLk0cRUTWrkSZgd0JT6KwsnYOCh/HgZgQ8l8opLUXJDcnGn28H4RMotB7LJnE1iCJhkpTgY3nR7fq2IX9jkAutWtzDFTfmrgYvB97CUB1ohIxcXqzW3iA6oRn+bmTiCku0lu/KLQr/tOjN4sZtMDUe5Zj7y9OAEQATb8HS5YMbLJFJSOjBGfOZOLMmUycPl39f1pacb391q6dgUeW9Ma8Jxdh29qeLY79jZVj8PJLE1t83M2Kqqpw28HdyLsxncZMv0B8Omi43j6PnDyC/dnVZbrvDAjGhwOGtvl5LUlbr3EN/hfp7++PvLw8aLVavcIEgiBgx44dePrpp7Fp0yYoldVvqkQiwZw5c/DZZ58x0aEmySUSBDs4IuHGpKIJJSVMdogITgo/3NHta+y7thyZpacBAFmlZ/DDpem3PO58zoZ665hoWC9RFLGlzvibuYEhLUp0AKCXiyt+HzMJq69extr4WGhu3HzbkBiHgzmZeL//EAxy8zBk2Fbrg48m4O5ru3H1dNO/r3HjgvHxx7f+ewYAPz8n+Pk5YebM2qEROTllugSoJgkaNMgPAFpdFe5QZCrwUqsO1fPR1WhdomMnleKFXvXnqLwzIFiX7OzJTEN5n4GwZ1LdbAYvUAAAnTp1gru7u67KWg0nJyd8+eWXyM3NxalTpxAVFYXc3Fz8+uuv8PLyao9QyAqFOdbepa1JeoiIFDJnTO+yGmGdpjW9M3VIf+dfR1JZ9aSUAqAbw9NSNhIJnunRG1tHT0TXOhNeJ5WV4p6jB/H25QscPN4MPX0n47m1VzDmriRIZQ13I5PLJViyZCB2734Qtratu8D38nLAtGld8MILY7Blyz1ITHwKQ4dWF9RqbVW4kpKqVh1XV0xxIb5LjNct/7trL/ja1b/xP8nbD0435hYs12iwJ4sT3baESdJCR0dHDBw40BRPTVYgzNEZQHUJ84TS+k3TRNRxSSU2mBDyJuzlXriY862pwyEzU7eq2mhPb/i3sUdJX1c37Bg7CauuRuPz+CvQAtAC+DzhClLKS/HZ4JFtenxrVXc8W/+Auei5qgid3p+CLZvycCgyVTe/zdhxgVi0uC+8vR0AqKDSqAzWzbSGwr51paSdnGza/Nw2ggSD3TxwMv86Qhwcsbhzw3OFKaRSzPALwE8p1d10f0tLxp0BwW1+/o6CbWBkceq27Fxjyw4R3UQQBAzyXcJkh/SUqlX4MyNVt3xPYKhBHlchleL5nn0x2dsfy8+dRGJZKaSCgCe6tHwcSEeh1lY2MJ7tR/jMAO6Zob92VxaAOtMwGrqbabdBeYg50fLeRWPHBbb5ucOcnPHjyPHYkZEKdxvFLYsN3BkQrEt2jl3PQUGVEp1sFI3uT7WY7JDF6XxTNzZRFFm1iIiMRiuqodZWQKNVQSNWQSuqGvy5SlNq6lCpjj8z0lBxo2uZi1yOyT5+Bn38gW7u+HPsZLwfewlOcjn6uHYy6ONT+xg9OwV/fN69RVXhpDItFi2uP7amNQRBwB3+QU3uN8TNA6M8vDDU3RN3BgQz0WkBoyY7x44dw+eff45z585BpVIhKCgIs2fPxiOPPAIZB1pRM4XV6R9dplEju7ISPnYcTExEhvF77EMQoYVGrIKf0xCMC35Vb3tK0WHsu7bcRNFRa/2SUlupb7Z/cLuU7LWTyfBy7/4NTmB5taQIuzPT8XiXHpBL9C+slRoNNiTGAaiu6tYRygmbCxcPJUbOSsHh30LQ3KpwYX3zb3StMx6JIOD7EeOM+pzWwiAZxvHjx/H222/j+PHjqKysRHBwMO6++248++yzuopsb775Jl59Vf8LIzY2Fnv37sW6deuwd+9eFimgZnGWy+GlsEWOsrq/b3xpMZMdIjKYQmXtRXGFKq/edolgurl7qHUSSopxuqD2vZwXGNKuz3dzbwOVVovlZ//GxaIC/JWVgfcHDNGrJPpTSiLejbkIAHCQyfBQSJd2jc/aqbUVKK3KQklVJkqrsm78y9T96+P1IHp73a/b/97ll5Cd4tisqnB2TlV44oOTrY4tsbQEBVVVGOjWuipw1HJtTnZ+/PFHPPTQQ9Bqtbo7GTExMXjzzTexa9cuHDp0CNu3b8crr7zS6GNcvHgR9957Lw4ePNjWcKiDCHN00iU7CaUlGO3pbeKIiMgaacT6FZekws0DkwVIBRtIJXJIBRtIBDmkEjkEyFCkTDJKnHRrW9KSdD/3dHZBuIurUZ//m8R4XCwqAABcLCrArEN/4enu4XikczdoRBFr42N0+74XcxFz/ILgZNP2AfDWqKFWM7W2AgeTXtElM5Xqwls+RolSv5qZja0WT34ShZ8+6I1j24Ma7NImlWnhGVCG5746Anvn1hU1EEURr1w8iyPXszE3MATP9ewDT4Vtqx6Lmq9NyU5GRgaWLFkCzY0+sDY2NvDw8MD169dRVVWF06dP4/PPP8dXX30FABgxYgSWL1+OXr16Qa1W48SJE3j77beRkJCAQ4cOYffu3Zg2zbpLhp47dw7//ve/cerUKfj4+ODZZ5/F0qVLTR2WxQlzdMbxvFwArMhGRIY1MeQt2EidIJXIYStzrbfdx3EAHup7QJfgCJA2OG6wLZOKkmHJBQmcZDKUqNWYFxhq9HGe9waFIr60WDfAvEqrxbsxF7EnMx1jPL2RXVmp27dUrcaPqYl4NKy7UWO0FJsuTsWC/gf0Wlilgi1Si45CIyqb9RglVZn11tnYavHQixcw+7ErOLItCFdOuUNZLoPCXo3ug/MwenYKnN2b9/iN2ZuVgSPXswEAW1KTMNHLF9P9Alr1WGqtFkev52C0pzekHLd8S21Kdr788kuUlpZCEASsXLkSzzzzDGxtbaFUKvHRRx/hxRdfxAcffIDU1FSMHDkSERERemNzwsPDcccdd6B///7IzMzETz/9ZNXJTm5uLiZPnoyhQ4fijz/+wJkzZ7Bs2TK4uLjgoYceMnV4FqW7swvCHJ0Q5uiEcBcOAiUiwwlyGXvLak9SiRxSCScztiTP9OiNJ7r2xJ7MdIz1Mn5PACe5HO/0G4xpPv5YceGULrk5V5iPc4X59fb/MuEq5od04didBqjFcpRV5cJJUVtgQhAEONr4oEiZXLsOUjjYeMHRxheONr5wsvGBo40PHG184aJovGyzs7sSMxbHYcbiuGbFc+RICtas+RsbNsy+5TxAlRoNVkaf0y2P8vDCNF//Zj1HXaIo4u2YC9iamoy8KiW+Gz6WvVua0KZk56+//oIgCJg3bx5eeOEF3XqFQoEVK1bgwoUL+PHHHyEIAlasWNFgEQIPDw888cQTeOmll/D333+3JRyzt27dOgiCgF9++QX29va47bbbkJiYiJUrVzLZaaEHQ8LwYEiYqcMgIiILYSuVYnZA01Wv2tN4b1/sGTcVb0Sfw9a05Eb3y1FW4ufURI7daURpVZZesgMAA32XANDeSG58YC/3hERo3+JXp05lYMaMTSgpqUJeXjl+++1eODg03P1wXXws0ivKAQAyQcBrvQe0qoVREAQklJYgr6q6lem3tGQmO01ofp29BsTGxgIA7r333ga3z5s3T/fz8OHDG32cESNGAADS0tLaEo7Z27NnD2bMmAH7OpOYzZs3D3Fxcbh27ZoJIyMiIiJjcLGxwQcDhmL1oOG3vAhbGxcL5Y1hAlRrVrcv4elQfw6jLm7T0MVtBnwcB8DRxrfdEx0AWLv2b5SUVI/r27fvGqZN24Ti4vpd3VLLy/BZfKxueVHnruji5Fxvv+aqO6Ho7sw0lKtbN4aoo2hTslNYWAgACAkJaXB73fXu7o1XnfDwqK5+UVpqujkJTp8+jXfeeQd33XUXAgICIAhCszLuiooKvPLKK+jWrRtsbW3h5+eHxYsXIz09vd6+V69eRY8ePfTW1SxfuXLFMC+EiIiIzF6eUgntLbZnVVbg59TEW+zRMbnb9YBMYh4VWNevn4n77++tWz5yJAWTJn2L/PwKvf3ejD6HKm31u+2lsMW/u/Zq0/NO8vaD043eUuUaDfZm1b/mpFptSnvVajUEQYBC0fDERjZ1KoncKnGQ3Kg331CFDWNZuXIltm3b1qJjKisrMXHiRERFRcHX1xezZ89GUlISNmzYgD/++ANRUVHo3Lmzbv+CggK4urrqPUanTp1024iIyHrIJLZY2O9IvfVKTQl+uDRdt3x/711QSJ309pFJWKGprURRxL9OR2FQJ3fMCQiGeyPXKqag1Gj07vQ35rO4WEzy9sOzZ0/izoBgTPcLgKOMpc8Npa1/o4JUwHff3Ql7ezm++uosAODvvzMwYcI32LfvIXh5OSAyJwt7szJ0x/1fr75wkrftPbSVSjHdLxA/3yh48VtaMuYEND4OqaPjTJ43jBgxAn379sWQIUMwZMgQhISEQKm8ddWNN998E1FRURgxYgT27t0LR0dHAMCHH36IZ599FosXL0ZERIQRou+YCqqUiC0uQkJpCfzs7DHR29fUIRGRmTCHREMQhAYLHQiCBAN9luiWbWUukEnM50LcWpwvLMCuzDTsykzDuzEXcHTyTLMp8/tzaiKyKiua3C+zsgIro8/heF4ujufl4rVLZzHdNwBzA0Mw1N0TElbhapO2/o2qNBXILY/G55/Pgr29HJ9+Wj3/zoUL2Rg7dgN27n0Ar8Wf1e0/2M0Ds/0NM27sTv9gXbJzJDcbOZUV8LI1jxYvc8Nk54bnn3++RftXVVVh9erVAIA1a9boEh0AeOaZZ/DNN98gMjISp0+fxqBBgwBUt+IUFRXpPU5NV8CaFp62qrxR4UUqlUJ+050DrVaLqqraOSNsbeuf9CvrlL+0sbHRtbrVqKqqgvZGU6xMJqtXdEKj0UClUgGobrGzuWmeAFEU9ZJIhUJRr9VPqVTqWvnkcjmkN1WjUalU0Gg02HDtKj5NqO7+N83XX5fs1H2djbU8tvV1qtVqqG/0kW3O62zod93c1wk0/H7W/V0353U29Ltu6+tszmeq7uts6Hfd1tfZnM9U3dfZ0O/aEK+zqc9U3dfZ1N9Oa19nU5+puq+zI5wjAKHe6xQECfp7PQJVVfV7IWhsIbepf4HQnucImUSBgb5LdK9TXSVC1sA1OM8RbXudv9TpAtbPpROcxOrXa+pzRJVWg7VxTbfq1NhXp1WgXKPBr2nJ+DUtGYH2Drg7IBh3B4YgwN7Bos4RSnXlzYc1myiKTX5u2/q3I4Ec4W4LAFR/phpKdIrLcnEg5T/Iq4jB5M4f4uOPp8HBQY533jkKALhyJQ9DR30J21f8IPexgQTA63WKErT1OmKouwf8bO2QUVkBLYDfU5OxpKv+UAlrOUeIotimcvFMdlrp6NGjKCoqQlhYGAYMGFBv+9y5c3HhwgXs2LFDl+x069ZNV9ShRs1y9+7Nq6cfHh7e4PqEhAT4+PjgnXfeAQD0798fc+bM0dsnIyMDX375JQDA0dERy5cvr/c4q1at0n2wH3vsMfj4+Oht3759Oy5dugQAmDRpEkaP1p9D4uLFi/j9998BVI/ZWrhwod72srIyvP/++7rll156qd4fxoYNG5CVlQUAuO++++qNc4qMjMSRI0eQ5OoMhAVWv/6SEt32lJQUbNy4EQDg6uqKZcuW1Xud77//vu6Pb+nSpbpxYzW2bt2qe2+mTZtWr8DGuXPn8McffwAAunTpggcffFBve1FREVatWqVbfu211+rF8MUXX+D69esAgAcffBBduuhX3dm/fz+ioqIAVBf4uLkse2JiIr7//nsA1ePeGpqvqebzAADLli2r143y559/Rnx8PABg5syZGDx4sN72U6dOYffu3QCqx5fdd999etvz8/N1Sb9MJsNLL71UL4bPPvtMl9QvXLiw3hi/PXv24NSpUwCA0aNHY9KkSXrb4+Li8OOPPwIAfHx88Nhjj+lt12g0eq9z+fLlejcfAGDz5s1ISkoCAMyZMwf9+/fX2x4VFYW//voLANC7d2/MnTtXb3tOTg7WrVsHoPpEvGLFinqvc/Xq1bpxh4888ggCAvTnTvjzzz9x7tw5AMD48eMxfvx4ve0xMTHYsmULACAgIACPPPKI3nalUqn3OlesWFHvS+G7777TFXqZO3cuevfurbf9yJEjutbmjnCOAIDBgwdj5syZum0yiQKe6unY+O1GAMBJ1695jrjBms4RFWo1dqSn6PZRnL2Ad/YfBmD6c0SsZydkBfnV294YtShiqJsHogvzUaatHeWTWl6GVVcvY9XVyxjh7onZPv648P1myLXVF/nmfI6IjjkHv9ub/SvQU15ehlUfrtEtG/ocATTvOuLbow9B4VE9399fif/BjK5r8dZbt8HBwQYvv3wQAJCXVg7pC0nwWRmMxaN6oVedyWzbeo6QCAICs3OR4VL9Wf45Mb5esmMt54j8/Pxbjv1vikGSnUWLFsHBwaHe+rKyMt3PEydObPT4uvtZivPnzwMABg4c2OD2mvUXLlzQrZs6dSpWr16NiooK2NlV30ncsmULunbtqje2h5rHpbL2jkdSWQnUWi1kkjbV3CAiIiuwJysdJTeSVQepDMGF5jH5tEYQcNHHs8XHpZaX4auAMKyNOIAEd1dkODtCrHOnu6abm0+XYEy9mmTAiNuHqJEi48/pmDBhAkaMGKlbr9SU4H9bx+H84epeMLcP/j8snK9/46ey3Dwqj5Ve6QW56xFIZBpoRCX2JDyFmV0/x0svjYW9vRzPPrsXACApUSOwUopnuvdu4hFbrmdpJU7cSHYSlBW4UlyE7s6cA+xmBkl2au64NKSm2SkyMtIQT2U2UlKq7xjdfPe2Rs365OTaOvqPPfYYPvnkE9xzzz1YtmwZzp49i/Xr1+Prr79u9vNGR0c3uD48PNwik8a2cFZWQQAgAlCJIlLLyxDq6NTUYe1KqdFgQ2IcKisqoREESE1YdIOIqKP6JTVJ9/Ptvv6Qa8+bLpg64jxcUW7T8sHpmZUViCwrQWhBMUILiuEcFAi7MaPwS2oiEstqK9kGFxTVO1Yris0a26PUaLBTWY5r3u7omVN/olPDEiBqZJBAoTdmRhAk6O52NzJtzwEAJKJtvTE1SsF0lXvrUhe5Ie/kUHgMOwFBqkWVphQ74/+FWd2+wjPPjEB09Hl8910W/nEf8NjwULjaNDz/Tlu4qzVwL6tAnkP17+i3tGSs6NXX4M9j6QSxDSXQbu6H2VaCIOj6Fpqara2tXp/Pmy1ZsgRffPEFXnzxRbz55pv1tsfHx6Nr167o2rUrrl69qlt/7tw5LF26FKdOnYK3tzeWL1+Of//7322Ot6Z72+nTpwF0lP74wJQj+5F6Y5KuL4aMwiQfP5OO2fk64SpWXq7+Uh3r5oFP+g+FQirlmB2O2eGYnQZepzHOEU29To7rs75zRI5GjbH7d+q2bxk1AeH2td3WTHmOUGo00ECEjbyR16m9cY6Q1v9dQ6uF5EaMNe+nKIo4U5CHLalJ2JeVgT9HjoeL3EbvdT5/7m9kVlZgXmAIxnbygOLG8978Om/+/lozaAQcb3odPEfUf52pJYcRmfoiRFQ/noPcG3d0/wo2cEdGRjF8fBzb9RzxbXIC3roSDTcbBRaGdsG/u9WWtbaWc0SvXr0gCEKjN/yb0qaWncRE1n9vqf79++v6ibaHhj4kNSQSyS23N3U8gHof0ptJpdJ6J5W6BEFo8jkaK2VeQy6X6/5guzg565KdhNISTIJxXmdDf9BKjQbrE2rnSzqUfx0qmQQujVT/acnrbEhTv2ugfV5nXc35Xbf362zOZ8oYr7Op7cZ4nbf6XSs1GmxIqu5XvSi0K+QNPJc1niMaYqpzRF3GeJ0d9Ryx5Uq87ufODk4Y2Mm9ycHNxjpH3HKPWzx+YwRBwCA3Dwxy88DKPvW7cpep1fgjIxXlGg0O52bDSSbHHf6BuDswBP0Vbrr9Gvr+qhRE6I9s4jmirprtXW0nAxIVIpJfBgCUqbKxM+5fmNXtS4SEeNQ7rrxchYsXszFsWIBBzhF3B4chzKUTxnh6Q37T+28t54i2FCcA2pjsBAd33JreNYMby8vLG9xe06XMycm03aqsXWdHZxzMqR6EmFBq2j7ZP6UkIkepX2Hmt7QUPBrWvOITRO1pU1IC3o25CAA4kZeLdYNHQtHElxyRpdGIIrak1N6InRcU0uYLJUvR0JjVA9kZKK/TY6ZErcKm5GvYlHwNXRydcHdgCO4KCMbuzHR+f7VBV/cZqNKW4ljquwCAImUytl19HHd2/xIKWe11oFKpxp13/oTIyCT8+us9uP32bm1+bjeFglNvNIGjuVspKKi6TnpNVZOb1azvyAmhMYTVGaOTUFpyiz3bV2MTxH2ZcBVKM+maSR3XzXdtI3KyUKKuusURRJbp2PUcZNyYv0YqCLirg0+0eLtfIH4cOR5zA0Ngf9PNjfjSErwbcxEj9v2Bty7XH9PE76+WCfe8B3nCHbrlEmU8dsU/BbW2tiva4sXbsXdvApRKDebM+Qlbtlw2RagdDpOdVurXrx8A4MyZMw1ur1nfty8HirWnLo7Oup8TSosbHWPV3n5KaXiCuBxlJX5OZXdPMq3GWh2JrM3WOoUJxnv5dPhJFiWCgGHunvhf/yE4OeUO/K//EAxz168GpwWgrFPSuga/v1rmbEEe1qf1RFTJUN06H8c+kAq13bwef3wwnJ2ru9ip1Vrce+8WfPedeRTPsGZMdlpp1KhRcHFxQUJCgm7ujLpq5suYNWuWkSPrWOq27BSpVMirUt5i7/bRWKtOjVVXLvPuGJkMWx2pI3m9zwCs7DMQfV064Z7AUFOHY1YcZDLMDQzBjyPHI2LidDzZrRd8m0gG18bF8jzRDFpRxGsXzwIQcKB4AhKrhmCgz+MY5r9Mrxvl6NFB2L9/Ptzcqn/vWq2IBQt+x/r1jVc1bom08jKsvhqDly80fCO+o2Ky00o2Nja6yZf+9a9/6ZV9/vDDD3HhwgWMGzdON6FoeygsLERSUhKSkpKgUql01TA6EjeFAp1uVJ6xkUiQXtHwGKr2UqxS4bFTxxps1amRX6XEwhOHUaY2j7kBqGNhqyN1JM5yGzwYEoZtYydhsk/zJ+7saIIdHPF093D8s8utx+RkVVbwPNEMP6ck4kJRwY0lAbPC3sAgv0caHC82eLAfIiIWwMuren5KUQQee+xPfPTR8TbFcKmwAGP278QHVy5hc3ICcm5xXdLRtKn0tDX5888/sXLlSt3yyZMnIYoihg0bplv38ssv4/bba6f8raysxPjx43HixAn4+vpizJgxSE5OxokTJ+Dp6YmoqKh2nSz0tddew+uvv65b9vT0RE5OTrs9n7k6lX8dngpbBNg7QGqkgajlajW+TYrHurhYFKlVzTrG19YOb/UdhPEcSEhGotRoMP7ArkaTcR9bO0RMnM5CBUQdUFPnhxo8T9xaYVUVJh7YhQJV9TjIO/wD8fHA4Q3um1seAw+7HhAEAVeuXMdtt32L9PTa8cZvvjkBL744FtnZpfjyyzOIjExGSUkVnJxsMH58CB5+eAC8vW+ukVdNK4oYs38nMm7c9H2xVz88Etb2AgjmoGZ6ldaWnmayc8PGjRuxaNGiW+6zYcMGLFy4UG9dRUUF3n77bWzevBmpqalwc3PDtGnTsHLlykYnHDWUwsJCFBYWAgCmTJkCqVSKmJiYdn3Ojk6p0eCHlGtYExeD68rWdZmb7R+El8P7w72J0phEbfVtYjxevXT2lvu80WcAHgrpYqSIiMhcfJcUj1cu3vr8UOO13v2xILRrO0dkmV65eAbfJSUAAOylUuyfMB0+dvW7B0bn/oxjqe9isO8TGOD7MAAgMbEAt932LRITC3X79e/vjejoXKhU9XvryOUSLFrUHx9/PB22tvULKv8v5iLW3ui23MvZFX+Om2yIl2hyTHYIQNs/CHRraq0WW1KT8OnVy7pKP23RSW6Dl8L7486AoA5TFpWMS6nRYNz+nci+qTDBzXxt7XCQd23Jwp0tyENXJ2c4yhqfU4RqNbdVp4adVIozU+6AbSvmArJml4sKMevQPtSkJc/37IPHuvSot9+V69twKOUN3fLIgOcQ7nUvACAtrRiTJn2LK1fymv2848YFY9euB2Bnp/95jy8pxuSIPbrl3eOmoLuzSwtekXlq6zUux+wQ3YJWFLEtLQWTI/bg/y6c1kt0ZG1IUgpUVXj23EksOHEYqeVlTR9A1EKbkhOaTHQAILOyAr/UqWBFZGmqtFo8fOIIhu7dgeVnTyKrgmMVmvJzasNj+RpTodHg4b+PmqziqTkSRRGvXjqrS3RCHRyxuHPD3caCXMbARVFbBv1Y2nuIy/sTABAQ4IzIyIXo1OnWE2vWFRmZjGXLdtdb38XJGX1cOumWf0tLbvZjWjMmO2Q1tKKI9PJyqAxYqOE/5/7GsrMnkFRWqlsnFwT8I7gzOtm0vBuas0wOuzoTvx3Ozcb8qEPQ8AuEDKhUpcJ7NyYQbY61cTGsuEQWa39WBgpUVajQaPBHRirs2fpwS0qNBmvjGq8g2phj13Pw6VXOC1PjfGEBTudf1y2/2nsAbBqY2BUA7ORumNF1LRxtfHTrIpNfR1JhBIDqIgWlpS2b+2zDhnPIzi6tt/7OOnNLbUtP4fUFmOyQFRBFEXOPHECfXb9h9P4/EVdSbLDHrnvSkAC4JzAEByZORw9nF+Q24675zYrVKjzetSfGe9We8Fb07Gu0wgpk/dRaLe47FtHgvBmNYesOWbJf6lQLm+4bAGc5u7LdSktbder66OplbLoxPqWj69/JDdvHTMLATu6Y4uOHcXW+1xviaOODGV0+g53MDQAgQoP9iSuQXnwSX311psExOreiUmnx1Vf1x1zN8g/UXVNkVVYg6nrHK1x1M97+IIsnCAJK1SqU37gzfa20BL1cXFv8OImlJQitM28PAIzy8MJIDy+42yiwrHs4Ot/Yfk9gKO4OCGlVvFJBgI1Egu3pqYjKy8FUX/96+4iiyLE81GJaUcRz508huriwxceujYvBvMAQjt0hi5JVUYHInCzd8j1BnFunKS39/spTVuLBqENIudHl+uWLZ+Ait8FM/8B2itBy9HbthF9GTWj21BIutkGY3mUN/oh7FFWaUmhFFfZeewb7DjzQquePiEjCCy+M0VvnobDFOE8fHMjJBFDdlW2Up3erHt9asGWHrEJnR2fdzwmlLWvZOV+Yj/lRhzDp4G7E39QqJAgCNgwbg08GDdclOgCgkEphL5O16p9CKoUgCJgdEIS3+w2uF09OZQXuOnIAJ/JyW/hboI5MFEW8fulcq/tos3WHLNHWtCTdmIlAewcMc/c0aTyWoKXfX4EOjtg0Yhx8bkxAKgJ4+uwJvSSzI5MIApxa0Jrobt8N08I+gUxSPUZHra1A2vW4Vj13SUnDXd/q9krZnZmOig4+zx9bdsgqhNVJRBJKS26xZ63Y4iJ8dOUS9mZl6NatuhqN1YNG6O3XWB/c9vLapXM4V5iP+45F4B/BnfF8z77slkFN+l/sJXybFK9bHuzmgXWDRsDupvEL15WVmHRwN1Q3+nG/128wbvervkPL7pRkSURR1EvQ5waGQMLPcLsIsHfAd8PH4p6jB1GgqoJaFPHY38fw3YixGOzmYerwjEYURYhAmz9n3o79MLnzB9iT8BS0oho2dq2bysLJyabB9ZN8/OAkk6FErUaZRo29WRmYHRDUlpAtGlt2LFhhYSGSkpKQlJQElUoFrQEH5luaLnVadk7k5d5ysHViaQmeOhOFGZF79RIdAMiprDTpQO2rJUXYk5mmW96cfA1TInZjb2a6yWIi87cmLgafxdcOOO7n6oYNw0bD3da23l3aIAdHzPKv/dL7IeWaXqsjkaX4O/+6rniMALS6azE1TxcnZ2wcPgYO0uobKA4yGew62DljT1Y67j5yABcK89v8WAHOwzEx5C0AAroNan7Z6brGjK3fDR4AbKVS3O4XiFEeXni//xDc5tOxJzNnsmPBVq1ahdDQUISGhiIuLg55ea37Y7EGdVt2cpSVeOzvo/WSlrTyMjx//hQmR+zB9vRU1K1P0selEzYOG4OfRo436QVfNycXbB1zG3rUqYufXVmJf546hidOHUeOAeb4IeuyMTEO78de0i33cHbBxmFjbjnfyMI6kwOeLcjHuYK2f3ETGduWOq06ozy84W9vb7pgOoi+rm74YugohDo44udRExBep8yxtatQq7Ey+jzOFeZjzuH9+CYxvumDmhDa6TaMClyB0bNTIJW17Ia1IBGxcFGfRrf/t+8gfD9iHO4ODOnw808x2bFgy5YtQ2JiIhITE9G1a1e4u7ubOiST8bPT/5KLyM1Gibq6L2tuZSVevXgWtx3cjZ9TEvXKMHZzcsa6wSOxbcxtGOflYxZFAfq5Vld4Wd6jt14Xul2ZaZgcsQc/pSRyrgPSCbZ3hOLG5yTUwRHfDh8LV5uGuzbU6OPaCYM71Z4vNia2rr84kamUqlX4MyNVt3xPUIjpgulgRnh4Ye/4qXrjWDuCz+JjkVFRDqB6nr3RBhr039Xtdrh4KDFyVsqNNc37fhe1Al584RCqqhrujcIunbWY7FgwV1dXhISEICQkBHK5HBIjjy0xJ3/U+dKr8Vta9YnjYlEBvk2KR1Wdbn7B9g74aMBQ7Bw3BVN9/c0iyalLLpHgX117Yue4KRhapz90sUqFFedP4YHjkUhs5tgksm4TvH2xYdgYdHdywaYR4+CpaN7EdAs617bu7MpMQ1FVy+Z4IDKlnRlpugqcznI5pvg03J2H2oesgeuNMrUahVZ6HkkpK8X6hCu65YfDuun1KDGEe5dfQrdB11HdKbN5vvv2EqZO/R4FBez1cSsd9+qYrIZSo9Ebr1Djy4SrUGo0mODlg4E37mL72trhrb6DsG/CNMwJCDb7Adlhjk74YeR4/LfvIDjVGWh+PC8XT56JarSFR6nRYF18LNbFx3KyyA5ghIcX/hw3Gb52ze/GM9XHH10dnbEwtAt2j5sClyZag4jMia1UilAHRwDAbP8gjjczsYIqJR44HomFJw43uwyzJVkZfV53w9Tb1hZLu/Yy+HPY2Grx5CdRGHNXUqNd2qQyLUbMTEFY/9rJTCMikrB06a4mH7+oqgp5ytYVQrB0gsj+MFYhPDwcABAdHW3iSIzv28R4vHqp/sRaAPBGnwF4KKQLTublIrqoEP8I7myxX4rZlRV49eJZ7MlKhwDgl1ETMKiRKjhfJ1zFysvnAQDjvXywbvBIi33dpO9yUSG6OTk3eGe1pbSiyK4OZLFEUcSZgjy4K2wRciPxIeMrVqkw7+gBXL0xdcMoDy98NXS0RX/nKDUabLjRvbezgxP+eeqYbtvHA4fhDn/DVTZTaSqw8fxovXXFeQoc2RaEK6fcoSyXQWGvRvfBeRg9OwXO7kqoqiT4dmU/nNgZiKAgF5w48Qh8fBr+G4i6notvEuNwICcTizt3xfM9+xosdmNp6zUukx0r0VGTHaVGg/EHdjU6G7SPrR0iJk636JPuzXZnpiG2uAjLuofX26YVRai0WozdvxM5ykrd+r+nzISHws6YYVI7OJV/HfOjDmGspw8+HjjMqj7XRGSZRFHEq5fO4rukBN26aT7++HTQcIPclDGFujdR3WwUyK+qbhEZ6uaBH0eON2jX94aSneYQRSB71/9w55ze6N3bq9H9NlyLwxvR5wBU9245Mul2i7vJ1dZrXMv8FBLd8FNKYqOJDgBkVVbg59REI0bU/qb5BjSY6CSUFGNqxB68dfmCXqID1I5fIst1qbAAi08cRoVGgz1Z6Vh29oSpQyIigiAIeK33AMyu09qxOysdL144bZHFdJQaDdbGx+iWaxIdqSDgtT4DzGaMryAAK/5vRIOJTlZWqe53P8s/UNdlP7OyAlEdcMJyJjtksRobq3Ozz+Ksf9yKVhSx4sJpxJeW6E0sWaNm/BJZpqslRZgfdQglN/rC20gkeCiki0GfQyuKiMjORExxoUEfl4isn0QQ8L/+QzDBy0e37ufUJLwdc8HiEp6fUhKRXVlZb/1DIWHo6exq/IBaKCWlCAMGrMdjj/0BlUoDD4UtxtapHPdbWrIJozMNJjtksX5OvXWrTo3Mygq9Wbat0fnCfJwtaHyepRxlpdW1cHUUSWWleOj4IRSoqqscyQQBawePwEiPxrsttNTerHRMOrgbi04ewZq4mKYPIDKRFedP4fVLZ3G5qNDUodBN5BIJ1gwagcF1xpJ+kXAV6+Kv3OIo89LYTVQBwL+69jB+QC1UVFSJ22/fjKysUnz++RnMnPkDiooqcWdAsG6fXRlpqLDCIhK3wmSHLJJSo8HauKZbdWqsjYux6paNAZ3csWXUBMhu0by+tgO0cFmbjIpyPHA8UtctUQLgowHDcJu3n0GfRxSBxBsz0e/OTNfNJUFkTvKUSvyamoSNifG4/dA+RF3veN1xzJ2dTIavho5CrzotIO/FXsTmOuN5zFljXeNFALsy040fUAupVFo4OdVW1ty7NwGjR29A9ypHON6o6FqmUWNfdoapQjQJJjsWrLCwEElJSUhKSoJKpYJW27LZdy1Zc1t1anSE1p0LhQVQ36K7gDWOX7JmuZWVeOB4pF7i8U6/wZjpH2jw55rk4wf/G2WrNaKITRZyYUIdy+9pybpznI+tHYa4N1yNkkzLWW6DjcPH6FXIe+niGfyRXn8+PHNSqlLdsmu8Od4wVGn0r4M8POyxf/983HNP7bjeS5dyMG7kBgwoqJ0XqKN1ZWOyY8FWrVqF0NBQhIaGIi4uDnl5jXdjsiYtbdWpYc2tOxy/ZF0Kq6rwUNQhJN1obQGAV3v3x7yg0HZ5PqkgYH5o7RigH5KvoZKfEzIjoijq3ay5ywLmSevIPBW2+G74WPjYVlcBFVE99tAcpZaX4d2YCxi+7w+LK3gkl9avsmpnJ8cPP9yN//u/2gpvWVml+OXREyiPqp6M/HBuNnKV9cclWSsmOxZs2bJlSExMRGJiIrp27Qp3d3dTh2QULW3VqWHNrTscv2Q9StUqLDhxCFfqXBgs79EbC0O7tuvz3hsYCrsbpawLVFXYls4KfmQ+LhQV6OZxAdBuiT8ZToC9A74dPhad5DZ4oVdfPNOjt6lD0tGIIg5mZ+LhE0cwbv9OrIu/gjJN0+NYLOWGoUQi4K23bsMXX8yCVFp9U6CyXI2ct1NRvD0PGlHEjg50jpc1vQuZK1dXV7i6ugIA5HK5aYMxonsCQ3F3QEirjrXGO4GtGb80LzCEc7SYKYVEihAHR1woLAAAPN6lB/7VtWe7P6+LjQ3uCgjGpuRrAICNiXG4JzDEbMqsUsf2S0rtHfUhbh6cRNRCdHVyxoGJ0+FqY9P0zkaQr1Ti59REbE6+htTyshYfX3PD8MGQMIPFJJPYYmG/I/XWq7VKXMz+Xrfcx/tByCSKesfW0IoaSAT97/VHHhmI4GAXzJ37C4qLlYAI5H+ZDVVmFX59xgWLO3cz2OswZ0x2yOLwIl1fa8cvGfJkTYYjl0jw4YBhsJPKoJBI8R8j3g1dENpVl+zEFhfhRN51DPfwNNrzEzWkQq3G9jp3oe9hq45FaSzRKVerYS9r/8tQURRxrjAf3yUl4M+MVFQ1ML5ZKgjQNLNEtqFvGAqC0GB3NLnUDkMDljbrMURRi4ikl+Fg44Ohfv/Wu0k1eXIYjh1bjBkzNiMlpbrHQMmeAhTNKUPJGBWcOsDNcnZjI7JgHL9knaSCgLf7DsKrvfsbtWWlq5MzRnvUzsewMTHOaM9N1Jg9Wem6OaYcpDJM9w0wcUTUVl8mXMX0yL3IbkWX9JZ6Pfoc7jpyAL+lJeslOhIAU338sSCkS7MTHcD8uoOLoojjae8joWAPLmR/g0Mpb0Ar6nfJCw/3wokTj2Dw4OpKnu+unYojj9zZIRIdgMkOkUXj+CXLpxXFBucMEQQBEhN0IVvYubZQwb6sdKS1oqsHkSFtqXOuut0/EA5GaA2g9vNB7CX89/J5pJSXYX7UIRRWVbXr842pM6EmAHgoFPh31544POl2fDxwGPZktbyktDndMFRpy5FZeka3fDVvO/669hzUWv0CBD4+joiIWICff56L5x4dbuwwTYpnDCILxvFLlk0URbxy8Qx+SU3CJwOHY6qvv6lDwgQvXwTbOyC5vAxaAN8mxeOFXv1MHRZ1UGnlZTh6PUe3fE9giOmCIYNwldd2a7taUoxFJw7j+xHj2pTEqrVa7M/OxKWiAjx7U9ff8V6+CLCzh7+9Ax4MCcMUH3/YSKrv9X+XFN+mG4bm0B3cRuqAmV2/wN5rTyOr9CwAILkoErvil2JK54+gkNWWnHZwsMG8eeH1HkOpVOPUqQyMGhVktLiNSRDFFrTdkdkKD6/+8EZHR5s4ErIEKq0WH12Jxh3+Qejh7GLqcDokURTx1uUL+PLaVQDVyedXQ0djnJePiSMDNlyLw/uxF3FXYAgWhnRBmJOzqUOiDuqzuFi8F3sRANDZwQl/TZjKohlW4P3YS1gTF6NbHuXhha+GVpdK3nCj++yi0K5NjovJqazAjymJ+CH5GrIqKyAAiJg4HUE3FbAoVqng3ECXLaVG06IubHVJBcGsxhCrtZU4kPgCkosidevc7LpiepdPYS9vfOylKIpYsOB3bN58EatXz8Bjjw0GAGRnl+LLL88gMjIZJSVVcHKywfjxIXj44QHw9jZugZC2XuMy2bESTHaoubIrK7D0dBRO5V9HiIMjto+Z1GH67ZqCUqNp8Mv74yvRWHX1sm6/gZ3c8e3wsWbRRadcrYZa1MJZbh4VlKjj0ogiDudk4efUJAzq5I6HwzpG9ShrV92qfRbfJ9dOYDzN1x+DOnngv5fPAwDGe/lg3eCR9RIKURRxIu86vk+Ox57M9HqTaf8zrDtW9Orb/i/CDGlFNQ6n/BdX87br1jnZ+GN6lzVwsdWfkFoURZzKz8Nzr+9HxKe1Y3+ffHIoysvV+Oabc1Cp6hdzkMslWLSoPz7+eDpsbY3zfcVkhwAw2aHmO5SThYUnDqPmD3+GbwBWDxrOu6Xt5OuEq1h505f3t0nxeOvyBd0+vZxd8cPIcUwuiKjD0Ioinj57AtvTU3XrbKVSvQmN/54yEx6K6kplJSoVfktLxvdJCYgrLa73eHJBwDTfACwM7YqBbh1j3sGGiKKIvzM+xfnsb3Tr7GTumNblE3jY99DtM/PQX7hcXAjltUoo385CfnZ5i55n3Lhg7Nr1AOzs2v9maVuvcVmggKiDGevlg6V15m3ZmZmGb5LiTRiR9VJqNFifcEW3HJGThY3X4vQSnS6OTvh2+FgmOkTUoUgEAe/3H4rxdbruVt406P+3tBRoRBEvXTiN4ft24NVLZ+slOn62dni2e28cnTQTnwwa3qETHaC6uM1Q/ycxzH+Zbl2FOg9/XF2C/IoE3T7hLq4AAEVnW9z2RX/06+fdwKM1LjIyGcuW7TZU2O2KyQ5RB/RU93CM8vDSLb8VfR5nC/JMGJF1+iklETlK/Yo479wYfwAAQfYO+G74OLgrFDcfalbERirGkeVSajRYFx+LdfGWMSM8WSe5RIK1g0ZgoKtbg9u/TLgKtVaLxLJSlN/0OR3j6Y31Q0Yi8rYZWNqtJzxtbRt8jI6qr/dDGBf8GgRUdwP0cxoMV9tg3fY7A2p/PiMU4fNNd6ClHTw2bDiH7OxSg8TbnpjsEHVAUkHAqoHD4H3jy0Elilh66jgKqpQmjsx6KDUafBbf+BxIPrZ22DRiHHzs6k8mZy7UWi02JyVgasRezDy0D8ll5v+lRs2zKSkB78ZcxLsxF/HYqWNml/CcK8hHCj9vHYKdTNZoJcocZSV+Tk3Eg8HVVc9c5HI83LkbDkyYhm+Hj8UUH3/IJLyUbUw391mYHPY+ApxHYmLoW5AItWNshrl7ws+2+vtHI4p45+sTaOnAFpVKi6++OmvIkNsFPyEWrLCwEElJSUhKSoJKpYK2gVmBiRrjobDFpwNH6EpQZ1RW4JmzJ6HlMD6D+Cml8TmQHKQyfD9iHALsHYwcVctIBAFfXYtDXGkxRFSXaSXL11D3yhJ1+8510lKvXjyDcQd24f5jEThfmG/qcKgdVRdxafzcsjYuFmM9vfFB/6E4PmkmXgrvh1BHp0b3J33BLmMxLewTyCT6LV8SQcDsOq07hw8lt+rxIyKS2hKeUTDZsWCrVq1CaGgoQkNDERcXh7w8dkOilhni7oHnevbRLUfkZGFtXOOtEdQ0lVaLAqXylq06tlIpAuzsjRhV60gEQW+S0Z9TElGqVpkwIjKEhrpX/paWYqJo6ospLsSFogIAQFReLmwl5lPelwzvVjeGACCrsgJb05NxV2Aw7MygWqUlaqgAUUrREfRR/AncKFdUUtK6Gx6tPc6YmOxYsGXLliExMRGJiYno2rUr3N079qA8ap1HO3fDFB8/3fJHVy7hWJ1J/OjW1FotzhbkYV18LBZEHUL/3b/j+fOnbvnlnVelxM+piUaMsvXuCgiB040LjBK1GltTW3f3j8xDY90rv0y4ajZd2bakJOl+7ufqhu6cC8xqNdXdt8ZncRxbZkjZpRfw17XnkFb4C+Z77YEEGgh2rUsJnJzMv7gOkx0L5urqipCQEISEhEAul0PCfqvUCoIg4H/9hyDoRpcqLYBdGWmmDcqMqbVanC/Mx7r4WCw6cRj9d2/DXUcO4N2YiziUm41yjQaRuVlNPo6lfHk7yGS4JyhUt/xNYjy7Olqwxu6i14yNMLUqrRa/pdUm1PcEhpguGGp3P6feulWnRmZlBX5JTWr/gDqI05nroBGrx+gGyM9hrvuvcOjdukI548eHGDCy9sGrYyKCs9wGawaNgKNMhld798cbfQaYOiSDKK6qwoPHI/Hg8Ui8H3OxTcnF90kJePjEEQzcsw1zDu/HuzEXEZGThTKNut6+Vc0YP2dJX97zQ7qgphPEtbISHM7NNmk81DpN3UV/K/oC4kqKjBhRffuzMlCgqu4Wo5BIMNM/yKTxUPtRajQt6ja9Ni7GIm4QWYJJnd+Dn9MQ3XIX22tYeN9+oIW9BOVyCRYv7m/Y4NoBkx0iAgD0du2Ew7fdjoWhXa1mgtEfU67h6PUcHL2egzXxsVBqm/6i1Ipig1+oB7MzcSAnEyXq+smNXBAwxM0DT4R1h5tN85v0LeXLO8jBEbd513Z13JgYZ8JoqLW+SLh6y7volVoN9mSmGzGi+rbUuQEwzTcAzvL2n7CQTKO5rTo1LOkGkbmzkTpiWtgnCHW9Tbeuu28qxsxKurHUVOt99fbhs67B3dP8x1Ex2SEiHdcWXKibO6VGg6+u6V+UVzWQ7GhvzCGz4Voclpw8ioF7tmFrWv1xKcM8PHU/ywQBgzu5419de+L74WNxftoc/DxqAnzs7ZFf1fzBmpb05b0wtLZQQUROFhJKS0wYDbWEUqPBp1cu48Mrl5rcd3PyNb0EvEqrxZcJV5FZ0bLZ1Vsju7ICETmZuuW63SfJurS0VaeGpdwgsgRSiQ0mhr6NHh5369bdu/wSug26DqCpG54Cug26jvuWN31OMQfmn44RkUn9mZGKPi6dEOTgaOpQWqSxilMPd+6GqyXFiMrLQdT1XJzIy0WhSj9BOZGXi/uDO+utm+Dli6KqKgz38MKgTu6wv6kqUFu+vOcFhkAhNe+KUyM9vNDNyRlXS6pnL/82MR6vW0l3R2tWoVbj9kP7kNjMOWtqEvAHQ6rnNYnIycR/L5/HW5fPY6SHF+YEBGOarz8cZYZvcdmamoyaDqABdvYY7u55y/3JcrW0VafGzZ9PahuJIMXowP+DTOKISznfwMZWiyc/icJPH/TGse1B0Kjrt4lIZVqMvCMF9y2/BLnCMqY8EUSRI02tQXh4OAAgOjraxJGQtVBqNHjr8gV8mxSP3i6u2DJqotlfkNdQajQYf2BXvS9ThUQCe6kUBapbl0/2s7XD0ckzW/Sc3yXF45WLrZtcbWWfgRbx5b05+RpevHAaQPVcQccmz2Q3Iwuw/OxJ/NpAa2VjfG3tcHDidCikUjx+6hh239S1zVYixRRfP9zpH4zRnt4GmdRRFEVMPLgbSTeSsqe7h+PJbr3a/LhknpQaDTStvPyUCoLFfBdZCpWmAhvPj9ZbV5ynwJFtQbhyyh3KchkU9mp0H5yH0bNT4OxeOwH5wn5HIJe27+TYbb3GZcsOETXo2PUcfHtjEslLRYVYGX0Ob/YdZOKomqexilNKrRbKBooHSFA9ZmmEuxeGu3tikJtHi5/znsBQ3B0Q0opooZvY1dzd6R+E92IuoFKjwSz/wOruJEx2zF6Yo3OL9q9797yPSydcLipESnmZbnulVoPt6anYnp4KD4UCd/gF4c6AYIS7uLZ6vN+p/DxdoiMAuKvOZIdkfZismD9ndyVmLI7DjMWWP0aTyQ4RNWiCty8eDAnD90kJAIBNydcw2M0Dc8z8IqQ58zYIAHq7dMJwD08Md/fCEDcPOLXxor0jfHnbyWRYN3gkuju7oJNN68qUUvsQRRHb01PxV3YGPhk4TJd0KDUa3U2LlqjpXvlE1554vEsPnCnIw29pyfgjIxVFdVpGryuV+DoxDl8nxmG0hze+GzG2Rc+j1GiwITEOGRXlGOXhhWPXczDKwxsBN0rhExG1FZMdImrUS7364UJBvm428xcunEa4Syd0dWrZnWJjyawox2N/H2uyL/j/9eqLR8O6Gykq6zLcw8vUIdBNLhcV4rVLZ/F3/nUAwGQfP9xxo2SzIcZGCIKAQW4eGOTmgZfD+yMiJwu/pSXjQHYGVHW6IvV0afnkn5uSEvBuzEUAwHgvH+yfMK1ZpduJiJqLyQ4RNUohlWLN4BGYeWgfilQqVGg0eOLUMfw+ZhIcZOZz+qhQq/F5wpXqiTrFpi+UNlyLw/yQLh2iNYasV0GVEh/GRmNzcgLqfuo/iL2E2/0CIRUEg3evVEilmOrrj6m+/iisqsKfGan4LS0ZpwvycGcDrb6fxcUiprgQdwYEY8xN43uUGg3WJ1zRLUfkZOF//WXwULRv/38i6ljM52qFiMxSgL0DPhgwFI+cPAoAiC8twYsXTuOjAUNNPh+PVhSxLT0F/4u5iMxWzNdgCUUBzJ0oiqjUaGBnRsmvtdOIIn5IvoYPYi/VqyQ42dsPL4b30yUq7ZnQu9rY4IGQMDwQEoa08rJ6Xc9EUcSPKdeQUl6GHRmpcLdR4A7/6vE9vV1cG62YyFZXIjIkfjsRUZNu8/bD41166MbCbEtPwRA3DzxgwmThTH4e3og+h/OF+a063lJKPpurSo0G29JTsDExDgM7ueO/FlK8wtKdzMvFa5fOIqa4SG99qIMjXu09AOO8fEwSV0NjbE4X5OkVNsirUmJDYhw2JMahs4NjvUQHAL5MuMpWVyIyKE4qasEKCwuRlJSEpKQkqFQqaNnPmdrRM93DMazOvBdvRJ/DhVYmGm2RXl6Op85E4e6jB/QSnZZWNLOkCT3N0R8ZqVhx/hRii4uwNTUZRS2YTJVaLqeyAsvOnMC9xyL0Eh0HqQz/16svdo+farJEpzF9Xd2wfvBITPPxh81N5amvlZWiVK2ud0yOshI/pyYaK0Qi6gCY7FiwVatWITQ0FKGhoYiLi0NeXp6pQyIrJpNI8MnAYfBQVFfhqtJq8fHVy0aNYV18LG47uAvb01P11k/x8YebjU2LH4+zcbfeLL9A3e+8UqvBjym8QG1PJWo1dmbof+7vCgjGgYnTsCSse71kwhzYSCSY4uuPz4aMxMnJs/DfPgMxuJN7k8etjYvl3yURGYz5nR2p2ZYtW4bExEQkJiaia9eucHdv+kuEqC28bO3w6cDhkAC4MyAYnw4cbtTnlwiC3jw54c6u+HHkeIz29EKuUnmLIxvG1p3WU0iluC+os27526R4qNm63CxKjQbr4mOxLr75F/Vhjk5Y1LkbAKCPSyf8OmoiPhgwFF62ljGY38XGBv8ICcMvoydiWROThWZVVrB1h4gMhmN2LJirqytcXV0BAHJO7EdGMtzDCzvGTkZPZxejFyhYENIFm5MSUK7R4D89euOuwBBIBQH9Xd2sfkJPc/RgSBjWJ1yBRhSRUVGO/dmZmOrrb+qwzF7dcssn8nKxbvBIvTEqiaUlKFWr0ce1k95x/+7WE10cnXSfe0uk1DSvFfCzuFjcExjKsTtE1GZMdoioxXq5uLbr46eVl+Gz+Fi82Ksf7OtU+VJIpVg/ZBT87e3hKJPrrSfj87Wzx3TfAPxxo3vVhsQ4JjtNaKjccom6CgqpHcrUaqyOu4yvEq4i1NEJf46drFeq2VEmx7ygUFOEbTDNnfeHFROJjEcmscXCfkd0y0qNBiP3/4HKm1qePW0U2DN+mt53rkxia7Q4W4vd2IjIIGKLi5BbWb+6UkuUqlX4X8xF3HZwNzYnX9O7KKzR3dlFL9Eh01oY2kX384m8XFwuKjRdMBagoXLLW1OTsS0tBbcd3IV18VegEkVcLSnGd0kJJoqyfSg1GqyNi232/hxTR2QcgiBALrXT/duanoUStRQq0UbvX4ZSxG8ZWXr7mnoKiuZgskNEbfZrahLuPLwfT52JgqbOjOrNpRVF/JKSiIkHdmNtfKxuBvX18bHIqmj57O9kPAM7uaOvS213q2+S4k0YjXlTajS68u11vR97CcvOnkB2nZsFvrZ28LezN2Z47a65rTo1OKaOyPgaO0/VsMQCIkx2iKhNjl3PwfJzf6NSq8HxvFx8dCUaQPMHYZ/Iy8Xsw3/hufOnkFvnjreXwhb/7TsIXrbm30TekQmCgAWhXXXL29KSkd+KYhEdwU8pDV/sq+rcILCRSLC0a0/8NWEaplhRl8CWturUYOsOkXE1dp6qYYkFRJjsEFGbjHD3xCy/QN3ymrgYHMzO1A3CfjfmIh47dazeBUtqeRmeOHUc9x2LwKU6XZ8UEgn+3bUnDkycjrsDQyCxgCbyju52vwBdSXKlVosfU66ZOCLz09TdUgC4zcsX+8ZPxbM9euuNVbMGLW3VqcHWHSLjac55CqguIGJJNyGs62xKREYnCALe6jcIl4sLkVBaAgB4+swJvYHVNw/CXhMXg6+uXdV1V6txh38gnuvRF/721tV9x9oppFI8EByGj69eho1EghK1ytQhmZ2m7pYCwDhvHwQ5OBopIuO6JzCUFROJzJy1FhBhskNEbeYok2Pt4BGYc3g/KjQaFDVwsftbWgoeDetePT4nNVEv0enn6oaXw/thkJuHMcMmA3ogOAxSQcD9wZ3hoei4XQ9zKitwMCcLEdmZkAgC1gwe0aK7pdZabtkaXxORNWlNAZF5gSEW8bfNZIeIDKKbkwve7DMIz5472eD2LxOuYn5IFzjJ5Vjeow9WnD8FH1s7PNezD2b7B7G7moXztLXFv5uYLNIaaUQRFwrzcSA7ExE5mXpdMm0kEpSr1fg1Lckq75YSkfVobQERSzhfMdkhIoO5KzAYm5MTcLogr962HGUlfk5NxEMhXTA3MASVGg3mBYZY3dgEMm9KjQYbEuMAAItCu7bqrmRRVRUO5WbhQHYmDuVmIb+qqsH9qrRaRORkWe3dUiKyDm0pIGIJ5yteZRCRwSg1GqRVlDW6fW2dbjoL6szPQmQsNYUzgOpKgOsGj2zRF/W2tBQ8c/YEtLfYx9/OHhO8fTHRyxeJZSVWe7eUiKxDWwuImPv5iskOERnMTymJenOF3KymZOVDIUx0rJlSo8EfGanYnHwN64aMhKeZjOFRajR6E9XWLZxxs3K1Gkllpejl4qq3PtzFtV6iIxMEDHbzYovnowAAJq9JREFUwHgvX0z09kUXRycIggClRoMXLpxucZyWcreUiKyDtRcQYbJDRAbBQdgEAKIo4u4jBxBdXAgA+CH5Gp40k7E8P6UkIkepn4zXFM4AgJSyUhzIyUREdhaO5+XASSbHySmz9MaThTk6IcDOHhUaDSZ4+2K8lw/GePrAWS6v93zWfreUiKyDtX8fM9khIoOw1pKV1DKCIGCqr78u2fk+KQGPdekBG4lpp3VrLBlfGxeLjIpyHM7N1pVOr5FXpcT5wnwM6OSuWycIAn4eNQHetnZNFtVo7G6pUqPBl9eu6pYf6dyt3sWGJdwtJSKyBEx2iKjNrLlkJbXcP4LDsDouBlVaLXKVldiZkYo5AcEmjamxeW4KVVXYmBjf4DFOMhnSysv0kh0A8LVr3jxQjX2+7WUy/Kdnn2Y9BhERtY1pb7URkVVobclKsk7uCgXu8A/SLTeWTBhLc7tYAkAXRyc8GtYNP4wYh9NTZ2NWnddBRESWhy07FqywsBCFhYUAAJVKBSnvkpMJWHvJSmqdhaFdsOVGQnu+MB9nC/LqtZC0F40o4kx+Hs4U5OGfXbo32qpT1+2+AXi+V18E2jsYJUYiIjIOJjsWbNWqVXj99dd1y56eniaMhjoqDsKmhoS7dMIQNw/8nX8dALAxMa5dk50ytRpHcrOxLysdB3MydXPfTPLxbVarzpmCPHiZSdU4IiIyHEEURdHUQVDr1G3ZmTJlCqRSKWJiYkwbFHU4So0GmgZOI80dhM2WHeu1MyMN/zp9HEB1eeYjk26Ht239Ms+tlV1Zgf3ZmfgrKx1Hr+egSlt/9pvpvgHYlZnWrMdb2Wcgk28iIjMTHh4OAIiOjm7V8WzZsWCurq5wdXUFAMgbKHtKZAwchE2NmeLjBz9bO2RUVkAtith4LQ4uNjYAgEWhXVuV6BZWVeH7pATsy07HhcKCRveTCQKGunni+PWcZj82u1YSEVkfJjtERNQuZBIJHgrtgndjLgIAvk1KQLlGDQA4kZeLdYNHtiqxWHU1usHWRGe5HBO8fDHJ2w9jvXywLT0Zx/Kan+ywayURkfVhskNERO3mvqDO+PjKZVRqNbpEBwAicrJQoq6CQlq/W1uJSoXI3Czsz8rAG30GwqlOy7WrjQ2GunngeF4uACDAzh6TffwxyccPQ9w8IL8xnw8LZxAREcBkh4iI2pGrjQ0Wd+6Ky8WFiMjJ0tv2W1oKHg3rDgBILy/H/uwM7MvKwIm8HKhutNzc5uOHmX6Besf9IyQMIz28McnHD92dnCE0MAEnC2cQERHAZIeIiNrZk916YfyBXfXWr4uPRVFVFSJyshBdXNjgsX9lZdRLdm5ebsg9gaG4OyCkNeFC2kDyRERElonJDhERtavG5rnJr6rCmkbKQneS22City9ub0Zi0xB2QyMiIoDJDhERtSOlRtOseW4AIMTBEZO8/TDZxw8DO7lDdmP8DRERUWsx2SEionbTWKtOXZO9/fB8zz7o7OjU4PgbIiKi1uJtMyIiahfNbdW5VFSAAHsHJjpERGRwTHaIiKhdNLciWk0FNCIiIkNjskNERAbX0nlu1sbFQKnRtGNERETUETHZISIig2vpPDds3SEiovbAZIeIiAyqpa06Ndi6Q0REhsZkh4iIDKqlrTo12LpDRESGxtLTRERkUPcEhuLugJB665UaDb68dlW3/EjnbvUm/5SyIhsRERkQkx0iIjKomxOYGvYyGf7Ts4+RoyEioo6M3diIiIiIiMgqMdkhIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKrEamwUrLCxEYWEhAEClUkHaSAUkIiIiIqKOiC07FmzVqlUIDQ1FaGgo4uLikJeXZ+qQiIiIiIjMhiCKomjqIKh16rbsTJkyBVKpFDExMaYNioiIiIjIQMLDwwEA0dHRrTqe3dgsmKurK1xdXQEAcrnctMEQEREREZkZdmMjIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskpMdoiIiIiIyCox2SEiIiIiIqvEZIeIiIiIiKwSkx0iIiIiIrJKTHaIiIiIiMgqMdkhIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskpMdoiIiIiIyCox2SEiIiIiIqvEZIeIiIiIiKwSkx0iIiIiIrJKTHaIiIiIiMgqMdkhIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskoyUwdArVdYWIjCwkIAgEqlglQqNW1ARERERERmhC07FmzVqlUIDQ1FaGgo4uLikJeXZ+qQiIiIiIjMhiCKomjqIKh16rbsTJkyBVKpFDExMaYNioiIiIjIQMLDwwEA0dHRrTqe3dgsmKurK1xdXQEAcrnctMEQEREREZkZdmMjIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskpMdoiIiIiIyCox2SEiIiIiIqvEZIeIiIiIiKwSkx0iIiIiIrJKTHaIiIiIiMgqMdkhIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskpMdoiIiIiIyCox2SEiIiIiIqvEZIeIiIiIiKwSkx0iIiIiIrJKTHaIiIiIiMgqMdkhIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskpMdoiIiIiIyCox2SEiIiIiIqvEZIeIiIiIiKwSkx0iIiIiIrJKTHaIiIiIiMgqMdkhIiIiIiKrxGSHiIiIiIisEpMdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHSIiIiIiskpMdoiIiIiIyCox2SEiIiIiIqvEZIeIiIiIiKwSkx0jO3XqFObPn48uXbpAEAS89NJLpg6JiIiIiMgqMdkxsqNHjyIqKgqjR4+Gi4uLqcMhIiIiIrJaMlMH0NH8+9//xlNPPQUACAkJMW0wRERERERWjC07RiaR8FdORERERGQMVnvlffr0abzzzju46667EBAQAEEQIAhCk8dVVFTglVdeQbdu3WBraws/Pz8sXrwY6enpRoiaiIiIiIgMxWq7sa1cuRLbtm1r0TGVlZWYOHEioqKi4Ovri9mzZyMpKQkbNmzAH3/8gaioKHTu3LmdIiYiIiIiIkOy2mRnxIgR6Nu3L4YMGYIhQ4YgJCQESqXylse8+eabiIqKwogRI7B37144OjoCAD788EM8++yzWLx4MSIiInT7FxYWIisr65aPaW9vj6CgoDa/HiIiIiIiahmrTXaef/75Fu1fVVWF1atXAwDWrFmjS3QA4JlnnsE333yDyMhInD59GoMGDQIA/Pjjj3j88cdv+bjjxo3TS5CIiIiIiMg4rDbZaamjR4+iqKgIYWFhGDBgQL3tc+fOxYULF7Bjxw5dsvPYY4/hscceM2qc4eHhDa6PjY2FXC5vdDsRERERkaVJSEiAXC5v9fFWW6Cgpc6fPw8AGDhwYIPba9ZfuHDBaDG1hCAIbfogWIuEhAQkJCSYOgy6ge+HeeH7YT74XpgXvh/mg++FeTGH90Mul8PBwaHVx7Nl54aUlBQAQEBAQIPba9YnJye36Xlyc3MRGRkJACgvL0dsbCy2bNkCBwcHTJ8+vcnjo6Oj2/T81q6mZYu/J/PA98O88P0wH3wvzAvfD/PB98K8WMP7wWTnhtLSUgDVBQUaUpNRlpSUtOl5oqOjMW/ePN3yr7/+il9//RXBwcFISkpq02MTEREREVEtJjtGNn78eIiiaOowiIiIiIisHsfs3FBTfa28vLzB7WVlZQAAJycno8VEREREREStx2Tnhpq5cNLS0hrcXrM+ODjYaDEREREREVHrMdm5oV+/fgCAM2fONLi9Zn3fvn2NFhMREREREbWeIHaQASS2trZQKpWNjpepqqqCl5cXioqKcPbsWfTv319ve79+/XDhwgWcOnVKN88OERERERGZL7bs3GBjY4OlS5cCAP71r3/pxugAwIcffogLFy5g3LhxTHSIiIiIiCyE1bbs/Pnnn1i5cqVu+eTJkxBFEcOGDdOte/nll3H77bfrlisrKzF+/HicOHECvr6+GDNmDJKTk3HixAl4enoiKioKnTt3NurrICIiIiKi1rHa0tO5ubk4ceJEvfV11+Xm5upts7W1xcGDB/H2229j8+bN+P333+Hm5oaFCxdi5cqVjU44SkRERERE5sdqW3aIiIiIiKhj45gdIiIiIiKySkx2iIiIiIjIKjHZISIiIiIiq8Rkh4iIiIiIrBKTHbIaubm5WL58Obp37w47Ozu4ublh4MCB+M9//mPq0DqcmJgYPPDAA/D19YVCoUBISAiWLl2K69evmzo0q3T69Gm88847uOuuuxAQEABBECAIQoP7arVaHD58GM899xwGDRoEJycnKBQKhIWF4bHHHkNiYqKRo7cuLXkvAOC1117T7dPQvxUrVhgxeuvT0vcDADIyMrB06VJ06dIFCoUC9vb26Nu3L1599VWUlJQYKXLrU15ejt9//x0PP/wwunfvDltbWzg4OKBfv3544403UFpaWu+Y1NRUrF27FgsXLkTPnj0hkUggCAIiIiKM/wKsSGvei4ZMmjRJ9zeVlpbWzlG3HquxkVU4ffo0pk6diry8PISHh6N3794oLi7G5cuXkZaWBrVabeoQO4wDBw5g1qxZKC8vR48ePdCrVy9cunQJV69eRUBAAI4fP84y7gY2Z84cbNu2rd76hk7v8fHx6Nq1KwDAx8cHQ4cOhVQqxcmTJ5Geng4nJyfs3LkTo0ePbve4rVFL3gugOtl5/fXXMWrUKHTp0qXe9ttvvx3z5s0zeJwdRUvfj7i4OIwaNQq5ubkICQnBwIEDUVlZiWPHjqGwsBC9evXCsWPH4OLi0t6hW50vv/wSjz76KACgZ8+euu/pY8eOoaSkBD169EBkZCS8vLx0x6xatQpPP/10vcc6ePAgxo8fb6zQrU5r3oubbdy4EYsWLYIgCBBFEampqeb73S4SWbicnBzRw8NDtLe3F7dt21Zv+4kTJ0wQVcdUVlYment7iwDEV155Rbdeq9WKy5cvFwGIU6ZMMWGE1umdd94RX375ZXH79u1iZmamqFAoxMZO7/Hx8eLkyZPF/fv3i1qtVre+srJSXLhwoQhADAoKEquqqowVvlVpyXshiqL46quvigDEDRs2GC/IDqSl78edd94pAhCfeOIJUa1W69YXFhaKw4cPr3duo+bbuHGjuGTJEvHy5ct66zMyMsQBAwaIAMT7779fb9u2bdvEZcuWiZs2bRKvXr0qTpkyRQQgHjx40IiRW5/WvBd15eTkiG5ubuKUKVPE4OBgEYCYmpra3mG3GpMdsniPP/64CEBcs2aNqUPp8L777jsRgNi9e3dRo9HobauqqhJDQkJEAOK5c+dMFGHH0NQFXWPKy8tFFxcXEYAYERHRDpF1PEx2zEtT74e7u7sIQMzMzKy3bevWrSIAcfr06e0ZYod07NgxEYCoUChEpVLZ6H5Tp05lstPOmvNe/OMf/xBtbW3F+Ph4i0h2OGaHLFpFRQW+//57ODg4YNGiRaYOp8M7ffo0AGDs2LGQSPRPL3K5HKNGjQKABruVkOnZ2dmhW7duAKrHLRB1NAqFosl93N3djRBJx9KvXz8AgFKpRF5enomj6diaei92796NzZs348UXX0RYWJixw2sVmakDIGqLU6dOoaSkBKNHj4adnR127dqFffv2obKyEt26dcM999wDPz8/U4fZYZSVlQEAOnXq1OD2mouE8+fPGy0maj6tVovk5GQA1eN5yHgOHDiAc+fOobKyEgEBAZg+fToGDRpk6rA6nClTpmDjxo1YuXIlPvnkE0ilUgBAUVER3nvvPQDA4sWLTRmiVbp27RqA6ptibm5uJo6mY7vVe1FWVobHH38cPXr0wHPPPWeK8FqFyQ5ZtMuXLwMAvLy8GhyI+sILL+Crr77C/fffb4rwOhxPT08A0F0w36ym0ldj28m0fvjhB+Tk5MDT0xMjR440dTgdynfffae3/PLLL+Puu+/Gxo0b4ejoaKKoOp63334bp0+fxtq1a7Fz504MGjQIlZWVOHr0KGxtbfH9999jwoQJpg7T6nz88ccAgGnTpjWrdY3az63ei1deeQVJSUmIiIiAjY2NKcJrFXZjI4tWUFAAANi+fTt2796NNWvWICcnB0lJSVi+fDkqKiqwYMECnDt3zrSBdhBjx44FAPz555/1ykynp6dj3759AMDyrWYoNTUVy5YtAwC88cYbvOAwki5duuD9999HdHQ0SktLkZqaik2bNsHf3x+//vorHnroIVOH2KH4+PggIiICU6ZMQVJSEn799Vf8+eefKCwsxMiRI9na1g527tyJr776CnK5HCtXrjR1OB3ard6LM2fO4OOPP8aCBQswbtw4E0XYSqYeNETUFv/9739FACIA8d133623fd68eSIA8R//+IcJout4tFqtOHDgQBGAOHjwYPHEiRNiSUmJeOzYMbFPnz6iTCYTAYg9evQwdahWraUFCkpLS8XBgweLAMQ5c+a0Y2QdT2uLRWRkZOgGyx8/frwdIuuYmno/zp8/LwYEBIjBwcHitm3bxIKCAjEtLU1ctWqVaGdnJ7q5uYmxsbFGjNi6xcTEiJ06dRIBiKtWrWpyfxYoaD+3ei/UarU4YMAA0d3dXczNzdXbxgIFRO2sbveOhgoU1KyLjIw0WkwdmSAI2Lp1K8LDw3Hq1CkMGzYMTk5OGDlyJHJycvDaa68BaHxMDxmfSqXCvHnzcOrUKYwePRqbN282dUgEwNfXV3f+2r17t4mj6RhUKhXmzp2LjIwMbN26FXfccQdcXV3h7++Pp556Cm+++Sby8/PxyiuvmDpUq5Ceno5p06ahoKAAzzzzDJ566ilTh9RhNfVerFq1CmfPnsV7770HDw8PE0XZehyzQxYtODgYAGBvb68bL1JXSEgIACAnJ8eYYXVowcHBOHfuHH777TccO3YMFRUVCA8PxwMPPICtW7cCAMLDw00cJQHVBQkWLFiAXbt2oX///tixYwfs7OxMHRbdUDP5a2Zmpokj6RiioqIQFxeHsLAwDBw4sN72efPm4dlnn8WhQ4dMEJ11yc/Px5QpU5CcnIxFixbh/fffN3VIHVZz3osdO3ZAEAR88803+Pbbb/W2ZWVlAaj++1AoFFixYgWmTZv2/+3de1BU5f8H8PcCQgIpgnERApmUcIYGWQExUdAyVJxRVLRIR0hJtBS0pihFKPPSJGnkJTQFxzFHx1uTZHgDFBFBuQyb1/EKArKCJagsIOf3h7Pn535ZCBDY5fB+zezM4TzPOft59pxh9rPP5XRJ7K3FZIe6NQ8PDwDPl6BWqVRN5hlUVVUBACf4djEjIyMEBwc3efJ7VlYWAPDJ13pi0aJF2LNnD1xcXJCamgoLCwtdh0QvUM9JNDMz03EkPUNJSQkAoG/fvlrL1fvV14Xap6amBhMmTMClS5cwdepUbNu2DTKZTNdh9UhtuRaCILSY6GdnZwMAQkNDOyPUl8JhbNStOTo6wt3dHYIgaB2qpt6nTopId8rLy7F//35YWVlh6tSpug6nx1u+fDk2b94MR0dHHD9+HNbW1roOiV4gCAIOHToEAFp7GajjqZdbv3r1qtZFVHJzcwH8/4gBajuVSoXJkycjJycHAQEB2LNnj7i8N3WttlyL9PR0CIKg9aUeYVNcXAxBEJjsEHUG9Vrvn3/+ucZwj4KCAsTHxwMAIiIidBJbT6RQKFBbW6uxr6SkBJMnT0Z1dTXi4+M5VErH1q9fj1WrVsHW1hYnTpyAo6OjrkPqkZRKJTZt2tTki3VNTQ0WLFiA8+fPw9bWlj8OdJERI0bA2toajx8/xqeffgqVSiWWlZaWYsmSJQCA6dOn6yrEbu3Zs2f44IMPcOrUKYwaNQoHDx7sVssXS0lPuxYyQRAEXQdB9LJCQ0Oxc+dOWFhY4O2338bTp0+RlZUFlUqF8PBwbN26Vdch9hihoaE4dOgQ5HI57OzsUFFRgczMTKhUKsTExODbb7/VdYiSk5KSorFMaE5ODgRBwPDhw8V9MTExCAwMREFBAeRyOQRBwIgRI+Di4qL1nPPmzYOvr2+nxy41bbkWt2/fhrOzM8zNzeHl5QU7OzsolUrk5eWhsrISFhYWOHLkCEaOHKmLpkhCW64HABw+fBjBwcFoaGiAvb09PD098fTpU5w7dw7V1dWQy+XIyMjg0Oh2+Omnn8Tl7YOCgtCnTx+t9datWydOgi8rK0NQUJBYduXKFfz7778YMmSIeHxgYCBiYmI6N3iJac+1aM7AgQNx584dFBcXw8HBoaND7RCcs0OSkJSUhJEjRyIxMRHp6emQyWSQy+WYP38+5syZo+vwepQpU6agvLwchYWFOHv2LPr164fx48cjKiqKc3U6iVKpxPnz55vsf3GfUqkEAPzzzz9Q/8Z17tw5nDt3Tus5/f39mey0Q1uuhZWVFb788ktkZ2fj2rVryMrKgqGhIZydnREaGoolS5bA3t6+y2KXorZcD+D5/6+cnBysW7cOp0+fxp9//gljY2MMHjwYM2bMQFRUFHum2+nFuU7qIZraxMXFiV+wVSqV1ut3+fJlcdvV1bUDo+wZ2nMtujP27BARERERkSRxzg4REREREUkSkx0iIiIiIpIkJjtERERERCRJTHaIiIiIiEiSmOwQEREREZEkMdkhIiIiIiJJYrJDRERERESSxGSHiIiIiIgkickOERERERFJEpMdIiIiIiKSJCY7REREREQkSUx2iIiIiIhIkpjsEBERERGRJDHZISKSiPT0dMhkMshkMiQnJ+s6HNIDcXFx4j3x4isuLk7Xob2027dva23bwIEDdR0aEekRJjtERERERCRJTHaIiPRYcnKy+It1enq6rsPpkXx8fCCTyeDq6qrrUF5KamoqioqKUFRUhIULF+o6nJdmb28vtqeoqAienp66DomI9JCRrgMgIqKO4e/vD0EQdB2GpKhUKuTn5wN4nvR0Zy4uLpIa4tWrVy+4ubmJf5uZmekwGiLSV+zZISIiakZ+fj7q6uoAdP9kh4ioJ2KyQ0RE1Izs7Gxxm8kOEVH3w2SHiEgPqVdWCwsLE/eNGTOmycpT/v7+TY5pbjU2bfN/9u/fj/Hjx8POzg69e/eGi4sLli5divLyco1jb9y4gcjISLi6usLMzAyWlpYICAjA8ePHW9WekpISLFu2DN7e3ujfvz+MjY1hY2ODcePGYfPmzVCpVG3+jDqTu7s7ZDIZlixZIu7z8PBo8vm/mAx1d7q6P548eYKEhAS88847sLW1hbGxMczNzeHk5AQvLy9ERUUhJSWlM5pMRD2BQEREeictLU0A8J8vPz8/rcckJSU1OWdSUpJYfuLECSEkJKTZ8zo6Ogo3b94UBEEQDh48KJiZmTVbd+PGjS22ZcOGDYKJiUmL7Rg8eLBw+fLljvwI2622tlYwMjL6z89eJpMJNTU1ug63RbGxsWK8t27darGuLu6P69evC87Ozq261+vr61uM38/PTwAgODk5tfVjIiIJ4wIFRER6yMvLC0VFRfj999+xfPlyAMCOHTvg5eWlUa+9k7JXrFiBrKwsBAYGIiwsDM7OzlAqlUhMTMShQ4dw9+5dhIeHY+3atZg5cybs7OywatUqeHt7w9DQECdPnsR3332HJ0+eYOnSpRg3bhxcXFyavM/KlSuxYsUKAICzszMWLlyIIUOGwM7ODhUVFUhJSUFiYiKuX7+Od999FxcvXoSNjU272tRRDAwMkJ+fj4aGBnh6euLZs2eYMmUKVq5cqVHP0NBQspPiu+r+mDVrFm7dugUAmDZtGoKDg+Hg4ABTU1NUVVXh0qVLSEtLw9GjR7v6IyAiqdB1tkVERM178df2tLS0Fuu2pWcHgBAbG9ukTmNjoxAYGCjWsba2FoYOHSpUVVU1qbtv3z6x3tKlS5uUnz17VjAwMBAACIsXL272l/nMzEzhlVdeEQAI8+bNa7GNXamgoEBs3/r163UdTru0t2enK+6PGzduiOWRkZEtxlZZWdliuSCwZ4eItOOcHSKiHsjDwwOxsbFN9stkMkRFRYl/V1RUICkpCf369WtSd/r06bC3twcArc8AWrVqFRobG+Hm5oYff/wRRkbaBxOMHDlSfO7Lrl27UFtb244Wdby8vDxxe9iwYTqMpOt1xf3x4ryfMWPGtBiPpaVlKyMnItLEZIeIqAcKCQmBTCbTWubh4SFuu7m5YejQoVrryWQyse7Nmzc1ympqanDs2DEAwIwZM2BoaNhiPOovuyqVChcuXGhVGzrbxYsXATxvZ3OfQVeora3F119/DRcXF5iYmEAmk2HWrFmd+p6dfX8AgIODg7idnJyM+vr6l4iYiEg7ztkhIuqBhgwZ0mzZi7/Su7q6tngedd1Hjx5p7M/Ly0NDQwOA5/M/1PN2WqOsrKzVddXu3buHhw8fNlv+4sMnW0vds+Pi4oJXX321zcd3lIiICOzcuRO+vr6YPn06jI2NNVbh6wydfX8AgKOjIwICApCamorDhw/D2dkZ06ZNw5gxY+Dp6amRDBERtReTHSKiHqilifUGBgatqvdi3cbGRo39FRUV7Y7tyZMnbT5m2bJl2LlzZ7PlgiC06XyNjY0oLCwEoNshbGVlZdi1axfc3d2RkZGhcW06U2ffH2q7d+/GnDlzkJKSgnv37iEhIQEJCQkAACcnJ0ycOBHh4eEavUlERG3BZIeIiDqculcHeJ6IvP/++60+Vh9+0b9y5YqYdMnlcp3FkZaWhsbGRgQFBXVZotOVrKyscOTIEeTl5WH//v04ffo0Lly4AJVKhTt37mDLli3YsmULPvnkE/z888/NDq0jImqO9P5zEhGRzr322mvitqGhIdzc3Fr9srCwaPP7JScnQxCEZl9tpZ6vA7SuZyc3NxcymQyzZ8/G5cuXERISAhsbGxgYGGDfvn1ivaNHj2LKlCniwzNff/11REZGNhnmlZKSAplMhg8//BAAEBcXJz7w848//mhze/SdXC7H6tWrkZmZiUePHuHMmTP47LPPxOGDmzZtwsaNG3UcJRF1R+zZISLSY931l2wPDw8YGBigsbERp0+f1nU4bZafny9ut2YIlTo5Ki8vh1wux+jRo/HRRx/h/v37GD58OARBQEREBLZu3QoHBwdMmjQJFhYWOHPmDBISEnD27FlkZWXB2NgYwPNkMTY2Fjt27EBxcTGio6NhYmICAPDx8emEFusPY2Nj+Pr6wtfXFzNnzoS3tzcA4LfffsOiRYt0HB0RdTdMdoiI9Fjv3r3FbZVKpcNI2sbS0hL+/v44deoUMjIykJub2+SBqPrs6tWrAIABAwagb9++/1lfnexkZGTg8OHDmDhxokZ5dHQ0tm7dioiICGzYsEFMXABg7ty52LFjB/bu3YvZs2cDALy9veHt7Y1NmzbBxsYGa9as6aimdSteXl7o168fHj58CKVSqetwiKgb4jA2IiI9NmDAAHFb/QW8u1APvRIEAcHBwbhy5UqL9YuLi7F9+/Yuiq5l1dXVANDq5ZDVK7etXLmySaJTWFiIH374Af7+/ti8ebNGogMA8+fPBwBkZ2dr7L979y4ePHgg2Wf85OfnIycnp8U62dnZ4ip7b7zxRleERUQSw54dIiI9JpfLYW5ujpqaGnz//ffo378/3NzcxOFOpqamcHR01HGU2o0aNQqrV6/GV199hTt37sDDwwOzZ8/G+PHjxZgfPHiAwsJCHDt2DBkZGfDx8cHcuXN1HPnzL9ZnzpyBUqlEREQEZs2aJc4lMjMzg7Ozs1i3rq4OCoUCZmZmWodZJSQkoLGxEVZWVvjmm2+alKt7LP53xTJ1b5FUk53CwkKEhYXBzc0NkyZNwrBhw+Dg4ABjY2NUVFQgLS0NiYmJYv3FixfrMFoi6q6Y7BAR6TFTU1N88cUXWLFiBUpLS8UJ62p+fn5an06vL6Kjo2FjY4PIyEhUV1dj27Zt2LZtW7P1WzNkrCtERkZi7969ePr0KRITEzW+dIeEhGD37t3i3wqFAnV1dQgMDISpqWmTc/31118AgAMHDuDAgQPNvqeTk5PG31JPdtQUCgUUCkWz5cbGxoiPj0dgYGAXRkVEUsFkh4hIz8XExODNN99EUlISCgsLUVlZibq6Ol2H1WphYWEICgrC9u3bkZqaCoVCgaqqKgDP5/YMGjQIPj4+mDBhAvz8/HQc7XNDhw5FVlYW1qxZg8zMTFRUVIjLaXt6emrUVScl2hYOqK+vR1lZGdzd3VFQUNCmGKSe7ISEhMDe3h4nT55Ebm4uSkpKcP/+fdTU1KBPnz4YPHgwxo4di48//lijJ42IqC1kQnvW5CQiIiIAwIIFC/DLL7/g5MmTGDt2rEZZfX09TExMYGtri9LS0jad19raGjKZDPfv3293bHFxceLQuVu3bmHgwIHtPpe+8/f3R0ZGBpycnHD79m1dh0NEeoILFBAREb2EixcvQiaTae2B6dWrF4YNG4aysjL8+uuvWo9XKBSoqKjQ2FdcXAylUtmhvTrXrl0Th4z97/t1R/X19WJ7FAoFHj9+rOuQiEgPcRgbERFROzU0NKCoqAiDBg1qdr5RfHw83nvvPYSHhyM5ORmenp4wMjJCaWkpFAoFioqKUFlZqXFMZwxhCwgIELdjY2MRFxfXYefWhXv37uGtt97SdRhEpOeY7BAREbXT33//jdra2ibzeF40evRo5OTkYO3atcjIyMD58+dhbm4OGxsbeHp6Ijo6GpaWlhrHqJMduVzeqfETEUkd5+wQEREREZEkcc4OERERERFJEpMdIiIiIiKSJCY7REREREQkSUx2iIiIiIhIkpjsEBERERGRJDHZISIiIiIiSWKyQ0REREREksRkh4iIiIiIJInJDhERERERSRKTHSIiIiIikiQmO0REREREJElMdoiIiIiISJKY7BARERERkSQx2SEiIiIiIkliskNERERERJLEZIeIiIiIiCTp/wDK4nB/NVCgZgAAAABJRU5ErkJggg==\n", 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      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(figsize=(6,5), facecolor='w')\n", - "\n", - "tmp_mode = '220_330'\n", - "ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", - " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", - " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", - " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", - " label='220+330', marker='o', ls='--', c='navy', zorder=3)\n", - "\n", - "ax.scatter(max330,\n", - " bayes_factors['220_330'][max330],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=4)\n", - "\n", - "tmp_mode = '220_221'\n", - "ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", - " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", - " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", - " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", - " label='220+221', marker='^', ls='--', c='lightseagreen')\n", - "\n", - "ax.scatter(max221,\n", - " bayes_factors['220_221'][max221],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=4)\n", - "\n", - "tmp_mode = '220_330_440_210'\n", - "ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", - " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", - " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", - " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", - " label='220+330+440+210', marker='s', ls='--', c='yellowgreen')\n", - "\n", - "ax.axhline(1, color='k', alpha=0.5, ls=':')\n", - "\n", - "ax.set_ylabel(\"Bayes factor\", fontsize=14)\n", - "ax.set_xlabel(\"time - $t_{\\t{ref}}$ [ms]\", fontsize=14)\n", - "ax.legend(loc='best') #loc=(0.505, 0.35))\n", - "ax.set_xticks([-9,-6,-3,0,3,6,9,12,15,18,21,24])\n", - "ax.set_yscale(\"log\")\n", - "ax.set_xlim(4,25)\n", - "ax.set_ylim(0.1,80)\n", - "\n", - "fig.set_dpi(150)\n", - "fig.savefig(\"../figures/Figure2.png\", dpi=300, bbox_inches='tight')" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Plot Figure S.4" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "metadata": { - "scrolled": false - }, - "outputs": [ - { - "data": { - "image/png": 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\n", - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "fig, ax = plt.subplots(3,1, sharex=True, figsize=(8,12), facecolor='w')\n", - "\n", - "# Panel 1 #########################################\n", - "modes = ['220_330',\n", - " '220_221',\n", - " '220_330_440_210'\n", - " ]\n", - "colours = ['navy', 'lightseagreen', 'yellowgreen']\n", - "markers = ['o', '^', 's', 'v']\n", - "\n", - "for count, tmp_mode in enumerate(modes):\n", - " zord = 3\n", - " if tmp_mode == '220_330':\n", - " zord = 4\n", - " ax[0].errorbar([t for t in bayes_factors[tmp_mode]],\n", - " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", - " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", - " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", - " label=tmp_mode.replace('_','+'),\n", - " marker='o',\n", - " ls='--',\n", - " c=colours[count],\n", - " zorder=zord)\n", - "\n", - "\n", - "ax[0].scatter(max330,\n", - " bayes_factors['220_330'][max330],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=5)\n", - "\n", - "ax[0].scatter(max221,\n", - " bayes_factors['220_221'][max221],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=5)\n", - "\n", - "ax[0].axhline(1, color='k', alpha=0.5, ls=':')\n", - "\n", - "ax[0]\n", - "\n", - "ax[0].set_ylabel(\"Bayes factor\", fontsize=14)\n", - "ax[0].legend(loc='best') #loc=(0.505, 0.35))\n", - "ax[0].set_xticks([-9,-6,-3,0,3,6,9,12,15,18,21,24])\n", - "ax[0].set_yscale(\"log\")\n", - "#ax[0].set_xlim(4,25)\n", - "#ax[0].set_ylim(0.1,80)\n", - "\n", - "\n", - "# Panel 2 #########################################\n", - "modes = ['220_330',\n", - " '220_221',\n", - " '220'\n", - " ]\n", - "colours = ['navy', 'lightseagreen', '#ff7f00']\n", - "markers = ['o', '^', 'v']\n", - "param = 'f220'\n", - "\n", - "for count, mode in enumerate(modes):\n", - " zord = 2\n", - " if mode == '220_330':\n", - " zord = 3\n", - "\n", - " ax[1].fill_between([t for t in median_vals[mode][param]],\n", - " [median_vals[mode][param][t] - error_low[mode][param][t] for t in median_vals[mode][param]],\n", - " [median_vals[mode][param][t] + error_high[mode][param][t] for t in median_vals[mode][param]],\n", - " alpha=0.1,\n", - " color=colours[count],\n", - " zorder=zord)\n", - "\n", - " ax[1].plot([t for t in median_vals[mode][param]],\n", - " [median_vals[mode][param][t] for t in median_vals[mode][param]],\n", - " label=mode.replace('_','+'),\n", - " color=colours[count],\n", - " marker=markers[count],\n", - " ls='--',\n", - " zorder=zord)\n", - "\n", - "ax[1].scatter(max221,\n", - " median_vals['220_221'][param][max221],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=4)\n", - "\n", - "ax[1].scatter(max330,\n", - " median_vals['220_330'][param][max330],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=4)\n", - "\n", - "ax[1].set_ylabel(\"220-mode frequency $f_{220}$ [Hz]\", fontsize=14)\n", - "ax[1].set_ylim(55,68)\n", - "ax[1].legend()\n", - "\n", - "\n", - "# Panel 3 #########################################\n", - "modes = ['220_330',\n", - " '220_221',\n", - " '220'\n", - " ]\n", - "colours = ['navy', 'lightseagreen', '#ff7f00']\n", - "markers = ['o', '^', 'v']\n", - "param = 'final_mass'\n", - "\n", - "for count, mode in enumerate(modes):\n", - " zord = 2\n", - " if mode == '220_330':\n", - " zord = 3\n", - "\n", - " ax[2].fill_between([t for t in median_vals[mode][param]],\n", - " [median_vals[mode][param][t] - error_low[mode][param][t] for t in median_vals[mode][param]],\n", - " [median_vals[mode][param][t] + error_high[mode][param][t] for t in median_vals[mode][param]],\n", - " alpha=0.1,\n", - " color=colours[count],\n", - " zorder=zord)\n", - "\n", - " ax[2].plot([t for t in median_vals[mode][param]],\n", - " [median_vals[mode][param][t] for t in median_vals[mode][param]],\n", - " label=mode.replace('_','+'),\n", - " color=colours[count],\n", - " marker=markers[count],\n", - " ls='--',\n", - " zorder=zord)\n", - "\n", - "ax[2].scatter(max221,\n", - " median_vals['220_221'][param][max221],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=4)\n", - "\n", - "ax[2].scatter(max330,\n", - " median_vals['220_330'][param][max330],\n", - " marker='H',\n", - " color='red',\n", - " facecolor='none',\n", - " s=200,\n", - " zorder=4)\n", - "\n", - "ax[2].set_xlabel(\"time - $t_{\\t{ref}}$ [ms]\", fontsize=14)\n", - "ax[2].set_ylabel(\"redshifted final mass $(1+z)M_f \\: [M_\\odot]$\", fontsize=14)\n", - "ax[2].legend()\n", - "\n", - "fig.tight_layout()\n", - "fig.set_dpi(150)\n", - "fig.savefig(\"../figures/FigureS4.png\", dpi=300, bbox_inches='tight')" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.3" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/figures/figure2_S5_notebook.ipynb b/figures/figure2_S5_notebook.ipynb new file mode 100644 index 0000000..3f03d0c --- /dev/null +++ b/figures/figure2_S5_notebook.ipynb @@ -0,0 +1,792 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import numpy\n", + "import h5py\n", + "import matplotlib\n", + "import os\n", + "from matplotlib import pyplot as plt\n", + "from pycbc.results import str_utils" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Read (log) evidence and errors, final mass and bounds from file\n", + "\n", + "modes = ['220',\n", + " '220_221',\n", + " '220_221_222',\n", + " '220_221_222_223',\n", + " '220_330',\n", + " '220_210',\n", + " '220_330_210',\n", + " '220_330_440',\n", + " '220_330_440_210',\n", + " '220_330_440_550_210'\n", + " ]\n", + "\n", + "log_evidence = {}\n", + "dlog_evidence = {}\n", + "\n", + "for mode in modes:\n", + " log_evidence[mode] = {}\n", + " dlog_evidence[mode] = {}\n", + "\n", + " tmp_array = numpy.loadtxt('../posteriors/evidence/{}_evidence.txt'.format(mode))\n", + "\n", + " for idx in range(len(tmp_array)):\n", + " log_evidence[mode][int(tmp_array[idx,0])] = tmp_array[idx,1]\n", + " dlog_evidence[mode][int(tmp_array[idx,0])] = tmp_array[idx,2]\n", + "\n", + "\n", + "params = ['final_mass', 'f220']\n", + "median_vals = {}\n", + "error_low = {}\n", + "error_high = {}\n", + "\n", + "for mode in modes:\n", + " median_vals[mode] = {}\n", + " error_low[mode] = {}\n", + " error_high[mode] = {}\n", + " for param in params:\n", + " median_vals[mode][param] = {}\n", + " error_low[mode][param] = {}\n", + " error_high[mode][param] = {}\n", + "\n", + " tmp_array = numpy.loadtxt('../posteriors/median_values/{}_{}.txt'.format(mode, param))\n", + "\n", + " for idx in range(len(tmp_array)):\n", + " median_vals[mode][param][int(tmp_array[idx,0])] = tmp_array[idx,1]\n", + " error_low[mode][param][int(tmp_array[idx,0])] = tmp_array[idx,2]\n", + " error_high[mode][param][int(tmp_array[idx,0])] = tmp_array[idx,3]" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + ":32: RuntimeWarning: overflow encountered in exp\n", + " bayes_factors[mode][time] = numpy.exp(log_bayes_factors[mode][time])\n", + ":33: RuntimeWarning: overflow encountered in exp\n", + " bf_error_high[mode][time] = numpy.exp(bf_error_high[mode][time])\n", + ":34: RuntimeWarning: overflow encountered in exp\n", + " bf_error_low[mode][time] = numpy.exp(bf_error_low[mode][time])\n", + ":36: RuntimeWarning: invalid value encountered in double_scalars\n", + " bf_error_high[mode][time] = bf_error_high[mode][time] - bayes_factors[mode][time]\n", + ":37: RuntimeWarning: invalid value encountered in double_scalars\n", + " bf_error_low[mode][time] = bayes_factors[mode][time] - bf_error_low[mode][time]\n" + ] + } + ], + "source": [ + "# Calculate (log) Bayes factors\n", + "\n", + "log_bayes_factors = {}\n", + "log_symm_err = {}\n", + "bayes_factors = {}\n", + "bf_error_high = {}\n", + "bf_error_low = {}\n", + "\n", + "for mode in log_evidence:\n", + " log_bayes_factors[mode] = {}\n", + " log_symm_err[mode] = {}\n", + " bayes_factors[mode] = {}\n", + " bf_error_high[mode] = {}\n", + " bf_error_low[mode] = {}\n", + "\n", + " for time in log_evidence[mode]:\n", + " if not (time in log_evidence['220'] and time in log_evidence['220_221']):\n", + " ref_mode = '220'\n", + " else:\n", + " # Use max of Z(220), Z(220,221) as reference\n", + " ref_mode = ['220', '220_221'][numpy.argmax([log_evidence['220'][time], log_evidence['220_221'][time]])]\n", + " if mode == '220_221':\n", + " ref_mode = '220'\n", + "\n", + " log_bayes_factors[mode][time] = log_evidence[mode][time] - log_evidence[ref_mode][time]\n", + "\n", + " log_symm_err[mode][time] = numpy.sqrt(dlog_evidence[mode][time]**2 + dlog_evidence[ref_mode][time]**2)\n", + "\n", + " bf_error_high[mode][time] = log_bayes_factors[mode][time] + log_symm_err[mode][time]\n", + " bf_error_low[mode][time] = log_bayes_factors[mode][time] - log_symm_err[mode][time]\n", + "\n", + " bayes_factors[mode][time] = numpy.exp(log_bayes_factors[mode][time])\n", + " bf_error_high[mode][time] = numpy.exp(bf_error_high[mode][time])\n", + " bf_error_low[mode][time] = numpy.exp(bf_error_low[mode][time])\n", + "\n", + " bf_error_high[mode][time] = bf_error_high[mode][time] - bayes_factors[mode][time]\n", + " bf_error_low[mode][time] = bayes_factors[mode][time] - bf_error_low[mode][time]" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "# Sort Bayes factors by time\n", + "log_bayes_factors_sorted = {}\n", + "log_symm_err_sorted = {}\n", + "bayes_factors_sorted = {}\n", + "bf_error_high_sorted = {}\n", + "bf_error_low_sorted = {}\n", + "\n", + "for mode in bayes_factors:\n", + " log_bayes_factors_sorted[mode] = {}\n", + " log_symm_err_sorted[mode] = {}\n", + " bayes_factors_sorted[mode] = {}\n", + " bf_error_high_sorted[mode] = {}\n", + " bf_error_low_sorted[mode] = {}\n", + "\n", + " for time in sorted(bayes_factors[mode]):\n", + " log_bayes_factors_sorted[mode][time] = log_bayes_factors[mode][time]\n", + " log_symm_err_sorted[mode][time] = log_symm_err[mode][time]\n", + " bayes_factors_sorted[mode][time] = bayes_factors[mode][time]\n", + " bf_error_high_sorted[mode][time] = bf_error_high[mode][time]\n", + " bf_error_low_sorted[mode][time] = bf_error_low[mode][time]\n", + "\n", + "log_bayes_factors = log_bayes_factors_sorted\n", + "log_symm_err = log_symm_err_sorted\n", + "bayes_factors = bayes_factors_sorted\n", + "bf_error_high = bf_error_high_sorted\n", + "bf_error_low = bf_error_low_sorted\n", + "\n", + "# Sort median values and error by time\n", + "median_vals_sorted = {}\n", + "error_low_sorted = {}\n", + "error_high_sorted = {}\n", + "\n", + "for mode in median_vals:\n", + " median_vals_sorted[mode] = {}\n", + " error_low_sorted[mode] = {}\n", + " error_high_sorted[mode] = {}\n", + "\n", + " for param in median_vals[mode]:\n", + " median_vals_sorted[mode][param] = {}\n", + " error_low_sorted[mode][param] = {}\n", + " error_high_sorted[mode][param] = {}\n", + "\n", + " for time in sorted(median_vals[mode][param]):\n", + " median_vals_sorted[mode][param][time] = median_vals[mode][param][time]\n", + " error_low_sorted[mode][param][time] = error_low[mode][param][time]\n", + " error_high_sorted[mode][param][time] = error_high[mode][param][time]\n", + "\n", + "median_vals = median_vals_sorted\n", + "error_low = error_low_sorted\n", + "error_high = error_high_sorted" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "220\n", + "-9 $2.05^{+0.17}_{-0.16}\\times 10^{-4}$\n", + "-8 $3.51^{+0.31}_{-0.28}\\times 10^{-5}$\n", + "-7 $1.22^{+0.11}_{-0.10}\\times 10^{-5}$\n", + "-6 $1.71^{+0.15}_{-0.13}\\times 10^{-5}$\n", + "-5 $3.27^{+0.28}_{-0.26}\\times 10^{-5}$\n", + "-4 $1.99^{+0.17}_{-0.16}\\times 10^{-4}$\n", + "-3 $0.00145^{+0.00012}_{-0.00011}$\n", + "-2 $0.00679^{+0.00056}_{-0.00052}$\n", + "-1 $0.0177^{+0.0015}_{-0.0013}$\n", + "0 $0.210^{+0.018}_{-0.016}$\n", + "1 $0.0623^{+0.0051}_{-0.0047}$\n", + "2 $0.0928^{+0.0076}_{-0.0070}$\n", + "3 $0.0608^{+0.0049}_{-0.0045}$\n", + "4 $0.0227^{+0.0018}_{-0.0017}$\n", + "5 $0.1097^{+0.0087}_{-0.0080}$\n", + "6 $1.000^{+0.069}_{-0.065}$\n", + "7 $1.000^{+0.070}_{-0.065}$\n", + "8 $1.000^{+0.076}_{-0.071}$\n", + "9 $1.000^{+0.074}_{-0.069}$\n", + "10 $1.000^{+0.075}_{-0.069}$\n", + "11 $1.000^{+0.067}_{-0.062}$\n", + "12 $1.000^{+0.069}_{-0.065}$\n", + "13 $1.000^{+0.073}_{-0.068}$\n", + "14 $1.000^{+0.070}_{-0.066}$\n", + "15 $1.000^{+0.076}_{-0.070}$\n", + "16 $1.000^{+0.072}_{-0.067}$\n", + "17 $1.000^{+0.066}_{-0.062}$\n", + "18 $0.726^{+0.051}_{-0.047}$\n", + "19 $0.945^{+0.065}_{-0.061}$\n", + "20 $1.000^{+0.068}_{-0.063}$\n", + "21 $1.000^{+0.069}_{-0.065}$\n", + "22 $1.000^{+0.060}_{-0.057}$\n", + "23 $0.734^{+0.047}_{-0.044}$\n", + "24 $1.000^{+0.057}_{-0.054}$\n", + "220_221\n", + "-9 $4.88^{+0.41}_{-0.38}\\times 10^{3}$\n", + "-8 $2.85^{+0.25}_{-0.23}\\times 10^{4}$\n", + "-7 $8.18^{+0.71}_{-0.65}\\times 10^{4}$\n", + "-6 $5.83^{+0.50}_{-0.46}\\times 10^{4}$\n", + "-5 $3.06^{+0.27}_{-0.25}\\times 10^{4}$\n", + "-4 $5.03^{+0.43}_{-0.39}\\times 10^{3}$\n", + "-3 $692^{+58}_{-53}$\n", + "-2 $147^{+12}_{-11}$\n", + "-1 $56.3^{+4.6}_{-4.3}$\n", + "0 $4.77^{+0.40}_{-0.37}$\n", + "1 $16.1^{+1.3}_{-1.2}$\n", + "2 $10.78^{+0.88}_{-0.82}$\n", + "3 $16.4^{+1.3}_{-1.2}$\n", + "4 $44.1^{+3.5}_{-3.3}$\n", + "5 $9.11^{+0.72}_{-0.67}$\n", + "6 $0.747^{+0.055}_{-0.051}$\n", + "7 $0.916^{+0.069}_{-0.064}$\n", + "8 $0.712^{+0.056}_{-0.052}$\n", + "9 $0.426^{+0.032}_{-0.030}$\n", + "10 $0.533^{+0.041}_{-0.038}$\n", + "11 $0.588^{+0.043}_{-0.040}$\n", + "12 $0.888^{+0.066}_{-0.062}$\n", + "13 $0.358^{+0.027}_{-0.025}$\n", + "14 $0.403^{+0.030}_{-0.028}$\n", + "15 $0.452^{+0.035}_{-0.032}$\n", + "16 $0.570^{+0.042}_{-0.040}$\n", + "17 $0.494^{+0.037}_{-0.034}$\n", + "18 $1.378^{+0.096}_{-0.090}$\n", + "19 $1.058^{+0.073}_{-0.068}$\n", + "20 $0.912^{+0.064}_{-0.060}$\n", + "21 $0.598^{+0.041}_{-0.038}$\n", + "22 $0.703^{+0.046}_{-0.043}$\n", + "23 $1.363^{+0.087}_{-0.082}$\n", + "24 $0.463^{+0.029}_{-0.027}$\n", + "220_221_222\n", + "-9 inf\n", + "-8 inf\n", + "-7 inf\n", + "-6 inf\n", + "-5 inf\n", + "-4 inf\n", + "-3 inf\n", + "220_221_222_223\n", + "-9 inf\n", + "-8 inf\n", + "-6 inf\n", + "-5 inf\n", + "-4 inf\n", + "-3 inf\n", + "220_330\n", + "-9 $2.40^{+0.21}_{-0.20}\\times 10^{-4}$\n", + "-6 $9.11^{+0.82}_{-0.76}\\times 10^{-5}$\n", + "-3 $0.0843^{+0.0074}_{-0.0068}$\n", + "0 $2.98^{+0.25}_{-0.23}$\n", + "1 $1.22^{+0.10}_{-0.10}$\n", + "2 $5.12^{+0.44}_{-0.40}$\n", + "3 $7.56^{+0.65}_{-0.60}$\n", + "4 $3.84^{+0.33}_{-0.30}$\n", + "5 $15.3^{+1.3}_{-1.2}$\n", + "6 $55^{+4.3}_{-3.9}$\n", + "7 $48.5^{+3.8}_{-3.5}$\n", + "8 $41.4^{+3.2}_{-3}$\n", + "9 $18.8^{+1.4}_{-1.3}$\n", + "10 $18.3^{+1.4}_{-1.3}$\n", + "11 $14.8^{+1.1}_{-1.0}$\n", + "12 $15.2^{+1.1}_{-1.1}$\n", + "13 $2.64^{+0.20}_{-0.19}$\n", + "14 $2.48^{+0.19}_{-0.17}$\n", + "15 $2.42^{+0.19}_{-0.17}$\n", + "16 $4.55^{+0.34}_{-0.31}$\n", + "17 $5.34^{+0.38}_{-0.35}$\n", + "18 $7.85^{+0.59}_{-0.55}$\n", + "19 $3.79^{+0.28}_{-0.26}$\n", + "20 $2.41^{+0.17}_{-0.16}$\n", + "21 $1.307^{+0.089}_{-0.083}$\n", + "22 $1.210^{+0.079}_{-0.075}$\n", + "23 $0.831^{+0.054}_{-0.051}$\n", + "24 $0.593^{+0.038}_{-0.036}$\n", + "220_210\n", + "-9 $0.00591^{+0.00064}_{-0.00058}$\n", + "-8 $0.00179^{+0.00020}_{-0.00018}$\n", + "-7 $0.00131^{+0.00015}_{-0.00013}$\n", + "-6 $8.64^{+0.96}_{-0.86}\\times 10^{-4}$\n", + "-5 $7.71^{+0.87}_{-0.78}\\times 10^{-4}$\n", + "-4 $8.56^{+0.94}_{-0.85}\\times 10^{-4}$\n", + "-3 $0.00416^{+0.00046}_{-0.00041}$\n", + "-2 $0.0103^{+0.0011}_{-0.0010}$\n", + "-1 $0.0334^{+0.0035}_{-0.0031}$\n", + "0 $0.569^{+0.058}_{-0.052}$\n", + "1 $0.218^{+0.022}_{-0.020}$\n", + "2 $0.386^{+0.039}_{-0.036}$\n", + "3 $0.368^{+0.038}_{-0.034}$\n", + "4 $0.309^{+0.033}_{-0.030}$\n", + "5 $0.328^{+0.033}_{-0.030}$\n", + "6 $1.33^{+0.12}_{-0.11}$\n", + "7 $1.30^{+0.12}_{-0.11}$\n", + "8 $1.43^{+0.13}_{-0.12}$\n", + "9 $1.70^{+0.16}_{-0.14}$\n", + "10 $2.43^{+0.23}_{-0.21}$\n", + "11 $3.65^{+0.33}_{-0.30}$\n", + "12 $3.92^{+0.36}_{-0.33}$\n", + "13 $1.68^{+0.15}_{-0.14}$\n", + "14 $1.56^{+0.14}_{-0.13}$\n", + "15 $1.40^{+0.13}_{-0.12}$\n", + "16 $1.35^{+0.12}_{-0.11}$\n", + "17 $1.48^{+0.13}_{-0.12}$\n", + "18 $1.061^{+0.093}_{-0.085}$\n", + "19 $1.33^{+0.12}_{-0.11}$\n", + "20 $1.184^{+0.096}_{-0.089}$\n", + "21 $0.938^{+0.078}_{-0.072}$\n", + "22 $0.980^{+0.075}_{-0.070}$\n", + "23 $0.782^{+0.059}_{-0.055}$\n", + "24 $1.097^{+0.079}_{-0.074}$\n", + "220_330_210\n", + "-9 $0.00370^{+0.00042}_{-0.00038}$\n", + "-8 $9.9^{+1.1}_{-1}\\times 10^{-4}$\n", + "-7 $8.04^{+0.94}_{-0.84}\\times 10^{-4}$\n", + "-6 $4.99^{+0.58}_{-0.52}\\times 10^{-4}$\n", + "-5 $0.00107^{+0.00012}_{-0.00011}$\n", + "-4 $0.0102^{+0.0011}_{-0.0010}$\n", + "-3 $0.0697^{+0.0075}_{-0.0068}$\n", + "-2 $0.284^{+0.031}_{-0.028}$\n", + "-1 $0.704^{+0.076}_{-0.069}$\n", + "0 $6.66^{+0.73}_{-0.65}$\n", + "1 $2.15^{+0.23}_{-0.21}$\n", + "2 $6.10^{+0.65}_{-0.59}$\n", + "3 $7.29^{+0.76}_{-0.69}$\n", + "4 $3.33^{+0.35}_{-0.32}$\n", + "5 $11.6^{+1.2}_{-1.1}$\n", + "6 $50.8^{+5}_{-4.6}$\n", + "7 $36.7^{+3.6}_{-3.3}$\n", + "8 $33.3^{+3.4}_{-3}$\n", + "9 $15.4^{+1.5}_{-1.4}$\n", + "10 $13.5^{+1.3}_{-1.2}$\n", + "11 $13.3^{+1.2}_{-1.1}$\n", + "12 $13.4^{+1.3}_{-1.1}$\n", + "13 $1.98^{+0.19}_{-0.17}$\n", + "14 $1.85^{+0.18}_{-0.16}$\n", + "15 $2.25^{+0.22}_{-0.20}$\n", + "16 $4.51^{+0.42}_{-0.38}$\n", + "17 $5.85^{+0.54}_{-0.49}$\n", + "18 $8.88^{+0.82}_{-0.75}$\n", + "19 $4.10^{+0.38}_{-0.35}$\n", + "20 $3.12^{+0.28}_{-0.26}$\n", + "21 $1.50^{+0.13}_{-0.12}$\n", + "22 $1.34^{+0.11}_{-0.10}$\n", + "23 $0.865^{+0.073}_{-0.067}$\n", + "24 $0.634^{+0.049}_{-0.046}$\n", + "220_330_440\n", + "0 inf\n", + "6 inf\n", + "9 inf\n", + "10 inf\n", + "11 inf\n", + "12 inf\n", + "13 inf\n", + "14 inf\n", + "15 inf\n", + "16 inf\n", + "17 inf\n", + "18 inf\n", + "19 inf\n", + "20 inf\n", + "21 inf\n", + "22 inf\n", + "23 inf\n", + "24 inf\n", + "220_330_440_210\n", + "0 $3.93^{+0.46}_{-0.41}$\n", + "6 $13.4^{+1.3}_{-1.2}$\n", + "9 $4.91^{+0.50}_{-0.45}$\n", + "10 $4.33^{+0.44}_{-0.40}$\n", + "11 $4.94^{+0.48}_{-0.44}$\n", + "12 $5.60^{+0.55}_{-0.50}$\n", + "13 $1.59^{+0.16}_{-0.14}$\n", + "14 $1.13^{+0.11}_{-0.10}$\n", + "15 $1.14^{+0.11}_{-0.10}$\n", + "16 $2.34^{+0.23}_{-0.21}$\n", + "17 $5.76^{+0.54}_{-0.50}$\n", + "18 $8.07^{+0.78}_{-0.71}$\n", + "19 $3.44^{+0.34}_{-0.31}$\n", + "20 $2.80^{+0.26}_{-0.24}$\n", + "21 $1.083^{+0.101}_{-0.093}$\n", + "22 $1.135^{+0.100}_{-0.092}$\n", + "23 $0.747^{+0.065}_{-0.060}$\n", + "24 $0.522^{+0.041}_{-0.038}$\n", + "220_330_440_550_210\n", + "0 inf\n", + "6 inf\n", + "9 inf\n", + "12 inf\n", + "13 inf\n", + "14 inf\n", + "15 inf\n", + "16 inf\n", + "17 inf\n", + "18 inf\n", + "19 inf\n", + "20 inf\n", + "21 inf\n", + "22 inf\n", + "23 inf\n", + "24 inf\n" + ] + }, + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/Users/cdcapano/miniconda3/envs/pycbc-master/lib/python3.9/site-packages/PyCBC-0.0a8623-py3.9-macosx-11.1-arm64.egg/pycbc/results/str_utils.py:194: RuntimeWarning: invalid value encountered in double_scalars\n", + " value = value * 10**(-conversion_factor)\n" + ] + } + ], + "source": [ + "# Print Bayes factors\n", + "for mode in bayes_factors:\n", + " print(mode)\n", + " for time in bayes_factors[mode]:\n", + " try:\n", + " print(time, '${0}$'.format(str_utils.format_value(\n", + " bayes_factors[mode][time],\n", + " bf_error_low[mode][time],\n", + " plus_error=bf_error_high[mode][time])))\n", + " except OverflowError:\n", + " print(time, bayes_factors[mode][time])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Plot Figure 2" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [], + "source": [ + "# Times of maximum Bayes factor in ms relative to reference time\n", + "max330 = 6\n", + "max221 = -7" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(figsize=(6,5), facecolor='w')\n", + "\n", + "tmp_mode = '220_330'\n", + "ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", + " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", + " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", + " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", + " label=tmp_mode.replace('_', '+'), marker='o', ls='--', c='navy', zorder=3)\n", + "\n", + "ax.scatter(max330,\n", + " bayes_factors['220_330'][max330],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=4)\n", + "\n", + "ax.scatter(max221,\n", + " bayes_factors['220_221'][max221],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=4)\n", + "\n", + "if True:\n", + " tmp_mode = '220_210'\n", + " ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", + " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", + " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", + " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", + " label=tmp_mode.replace('_', '+'), marker='^', ls='--', c='lightseagreen')\n", + "\n", + "tmp_mode = '220_330_210'\n", + "ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", + " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", + " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", + " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", + " label=tmp_mode.replace('_', '+'), marker='d', ls='--', c='yellowgreen')\n", + "\n", + "if False:\n", + " tmp_mode = '220_330_440_210'\n", + " ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", + " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", + " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", + " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", + " label=tmp_mode.replace('_', '+'), marker='s', ls='--', c='yellowgreen')\n", + "\n", + "tmp_mode = '220_221'\n", + "ax.errorbar([t for t in bayes_factors[tmp_mode]],\n", + " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", + " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", + " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", + " label=tmp_mode.replace('_', '+'), marker='.',\n", + " ls='--', alpha=0.8, c='gray')\n", + "\n", + "ax.axhline(1, color='k', alpha=0.5, ls=':')\n", + "\n", + "ax.set_ylabel(\"Bayes factor\", fontsize=14)\n", + "ax.set_xlabel(\"time - $t_{\\t{ref}}$ [ms]\", fontsize=14)\n", + "ax.legend(loc='best') #loc=(0.505, 0.35))\n", + "ax.set_xticks([-9,-6,-3,0,3,6,9,12,15,18,21,24])\n", + "ax.set_yscale(\"log\")\n", + "ax.set_xlim(4,25)\n", + "ax.set_ylim(0.1,80)\n", + "\n", + "fig.set_dpi(150)\n", + "fig.savefig(\"../figures/Figure2.png\", dpi=300, bbox_inches='tight')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Plot Figure S.4" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
      " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fig, ax = plt.subplots(3,1, sharex=True, figsize=(8,12), facecolor='w')\n", + "\n", + "# Panel 1 #########################################\n", + "modes = ['220_330',\n", + " '220_210',\n", + " '220_330_210',\n", + " '220_221',\n", + " '220_330_440_210'\n", + " ]\n", + "colours = ['navy', 'lightseagreen', 'yellowgreen', 'gray', 'mediumorchid']\n", + "markers = ['o', '^', 'd', '.', 's']\n", + "\n", + "for count, tmp_mode in enumerate(modes):\n", + " zord = 3\n", + " if tmp_mode == '220_330':\n", + " zord = 4\n", + " ax[0].errorbar([t for t in bayes_factors[tmp_mode]],\n", + " [bayes_factors[tmp_mode][t] for t in bayes_factors[tmp_mode]],\n", + " yerr=[[bf_error_low[tmp_mode][t] for t in bf_error_low[tmp_mode]],\n", + " [bf_error_high[tmp_mode][t] for t in bf_error_high[tmp_mode]]],\n", + " label=tmp_mode.replace('_','+'),\n", + " marker=markers[count],\n", + " ls='--',\n", + " c=colours[count],\n", + " zorder=zord)\n", + "\n", + "\n", + "ax[0].scatter(max330,\n", + " bayes_factors['220_330'][max330],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=5)\n", + "\n", + "ax[0].scatter(max221,\n", + " bayes_factors['220_221'][max221],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=5)\n", + "\n", + "ax[0].axhline(1, color='k', alpha=0.5, ls=':')\n", + "\n", + "ax[0]\n", + "\n", + "ax[0].set_ylabel(\"Bayes factor\", fontsize=14)\n", + "ax[0].legend(loc='best') #loc=(0.505, 0.35))\n", + "ax[0].set_xticks([-9,-6,-3,0,3,6,9,12,15,18,21,24])\n", + "ax[0].set_yscale(\"log\")\n", + "#ax[0].set_xlim(4,25)\n", + "#ax[0].set_ylim(0.1,80)\n", + "\n", + "\n", + "# Panel 2 #########################################\n", + "modes = ['220_330',\n", + " '220_330_210',\n", + " '220_221',\n", + " '220',\n", + " #'220_330_440_210'\n", + " ]\n", + "\n", + "colours = ['navy', 'yellowgreen', 'gray', '#ff7f00']#,'mediumorchid']\n", + "markers = ['o', 'd', '.', 'v']#, 's']\n", + "param = 'f220'\n", + "\n", + "for count, mode in enumerate(modes):\n", + " zord = 2\n", + " if mode == '220_330':\n", + " zord = 3\n", + "\n", + " ax[1].fill_between([t for t in median_vals[mode][param]],\n", + " [median_vals[mode][param][t] - error_low[mode][param][t] for t in median_vals[mode][param]],\n", + " [median_vals[mode][param][t] + error_high[mode][param][t] for t in median_vals[mode][param]],\n", + " alpha=0.1,\n", + " color=colours[count],\n", + " zorder=zord)\n", + "\n", + " ax[1].plot([t for t in median_vals[mode][param]],\n", + " [median_vals[mode][param][t] for t in median_vals[mode][param]],\n", + " label=mode.replace('_','+'),\n", + " color=colours[count],\n", + " marker=markers[count],\n", + " ls='--',\n", + " zorder=zord)\n", + "\n", + "ax[1].scatter(max221,\n", + " median_vals['220_221'][param][max221],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=4)\n", + "\n", + "ax[1].scatter(max330,\n", + " median_vals['220_330'][param][max330],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=4)\n", + "\n", + "ax[1].set_ylabel(\"220-mode frequency $f_{220}$ [Hz]\", fontsize=14)\n", + "ax[1].set_ylim(55,68)\n", + "ax[1].legend()\n", + "\n", + "\n", + "# Panel 3 #########################################\n", + "#modes = ['220_330',\n", + "# '220_330_210',\n", + "# '220_221',\n", + "# '220'\n", + "# ]\n", + "\n", + "#colours = ['navy', 'yellowgreen', 'gray', '#ff7f00']\n", + "#markers = ['o', 'd', '.', 'v']\n", + "param = 'final_mass'\n", + "\n", + "for count, mode in enumerate(modes):\n", + " zord = 2\n", + " if mode == '220_330':\n", + " zord = 3\n", + "\n", + " ax[2].fill_between([t for t in median_vals[mode][param]],\n", + " [median_vals[mode][param][t] - error_low[mode][param][t] for t in median_vals[mode][param]],\n", + " [median_vals[mode][param][t] + error_high[mode][param][t] for t in median_vals[mode][param]],\n", + " alpha=0.1,\n", + " color=colours[count],\n", + " zorder=zord)\n", + "\n", + " ax[2].plot([t for t in median_vals[mode][param]],\n", + " [median_vals[mode][param][t] for t in median_vals[mode][param]],\n", + " label=mode.replace('_','+'),\n", + " color=colours[count],\n", + " marker=markers[count],\n", + " ls='--',\n", + " zorder=zord)\n", + "\n", + "ax[2].scatter(max221,\n", + " median_vals['220_221'][param][max221],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=4)\n", + "\n", + "ax[2].scatter(max330,\n", + " median_vals['220_330'][param][max330],\n", + " marker='H',\n", + " color='red',\n", + " facecolor='none',\n", + " s=200,\n", + " zorder=4)\n", + "\n", + "ax[2].set_xlabel(\"time - $t_{\\t{ref}}$ [ms]\", fontsize=14)\n", + "ax[2].set_ylabel(\"redshifted final mass $(1+z)M_f \\: [M_\\odot]$\", fontsize=14)\n", + "ax[2].legend()\n", + "\n", + "fig.tight_layout()\n", + "fig.set_dpi(150)\n", + "fig.savefig(\"../figures/FigureS4.png\", dpi=300, bbox_inches='tight')" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.9.16" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/figures/figure3_script.py b/figures/figure3_script.py index b5bbdf5..55a760c 100644 --- a/figures/figure3_script.py +++ b/figures/figure3_script.py @@ -1,81 +1,45 @@ import h5py, numpy -from matplotlib import pyplot, patches -from pycbc import conversions -from pycbc.results import scatter_histograms +from matplotlib import pyplot +from pycbc.results import str_utils # Load data from posterior files kerr_file = '../posteriors/kerr/220_330/KERR-220_330-06MS.hdf' fp_kerr = h5py.File(kerr_file, 'r') -kerr_mass = fp_kerr['samples/final_mass'][()] -kerr_spin = fp_kerr['samples/final_spin'][()] - -nongr_file = '../posteriors/nongr/NONGR-220_330-06MS.hdf' -fp_nongr = h5py.File(nongr_file, 'r') -f220, tau220 = fp_nongr['samples/f220'][()], fp_nongr['samples/tau220'][()] -f330 = fp_nongr['samples/f330'][()] * (1 + fp_nongr['samples/delta_f330'][()]) -tau330 = fp_nongr['samples/tau330'][()] * \ - (1 + fp_nongr['samples/delta_tau330'][()]) - -mass330 = conversions.final_mass_from_f0_tau(f330, tau330, l=3, m=3) -spin330 = conversions.final_spin_from_f0_tau(f330, tau330, l=3, m=3) -# Exclude unphysical values from conversions above -def exclude_regions(masses, spins): - conds = (masses>=0) & (spins>=-1) & (spins<=1) - return masses[conds], spins[conds] -nongr_mass330, nongr_spin330 = exclude_regions(mass330, spin330) - -# Make figure -width_ratios = [3, 1] -height_ratios = [1, 3] - -params = ['mass', 'spin'] -nparams = len(params) -lbls={'mass':'redshifted final mass $(1+z)M_f$ [$M_\odot$]', - 'spin':'final spin $\chi_f$'} -plot_colors = ['navy', 'lightseagreen', 'yellowgreen'] - -fig, axis_dict = scatter_histograms.create_axes_grid( - params, labels=lbls, - width_ratios=width_ratios, height_ratios=height_ratios, - no_diagonals=False) - -all_samples = [{'mass':kerr_mass, 'spin':kerr_spin}, - {'mass':nongr_mass330, 'spin':nongr_spin330}] -legend_lbls = ['Kerr 220 + 330', 'Kerr with $\delta$(330)'] - -# Get the minimum and maximum of the mass for the plot limits -joint_masses = numpy.concatenate([s['mass'] for s in all_samples]) -mins = {'mass':numpy.min(joint_masses), 'spin':0.2} -maxs = {'mass':numpy.max(joint_masses), 'spin':1} - -handles = [] -for si, samples in enumerate(all_samples): - samples_color = plot_colors[si] - - # Plot 1D histograms - for pi, param in enumerate(params): - ax, _, _ = axis_dict[param, param] - rotated = nparams == 2 and pi == nparams-1 - scatter_histograms.create_marginalized_hist(ax, - samples[param], label=lbls[param], - color=samples_color, fillcolor=None, - linecolor=samples_color, title=False, - rotated=rotated, plot_min=mins[param], - plot_max=maxs[param], percentiles=[5,95]) - - # Plot 2D contours - ax, _, _ = axis_dict[('mass','spin')] - scatter_histograms.create_density_plot( - 'mass', 'spin', samples, plot_density=False, - plot_contours=True, percentiles=[90], - contour_color=samples_color, - xmin=mins['mass'], xmax=maxs['mass'], - ymin=mins['spin'], ymax=maxs['spin'], - ax=ax, use_kombine=False) - - handles.append(patches.Patch(color=samples_color, label=legend_lbls[si])) - -fig.legend(loc=(0.48,0.13), - handles=handles, labels=legend_lbls) -fig.set_dpi(250) -fig.savefig('Figure3.png') +amp330 = fp_kerr['samples/amp330'][()] + +#Make figure +def plot_percentiles(ax, samples, color): + plotp = numpy.percentile(samples, [5, 95]) + for val in plotp: + ax.axvline(x=val, ls='dashed', color=color, lw=2, zorder=5) + +def get_interval(samples): + values_min, values_med, values_max = numpy.percentile(samples, [5, 50, 95]) + negerror = values_med - values_min + poserror = values_max - values_med + return '${0}$'.format(str_utils.format_value( + values_med, negerror, plus_error=poserror)) + +fig = pyplot.figure(figsize=(6,5)) +ax = fig.add_subplot(111) + +amp330_color = 'navy' +fillcolor = 'lightsteelblue' +# prior: amp prior uniform in [0, 0.5), so prior pdf is 1/0.5 = 2 +# between [0, 0.5) +priorpdf = [2, 2] +ax.plot([0, 0.5], priorpdf, color='gray', linestyle=':', label='prior', + zorder=2, lw=2) +ax.hist(amp330, label='posterior', + edgecolor=amp330_color, facecolor=fillcolor, + bins=50, density=True, + histtype='stepfilled', lw=2, zorder=1) +plot_percentiles(ax, amp330, amp330_color) + +ax.set_xlim(0, 0.5) +ax.set_yticks([]) +ax.set_yticklabels([]) +ax.legend(loc='upper right') +ax.set_xlabel('amplitude ratio $A_{330}/A_{220}$', fontsize=14) + +fig.savefig('Figure3.png', dpi=300, bbox_inches='tight') diff --git a/figures/figure4_script.py b/figures/figure4_script.py index 54716fc..a369c47 100644 --- a/figures/figure4_script.py +++ b/figures/figure4_script.py @@ -1,92 +1,81 @@ import h5py, numpy -from matplotlib import pyplot -from pycbc.results import str_utils - -# Amplitude fits from Borhanian et al., CQG 37 (2020) -alpha33 = 0.4433 -def q33(amp33): - # A_33 = alpha_33 * delta - cond = amp33 <= alpha33 - amp = amp33[cond] - massratio = (alpha33 + amp) / (alpha33 - amp) - return massratio +from matplotlib import pyplot, patches +from pycbc import conversions +from pycbc.results import scatter_histograms # Load data from posterior files kerr_file = '../posteriors/kerr/220_330/KERR-220_330-06MS.hdf' fp_kerr = h5py.File(kerr_file, 'r') -amp330 = fp_kerr['samples/amp330'][()] +kerr_mass = fp_kerr['samples/final_mass'][()] +kerr_spin = fp_kerr['samples/final_spin'][()] + +nongr_file = '../posteriors/nongr/NONGR-220_330-06MS.hdf' +fp_nongr = h5py.File(nongr_file, 'r') +f220, tau220 = fp_nongr['samples/f220'][()], fp_nongr['samples/tau220'][()] +f330 = fp_nongr['samples/f330'][()] * (1 + fp_nongr['samples/delta_f330'][()]) +tau330 = fp_nongr['samples/tau330'][()] * \ + (1 + fp_nongr['samples/delta_tau330'][()]) + +mass330 = conversions.final_mass_from_f0_tau(f330, tau330, l=3, m=3) +spin330 = conversions.final_spin_from_f0_tau(f330, tau330, l=3, m=3) +# Exclude unphysical values from conversions above +def exclude_regions(masses, spins): + conds = (masses>=0) & (spins>=-1) & (spins<=1) + return masses[conds], spins[conds] +nongr_mass330, nongr_spin330 = exclude_regions(mass330, spin330) + +# Make figure +width_ratios = [3, 1] +height_ratios = [1, 3] -# Reweighted IMR files for mass ratio -imr_files = {'phenom':'../posteriors/reweighted/REWEIGHTED_IMR-XPHM.hdf', - 'nrsur':'../posteriors/reweighted/REWEIGHTED_IMR-NRSUR.hdf'} -mass_ratios = {} -for waveform in imr_files: - fp = h5py.File(imr_files[waveform]) - mass_ratios[waveform] = 1./fp['samples/q'][()] - fp.close() -# Reweighted ringdown results for mass ratio -kerr_reweighted = '../posteriors/reweighted/REWEIGHTED_KERR-220_330-06MS.hdf' -fp_kerr_reweighted = h5py.File(kerr_reweighted, 'r') -amp330_reweighted = fp_kerr_reweighted['samples/amp330'][()] -mass_ratios['kerr'] = 1./q33(amp330_reweighted) +params = ['mass', 'spin'] +nparams = len(params) +lbls={'mass':'redshifted final mass $(1+z)M_f$ [$M_\odot$]', + 'spin':'final spin $\chi_f$'} +plot_colors = ['navy', 'lightseagreen', 'yellowgreen'] -#Make figure -def plot_percentiles(ax, samples, color): - plotp = numpy.percentile(samples, [5, 95]) - for val in plotp: - ax.axvline(x=val, ls='dashed', color=color, lw=2, zorder=5) -def get_interval(samples): - values_min, values_med, values_max = numpy.percentile(samples, [5, 50, 95]) - negerror = values_med - values_min - poserror = values_max - values_med - return '${0}$'.format(str_utils.format_value( - values_med, negerror, plus_error=poserror)) +fig, axis_dict = scatter_histograms.create_axes_grid( + params, labels=lbls, + width_ratios=width_ratios, height_ratios=height_ratios, + no_diagonals=False) -fig = pyplot.figure(); ax1, ax2 = fig.subplots(2,1) +all_samples = [{'mass':kerr_mass, 'spin':kerr_spin}, + {'mass':nongr_mass330, 'spin':nongr_spin330}] +legend_lbls = ['Kerr 220 + 330', 'Kerr with $\delta$(330)'] -# Top panel: amplitude distribution -amp330_color = 'navy' -fillcolor = 'lightsteelblue' -ax1.hist(amp330, label='Ringdown 330 mode', - edgecolor=amp330_color, facecolor=fillcolor, - bins=50, range=(0,alpha33), density=True, - histtype='stepfilled', lw=2) -plot_percentiles(ax1, amp330, amp330_color) +# Get the minimum and maximum of the mass for the plot limits +joint_masses = numpy.concatenate([s['mass'] for s in all_samples]) +mins = {'mass':numpy.min(joint_masses), 'spin':0.2} +maxs = {'mass':numpy.max(joint_masses), 'spin':1} -ax1.set_title('amplitude ratio $A_{330}/A_{220}$', fontsize=14) -ax1.set_xlim(0, alpha33) -ax1.set_yticks([]) -ax1.set_yticklabels([]) -ax1.xaxis.tick_top() +handles = [] +for si, samples in enumerate(all_samples): + samples_color = plot_colors[si] -# Bottom panel: mass ratio distributions -# Mass ratio from 33 mode -ax2.hist(mass_ratios['kerr'], label='Ringdown 330 mode', - edgecolor=amp330_color, facecolor=fillcolor, - bins=50, range=(0,1), density=True, - histtype='stepfilled', lw=2) -plot_percentiles(ax2, mass_ratios['kerr'], amp330_color) -print('Mass ratio: ', get_interval(mass_ratios['kerr'])) + # Plot 1D histograms + for pi, param in enumerate(params): + ax, _, _ = axis_dict[param, param] + rotated = nparams == 2 and pi == nparams-1 + scatter_histograms.create_marginalized_hist(ax, + samples[param], label=lbls[param], + color=samples_color, fillcolor=None, + linecolor=samples_color, title=False, + rotated=rotated, plot_min=mins[param], + plot_max=maxs[param], percentiles=[5,95]) -# Mass ratio from NR Surrogate -color_sur = 'rosybrown' -ax2.hist(mass_ratios['nrsur'], label='IMR NRSurrogate', - edgecolor=color_sur, zorder=3, - bins=50, range=(0,1), density=True, - histtype='step', lw=1.5) -# Mass ratio from PhenomXPHM -color_phenom = 'purple' -ax2.hist(mass_ratios['phenom'], label='IMR PhenomXPHM', - edgecolor=color_phenom, - bins=50, range=(0,1), density=True, - histtype='step', lw=1.5) + # Plot 2D contours + ax, _, _ = axis_dict[('mass','spin')] + scatter_histograms.create_density_plot( + 'mass', 'spin', samples, plot_density=False, + plot_contours=True, percentiles=[90], + contour_color=samples_color, + xmin=mins['mass'], xmax=maxs['mass'], + ymin=mins['spin'], ymax=maxs['spin'], + ax=ax, use_kombine=False) -ax2.set_xlabel('mass ratio', fontsize=14) -ax2.set_xlim(0,1) -ax2.invert_xaxis() -ax2.set_yticks([]) -ax2.set_yticklabels([]) -ax2.legend(loc=(0.59,1.75)) + handles.append(patches.Patch(color=samples_color, label=legend_lbls[si])) +fig.legend(loc=(0.48,0.13), + handles=handles, labels=legend_lbls) fig.set_dpi(250) fig.savefig('Figure4.png') diff --git a/figures/figureS1_script.py b/figures/figureS1_script.py new file mode 100644 index 0000000..0843ffc --- /dev/null +++ b/figures/figureS1_script.py @@ -0,0 +1,80 @@ +import h5py, numpy +from matplotlib import pyplot +from pycbc.results import str_utils + +# Amplitude fits from Borhanian et al., CQG 37 (2020) +alpha33 = 0.4433 +def q33(amp33): + # A_33 = alpha_33 * delta + cond = amp33 <= alpha33 + amp = amp33[cond] + massratio = (alpha33 + amp) / (alpha33 - amp) + return massratio + +# Load data from posterior files +kerr_file = '../posteriors/kerr/220_330/KERR-220_330-06MS.hdf' +fp_kerr = h5py.File(kerr_file, 'r') +amp330 = fp_kerr['samples/amp330'][()] + +# Reweighted IMR files for mass ratio +imr_files = {'phenom':'../posteriors/reweighted/REWEIGHTED_IMR-XPHM.hdf', + 'nrsur':'../posteriors/reweighted/REWEIGHTED_IMR-NRSUR.hdf'} +mass_ratios = {} +for waveform in imr_files: + fp = h5py.File(imr_files[waveform]) + mass_ratios[waveform] = 1./fp['samples/q'][()] + fp.close() +# Reweighted ringdown results for mass ratio +kerr_reweighted = '../posteriors/reweighted/REWEIGHTED_KERR-220_330-06MS.hdf' +fp_kerr_reweighted = h5py.File(kerr_reweighted, 'r') +amp330_reweighted = fp_kerr_reweighted['samples/amp330'][()] +mass_ratios['kerr'] = 1./q33(amp330_reweighted) + +#Make figure +def plot_percentiles(ax, samples, color): + plotp = numpy.percentile(samples, [5, 95]) + for val in plotp: + ax.axvline(x=val, ls='dashed', color=color, lw=2, zorder=5) +def get_interval(samples): + values_min, values_med, values_max = numpy.percentile(samples, [5, 50, 95]) + negerror = values_med - values_min + poserror = values_max - values_med + return '${0}$'.format(str_utils.format_value( + values_med, negerror, plus_error=poserror)) + +fig = pyplot.figure(); ax = fig.add_subplot(111) + +amp330_color = 'navy' +fillcolor = 'lightsteelblue' + +# Bottom panel: mass ratio distributions +# Mass ratio from 33 mode +ax.hist(mass_ratios['kerr'], label='Ringdown 330 mode', + edgecolor=amp330_color, facecolor=fillcolor, + bins=50, range=(0,1), density=True, + histtype='stepfilled', lw=2) +plot_percentiles(ax, mass_ratios['kerr'], amp330_color) +print('Mass ratio: ', get_interval(mass_ratios['kerr'])) + +# Mass ratio from NR Surrogate +color_sur = 'rosybrown' +ax.hist(mass_ratios['nrsur'], label='IMR NRSurrogate', + edgecolor=color_sur, zorder=3, + bins=50, range=(0,1), density=True, + histtype='step', lw=1.5) +# Mass ratio from PhenomXPHM +color_phenom = 'purple' +ax.hist(mass_ratios['phenom'], label='IMR PhenomXPHM', + edgecolor=color_phenom, + bins=50, range=(0,1), density=True, + histtype='step', lw=1.5) + +ax.set_xlabel('mass ratio', fontsize=14) +ax.set_xlim(0,1) +ax.invert_xaxis() +ax.set_yticks([]) +ax.set_yticklabels([]) +ax.legend(loc='upper right') + +fig.set_dpi(250) +fig.savefig('mass_ratio_estimate.png') diff --git 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