From 76e390861245c83ca2d393a6f7efb618754d93ce Mon Sep 17 00:00:00 2001 From: Holtz Yan Date: Wed, 20 Mar 2024 08:45:46 +0100 Subject: [PATCH] Updates --- 1-basic-barplot/index.html | 4 +- .../index.html | 4 +- 100-calling-a-color-with-seaborn/index.html | 4 +- .../index.html | 4 +- 104-seaborn-themes/index.html | 4 +- .../index.html | 4 +- 11-grouped-barplot/index.html | 4 +- .../index.html | 4 +- 111-custom-correlogram/index.html | 4 +- 12-stacked-barplot-with-matplotlib/index.html | 4 +- 120-line-chart-with-matplotlib/index.html | 4 +- 121-line-chart-customization/index.html | 4 +- 122-multiple-lines-chart/index.html | 4 +- 123-highlight-a-line-in-line-plot/index.html | 4 +- 124-spaghetti-plot/index.html | 4 +- 125-small-multiples-for-line-chart/index.html | 4 +- 13-percent-stacked-barplot/index.html | 4 +- 130-basic-matplotlib-scatterplot/index.html | 4 +- .../index.html | 4 +- 132-basic-connected-scatterplot/index.html | 4 +- .../index.html | 4 +- 140-basic-pieplot-with-panda/index.html | 4 +- 150-parallel-plot-with-pandas/index.html | 4 +- 160-basic-donut-plot/index.html | 4 +- 161-custom-matplotlib-donut-plot/index.html | 4 +- .../index.html | 4 +- 163-donut-plot-with-subgroups/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 172-custom-venn-diagram/index.html | 4 +- 173-elaborated-venn-diagram/index.html | 4 +- .../index.html | 4 +- 180-basic-lollipop-plot/index.html | 4 +- 181-custom-lollipop-plot/index.html | 4 +- 182-vertical-lollipop-plot/index.html | 4 +- 183-highlight-a-group-in-lollipop/index.html | 4 +- 184-lollipop-plot-with-2-groups/index.html | 4 +- .../index.html | 4 +- 190-custom-matplotlib-title/index.html | 4 +- .../index.html | 4 +- 192-about-matplotlib-margins/index.html | 4 +- 193-annotate-matplotlib-chart/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 199-matplotlib-style-sheets/index.html | 4 +- 2-horizontal-barplot/index.html | 4 +- 20-basic-histogram-seaborn/index.html | 4 +- 200-basic-treemap-with-python/index.html | 4 +- 201-control-the-color-of-treemap/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 220-sankey-diagram-with-matplotlib/index.html | 4 +- 23-90degree-rotated-histogram/index.html | 4 +- 231-chord-diagram-with-bokeh/index.html | 4 +- .../index.html | 4 +- 240-basic-area-chart/index.html | 4 +- 241-improve-area-chart/index.html | 4 +- 242-area-chart-and-faceting/index.html | 4 +- 243-area-chart-with-white-grid/index.html | 4 +- .../index.html | 4 +- 250-basic-stacked-area-chart/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 254-pandas-stacked-area-chart/index.html | 4 +- 255-percentage-stacked-area-chart/index.html | 4 +- 260-basic-wordcloud/index.html | 4 +- 261-custom-python-wordcloud/index.html | 4 +- 262-worcloud-with-specific-shape/index.html | 4 +- 270-basic-bubble-plot/index.html | 4 +- 271-custom-your-bubble-plot/index.html | 4 +- 272-map-a-color-to-bubble-plot/index.html | 4 +- 281-basic-map-with-basemap/index.html | 4 +- 286-boundaries-provided-in-basemap/index.html | 4 +- 288-map-background-with-folium/index.html | 4 +- 292-choropleth-map-with-folium/index.html | 4 +- 2d-density-plot/index.html | 4 +- 3-control-color-of-barplots/index.html | 4 +- 30-basic-boxplot-with-seaborn/index.html | 4 +- 300-draw-a-connection-line/index.html | 4 +- 31-horizontal-boxplot-with-seaborn/index.html | 4 +- 310-basic-map-with-markers/index.html | 4 +- 312-add-markers-on-folium-map/index.html | 4 +- 313-bubble-map-with-folium/index.html | 4 +- 315-a-world-map-of-surf-tweets/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 322-network-layout-possibilities/index.html | 4 +- 323-directed-or-undirected-network/index.html | 4 +- 324-map-a-color-to-network-nodes/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 34-grouped-boxplot/index.html | 4 +- 340-scatterplot-animation/index.html | 4 +- 341-python-gapminder-animation/index.html | 4 +- 342-animation-on-3d-plot/index.html | 4 +- 35-control-order-of-boxplot/index.html | 4 +- 36-add-jitter-over-boxplot-seaborn/index.html | 4 +- 370-3d-scatterplot/index.html | 4 +- 371-surface-plot/index.html | 4 +- 372-3d-pca-result/index.html | 4 +- .../index.html | 4 +- 39-hidden-data-under-boxplot/index.html | 4 +- 390-basic-radar-chart/index.html | 4 +- .../index.html | 4 +- 392-use-faceting-for-radar-chart/index.html | 4 +- 3d/index.html | 4 +- 4-add-title-and-axis-label/index.html | 4 +- 40-basic-scatterplot-seaborn/index.html | 4 +- 400-basic-dendrogram/index.html | 4 +- 401-customised-dendrogram/index.html | 4 +- 402-color-dendrogram-labels/index.html | 4 +- 404-dendrogram-with-heat-map/index.html | 4 +- 404.html | 4 +- 404/index.html | 4 +- .../index.html | 4 +- 406-chord-diagram-mne/index.html | 4 +- 41-control-marker-features/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 501-parallel-plot-seaborn/index.html | 4 +- 502-violinplot-and-swarmplot/index.html | 4 +- 503-waffle-chart-introduction/index.html | 4 +- 504-histogram-with-colored-tails/index.html | 4 +- .../index.html | 4 +- 506-histogram-with-small-mutliples/index.html | 4 +- 508-connected-scatter-plot-seaborn/index.html | 4 +- .../index.html | 4 +- 51-horizontal-violinplot/index.html | 4 +- .../index.html | 4 +- 512-line-chart-seaborn/index.html | 4 +- 513-add-logo-matplotlib/index.html | 4 +- 514-interactive-line-chart-plotly/index.html | 4 +- 515-intro-pca-graph-python/index.html | 4 +- 516-line-chart-with-annotations/index.html | 4 +- 52-custom-seaborn-violinplot/index.html | 4 +- .../index.html | 4 +- 520-the-two-plotly-apis/index.html | 4 +- 522-plotly-customize-title/index.html | 4 +- 523-plotly-add-annotation/index.html | 4 +- .../index.html | 4 +- 525-line-chart-log-transform/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 529-multi-group-histogram-pandas/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 534-highly-customized-layout/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 54-grouped-violinplot/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 542-custom-boxplots-matplotlib/index.html | 4 +- 543-grouped-boxplots-matplotlib/index.html | 4 +- 547-stacked-barplots-with-pandas/index.html | 4 +- 548-intro-candle-stick-matplotlib/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 550-intro-table-with-pandas/index.html | 4 +- 551-student-t-test-visualization/index.html | 4 +- 552-table-combined-with-plot/index.html | 4 +- 553-intro-candle-stick-plotly/index.html | 4 +- 554-custom-candle-stick-plotly/index.html | 4 +- .../index.html | 4 +- 556-visualize-linear-regression/index.html | 4 +- .../index.html | 4 +- 558-waffle-bar-chart/index.html | 4 +- 560-introduction-plottable/index.html | 4 +- 561-control-colors-in-plottable/index.html | 4 +- 562-add-images-in-plottable/index.html | 4 +- 563-graph-in-plottable/index.html | 4 +- .../index.html | 4 +- 565-arc-diagram-with-arcplot/index.html | 4 +- .../index.html | 4 +- 6-change-bars-texture/index.html | 4 +- 7-custom-barplot-layout/index.html | 4 +- 70-basic-density-plot-with-seaborn/index.html | 4 +- 71-density-plot-with-shade-seaborn/index.html | 4 +- 72-horizontal-density-plot/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 80-contour-plot-with-seaborn/index.html | 4 +- 82-marginal-plot-with-seaborn/index.html | 4 +- .../index.html | 4 +- 84-hexbin-plot-with-matplotlib/index.html | 4 +- 85-density-plot-with-matplotlib/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- 91-customize-seaborn-heatmap/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- _gatsby/slices/_gatsby-scripts-1.html | 4 +- about/index.html | 4 +- all-charts/index.html | 4 +- animation/index.html | 4 +- arc-diagram/index.html | 6 +- .../index.html | 4 +- area-plot/index.html | 4 +- barplot/index.html | 4 +- basic-barplot-with-seaborn/index.html | 4 +- basic-histogram-in-matplotlib/index.html | 4 +- basic-sankey-diagram-with-pysankey/index.html | 4 +- basic-template/index.html | 4 +- basic-time-series-with-matplotlib/index.html | 4 +- beeswarm/index.html | 4 +- best-python-chart-examples/index.html | 4 +- boxplot/index.html | 4 +- bubble-map/index.html | 4 +- bubble-plot-with-seaborn/index.html | 4 +- bubble-plot/index.html | 4 +- candlestick/index.html | 4 +- cartogram/index.html | 4 +- cheat-sheets/index.html | 4 +- chord-diagram-python-chord/index.html | 4 +- chord-diagram/index.html | 4 +- choropleth-map-geopandas-python/index.html | 4 +- choropleth-map-plotly-python/index.html | 4 +- choropleth-map/index.html | 4 +- chunk-map.json | 2 +- circular-barplot-basic/index.html | 4 +- circular-barplot-with-groups/index.html | 4 +- circular-barplot/index.html | 4 +- circular-packing-1-level-hierarchy/index.html | 4 +- .../index.html | 4 +- circular-packing/index.html | 4 +- ...ges-arc-diagram-js-838144ef752c7ac82cac.js | 2 + ...arc-diagram-js-838144ef752c7ac82cac.js.map | 1 + ...ages-matplotlib-js-78ba1aae91928cadfc09.js | 2 + ...-matplotlib-js-78ba1aae91928cadfc09.js.map | 1 + ...es-scatter-plot-js-80af1affc97c1ab632c9.js | 2 + ...catter-plot-js-80af1affc97c1ab632c9.js.map | 1 + connected-scatter-plot/index.html | 4 +- .../index.html | 4 +- connection-map/index.html | 4 +- correlogram/index.html | 4 +- custom-fonts-in-matplotlib/index.html | 4 +- custom-legend-with-matplotlib/index.html | 4 +- data/iris.csv | 151 ++++++++++++++++++ dendrogram/index.html | 4 +- density-chart-matplotlib/index.html | 4 +- .../index.html | 4 +- density-mirror/index.html | 4 +- density-plot/index.html | 4 +- donut-plot/index.html | 4 +- error-bars-on-barplot/index.html | 4 +- .../how-to-custom-annotations-matplotlib.png | Bin 0 -> 56822 bytes grouped-barplot/index.html | 4 +- heatmap-for-timeseries-matplotlib/index.html | 4 +- heatmap/index.html | 4 +- hexbin-map-from-geojson-python/index.html | 4 +- hexbin-map/index.html | 4 +- hierarchical-edge-bundling/index.html | 4 +- histogram/index.html | 4 +- .../index.html | 111 +++++++++++++ how-to-remove-axis-in-matplotlib/index.html | 4 +- .../index.html | 4 +- index.html | 4 +- .../index.html | 4 +- line-chart/index.html | 4 +- lollipop-plot/index.html | 4 +- manhattan-plot-with-matplotlib/index.html | 4 +- .../index.html | 4 +- map/index.html | 4 +- matplotlib/index.html | 6 +- network-chart/index.html | 4 +- page-data/app-data.json | 2 +- .../page-data.json | 1 + page-data/sq/d/2757772085.json | 2 +- pandas/index.html | 4 +- parallel-coordinate-plot-plotly/index.html | 4 +- parallel-plot/index.html | 4 +- pie-plot-matplotlib-basic/index.html | 4 +- pie-plot/index.html | 4 +- plotly/index.html | 4 +- privacy/index.html | 4 +- python-colors/index.html | 4 +- radar-chart/index.html | 4 +- .../index.html | 4 +- ridgeline-graph-plotly/index.html | 4 +- ridgeline-graph-seaborn/index.html | 4 +- ridgeline/index.html | 4 +- .../index.html | 4 +- sankey-diagram/index.html | 4 +- scatter-plot/index.html | 6 +- .../index.html | 4 +- .../index.html | 4 +- seaborn-title-customization/index.html | 4 +- seaborn/index.html | 4 +- sitemap-0.xml | 2 +- .../index.html | 4 +- stacked-area-plot/index.html | 4 +- .../how-to-custom-annotations-matplotlib.webp | Bin 0 -> 8454 bytes .../how-to-custom-annotations-matplotlib.png | Bin 0 -> 11576 bytes statistics/index.html | 4 +- streamchart-basic-matplotlib/index.html | 4 +- streamchart/index.html | 4 +- table/index.html | 4 +- timeseries/index.html | 4 +- treemap/index.html | 4 +- venn-diagram/index.html | 4 +- violin-plot/index.html | 4 +- waffle-chart/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- web-ggbetweenstats-with-matplotlib/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- web-histogram-with-annotations/index.html | 4 +- .../index.html | 4 +- web-lemurs-parallel-chart/index.html | 4 +- web-line-chart-small-multiple/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- web-multiple-lines-and-panels/index.html | 4 +- web-ordered-mirror-barplot/index.html | 4 +- web-polar-chart/index.html | 4 +- web-population-pyramid/index.html | 4 +- web-radar-chart-with-matplotlib/index.html | 4 +- web-scatterplot-astronaut/index.html | 4 +- .../index.html | 4 +- .../index.html | 4 +- web-slope-chart-matplotlib/index.html | 4 +- web-stacked-area-charts-on-a-map/index.html | 4 +- web-stacked-line-chart-with-labels/index.html | 4 +- web-streamchart-with-matplotlib/index.html | 4 +- web-text-repel-with-matplotlib/index.html | 4 +- .../index.html | 4 +- web-tornado-chart/index.html | 4 +- webpack-runtime-f07c022b11d5dcde9ba7.js | 2 + webpack-runtime-f07c022b11d5dcde9ba7.js.map | 1 + webpack.stats.json | 2 +- wordcloud/index.html | 4 +- 356 files changed, 957 insertions(+), 682 deletions(-) create mode 100644 component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js create mode 100644 component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js.map create mode 100644 component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js create mode 100644 component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js.map create mode 100644 component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js create mode 100644 component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js.map create mode 100644 data/iris.csv create mode 100644 graph/how-to-custom-annotations-matplotlib.png create mode 100644 how-to-custom-annotations-matplotlib/index.html create mode 100644 page-data/how-to-custom-annotations-matplotlib/page-data.json create mode 100644 static/8fa8b7f0872701550eba389c0feb4635/21b1a/how-to-custom-annotations-matplotlib.webp create mode 100644 static/8fa8b7f0872701550eba389c0feb4635/ec333/how-to-custom-annotations-matplotlib.png create mode 100644 webpack-runtime-f07c022b11d5dcde9ba7.js create mode 100644 webpack-runtime-f07c022b11d5dcde9ba7.js.map diff --git a/1-basic-barplot/index.html b/1-basic-barplot/index.html index f2de7c13a8..e217a88872 100644 --- a/1-basic-barplot/index.html +++ b/1-basic-barplot/index.html @@ -40,6 +40,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/10-barplot-with-number-of-observation/index.html b/10-barplot-with-number-of-observation/index.html index ed17e41bff..517da31a5f 100644 --- a/10-barplot-with-number-of-observation/index.html +++ b/10-barplot-with-number-of-observation/index.html @@ -66,6 +66,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/100-calling-a-color-with-seaborn/index.html b/100-calling-a-color-with-seaborn/index.html index 5411f4213f..cb70be93b5 100644 --- a/100-calling-a-color-with-seaborn/index.html +++ b/100-calling-a-color-with-seaborn/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/101-make-a-color-palette-with-seaborn/index.html b/101-make-a-color-palette-with-seaborn/index.html index d5ddd5d87a..08fd708963 100644 --- a/101-make-a-color-palette-with-seaborn/index.html +++ b/101-make-a-color-palette-with-seaborn/index.html @@ -72,6 +72,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/104-seaborn-themes/index.html b/104-seaborn-themes/index.html index 49242e7c61..f00030e7e6 100644 --- a/104-seaborn-themes/index.html +++ b/104-seaborn-themes/index.html @@ -54,6 +54,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/106-seaborn-style-on-matplotlib-plot/index.html b/106-seaborn-style-on-matplotlib-plot/index.html index 8ceeef3d30..ffc222dd7d 100644 --- a/106-seaborn-style-on-matplotlib-plot/index.html +++ b/106-seaborn-style-on-matplotlib-plot/index.html @@ -44,6 +44,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/11-grouped-barplot/index.html b/11-grouped-barplot/index.html index d93ee5f5cf..465f91e846 100644 --- a/11-grouped-barplot/index.html +++ b/11-grouped-barplot/index.html @@ -46,6 +46,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/110-basic-correlation-matrix-with-seaborn/index.html b/110-basic-correlation-matrix-with-seaborn/index.html index a894f4f12f..3cde70aba4 100644 --- a/110-basic-correlation-matrix-with-seaborn/index.html +++ b/110-basic-correlation-matrix-with-seaborn/index.html @@ -26,6 +26,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/111-custom-correlogram/index.html b/111-custom-correlogram/index.html index d69a77ce33..1a3897e5b7 100644 --- a/111-custom-correlogram/index.html +++ b/111-custom-correlogram/index.html @@ -73,6 +73,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/12-stacked-barplot-with-matplotlib/index.html b/12-stacked-barplot-with-matplotlib/index.html index 6efead3be9..d2e8977c20 100644 --- a/12-stacked-barplot-with-matplotlib/index.html +++ b/12-stacked-barplot-with-matplotlib/index.html @@ -54,6 +54,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/120-line-chart-with-matplotlib/index.html b/120-line-chart-with-matplotlib/index.html index fe25c7c33b..7db434cd1a 100644 --- a/120-line-chart-with-matplotlib/index.html +++ b/120-line-chart-with-matplotlib/index.html @@ -68,6 +68,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/121-line-chart-customization/index.html b/121-line-chart-customization/index.html index afdf4be079..6b194a949a 100644 --- a/121-line-chart-customization/index.html +++ b/121-line-chart-customization/index.html @@ -65,6 +65,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/122-multiple-lines-chart/index.html b/122-multiple-lines-chart/index.html index 6ac859d3ce..0b2999f85d 100644 --- a/122-multiple-lines-chart/index.html +++ b/122-multiple-lines-chart/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/123-highlight-a-line-in-line-plot/index.html b/123-highlight-a-line-in-line-plot/index.html index 0d5822612e..917fcdfe89 100644 --- a/123-highlight-a-line-in-line-plot/index.html +++ b/123-highlight-a-line-in-line-plot/index.html @@ -59,6 +59,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/124-spaghetti-plot/index.html b/124-spaghetti-plot/index.html index ce115f3e93..bde4a81bc5 100644 --- a/124-spaghetti-plot/index.html +++ b/124-spaghetti-plot/index.html @@ -54,6 +54,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/125-small-multiples-for-line-chart/index.html b/125-small-multiples-for-line-chart/index.html index ed15bc46b7..46b9dc81ab 100644 --- a/125-small-multiples-for-line-chart/index.html +++ b/125-small-multiples-for-line-chart/index.html @@ -115,6 +115,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/13-percent-stacked-barplot/index.html b/13-percent-stacked-barplot/index.html index c6560945e0..e6f5f7c518 100644 --- a/13-percent-stacked-barplot/index.html +++ b/13-percent-stacked-barplot/index.html @@ -65,6 +65,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/130-basic-matplotlib-scatterplot/index.html b/130-basic-matplotlib-scatterplot/index.html index 3bc5f939ea..2e94d7b756 100644 --- a/130-basic-matplotlib-scatterplot/index.html +++ b/130-basic-matplotlib-scatterplot/index.html @@ -34,6 +34,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/131-custom-a-matplotlib-scatterplot/index.html b/131-custom-a-matplotlib-scatterplot/index.html index b31c88b4e7..009aa7aef7 100644 --- a/131-custom-a-matplotlib-scatterplot/index.html +++ b/131-custom-a-matplotlib-scatterplot/index.html @@ -84,6 +84,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/132-basic-connected-scatterplot/index.html b/132-basic-connected-scatterplot/index.html index 795774bd95..edac8e9aba 100644 --- a/132-basic-connected-scatterplot/index.html +++ b/132-basic-connected-scatterplot/index.html @@ -59,6 +59,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/134-how-to-avoid-overplotting-with-python/index.html b/134-how-to-avoid-overplotting-with-python/index.html index f855c22fa2..45e628420d 100644 --- a/134-how-to-avoid-overplotting-with-python/index.html +++ b/134-how-to-avoid-overplotting-with-python/index.html @@ -232,6 +232,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/140-basic-pieplot-with-panda/index.html b/140-basic-pieplot-with-panda/index.html index 043a192788..490ebb965f 100644 --- a/140-basic-pieplot-with-panda/index.html +++ b/140-basic-pieplot-with-panda/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/150-parallel-plot-with-pandas/index.html b/150-parallel-plot-with-pandas/index.html index d9a47958c8..ca01b1d75b 100644 --- a/150-parallel-plot-with-pandas/index.html +++ b/150-parallel-plot-with-pandas/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/160-basic-donut-plot/index.html b/160-basic-donut-plot/index.html index e5ecd705a3..8447bbcfb0 100644 --- a/160-basic-donut-plot/index.html +++ b/160-basic-donut-plot/index.html @@ -39,6 +39,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/161-custom-matplotlib-donut-plot/index.html b/161-custom-matplotlib-donut-plot/index.html index 1b6b3c356a..e267821d4f 100644 --- a/161-custom-matplotlib-donut-plot/index.html +++ b/161-custom-matplotlib-donut-plot/index.html @@ -114,6 +114,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/162-change-background-of-donut-plot/index.html b/162-change-background-of-donut-plot/index.html index 9dd496ba93..8f51aa872e 100644 --- a/162-change-background-of-donut-plot/index.html +++ b/162-change-background-of-donut-plot/index.html @@ -38,6 +38,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/163-donut-plot-with-subgroups/index.html b/163-donut-plot-with-subgroups/index.html index ed2b8f1dea..18c4a7f248 100644 --- a/163-donut-plot-with-subgroups/index.html +++ b/163-donut-plot-with-subgroups/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/170-basic-venn-diagram-with-2-groups/index.html b/170-basic-venn-diagram-with-2-groups/index.html index 232d522f84..dfcbb6caeb 100644 --- a/170-basic-venn-diagram-with-2-groups/index.html +++ b/170-basic-venn-diagram-with-2-groups/index.html @@ -29,6 +29,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/171-basic-venn-diagram-with-3-groups/index.html b/171-basic-venn-diagram-with-3-groups/index.html index 05530899db..a1d4378c61 100644 --- a/171-basic-venn-diagram-with-3-groups/index.html +++ b/171-basic-venn-diagram-with-3-groups/index.html @@ -23,6 +23,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/172-custom-venn-diagram/index.html b/172-custom-venn-diagram/index.html index bed8edd27e..d4f735e8d2 100644 --- a/172-custom-venn-diagram/index.html +++ b/172-custom-venn-diagram/index.html @@ -43,6 +43,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/173-elaborated-venn-diagram/index.html b/173-elaborated-venn-diagram/index.html index cbdbedebd9..8f70e2f6e5 100644 --- a/173-elaborated-venn-diagram/index.html +++ b/173-elaborated-venn-diagram/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/174-change-background-colour-of-venn-diagram/index.html b/174-change-background-colour-of-venn-diagram/index.html index 964e36da84..2894ecbf78 100644 --- a/174-change-background-colour-of-venn-diagram/index.html +++ b/174-change-background-colour-of-venn-diagram/index.html @@ -29,6 +29,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/180-basic-lollipop-plot/index.html b/180-basic-lollipop-plot/index.html index 862e705474..362df61b7e 100644 --- a/180-basic-lollipop-plot/index.html +++ b/180-basic-lollipop-plot/index.html @@ -56,6 +56,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/181-custom-lollipop-plot/index.html b/181-custom-lollipop-plot/index.html index a0d481c1ac..41bb86974f 100644 --- a/181-custom-lollipop-plot/index.html +++ b/181-custom-lollipop-plot/index.html @@ -70,6 +70,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/182-vertical-lollipop-plot/index.html b/182-vertical-lollipop-plot/index.html index e585e392bc..03ed952c08 100644 --- a/182-vertical-lollipop-plot/index.html +++ b/182-vertical-lollipop-plot/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/183-highlight-a-group-in-lollipop/index.html b/183-highlight-a-group-in-lollipop/index.html index 810c9b458f..bc11ae0468 100644 --- a/183-highlight-a-group-in-lollipop/index.html +++ b/183-highlight-a-group-in-lollipop/index.html @@ -44,6 +44,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/184-lollipop-plot-with-2-groups/index.html b/184-lollipop-plot-with-2-groups/index.html index 6624259dfe..1a438971a3 100644 --- a/184-lollipop-plot-with-2-groups/index.html +++ b/184-lollipop-plot-with-2-groups/index.html @@ -44,6 +44,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/185-lollipop-plot-with-conditional-color/index.html b/185-lollipop-plot-with-conditional-color/index.html index 1a145fc8a0..20dc0a2509 100644 --- a/185-lollipop-plot-with-conditional-color/index.html +++ b/185-lollipop-plot-with-conditional-color/index.html @@ -39,6 +39,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/190-custom-matplotlib-title/index.html b/190-custom-matplotlib-title/index.html index 7a4c108b34..23ea7e85af 100644 --- a/190-custom-matplotlib-title/index.html +++ b/190-custom-matplotlib-title/index.html @@ -163,6 +163,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/191-custom-axis-on-matplotlib-chart/index.html b/191-custom-axis-on-matplotlib-chart/index.html index 95587a9b5d..65741a0eab 100644 --- a/191-custom-axis-on-matplotlib-chart/index.html +++ b/191-custom-axis-on-matplotlib-chart/index.html @@ -102,6 +102,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/192-about-matplotlib-margins/index.html b/192-about-matplotlib-margins/index.html index febf63b145..00f09f7dfb 100644 --- a/192-about-matplotlib-margins/index.html +++ b/192-about-matplotlib-margins/index.html @@ -49,6 +49,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/193-annotate-matplotlib-chart/index.html b/193-annotate-matplotlib-chart/index.html index f358a5341d..11e8202f02 100644 --- a/193-annotate-matplotlib-chart/index.html +++ b/193-annotate-matplotlib-chart/index.html @@ -166,6 +166,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/194-split-the-graphic-window-with-subplot/index.html b/194-split-the-graphic-window-with-subplot/index.html index 61fac43253..bacd0cbc52 100644 --- a/194-split-the-graphic-window-with-subplot/index.html +++ b/194-split-the-graphic-window-with-subplot/index.html @@ -178,6 +178,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/196-select-one-color-with-matplotlib/index.html b/196-select-one-color-with-matplotlib/index.html index ec179811ff..6f8b6bb54a 100644 --- a/196-select-one-color-with-matplotlib/index.html +++ b/196-select-one-color-with-matplotlib/index.html @@ -94,6 +94,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/197-available-color-palettes-with-matplotlib/index.html b/197-available-color-palettes-with-matplotlib/index.html index b2875b1966..8a87dbd8d7 100644 --- a/197-available-color-palettes-with-matplotlib/index.html +++ b/197-available-color-palettes-with-matplotlib/index.html @@ -76,6 +76,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/199-matplotlib-style-sheets/index.html b/199-matplotlib-style-sheets/index.html index 5fa9dd4bcf..ff67424580 100644 --- a/199-matplotlib-style-sheets/index.html +++ b/199-matplotlib-style-sheets/index.html @@ -67,6 +67,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/2-horizontal-barplot/index.html b/2-horizontal-barplot/index.html index 498d2aed56..4a4852905e 100644 --- a/2-horizontal-barplot/index.html +++ b/2-horizontal-barplot/index.html @@ -50,6 +50,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/20-basic-histogram-seaborn/index.html b/20-basic-histogram-seaborn/index.html index 72b7a3d476..4c6a152de8 100644 --- a/20-basic-histogram-seaborn/index.html +++ b/20-basic-histogram-seaborn/index.html @@ -49,6 +49,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/200-basic-treemap-with-python/index.html b/200-basic-treemap-with-python/index.html index 505da741f2..6fcad7615d 100644 --- a/200-basic-treemap-with-python/index.html +++ b/200-basic-treemap-with-python/index.html @@ -37,6 +37,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/201-control-the-color-of-treemap/index.html b/201-control-the-color-of-treemap/index.html index 6d1e2d0df1..ff62ec94e6 100644 --- a/201-control-the-color-of-treemap/index.html +++ b/201-control-the-color-of-treemap/index.html @@ -24,6 +24,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/202-treemap-with-colors-mapped-on-values/index.html b/202-treemap-with-colors-mapped-on-values/index.html index 5b4992b297..d5da7b9a52 100644 --- a/202-treemap-with-colors-mapped-on-values/index.html +++ b/202-treemap-with-colors-mapped-on-values/index.html @@ -35,6 +35,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/21-control-rug-and-density-on-seaborn-histogram/index.html b/21-control-rug-and-density-on-seaborn-histogram/index.html index 5899b2aa43..e0178243fb 100644 --- a/21-control-rug-and-density-on-seaborn-histogram/index.html +++ b/21-control-rug-and-density-on-seaborn-histogram/index.html @@ -40,6 +40,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/220-sankey-diagram-with-matplotlib/index.html b/220-sankey-diagram-with-matplotlib/index.html index 963d60816b..8d6bcd6fbc 100644 --- a/220-sankey-diagram-with-matplotlib/index.html +++ b/220-sankey-diagram-with-matplotlib/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/23-90degree-rotated-histogram/index.html b/23-90degree-rotated-histogram/index.html index c32c3a14fe..f7f6658e73 100644 --- a/23-90degree-rotated-histogram/index.html +++ b/23-90degree-rotated-histogram/index.html @@ -37,6 +37,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/231-chord-diagram-with-bokeh/index.html b/231-chord-diagram-with-bokeh/index.html index 7001c7a272..c4f240ffc6 100644 --- a/231-chord-diagram-with-bokeh/index.html +++ b/231-chord-diagram-with-bokeh/index.html @@ -134,6 +134,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/24-histogram-with-a-boxplot-on-top-seaborn/index.html b/24-histogram-with-a-boxplot-on-top-seaborn/index.html index 6174e2868f..d841ef7b01 100644 --- a/24-histogram-with-a-boxplot-on-top-seaborn/index.html +++ b/24-histogram-with-a-boxplot-on-top-seaborn/index.html @@ -32,6 +32,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/240-basic-area-chart/index.html b/240-basic-area-chart/index.html index ffd60f776a..cbbab188b0 100644 --- a/240-basic-area-chart/index.html +++ b/240-basic-area-chart/index.html @@ -34,6 +34,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/241-improve-area-chart/index.html b/241-improve-area-chart/index.html index 630c4698a0..ca0e6d6324 100644 --- a/241-improve-area-chart/index.html +++ b/241-improve-area-chart/index.html @@ -61,6 +61,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/242-area-chart-and-faceting/index.html b/242-area-chart-and-faceting/index.html index c668dfed53..3f09052c51 100644 --- a/242-area-chart-and-faceting/index.html +++ b/242-area-chart-and-faceting/index.html @@ -54,6 +54,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/243-area-chart-with-white-grid/index.html b/243-area-chart-with-white-grid/index.html index b4ca6a8eea..ee3ad55510 100644 --- a/243-area-chart-with-white-grid/index.html +++ b/243-area-chart-with-white-grid/index.html @@ -39,6 +39,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/25-histogram-with-several-variables-seaborn/index.html b/25-histogram-with-several-variables-seaborn/index.html index 3e20aba8ee..d1bb9d9e7b 100644 --- a/25-histogram-with-several-variables-seaborn/index.html +++ b/25-histogram-with-several-variables-seaborn/index.html @@ -43,6 +43,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/250-basic-stacked-area-chart/index.html b/250-basic-stacked-area-chart/index.html index 6ca960aafc..86ffb0da55 100644 --- a/250-basic-stacked-area-chart/index.html +++ b/250-basic-stacked-area-chart/index.html @@ -48,6 +48,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/251-stacked-area-chart-with-seaborn-style/index.html b/251-stacked-area-chart-with-seaborn-style/index.html index 2a93d6aea4..49e3330132 100644 --- a/251-stacked-area-chart-with-seaborn-style/index.html +++ b/251-stacked-area-chart-with-seaborn-style/index.html @@ -32,6 +32,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/252-baseline-options-for-stacked-area-chart/index.html b/252-baseline-options-for-stacked-area-chart/index.html index e68f36b3ae..9e35aecc2d 100644 --- a/252-baseline-options-for-stacked-area-chart/index.html +++ b/252-baseline-options-for-stacked-area-chart/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/253-control-the-color-in-stacked-area-chart/index.html b/253-control-the-color-in-stacked-area-chart/index.html index a87222e9de..5b7263371d 100644 --- a/253-control-the-color-in-stacked-area-chart/index.html +++ b/253-control-the-color-in-stacked-area-chart/index.html @@ -37,6 +37,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/254-pandas-stacked-area-chart/index.html b/254-pandas-stacked-area-chart/index.html index 7bea553832..675ee959ce 100644 --- a/254-pandas-stacked-area-chart/index.html +++ b/254-pandas-stacked-area-chart/index.html @@ -29,6 +29,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/255-percentage-stacked-area-chart/index.html b/255-percentage-stacked-area-chart/index.html index 0331b28536..f0f2c9c056 100644 --- a/255-percentage-stacked-area-chart/index.html +++ b/255-percentage-stacked-area-chart/index.html @@ -34,6 +34,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/260-basic-wordcloud/index.html b/260-basic-wordcloud/index.html index 324040e0d0..f2bf0baaf1 100644 --- a/260-basic-wordcloud/index.html +++ b/260-basic-wordcloud/index.html @@ -35,6 +35,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/261-custom-python-wordcloud/index.html b/261-custom-python-wordcloud/index.html index f8086c810c..5be33edf01 100644 --- a/261-custom-python-wordcloud/index.html +++ b/261-custom-python-wordcloud/index.html @@ -91,6 +91,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/262-worcloud-with-specific-shape/index.html b/262-worcloud-with-specific-shape/index.html index 4cab3380b5..9f8d573471 100644 --- a/262-worcloud-with-specific-shape/index.html +++ b/262-worcloud-with-specific-shape/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/270-basic-bubble-plot/index.html b/270-basic-bubble-plot/index.html index 86f7792742..65c034c39b 100644 --- a/270-basic-bubble-plot/index.html +++ b/270-basic-bubble-plot/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/271-custom-your-bubble-plot/index.html b/271-custom-your-bubble-plot/index.html index 12ccc22725..0ffbcc35e9 100644 --- a/271-custom-your-bubble-plot/index.html +++ b/271-custom-your-bubble-plot/index.html @@ -95,6 +95,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/272-map-a-color-to-bubble-plot/index.html b/272-map-a-color-to-bubble-plot/index.html index 35fcfa2529..bd72077750 100644 --- a/272-map-a-color-to-bubble-plot/index.html +++ b/272-map-a-color-to-bubble-plot/index.html @@ -38,6 +38,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/281-basic-map-with-basemap/index.html b/281-basic-map-with-basemap/index.html index f19439222e..8e2ee9cb98 100644 --- a/281-basic-map-with-basemap/index.html +++ b/281-basic-map-with-basemap/index.html @@ -118,6 +118,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/286-boundaries-provided-in-basemap/index.html b/286-boundaries-provided-in-basemap/index.html index d97098d1ea..048e563b6a 100644 --- a/286-boundaries-provided-in-basemap/index.html +++ b/286-boundaries-provided-in-basemap/index.html @@ -18,6 +18,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/288-map-background-with-folium/index.html b/288-map-background-with-folium/index.html index e360458292..2feb52a185 100644 --- a/288-map-background-with-folium/index.html +++ b/288-map-background-with-folium/index.html @@ -40,6 +40,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/292-choropleth-map-with-folium/index.html b/292-choropleth-map-with-folium/index.html index d109b9e0cb..72bb919a70 100644 --- a/292-choropleth-map-with-folium/index.html +++ b/292-choropleth-map-with-folium/index.html @@ -57,6 +57,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/2d-density-plot/index.html b/2d-density-plot/index.html index edc55d4fd2..c747be9007 100644 --- a/2d-density-plot/index.html +++ b/2d-density-plot/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/3-control-color-of-barplots/index.html b/3-control-color-of-barplots/index.html index 0e12e319e3..0c3c33ed83 100644 --- a/3-control-color-of-barplots/index.html +++ b/3-control-color-of-barplots/index.html @@ -63,6 +63,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/30-basic-boxplot-with-seaborn/index.html b/30-basic-boxplot-with-seaborn/index.html index 49550c7d41..2b2641b79b 100644 --- a/30-basic-boxplot-with-seaborn/index.html +++ b/30-basic-boxplot-with-seaborn/index.html @@ -46,6 +46,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/300-draw-a-connection-line/index.html b/300-draw-a-connection-line/index.html index 48c1a7e70e..33079c7601 100644 --- a/300-draw-a-connection-line/index.html +++ b/300-draw-a-connection-line/index.html @@ -81,6 +81,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/31-horizontal-boxplot-with-seaborn/index.html b/31-horizontal-boxplot-with-seaborn/index.html index 89e4805ba7..58d5bdcefa 100644 --- a/31-horizontal-boxplot-with-seaborn/index.html +++ b/31-horizontal-boxplot-with-seaborn/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/310-basic-map-with-markers/index.html b/310-basic-map-with-markers/index.html index f3be9cf78d..b98202c3a3 100644 --- a/310-basic-map-with-markers/index.html +++ b/310-basic-map-with-markers/index.html @@ -45,6 +45,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/312-add-markers-on-folium-map/index.html b/312-add-markers-on-folium-map/index.html index 88aa1de6d9..f3b09b462c 100644 --- a/312-add-markers-on-folium-map/index.html +++ b/312-add-markers-on-folium-map/index.html @@ -174,6 +174,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/313-bubble-map-with-folium/index.html b/313-bubble-map-with-folium/index.html index e356952314..a7f733d4e5 100644 --- a/313-bubble-map-with-folium/index.html +++ b/313-bubble-map-with-folium/index.html @@ -159,6 +159,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/315-a-world-map-of-surf-tweets/index.html b/315-a-world-map-of-surf-tweets/index.html index 0cc9100610..761a50e73d 100644 --- a/315-a-world-map-of-surf-tweets/index.html +++ b/315-a-world-map-of-surf-tweets/index.html @@ -108,6 +108,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/32-custom-boxplot-appearance-seaborn/index.html b/32-custom-boxplot-appearance-seaborn/index.html index 883ca5ae62..69e0b78ab3 100644 --- a/32-custom-boxplot-appearance-seaborn/index.html +++ b/32-custom-boxplot-appearance-seaborn/index.html @@ -45,6 +45,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/320-basic-network-from-pandas-data-frame/index.html b/320-basic-network-from-pandas-data-frame/index.html index 4dc8811e3b..8f0ccac6fd 100644 --- a/320-basic-network-from-pandas-data-frame/index.html +++ b/320-basic-network-from-pandas-data-frame/index.html @@ -34,6 +34,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/321-custom-networkx-graph-appearance/index.html b/321-custom-networkx-graph-appearance/index.html index 22b724d1dd..8eb3b697f3 100644 --- a/321-custom-networkx-graph-appearance/index.html +++ b/321-custom-networkx-graph-appearance/index.html @@ -75,6 +75,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/322-network-layout-possibilities/index.html b/322-network-layout-possibilities/index.html index 77de8fbaf8..76dc3a929e 100644 --- a/322-network-layout-possibilities/index.html +++ b/322-network-layout-possibilities/index.html @@ -57,6 +57,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/323-directed-or-undirected-network/index.html b/323-directed-or-undirected-network/index.html index 722be09bc5..93c8130c88 100644 --- a/323-directed-or-undirected-network/index.html +++ b/323-directed-or-undirected-network/index.html @@ -53,6 +53,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/324-map-a-color-to-network-nodes/index.html b/324-map-a-color-to-network-nodes/index.html index e34fcb54f0..c31e14bf2d 100644 --- a/324-map-a-color-to-network-nodes/index.html +++ b/324-map-a-color-to-network-nodes/index.html @@ -78,6 +78,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/325-map-colour-to-the-edges-of-a-network/index.html b/325-map-colour-to-the-edges-of-a-network/index.html index 3a9abeea62..ffaac32580 100644 --- a/325-map-colour-to-the-edges-of-a-network/index.html +++ b/325-map-colour-to-the-edges-of-a-network/index.html @@ -48,6 +48,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/326-background-colour-of-network-chart/index.html b/326-background-colour-of-network-chart/index.html index 7471a0027d..76c4d6b5b3 100644 --- a/326-background-colour-of-network-chart/index.html +++ b/326-background-colour-of-network-chart/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/327-network-from-correlation-matrix/index.html b/327-network-from-correlation-matrix/index.html index a7475c19f1..bad06a205d 100644 --- a/327-network-from-correlation-matrix/index.html +++ b/327-network-from-correlation-matrix/index.html @@ -43,6 +43,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/33-control-colors-of-boxplot-seaborn/index.html b/33-control-colors-of-boxplot-seaborn/index.html index 715c965206..bf99ac728d 100644 --- a/33-control-colors-of-boxplot-seaborn/index.html +++ b/33-control-colors-of-boxplot-seaborn/index.html @@ -83,6 +83,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/34-grouped-boxplot/index.html b/34-grouped-boxplot/index.html index 0ae75d4b35..f82491d105 100644 --- a/34-grouped-boxplot/index.html +++ b/34-grouped-boxplot/index.html @@ -88,6 +88,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/340-scatterplot-animation/index.html b/340-scatterplot-animation/index.html index 9bf1f8b1c7..8f007803cb 100644 --- a/340-scatterplot-animation/index.html +++ b/340-scatterplot-animation/index.html @@ -55,6 +55,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/341-python-gapminder-animation/index.html b/341-python-gapminder-animation/index.html index 4dd16896b1..dd3ff05d3c 100644 --- a/341-python-gapminder-animation/index.html +++ b/341-python-gapminder-animation/index.html @@ -146,6 +146,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/342-animation-on-3d-plot/index.html b/342-animation-on-3d-plot/index.html index 10434ee15a..8389cba1d6 100644 --- a/342-animation-on-3d-plot/index.html +++ b/342-animation-on-3d-plot/index.html @@ -88,6 +88,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/35-control-order-of-boxplot/index.html b/35-control-order-of-boxplot/index.html index 36d09f4220..b6e8e3b14c 100644 --- a/35-control-order-of-boxplot/index.html +++ b/35-control-order-of-boxplot/index.html @@ -39,6 +39,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/36-add-jitter-over-boxplot-seaborn/index.html b/36-add-jitter-over-boxplot-seaborn/index.html index f4c82c71e9..d439f880dd 100644 --- a/36-add-jitter-over-boxplot-seaborn/index.html +++ b/36-add-jitter-over-boxplot-seaborn/index.html @@ -29,6 +29,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/370-3d-scatterplot/index.html b/370-3d-scatterplot/index.html index 96aea7df0f..b4deb172cb 100644 --- a/370-3d-scatterplot/index.html +++ b/370-3d-scatterplot/index.html @@ -30,6 +30,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/371-surface-plot/index.html b/371-surface-plot/index.html index 01fd67cf91..673dd0abd2 100644 --- a/371-surface-plot/index.html +++ b/371-surface-plot/index.html @@ -65,6 +65,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/372-3d-pca-result/index.html b/372-3d-pca-result/index.html index 0061886825..97402d8bb7 100644 --- a/372-3d-pca-result/index.html +++ b/372-3d-pca-result/index.html @@ -62,6 +62,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/38-show-number-of-observation-on-boxplot/index.html b/38-show-number-of-observation-on-boxplot/index.html index 06d7ebb560..c053b96683 100644 --- a/38-show-number-of-observation-on-boxplot/index.html +++ b/38-show-number-of-observation-on-boxplot/index.html @@ -49,6 +49,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/39-hidden-data-under-boxplot/index.html b/39-hidden-data-under-boxplot/index.html index d6bfb0ff73..81bc86ba2b 100644 --- a/39-hidden-data-under-boxplot/index.html +++ b/39-hidden-data-under-boxplot/index.html @@ -112,6 +112,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/390-basic-radar-chart/index.html b/390-basic-radar-chart/index.html index 7631a3c5d6..80ccb1f234 100644 --- a/390-basic-radar-chart/index.html +++ b/390-basic-radar-chart/index.html @@ -64,6 +64,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/391-radar-chart-with-several-individuals/index.html b/391-radar-chart-with-several-individuals/index.html index 31e2d19b13..32bc3e815d 100644 --- a/391-radar-chart-with-several-individuals/index.html +++ b/391-radar-chart-with-several-individuals/index.html @@ -80,6 +80,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/392-use-faceting-for-radar-chart/index.html b/392-use-faceting-for-radar-chart/index.html index 93d2c7368d..62bc0a7ed3 100644 --- a/392-use-faceting-for-radar-chart/index.html +++ b/392-use-faceting-for-radar-chart/index.html @@ -80,6 +80,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/3d/index.html b/3d/index.html index 19ba238555..fece15f709 100644 --- a/3d/index.html +++ b/3d/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/4-add-title-and-axis-label/index.html b/4-add-title-and-axis-label/index.html index 691ad7a0fe..137f3f9970 100644 --- a/4-add-title-and-axis-label/index.html +++ b/4-add-title-and-axis-label/index.html @@ -40,6 +40,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/40-basic-scatterplot-seaborn/index.html b/40-basic-scatterplot-seaborn/index.html index 0781abce0c..d2fdb31571 100644 --- a/40-basic-scatterplot-seaborn/index.html +++ b/40-basic-scatterplot-seaborn/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/400-basic-dendrogram/index.html b/400-basic-dendrogram/index.html index 5ffde12296..e7a467eb3a 100644 --- a/400-basic-dendrogram/index.html +++ b/400-basic-dendrogram/index.html @@ -150,6 +150,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/401-customised-dendrogram/index.html b/401-customised-dendrogram/index.html index 2f723164f0..6519a8381e 100644 --- a/401-customised-dendrogram/index.html +++ b/401-customised-dendrogram/index.html @@ -120,6 +120,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/402-color-dendrogram-labels/index.html b/402-color-dendrogram-labels/index.html index f1ced0ff53..2b615b62c9 100644 --- a/402-color-dendrogram-labels/index.html +++ b/402-color-dendrogram-labels/index.html @@ -51,6 +51,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/404-dendrogram-with-heat-map/index.html b/404-dendrogram-with-heat-map/index.html index 5773129148..606ccad95b 100644 --- a/404-dendrogram-with-heat-map/index.html +++ b/404-dendrogram-with-heat-map/index.html @@ -133,6 +133,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/404.html b/404.html index 8043cf6e72..d0b92ee608 100644 --- a/404.html +++ b/404.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/404/index.html b/404/index.html index 11095a0402..eb0aa51925 100644 --- a/404/index.html +++ b/404/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/405-dendrogram-with-heatmap-and-coloured-leaves/index.html b/405-dendrogram-with-heatmap-and-coloured-leaves/index.html index 848a7d3cac..7bba168cbb 100644 --- a/405-dendrogram-with-heatmap-and-coloured-leaves/index.html +++ b/405-dendrogram-with-heatmap-and-coloured-leaves/index.html @@ -32,6 +32,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/406-chord-diagram-mne/index.html b/406-chord-diagram-mne/index.html index 888c557504..c0dc435f20 100644 --- a/406-chord-diagram-mne/index.html +++ b/406-chord-diagram-mne/index.html @@ -68,6 +68,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/41-control-marker-features/index.html b/41-control-marker-features/index.html index c60ede5574..525f698a08 100644 --- a/41-control-marker-features/index.html +++ b/41-control-marker-features/index.html @@ -48,6 +48,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/42-custom-linear-regression-fit-seaborn/index.html b/42-custom-linear-regression-fit-seaborn/index.html index edc76bdb93..282a022d6c 100644 --- a/42-custom-linear-regression-fit-seaborn/index.html +++ b/42-custom-linear-regression-fit-seaborn/index.html @@ -30,6 +30,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/43-use-categorical-variable-to-color-scatterplot-seaborn/index.html b/43-use-categorical-variable-to-color-scatterplot-seaborn/index.html index a72efb8e9b..5d8fce85cc 100644 --- a/43-use-categorical-variable-to-color-scatterplot-seaborn/index.html +++ b/43-use-categorical-variable-to-color-scatterplot-seaborn/index.html @@ -76,6 +76,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/44-control-axis-limits-of-plot-seaborn/index.html b/44-control-axis-limits-of-plot-seaborn/index.html index e7f209e5f1..8211191455 100644 --- a/44-control-axis-limits-of-plot-seaborn/index.html +++ b/44-control-axis-limits-of-plot-seaborn/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/45-control-color-of-each-marker-seaborn/index.html b/45-control-color-of-each-marker-seaborn/index.html index 3cc07055c3..fb54665b20 100644 --- a/45-control-color-of-each-marker-seaborn/index.html +++ b/45-control-color-of-each-marker-seaborn/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/46-add-text-annotation-on-scatterplot/index.html b/46-add-text-annotation-on-scatterplot/index.html index d7dd102243..2e2c3de431 100644 --- a/46-add-text-annotation-on-scatterplot/index.html +++ b/46-add-text-annotation-on-scatterplot/index.html @@ -60,6 +60,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/5-control-width-and-space-in-barplots/index.html b/5-control-width-and-space-in-barplots/index.html index fc8fee2bd5..ac3568ba7f 100644 --- a/5-control-width-and-space-in-barplots/index.html +++ b/5-control-width-and-space-in-barplots/index.html @@ -53,6 +53,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/50-basic-violinplot-and-input-formats/index.html b/50-basic-violinplot-and-input-formats/index.html index 876e115248..e4eef58130 100644 --- a/50-basic-violinplot-and-input-formats/index.html +++ b/50-basic-violinplot-and-input-formats/index.html @@ -49,6 +49,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/500-network-chart-with-edge-bundling/index.html b/500-network-chart-with-edge-bundling/index.html index 16d4253df1..a4e6afd1fb 100644 --- a/500-network-chart-with-edge-bundling/index.html +++ b/500-network-chart-with-edge-bundling/index.html @@ -75,6 +75,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/501-parallel-plot-seaborn/index.html b/501-parallel-plot-seaborn/index.html index c16e216308..0b9fe06f7d 100644 --- a/501-parallel-plot-seaborn/index.html +++ b/501-parallel-plot-seaborn/index.html @@ -60,6 +60,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/502-violinplot-and-swarmplot/index.html b/502-violinplot-and-swarmplot/index.html index 9cceb43307..af2fc3417c 100644 --- a/502-violinplot-and-swarmplot/index.html +++ b/502-violinplot-and-swarmplot/index.html @@ -89,6 +89,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/503-waffle-chart-introduction/index.html b/503-waffle-chart-introduction/index.html index f6aabedfd8..5cae13a21e 100644 --- a/503-waffle-chart-introduction/index.html +++ b/503-waffle-chart-introduction/index.html @@ -86,6 +86,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/504-histogram-with-colored-tails/index.html b/504-histogram-with-colored-tails/index.html index 3658282243..eeef55c8ad 100644 --- a/504-histogram-with-colored-tails/index.html +++ b/504-histogram-with-colored-tails/index.html @@ -80,6 +80,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/505-introduction-to-swarm-plot-in-seaborn/index.html b/505-introduction-to-swarm-plot-in-seaborn/index.html index ff0539b465..14744b7188 100644 --- a/505-introduction-to-swarm-plot-in-seaborn/index.html +++ b/505-introduction-to-swarm-plot-in-seaborn/index.html @@ -84,6 +84,6 @@

Dataset

- \ No newline at end of file + \ No newline at end of file diff --git a/506-histogram-with-small-mutliples/index.html b/506-histogram-with-small-mutliples/index.html index 02aaa69d73..47cb447548 100644 --- a/506-histogram-with-small-mutliples/index.html +++ b/506-histogram-with-small-mutliples/index.html @@ -137,6 +137,6 @@

Dataset

- \ No newline at end of file + \ No newline at end of file diff --git a/508-connected-scatter-plot-seaborn/index.html b/508-connected-scatter-plot-seaborn/index.html index b45430e06d..a45e1cfc67 100644 --- a/508-connected-scatter-plot-seaborn/index.html +++ b/508-connected-scatter-plot-seaborn/index.html @@ -123,6 +123,6 @@

Specify your own colors

- \ No newline at end of file + \ No newline at end of file diff --git a/509-introduction-to-swarm-plot-in-matplotlib/index.html b/509-introduction-to-swarm-plot-in-matplotlib/index.html index 8db14657d9..887a495f36 100644 --- a/509-introduction-to-swarm-plot-in-matplotlib/index.html +++ b/509-introduction-to-swarm-plot-in-matplotlib/index.html @@ -328,6 +328,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/51-horizontal-violinplot/index.html b/51-horizontal-violinplot/index.html index 2b990e7555..9adba52fda 100644 --- a/51-horizontal-violinplot/index.html +++ b/51-horizontal-violinplot/index.html @@ -37,6 +37,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/511-interactive-scatterplot-with-plotly/index.html b/511-interactive-scatterplot-with-plotly/index.html index 12d34ac86a..1509f32038 100644 --- a/511-interactive-scatterplot-with-plotly/index.html +++ b/511-interactive-scatterplot-with-plotly/index.html @@ -217,6 +217,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/512-line-chart-seaborn/index.html b/512-line-chart-seaborn/index.html index 948260f3f5..ba3a8d4520 100644 --- a/512-line-chart-seaborn/index.html +++ b/512-line-chart-seaborn/index.html @@ -139,6 +139,6 @@

Change the color

- \ No newline at end of file + \ No newline at end of file diff --git a/513-add-logo-matplotlib/index.html b/513-add-logo-matplotlib/index.html index fa1a426d79..689de6deb2 100644 --- a/513-add-logo-matplotlib/index.html +++ b/513-add-logo-matplotlib/index.html @@ -101,6 +101,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/514-interactive-line-chart-plotly/index.html b/514-interactive-line-chart-plotly/index.html index 34d17f66f8..3a9a89c295 100644 --- a/514-interactive-line-chart-plotly/index.html +++ b/514-interactive-line-chart-plotly/index.html @@ -219,6 +219,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/515-intro-pca-graph-python/index.html b/515-intro-pca-graph-python/index.html index c3f0d0cccf..b11305d80a 100644 --- a/515-intro-pca-graph-python/index.html +++ b/515-intro-pca-graph-python/index.html @@ -150,6 +150,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/516-line-chart-with-annotations/index.html b/516-line-chart-with-annotations/index.html index 2eefe13bd4..643b1b0719 100644 --- a/516-line-chart-with-annotations/index.html +++ b/516-line-chart-with-annotations/index.html @@ -115,6 +115,6 @@

Annotations

- \ No newline at end of file + \ No newline at end of file diff --git a/52-custom-seaborn-violinplot/index.html b/52-custom-seaborn-violinplot/index.html index 1a7091737d..6b1cc52e10 100644 --- a/52-custom-seaborn-violinplot/index.html +++ b/52-custom-seaborn-violinplot/index.html @@ -38,6 +38,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/520-interactive-barplot-with-plotly/index.html b/520-interactive-barplot-with-plotly/index.html index 2cbd6b1570..fd32b0ae2e 100644 --- a/520-interactive-barplot-with-plotly/index.html +++ b/520-interactive-barplot-with-plotly/index.html @@ -91,6 +91,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/520-the-two-plotly-apis/index.html b/520-the-two-plotly-apis/index.html index 71b80a9cfc..648800a0ef 100644 --- a/520-the-two-plotly-apis/index.html +++ b/520-the-two-plotly-apis/index.html @@ -83,6 +83,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/522-plotly-customize-title/index.html b/522-plotly-customize-title/index.html index e79410dbb3..282a21a2ec 100644 --- a/522-plotly-customize-title/index.html +++ b/522-plotly-customize-title/index.html @@ -93,6 +93,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/523-plotly-add-annotation/index.html b/523-plotly-add-annotation/index.html index a6c2aab93e..f12cee3233 100644 --- a/523-plotly-add-annotation/index.html +++ b/523-plotly-add-annotation/index.html @@ -184,6 +184,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/524-area-chart-over-flexible-baseline/index.html b/524-area-chart-over-flexible-baseline/index.html index 0d04c1252a..66d7562cd3 100644 --- a/524-area-chart-over-flexible-baseline/index.html +++ b/524-area-chart-over-flexible-baseline/index.html @@ -1520,6 +1520,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/525-line-chart-log-transform/index.html b/525-line-chart-log-transform/index.html index a41a52754e..49da191dde 100644 --- a/525-line-chart-log-transform/index.html +++ b/525-line-chart-log-transform/index.html @@ -83,6 +83,6 @@

Log transform

- \ No newline at end of file + \ No newline at end of file diff --git a/527-introduction-to-histogram-with-pandas/index.html b/527-introduction-to-histogram-with-pandas/index.html index eb6f765d50..db9e129e88 100644 --- a/527-introduction-to-histogram-with-pandas/index.html +++ b/527-introduction-to-histogram-with-pandas/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/528-customizing-histogram-with-pandas/index.html b/528-customizing-histogram-with-pandas/index.html index 2d4feb09e3..1738f06bbb 100644 --- a/528-customizing-histogram-with-pandas/index.html +++ b/528-customizing-histogram-with-pandas/index.html @@ -75,6 +75,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/529-multi-group-histogram-pandas/index.html b/529-multi-group-histogram-pandas/index.html index ab3ee2b7d4..1808044c56 100644 --- a/529-multi-group-histogram-pandas/index.html +++ b/529-multi-group-histogram-pandas/index.html @@ -138,6 +138,6 @@

Create the dataset

- \ No newline at end of file + \ No newline at end of file diff --git a/53-control-color-of-seaborn-violinplot/index.html b/53-control-color-of-seaborn-violinplot/index.html index a6b3db14c5..98413f5727 100644 --- a/53-control-color-of-seaborn-violinplot/index.html +++ b/53-control-color-of-seaborn-violinplot/index.html @@ -66,6 +66,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/530-introduction-to-linechart-with-pandas/index.html b/530-introduction-to-linechart-with-pandas/index.html index 6bf3c50ce3..1bb74d55bb 100644 --- a/530-introduction-to-linechart-with-pandas/index.html +++ b/530-introduction-to-linechart-with-pandas/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/531-customizing-linecharts-with-pandas/index.html b/531-customizing-linecharts-with-pandas/index.html index 6716888ad5..f9d958aef1 100644 --- a/531-customizing-linecharts-with-pandas/index.html +++ b/531-customizing-linecharts-with-pandas/index.html @@ -97,6 +97,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/532-customizing-circular-barplot-in-matplotlib/index.html b/532-customizing-circular-barplot-in-matplotlib/index.html index e59042412c..493bb21427 100644 --- a/532-customizing-circular-barplot-in-matplotlib/index.html +++ b/532-customizing-circular-barplot-in-matplotlib/index.html @@ -348,6 +348,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/532-linecharts-mutliple-groups-with-pandas/index.html b/532-linecharts-mutliple-groups-with-pandas/index.html index d1d54696c0..3e768e9a02 100644 --- a/532-linecharts-mutliple-groups-with-pandas/index.html +++ b/532-linecharts-mutliple-groups-with-pandas/index.html @@ -109,6 +109,6 @@

Dataset

- \ No newline at end of file + \ No newline at end of file diff --git a/533-introduction-boxplots-matplotlib/index.html b/533-introduction-boxplots-matplotlib/index.html index 0578c38baf..c42b9b2d7f 100644 --- a/533-introduction-boxplots-matplotlib/index.html +++ b/533-introduction-boxplots-matplotlib/index.html @@ -78,6 +78,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/534-highly-customized-layout/index.html b/534-highly-customized-layout/index.html index 37abfc6e74..1e6487bb81 100644 --- a/534-highly-customized-layout/index.html +++ b/534-highly-customized-layout/index.html @@ -133,6 +133,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/535-introduction-to-scatter-plot-with-pandas/index.html b/535-introduction-to-scatter-plot-with-pandas/index.html index 48ce760ad6..7c79c2f8fc 100644 --- a/535-introduction-to-scatter-plot-with-pandas/index.html +++ b/535-introduction-to-scatter-plot-with-pandas/index.html @@ -38,6 +38,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/536-customizing-scatter-plots-with-pandas/index.html b/536-customizing-scatter-plots-with-pandas/index.html index 5d8c48ba89..d84179f063 100644 --- a/536-customizing-scatter-plots-with-pandas/index.html +++ b/536-customizing-scatter-plots-with-pandas/index.html @@ -78,6 +78,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/537-scatter-plots-grouped-by-color-with-pandas/index.html b/537-scatter-plots-grouped-by-color-with-pandas/index.html index 09cc24df14..498cd853fe 100644 --- a/537-scatter-plots-grouped-by-color-with-pandas/index.html +++ b/537-scatter-plots-grouped-by-color-with-pandas/index.html @@ -93,6 +93,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/538-introduction-to-barplot-with-pandas/index.html b/538-introduction-to-barplot-with-pandas/index.html index 9173af40a9..31d19c2156 100644 --- a/538-introduction-to-barplot-with-pandas/index.html +++ b/538-introduction-to-barplot-with-pandas/index.html @@ -45,6 +45,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/539-customizing-barplot-with-pandas/index.html b/539-customizing-barplot-with-pandas/index.html index 2cf9b00e9b..05e9f0f65c 100644 --- a/539-customizing-barplot-with-pandas/index.html +++ b/539-customizing-barplot-with-pandas/index.html @@ -87,6 +87,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/54-grouped-violinplot/index.html b/54-grouped-violinplot/index.html index 18c876b80b..6f3407ec0a 100644 --- a/54-grouped-violinplot/index.html +++ b/54-grouped-violinplot/index.html @@ -39,6 +39,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/540-barplots-grouped-by-color-with-pandas/index.html b/540-barplots-grouped-by-color-with-pandas/index.html index 87b18378c7..7111dd799e 100644 --- a/540-barplots-grouped-by-color-with-pandas/index.html +++ b/540-barplots-grouped-by-color-with-pandas/index.html @@ -67,6 +67,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/541-waffle-chart-with-additionnal-grouping/index.html b/541-waffle-chart-with-additionnal-grouping/index.html index a7807e51ec..a500a03d50 100644 --- a/541-waffle-chart-with-additionnal-grouping/index.html +++ b/541-waffle-chart-with-additionnal-grouping/index.html @@ -94,6 +94,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/542-custom-boxplots-matplotlib/index.html b/542-custom-boxplots-matplotlib/index.html index dde7c54629..bdc77a9416 100644 --- a/542-custom-boxplots-matplotlib/index.html +++ b/542-custom-boxplots-matplotlib/index.html @@ -120,6 +120,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/543-grouped-boxplots-matplotlib/index.html b/543-grouped-boxplots-matplotlib/index.html index ab872d9a78..ede5c8ec6c 100644 --- a/543-grouped-boxplots-matplotlib/index.html +++ b/543-grouped-boxplots-matplotlib/index.html @@ -105,6 +105,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/547-stacked-barplots-with-pandas/index.html b/547-stacked-barplots-with-pandas/index.html index d8c313198c..d8fb99b1cc 100644 --- a/547-stacked-barplots-with-pandas/index.html +++ b/547-stacked-barplots-with-pandas/index.html @@ -62,6 +62,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/548-intro-candle-stick-matplotlib/index.html b/548-intro-candle-stick-matplotlib/index.html index c5f2aa404f..c789010e24 100644 --- a/548-intro-candle-stick-matplotlib/index.html +++ b/548-intro-candle-stick-matplotlib/index.html @@ -49,6 +49,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/549-candle-stick-with-moving-average/index.html b/549-candle-stick-with-moving-average/index.html index 5dcacfe756..2bf51fc248 100644 --- a/549-candle-stick-with-moving-average/index.html +++ b/549-candle-stick-with-moving-average/index.html @@ -61,6 +61,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/55-control-order-of-groups-in-violinplot-seaborn/index.html b/55-control-order-of-groups-in-violinplot-seaborn/index.html index 48a58e41b2..293d232b53 100644 --- a/55-control-order-of-groups-in-violinplot-seaborn/index.html +++ b/55-control-order-of-groups-in-violinplot-seaborn/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/550-intro-table-with-pandas/index.html b/550-intro-table-with-pandas/index.html index 3cf42fe062..4a3cb6339d 100644 --- a/550-intro-table-with-pandas/index.html +++ b/550-intro-table-with-pandas/index.html @@ -462,6 +462,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/551-student-t-test-visualization/index.html b/551-student-t-test-visualization/index.html index 53b19dfd7f..5e26703ae6 100644 --- a/551-student-t-test-visualization/index.html +++ b/551-student-t-test-visualization/index.html @@ -135,6 +135,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/552-table-combined-with-plot/index.html b/552-table-combined-with-plot/index.html index 234b4034e8..494e5c43f3 100644 --- a/552-table-combined-with-plot/index.html +++ b/552-table-combined-with-plot/index.html @@ -121,6 +121,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/553-intro-candle-stick-plotly/index.html b/553-intro-candle-stick-plotly/index.html index e4ade423b3..95c8c705d0 100644 --- a/553-intro-candle-stick-plotly/index.html +++ b/553-intro-candle-stick-plotly/index.html @@ -106,6 +106,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/554-custom-candle-stick-plotly/index.html b/554-custom-candle-stick-plotly/index.html index 2789ef1b9b..2e82f4872d 100644 --- a/554-custom-candle-stick-plotly/index.html +++ b/554-custom-candle-stick-plotly/index.html @@ -141,6 +141,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/555-candle-stick-with-moving-average-plotly/index.html b/555-candle-stick-with-moving-average-plotly/index.html index 633c4c5991..7e07dbdeeb 100644 --- a/555-candle-stick-with-moving-average-plotly/index.html +++ b/555-candle-stick-with-moving-average-plotly/index.html @@ -186,6 +186,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/556-visualize-linear-regression/index.html b/556-visualize-linear-regression/index.html index 7a06dc04ad..317e12ad47 100644 --- a/556-visualize-linear-regression/index.html +++ b/556-visualize-linear-regression/index.html @@ -154,6 +154,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/557-anova-visualization-with-matplotlib/index.html b/557-anova-visualization-with-matplotlib/index.html index 8f7ab1bc00..e468b06f30 100644 --- a/557-anova-visualization-with-matplotlib/index.html +++ b/557-anova-visualization-with-matplotlib/index.html @@ -197,6 +197,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/558-waffle-bar-chart/index.html b/558-waffle-bar-chart/index.html index 443c09ba6b..00736cc573 100644 --- a/558-waffle-bar-chart/index.html +++ b/558-waffle-bar-chart/index.html @@ -136,6 +136,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/560-introduction-plottable/index.html b/560-introduction-plottable/index.html index 2401042222..2d1b5602c7 100644 --- a/560-introduction-plottable/index.html +++ b/560-introduction-plottable/index.html @@ -95,6 +95,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/561-control-colors-in-plottable/index.html b/561-control-colors-in-plottable/index.html index e093816a78..a7f0baae94 100644 --- a/561-control-colors-in-plottable/index.html +++ b/561-control-colors-in-plottable/index.html @@ -104,6 +104,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/562-add-images-in-plottable/index.html b/562-add-images-in-plottable/index.html index fced9a6daf..0370c9c86e 100644 --- a/562-add-images-in-plottable/index.html +++ b/562-add-images-in-plottable/index.html @@ -79,6 +79,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/563-graph-in-plottable/index.html b/563-graph-in-plottable/index.html index 823ef000a5..ac2785c625 100644 --- a/563-graph-in-plottable/index.html +++ b/563-graph-in-plottable/index.html @@ -136,6 +136,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/564-publication-ready-table-with-plottable/index.html b/564-publication-ready-table-with-plottable/index.html index dc217db8da..2a54b991a9 100644 --- a/564-publication-ready-table-with-plottable/index.html +++ b/564-publication-ready-table-with-plottable/index.html @@ -296,6 +296,6 @@

Libraries

- \ No newline at end of file + \ No newline at end of file diff --git a/565-arc-diagram-with-arcplot/index.html b/565-arc-diagram-with-arcplot/index.html index 1ec132800e..2406332aff 100644 --- a/565-arc-diagram-with-arcplot/index.html +++ b/565-arc-diagram-with-arcplot/index.html @@ -181,6 +181,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/58-show-number-of-observation-on-violinplot/index.html b/58-show-number-of-observation-on-violinplot/index.html index e1d2b80c9a..d767755df3 100644 --- a/58-show-number-of-observation-on-violinplot/index.html +++ b/58-show-number-of-observation-on-violinplot/index.html @@ -49,6 +49,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/6-change-bars-texture/index.html b/6-change-bars-texture/index.html index 418a8ca61e..6c2e406782 100644 --- a/6-change-bars-texture/index.html +++ b/6-change-bars-texture/index.html @@ -56,6 +56,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/7-custom-barplot-layout/index.html b/7-custom-barplot-layout/index.html index 1925a956f1..7e5fa7ee4f 100644 --- a/7-custom-barplot-layout/index.html +++ b/7-custom-barplot-layout/index.html @@ -81,6 +81,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/70-basic-density-plot-with-seaborn/index.html b/70-basic-density-plot-with-seaborn/index.html index 3a50abff10..906c880d33 100644 --- a/70-basic-density-plot-with-seaborn/index.html +++ b/70-basic-density-plot-with-seaborn/index.html @@ -26,6 +26,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/71-density-plot-with-shade-seaborn/index.html b/71-density-plot-with-shade-seaborn/index.html index 5ebfd1ccde..e58d37b975 100644 --- a/71-density-plot-with-shade-seaborn/index.html +++ b/71-density-plot-with-shade-seaborn/index.html @@ -26,6 +26,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/72-horizontal-density-plot/index.html b/72-horizontal-density-plot/index.html index 0d4ce879af..b516b2e867 100644 --- a/72-horizontal-density-plot/index.html +++ b/72-horizontal-density-plot/index.html @@ -24,6 +24,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/73-control-bandwidth-of-seaborn-density-plot/index.html b/73-control-bandwidth-of-seaborn-density-plot/index.html index e75f1d0bc9..1d79b2b577 100644 --- a/73-control-bandwidth-of-seaborn-density-plot/index.html +++ b/73-control-bandwidth-of-seaborn-density-plot/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/74-density-plot-of-several-variables/index.html b/74-density-plot-of-several-variables/index.html index 280810f827..64025d18b6 100644 --- a/74-density-plot-of-several-variables/index.html +++ b/74-density-plot-of-several-variables/index.html @@ -26,6 +26,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/8-add-confidence-interval-on-barplot/index.html b/8-add-confidence-interval-on-barplot/index.html index 6ce28e83d7..f859a0b490 100644 --- a/8-add-confidence-interval-on-barplot/index.html +++ b/8-add-confidence-interval-on-barplot/index.html @@ -52,6 +52,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/80-contour-plot-with-seaborn/index.html b/80-contour-plot-with-seaborn/index.html index 343db83baa..457fed01fe 100644 --- a/80-contour-plot-with-seaborn/index.html +++ b/80-contour-plot-with-seaborn/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/82-marginal-plot-with-seaborn/index.html b/82-marginal-plot-with-seaborn/index.html index 2dffd72098..819eb9090e 100644 --- a/82-marginal-plot-with-seaborn/index.html +++ b/82-marginal-plot-with-seaborn/index.html @@ -73,6 +73,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/83-basic-2d-histograms-with-matplotlib/index.html b/83-basic-2d-histograms-with-matplotlib/index.html index 831932ec51..2f7d7aaf64 100644 --- a/83-basic-2d-histograms-with-matplotlib/index.html +++ b/83-basic-2d-histograms-with-matplotlib/index.html @@ -53,6 +53,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/84-hexbin-plot-with-matplotlib/index.html b/84-hexbin-plot-with-matplotlib/index.html index 0a30a2fc9d..dec632acf0 100644 --- a/84-hexbin-plot-with-matplotlib/index.html +++ b/84-hexbin-plot-with-matplotlib/index.html @@ -56,6 +56,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/85-density-plot-with-matplotlib/index.html b/85-density-plot-with-matplotlib/index.html index bb23b09eca..e7442222f3 100644 --- a/85-density-plot-with-matplotlib/index.html +++ b/85-density-plot-with-matplotlib/index.html @@ -43,6 +43,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/86-avoid-overlapping-in-scatterplot-with-2d-density/index.html b/86-avoid-overlapping-in-scatterplot-with-2d-density/index.html index 6e72a25318..33087b5aaf 100644 --- a/86-avoid-overlapping-in-scatterplot-with-2d-density/index.html +++ b/86-avoid-overlapping-in-scatterplot-with-2d-density/index.html @@ -60,6 +60,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/90-heatmaps-with-various-input-format/index.html b/90-heatmaps-with-various-input-format/index.html index 7c3188d2a2..1e11958b9d 100644 --- a/90-heatmaps-with-various-input-format/index.html +++ b/90-heatmaps-with-various-input-format/index.html @@ -80,6 +80,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/91-customize-seaborn-heatmap/index.html b/91-customize-seaborn-heatmap/index.html index 7b1833b3d5..254cf0ce46 100644 --- a/91-customize-seaborn-heatmap/index.html +++ b/91-customize-seaborn-heatmap/index.html @@ -70,6 +70,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/92-control-color-in-seaborn-heatmaps/index.html b/92-control-color-in-seaborn-heatmaps/index.html index 34d3eed631..a3636d87de 100644 --- a/92-control-color-in-seaborn-heatmaps/index.html +++ b/92-control-color-in-seaborn-heatmaps/index.html @@ -90,6 +90,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/94-use-normalization-on-seaborn-heatmap/index.html b/94-use-normalization-on-seaborn-heatmap/index.html index 39b86ea600..d759df9c48 100644 --- a/94-use-normalization-on-seaborn-heatmap/index.html +++ b/94-use-normalization-on-seaborn-heatmap/index.html @@ -56,6 +56,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/_gatsby/slices/_gatsby-scripts-1.html b/_gatsby/slices/_gatsby-scripts-1.html index fbe8829571..aad8eb2f5a 100644 --- a/_gatsby/slices/_gatsby-scripts-1.html +++ b/_gatsby/slices/_gatsby-scripts-1.html @@ -2,6 +2,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/about/index.html b/about/index.html index 60c83fde82..8208459be9 100644 --- a/about/index.html +++ b/about/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/all-charts/index.html b/all-charts/index.html index 3be029f5f3..1b7fba8b71 100644 --- a/all-charts/index.html +++ b/all-charts/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/animation/index.html b/animation/index.html index 4b9892a754..cfffc8ffa6 100644 --- a/animation/index.html +++ b/animation/index.html @@ -20,6 +20,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/arc-diagram/index.html b/arc-diagram/index.html index db1be70358..4abd006c79 100644 --- a/arc-diagram/index.html +++ b/arc-diagram/index.html @@ -2,7 +2,7 @@ * Bootstrap v5.3.0 (https://getbootstrap.com/) * Copyright 2011-2023 The Bootstrap Authors * Licensed under MIT (https://github.com/twbs/bootstrap/blob/main/LICENSE) - */:root,[data-bs-theme=light]{--bs-blue:#0d6efd;--bs-indigo:#6610f2;--bs-purple:#6f42c1;--bs-pink:#d63384;--bs-red:#dc3545;--bs-orange:#fd7e14;--bs-yellow:#ffc107;--bs-green:#198754;--bs-teal:#20c997;--bs-cyan:#0dcaf0;--bs-black:#000;--bs-white:#fff;--bs-gray:#6c757d;--bs-gray-dark:#343a40;--bs-gray-100:#f8f9fa;--bs-gray-200:#e9ecef;--bs-gray-300:#dee2e6;--bs-gray-400:#ced4da;--bs-gray-500:#adb5bd;--bs-gray-600:#6c757d;--bs-gray-700:#495057;--bs-gray-800:#343a40;--bs-gray-900:#212529;--bs-primary:#0d6efd;--bs-secondary:#6c757d;--bs-success:#198754;--bs-info:#0dcaf0;--bs-warning:#ffc107;--bs-danger:#dc3545;--bs-light:#f8f9fa;--bs-dark:#212529;--bs-primary-rgb:13,110,253;--bs-secondary-rgb:108,117,125;--bs-success-rgb:25,135,84;--bs-info-rgb:13,202,240;--bs-warning-rgb:255,193,7;--bs-danger-rgb:220,53,69;--bs-light-rgb:248,249,250;--bs-dark-rgb:33,37,41;--bs-primary-text-emphasis:#052c65;--bs-secondary-text-emphasis:#2b2f32;--bs-success-text-emphasis:#0a3622;--bs-info-text-emphasis:#055160;--bs-warning-text-emphasis:#664d03;--bs-danger-text-emphasis:#58151c;--bs-light-text-emphasis:#495057;--bs-dark-text-emphasis:#495057;--bs-primary-bg-subtle:#cfe2ff;--bs-secondary-bg-subtle:#e2e3e5;--bs-success-bg-subtle:#d1e7dd;--bs-info-bg-subtle:#cff4fc;--bs-warning-bg-subtle:#fff3cd;--bs-danger-bg-subtle:#f8d7da;--bs-light-bg-subtle:#fcfcfd;--bs-dark-bg-subtle:#ced4da;--bs-primary-border-subtle:#9ec5fe;--bs-secondary-border-subtle:#c4c8cb;--bs-success-border-subtle:#a3cfbb;--bs-info-border-subtle:#9eeaf9;--bs-warning-border-subtle:#ffe69c;--bs-danger-border-subtle:#f1aeb5;--bs-light-border-subtle:#e9ecef;--bs-dark-border-subtle:#adb5bd;--bs-white-rgb:255,255,255;--bs-black-rgb:0,0,0;--bs-font-sans-serif:system-ui,-apple-system,"Segoe UI",Roboto,"Helvetica Neue","Noto Sans","Liberation Sans",Arial,sans-serif,"Apple Color Emoji","Segoe UI Emoji","Segoe UI Symbol","Noto Color Emoji";--bs-font-monospace:SFMono-Regular,Menlo,Monaco,Consolas,"Liberation Mono","Courier New",monospace;--bs-gradient:linear-gradient(180deg,hsla(0,0%,100%,.15),hsla(0,0%,100%,0));--bs-body-font-family:var(--bs-font-sans-serif);--bs-body-font-size:1rem;--bs-body-font-weight:400;--bs-body-line-height:1.5;--bs-body-color:#212529;--bs-body-color-rgb:33,37,41;--bs-body-bg:#fff;--bs-body-bg-rgb:255,255,255;--bs-emphasis-color:#000;--bs-emphasis-color-rgb:0,0,0;--bs-secondary-color:rgba(33,37,41,.75);--bs-secondary-color-rgb:33,37,41;--bs-secondary-bg:#e9ecef;--bs-secondary-bg-rgb:233,236,239;--bs-tertiary-color:rgba(33,37,41,.5);--bs-tertiary-color-rgb:33,37,41;--bs-tertiary-bg:#f8f9fa;--bs-tertiary-bg-rgb:248,249,250;--bs-heading-color:inherit;--bs-link-color:#0d6efd;--bs-link-color-rgb:13,110,253;--bs-link-decoration:underline;--bs-link-hover-color:#0a58ca;--bs-link-hover-color-rgb:10,88,202;--bs-code-color:#d63384;--bs-highlight-bg:#fff3cd;--bs-border-width:1px;--bs-border-style:solid;--bs-border-color:#dee2e6;--bs-border-color-translucent:rgba(0,0,0,.175);--bs-border-radius:0.375rem;--bs-border-radius-sm:0.25rem;--bs-border-radius-lg:0.5rem;--bs-border-radius-xl:1rem;--bs-border-radius-xxl:2rem;--bs-border-radius-2xl:var(--bs-border-radius-xxl);--bs-border-radius-pill:50rem;--bs-box-shadow:0 0.5rem 1rem rgba(0,0,0,.15);--bs-box-shadow-sm:0 0.125rem 0.25rem rgba(0,0,0,.075);--bs-box-shadow-lg:0 1rem 3rem rgba(0,0,0,.175);--bs-box-shadow-inset:inset 0 1px 2px rgba(0,0,0,.075);--bs-focus-ring-width:0.25rem;--bs-focus-ring-opacity:0.25;--bs-focus-ring-color:rgba(13,110,253,.25);--bs-form-valid-color:#198754;--bs-form-valid-border-color:#198754;--bs-form-invalid-color:#dc3545;--bs-form-invalid-border-color:#dc3545}[data-bs-theme=dark]{--bs-body-color:#adb5bd;--bs-body-color-rgb:173,181,189;--bs-body-bg:#212529;--bs-body-bg-rgb:33,37,41;--bs-emphasis-color:#fff;--bs-emphasis-color-rgb:255,255,255;--bs-secondary-color:rgba(173,181,189,.75);--bs-secondary-color-rgb:173,181,189;--bs-secondary-bg:#343a40;--bs-secondary-bg-rgb:52,58,64;--bs-tertiary-color:rgba(173,181,189,.5);--bs-tertiary-color-rgb:173,181,189;--bs-tertiary-bg:#2b3035;--bs-tertiary-bg-rgb:43,48,53;--bs-primary-text-emphasis:#6ea8fe;--bs-secondary-text-emphasis:#a7acb1;--bs-success-text-emphasis:#75b798;--bs-info-text-emphasis:#6edff6;--bs-warning-text-emphasis:#ffda6a;--bs-danger-text-emphasis:#ea868f;--bs-light-text-emphasis:#f8f9fa;--bs-dark-text-emphasis:#dee2e6;--bs-primary-bg-subtle:#031633;--bs-secondary-bg-subtle:#161719;--bs-success-bg-subtle:#051b11;--bs-info-bg-subtle:#032830;--bs-warning-bg-subtle:#332701;--bs-danger-bg-subtle:#2c0b0e;--bs-light-bg-subtle:#343a40;--bs-dark-bg-subtle:#1a1d20;--bs-primary-border-subtle:#084298;--bs-secondary-border-subtle:#41464b;--bs-success-border-subtle:#0f5132;--bs-info-border-subtle:#087990;--bs-warning-border-subtle:#997404;--bs-danger-border-subtle:#842029;--bs-light-border-subtle:#495057;--bs-dark-border-subtle:#343a40;--bs-heading-color:inherit;--bs-link-color:#6ea8fe;--bs-link-hover-color:#8bb9fe;--bs-link-color-rgb:110,168,254;--bs-link-hover-color-rgb:139,185,254;--bs-code-color:#e685b5;--bs-border-color:#495057;--bs-border-color-translucent:hsla(0,0%,100%,.15);--bs-form-valid-color:#75b798;--bs-form-valid-border-color:#75b798;--bs-form-invalid-color:#ea868f;--bs-form-invalid-border-color:#ea868f;color-scheme:dark}*,:after,:before{box-sizing:border-box}@media (prefers-reduced-motion:no-preference){:root{scroll-behavior:smooth}}body{-webkit-text-size-adjust:100%;-webkit-tap-highlight-color:transparent;background-color:var(--bs-body-bg);color:var(--bs-body-color);font-family:var(--bs-body-font-family);font-size:var(--bs-body-font-size);font-weight:var(--bs-body-font-weight);line-height:var(--bs-body-line-height);margin:0;text-align:var(--bs-body-text-align)}hr{border:0;border-top:var(--bs-border-width) solid;color:inherit;margin:1rem 0;opacity:.25}.h1,.h2,.h3,.h4,.h5,.h6,h1,h2,h3,h4,h5,h6{color:var(--bs-heading-color);font-weight:500;line-height:1.2;margin-bottom:.5rem;margin-top:0}.h1,h1{font-size:calc(1.375rem + 1.5vw)}@media (min-width:1200px){.h1,h1{font-size:2.5rem}}.h2,h2{font-size:calc(1.325rem + .9vw)}@media (min-width:1200px){.h2,h2{font-size:2rem}}.h3,h3{font-size:calc(1.3rem + .6vw)}@media (min-width:1200px){.h3,h3{font-size:1.75rem}}.h4,h4{font-size:calc(1.275rem + .3vw)}@media (min-width:1200px){.h4,h4{font-size:1.5rem}}.h5,h5{font-size:1.25rem}.h6,h6{font-size:1rem}p{margin-bottom:1rem;margin-top:0}abbr[title]{cursor:help;-webkit-text-decoration:underline dotted;text-decoration:underline dotted;-webkit-text-decoration-skip-ink:none;text-decoration-skip-ink:none}address{font-style:normal;line-height:inherit;margin-bottom:1rem}ol,ul{padding-left:2rem}dl,ol,ul{margin-bottom:1rem;margin-top:0}ol ol,ol ul,ul ol,ul ul{margin-bottom:0}dt{font-weight:700}dd{margin-bottom:.5rem;margin-left:0}blockquote{margin:0 0 1rem}b,strong{font-weight:bolder}.small,small{font-size:.875em}.mark,mark{background-color:var(--bs-highlight-bg);padding:.1875em}sub,sup{font-size:.75em;line-height:0;position:relative;vertical-align:baseline}sub{bottom:-.25em}sup{top:-.5em}a{color:rgba(var(--bs-link-color-rgb),var(--bs-link-opacity,1))}a:hover{--bs-link-color-rgb:var(--bs-link-hover-color-rgb)}a:not([href]):not([class]),a:not([href]):not([class]):hover{color:inherit;text-decoration:none}code,kbd,pre,samp{font-family:var(--bs-font-monospace);font-size:1em}pre{display:block;font-size:.875em;margin-bottom:1rem;margin-top:0;overflow:auto}pre code{color:inherit;font-size:inherit;word-break:normal}code{word-wrap:break-word;color:var(--bs-code-color);font-size:.875em}a>code{color:inherit}kbd{background-color:var(--bs-body-color);border-radius:.25rem;color:var(--bs-body-bg);font-size:.875em;padding:.1875rem .375rem}kbd kbd{font-size:1em;padding:0}figure{margin:0 0 1rem}img,svg{vertical-align:middle}table{border-collapse:collapse;caption-side:bottom}caption{color:var(--bs-secondary-color);padding-bottom:.5rem;padding-top:.5rem;text-align:left}th{text-align:inherit;text-align:-webkit-match-parent}tbody,td,tfoot,th,thead,tr{border:0 solid;border-color:inherit}label{display:inline-block}button{border-radius:0}button:focus:not(:focus-visible){outline:0}button,input,optgroup,select,textarea{font-family:inherit;font-size:inherit;line-height:inherit;margin:0}button,select{text-transform:none}[role=button]{cursor:pointer}select{word-wrap:normal}select:disabled{opacity:1}[list]:not([type=date]):not([type=datetime-local]):not([type=month]):not([type=week]):not([type=time])::-webkit-calendar-picker-indicator{display:none!important}[type=button],[type=reset],[type=submit],button{-webkit-appearance:button}[type=button]:not(:disabled),[type=reset]:not(:disabled),[type=submit]:not(:disabled),button:not(:disabled){cursor:pointer}::-moz-focus-inner{border-style:none;padding:0}textarea{resize:vertical}fieldset{border:0;margin:0;min-width:0;padding:0}legend{float:left;font-size:calc(1.275rem + .3vw);line-height:inherit;margin-bottom:.5rem;padding:0;width:100%}@media (min-width:1200px){legend{font-size:1.5rem}}legend+*{clear:left}::-webkit-datetime-edit-day-field,::-webkit-datetime-edit-fields-wrapper,::-webkit-datetime-edit-hour-field,::-webkit-datetime-edit-minute,::-webkit-datetime-edit-month-field,::-webkit-datetime-edit-text,::-webkit-datetime-edit-year-field{padding:0}::-webkit-inner-spin-button{height:auto}[type=search]{-webkit-appearance:textfield;outline-offset:-2px}::-webkit-search-decoration{-webkit-appearance:none}::-webkit-color-swatch-wrapper{padding:0}::-webkit-file-upload-button{-webkit-appearance:button;font:inherit}::file-selector-button{-webkit-appearance:button;font:inherit}output{display:inline-block}iframe{border:0}summary{cursor:pointer;display:list-item}progress{vertical-align:baseline}[hidden]{display:none!important}.lead{font-size:1.25rem;font-weight:300}.display-1{font-size:calc(1.625rem + 4.5vw);font-weight:300;line-height:1.2}@media (min-width:1200px){.display-1{font-size:5rem}}.display-2{font-size:calc(1.575rem + 3.9vw);font-weight:300;line-height:1.2}@media (min-width:1200px){.display-2{font-size:4.5rem}}.display-3{font-size:calc(1.525rem + 3.3vw);font-weight:300;line-height:1.2}@media (min-width:1200px){.display-3{font-size:4rem}}.display-4{font-size:calc(1.475rem + 2.7vw);font-weight:300;line-height:1.2}@media (min-width:1200px){.display-4{font-size:3.5rem}}.display-5{font-size:calc(1.425rem + 2.1vw);font-weight:300;line-height:1.2}@media (min-width:1200px){.display-5{font-size:3rem}}.display-6{font-size:calc(1.375rem + 1.5vw);font-weight:300;line-height:1.2}@media (min-width:1200px){.display-6{font-size:2.5rem}}.list-inline,.list-unstyled{list-style:none;padding-left:0}.list-inline-item{display:inline-block}.list-inline-item:not(:last-child){margin-right:.5rem}.initialism{font-size:.875em;text-transform:uppercase}.blockquote{font-size:1.25rem;margin-bottom:1rem}.blockquote>:last-child{margin-bottom:0}.blockquote-footer{color:#6c757d;font-size:.875em;margin-bottom:1rem;margin-top:-1rem}.blockquote-footer:before{content:"— "}.img-fluid,.img-thumbnail{height:auto;max-width:100%}.img-thumbnail{background-color:var(--bs-body-bg);border:var(--bs-border-width) solid var(--bs-border-color);border-radius:var(--bs-border-radius);padding:.25rem}.figure{display:inline-block}.figure-img{line-height:1;margin-bottom:.5rem}.figure-caption{color:var(--bs-secondary-color);font-size:.875em}.container,.container-fluid,.container-lg,.container-md,.container-sm,.container-xl,.container-xxl{--bs-gutter-x:1.5rem;--bs-gutter-y:0;margin-left:auto;margin-right:auto;padding-left:calc(var(--bs-gutter-x)*.5);padding-right:calc(var(--bs-gutter-x)*.5);width:100%}@media (min-width:576px){.container,.container-sm{max-width:540px}}@media (min-width:768px){.container,.container-md,.container-sm{max-width:720px}}@media (min-width:992px){.container,.container-lg,.container-md,.container-sm{max-width:960px}}@media (min-width:1200px){.container,.container-lg,.container-md,.container-sm,.container-xl{max-width:1140px}}@media (min-width:1400px){.container,.container-lg,.container-md,.container-sm,.container-xl,.container-xxl{max-width:1320px}}:root{--bs-breakpoint-xs:0;--bs-breakpoint-sm:576px;--bs-breakpoint-md:768px;--bs-breakpoint-lg:992px;--bs-breakpoint-xl:1200px;--bs-breakpoint-xxl:1400px}.row{--bs-gutter-x:1.5rem;--bs-gutter-y:0;display:flex;flex-wrap:wrap;margin-left:calc(var(--bs-gutter-x)*-.5);margin-right:calc(var(--bs-gutter-x)*-.5);margin-top:calc(var(--bs-gutter-y)*-1)}.row>*{flex-shrink:0;margin-top:var(--bs-gutter-y);max-width:100%;padding-left:calc(var(--bs-gutter-x)*.5);padding-right:calc(var(--bs-gutter-x)*.5);width:100%}.col{flex:1 0}.row-cols-auto>*{flex:0 0 auto;width:auto}.row-cols-1>*{flex:0 0 auto;width:100%}.row-cols-2>*{flex:0 0 auto;width:50%}.row-cols-3>*{flex:0 0 auto;width:33.3333333333%}.row-cols-4>*{flex:0 0 auto;width:25%}.row-cols-5>*{flex:0 0 auto;width:20%}.row-cols-6>*{flex:0 0 auto;width:16.6666666667%}.col-auto{flex:0 0 auto;width:auto}.col-1{flex:0 0 auto;width:8.33333333%}.col-2{flex:0 0 auto;width:16.66666667%}.col-3{flex:0 0 auto;width:25%}.col-4{flex:0 0 auto;width:33.33333333%}.col-5{flex:0 0 auto;width:41.66666667%}.col-6{flex:0 0 auto;width:50%}.col-7{flex:0 0 auto;width:58.33333333%}.col-8{flex:0 0 auto;width:66.66666667%}.col-9{flex:0 0 auto;width:75%}.col-10{flex:0 0 auto;width:83.33333333%}.col-11{flex:0 0 auto;width:91.66666667%}.col-12{flex:0 0 auto;width:100%}.offset-1{margin-left:8.33333333%}.offset-2{margin-left:16.66666667%}.offset-3{margin-left:25%}.offset-4{margin-left:33.33333333%}.offset-5{margin-left:41.66666667%}.offset-6{margin-left:50%}.offset-7{margin-left:58.33333333%}.offset-8{margin-left:66.66666667%}.offset-9{margin-left:75%}.offset-10{margin-left:83.33333333%}.offset-11{margin-left:91.66666667%}.g-0,.gx-0{--bs-gutter-x:0}.g-0,.gy-0{--bs-gutter-y:0}.g-1,.gx-1{--bs-gutter-x:0.25rem}.g-1,.gy-1{--bs-gutter-y:0.25rem}.g-2,.gx-2{--bs-gutter-x:0.5rem}.g-2,.gy-2{--bs-gutter-y:0.5rem}.g-3,.gx-3{--bs-gutter-x:1rem}.g-3,.gy-3{--bs-gutter-y:1rem}.g-4,.gx-4{--bs-gutter-x:1.5rem}.g-4,.gy-4{--bs-gutter-y:1.5rem}.g-5,.gx-5{--bs-gutter-x:3rem}.g-5,.gy-5{--bs-gutter-y:3rem}@media (min-width:576px){.col-sm{flex:1 0}.row-cols-sm-auto>*{flex:0 0 auto;width:auto}.row-cols-sm-1>*{flex:0 0 auto;width:100%}.row-cols-sm-2>*{flex:0 0 auto;width:50%}.row-cols-sm-3>*{flex:0 0 auto;width:33.3333333333%}.row-cols-sm-4>*{flex:0 0 auto;width:25%}.row-cols-sm-5>*{flex:0 0 auto;width:20%}.row-cols-sm-6>*{flex:0 0 auto;width:16.6666666667%}.col-sm-auto{flex:0 0 auto;width:auto}.col-sm-1{flex:0 0 auto;width:8.33333333%}.col-sm-2{flex:0 0 auto;width:16.66666667%}.col-sm-3{flex:0 0 auto;width:25%}.col-sm-4{flex:0 0 auto;width:33.33333333%}.col-sm-5{flex:0 0 auto;width:41.66666667%}.col-sm-6{flex:0 0 auto;width:50%}.col-sm-7{flex:0 0 auto;width:58.33333333%}.col-sm-8{flex:0 0 auto;width:66.66666667%}.col-sm-9{flex:0 0 auto;width:75%}.col-sm-10{flex:0 0 auto;width:83.33333333%}.col-sm-11{flex:0 0 auto;width:91.66666667%}.col-sm-12{flex:0 0 auto;width:100%}.offset-sm-0{margin-left:0}.offset-sm-1{margin-left:8.33333333%}.offset-sm-2{margin-left:16.66666667%}.offset-sm-3{margin-left:25%}.offset-sm-4{margin-left:33.33333333%}.offset-sm-5{margin-left:41.66666667%}.offset-sm-6{margin-left:50%}.offset-sm-7{margin-left:58.33333333%}.offset-sm-8{margin-left:66.66666667%}.offset-sm-9{margin-left:75%}.offset-sm-10{margin-left:83.33333333%}.offset-sm-11{margin-left:91.66666667%}.g-sm-0,.gx-sm-0{--bs-gutter-x:0}.g-sm-0,.gy-sm-0{--bs-gutter-y:0}.g-sm-1,.gx-sm-1{--bs-gutter-x:0.25rem}.g-sm-1,.gy-sm-1{--bs-gutter-y:0.25rem}.g-sm-2,.gx-sm-2{--bs-gutter-x:0.5rem}.g-sm-2,.gy-sm-2{--bs-gutter-y:0.5rem}.g-sm-3,.gx-sm-3{--bs-gutter-x:1rem}.g-sm-3,.gy-sm-3{--bs-gutter-y:1rem}.g-sm-4,.gx-sm-4{--bs-gutter-x:1.5rem}.g-sm-4,.gy-sm-4{--bs-gutter-y:1.5rem}.g-sm-5,.gx-sm-5{--bs-gutter-x:3rem}.g-sm-5,.gy-sm-5{--bs-gutter-y:3rem}}@media (min-width:768px){.col-md{flex:1 0}.row-cols-md-auto>*{flex:0 0 auto;width:auto}.row-cols-md-1>*{flex:0 0 auto;width:100%}.row-cols-md-2>*{flex:0 0 auto;width:50%}.row-cols-md-3>*{flex:0 0 auto;width:33.3333333333%}.row-cols-md-4>*{flex:0 0 auto;width:25%}.row-cols-md-5>*{flex:0 0 auto;width:20%}.row-cols-md-6>*{flex:0 0 auto;width:16.6666666667%}.col-md-auto{flex:0 0 auto;width:auto}.col-md-1{flex:0 0 auto;width:8.33333333%}.col-md-2{flex:0 0 auto;width:16.66666667%}.col-md-3{flex:0 0 auto;width:25%}.col-md-4{flex:0 0 auto;width:33.33333333%}.col-md-5{flex:0 0 auto;width:41.66666667%}.col-md-6{flex:0 0 auto;width:50%}.col-md-7{flex:0 0 auto;width:58.33333333%}.col-md-8{flex:0 0 auto;width:66.66666667%}.col-md-9{flex:0 0 auto;width:75%}.col-md-10{flex:0 0 auto;width:83.33333333%}.col-md-11{flex:0 0 auto;width:91.66666667%}.col-md-12{flex:0 0 auto;width:100%}.offset-md-0{margin-left:0}.offset-md-1{margin-left:8.33333333%}.offset-md-2{margin-left:16.66666667%}.offset-md-3{margin-left:25%}.offset-md-4{margin-left:33.33333333%}.offset-md-5{margin-left:41.66666667%}.offset-md-6{margin-left:50%}.offset-md-7{margin-left:58.33333333%}.offset-md-8{margin-left:66.66666667%}.offset-md-9{margin-left:75%}.offset-md-10{margin-left:83.33333333%}.offset-md-11{margin-left:91.66666667%}.g-md-0,.gx-md-0{--bs-gutter-x:0}.g-md-0,.gy-md-0{--bs-gutter-y:0}.g-md-1,.gx-md-1{--bs-gutter-x:0.25rem}.g-md-1,.gy-md-1{--bs-gutter-y:0.25rem}.g-md-2,.gx-md-2{--bs-gutter-x:0.5rem}.g-md-2,.gy-md-2{--bs-gutter-y:0.5rem}.g-md-3,.gx-md-3{--bs-gutter-x:1rem}.g-md-3,.gy-md-3{--bs-gutter-y:1rem}.g-md-4,.gx-md-4{--bs-gutter-x:1.5rem}.g-md-4,.gy-md-4{--bs-gutter-y:1.5rem}.g-md-5,.gx-md-5{--bs-gutter-x:3rem}.g-md-5,.gy-md-5{--bs-gutter-y:3rem}}@media (min-width:992px){.col-lg{flex:1 0}.row-cols-lg-auto>*{flex:0 0 auto;width:auto}.row-cols-lg-1>*{flex:0 0 auto;width:100%}.row-cols-lg-2>*{flex:0 0 auto;width:50%}.row-cols-lg-3>*{flex:0 0 auto;width:33.3333333333%}.row-cols-lg-4>*{flex:0 0 auto;width:25%}.row-cols-lg-5>*{flex:0 0 auto;width:20%}.row-cols-lg-6>*{flex:0 0 auto;width:16.6666666667%}.col-lg-auto{flex:0 0 auto;width:auto}.col-lg-1{flex:0 0 auto;width:8.33333333%}.col-lg-2{flex:0 0 auto;width:16.66666667%}.col-lg-3{flex:0 0 auto;width:25%}.col-lg-4{flex:0 0 auto;width:33.33333333%}.col-lg-5{flex:0 0 auto;width:41.66666667%}.col-lg-6{flex:0 0 auto;width:50%}.col-lg-7{flex:0 0 auto;width:58.33333333%}.col-lg-8{flex:0 0 auto;width:66.66666667%}.col-lg-9{flex:0 0 auto;width:75%}.col-lg-10{flex:0 0 auto;width:83.33333333%}.col-lg-11{flex:0 0 auto;width:91.66666667%}.col-lg-12{flex:0 0 auto;width:100%}.offset-lg-0{margin-left:0}.offset-lg-1{margin-left:8.33333333%}.offset-lg-2{margin-left:16.66666667%}.offset-lg-3{margin-left:25%}.offset-lg-4{margin-left:33.33333333%}.offset-lg-5{margin-left:41.66666667%}.offset-lg-6{margin-left:50%}.offset-lg-7{margin-left:58.33333333%}.offset-lg-8{margin-left:66.66666667%}.offset-lg-9{margin-left:75%}.offset-lg-10{margin-left:83.33333333%}.offset-lg-11{margin-left:91.66666667%}.g-lg-0,.gx-lg-0{--bs-gutter-x:0}.g-lg-0,.gy-lg-0{--bs-gutter-y:0}.g-lg-1,.gx-lg-1{--bs-gutter-x:0.25rem}.g-lg-1,.gy-lg-1{--bs-gutter-y:0.25rem}.g-lg-2,.gx-lg-2{--bs-gutter-x:0.5rem}.g-lg-2,.gy-lg-2{--bs-gutter-y:0.5rem}.g-lg-3,.gx-lg-3{--bs-gutter-x:1rem}.g-lg-3,.gy-lg-3{--bs-gutter-y:1rem}.g-lg-4,.gx-lg-4{--bs-gutter-x:1.5rem}.g-lg-4,.gy-lg-4{--bs-gutter-y:1.5rem}.g-lg-5,.gx-lg-5{--bs-gutter-x:3rem}.g-lg-5,.gy-lg-5{--bs-gutter-y:3rem}}@media (min-width:1200px){.col-xl{flex:1 0}.row-cols-xl-auto>*{flex:0 0 auto;width:auto}.row-cols-xl-1>*{flex:0 0 auto;width:100%}.row-cols-xl-2>*{flex:0 0 auto;width:50%}.row-cols-xl-3>*{flex:0 0 auto;width:33.3333333333%}.row-cols-xl-4>*{flex:0 0 auto;width:25%}.row-cols-xl-5>*{flex:0 0 auto;width:20%}.row-cols-xl-6>*{flex:0 0 auto;width:16.6666666667%}.col-xl-auto{flex:0 0 auto;width:auto}.col-xl-1{flex:0 0 auto;width:8.33333333%}.col-xl-2{flex:0 0 auto;width:16.66666667%}.col-xl-3{flex:0 0 auto;width:25%}.col-xl-4{flex:0 0 auto;width:33.33333333%}.col-xl-5{flex:0 0 auto;width:41.66666667%}.col-xl-6{flex:0 0 auto;width:50%}.col-xl-7{flex:0 0 auto;width:58.33333333%}.col-xl-8{flex:0 0 auto;width:66.66666667%}.col-xl-9{flex:0 0 auto;width:75%}.col-xl-10{flex:0 0 auto;width:83.33333333%}.col-xl-11{flex:0 0 auto;width:91.66666667%}.col-xl-12{flex:0 0 auto;width:100%}.offset-xl-0{margin-left:0}.offset-xl-1{margin-left:8.33333333%}.offset-xl-2{margin-left:16.66666667%}.offset-xl-3{margin-left:25%}.offset-xl-4{margin-left:33.33333333%}.offset-xl-5{margin-left:41.66666667%}.offset-xl-6{margin-left:50%}.offset-xl-7{margin-left:58.33333333%}.offset-xl-8{margin-left:66.66666667%}.offset-xl-9{margin-left:75%}.offset-xl-10{margin-left:83.33333333%}.offset-xl-11{margin-left:91.66666667%}.g-xl-0,.gx-xl-0{--bs-gutter-x:0}.g-xl-0,.gy-xl-0{--bs-gutter-y:0}.g-xl-1,.gx-xl-1{--bs-gutter-x:0.25rem}.g-xl-1,.gy-xl-1{--bs-gutter-y:0.25rem}.g-xl-2,.gx-xl-2{--bs-gutter-x:0.5rem}.g-xl-2,.gy-xl-2{--bs-gutter-y:0.5rem}.g-xl-3,.gx-xl-3{--bs-gutter-x:1rem}.g-xl-3,.gy-xl-3{--bs-gutter-y:1rem}.g-xl-4,.gx-xl-4{--bs-gutter-x:1.5rem}.g-xl-4,.gy-xl-4{--bs-gutter-y:1.5rem}.g-xl-5,.gx-xl-5{--bs-gutter-x:3rem}.g-xl-5,.gy-xl-5{--bs-gutter-y:3rem}}@media (min-width:1400px){.col-xxl{flex:1 0}.row-cols-xxl-auto>*{flex:0 0 auto;width:auto}.row-cols-xxl-1>*{flex:0 0 auto;width:100%}.row-cols-xxl-2>*{flex:0 0 auto;width:50%}.row-cols-xxl-3>*{flex:0 0 auto;width:33.3333333333%}.row-cols-xxl-4>*{flex:0 0 auto;width:25%}.row-cols-xxl-5>*{flex:0 0 auto;width:20%}.row-cols-xxl-6>*{flex:0 0 auto;width:16.6666666667%}.col-xxl-auto{flex:0 0 auto;width:auto}.col-xxl-1{flex:0 0 auto;width:8.33333333%}.col-xxl-2{flex:0 0 auto;width:16.66666667%}.col-xxl-3{flex:0 0 auto;width:25%}.col-xxl-4{flex:0 0 auto;width:33.33333333%}.col-xxl-5{flex:0 0 auto;width:41.66666667%}.col-xxl-6{flex:0 0 auto;width:50%}.col-xxl-7{flex:0 0 auto;width:58.33333333%}.col-xxl-8{flex:0 0 auto;width:66.66666667%}.col-xxl-9{flex:0 0 auto;width:75%}.col-xxl-10{flex:0 0 auto;width:83.33333333%}.col-xxl-11{flex:0 0 auto;width:91.66666667%}.col-xxl-12{flex:0 0 auto;width:100%}.offset-xxl-0{margin-left:0}.offset-xxl-1{margin-left:8.33333333%}.offset-xxl-2{margin-left:16.66666667%}.offset-xxl-3{margin-left:25%}.offset-xxl-4{margin-left:33.33333333%}.offset-xxl-5{margin-left:41.66666667%}.offset-xxl-6{margin-left:50%}.offset-xxl-7{margin-left:58.33333333%}.offset-xxl-8{margin-left:66.66666667%}.offset-xxl-9{margin-left:75%}.offset-xxl-10{margin-left:83.33333333%}.offset-xxl-11{margin-left:91.66666667%}.g-xxl-0,.gx-xxl-0{--bs-gutter-x:0}.g-xxl-0,.gy-xxl-0{--bs-gutter-y:0}.g-xxl-1,.gx-xxl-1{--bs-gutter-x:0.25rem}.g-xxl-1,.gy-xxl-1{--bs-gutter-y:0.25rem}.g-xxl-2,.gx-xxl-2{--bs-gutter-x:0.5rem}.g-xxl-2,.gy-xxl-2{--bs-gutter-y:0.5rem}.g-xxl-3,.gx-xxl-3{--bs-gutter-x:1rem}.g-xxl-3,.gy-xxl-3{--bs-gutter-y:1rem}.g-xxl-4,.gx-xxl-4{--bs-gutter-x:1.5rem}.g-xxl-4,.gy-xxl-4{--bs-gutter-y:1.5rem}.g-xxl-5,.gx-xxl-5{--bs-gutter-x:3rem}.g-xxl-5,.gy-xxl-5{--bs-gutter-y:3rem}}.table{--bs-table-color-type:initial;--bs-table-bg-type:initial;--bs-table-color-state:initial;--bs-table-bg-state:initial;--bs-table-color:var(--bs-body-color);--bs-table-bg:var(--bs-body-bg);--bs-table-border-color:var(--bs-border-color);--bs-table-accent-bg:transparent;--bs-table-striped-color:var(--bs-body-color);--bs-table-striped-bg:rgba(0,0,0,.05);--bs-table-active-color:var(--bs-body-color);--bs-table-active-bg:rgba(0,0,0,.1);--bs-table-hover-color:var(--bs-body-color);--bs-table-hover-bg:rgba(0,0,0,.075);border-color:var(--bs-table-border-color);margin-bottom:1rem;vertical-align:top;width:100%}.table>:not(caption)>*>*{background-color:var(--bs-table-bg);border-bottom-width:var(--bs-border-width);box-shadow:inset 0 0 0 9999px var(--bs-table-bg-state,var(--bs-table-bg-type,var(--bs-table-accent-bg)));color:var(--bs-table-color-state,var(--bs-table-color-type,var(--bs-table-color)));padding:.5rem}.table>tbody{vertical-align:inherit}.table>thead{vertical-align:bottom}.table-group-divider{border-top:calc(var(--bs-border-width)*2) solid}.caption-top{caption-side:top}.table-sm>:not(caption)>*>*{padding:.25rem}.table-bordered>:not(caption)>*{border-width:var(--bs-border-width) 0}.table-bordered>:not(caption)>*>*{border-width:0 var(--bs-border-width)}.table-borderless>:not(caption)>*>*{border-bottom-width:0}.table-borderless>:not(:first-child){border-top-width:0}.table-striped-columns>:not(caption)>tr>:nth-child(2n),.table-striped>tbody>tr:nth-of-type(odd)>*{--bs-table-color-type:var(--bs-table-striped-color);--bs-table-bg-type:var(--bs-table-striped-bg)}.table-active{--bs-table-color-state:var(--bs-table-active-color);--bs-table-bg-state:var(--bs-table-active-bg)}.table-hover>tbody>tr:hover>*{--bs-table-color-state:var(--bs-table-hover-color);--bs-table-bg-state:var(--bs-table-hover-bg)}.table-primary{--bs-table-color:#000;--bs-table-bg:#cfe2ff;--bs-table-border-color:#bacbe6;--bs-table-striped-bg:#c5d7f2;--bs-table-striped-color:#000;--bs-table-active-bg:#bacbe6;--bs-table-active-color:#000;--bs-table-hover-bg:#bfd1ec;--bs-table-hover-color:#000}.table-primary,.table-secondary{border-color:var(--bs-table-border-color);color:var(--bs-table-color)}.table-secondary{--bs-table-color:#000;--bs-table-bg:#e2e3e5;--bs-table-border-color:#cbccce;--bs-table-striped-bg:#d7d8da;--bs-table-striped-color:#000;--bs-table-active-bg:#cbccce;--bs-table-active-color:#000;--bs-table-hover-bg:#d1d2d4;--bs-table-hover-color:#000}.table-success{--bs-table-color:#000;--bs-table-bg:#d1e7dd;--bs-table-border-color:#bcd0c7;--bs-table-striped-bg:#c7dbd2;--bs-table-striped-color:#000;--bs-table-active-bg:#bcd0c7;--bs-table-active-color:#000;--bs-table-hover-bg:#c1d6cc;--bs-table-hover-color:#000}.table-info,.table-success{border-color:var(--bs-table-border-color);color:var(--bs-table-color)}.table-info{--bs-table-color:#000;--bs-table-bg:#cff4fc;--bs-table-border-color:#badce3;--bs-table-striped-bg:#c5e8ef;--bs-table-striped-color:#000;--bs-table-active-bg:#badce3;--bs-table-active-color:#000;--bs-table-hover-bg:#bfe2e9;--bs-table-hover-color:#000}.table-warning{--bs-table-color:#000;--bs-table-bg:#fff3cd;--bs-table-border-color:#e6dbb9;--bs-table-striped-bg:#f2e7c3;--bs-table-striped-color:#000;--bs-table-active-bg:#e6dbb9;--bs-table-active-color:#000;--bs-table-hover-bg:#ece1be;--bs-table-hover-color:#000}.table-danger,.table-warning{border-color:var(--bs-table-border-color);color:var(--bs-table-color)}.table-danger{--bs-table-color:#000;--bs-table-bg:#f8d7da;--bs-table-border-color:#dfc2c4;--bs-table-striped-bg:#eccccf;--bs-table-striped-color:#000;--bs-table-active-bg:#dfc2c4;--bs-table-active-color:#000;--bs-table-hover-bg:#e5c7ca;--bs-table-hover-color:#000}.table-light{--bs-table-color:#000;--bs-table-bg:#f8f9fa;--bs-table-border-color:#dfe0e1;--bs-table-striped-bg:#ecedee;--bs-table-striped-color:#000;--bs-table-active-bg:#dfe0e1;--bs-table-active-color:#000;--bs-table-hover-bg:#e5e6e7;--bs-table-hover-color:#000}.table-dark,.table-light{border-color:var(--bs-table-border-color);color:var(--bs-table-color)}.table-dark{--bs-table-color:#fff;--bs-table-bg:#212529;--bs-table-border-color:#373b3e;--bs-table-striped-bg:#2c3034;--bs-table-striped-color:#fff;--bs-table-active-bg:#373b3e;--bs-table-active-color:#fff;--bs-table-hover-bg:#323539;--bs-table-hover-color:#fff}.table-responsive{-webkit-overflow-scrolling:touch;overflow-x:auto}@media (max-width:575.98px){.table-responsive-sm{-webkit-overflow-scrolling:touch;overflow-x:auto}}@media (max-width:767.98px){.table-responsive-md{-webkit-overflow-scrolling:touch;overflow-x:auto}}@media (max-width:991.98px){.table-responsive-lg{-webkit-overflow-scrolling:touch;overflow-x:auto}}@media (max-width:1199.98px){.table-responsive-xl{-webkit-overflow-scrolling:touch;overflow-x:auto}}@media (max-width:1399.98px){.table-responsive-xxl{-webkit-overflow-scrolling:touch;overflow-x:auto}}.form-label{margin-bottom:.5rem}.col-form-label{font-size:inherit;line-height:1.5;margin-bottom:0;padding-bottom:calc(.375rem + var(--bs-border-width));padding-top:calc(.375rem + var(--bs-border-width))}.col-form-label-lg{font-size:1.25rem;padding-bottom:calc(.5rem + var(--bs-border-width));padding-top:calc(.5rem + var(--bs-border-width))}.col-form-label-sm{font-size:.875rem;padding-bottom:calc(.25rem + var(--bs-border-width));padding-top:calc(.25rem + var(--bs-border-width))}.form-text{color:var(--bs-secondary-color);font-size:.875em;margin-top:.25rem}.form-control{-webkit-appearance:none;appearance:none;background-clip:padding-box;background-color:var(--bs-body-bg);border:var(--bs-border-width) solid var(--bs-border-color);border-radius:var(--bs-border-radius);color:var(--bs-body-color);display:block;font-size:1rem;font-weight:400;line-height:1.5;padding:.375rem .75rem;transition:border-color .15s ease-in-out,box-shadow .15s ease-in-out;width:100%}@media (prefers-reduced-motion:reduce){.form-control{transition:none}}.form-control[type=file]{overflow:hidden}.form-control[type=file]:not(:disabled):not([readonly]){cursor:pointer}.form-control:focus{background-color:var(--bs-body-bg);border-color:#86b7fe;box-shadow:0 0 0 .25rem rgba(13,110,253,.25);color:var(--bs-body-color);outline:0}.form-control::-webkit-date-and-time-value{height:1.5em;margin:0;min-width:85px}.form-control::-webkit-datetime-edit{display:block;padding:0}.form-control::placeholder{color:var(--bs-secondary-color);opacity:1}.form-control:disabled{background-color:var(--bs-secondary-bg);opacity:1}.form-control::-webkit-file-upload-button{-webkit-margin-end:.75rem;background-color:var(--bs-tertiary-bg);border:0 solid;border-color:inherit;border-inline-end-width:var(--bs-border-width);border-radius:0;color:var(--bs-body-color);margin:-.375rem -.75rem;margin-inline-end:.75rem;padding:.375rem .75rem;pointer-events:none;-webkit-transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out;transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out}.form-control::file-selector-button{-webkit-margin-end:.75rem;background-color:var(--bs-tertiary-bg);border:0 solid;border-color:inherit;border-inline-end-width:var(--bs-border-width);border-radius:0;color:var(--bs-body-color);margin:-.375rem -.75rem;margin-inline-end:.75rem;padding:.375rem .75rem;pointer-events:none;transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out}@media (prefers-reduced-motion:reduce){.form-control::-webkit-file-upload-button{-webkit-transition:none;transition:none}.form-control::file-selector-button{transition:none}}.form-control:hover:not(:disabled):not([readonly])::-webkit-file-upload-button{background-color:var(--bs-secondary-bg)}.form-control:hover:not(:disabled):not([readonly])::file-selector-button{background-color:var(--bs-secondary-bg)}.form-control-plaintext{background-color:transparent;border:solid transparent;border-width:var(--bs-border-width) 0;color:var(--bs-body-color);display:block;line-height:1.5;margin-bottom:0;padding:.375rem 0;width:100%}.form-control-plaintext:focus{outline:0}.form-control-plaintext.form-control-lg,.form-control-plaintext.form-control-sm{padding-left:0;padding-right:0}.form-control-sm{border-radius:var(--bs-border-radius-sm);font-size:.875rem;min-height:calc(1.5em + .5rem + var(--bs-border-width)*2);padding:.25rem .5rem}.form-control-sm::-webkit-file-upload-button{-webkit-margin-end:.5rem;margin:-.25rem -.5rem;margin-inline-end:.5rem;padding:.25rem .5rem}.form-control-sm::file-selector-button{-webkit-margin-end:.5rem;margin:-.25rem -.5rem;margin-inline-end:.5rem;padding:.25rem .5rem}.form-control-lg{border-radius:var(--bs-border-radius-lg);font-size:1.25rem;min-height:calc(1.5em + 1rem + var(--bs-border-width)*2);padding:.5rem 1rem}.form-control-lg::-webkit-file-upload-button{-webkit-margin-end:1rem;margin:-.5rem -1rem;margin-inline-end:1rem;padding:.5rem 1rem}.form-control-lg::file-selector-button{-webkit-margin-end:1rem;margin:-.5rem -1rem;margin-inline-end:1rem;padding:.5rem 1rem}textarea.form-control{min-height:calc(1.5em + .75rem + var(--bs-border-width)*2)}textarea.form-control-sm{min-height:calc(1.5em + .5rem + var(--bs-border-width)*2)}textarea.form-control-lg{min-height:calc(1.5em + 1rem + var(--bs-border-width)*2)}.form-control-color{height:calc(1.5em + .75rem + var(--bs-border-width)*2);padding:.375rem;width:3rem}.form-control-color:not(:disabled):not([readonly]){cursor:pointer}.form-control-color::-moz-color-swatch{border:0!important;border-radius:var(--bs-border-radius)}.form-control-color::-webkit-color-swatch{border:0!important;border-radius:var(--bs-border-radius)}.form-control-color.form-control-sm{height:calc(1.5em + .5rem + var(--bs-border-width)*2)}.form-control-color.form-control-lg{height:calc(1.5em + 1rem + var(--bs-border-width)*2)}.form-select{--bs-form-select-bg-img:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3E%3Cpath fill='none' stroke='%23343a40' stroke-linecap='round' stroke-linejoin='round' stroke-width='2' d='m2 5 6 6 6-6'/%3E%3C/svg%3E");-webkit-appearance:none;appearance:none;background-color:var(--bs-body-bg);background-image:var(--bs-form-select-bg-img),var(--bs-form-select-bg-icon,none);background-position:right .75rem center;background-repeat:no-repeat;background-size:16px 12px;border:var(--bs-border-width) solid var(--bs-border-color);border-radius:var(--bs-border-radius);color:var(--bs-body-color);display:block;font-size:1rem;font-weight:400;line-height:1.5;padding:.375rem 2.25rem .375rem .75rem;transition:border-color .15s ease-in-out,box-shadow .15s ease-in-out;width:100%}@media (prefers-reduced-motion:reduce){.form-select{transition:none}}.form-select:focus{border-color:#86b7fe;box-shadow:0 0 0 .25rem rgba(13,110,253,.25);outline:0}.form-select[multiple],.form-select[size]:not([size="1"]){background-image:none;padding-right:.75rem}.form-select:disabled{background-color:var(--bs-secondary-bg)}.form-select:-moz-focusring{color:transparent;text-shadow:0 0 0 var(--bs-body-color)}.form-select-sm{border-radius:var(--bs-border-radius-sm);font-size:.875rem;padding-bottom:.25rem;padding-left:.5rem;padding-top:.25rem}.form-select-lg{border-radius:var(--bs-border-radius-lg);font-size:1.25rem;padding-bottom:.5rem;padding-left:1rem;padding-top:.5rem}[data-bs-theme=dark] .form-select{--bs-form-select-bg-img:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3E%3Cpath fill='none' stroke='%23adb5bd' stroke-linecap='round' stroke-linejoin='round' stroke-width='2' d='m2 5 6 6 6-6'/%3E%3C/svg%3E")}.form-check{display:block;margin-bottom:.125rem;min-height:1.5rem;padding-left:1.5em}.form-check .form-check-input{float:left;margin-left:-1.5em}.form-check-reverse{padding-left:0;padding-right:1.5em;text-align:right}.form-check-reverse .form-check-input{float:right;margin-left:0;margin-right:-1.5em}.form-check-input{--bs-form-check-bg:var(--bs-body-bg);-webkit-appearance:none;appearance:none;background-color:var(--bs-form-check-bg);background-image:var(--bs-form-check-bg-image);background-position:50%;background-repeat:no-repeat;background-size:contain;border:var(--bs-border-width) solid var(--bs-border-color);height:1em;margin-top:.25em;-webkit-print-color-adjust:exact;print-color-adjust:exact;vertical-align:top;width:1em}.form-check-input[type=checkbox]{border-radius:.25em}.form-check-input[type=radio]{border-radius:50%}.form-check-input:active{filter:brightness(90%)}.form-check-input:focus{border-color:#86b7fe;box-shadow:0 0 0 .25rem rgba(13,110,253,.25);outline:0}.form-check-input:checked{background-color:#0d6efd;border-color:#0d6efd}.form-check-input:checked[type=checkbox]{--bs-form-check-bg-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 20 20'%3E%3Cpath fill='none' stroke='%23fff' stroke-linecap='round' stroke-linejoin='round' stroke-width='3' d='m6 10 3 3 6-6'/%3E%3C/svg%3E")}.form-check-input:checked[type=radio]{--bs-form-check-bg-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='-4 -4 8 8'%3E%3Ccircle r='2' fill='%23fff'/%3E%3C/svg%3E")}.form-check-input[type=checkbox]:indeterminate{--bs-form-check-bg-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 20 20'%3E%3Cpath fill='none' stroke='%23fff' stroke-linecap='round' stroke-linejoin='round' stroke-width='3' d='M6 10h8'/%3E%3C/svg%3E");background-color:#0d6efd;border-color:#0d6efd}.form-check-input:disabled{filter:none;opacity:.5;pointer-events:none}.form-check-input:disabled~.form-check-label,.form-check-input[disabled]~.form-check-label{cursor:default;opacity:.5}.form-switch{padding-left:2.5em}.form-switch .form-check-input{--bs-form-switch-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='-4 -4 8 8'%3E%3Ccircle r='3' fill='rgba(0, 0, 0, 0.25)'/%3E%3C/svg%3E");background-image:var(--bs-form-switch-bg);background-position:0;border-radius:2em;margin-left:-2.5em;transition:background-position .15s ease-in-out;width:2em}@media (prefers-reduced-motion:reduce){.form-switch .form-check-input{transition:none}}.form-switch .form-check-input:focus{--bs-form-switch-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='-4 -4 8 8'%3E%3Ccircle r='3' fill='%2386b7fe'/%3E%3C/svg%3E")}.form-switch .form-check-input:checked{--bs-form-switch-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='-4 -4 8 8'%3E%3Ccircle r='3' fill='%23fff'/%3E%3C/svg%3E");background-position:100%}.form-switch.form-check-reverse{padding-left:0;padding-right:2.5em}.form-switch.form-check-reverse .form-check-input{margin-left:0;margin-right:-2.5em}.form-check-inline{display:inline-block;margin-right:1rem}.btn-check{clip:rect(0,0,0,0);pointer-events:none;position:absolute}.btn-check:disabled+.btn,.btn-check[disabled]+.btn{filter:none;opacity:.65;pointer-events:none}[data-bs-theme=dark] .form-switch .form-check-input:not(:checked):not(:focus){--bs-form-switch-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='-4 -4 8 8'%3E%3Ccircle r='3' fill='rgba(255, 255, 255, 0.25)'/%3E%3C/svg%3E")}.form-range{-webkit-appearance:none;appearance:none;background-color:transparent;height:1.5rem;padding:0;width:100%}.form-range:focus{outline:0}.form-range:focus::-webkit-slider-thumb{box-shadow:0 0 0 1px #fff,0 0 0 .25rem rgba(13,110,253,.25)}.form-range:focus::-moz-range-thumb{box-shadow:0 0 0 1px #fff,0 0 0 .25rem rgba(13,110,253,.25)}.form-range::-moz-focus-outer{border:0}.form-range::-webkit-slider-thumb{-webkit-appearance:none;appearance:none;background-color:#0d6efd;border:0;border-radius:1rem;height:1rem;margin-top:-.25rem;-webkit-transition:background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out;transition:background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out;width:1rem}@media (prefers-reduced-motion:reduce){.form-range::-webkit-slider-thumb{-webkit-transition:none;transition:none}}.form-range::-webkit-slider-thumb:active{background-color:#b6d4fe}.form-range::-webkit-slider-runnable-track{background-color:var(--bs-tertiary-bg);border-color:transparent;border-radius:1rem;color:transparent;cursor:pointer;height:.5rem;width:100%}.form-range::-moz-range-thumb{appearance:none;background-color:#0d6efd;border:0;border-radius:1rem;height:1rem;-moz-transition:background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out;transition:background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out;width:1rem}@media (prefers-reduced-motion:reduce){.form-range::-moz-range-thumb{-moz-transition:none;transition:none}}.form-range::-moz-range-thumb:active{background-color:#b6d4fe}.form-range::-moz-range-track{background-color:var(--bs-tertiary-bg);border-color:transparent;border-radius:1rem;color:transparent;cursor:pointer;height:.5rem;width:100%}.form-range:disabled{pointer-events:none}.form-range:disabled::-webkit-slider-thumb{background-color:var(--bs-secondary-color)}.form-range:disabled::-moz-range-thumb{background-color:var(--bs-secondary-color)}.form-floating{position:relative}.form-floating>.form-control,.form-floating>.form-control-plaintext,.form-floating>.form-select{height:calc(3.5rem + var(--bs-border-width)*2);line-height:1.25;min-height:calc(3.5rem + var(--bs-border-width)*2)}.form-floating>label{border:var(--bs-border-width) solid transparent;height:100%;left:0;overflow:hidden;padding:1rem .75rem;pointer-events:none;position:absolute;text-align:start;text-overflow:ellipsis;top:0;transform-origin:0 0;transition:opacity .1s ease-in-out,transform .1s ease-in-out;white-space:nowrap;z-index:2}@media (prefers-reduced-motion:reduce){.form-floating>label{transition:none}}.form-floating>.form-control,.form-floating>.form-control-plaintext{padding:1rem .75rem}.form-floating>.form-control-plaintext::placeholder,.form-floating>.form-control::placeholder{color:transparent}.form-floating>.form-control-plaintext:focus,.form-floating>.form-control-plaintext:not(:placeholder-shown),.form-floating>.form-control:focus,.form-floating>.form-control:not(:placeholder-shown){padding-bottom:.625rem;padding-top:1.625rem}.form-floating>.form-control-plaintext:-webkit-autofill,.form-floating>.form-control:-webkit-autofill{padding-bottom:.625rem;padding-top:1.625rem}.form-floating>.form-select{padding-bottom:.625rem;padding-top:1.625rem}.form-floating>.form-control-plaintext~label,.form-floating>.form-control:focus~label,.form-floating>.form-control:not(:placeholder-shown)~label,.form-floating>.form-select~label{color:rgba(var(--bs-body-color-rgb),.65);transform:scale(.85) translateY(-.5rem) translateX(.15rem)}.form-floating>.form-control-plaintext~label:after,.form-floating>.form-control:focus~label:after,.form-floating>.form-control:not(:placeholder-shown)~label:after,.form-floating>.form-select~label:after{background-color:var(--bs-body-bg);border-radius:var(--bs-border-radius);content:"";height:1.5em;inset:1rem .375rem;position:absolute;z-index:-1}.form-floating>.form-control:-webkit-autofill~label{color:rgba(var(--bs-body-color-rgb),.65);transform:scale(.85) translateY(-.5rem) translateX(.15rem)}.form-floating>.form-control-plaintext~label{border-width:var(--bs-border-width) 0}.form-floating>:disabled~label{color:#6c757d}.form-floating>:disabled~label:after{background-color:var(--bs-secondary-bg)}.input-group{align-items:stretch;display:flex;flex-wrap:wrap;position:relative;width:100%}.input-group>.form-control,.input-group>.form-floating,.input-group>.form-select{flex:1 1 auto;min-width:0;position:relative;width:1%}.input-group>.form-control:focus,.input-group>.form-floating:focus-within,.input-group>.form-select:focus{z-index:5}.input-group .btn{position:relative;z-index:2}.input-group .btn:focus{z-index:5}.input-group-text{align-items:center;background-color:var(--bs-tertiary-bg);border:var(--bs-border-width) solid var(--bs-border-color);border-radius:var(--bs-border-radius);color:var(--bs-body-color);display:flex;font-size:1rem;font-weight:400;line-height:1.5;padding:.375rem .75rem;text-align:center;white-space:nowrap}.input-group-lg>.btn,.input-group-lg>.form-control,.input-group-lg>.form-select,.input-group-lg>.input-group-text{border-radius:var(--bs-border-radius-lg);font-size:1.25rem;padding:.5rem 1rem}.input-group-sm>.btn,.input-group-sm>.form-control,.input-group-sm>.form-select,.input-group-sm>.input-group-text{border-radius:var(--bs-border-radius-sm);font-size:.875rem;padding:.25rem .5rem}.input-group-lg>.form-select,.input-group-sm>.form-select{padding-right:3rem}.input-group.has-validation>.dropdown-toggle:nth-last-child(n+4),.input-group.has-validation>.form-floating:nth-last-child(n+3)>.form-control,.input-group.has-validation>.form-floating:nth-last-child(n+3)>.form-select,.input-group.has-validation>:nth-last-child(n+3):not(.dropdown-toggle):not(.dropdown-menu):not(.form-floating),.input-group:not(.has-validation)>.dropdown-toggle:nth-last-child(n+3),.input-group:not(.has-validation)>.form-floating:not(:last-child)>.form-control,.input-group:not(.has-validation)>.form-floating:not(:last-child)>.form-select,.input-group:not(.has-validation)>:not(:last-child):not(.dropdown-toggle):not(.dropdown-menu):not(.form-floating){border-bottom-right-radius:0;border-top-right-radius:0}.input-group>:not(:first-child):not(.dropdown-menu):not(.valid-tooltip):not(.valid-feedback):not(.invalid-tooltip):not(.invalid-feedback){border-bottom-left-radius:0;border-top-left-radius:0;margin-left:calc(var(--bs-border-width)*-1)}.input-group>.form-floating:not(:first-child)>.form-control,.input-group>.form-floating:not(:first-child)>.form-select{border-bottom-left-radius:0;border-top-left-radius:0}.valid-feedback{color:var(--bs-form-valid-color);display:none;font-size:.875em;margin-top:.25rem;width:100%}.valid-tooltip{background-color:var(--bs-success);border-radius:var(--bs-border-radius);color:#fff;display:none;font-size:.875rem;margin-top:.1rem;max-width:100%;padding:.25rem .5rem;position:absolute;top:100%;z-index:5}.is-valid~.valid-feedback,.is-valid~.valid-tooltip,.was-validated :valid~.valid-feedback,.was-validated :valid~.valid-tooltip{display:block}.form-control.is-valid,.was-validated .form-control:valid{background-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8 8'%3E%3Cpath fill='%23198754' d='M2.3 6.73.6 4.53c-.4-1.04.46-1.4 1.1-.8l1.1 1.4 3.4-3.8c.6-.63 1.6-.27 1.2.7l-4 4.6c-.43.5-.8.4-1.1.1z'/%3E%3C/svg%3E");background-position:right calc(.375em + .1875rem) center;background-repeat:no-repeat;background-size:calc(.75em + .375rem) calc(.75em + .375rem);border-color:var(--bs-form-valid-border-color);padding-right:calc(1.5em + .75rem)}.form-control.is-valid:focus,.was-validated .form-control:valid:focus{border-color:var(--bs-form-valid-border-color);box-shadow:0 0 0 .25rem rgba(var(--bs-success-rgb),.25)}.was-validated textarea.form-control:valid,textarea.form-control.is-valid{background-position:top calc(.375em + .1875rem) right calc(.375em + .1875rem);padding-right:calc(1.5em + .75rem)}.form-select.is-valid,.was-validated .form-select:valid{border-color:var(--bs-form-valid-border-color)}.form-select.is-valid:not([multiple]):not([size]),.form-select.is-valid:not([multiple])[size="1"],.was-validated .form-select:valid:not([multiple]):not([size]),.was-validated .form-select:valid:not([multiple])[size="1"]{--bs-form-select-bg-icon:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 8 8'%3E%3Cpath fill='%23198754' d='M2.3 6.73.6 4.53c-.4-1.04.46-1.4 1.1-.8l1.1 1.4 3.4-3.8c.6-.63 1.6-.27 1.2.7l-4 4.6c-.43.5-.8.4-1.1.1z'/%3E%3C/svg%3E");background-position:right .75rem center,center right 2.25rem;background-size:16px 12px,calc(.75em + .375rem) calc(.75em + .375rem);padding-right:4.125rem}.form-select.is-valid:focus,.was-validated .form-select:valid:focus{border-color:var(--bs-form-valid-border-color);box-shadow:0 0 0 .25rem rgba(var(--bs-success-rgb),.25)}.form-control-color.is-valid,.was-validated .form-control-color:valid{width:calc(3.75rem + 1.5em)}.form-check-input.is-valid,.was-validated .form-check-input:valid{border-color:var(--bs-form-valid-border-color)}.form-check-input.is-valid:checked,.was-validated .form-check-input:valid:checked{background-color:var(--bs-form-valid-color)}.form-check-input.is-valid:focus,.was-validated .form-check-input:valid:focus{box-shadow:0 0 0 .25rem rgba(var(--bs-success-rgb),.25)}.form-check-input.is-valid~.form-check-label,.was-validated .form-check-input:valid~.form-check-label{color:var(--bs-form-valid-color)}.form-check-inline .form-check-input~.valid-feedback{margin-left:.5em}.input-group>.form-control:not(:focus).is-valid,.input-group>.form-floating:not(:focus-within).is-valid,.input-group>.form-select:not(:focus).is-valid,.was-validated .input-group>.form-control:not(:focus):valid,.was-validated .input-group>.form-floating:not(:focus-within):valid,.was-validated .input-group>.form-select:not(:focus):valid{z-index:3}.invalid-feedback{color:var(--bs-form-invalid-color);display:none;font-size:.875em;margin-top:.25rem;width:100%}.invalid-tooltip{background-color:var(--bs-danger);border-radius:var(--bs-border-radius);color:#fff;display:none;font-size:.875rem;margin-top:.1rem;max-width:100%;padding:.25rem .5rem;position:absolute;top:100%;z-index:5}.is-invalid~.invalid-feedback,.is-invalid~.invalid-tooltip,.was-validated :invalid~.invalid-feedback,.was-validated :invalid~.invalid-tooltip{display:block}.form-control.is-invalid,.was-validated .form-control:invalid{background-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' fill='none' stroke='%23dc3545' viewBox='0 0 12 12'%3E%3Ccircle cx='6' cy='6' r='4.5'/%3E%3Cpath stroke-linejoin='round' d='M5.8 3.6h.4L6 6.5z'/%3E%3Ccircle cx='6' cy='8.2' r='.6' fill='%23dc3545' stroke='none'/%3E%3C/svg%3E");background-position:right calc(.375em + .1875rem) center;background-repeat:no-repeat;background-size:calc(.75em + .375rem) calc(.75em + .375rem);border-color:var(--bs-form-invalid-border-color);padding-right:calc(1.5em + .75rem)}.form-control.is-invalid:focus,.was-validated .form-control:invalid:focus{border-color:var(--bs-form-invalid-border-color);box-shadow:0 0 0 .25rem rgba(var(--bs-danger-rgb),.25)}.was-validated textarea.form-control:invalid,textarea.form-control.is-invalid{background-position:top calc(.375em + .1875rem) right calc(.375em + .1875rem);padding-right:calc(1.5em + .75rem)}.form-select.is-invalid,.was-validated .form-select:invalid{border-color:var(--bs-form-invalid-border-color)}.form-select.is-invalid:not([multiple]):not([size]),.form-select.is-invalid:not([multiple])[size="1"],.was-validated .form-select:invalid:not([multiple]):not([size]),.was-validated .form-select:invalid:not([multiple])[size="1"]{--bs-form-select-bg-icon:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' width='12' height='12' fill='none' stroke='%23dc3545' viewBox='0 0 12 12'%3E%3Ccircle cx='6' cy='6' r='4.5'/%3E%3Cpath stroke-linejoin='round' d='M5.8 3.6h.4L6 6.5z'/%3E%3Ccircle cx='6' cy='8.2' r='.6' fill='%23dc3545' stroke='none'/%3E%3C/svg%3E");background-position:right .75rem center,center right 2.25rem;background-size:16px 12px,calc(.75em + .375rem) calc(.75em + .375rem);padding-right:4.125rem}.form-select.is-invalid:focus,.was-validated .form-select:invalid:focus{border-color:var(--bs-form-invalid-border-color);box-shadow:0 0 0 .25rem rgba(var(--bs-danger-rgb),.25)}.form-control-color.is-invalid,.was-validated .form-control-color:invalid{width:calc(3.75rem + 1.5em)}.form-check-input.is-invalid,.was-validated .form-check-input:invalid{border-color:var(--bs-form-invalid-border-color)}.form-check-input.is-invalid:checked,.was-validated .form-check-input:invalid:checked{background-color:var(--bs-form-invalid-color)}.form-check-input.is-invalid:focus,.was-validated .form-check-input:invalid:focus{box-shadow:0 0 0 .25rem rgba(var(--bs-danger-rgb),.25)}.form-check-input.is-invalid~.form-check-label,.was-validated .form-check-input:invalid~.form-check-label{color:var(--bs-form-invalid-color)}.form-check-inline .form-check-input~.invalid-feedback{margin-left:.5em}.input-group>.form-control:not(:focus).is-invalid,.input-group>.form-floating:not(:focus-within).is-invalid,.input-group>.form-select:not(:focus).is-invalid,.was-validated .input-group>.form-control:not(:focus):invalid,.was-validated .input-group>.form-floating:not(:focus-within):invalid,.was-validated .input-group>.form-select:not(:focus):invalid{z-index:4}.btn{--bs-btn-padding-x:0.75rem;--bs-btn-padding-y:0.375rem;--bs-btn-font-family: ;--bs-btn-font-size:1rem;--bs-btn-font-weight:400;--bs-btn-line-height:1.5;--bs-btn-color:var(--bs-body-color);--bs-btn-bg:transparent;--bs-btn-border-width:var(--bs-border-width);--bs-btn-border-color:transparent;--bs-btn-border-radius:var(--bs-border-radius);--bs-btn-hover-border-color:transparent;--bs-btn-box-shadow:inset 0 1px 0 hsla(0,0%,100%,.15),0 1px 1px rgba(0,0,0,.075);--bs-btn-disabled-opacity:0.65;--bs-btn-focus-box-shadow:0 0 0 0.25rem rgba(var(--bs-btn-focus-shadow-rgb),.5);background-color:var(--bs-btn-bg);border:var(--bs-btn-border-width) solid var(--bs-btn-border-color);border-radius:var(--bs-btn-border-radius);color:var(--bs-btn-color);cursor:pointer;display:inline-block;font-family:var(--bs-btn-font-family);font-size:var(--bs-btn-font-size);font-weight:var(--bs-btn-font-weight);line-height:var(--bs-btn-line-height);padding:var(--bs-btn-padding-y) var(--bs-btn-padding-x);text-align:center;text-decoration:none;transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out;-webkit-user-select:none;user-select:none;vertical-align:middle}@media (prefers-reduced-motion:reduce){.btn{transition:none}}.btn:hover{background-color:var(--bs-btn-hover-bg);border-color:var(--bs-btn-hover-border-color);color:var(--bs-btn-hover-color)}.btn-check+.btn:hover{background-color:var(--bs-btn-bg);border-color:var(--bs-btn-border-color);color:var(--bs-btn-color)}.btn:focus-visible{background-color:var(--bs-btn-hover-bg);border-color:var(--bs-btn-hover-border-color);box-shadow:var(--bs-btn-focus-box-shadow);color:var(--bs-btn-hover-color);outline:0}.btn-check:focus-visible+.btn{border-color:var(--bs-btn-hover-border-color);box-shadow:var(--bs-btn-focus-box-shadow);outline:0}.btn-check:checked+.btn,.btn.active,.btn.show,.btn:first-child:active,:not(.btn-check)+.btn:active{background-color:var(--bs-btn-active-bg);border-color:var(--bs-btn-active-border-color);color:var(--bs-btn-active-color)}.btn-check:checked+.btn:focus-visible,.btn.active:focus-visible,.btn.show:focus-visible,.btn:first-child:active:focus-visible,:not(.btn-check)+.btn:active:focus-visible{box-shadow:var(--bs-btn-focus-box-shadow)}.btn.disabled,.btn:disabled,fieldset:disabled .btn{background-color:var(--bs-btn-disabled-bg);border-color:var(--bs-btn-disabled-border-color);color:var(--bs-btn-disabled-color);opacity:var(--bs-btn-disabled-opacity);pointer-events:none}.btn-primary{--bs-btn-color:#fff;--bs-btn-bg:#0d6efd;--bs-btn-border-color:#0d6efd;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#0b5ed7;--bs-btn-hover-border-color:#0a58ca;--bs-btn-focus-shadow-rgb:49,132,253;--bs-btn-active-color:#fff;--bs-btn-active-bg:#0a58ca;--bs-btn-active-border-color:#0a53be;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#fff;--bs-btn-disabled-bg:#0d6efd;--bs-btn-disabled-border-color:#0d6efd}.btn-secondary{--bs-btn-color:#fff;--bs-btn-bg:#6c757d;--bs-btn-border-color:#6c757d;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#5c636a;--bs-btn-hover-border-color:#565e64;--bs-btn-focus-shadow-rgb:130,138,145;--bs-btn-active-color:#fff;--bs-btn-active-bg:#565e64;--bs-btn-active-border-color:#51585e;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#fff;--bs-btn-disabled-bg:#6c757d;--bs-btn-disabled-border-color:#6c757d}.btn-success{--bs-btn-color:#fff;--bs-btn-bg:#198754;--bs-btn-border-color:#198754;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#157347;--bs-btn-hover-border-color:#146c43;--bs-btn-focus-shadow-rgb:60,153,110;--bs-btn-active-color:#fff;--bs-btn-active-bg:#146c43;--bs-btn-active-border-color:#13653f;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#fff;--bs-btn-disabled-bg:#198754;--bs-btn-disabled-border-color:#198754}.btn-info{--bs-btn-color:#000;--bs-btn-bg:#0dcaf0;--bs-btn-border-color:#0dcaf0;--bs-btn-hover-color:#000;--bs-btn-hover-bg:#31d2f2;--bs-btn-hover-border-color:#25cff2;--bs-btn-focus-shadow-rgb:11,172,204;--bs-btn-active-color:#000;--bs-btn-active-bg:#3dd5f3;--bs-btn-active-border-color:#25cff2;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#000;--bs-btn-disabled-bg:#0dcaf0;--bs-btn-disabled-border-color:#0dcaf0}.btn-warning{--bs-btn-color:#000;--bs-btn-bg:#ffc107;--bs-btn-border-color:#ffc107;--bs-btn-hover-color:#000;--bs-btn-hover-bg:#ffca2c;--bs-btn-hover-border-color:#ffc720;--bs-btn-focus-shadow-rgb:217,164,6;--bs-btn-active-color:#000;--bs-btn-active-bg:#ffcd39;--bs-btn-active-border-color:#ffc720;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#000;--bs-btn-disabled-bg:#ffc107;--bs-btn-disabled-border-color:#ffc107}.btn-danger{--bs-btn-color:#fff;--bs-btn-bg:#dc3545;--bs-btn-border-color:#dc3545;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#bb2d3b;--bs-btn-hover-border-color:#b02a37;--bs-btn-focus-shadow-rgb:225,83,97;--bs-btn-active-color:#fff;--bs-btn-active-bg:#b02a37;--bs-btn-active-border-color:#a52834;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#fff;--bs-btn-disabled-bg:#dc3545;--bs-btn-disabled-border-color:#dc3545}.btn-light{--bs-btn-color:#000;--bs-btn-bg:#f8f9fa;--bs-btn-border-color:#f8f9fa;--bs-btn-hover-color:#000;--bs-btn-hover-bg:#d3d4d5;--bs-btn-hover-border-color:#c6c7c8;--bs-btn-focus-shadow-rgb:211,212,213;--bs-btn-active-color:#000;--bs-btn-active-bg:#c6c7c8;--bs-btn-active-border-color:#babbbc;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#000;--bs-btn-disabled-bg:#f8f9fa;--bs-btn-disabled-border-color:#f8f9fa}.btn-dark{--bs-btn-color:#fff;--bs-btn-bg:#212529;--bs-btn-border-color:#212529;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#424649;--bs-btn-hover-border-color:#373b3e;--bs-btn-focus-shadow-rgb:66,70,73;--bs-btn-active-color:#fff;--bs-btn-active-bg:#4d5154;--bs-btn-active-border-color:#373b3e;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#fff;--bs-btn-disabled-bg:#212529;--bs-btn-disabled-border-color:#212529}.btn-outline-primary{--bs-btn-color:#0d6efd;--bs-btn-border-color:#0d6efd;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#0d6efd;--bs-btn-hover-border-color:#0d6efd;--bs-btn-focus-shadow-rgb:13,110,253;--bs-btn-active-color:#fff;--bs-btn-active-bg:#0d6efd;--bs-btn-active-border-color:#0d6efd;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#0d6efd;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#0d6efd;--bs-gradient:none}.btn-outline-secondary{--bs-btn-color:#6c757d;--bs-btn-border-color:#6c757d;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#6c757d;--bs-btn-hover-border-color:#6c757d;--bs-btn-focus-shadow-rgb:108,117,125;--bs-btn-active-color:#fff;--bs-btn-active-bg:#6c757d;--bs-btn-active-border-color:#6c757d;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#6c757d;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#6c757d;--bs-gradient:none}.btn-outline-success{--bs-btn-color:#198754;--bs-btn-border-color:#198754;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#198754;--bs-btn-hover-border-color:#198754;--bs-btn-focus-shadow-rgb:25,135,84;--bs-btn-active-color:#fff;--bs-btn-active-bg:#198754;--bs-btn-active-border-color:#198754;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#198754;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#198754;--bs-gradient:none}.btn-outline-info{--bs-btn-color:#0dcaf0;--bs-btn-border-color:#0dcaf0;--bs-btn-hover-color:#000;--bs-btn-hover-bg:#0dcaf0;--bs-btn-hover-border-color:#0dcaf0;--bs-btn-focus-shadow-rgb:13,202,240;--bs-btn-active-color:#000;--bs-btn-active-bg:#0dcaf0;--bs-btn-active-border-color:#0dcaf0;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#0dcaf0;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#0dcaf0;--bs-gradient:none}.btn-outline-warning{--bs-btn-color:#ffc107;--bs-btn-border-color:#ffc107;--bs-btn-hover-color:#000;--bs-btn-hover-bg:#ffc107;--bs-btn-hover-border-color:#ffc107;--bs-btn-focus-shadow-rgb:255,193,7;--bs-btn-active-color:#000;--bs-btn-active-bg:#ffc107;--bs-btn-active-border-color:#ffc107;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#ffc107;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#ffc107;--bs-gradient:none}.btn-outline-danger{--bs-btn-color:#dc3545;--bs-btn-border-color:#dc3545;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#dc3545;--bs-btn-hover-border-color:#dc3545;--bs-btn-focus-shadow-rgb:220,53,69;--bs-btn-active-color:#fff;--bs-btn-active-bg:#dc3545;--bs-btn-active-border-color:#dc3545;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#dc3545;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#dc3545;--bs-gradient:none}.btn-outline-light{--bs-btn-color:#f8f9fa;--bs-btn-border-color:#f8f9fa;--bs-btn-hover-color:#000;--bs-btn-hover-bg:#f8f9fa;--bs-btn-hover-border-color:#f8f9fa;--bs-btn-focus-shadow-rgb:248,249,250;--bs-btn-active-color:#000;--bs-btn-active-bg:#f8f9fa;--bs-btn-active-border-color:#f8f9fa;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#f8f9fa;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#f8f9fa;--bs-gradient:none}.btn-outline-dark{--bs-btn-color:#212529;--bs-btn-border-color:#212529;--bs-btn-hover-color:#fff;--bs-btn-hover-bg:#212529;--bs-btn-hover-border-color:#212529;--bs-btn-focus-shadow-rgb:33,37,41;--bs-btn-active-color:#fff;--bs-btn-active-bg:#212529;--bs-btn-active-border-color:#212529;--bs-btn-active-shadow:inset 0 3px 5px rgba(0,0,0,.125);--bs-btn-disabled-color:#212529;--bs-btn-disabled-bg:transparent;--bs-btn-disabled-border-color:#212529;--bs-gradient:none}.btn-link{--bs-btn-font-weight:400;--bs-btn-color:var(--bs-link-color);--bs-btn-bg:transparent;--bs-btn-border-color:transparent;--bs-btn-hover-color:var(--bs-link-hover-color);--bs-btn-hover-border-color:transparent;--bs-btn-active-color:var(--bs-link-hover-color);--bs-btn-active-border-color:transparent;--bs-btn-disabled-color:#6c757d;--bs-btn-disabled-border-color:transparent;--bs-btn-box-shadow:0 0 0 #000;--bs-btn-focus-shadow-rgb:49,132,253;text-decoration:underline}.btn-link:focus-visible{color:var(--bs-btn-color)}.btn-link:hover{color:var(--bs-btn-hover-color)}.btn-group-lg>.btn,.btn-lg{--bs-btn-padding-y:0.5rem;--bs-btn-padding-x:1rem;--bs-btn-font-size:1.25rem;--bs-btn-border-radius:var(--bs-border-radius-lg)}.btn-group-sm>.btn,.btn-sm{--bs-btn-padding-y:0.25rem;--bs-btn-padding-x:0.5rem;--bs-btn-font-size:0.875rem;--bs-btn-border-radius:var(--bs-border-radius-sm)}.fade{transition:opacity .15s linear}@media (prefers-reduced-motion:reduce){.fade{transition:none}}.fade:not(.show){opacity:0}.collapse:not(.show){display:none}.collapsing{height:0;overflow:hidden;transition:height .35s ease}@media (prefers-reduced-motion:reduce){.collapsing{transition:none}}.collapsing.collapse-horizontal{height:auto;transition:width .35s ease;width:0}@media (prefers-reduced-motion:reduce){.collapsing.collapse-horizontal{transition:none}}.dropdown,.dropdown-center,.dropend,.dropstart,.dropup,.dropup-center{position:relative}.dropdown-toggle{white-space:nowrap}.dropdown-toggle:after{border-bottom:0;border-left:.3em solid transparent;border-right:.3em solid transparent;border-top:.3em solid;content:"";display:inline-block;margin-left:.255em;vertical-align:.255em}.dropdown-toggle:empty:after{margin-left:0}.dropdown-menu{--bs-dropdown-zindex:1000;--bs-dropdown-min-width:10rem;--bs-dropdown-padding-x:0;--bs-dropdown-padding-y:0.5rem;--bs-dropdown-spacer:0.125rem;--bs-dropdown-font-size:1rem;--bs-dropdown-color:var(--bs-body-color);--bs-dropdown-bg:var(--bs-body-bg);--bs-dropdown-border-color:var(--bs-border-color-translucent);--bs-dropdown-border-radius:var(--bs-border-radius);--bs-dropdown-border-width:var(--bs-border-width);--bs-dropdown-inner-border-radius:calc(var(--bs-border-radius) - var(--bs-border-width));--bs-dropdown-divider-bg:var(--bs-border-color-translucent);--bs-dropdown-divider-margin-y:0.5rem;--bs-dropdown-box-shadow:0 0.5rem 1rem rgba(0,0,0,.15);--bs-dropdown-link-color:var(--bs-body-color);--bs-dropdown-link-hover-color:var(--bs-body-color);--bs-dropdown-link-hover-bg:var(--bs-tertiary-bg);--bs-dropdown-link-active-color:#fff;--bs-dropdown-link-active-bg:#0d6efd;--bs-dropdown-link-disabled-color:var(--bs-tertiary-color);--bs-dropdown-item-padding-x:1rem;--bs-dropdown-item-padding-y:0.25rem;--bs-dropdown-header-color:#6c757d;--bs-dropdown-header-padding-x:1rem;--bs-dropdown-header-padding-y:0.5rem;background-clip:padding-box;background-color:var(--bs-dropdown-bg);border:var(--bs-dropdown-border-width) solid var(--bs-dropdown-border-color);border-radius:var(--bs-dropdown-border-radius);color:var(--bs-dropdown-color);display:none;font-size:var(--bs-dropdown-font-size);list-style:none;margin:0;min-width:var(--bs-dropdown-min-width);padding:var(--bs-dropdown-padding-y) var(--bs-dropdown-padding-x);position:absolute;text-align:left;z-index:var(--bs-dropdown-zindex)}.dropdown-menu[data-bs-popper]{left:0;margin-top:var(--bs-dropdown-spacer);top:100%}.dropdown-menu-start{--bs-position:start}.dropdown-menu-start[data-bs-popper]{left:0;right:auto}.dropdown-menu-end{--bs-position:end}.dropdown-menu-end[data-bs-popper]{left:auto;right:0}@media (min-width:576px){.dropdown-menu-sm-start{--bs-position:start}.dropdown-menu-sm-start[data-bs-popper]{left:0;right:auto}.dropdown-menu-sm-end{--bs-position:end}.dropdown-menu-sm-end[data-bs-popper]{left:auto;right:0}}@media (min-width:768px){.dropdown-menu-md-start{--bs-position:start}.dropdown-menu-md-start[data-bs-popper]{left:0;right:auto}.dropdown-menu-md-end{--bs-position:end}.dropdown-menu-md-end[data-bs-popper]{left:auto;right:0}}@media (min-width:992px){.dropdown-menu-lg-start{--bs-position:start}.dropdown-menu-lg-start[data-bs-popper]{left:0;right:auto}.dropdown-menu-lg-end{--bs-position:end}.dropdown-menu-lg-end[data-bs-popper]{left:auto;right:0}}@media (min-width:1200px){.dropdown-menu-xl-start{--bs-position:start}.dropdown-menu-xl-start[data-bs-popper]{left:0;right:auto}.dropdown-menu-xl-end{--bs-position:end}.dropdown-menu-xl-end[data-bs-popper]{left:auto;right:0}}@media (min-width:1400px){.dropdown-menu-xxl-start{--bs-position:start}.dropdown-menu-xxl-start[data-bs-popper]{left:0;right:auto}.dropdown-menu-xxl-end{--bs-position:end}.dropdown-menu-xxl-end[data-bs-popper]{left:auto;right:0}}.dropup .dropdown-menu[data-bs-popper]{bottom:100%;margin-bottom:var(--bs-dropdown-spacer);margin-top:0;top:auto}.dropup .dropdown-toggle:after{border-bottom:.3em solid;border-left:.3em solid transparent;border-right:.3em solid transparent;border-top:0;content:"";display:inline-block;margin-left:.255em;vertical-align:.255em}.dropup .dropdown-toggle:empty:after{margin-left:0}.dropend .dropdown-menu[data-bs-popper]{left:100%;margin-left:var(--bs-dropdown-spacer);margin-top:0;right:auto;top:0}.dropend .dropdown-toggle:after{border-bottom:.3em solid transparent;border-left:.3em solid;border-right:0;border-top:.3em solid transparent;content:"";display:inline-block;margin-left:.255em;vertical-align:.255em}.dropend .dropdown-toggle:empty:after{margin-left:0}.dropend .dropdown-toggle:after{vertical-align:0}.dropstart .dropdown-menu[data-bs-popper]{left:auto;margin-right:var(--bs-dropdown-spacer);margin-top:0;right:100%;top:0}.dropstart .dropdown-toggle:after{content:"";display:inline-block;display:none;margin-left:.255em;vertical-align:.255em}.dropstart .dropdown-toggle:before{border-bottom:.3em solid transparent;border-right:.3em solid;border-top:.3em solid transparent;content:"";display:inline-block;margin-right:.255em;vertical-align:.255em}.dropstart .dropdown-toggle:empty:after{margin-left:0}.dropstart .dropdown-toggle:before{vertical-align:0}.dropdown-divider{border-top:1px solid var(--bs-dropdown-divider-bg);height:0;margin:var(--bs-dropdown-divider-margin-y) 0;opacity:1;overflow:hidden}.dropdown-item{background-color:transparent;border:0;border-radius:var(--bs-dropdown-item-border-radius,0);clear:both;color:var(--bs-dropdown-link-color);display:block;font-weight:400;padding:var(--bs-dropdown-item-padding-y) var(--bs-dropdown-item-padding-x);text-align:inherit;text-decoration:none;white-space:nowrap;width:100%}.dropdown-item:focus,.dropdown-item:hover{background-color:var(--bs-dropdown-link-hover-bg);color:var(--bs-dropdown-link-hover-color)}.dropdown-item.active,.dropdown-item:active{background-color:var(--bs-dropdown-link-active-bg);color:var(--bs-dropdown-link-active-color);text-decoration:none}.dropdown-item.disabled,.dropdown-item:disabled{background-color:transparent;color:var(--bs-dropdown-link-disabled-color);pointer-events:none}.dropdown-menu.show{display:block}.dropdown-header{color:var(--bs-dropdown-header-color);display:block;font-size:.875rem;margin-bottom:0;padding:var(--bs-dropdown-header-padding-y) var(--bs-dropdown-header-padding-x);white-space:nowrap}.dropdown-item-text{color:var(--bs-dropdown-link-color);display:block;padding:var(--bs-dropdown-item-padding-y) var(--bs-dropdown-item-padding-x)}.dropdown-menu-dark{--bs-dropdown-color:#dee2e6;--bs-dropdown-bg:#343a40;--bs-dropdown-border-color:var(--bs-border-color-translucent);--bs-dropdown-box-shadow: ;--bs-dropdown-link-color:#dee2e6;--bs-dropdown-link-hover-color:#fff;--bs-dropdown-divider-bg:var(--bs-border-color-translucent);--bs-dropdown-link-hover-bg:hsla(0,0%,100%,.15);--bs-dropdown-link-active-color:#fff;--bs-dropdown-link-active-bg:#0d6efd;--bs-dropdown-link-disabled-color:#adb5bd;--bs-dropdown-header-color:#adb5bd}.btn-group,.btn-group-vertical{display:inline-flex;position:relative;vertical-align:middle}.btn-group-vertical>.btn,.btn-group>.btn{flex:1 1 auto;position:relative}.btn-group-vertical>.btn-check:checked+.btn,.btn-group-vertical>.btn-check:focus+.btn,.btn-group-vertical>.btn.active,.btn-group-vertical>.btn:active,.btn-group-vertical>.btn:focus,.btn-group-vertical>.btn:hover,.btn-group>.btn-check:checked+.btn,.btn-group>.btn-check:focus+.btn,.btn-group>.btn.active,.btn-group>.btn:active,.btn-group>.btn:focus,.btn-group>.btn:hover{z-index:1}.btn-toolbar{display:flex;flex-wrap:wrap;justify-content:flex-start}.btn-toolbar .input-group{width:auto}.btn-group{border-radius:var(--bs-border-radius)}.btn-group>.btn-group:not(:first-child),.btn-group>:not(.btn-check:first-child)+.btn{margin-left:calc(var(--bs-border-width)*-1)}.btn-group>.btn-group:not(:last-child)>.btn,.btn-group>.btn.dropdown-toggle-split:first-child,.btn-group>.btn:not(:last-child):not(.dropdown-toggle){border-bottom-right-radius:0;border-top-right-radius:0}.btn-group>.btn-group:not(:first-child)>.btn,.btn-group>.btn:nth-child(n+3),.btn-group>:not(.btn-check)+.btn{border-bottom-left-radius:0;border-top-left-radius:0}.dropdown-toggle-split{padding-left:.5625rem;padding-right:.5625rem}.dropdown-toggle-split:after,.dropend .dropdown-toggle-split:after,.dropup .dropdown-toggle-split:after{margin-left:0}.dropstart .dropdown-toggle-split:before{margin-right:0}.btn-group-sm>.btn+.dropdown-toggle-split,.btn-sm+.dropdown-toggle-split{padding-left:.375rem;padding-right:.375rem}.btn-group-lg>.btn+.dropdown-toggle-split,.btn-lg+.dropdown-toggle-split{padding-left:.75rem;padding-right:.75rem}.btn-group-vertical{align-items:flex-start;flex-direction:column;justify-content:center}.btn-group-vertical>.btn,.btn-group-vertical>.btn-group{width:100%}.btn-group-vertical>.btn-group:not(:first-child),.btn-group-vertical>.btn:not(:first-child){margin-top:calc(var(--bs-border-width)*-1)}.btn-group-vertical>.btn-group:not(:last-child)>.btn,.btn-group-vertical>.btn:not(:last-child):not(.dropdown-toggle){border-bottom-left-radius:0;border-bottom-right-radius:0}.btn-group-vertical>.btn-group:not(:first-child)>.btn,.btn-group-vertical>.btn~.btn{border-top-left-radius:0;border-top-right-radius:0}.nav{--bs-nav-link-padding-x:1rem;--bs-nav-link-padding-y:0.5rem;--bs-nav-link-font-weight: ;--bs-nav-link-color:var(--bs-link-color);--bs-nav-link-hover-color:var(--bs-link-hover-color);--bs-nav-link-disabled-color:var(--bs-secondary-color);display:flex;flex-wrap:wrap;list-style:none;margin-bottom:0;padding-left:0}.nav-link{background:0 0;border:0;color:var(--bs-nav-link-color);display:block;font-size:var(--bs-nav-link-font-size);font-weight:var(--bs-nav-link-font-weight);padding:var(--bs-nav-link-padding-y) var(--bs-nav-link-padding-x);text-decoration:none;transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out}@media (prefers-reduced-motion:reduce){.nav-link{transition:none}}.nav-link:focus,.nav-link:hover{color:var(--bs-nav-link-hover-color)}.nav-link:focus-visible{box-shadow:0 0 0 .25rem rgba(13,110,253,.25);outline:0}.nav-link.disabled{color:var(--bs-nav-link-disabled-color);cursor:default;pointer-events:none}.nav-tabs{--bs-nav-tabs-border-width:var(--bs-border-width);--bs-nav-tabs-border-color:var(--bs-border-color);--bs-nav-tabs-border-radius:var(--bs-border-radius);--bs-nav-tabs-link-hover-border-color:var(--bs-secondary-bg) var(--bs-secondary-bg) var(--bs-border-color);--bs-nav-tabs-link-active-color:var(--bs-emphasis-color);--bs-nav-tabs-link-active-bg:var(--bs-body-bg);--bs-nav-tabs-link-active-border-color:var(--bs-border-color) var(--bs-border-color) var(--bs-body-bg);border-bottom:var(--bs-nav-tabs-border-width) solid var(--bs-nav-tabs-border-color)}.nav-tabs .nav-link{border:var(--bs-nav-tabs-border-width) solid transparent;border-top-left-radius:var(--bs-nav-tabs-border-radius);border-top-right-radius:var(--bs-nav-tabs-border-radius);margin-bottom:calc(var(--bs-nav-tabs-border-width)*-1)}.nav-tabs .nav-link:focus,.nav-tabs .nav-link:hover{border-color:var(--bs-nav-tabs-link-hover-border-color);isolation:isolate}.nav-tabs .nav-link.disabled,.nav-tabs .nav-link:disabled{background-color:transparent;border-color:transparent;color:var(--bs-nav-link-disabled-color)}.nav-tabs .nav-item.show .nav-link,.nav-tabs .nav-link.active{background-color:var(--bs-nav-tabs-link-active-bg);border-color:var(--bs-nav-tabs-link-active-border-color);color:var(--bs-nav-tabs-link-active-color)}.nav-tabs .dropdown-menu{border-top-left-radius:0;border-top-right-radius:0;margin-top:calc(var(--bs-nav-tabs-border-width)*-1)}.nav-pills{--bs-nav-pills-border-radius:var(--bs-border-radius);--bs-nav-pills-link-active-color:#fff;--bs-nav-pills-link-active-bg:#0d6efd}.nav-pills .nav-link{border-radius:var(--bs-nav-pills-border-radius)}.nav-pills .nav-link:disabled{background-color:transparent;border-color:transparent;color:var(--bs-nav-link-disabled-color)}.nav-pills .nav-link.active,.nav-pills .show>.nav-link{background-color:var(--bs-nav-pills-link-active-bg);color:var(--bs-nav-pills-link-active-color)}.nav-underline{--bs-nav-underline-gap:1rem;--bs-nav-underline-border-width:0.125rem;--bs-nav-underline-link-active-color:var(--bs-emphasis-color);gap:var(--bs-nav-underline-gap)}.nav-underline .nav-link{border-bottom:var(--bs-nav-underline-border-width) solid transparent;padding-left:0;padding-right:0}.nav-underline .nav-link:focus,.nav-underline .nav-link:hover{border-bottom-color:currentcolor}.nav-underline .nav-link.active,.nav-underline .show>.nav-link{border-bottom-color:currentcolor;color:var(--bs-nav-underline-link-active-color);font-weight:700}.nav-fill .nav-item,.nav-fill>.nav-link{flex:1 1 auto;text-align:center}.nav-justified .nav-item,.nav-justified>.nav-link{flex-basis:0;flex-grow:1;text-align:center}.nav-fill .nav-item .nav-link,.nav-justified .nav-item .nav-link{width:100%}.tab-content>.tab-pane{display:none}.tab-content>.active{display:block}.navbar{--bs-navbar-padding-x:0;--bs-navbar-padding-y:0.5rem;--bs-navbar-color:rgba(var(--bs-emphasis-color-rgb),0.65);--bs-navbar-hover-color:rgba(var(--bs-emphasis-color-rgb),0.8);--bs-navbar-disabled-color:rgba(var(--bs-emphasis-color-rgb),0.3);--bs-navbar-active-color:rgba(var(--bs-emphasis-color-rgb),1);--bs-navbar-brand-padding-y:0.3125rem;--bs-navbar-brand-margin-end:1rem;--bs-navbar-brand-font-size:1.25rem;--bs-navbar-brand-color:rgba(var(--bs-emphasis-color-rgb),1);--bs-navbar-brand-hover-color:rgba(var(--bs-emphasis-color-rgb),1);--bs-navbar-nav-link-padding-x:0.5rem;--bs-navbar-toggler-padding-y:0.25rem;--bs-navbar-toggler-padding-x:0.75rem;--bs-navbar-toggler-font-size:1.25rem;--bs-navbar-toggler-icon-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 30 30'%3E%3Cpath stroke='rgba(33, 37, 41, 0.75)' stroke-linecap='round' stroke-miterlimit='10' stroke-width='2' d='M4 7h22M4 15h22M4 23h22'/%3E%3C/svg%3E");--bs-navbar-toggler-border-color:rgba(var(--bs-emphasis-color-rgb),0.15);--bs-navbar-toggler-border-radius:var(--bs-border-radius);--bs-navbar-toggler-focus-width:0.25rem;--bs-navbar-toggler-transition:box-shadow 0.15s ease-in-out;align-items:center;display:flex;flex-wrap:wrap;justify-content:space-between;padding:var(--bs-navbar-padding-y) var(--bs-navbar-padding-x);position:relative}.navbar>.container,.navbar>.container-fluid,.navbar>.container-lg,.navbar>.container-md,.navbar>.container-sm,.navbar>.container-xl,.navbar>.container-xxl{align-items:center;display:flex;flex-wrap:inherit;justify-content:space-between}.navbar-brand{color:var(--bs-navbar-brand-color);font-size:var(--bs-navbar-brand-font-size);margin-right:var(--bs-navbar-brand-margin-end);padding-bottom:var(--bs-navbar-brand-padding-y);padding-top:var(--bs-navbar-brand-padding-y);text-decoration:none;white-space:nowrap}.navbar-brand:focus,.navbar-brand:hover{color:var(--bs-navbar-brand-hover-color)}.navbar-nav{--bs-nav-link-padding-x:0;--bs-nav-link-padding-y:0.5rem;--bs-nav-link-font-weight: ;--bs-nav-link-color:var(--bs-navbar-color);--bs-nav-link-hover-color:var(--bs-navbar-hover-color);--bs-nav-link-disabled-color:var(--bs-navbar-disabled-color);display:flex;flex-direction:column;list-style:none;margin-bottom:0;padding-left:0}.navbar-nav .nav-link.active,.navbar-nav .nav-link.show{color:var(--bs-navbar-active-color)}.navbar-nav .dropdown-menu{position:static}.navbar-text{color:var(--bs-navbar-color);padding-bottom:.5rem;padding-top:.5rem}.navbar-text a,.navbar-text a:focus,.navbar-text a:hover{color:var(--bs-navbar-active-color)}.navbar-collapse{align-items:center;flex-basis:100%;flex-grow:1}.navbar-toggler{background-color:transparent;border:var(--bs-border-width) solid var(--bs-navbar-toggler-border-color);border-radius:var(--bs-navbar-toggler-border-radius);color:var(--bs-navbar-color);font-size:var(--bs-navbar-toggler-font-size);line-height:1;padding:var(--bs-navbar-toggler-padding-y) var(--bs-navbar-toggler-padding-x);transition:var(--bs-navbar-toggler-transition)}@media (prefers-reduced-motion:reduce){.navbar-toggler{transition:none}}.navbar-toggler:hover{text-decoration:none}.navbar-toggler:focus{box-shadow:0 0 0 var(--bs-navbar-toggler-focus-width);outline:0;text-decoration:none}.navbar-toggler-icon{background-image:var(--bs-navbar-toggler-icon-bg);background-position:50%;background-repeat:no-repeat;background-size:100%;display:inline-block;height:1.5em;vertical-align:middle;width:1.5em}.navbar-nav-scroll{max-height:var(--bs-scroll-height,75vh);overflow-y:auto}@media (min-width:576px){.navbar-expand-sm{flex-wrap:nowrap;justify-content:flex-start}.navbar-expand-sm .navbar-nav{flex-direction:row}.navbar-expand-sm .navbar-nav .dropdown-menu{position:absolute}.navbar-expand-sm .navbar-nav .nav-link{padding-left:var(--bs-navbar-nav-link-padding-x);padding-right:var(--bs-navbar-nav-link-padding-x)}.navbar-expand-sm .navbar-nav-scroll{overflow:visible}.navbar-expand-sm .navbar-collapse{display:flex!important;flex-basis:auto}.navbar-expand-sm .navbar-toggler{display:none}.navbar-expand-sm .offcanvas{background-color:transparent!important;border:0!important;flex-grow:1;height:auto!important;position:static;transform:none!important;transition:none;visibility:visible!important;width:auto!important;z-index:auto}.navbar-expand-sm .offcanvas .offcanvas-header{display:none}.navbar-expand-sm .offcanvas .offcanvas-body{display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (min-width:768px){.navbar-expand-md{flex-wrap:nowrap;justify-content:flex-start}.navbar-expand-md .navbar-nav{flex-direction:row}.navbar-expand-md .navbar-nav .dropdown-menu{position:absolute}.navbar-expand-md .navbar-nav .nav-link{padding-left:var(--bs-navbar-nav-link-padding-x);padding-right:var(--bs-navbar-nav-link-padding-x)}.navbar-expand-md .navbar-nav-scroll{overflow:visible}.navbar-expand-md .navbar-collapse{display:flex!important;flex-basis:auto}.navbar-expand-md .navbar-toggler{display:none}.navbar-expand-md .offcanvas{background-color:transparent!important;border:0!important;flex-grow:1;height:auto!important;position:static;transform:none!important;transition:none;visibility:visible!important;width:auto!important;z-index:auto}.navbar-expand-md .offcanvas .offcanvas-header{display:none}.navbar-expand-md .offcanvas .offcanvas-body{display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (min-width:992px){.navbar-expand-lg{flex-wrap:nowrap;justify-content:flex-start}.navbar-expand-lg .navbar-nav{flex-direction:row}.navbar-expand-lg .navbar-nav .dropdown-menu{position:absolute}.navbar-expand-lg .navbar-nav .nav-link{padding-left:var(--bs-navbar-nav-link-padding-x);padding-right:var(--bs-navbar-nav-link-padding-x)}.navbar-expand-lg .navbar-nav-scroll{overflow:visible}.navbar-expand-lg .navbar-collapse{display:flex!important;flex-basis:auto}.navbar-expand-lg .navbar-toggler{display:none}.navbar-expand-lg .offcanvas{background-color:transparent!important;border:0!important;flex-grow:1;height:auto!important;position:static;transform:none!important;transition:none;visibility:visible!important;width:auto!important;z-index:auto}.navbar-expand-lg .offcanvas .offcanvas-header{display:none}.navbar-expand-lg .offcanvas .offcanvas-body{display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (min-width:1200px){.navbar-expand-xl{flex-wrap:nowrap;justify-content:flex-start}.navbar-expand-xl .navbar-nav{flex-direction:row}.navbar-expand-xl .navbar-nav .dropdown-menu{position:absolute}.navbar-expand-xl .navbar-nav .nav-link{padding-left:var(--bs-navbar-nav-link-padding-x);padding-right:var(--bs-navbar-nav-link-padding-x)}.navbar-expand-xl .navbar-nav-scroll{overflow:visible}.navbar-expand-xl .navbar-collapse{display:flex!important;flex-basis:auto}.navbar-expand-xl .navbar-toggler{display:none}.navbar-expand-xl .offcanvas{background-color:transparent!important;border:0!important;flex-grow:1;height:auto!important;position:static;transform:none!important;transition:none;visibility:visible!important;width:auto!important;z-index:auto}.navbar-expand-xl .offcanvas .offcanvas-header{display:none}.navbar-expand-xl .offcanvas .offcanvas-body{display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (min-width:1400px){.navbar-expand-xxl{flex-wrap:nowrap;justify-content:flex-start}.navbar-expand-xxl .navbar-nav{flex-direction:row}.navbar-expand-xxl .navbar-nav .dropdown-menu{position:absolute}.navbar-expand-xxl .navbar-nav .nav-link{padding-left:var(--bs-navbar-nav-link-padding-x);padding-right:var(--bs-navbar-nav-link-padding-x)}.navbar-expand-xxl .navbar-nav-scroll{overflow:visible}.navbar-expand-xxl .navbar-collapse{display:flex!important;flex-basis:auto}.navbar-expand-xxl .navbar-toggler{display:none}.navbar-expand-xxl .offcanvas{background-color:transparent!important;border:0!important;flex-grow:1;height:auto!important;position:static;transform:none!important;transition:none;visibility:visible!important;width:auto!important;z-index:auto}.navbar-expand-xxl .offcanvas .offcanvas-header{display:none}.navbar-expand-xxl .offcanvas .offcanvas-body{display:flex;flex-grow:0;overflow-y:visible;padding:0}}.navbar-expand{flex-wrap:nowrap;justify-content:flex-start}.navbar-expand .navbar-nav{flex-direction:row}.navbar-expand .navbar-nav .dropdown-menu{position:absolute}.navbar-expand .navbar-nav .nav-link{padding-left:var(--bs-navbar-nav-link-padding-x);padding-right:var(--bs-navbar-nav-link-padding-x)}.navbar-expand .navbar-nav-scroll{overflow:visible}.navbar-expand .navbar-collapse{display:flex!important;flex-basis:auto}.navbar-expand .navbar-toggler{display:none}.navbar-expand .offcanvas{background-color:transparent!important;border:0!important;flex-grow:1;height:auto!important;position:static;transform:none!important;transition:none;visibility:visible!important;width:auto!important;z-index:auto}.navbar-expand .offcanvas .offcanvas-header{display:none}.navbar-expand .offcanvas .offcanvas-body{display:flex;flex-grow:0;overflow-y:visible;padding:0}.navbar-dark,.navbar[data-bs-theme=dark]{--bs-navbar-color:hsla(0,0%,100%,.55);--bs-navbar-hover-color:hsla(0,0%,100%,.75);--bs-navbar-disabled-color:hsla(0,0%,100%,.25);--bs-navbar-active-color:#fff;--bs-navbar-brand-color:#fff;--bs-navbar-brand-hover-color:#fff;--bs-navbar-toggler-border-color:hsla(0,0%,100%,.1)}.navbar-dark,.navbar[data-bs-theme=dark],[data-bs-theme=dark] .navbar-toggler-icon{--bs-navbar-toggler-icon-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 30 30'%3E%3Cpath stroke='rgba(255, 255, 255, 0.55)' stroke-linecap='round' stroke-miterlimit='10' stroke-width='2' d='M4 7h22M4 15h22M4 23h22'/%3E%3C/svg%3E")}.card{--bs-card-spacer-y:1rem;--bs-card-spacer-x:1rem;--bs-card-title-spacer-y:0.5rem;--bs-card-title-color: ;--bs-card-subtitle-color: ;--bs-card-border-width:var(--bs-border-width);--bs-card-border-color:var(--bs-border-color-translucent);--bs-card-border-radius:var(--bs-border-radius);--bs-card-box-shadow: ;--bs-card-inner-border-radius:calc(var(--bs-border-radius) - var(--bs-border-width));--bs-card-cap-padding-y:0.5rem;--bs-card-cap-padding-x:1rem;--bs-card-cap-bg:rgba(var(--bs-body-color-rgb),0.03);--bs-card-cap-color: ;--bs-card-height: ;--bs-card-color: ;--bs-card-bg:var(--bs-body-bg);--bs-card-img-overlay-padding:1rem;--bs-card-group-margin:0.75rem;word-wrap:break-word;background-clip:border-box;background-color:var(--bs-card-bg);border:var(--bs-card-border-width) solid var(--bs-card-border-color);border-radius:var(--bs-card-border-radius);color:var(--bs-body-color);display:flex;flex-direction:column;height:var(--bs-card-height);min-width:0;position:relative}.card>hr{margin-left:0;margin-right:0}.card>.list-group{border-bottom:inherit;border-top:inherit}.card>.list-group:first-child{border-top-left-radius:var(--bs-card-inner-border-radius);border-top-right-radius:var(--bs-card-inner-border-radius);border-top-width:0}.card>.list-group:last-child{border-bottom-left-radius:var(--bs-card-inner-border-radius);border-bottom-right-radius:var(--bs-card-inner-border-radius);border-bottom-width:0}.card>.card-header+.list-group,.card>.list-group+.card-footer{border-top:0}.card-body{color:var(--bs-card-color);flex:1 1 auto;padding:var(--bs-card-spacer-y) var(--bs-card-spacer-x)}.card-title{color:var(--bs-card-title-color);margin-bottom:var(--bs-card-title-spacer-y)}.card-subtitle{color:var(--bs-card-subtitle-color);margin-top:calc(var(--bs-card-title-spacer-y)*-.5)}.card-subtitle,.card-text:last-child{margin-bottom:0}.card-link+.card-link{margin-left:var(--bs-card-spacer-x)}.card-header{background-color:var(--bs-card-cap-bg);border-bottom:var(--bs-card-border-width) solid var(--bs-card-border-color);color:var(--bs-card-cap-color);margin-bottom:0;padding:var(--bs-card-cap-padding-y) var(--bs-card-cap-padding-x)}.card-header:first-child{border-radius:var(--bs-card-inner-border-radius) var(--bs-card-inner-border-radius) 0 0}.card-footer{background-color:var(--bs-card-cap-bg);border-top:var(--bs-card-border-width) solid var(--bs-card-border-color);color:var(--bs-card-cap-color);padding:var(--bs-card-cap-padding-y) var(--bs-card-cap-padding-x)}.card-footer:last-child{border-radius:0 0 var(--bs-card-inner-border-radius) var(--bs-card-inner-border-radius)}.card-header-tabs{border-bottom:0;margin-bottom:calc(var(--bs-card-cap-padding-y)*-1);margin-left:calc(var(--bs-card-cap-padding-x)*-.5);margin-right:calc(var(--bs-card-cap-padding-x)*-.5)}.card-header-tabs .nav-link.active{background-color:var(--bs-card-bg);border-bottom-color:var(--bs-card-bg)}.card-header-pills{margin-left:calc(var(--bs-card-cap-padding-x)*-.5);margin-right:calc(var(--bs-card-cap-padding-x)*-.5)}.card-img-overlay{border-radius:var(--bs-card-inner-border-radius);bottom:0;left:0;padding:var(--bs-card-img-overlay-padding);position:absolute;right:0;top:0}.card-img,.card-img-bottom,.card-img-top{width:100%}.card-img,.card-img-top{border-top-left-radius:var(--bs-card-inner-border-radius);border-top-right-radius:var(--bs-card-inner-border-radius)}.card-img,.card-img-bottom{border-bottom-left-radius:var(--bs-card-inner-border-radius);border-bottom-right-radius:var(--bs-card-inner-border-radius)}.card-group>.card{margin-bottom:var(--bs-card-group-margin)}@media (min-width:576px){.card-group{display:flex;flex-flow:row wrap}.card-group>.card{flex:1 0;margin-bottom:0}.card-group>.card+.card{border-left:0;margin-left:0}.card-group>.card:not(:last-child){border-bottom-right-radius:0;border-top-right-radius:0}.card-group>.card:not(:last-child) .card-header,.card-group>.card:not(:last-child) .card-img-top{border-top-right-radius:0}.card-group>.card:not(:last-child) .card-footer,.card-group>.card:not(:last-child) .card-img-bottom{border-bottom-right-radius:0}.card-group>.card:not(:first-child){border-bottom-left-radius:0;border-top-left-radius:0}.card-group>.card:not(:first-child) .card-header,.card-group>.card:not(:first-child) .card-img-top{border-top-left-radius:0}.card-group>.card:not(:first-child) .card-footer,.card-group>.card:not(:first-child) .card-img-bottom{border-bottom-left-radius:0}}.accordion{--bs-accordion-color:var(--bs-body-color);--bs-accordion-bg:var(--bs-body-bg);--bs-accordion-transition:color 0.15s ease-in-out,background-color 0.15s ease-in-out,border-color 0.15s ease-in-out,box-shadow 0.15s ease-in-out,border-radius 0.15s ease;--bs-accordion-border-color:var(--bs-border-color);--bs-accordion-border-width:var(--bs-border-width);--bs-accordion-border-radius:var(--bs-border-radius);--bs-accordion-inner-border-radius:calc(var(--bs-border-radius) - var(--bs-border-width));--bs-accordion-btn-padding-x:1.25rem;--bs-accordion-btn-padding-y:1rem;--bs-accordion-btn-color:var(--bs-body-color);--bs-accordion-btn-bg:var(--bs-accordion-bg);--bs-accordion-btn-icon:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' fill='%23212529' viewBox='0 0 16 16'%3E%3Cpath fill-rule='evenodd' d='M1.646 4.646a.5.5 0 0 1 .708 0L8 10.293l5.646-5.647a.5.5 0 0 1 .708.708l-6 6a.5.5 0 0 1-.708 0l-6-6a.5.5 0 0 1 0-.708z'/%3E%3C/svg%3E");--bs-accordion-btn-icon-width:1.25rem;--bs-accordion-btn-icon-transform:rotate(-180deg);--bs-accordion-btn-icon-transition:transform 0.2s ease-in-out;--bs-accordion-btn-active-icon:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' fill='%23052c65' viewBox='0 0 16 16'%3E%3Cpath fill-rule='evenodd' d='M1.646 4.646a.5.5 0 0 1 .708 0L8 10.293l5.646-5.647a.5.5 0 0 1 .708.708l-6 6a.5.5 0 0 1-.708 0l-6-6a.5.5 0 0 1 0-.708z'/%3E%3C/svg%3E");--bs-accordion-btn-focus-border-color:#86b7fe;--bs-accordion-btn-focus-box-shadow:0 0 0 0.25rem rgba(13,110,253,.25);--bs-accordion-body-padding-x:1.25rem;--bs-accordion-body-padding-y:1rem;--bs-accordion-active-color:var(--bs-primary-text-emphasis);--bs-accordion-active-bg:var(--bs-primary-bg-subtle)}.accordion-button{align-items:center;background-color:var(--bs-accordion-btn-bg);border:0;border-radius:0;color:var(--bs-accordion-btn-color);display:flex;font-size:1rem;overflow-anchor:none;padding:var(--bs-accordion-btn-padding-y) var(--bs-accordion-btn-padding-x);position:relative;text-align:left;transition:var(--bs-accordion-transition);width:100%}@media (prefers-reduced-motion:reduce){.accordion-button{transition:none}}.accordion-button:not(.collapsed){background-color:var(--bs-accordion-active-bg);box-shadow:inset 0 calc(var(--bs-accordion-border-width)*-1) 0 var(--bs-accordion-border-color);color:var(--bs-accordion-active-color)}.accordion-button:not(.collapsed):after{background-image:var(--bs-accordion-btn-active-icon);transform:var(--bs-accordion-btn-icon-transform)}.accordion-button:after{background-image:var(--bs-accordion-btn-icon);background-repeat:no-repeat;background-size:var(--bs-accordion-btn-icon-width);content:"";flex-shrink:0;height:var(--bs-accordion-btn-icon-width);margin-left:auto;transition:var(--bs-accordion-btn-icon-transition);width:var(--bs-accordion-btn-icon-width)}@media (prefers-reduced-motion:reduce){.accordion-button:after{transition:none}}.accordion-button:hover{z-index:2}.accordion-button:focus{border-color:var(--bs-accordion-btn-focus-border-color);box-shadow:var(--bs-accordion-btn-focus-box-shadow);outline:0;z-index:3}.accordion-header{margin-bottom:0}.accordion-item{background-color:var(--bs-accordion-bg);border:var(--bs-accordion-border-width) solid var(--bs-accordion-border-color);color:var(--bs-accordion-color)}.accordion-item:first-of-type{border-top-left-radius:var(--bs-accordion-border-radius);border-top-right-radius:var(--bs-accordion-border-radius)}.accordion-item:first-of-type .accordion-button{border-top-left-radius:var(--bs-accordion-inner-border-radius);border-top-right-radius:var(--bs-accordion-inner-border-radius)}.accordion-item:not(:first-of-type){border-top:0}.accordion-item:last-of-type{border-bottom-left-radius:var(--bs-accordion-border-radius);border-bottom-right-radius:var(--bs-accordion-border-radius)}.accordion-item:last-of-type .accordion-button.collapsed{border-bottom-left-radius:var(--bs-accordion-inner-border-radius);border-bottom-right-radius:var(--bs-accordion-inner-border-radius)}.accordion-item:last-of-type .accordion-collapse{border-bottom-left-radius:var(--bs-accordion-border-radius);border-bottom-right-radius:var(--bs-accordion-border-radius)}.accordion-body{padding:var(--bs-accordion-body-padding-y) var(--bs-accordion-body-padding-x)}.accordion-flush .accordion-collapse{border-width:0}.accordion-flush .accordion-item{border-left:0;border-radius:0;border-right:0}.accordion-flush .accordion-item:first-child{border-top:0}.accordion-flush .accordion-item:last-child{border-bottom:0}.accordion-flush .accordion-item .accordion-button,.accordion-flush .accordion-item .accordion-button.collapsed{border-radius:0}[data-bs-theme=dark] .accordion-button:after{--bs-accordion-btn-icon:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' fill='%236ea8fe' viewBox='0 0 16 16'%3E%3Cpath fill-rule='evenodd' d='M1.646 4.646a.5.5 0 0 1 .708 0L8 10.293l5.646-5.647a.5.5 0 0 1 .708.708l-6 6a.5.5 0 0 1-.708 0l-6-6a.5.5 0 0 1 0-.708z'/%3E%3C/svg%3E");--bs-accordion-btn-active-icon:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' fill='%236ea8fe' viewBox='0 0 16 16'%3E%3Cpath fill-rule='evenodd' d='M1.646 4.646a.5.5 0 0 1 .708 0L8 10.293l5.646-5.647a.5.5 0 0 1 .708.708l-6 6a.5.5 0 0 1-.708 0l-6-6a.5.5 0 0 1 0-.708z'/%3E%3C/svg%3E")}.breadcrumb{--bs-breadcrumb-padding-x:0;--bs-breadcrumb-padding-y:0;--bs-breadcrumb-margin-bottom:1rem;--bs-breadcrumb-bg: ;--bs-breadcrumb-border-radius: ;--bs-breadcrumb-divider-color:var(--bs-secondary-color);--bs-breadcrumb-item-padding-x:0.5rem;--bs-breadcrumb-item-active-color:var(--bs-secondary-color);background-color:var(--bs-breadcrumb-bg);border-radius:var(--bs-breadcrumb-border-radius);display:flex;flex-wrap:wrap;font-size:var(--bs-breadcrumb-font-size);list-style:none;margin-bottom:var(--bs-breadcrumb-margin-bottom);padding:var(--bs-breadcrumb-padding-y) var(--bs-breadcrumb-padding-x)}.breadcrumb-item+.breadcrumb-item{padding-left:var(--bs-breadcrumb-item-padding-x)}.breadcrumb-item+.breadcrumb-item:before{color:var(--bs-breadcrumb-divider-color);content:var(--bs-breadcrumb-divider,"/");float:left;padding-right:var(--bs-breadcrumb-item-padding-x)}.breadcrumb-item.active{color:var(--bs-breadcrumb-item-active-color)}.pagination{--bs-pagination-padding-x:0.75rem;--bs-pagination-padding-y:0.375rem;--bs-pagination-font-size:1rem;--bs-pagination-color:var(--bs-link-color);--bs-pagination-bg:var(--bs-body-bg);--bs-pagination-border-width:var(--bs-border-width);--bs-pagination-border-color:var(--bs-border-color);--bs-pagination-border-radius:var(--bs-border-radius);--bs-pagination-hover-color:var(--bs-link-hover-color);--bs-pagination-hover-bg:var(--bs-tertiary-bg);--bs-pagination-hover-border-color:var(--bs-border-color);--bs-pagination-focus-color:var(--bs-link-hover-color);--bs-pagination-focus-bg:var(--bs-secondary-bg);--bs-pagination-focus-box-shadow:0 0 0 0.25rem rgba(13,110,253,.25);--bs-pagination-active-color:#fff;--bs-pagination-active-bg:#0d6efd;--bs-pagination-active-border-color:#0d6efd;--bs-pagination-disabled-color:var(--bs-secondary-color);--bs-pagination-disabled-bg:var(--bs-secondary-bg);--bs-pagination-disabled-border-color:var(--bs-border-color);display:flex;list-style:none;padding-left:0}.page-link{background-color:var(--bs-pagination-bg);border:var(--bs-pagination-border-width) solid var(--bs-pagination-border-color);color:var(--bs-pagination-color);display:block;font-size:var(--bs-pagination-font-size);padding:var(--bs-pagination-padding-y) var(--bs-pagination-padding-x);position:relative;text-decoration:none;transition:color .15s ease-in-out,background-color .15s ease-in-out,border-color .15s ease-in-out,box-shadow .15s ease-in-out}@media (prefers-reduced-motion:reduce){.page-link{transition:none}}.page-link:hover{background-color:var(--bs-pagination-hover-bg);border-color:var(--bs-pagination-hover-border-color);color:var(--bs-pagination-hover-color);z-index:2}.page-link:focus{background-color:var(--bs-pagination-focus-bg);box-shadow:var(--bs-pagination-focus-box-shadow);color:var(--bs-pagination-focus-color);outline:0;z-index:3}.active>.page-link,.page-link.active{background-color:var(--bs-pagination-active-bg);border-color:var(--bs-pagination-active-border-color);color:var(--bs-pagination-active-color);z-index:3}.disabled>.page-link,.page-link.disabled{background-color:var(--bs-pagination-disabled-bg);border-color:var(--bs-pagination-disabled-border-color);color:var(--bs-pagination-disabled-color);pointer-events:none}.page-item:not(:first-child) .page-link{margin-left:calc(var(--bs-border-width)*-1)}.page-item:first-child .page-link{border-bottom-left-radius:var(--bs-pagination-border-radius);border-top-left-radius:var(--bs-pagination-border-radius)}.page-item:last-child .page-link{border-bottom-right-radius:var(--bs-pagination-border-radius);border-top-right-radius:var(--bs-pagination-border-radius)}.pagination-lg{--bs-pagination-padding-x:1.5rem;--bs-pagination-padding-y:0.75rem;--bs-pagination-font-size:1.25rem;--bs-pagination-border-radius:var(--bs-border-radius-lg)}.pagination-sm{--bs-pagination-padding-x:0.5rem;--bs-pagination-padding-y:0.25rem;--bs-pagination-font-size:0.875rem;--bs-pagination-border-radius:var(--bs-border-radius-sm)}.badge{--bs-badge-padding-x:0.65em;--bs-badge-padding-y:0.35em;--bs-badge-font-size:0.75em;--bs-badge-font-weight:700;--bs-badge-color:#fff;--bs-badge-border-radius:var(--bs-border-radius);border-radius:var(--bs-badge-border-radius);color:var(--bs-badge-color);display:inline-block;font-size:var(--bs-badge-font-size);font-weight:var(--bs-badge-font-weight);line-height:1;padding:var(--bs-badge-padding-y) var(--bs-badge-padding-x);text-align:center;vertical-align:baseline;white-space:nowrap}.badge:empty{display:none}.btn .badge{position:relative;top:-1px}.alert{--bs-alert-bg:transparent;--bs-alert-padding-x:1rem;--bs-alert-padding-y:1rem;--bs-alert-margin-bottom:1rem;--bs-alert-color:inherit;--bs-alert-border-color:transparent;--bs-alert-border:var(--bs-border-width) solid var(--bs-alert-border-color);--bs-alert-border-radius:var(--bs-border-radius);--bs-alert-link-color:inherit;background-color:var(--bs-alert-bg);border:var(--bs-alert-border);border-radius:var(--bs-alert-border-radius);color:var(--bs-alert-color);margin-bottom:var(--bs-alert-margin-bottom);padding:var(--bs-alert-padding-y) var(--bs-alert-padding-x);position:relative}.alert-heading{color:inherit}.alert-link{color:var(--bs-alert-link-color);font-weight:700}.alert-dismissible{padding-right:3rem}.alert-dismissible .btn-close{padding:1.25rem 1rem;position:absolute;right:0;top:0;z-index:2}.alert-primary{--bs-alert-color:var(--bs-primary-text-emphasis);--bs-alert-bg:var(--bs-primary-bg-subtle);--bs-alert-border-color:var(--bs-primary-border-subtle);--bs-alert-link-color:var(--bs-primary-text-emphasis)}.alert-secondary{--bs-alert-color:var(--bs-secondary-text-emphasis);--bs-alert-bg:var(--bs-secondary-bg-subtle);--bs-alert-border-color:var(--bs-secondary-border-subtle);--bs-alert-link-color:var(--bs-secondary-text-emphasis)}.alert-success{--bs-alert-color:var(--bs-success-text-emphasis);--bs-alert-bg:var(--bs-success-bg-subtle);--bs-alert-border-color:var(--bs-success-border-subtle);--bs-alert-link-color:var(--bs-success-text-emphasis)}.alert-info{--bs-alert-color:var(--bs-info-text-emphasis);--bs-alert-bg:var(--bs-info-bg-subtle);--bs-alert-border-color:var(--bs-info-border-subtle);--bs-alert-link-color:var(--bs-info-text-emphasis)}.alert-warning{--bs-alert-color:var(--bs-warning-text-emphasis);--bs-alert-bg:var(--bs-warning-bg-subtle);--bs-alert-border-color:var(--bs-warning-border-subtle);--bs-alert-link-color:var(--bs-warning-text-emphasis)}.alert-danger{--bs-alert-color:var(--bs-danger-text-emphasis);--bs-alert-bg:var(--bs-danger-bg-subtle);--bs-alert-border-color:var(--bs-danger-border-subtle);--bs-alert-link-color:var(--bs-danger-text-emphasis)}.alert-light{--bs-alert-color:var(--bs-light-text-emphasis);--bs-alert-bg:var(--bs-light-bg-subtle);--bs-alert-border-color:var(--bs-light-border-subtle);--bs-alert-link-color:var(--bs-light-text-emphasis)}.alert-dark{--bs-alert-color:var(--bs-dark-text-emphasis);--bs-alert-bg:var(--bs-dark-bg-subtle);--bs-alert-border-color:var(--bs-dark-border-subtle);--bs-alert-link-color:var(--bs-dark-text-emphasis)}@keyframes progress-bar-stripes{0%{background-position-x:1rem}}.progress,.progress-stacked{--bs-progress-height:1rem;--bs-progress-font-size:0.75rem;--bs-progress-bg:var(--bs-secondary-bg);--bs-progress-border-radius:var(--bs-border-radius);--bs-progress-box-shadow:var(--bs-box-shadow-inset);--bs-progress-bar-color:#fff;--bs-progress-bar-bg:#0d6efd;--bs-progress-bar-transition:width 0.6s ease;background-color:var(--bs-progress-bg);border-radius:var(--bs-progress-border-radius);display:flex;font-size:var(--bs-progress-font-size);height:var(--bs-progress-height);overflow:hidden}.progress-bar{background-color:var(--bs-progress-bar-bg);color:var(--bs-progress-bar-color);display:flex;flex-direction:column;justify-content:center;overflow:hidden;text-align:center;transition:var(--bs-progress-bar-transition);white-space:nowrap}@media (prefers-reduced-motion:reduce){.progress-bar{transition:none}}.progress-bar-striped{background-image:linear-gradient(45deg,hsla(0,0%,100%,.15) 25%,transparent 0,transparent 50%,hsla(0,0%,100%,.15) 0,hsla(0,0%,100%,.15) 75%,transparent 0,transparent);background-size:var(--bs-progress-height) var(--bs-progress-height)}.progress-stacked>.progress{overflow:visible}.progress-stacked>.progress>.progress-bar{width:100%}.progress-bar-animated{animation:progress-bar-stripes 1s linear infinite}@media (prefers-reduced-motion:reduce){.progress-bar-animated{animation:none}}.list-group{--bs-list-group-color:var(--bs-body-color);--bs-list-group-bg:var(--bs-body-bg);--bs-list-group-border-color:var(--bs-border-color);--bs-list-group-border-width:var(--bs-border-width);--bs-list-group-border-radius:var(--bs-border-radius);--bs-list-group-item-padding-x:1rem;--bs-list-group-item-padding-y:0.5rem;--bs-list-group-action-color:var(--bs-secondary-color);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-tertiary-bg);--bs-list-group-action-active-color:var(--bs-body-color);--bs-list-group-action-active-bg:var(--bs-secondary-bg);--bs-list-group-disabled-color:var(--bs-secondary-color);--bs-list-group-disabled-bg:var(--bs-body-bg);--bs-list-group-active-color:#fff;--bs-list-group-active-bg:#0d6efd;--bs-list-group-active-border-color:#0d6efd;border-radius:var(--bs-list-group-border-radius);display:flex;flex-direction:column;margin-bottom:0;padding-left:0}.list-group-numbered{counter-reset:section;list-style-type:none}.list-group-numbered>.list-group-item:before{content:counters(section,".") ". ";counter-increment:section}.list-group-item-action{color:var(--bs-list-group-action-color);text-align:inherit;width:100%}.list-group-item-action:focus,.list-group-item-action:hover{background-color:var(--bs-list-group-action-hover-bg);color:var(--bs-list-group-action-hover-color);text-decoration:none;z-index:1}.list-group-item-action:active{background-color:var(--bs-list-group-action-active-bg);color:var(--bs-list-group-action-active-color)}.list-group-item{background-color:var(--bs-list-group-bg);border:var(--bs-list-group-border-width) solid var(--bs-list-group-border-color);color:var(--bs-list-group-color);display:block;padding:var(--bs-list-group-item-padding-y) var(--bs-list-group-item-padding-x);position:relative;text-decoration:none}.list-group-item:first-child{border-top-left-radius:inherit;border-top-right-radius:inherit}.list-group-item:last-child{border-bottom-left-radius:inherit;border-bottom-right-radius:inherit}.list-group-item.disabled,.list-group-item:disabled{background-color:var(--bs-list-group-disabled-bg);color:var(--bs-list-group-disabled-color);pointer-events:none}.list-group-item.active{background-color:var(--bs-list-group-active-bg);border-color:var(--bs-list-group-active-border-color);color:var(--bs-list-group-active-color);z-index:2}.list-group-item+.list-group-item{border-top-width:0}.list-group-item+.list-group-item.active{border-top-width:var(--bs-list-group-border-width);margin-top:calc(var(--bs-list-group-border-width)*-1)}.list-group-horizontal{flex-direction:row}.list-group-horizontal>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal>.list-group-item:last-child:not(:first-child){border-bottom-left-radius:0;border-top-right-radius:var(--bs-list-group-border-radius)}.list-group-horizontal>.list-group-item.active{margin-top:0}.list-group-horizontal>.list-group-item+.list-group-item{border-left-width:0;border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal>.list-group-item+.list-group-item.active{border-left-width:var(--bs-list-group-border-width);margin-left:calc(var(--bs-list-group-border-width)*-1)}@media (min-width:576px){.list-group-horizontal-sm{flex-direction:row}.list-group-horizontal-sm>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-sm>.list-group-item:last-child:not(:first-child){border-bottom-left-radius:0;border-top-right-radius:var(--bs-list-group-border-radius)}.list-group-horizontal-sm>.list-group-item.active{margin-top:0}.list-group-horizontal-sm>.list-group-item+.list-group-item{border-left-width:0;border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal-sm>.list-group-item+.list-group-item.active{border-left-width:var(--bs-list-group-border-width);margin-left:calc(var(--bs-list-group-border-width)*-1)}}@media (min-width:768px){.list-group-horizontal-md{flex-direction:row}.list-group-horizontal-md>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-md>.list-group-item:last-child:not(:first-child){border-bottom-left-radius:0;border-top-right-radius:var(--bs-list-group-border-radius)}.list-group-horizontal-md>.list-group-item.active{margin-top:0}.list-group-horizontal-md>.list-group-item+.list-group-item{border-left-width:0;border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal-md>.list-group-item+.list-group-item.active{border-left-width:var(--bs-list-group-border-width);margin-left:calc(var(--bs-list-group-border-width)*-1)}}@media (min-width:992px){.list-group-horizontal-lg{flex-direction:row}.list-group-horizontal-lg>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-lg>.list-group-item:last-child:not(:first-child){border-bottom-left-radius:0;border-top-right-radius:var(--bs-list-group-border-radius)}.list-group-horizontal-lg>.list-group-item.active{margin-top:0}.list-group-horizontal-lg>.list-group-item+.list-group-item{border-left-width:0;border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal-lg>.list-group-item+.list-group-item.active{border-left-width:var(--bs-list-group-border-width);margin-left:calc(var(--bs-list-group-border-width)*-1)}}@media (min-width:1200px){.list-group-horizontal-xl{flex-direction:row}.list-group-horizontal-xl>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-xl>.list-group-item:last-child:not(:first-child){border-bottom-left-radius:0;border-top-right-radius:var(--bs-list-group-border-radius)}.list-group-horizontal-xl>.list-group-item.active{margin-top:0}.list-group-horizontal-xl>.list-group-item+.list-group-item{border-left-width:0;border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal-xl>.list-group-item+.list-group-item.active{border-left-width:var(--bs-list-group-border-width);margin-left:calc(var(--bs-list-group-border-width)*-1)}}@media (min-width:1400px){.list-group-horizontal-xxl{flex-direction:row}.list-group-horizontal-xxl>.list-group-item:first-child:not(:last-child){border-bottom-left-radius:var(--bs-list-group-border-radius);border-top-right-radius:0}.list-group-horizontal-xxl>.list-group-item:last-child:not(:first-child){border-bottom-left-radius:0;border-top-right-radius:var(--bs-list-group-border-radius)}.list-group-horizontal-xxl>.list-group-item.active{margin-top:0}.list-group-horizontal-xxl>.list-group-item+.list-group-item{border-left-width:0;border-top-width:var(--bs-list-group-border-width)}.list-group-horizontal-xxl>.list-group-item+.list-group-item.active{border-left-width:var(--bs-list-group-border-width);margin-left:calc(var(--bs-list-group-border-width)*-1)}}.list-group-flush{border-radius:0}.list-group-flush>.list-group-item{border-width:0 0 var(--bs-list-group-border-width)}.list-group-flush>.list-group-item:last-child{border-bottom-width:0}.list-group-item-primary{--bs-list-group-color:var(--bs-primary-text-emphasis);--bs-list-group-bg:var(--bs-primary-bg-subtle);--bs-list-group-border-color:var(--bs-primary-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-primary-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-primary-border-subtle);--bs-list-group-active-color:var(--bs-primary-bg-subtle);--bs-list-group-active-bg:var(--bs-primary-text-emphasis);--bs-list-group-active-border-color:var(--bs-primary-text-emphasis)}.list-group-item-secondary{--bs-list-group-color:var(--bs-secondary-text-emphasis);--bs-list-group-bg:var(--bs-secondary-bg-subtle);--bs-list-group-border-color:var(--bs-secondary-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-secondary-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-secondary-border-subtle);--bs-list-group-active-color:var(--bs-secondary-bg-subtle);--bs-list-group-active-bg:var(--bs-secondary-text-emphasis);--bs-list-group-active-border-color:var(--bs-secondary-text-emphasis)}.list-group-item-success{--bs-list-group-color:var(--bs-success-text-emphasis);--bs-list-group-bg:var(--bs-success-bg-subtle);--bs-list-group-border-color:var(--bs-success-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-success-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-success-border-subtle);--bs-list-group-active-color:var(--bs-success-bg-subtle);--bs-list-group-active-bg:var(--bs-success-text-emphasis);--bs-list-group-active-border-color:var(--bs-success-text-emphasis)}.list-group-item-info{--bs-list-group-color:var(--bs-info-text-emphasis);--bs-list-group-bg:var(--bs-info-bg-subtle);--bs-list-group-border-color:var(--bs-info-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-info-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-info-border-subtle);--bs-list-group-active-color:var(--bs-info-bg-subtle);--bs-list-group-active-bg:var(--bs-info-text-emphasis);--bs-list-group-active-border-color:var(--bs-info-text-emphasis)}.list-group-item-warning{--bs-list-group-color:var(--bs-warning-text-emphasis);--bs-list-group-bg:var(--bs-warning-bg-subtle);--bs-list-group-border-color:var(--bs-warning-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-warning-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-warning-border-subtle);--bs-list-group-active-color:var(--bs-warning-bg-subtle);--bs-list-group-active-bg:var(--bs-warning-text-emphasis);--bs-list-group-active-border-color:var(--bs-warning-text-emphasis)}.list-group-item-danger{--bs-list-group-color:var(--bs-danger-text-emphasis);--bs-list-group-bg:var(--bs-danger-bg-subtle);--bs-list-group-border-color:var(--bs-danger-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-danger-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-danger-border-subtle);--bs-list-group-active-color:var(--bs-danger-bg-subtle);--bs-list-group-active-bg:var(--bs-danger-text-emphasis);--bs-list-group-active-border-color:var(--bs-danger-text-emphasis)}.list-group-item-light{--bs-list-group-color:var(--bs-light-text-emphasis);--bs-list-group-bg:var(--bs-light-bg-subtle);--bs-list-group-border-color:var(--bs-light-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-light-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-light-border-subtle);--bs-list-group-active-color:var(--bs-light-bg-subtle);--bs-list-group-active-bg:var(--bs-light-text-emphasis);--bs-list-group-active-border-color:var(--bs-light-text-emphasis)}.list-group-item-dark{--bs-list-group-color:var(--bs-dark-text-emphasis);--bs-list-group-bg:var(--bs-dark-bg-subtle);--bs-list-group-border-color:var(--bs-dark-border-subtle);--bs-list-group-action-hover-color:var(--bs-emphasis-color);--bs-list-group-action-hover-bg:var(--bs-dark-border-subtle);--bs-list-group-action-active-color:var(--bs-emphasis-color);--bs-list-group-action-active-bg:var(--bs-dark-border-subtle);--bs-list-group-active-color:var(--bs-dark-bg-subtle);--bs-list-group-active-bg:var(--bs-dark-text-emphasis);--bs-list-group-active-border-color:var(--bs-dark-text-emphasis)}.btn-close{--bs-btn-close-color:#000;--bs-btn-close-bg:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' viewBox='0 0 16 16'%3E%3Cpath d='M.293.293a1 1 0 0 1 1.414 0L8 6.586 14.293.293a1 1 0 1 1 1.414 1.414L9.414 8l6.293 6.293a1 1 0 0 1-1.414 1.414L8 9.414l-6.293 6.293a1 1 0 0 1-1.414-1.414L6.586 8 .293 1.707a1 1 0 0 1 0-1.414z'/%3E%3C/svg%3E");--bs-btn-close-opacity:0.5;--bs-btn-close-hover-opacity:0.75;--bs-btn-close-focus-shadow:0 0 0 0.25rem rgba(13,110,253,.25);--bs-btn-close-focus-opacity:1;--bs-btn-close-disabled-opacity:0.25;--bs-btn-close-white-filter:invert(1) grayscale(100%) brightness(200%);background:transparent var(--bs-btn-close-bg) center/1em auto no-repeat;border:0;border-radius:.375rem;box-sizing:content-box;height:1em;opacity:var(--bs-btn-close-opacity);padding:.25em;width:1em}.btn-close,.btn-close:hover{color:var(--bs-btn-close-color)}.btn-close:hover{opacity:var(--bs-btn-close-hover-opacity);text-decoration:none}.btn-close:focus{box-shadow:var(--bs-btn-close-focus-shadow);opacity:var(--bs-btn-close-focus-opacity);outline:0}.btn-close.disabled,.btn-close:disabled{opacity:var(--bs-btn-close-disabled-opacity);pointer-events:none;-webkit-user-select:none;user-select:none}.btn-close-white,[data-bs-theme=dark] .btn-close{filter:var(--bs-btn-close-white-filter)}.toast{--bs-toast-zindex:1090;--bs-toast-padding-x:0.75rem;--bs-toast-padding-y:0.5rem;--bs-toast-spacing:1.5rem;--bs-toast-max-width:350px;--bs-toast-font-size:0.875rem;--bs-toast-color: ;--bs-toast-bg:rgba(var(--bs-body-bg-rgb),0.85);--bs-toast-border-width:var(--bs-border-width);--bs-toast-border-color:var(--bs-border-color-translucent);--bs-toast-border-radius:var(--bs-border-radius);--bs-toast-box-shadow:var(--bs-box-shadow);--bs-toast-header-color:var(--bs-secondary-color);--bs-toast-header-bg:rgba(var(--bs-body-bg-rgb),0.85);--bs-toast-header-border-color:var(--bs-border-color-translucent);background-clip:padding-box;background-color:var(--bs-toast-bg);border:var(--bs-toast-border-width) solid var(--bs-toast-border-color);border-radius:var(--bs-toast-border-radius);box-shadow:var(--bs-toast-box-shadow);color:var(--bs-toast-color);font-size:var(--bs-toast-font-size);max-width:100%;pointer-events:auto;width:var(--bs-toast-max-width)}.toast.showing{opacity:0}.toast:not(.show){display:none}.toast-container{--bs-toast-zindex:1090;max-width:100%;pointer-events:none;position:absolute;width:-webkit-max-content;width:max-content;z-index:var(--bs-toast-zindex)}.toast-container>:not(:last-child){margin-bottom:var(--bs-toast-spacing)}.toast-header{align-items:center;background-clip:padding-box;background-color:var(--bs-toast-header-bg);border-bottom:var(--bs-toast-border-width) solid var(--bs-toast-header-border-color);border-top-left-radius:calc(var(--bs-toast-border-radius) - var(--bs-toast-border-width));border-top-right-radius:calc(var(--bs-toast-border-radius) - var(--bs-toast-border-width));color:var(--bs-toast-header-color);display:flex;padding:var(--bs-toast-padding-y) var(--bs-toast-padding-x)}.toast-header .btn-close{margin-left:var(--bs-toast-padding-x);margin-right:calc(var(--bs-toast-padding-x)*-.5)}.toast-body{word-wrap:break-word;padding:var(--bs-toast-padding-x)}.modal{--bs-modal-zindex:1055;--bs-modal-width:500px;--bs-modal-padding:1rem;--bs-modal-margin:0.5rem;--bs-modal-color: ;--bs-modal-bg:var(--bs-body-bg);--bs-modal-border-color:var(--bs-border-color-translucent);--bs-modal-border-width:var(--bs-border-width);--bs-modal-border-radius:var(--bs-border-radius-lg);--bs-modal-box-shadow:0 0.125rem 0.25rem rgba(0,0,0,.075);--bs-modal-inner-border-radius:calc(var(--bs-border-radius-lg) - var(--bs-border-width));--bs-modal-header-padding-x:1rem;--bs-modal-header-padding-y:1rem;--bs-modal-header-padding:1rem 1rem;--bs-modal-header-border-color:var(--bs-border-color);--bs-modal-header-border-width:var(--bs-border-width);--bs-modal-title-line-height:1.5;--bs-modal-footer-gap:0.5rem;--bs-modal-footer-bg: ;--bs-modal-footer-border-color:var(--bs-border-color);--bs-modal-footer-border-width:var(--bs-border-width);display:none;height:100%;left:0;outline:0;overflow-x:hidden;overflow-y:auto;position:fixed;top:0;width:100%;z-index:var(--bs-modal-zindex)}.modal-dialog{margin:var(--bs-modal-margin);pointer-events:none;position:relative;width:auto}.modal.fade .modal-dialog{transform:translateY(-50px);transition:transform .3s ease-out}@media (prefers-reduced-motion:reduce){.modal.fade .modal-dialog{transition:none}}.modal.show .modal-dialog{transform:none}.modal.modal-static .modal-dialog{transform:scale(1.02)}.modal-dialog-scrollable{height:calc(100% - var(--bs-modal-margin)*2)}.modal-dialog-scrollable .modal-content{max-height:100%;overflow:hidden}.modal-dialog-scrollable .modal-body{overflow-y:auto}.modal-dialog-centered{align-items:center;display:flex;min-height:calc(100% - var(--bs-modal-margin)*2)}.modal-content{background-clip:padding-box;background-color:var(--bs-modal-bg);border:var(--bs-modal-border-width) solid var(--bs-modal-border-color);border-radius:var(--bs-modal-border-radius);color:var(--bs-modal-color);display:flex;flex-direction:column;outline:0;pointer-events:auto;position:relative;width:100%}.modal-backdrop{--bs-backdrop-zindex:1050;--bs-backdrop-bg:#000;--bs-backdrop-opacity:0.5;background-color:var(--bs-backdrop-bg);height:100vh;left:0;position:fixed;top:0;width:100vw;z-index:var(--bs-backdrop-zindex)}.modal-backdrop.fade{opacity:0}.modal-backdrop.show{opacity:var(--bs-backdrop-opacity)}.modal-header{align-items:center;border-bottom:var(--bs-modal-header-border-width) solid var(--bs-modal-header-border-color);border-top-left-radius:var(--bs-modal-inner-border-radius);border-top-right-radius:var(--bs-modal-inner-border-radius);display:flex;flex-shrink:0;justify-content:space-between;padding:var(--bs-modal-header-padding)}.modal-header .btn-close{margin:calc(var(--bs-modal-header-padding-y)*-.5) calc(var(--bs-modal-header-padding-x)*-.5) calc(var(--bs-modal-header-padding-y)*-.5) auto;padding:calc(var(--bs-modal-header-padding-y)*.5) calc(var(--bs-modal-header-padding-x)*.5)}.modal-title{line-height:var(--bs-modal-title-line-height);margin-bottom:0}.modal-body{flex:1 1 auto;padding:var(--bs-modal-padding);position:relative}.modal-footer{align-items:center;background-color:var(--bs-modal-footer-bg);border-bottom-left-radius:var(--bs-modal-inner-border-radius);border-bottom-right-radius:var(--bs-modal-inner-border-radius);border-top:var(--bs-modal-footer-border-width) solid var(--bs-modal-footer-border-color);display:flex;flex-shrink:0;flex-wrap:wrap;justify-content:flex-end;padding:calc(var(--bs-modal-padding) - var(--bs-modal-footer-gap)*.5)}.modal-footer>*{margin:calc(var(--bs-modal-footer-gap)*.5)}@media (min-width:576px){.modal{--bs-modal-margin:1.75rem;--bs-modal-box-shadow:0 0.5rem 1rem rgba(0,0,0,.15)}.modal-dialog{margin-left:auto;margin-right:auto;max-width:var(--bs-modal-width)}.modal-sm{--bs-modal-width:300px}}@media (min-width:992px){.modal-lg,.modal-xl{--bs-modal-width:800px}}@media (min-width:1200px){.modal-xl{--bs-modal-width:1140px}}.modal-fullscreen{height:100%;margin:0;max-width:none;width:100vw}.modal-fullscreen .modal-content{border:0;border-radius:0;height:100%}.modal-fullscreen .modal-footer,.modal-fullscreen .modal-header{border-radius:0}.modal-fullscreen .modal-body{overflow-y:auto}@media (max-width:575.98px){.modal-fullscreen-sm-down{height:100%;margin:0;max-width:none;width:100vw}.modal-fullscreen-sm-down .modal-content{border:0;border-radius:0;height:100%}.modal-fullscreen-sm-down .modal-footer,.modal-fullscreen-sm-down .modal-header{border-radius:0}.modal-fullscreen-sm-down .modal-body{overflow-y:auto}}@media (max-width:767.98px){.modal-fullscreen-md-down{height:100%;margin:0;max-width:none;width:100vw}.modal-fullscreen-md-down .modal-content{border:0;border-radius:0;height:100%}.modal-fullscreen-md-down .modal-footer,.modal-fullscreen-md-down .modal-header{border-radius:0}.modal-fullscreen-md-down .modal-body{overflow-y:auto}}@media (max-width:991.98px){.modal-fullscreen-lg-down{height:100%;margin:0;max-width:none;width:100vw}.modal-fullscreen-lg-down .modal-content{border:0;border-radius:0;height:100%}.modal-fullscreen-lg-down .modal-footer,.modal-fullscreen-lg-down .modal-header{border-radius:0}.modal-fullscreen-lg-down .modal-body{overflow-y:auto}}@media (max-width:1199.98px){.modal-fullscreen-xl-down{height:100%;margin:0;max-width:none;width:100vw}.modal-fullscreen-xl-down .modal-content{border:0;border-radius:0;height:100%}.modal-fullscreen-xl-down .modal-footer,.modal-fullscreen-xl-down .modal-header{border-radius:0}.modal-fullscreen-xl-down .modal-body{overflow-y:auto}}@media (max-width:1399.98px){.modal-fullscreen-xxl-down{height:100%;margin:0;max-width:none;width:100vw}.modal-fullscreen-xxl-down .modal-content{border:0;border-radius:0;height:100%}.modal-fullscreen-xxl-down .modal-footer,.modal-fullscreen-xxl-down .modal-header{border-radius:0}.modal-fullscreen-xxl-down .modal-body{overflow-y:auto}}.tooltip{--bs-tooltip-zindex:1080;--bs-tooltip-max-width:200px;--bs-tooltip-padding-x:0.5rem;--bs-tooltip-padding-y:0.25rem;--bs-tooltip-margin: ;--bs-tooltip-font-size:0.875rem;--bs-tooltip-color:var(--bs-body-bg);--bs-tooltip-bg:var(--bs-emphasis-color);--bs-tooltip-border-radius:var(--bs-border-radius);--bs-tooltip-opacity:0.9;--bs-tooltip-arrow-width:0.8rem;--bs-tooltip-arrow-height:0.4rem;word-wrap:break-word;display:block;font-family:var(--bs-font-sans-serif);font-size:var(--bs-tooltip-font-size);font-style:normal;font-weight:400;letter-spacing:normal;line-break:auto;line-height:1.5;margin:var(--bs-tooltip-margin);opacity:0;text-align:left;text-align:start;text-decoration:none;text-shadow:none;text-transform:none;white-space:normal;word-break:normal;word-spacing:normal;z-index:var(--bs-tooltip-zindex)}.tooltip.show{opacity:var(--bs-tooltip-opacity)}.tooltip .tooltip-arrow{display:block;height:var(--bs-tooltip-arrow-height);width:var(--bs-tooltip-arrow-width)}.tooltip .tooltip-arrow:before{border-color:transparent;border-style:solid;content:"";position:absolute}.bs-tooltip-auto[data-popper-placement^=top] .tooltip-arrow,.bs-tooltip-top .tooltip-arrow{bottom:calc(var(--bs-tooltip-arrow-height)*-1)}.bs-tooltip-auto[data-popper-placement^=top] .tooltip-arrow:before,.bs-tooltip-top .tooltip-arrow:before{border-top-color:var(--bs-tooltip-bg);border-width:var(--bs-tooltip-arrow-height) calc(var(--bs-tooltip-arrow-width)*.5) 0;top:-1px}.bs-tooltip-auto[data-popper-placement^=right] .tooltip-arrow,.bs-tooltip-end .tooltip-arrow{height:var(--bs-tooltip-arrow-width);left:calc(var(--bs-tooltip-arrow-height)*-1);width:var(--bs-tooltip-arrow-height)}.bs-tooltip-auto[data-popper-placement^=right] .tooltip-arrow:before,.bs-tooltip-end .tooltip-arrow:before{border-right-color:var(--bs-tooltip-bg);border-width:calc(var(--bs-tooltip-arrow-width)*.5) var(--bs-tooltip-arrow-height) calc(var(--bs-tooltip-arrow-width)*.5) 0;right:-1px}.bs-tooltip-auto[data-popper-placement^=bottom] .tooltip-arrow,.bs-tooltip-bottom .tooltip-arrow{top:calc(var(--bs-tooltip-arrow-height)*-1)}.bs-tooltip-auto[data-popper-placement^=bottom] .tooltip-arrow:before,.bs-tooltip-bottom .tooltip-arrow:before{border-bottom-color:var(--bs-tooltip-bg);border-width:0 calc(var(--bs-tooltip-arrow-width)*.5) var(--bs-tooltip-arrow-height);bottom:-1px}.bs-tooltip-auto[data-popper-placement^=left] .tooltip-arrow,.bs-tooltip-start .tooltip-arrow{height:var(--bs-tooltip-arrow-width);right:calc(var(--bs-tooltip-arrow-height)*-1);width:var(--bs-tooltip-arrow-height)}.bs-tooltip-auto[data-popper-placement^=left] .tooltip-arrow:before,.bs-tooltip-start .tooltip-arrow:before{border-left-color:var(--bs-tooltip-bg);border-width:calc(var(--bs-tooltip-arrow-width)*.5) 0 calc(var(--bs-tooltip-arrow-width)*.5) var(--bs-tooltip-arrow-height);left:-1px}.tooltip-inner{background-color:var(--bs-tooltip-bg);border-radius:var(--bs-tooltip-border-radius);color:var(--bs-tooltip-color);max-width:var(--bs-tooltip-max-width);padding:var(--bs-tooltip-padding-y) var(--bs-tooltip-padding-x);text-align:center}.popover{--bs-popover-zindex:1070;--bs-popover-max-width:276px;--bs-popover-font-size:0.875rem;--bs-popover-bg:var(--bs-body-bg);--bs-popover-border-width:var(--bs-border-width);--bs-popover-border-color:var(--bs-border-color-translucent);--bs-popover-border-radius:var(--bs-border-radius-lg);--bs-popover-inner-border-radius:calc(var(--bs-border-radius-lg) - var(--bs-border-width));--bs-popover-box-shadow:0 0.5rem 1rem rgba(0,0,0,.15);--bs-popover-header-padding-x:1rem;--bs-popover-header-padding-y:0.5rem;--bs-popover-header-font-size:1rem;--bs-popover-header-color:inherit;--bs-popover-header-bg:var(--bs-secondary-bg);--bs-popover-body-padding-x:1rem;--bs-popover-body-padding-y:1rem;--bs-popover-body-color:var(--bs-body-color);--bs-popover-arrow-width:1rem;--bs-popover-arrow-height:0.5rem;--bs-popover-arrow-border:var(--bs-popover-border-color);word-wrap:break-word;background-clip:padding-box;background-color:var(--bs-popover-bg);border:var(--bs-popover-border-width) solid var(--bs-popover-border-color);border-radius:var(--bs-popover-border-radius);display:block;font-family:var(--bs-font-sans-serif);font-size:var(--bs-popover-font-size);font-style:normal;font-weight:400;letter-spacing:normal;line-break:auto;line-height:1.5;max-width:var(--bs-popover-max-width);text-align:left;text-align:start;text-decoration:none;text-shadow:none;text-transform:none;white-space:normal;word-break:normal;word-spacing:normal;z-index:var(--bs-popover-zindex)}.popover .popover-arrow{display:block;height:var(--bs-popover-arrow-height);width:var(--bs-popover-arrow-width)}.popover .popover-arrow:after,.popover .popover-arrow:before{border:0 solid transparent;content:"";display:block;position:absolute}.bs-popover-auto[data-popper-placement^=top]>.popover-arrow,.bs-popover-top>.popover-arrow{bottom:calc((var(--bs-popover-arrow-height))*-1 - var(--bs-popover-border-width))}.bs-popover-auto[data-popper-placement^=top]>.popover-arrow:after,.bs-popover-auto[data-popper-placement^=top]>.popover-arrow:before,.bs-popover-top>.popover-arrow:after,.bs-popover-top>.popover-arrow:before{border-width:var(--bs-popover-arrow-height) calc(var(--bs-popover-arrow-width)*.5) 0}.bs-popover-auto[data-popper-placement^=top]>.popover-arrow:before,.bs-popover-top>.popover-arrow:before{border-top-color:var(--bs-popover-arrow-border);bottom:0}.bs-popover-auto[data-popper-placement^=top]>.popover-arrow:after,.bs-popover-top>.popover-arrow:after{border-top-color:var(--bs-popover-bg);bottom:var(--bs-popover-border-width)}.bs-popover-auto[data-popper-placement^=right]>.popover-arrow,.bs-popover-end>.popover-arrow{height:var(--bs-popover-arrow-width);left:calc((var(--bs-popover-arrow-height))*-1 - var(--bs-popover-border-width));width:var(--bs-popover-arrow-height)}.bs-popover-auto[data-popper-placement^=right]>.popover-arrow:after,.bs-popover-auto[data-popper-placement^=right]>.popover-arrow:before,.bs-popover-end>.popover-arrow:after,.bs-popover-end>.popover-arrow:before{border-width:calc(var(--bs-popover-arrow-width)*.5) var(--bs-popover-arrow-height) calc(var(--bs-popover-arrow-width)*.5) 0}.bs-popover-auto[data-popper-placement^=right]>.popover-arrow:before,.bs-popover-end>.popover-arrow:before{border-right-color:var(--bs-popover-arrow-border);left:0}.bs-popover-auto[data-popper-placement^=right]>.popover-arrow:after,.bs-popover-end>.popover-arrow:after{border-right-color:var(--bs-popover-bg);left:var(--bs-popover-border-width)}.bs-popover-auto[data-popper-placement^=bottom]>.popover-arrow,.bs-popover-bottom>.popover-arrow{top:calc((var(--bs-popover-arrow-height))*-1 - var(--bs-popover-border-width))}.bs-popover-auto[data-popper-placement^=bottom]>.popover-arrow:after,.bs-popover-auto[data-popper-placement^=bottom]>.popover-arrow:before,.bs-popover-bottom>.popover-arrow:after,.bs-popover-bottom>.popover-arrow:before{border-width:0 calc(var(--bs-popover-arrow-width)*.5) var(--bs-popover-arrow-height)}.bs-popover-auto[data-popper-placement^=bottom]>.popover-arrow:before,.bs-popover-bottom>.popover-arrow:before{border-bottom-color:var(--bs-popover-arrow-border);top:0}.bs-popover-auto[data-popper-placement^=bottom]>.popover-arrow:after,.bs-popover-bottom>.popover-arrow:after{border-bottom-color:var(--bs-popover-bg);top:var(--bs-popover-border-width)}.bs-popover-auto[data-popper-placement^=bottom] .popover-header:before,.bs-popover-bottom .popover-header:before{border-bottom:var(--bs-popover-border-width) solid var(--bs-popover-header-bg);content:"";display:block;left:50%;margin-left:calc(var(--bs-popover-arrow-width)*-.5);position:absolute;top:0;width:var(--bs-popover-arrow-width)}.bs-popover-auto[data-popper-placement^=left]>.popover-arrow,.bs-popover-start>.popover-arrow{height:var(--bs-popover-arrow-width);right:calc((var(--bs-popover-arrow-height))*-1 - var(--bs-popover-border-width));width:var(--bs-popover-arrow-height)}.bs-popover-auto[data-popper-placement^=left]>.popover-arrow:after,.bs-popover-auto[data-popper-placement^=left]>.popover-arrow:before,.bs-popover-start>.popover-arrow:after,.bs-popover-start>.popover-arrow:before{border-width:calc(var(--bs-popover-arrow-width)*.5) 0 calc(var(--bs-popover-arrow-width)*.5) var(--bs-popover-arrow-height)}.bs-popover-auto[data-popper-placement^=left]>.popover-arrow:before,.bs-popover-start>.popover-arrow:before{border-left-color:var(--bs-popover-arrow-border);right:0}.bs-popover-auto[data-popper-placement^=left]>.popover-arrow:after,.bs-popover-start>.popover-arrow:after{border-left-color:var(--bs-popover-bg);right:var(--bs-popover-border-width)}.popover-header{background-color:var(--bs-popover-header-bg);border-bottom:var(--bs-popover-border-width) solid var(--bs-popover-border-color);border-top-left-radius:var(--bs-popover-inner-border-radius);border-top-right-radius:var(--bs-popover-inner-border-radius);color:var(--bs-popover-header-color);font-size:var(--bs-popover-header-font-size);margin-bottom:0;padding:var(--bs-popover-header-padding-y) var(--bs-popover-header-padding-x)}.popover-header:empty{display:none}.popover-body{color:var(--bs-popover-body-color);padding:var(--bs-popover-body-padding-y) var(--bs-popover-body-padding-x)}.carousel{position:relative}.carousel.pointer-event{touch-action:pan-y}.carousel-inner{overflow:hidden;position:relative;width:100%}.carousel-inner:after{clear:both;content:"";display:block}.carousel-item{-webkit-backface-visibility:hidden;backface-visibility:hidden;display:none;float:left;margin-right:-100%;position:relative;transition:transform .6s ease-in-out;width:100%}@media (prefers-reduced-motion:reduce){.carousel-item{transition:none}}.carousel-item-next,.carousel-item-prev,.carousel-item.active{display:block}.active.carousel-item-end,.carousel-item-next:not(.carousel-item-start){transform:translateX(100%)}.active.carousel-item-start,.carousel-item-prev:not(.carousel-item-end){transform:translateX(-100%)}.carousel-fade .carousel-item{opacity:0;transform:none;transition-property:opacity}.carousel-fade .carousel-item-next.carousel-item-start,.carousel-fade .carousel-item-prev.carousel-item-end,.carousel-fade .carousel-item.active{opacity:1;z-index:1}.carousel-fade .active.carousel-item-end,.carousel-fade .active.carousel-item-start{opacity:0;transition:opacity 0s .6s;z-index:0}@media (prefers-reduced-motion:reduce){.carousel-fade .active.carousel-item-end,.carousel-fade .active.carousel-item-start{transition:none}}.carousel-control-next,.carousel-control-prev{align-items:center;background:0 0;border:0;bottom:0;color:#fff;display:flex;justify-content:center;opacity:.5;padding:0;position:absolute;text-align:center;top:0;transition:opacity .15s ease;width:15%;z-index:1}@media (prefers-reduced-motion:reduce){.carousel-control-next,.carousel-control-prev{transition:none}}.carousel-control-next:focus,.carousel-control-next:hover,.carousel-control-prev:focus,.carousel-control-prev:hover{color:#fff;opacity:.9;outline:0;text-decoration:none}.carousel-control-prev{left:0}.carousel-control-next{right:0}.carousel-control-next-icon,.carousel-control-prev-icon{background-position:50%;background-repeat:no-repeat;background-size:100% 100%;display:inline-block;height:2rem;width:2rem}.carousel-control-prev-icon{background-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' fill='%23fff' viewBox='0 0 16 16'%3E%3Cpath d='M11.354 1.646a.5.5 0 0 1 0 .708L5.707 8l5.647 5.646a.5.5 0 0 1-.708.708l-6-6a.5.5 0 0 1 0-.708l6-6a.5.5 0 0 1 .708 0z'/%3E%3C/svg%3E")}.carousel-control-next-icon{background-image:url("data:image/svg+xml;charset=utf-8,%3Csvg xmlns='http://www.w3.org/2000/svg' fill='%23fff' viewBox='0 0 16 16'%3E%3Cpath d='M4.646 1.646a.5.5 0 0 1 .708 0l6 6a.5.5 0 0 1 0 .708l-6 6a.5.5 0 0 1-.708-.708L10.293 8 4.646 2.354a.5.5 0 0 1 0-.708z'/%3E%3C/svg%3E")}.carousel-indicators{bottom:0;display:flex;justify-content:center;left:0;margin-bottom:1rem;margin-left:15%;margin-right:15%;padding:0;position:absolute;right:0;z-index:2}.carousel-indicators [data-bs-target]{background-clip:padding-box;background-color:#fff;border:0;border-bottom:10px solid transparent;border-top:10px solid transparent;box-sizing:content-box;cursor:pointer;flex:0 1 auto;height:3px;margin-left:3px;margin-right:3px;opacity:.5;padding:0;text-indent:-999px;transition:opacity .6s ease;width:30px}@media (prefers-reduced-motion:reduce){.carousel-indicators [data-bs-target]{transition:none}}.carousel-indicators .active{opacity:1}.carousel-caption{bottom:1.25rem;color:#fff;left:15%;padding-bottom:1.25rem;padding-top:1.25rem;position:absolute;right:15%;text-align:center}.carousel-dark .carousel-control-next-icon,.carousel-dark .carousel-control-prev-icon{filter:invert(1) grayscale(100)}.carousel-dark .carousel-indicators [data-bs-target]{background-color:#000}.carousel-dark .carousel-caption{color:#000}[data-bs-theme=dark] .carousel .carousel-control-next-icon,[data-bs-theme=dark] .carousel .carousel-control-prev-icon,[data-bs-theme=dark].carousel .carousel-control-next-icon,[data-bs-theme=dark].carousel .carousel-control-prev-icon{filter:invert(1) grayscale(100)}[data-bs-theme=dark] .carousel .carousel-indicators [data-bs-target],[data-bs-theme=dark].carousel .carousel-indicators [data-bs-target]{background-color:#000}[data-bs-theme=dark] .carousel .carousel-caption,[data-bs-theme=dark].carousel .carousel-caption{color:#000}.spinner-border,.spinner-grow{animation:var(--bs-spinner-animation-speed) linear infinite var(--bs-spinner-animation-name);border-radius:50%;display:inline-block;height:var(--bs-spinner-height);vertical-align:var(--bs-spinner-vertical-align);width:var(--bs-spinner-width)}@keyframes spinner-border{to{transform:rotate(1turn)}}.spinner-border{--bs-spinner-width:2rem;--bs-spinner-height:2rem;--bs-spinner-vertical-align:-0.125em;--bs-spinner-border-width:0.25em;--bs-spinner-animation-speed:0.75s;--bs-spinner-animation-name:spinner-border;border-right-color:currentcolor;border:var(--bs-spinner-border-width) solid;border-right:var(--bs-spinner-border-width) solid transparent}.spinner-border-sm{--bs-spinner-width:1rem;--bs-spinner-height:1rem;--bs-spinner-border-width:0.2em}@keyframes spinner-grow{0%{transform:scale(0)}50%{opacity:1;transform:none}}.spinner-grow{--bs-spinner-width:2rem;--bs-spinner-height:2rem;--bs-spinner-vertical-align:-0.125em;--bs-spinner-animation-speed:0.75s;--bs-spinner-animation-name:spinner-grow;background-color:currentcolor;opacity:0}.spinner-grow-sm{--bs-spinner-width:1rem;--bs-spinner-height:1rem}@media (prefers-reduced-motion:reduce){.spinner-border,.spinner-grow{--bs-spinner-animation-speed:1.5s}}.offcanvas,.offcanvas-lg,.offcanvas-md,.offcanvas-sm,.offcanvas-xl,.offcanvas-xxl{--bs-offcanvas-zindex:1045;--bs-offcanvas-width:400px;--bs-offcanvas-height:30vh;--bs-offcanvas-padding-x:1rem;--bs-offcanvas-padding-y:1rem;--bs-offcanvas-color:var(--bs-body-color);--bs-offcanvas-bg:var(--bs-body-bg);--bs-offcanvas-border-width:var(--bs-border-width);--bs-offcanvas-border-color:var(--bs-border-color-translucent);--bs-offcanvas-box-shadow:0 0.125rem 0.25rem rgba(0,0,0,.075);--bs-offcanvas-transition:transform 0.3s ease-in-out;--bs-offcanvas-title-line-height:1.5}@media (max-width:575.98px){.offcanvas-sm{background-clip:padding-box;background-color:var(--bs-offcanvas-bg);bottom:0;color:var(--bs-offcanvas-color);display:flex;flex-direction:column;max-width:100%;outline:0;position:fixed;transition:var(--bs-offcanvas-transition);visibility:hidden;z-index:var(--bs-offcanvas-zindex)}}@media (max-width:575.98px) and (prefers-reduced-motion:reduce){.offcanvas-sm{transition:none}}@media (max-width:575.98px){.offcanvas-sm.offcanvas-start{border-right:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);left:0;top:0;transform:translateX(-100%);width:var(--bs-offcanvas-width)}.offcanvas-sm.offcanvas-end{border-left:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);right:0;top:0;transform:translateX(100%);width:var(--bs-offcanvas-width)}.offcanvas-sm.offcanvas-top{border-bottom:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);top:0;transform:translateY(-100%)}.offcanvas-sm.offcanvas-bottom,.offcanvas-sm.offcanvas-top{height:var(--bs-offcanvas-height);left:0;max-height:100%;right:0}.offcanvas-sm.offcanvas-bottom{border-top:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);transform:translateY(100%)}.offcanvas-sm.show:not(.hiding),.offcanvas-sm.showing{transform:none}.offcanvas-sm.hiding,.offcanvas-sm.show,.offcanvas-sm.showing{visibility:visible}}@media (min-width:576px){.offcanvas-sm{--bs-offcanvas-height:auto;--bs-offcanvas-border-width:0;background-color:transparent!important}.offcanvas-sm .offcanvas-header{display:none}.offcanvas-sm .offcanvas-body{background-color:transparent!important;display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (max-width:767.98px){.offcanvas-md{background-clip:padding-box;background-color:var(--bs-offcanvas-bg);bottom:0;color:var(--bs-offcanvas-color);display:flex;flex-direction:column;max-width:100%;outline:0;position:fixed;transition:var(--bs-offcanvas-transition);visibility:hidden;z-index:var(--bs-offcanvas-zindex)}}@media (max-width:767.98px) and (prefers-reduced-motion:reduce){.offcanvas-md{transition:none}}@media (max-width:767.98px){.offcanvas-md.offcanvas-start{border-right:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);left:0;top:0;transform:translateX(-100%);width:var(--bs-offcanvas-width)}.offcanvas-md.offcanvas-end{border-left:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);right:0;top:0;transform:translateX(100%);width:var(--bs-offcanvas-width)}.offcanvas-md.offcanvas-top{border-bottom:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);top:0;transform:translateY(-100%)}.offcanvas-md.offcanvas-bottom,.offcanvas-md.offcanvas-top{height:var(--bs-offcanvas-height);left:0;max-height:100%;right:0}.offcanvas-md.offcanvas-bottom{border-top:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);transform:translateY(100%)}.offcanvas-md.show:not(.hiding),.offcanvas-md.showing{transform:none}.offcanvas-md.hiding,.offcanvas-md.show,.offcanvas-md.showing{visibility:visible}}@media (min-width:768px){.offcanvas-md{--bs-offcanvas-height:auto;--bs-offcanvas-border-width:0;background-color:transparent!important}.offcanvas-md .offcanvas-header{display:none}.offcanvas-md .offcanvas-body{background-color:transparent!important;display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (max-width:991.98px){.offcanvas-lg{background-clip:padding-box;background-color:var(--bs-offcanvas-bg);bottom:0;color:var(--bs-offcanvas-color);display:flex;flex-direction:column;max-width:100%;outline:0;position:fixed;transition:var(--bs-offcanvas-transition);visibility:hidden;z-index:var(--bs-offcanvas-zindex)}}@media (max-width:991.98px) and (prefers-reduced-motion:reduce){.offcanvas-lg{transition:none}}@media (max-width:991.98px){.offcanvas-lg.offcanvas-start{border-right:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);left:0;top:0;transform:translateX(-100%);width:var(--bs-offcanvas-width)}.offcanvas-lg.offcanvas-end{border-left:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);right:0;top:0;transform:translateX(100%);width:var(--bs-offcanvas-width)}.offcanvas-lg.offcanvas-top{border-bottom:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);top:0;transform:translateY(-100%)}.offcanvas-lg.offcanvas-bottom,.offcanvas-lg.offcanvas-top{height:var(--bs-offcanvas-height);left:0;max-height:100%;right:0}.offcanvas-lg.offcanvas-bottom{border-top:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);transform:translateY(100%)}.offcanvas-lg.show:not(.hiding),.offcanvas-lg.showing{transform:none}.offcanvas-lg.hiding,.offcanvas-lg.show,.offcanvas-lg.showing{visibility:visible}}@media (min-width:992px){.offcanvas-lg{--bs-offcanvas-height:auto;--bs-offcanvas-border-width:0;background-color:transparent!important}.offcanvas-lg .offcanvas-header{display:none}.offcanvas-lg .offcanvas-body{background-color:transparent!important;display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (max-width:1199.98px){.offcanvas-xl{background-clip:padding-box;background-color:var(--bs-offcanvas-bg);bottom:0;color:var(--bs-offcanvas-color);display:flex;flex-direction:column;max-width:100%;outline:0;position:fixed;transition:var(--bs-offcanvas-transition);visibility:hidden;z-index:var(--bs-offcanvas-zindex)}}@media (max-width:1199.98px) and (prefers-reduced-motion:reduce){.offcanvas-xl{transition:none}}@media (max-width:1199.98px){.offcanvas-xl.offcanvas-start{border-right:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);left:0;top:0;transform:translateX(-100%);width:var(--bs-offcanvas-width)}.offcanvas-xl.offcanvas-end{border-left:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);right:0;top:0;transform:translateX(100%);width:var(--bs-offcanvas-width)}.offcanvas-xl.offcanvas-top{border-bottom:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);top:0;transform:translateY(-100%)}.offcanvas-xl.offcanvas-bottom,.offcanvas-xl.offcanvas-top{height:var(--bs-offcanvas-height);left:0;max-height:100%;right:0}.offcanvas-xl.offcanvas-bottom{border-top:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);transform:translateY(100%)}.offcanvas-xl.show:not(.hiding),.offcanvas-xl.showing{transform:none}.offcanvas-xl.hiding,.offcanvas-xl.show,.offcanvas-xl.showing{visibility:visible}}@media (min-width:1200px){.offcanvas-xl{--bs-offcanvas-height:auto;--bs-offcanvas-border-width:0;background-color:transparent!important}.offcanvas-xl .offcanvas-header{display:none}.offcanvas-xl .offcanvas-body{background-color:transparent!important;display:flex;flex-grow:0;overflow-y:visible;padding:0}}@media (max-width:1399.98px){.offcanvas-xxl{background-clip:padding-box;background-color:var(--bs-offcanvas-bg);bottom:0;color:var(--bs-offcanvas-color);display:flex;flex-direction:column;max-width:100%;outline:0;position:fixed;transition:var(--bs-offcanvas-transition);visibility:hidden;z-index:var(--bs-offcanvas-zindex)}}@media (max-width:1399.98px) and (prefers-reduced-motion:reduce){.offcanvas-xxl{transition:none}}@media (max-width:1399.98px){.offcanvas-xxl.offcanvas-start{border-right:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);left:0;top:0;transform:translateX(-100%);width:var(--bs-offcanvas-width)}.offcanvas-xxl.offcanvas-end{border-left:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);right:0;top:0;transform:translateX(100%);width:var(--bs-offcanvas-width)}.offcanvas-xxl.offcanvas-top{border-bottom:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);top:0;transform:translateY(-100%)}.offcanvas-xxl.offcanvas-bottom,.offcanvas-xxl.offcanvas-top{height:var(--bs-offcanvas-height);left:0;max-height:100%;right:0}.offcanvas-xxl.offcanvas-bottom{border-top:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);transform:translateY(100%)}.offcanvas-xxl.show:not(.hiding),.offcanvas-xxl.showing{transform:none}.offcanvas-xxl.hiding,.offcanvas-xxl.show,.offcanvas-xxl.showing{visibility:visible}}@media (min-width:1400px){.offcanvas-xxl{--bs-offcanvas-height:auto;--bs-offcanvas-border-width:0;background-color:transparent!important}.offcanvas-xxl .offcanvas-header{display:none}.offcanvas-xxl .offcanvas-body{background-color:transparent!important;display:flex;flex-grow:0;overflow-y:visible;padding:0}}.offcanvas{background-clip:padding-box;background-color:var(--bs-offcanvas-bg);bottom:0;color:var(--bs-offcanvas-color);display:flex;flex-direction:column;max-width:100%;outline:0;position:fixed;transition:var(--bs-offcanvas-transition);visibility:hidden;z-index:var(--bs-offcanvas-zindex)}@media (prefers-reduced-motion:reduce){.offcanvas{transition:none}}.offcanvas.offcanvas-start{border-right:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);left:0;top:0;transform:translateX(-100%);width:var(--bs-offcanvas-width)}.offcanvas.offcanvas-end{border-left:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);right:0;top:0;transform:translateX(100%);width:var(--bs-offcanvas-width)}.offcanvas.offcanvas-top{border-bottom:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);top:0;transform:translateY(-100%)}.offcanvas.offcanvas-bottom,.offcanvas.offcanvas-top{height:var(--bs-offcanvas-height);left:0;max-height:100%;right:0}.offcanvas.offcanvas-bottom{border-top:var(--bs-offcanvas-border-width) solid var(--bs-offcanvas-border-color);transform:translateY(100%)}.offcanvas.show:not(.hiding),.offcanvas.showing{transform:none}.offcanvas.hiding,.offcanvas.show,.offcanvas.showing{visibility:visible}.offcanvas-backdrop{background-color:#000;height:100vh;left:0;position:fixed;top:0;width:100vw;z-index:1040}.offcanvas-backdrop.fade{opacity:0}.offcanvas-backdrop.show{opacity:.5}.offcanvas-header{align-items:center;display:flex;justify-content:space-between;padding:var(--bs-offcanvas-padding-y) var(--bs-offcanvas-padding-x)}.offcanvas-header .btn-close{margin-bottom:calc(var(--bs-offcanvas-padding-y)*-.5);margin-right:calc(var(--bs-offcanvas-padding-x)*-.5);margin-top:calc(var(--bs-offcanvas-padding-y)*-.5);padding:calc(var(--bs-offcanvas-padding-y)*.5) calc(var(--bs-offcanvas-padding-x)*.5)}.offcanvas-title{line-height:var(--bs-offcanvas-title-line-height);margin-bottom:0}.offcanvas-body{flex-grow:1;overflow-y:auto;padding:var(--bs-offcanvas-padding-y) var(--bs-offcanvas-padding-x)}.placeholder{background-color:currentcolor;cursor:wait;display:inline-block;min-height:1em;opacity:.5;vertical-align:middle}.placeholder.btn:before{content:"";display:inline-block}.placeholder-xs{min-height:.6em}.placeholder-sm{min-height:.8em}.placeholder-lg{min-height:1.2em}.placeholder-glow .placeholder{animation:placeholder-glow 2s ease-in-out infinite}@keyframes placeholder-glow{50%{opacity:.2}}.placeholder-wave{animation:placeholder-wave 2s linear infinite;-webkit-mask-image:linear-gradient(130deg,#000 55%,rgba(0,0,0,.8) 75%,#000 95%);mask-image:linear-gradient(130deg,#000 55%,rgba(0,0,0,.8) 75%,#000 95%);-webkit-mask-size:200% 100%;mask-size:200% 100%}@keyframes placeholder-wave{to{-webkit-mask-position:-200% 0;mask-position:-200% 0}}.clearfix:after{clear:both;content:"";display:block}.text-bg-primary{background-color:RGBA(13,110,253,var(--bs-bg-opacity,1))!important;color:#fff!important}.text-bg-secondary{background-color:RGBA(108,117,125,var(--bs-bg-opacity,1))!important;color:#fff!important}.text-bg-success{background-color:RGBA(25,135,84,var(--bs-bg-opacity,1))!important;color:#fff!important}.text-bg-info{background-color:RGBA(13,202,240,var(--bs-bg-opacity,1))!important;color:#000!important}.text-bg-warning{background-color:RGBA(255,193,7,var(--bs-bg-opacity,1))!important;color:#000!important}.text-bg-danger{background-color:RGBA(220,53,69,var(--bs-bg-opacity,1))!important;color:#fff!important}.text-bg-light{background-color:RGBA(248,249,250,var(--bs-bg-opacity,1))!important;color:#000!important}.text-bg-dark{background-color:RGBA(33,37,41,var(--bs-bg-opacity,1))!important;color:#fff!important}.link-primary{color:RGBA(var(--bs-primary-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-primary-rgb),var(--bs-link-underline-opacity,1))!important}.link-primary:focus,.link-primary:hover{color:RGBA(10,88,202,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(10,88,202,var(--bs-link-underline-opacity,1))!important}.link-secondary{color:RGBA(var(--bs-secondary-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-secondary-rgb),var(--bs-link-underline-opacity,1))!important}.link-secondary:focus,.link-secondary:hover{color:RGBA(86,94,100,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(86,94,100,var(--bs-link-underline-opacity,1))!important}.link-success{color:RGBA(var(--bs-success-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-success-rgb),var(--bs-link-underline-opacity,1))!important}.link-success:focus,.link-success:hover{color:RGBA(20,108,67,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(20,108,67,var(--bs-link-underline-opacity,1))!important}.link-info{color:RGBA(var(--bs-info-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-info-rgb),var(--bs-link-underline-opacity,1))!important}.link-info:focus,.link-info:hover{color:RGBA(61,213,243,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(61,213,243,var(--bs-link-underline-opacity,1))!important}.link-warning{color:RGBA(var(--bs-warning-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-warning-rgb),var(--bs-link-underline-opacity,1))!important}.link-warning:focus,.link-warning:hover{color:RGBA(255,205,57,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(255,205,57,var(--bs-link-underline-opacity,1))!important}.link-danger{color:RGBA(var(--bs-danger-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-danger-rgb),var(--bs-link-underline-opacity,1))!important}.link-danger:focus,.link-danger:hover{color:RGBA(176,42,55,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(176,42,55,var(--bs-link-underline-opacity,1))!important}.link-light{color:RGBA(var(--bs-light-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-light-rgb),var(--bs-link-underline-opacity,1))!important}.link-light:focus,.link-light:hover{color:RGBA(249,250,251,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(249,250,251,var(--bs-link-underline-opacity,1))!important}.link-dark{color:RGBA(var(--bs-dark-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-dark-rgb),var(--bs-link-underline-opacity,1))!important}.link-dark:focus,.link-dark:hover{color:RGBA(26,30,33,var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(26,30,33,var(--bs-link-underline-opacity,1))!important}.link-body-emphasis{color:RGBA(var(--bs-emphasis-color-rgb),var(--bs-link-opacity,1))!important;text-decoration-color:RGBA(var(--bs-emphasis-color-rgb),var(--bs-link-underline-opacity,1))!important}.link-body-emphasis:focus,.link-body-emphasis:hover{color:RGBA(var(--bs-emphasis-color-rgb),var(--bs-link-opacity,.75))!important;text-decoration-color:RGBA(var(--bs-emphasis-color-rgb),var(--bs-link-underline-opacity,.75))!important}.focus-ring:focus{box-shadow:var(--bs-focus-ring-x,0) var(--bs-focus-ring-y,0) var(--bs-focus-ring-blur,0) var(--bs-focus-ring-width) var(--bs-focus-ring-color);outline:0}.icon-link{align-items:center;-webkit-backface-visibility:hidden;backface-visibility:hidden;display:inline-flex;gap:.375rem;text-decoration-color:rgba(var(--bs-link-color-rgb),var(--bs-link-opacity,.5));text-underline-offset:.25em}.icon-link>.bi{fill:currentcolor;flex-shrink:0;height:1em;transition:transform .2s ease-in-out;width:1em}@media (prefers-reduced-motion:reduce){.icon-link>.bi{transition:none}}.icon-link-hover:focus-visible>.bi,.icon-link-hover:hover>.bi{transform:var(--bs-icon-link-transform,translate3d(.25em,0,0))}.ratio{position:relative;width:100%}.ratio:before{content:"";display:block;padding-top:var(--bs-aspect-ratio)}.ratio>*{height:100%;left:0;position:absolute;top:0;width:100%}.ratio-1x1{--bs-aspect-ratio:100%}.ratio-4x3{--bs-aspect-ratio:75%}.ratio-16x9{--bs-aspect-ratio:56.25%}.ratio-21x9{--bs-aspect-ratio:42.8571428571%}.fixed-top{top:0}.fixed-bottom,.fixed-top{left:0;position:fixed;right:0;z-index:1030}.fixed-bottom{bottom:0}.sticky-top{top:0}.sticky-bottom,.sticky-top{position:-webkit-sticky;position:sticky;z-index:1020}.sticky-bottom{bottom:0}@media (min-width:576px){.sticky-sm-top{top:0}.sticky-sm-bottom,.sticky-sm-top{position:-webkit-sticky;position:sticky;z-index:1020}.sticky-sm-bottom{bottom:0}}@media (min-width:768px){.sticky-md-top{top:0}.sticky-md-bottom,.sticky-md-top{position:-webkit-sticky;position:sticky;z-index:1020}.sticky-md-bottom{bottom:0}}@media (min-width:992px){.sticky-lg-top{top:0}.sticky-lg-bottom,.sticky-lg-top{position:-webkit-sticky;position:sticky;z-index:1020}.sticky-lg-bottom{bottom:0}}@media (min-width:1200px){.sticky-xl-top{top:0}.sticky-xl-bottom,.sticky-xl-top{position:-webkit-sticky;position:sticky;z-index:1020}.sticky-xl-bottom{bottom:0}}@media (min-width:1400px){.sticky-xxl-top{top:0}.sticky-xxl-bottom,.sticky-xxl-top{position:-webkit-sticky;position:sticky;z-index:1020}.sticky-xxl-bottom{bottom:0}}.hstack{align-items:center;flex-direction:row}.hstack,.vstack{align-self:stretch;display:flex}.vstack{flex:1 1 auto;flex-direction:column}.visually-hidden,.visually-hidden-focusable:not(:focus):not(:focus-within){clip:rect(0,0,0,0)!important;border:0!important;height:1px!important;margin:-1px!important;overflow:hidden!important;padding:0!important;white-space:nowrap!important;width:1px!important}.visually-hidden-focusable:not(:focus):not(:focus-within):not(caption),.visually-hidden:not(caption){position:absolute!important}.stretched-link:after{bottom:0;content:"";left:0;position:absolute;right:0;top:0;z-index:1}.text-truncate{overflow:hidden;text-overflow:ellipsis;white-space:nowrap}.vr{align-self:stretch;background-color:currentcolor;display:inline-block;min-height:1em;opacity:.25;width:1px}.align-baseline{vertical-align:baseline!important}.align-top{vertical-align:top!important}.align-middle{vertical-align:middle!important}.align-bottom{vertical-align:bottom!important}.align-text-bottom{vertical-align:text-bottom!important}.align-text-top{vertical-align:text-top!important}.float-start{float:left!important}.float-end{float:right!important}.float-none{float:none!important}.object-fit-contain{object-fit:contain!important}.object-fit-cover{object-fit:cover!important}.object-fit-fill{object-fit:fill!important}.object-fit-scale{object-fit:scale-down!important}.object-fit-none{object-fit:none!important}.opacity-0{opacity:0!important}.opacity-25{opacity:.25!important}.opacity-50{opacity:.5!important}.opacity-75{opacity:.75!important}.opacity-100{opacity:1!important}.overflow-auto{overflow:auto!important}.overflow-hidden{overflow:hidden!important}.overflow-visible{overflow:visible!important}.overflow-scroll{overflow:scroll!important}.overflow-x-auto{overflow-x:auto!important}.overflow-x-hidden{overflow-x:hidden!important}.overflow-x-visible{overflow-x:visible!important}.overflow-x-scroll{overflow-x:scroll!important}.overflow-y-auto{overflow-y:auto!important}.overflow-y-hidden{overflow-y:hidden!important}.overflow-y-visible{overflow-y:visible!important}.overflow-y-scroll{overflow-y:scroll!important}.d-inline{display:inline!important}.d-inline-block{display:inline-block!important}.d-block{display:block!important}.d-grid{display:grid!important}.d-inline-grid{display:inline-grid!important}.d-table{display:table!important}.d-table-row{display:table-row!important}.d-table-cell{display:table-cell!important}.d-flex{display:flex!important}.d-inline-flex{display:inline-flex!important}.d-none{display:none!important}.shadow{box-shadow:0 .5rem 1rem rgba(0,0,0,.15)!important}.shadow-sm{box-shadow:0 .125rem .25rem rgba(0,0,0,.075)!important}.shadow-lg{box-shadow:0 1rem 3rem rgba(0,0,0,.175)!important}.shadow-none{box-shadow:none!important}.focus-ring-primary{--bs-focus-ring-color:rgba(var(--bs-primary-rgb),var(--bs-focus-ring-opacity))}.focus-ring-secondary{--bs-focus-ring-color:rgba(var(--bs-secondary-rgb),var(--bs-focus-ring-opacity))}.focus-ring-success{--bs-focus-ring-color:rgba(var(--bs-success-rgb),var(--bs-focus-ring-opacity))}.focus-ring-info{--bs-focus-ring-color:rgba(var(--bs-info-rgb),var(--bs-focus-ring-opacity))}.focus-ring-warning{--bs-focus-ring-color:rgba(var(--bs-warning-rgb),var(--bs-focus-ring-opacity))}.focus-ring-danger{--bs-focus-ring-color:rgba(var(--bs-danger-rgb),var(--bs-focus-ring-opacity))}.focus-ring-light{--bs-focus-ring-color:rgba(var(--bs-light-rgb),var(--bs-focus-ring-opacity))}.focus-ring-dark{--bs-focus-ring-color:rgba(var(--bs-dark-rgb),var(--bs-focus-ring-opacity))}.position-static{position:static!important}.position-relative{position:relative!important}.position-absolute{position:absolute!important}.position-fixed{position:fixed!important}.position-sticky{position:-webkit-sticky!important;position:sticky!important}.top-0{top:0!important}.top-50{top:50%!important}.top-100{top:100%!important}.bottom-0{bottom:0!important}.bottom-50{bottom:50%!important}.bottom-100{bottom:100%!important}.start-0{left:0!important}.start-50{left:50%!important}.start-100{left:100%!important}.end-0{right:0!important}.end-50{right:50%!important}.end-100{right:100%!important}.translate-middle{transform:translate(-50%,-50%)!important}.translate-middle-x{transform:translateX(-50%)!important}.translate-middle-y{transform:translateY(-50%)!important}.border{border:var(--bs-border-width) var(--bs-border-style) var(--bs-border-color)!important}.border-0{border:0!important}.border-top{border-top:var(--bs-border-width) var(--bs-border-style) var(--bs-border-color)!important}.border-top-0{border-top:0!important}.border-end{border-right:var(--bs-border-width) var(--bs-border-style) var(--bs-border-color)!important}.border-end-0{border-right:0!important}.border-bottom{border-bottom:var(--bs-border-width) var(--bs-border-style) var(--bs-border-color)!important}.border-bottom-0{border-bottom:0!important}.border-start{border-left:var(--bs-border-width) var(--bs-border-style) var(--bs-border-color)!important}.border-start-0{border-left:0!important}.border-primary{--bs-border-opacity:1;border-color:rgba(var(--bs-primary-rgb),var(--bs-border-opacity))!important}.border-secondary{--bs-border-opacity:1;border-color:rgba(var(--bs-secondary-rgb),var(--bs-border-opacity))!important}.border-success{--bs-border-opacity:1;border-color:rgba(var(--bs-success-rgb),var(--bs-border-opacity))!important}.border-info{--bs-border-opacity:1;border-color:rgba(var(--bs-info-rgb),var(--bs-border-opacity))!important}.border-warning{--bs-border-opacity:1;border-color:rgba(var(--bs-warning-rgb),var(--bs-border-opacity))!important}.border-danger{--bs-border-opacity:1;border-color:rgba(var(--bs-danger-rgb),var(--bs-border-opacity))!important}.border-light{--bs-border-opacity:1;border-color:rgba(var(--bs-light-rgb),var(--bs-border-opacity))!important}.border-dark{--bs-border-opacity:1;border-color:rgba(var(--bs-dark-rgb),var(--bs-border-opacity))!important}.border-black{--bs-border-opacity:1;border-color:rgba(var(--bs-black-rgb),var(--bs-border-opacity))!important}.border-white{--bs-border-opacity:1;border-color:rgba(var(--bs-white-rgb),var(--bs-border-opacity))!important}.border-primary-subtle{border-color:var(--bs-primary-border-subtle)!important}.border-secondary-subtle{border-color:var(--bs-secondary-border-subtle)!important}.border-success-subtle{border-color:var(--bs-success-border-subtle)!important}.border-info-subtle{border-color:var(--bs-info-border-subtle)!important}.border-warning-subtle{border-color:var(--bs-warning-border-subtle)!important}.border-danger-subtle{border-color:var(--bs-danger-border-subtle)!important}.border-light-subtle{border-color:var(--bs-light-border-subtle)!important}.border-dark-subtle{border-color:var(--bs-dark-border-subtle)!important}.border-1{border-width:1px!important}.border-2{border-width:2px!important}.border-3{border-width:3px!important}.border-4{border-width:4px!important}.border-5{border-width:5px!important}.border-opacity-10{--bs-border-opacity:0.1}.border-opacity-25{--bs-border-opacity:0.25}.border-opacity-50{--bs-border-opacity:0.5}.border-opacity-75{--bs-border-opacity:0.75}.border-opacity-100{--bs-border-opacity:1}.w-25{width:25%!important}.w-50{width:50%!important}.w-75{width:75%!important}.w-100{width:100%!important}.w-auto{width:auto!important}.mw-100{max-width:100%!important}.vw-100{width:100vw!important}.min-vw-100{min-width:100vw!important}.h-25{height:25%!important}.h-50{height:50%!important}.h-75{height:75%!important}.h-100{height:100%!important}.h-auto{height:auto!important}.mh-100{max-height:100%!important}.vh-100{height:100vh!important}.min-vh-100{min-height:100vh!important}.flex-fill{flex:1 1 auto!important}.flex-row{flex-direction:row!important}.flex-column{flex-direction:column!important}.flex-row-reverse{flex-direction:row-reverse!important}.flex-column-reverse{flex-direction:column-reverse!important}.flex-grow-0{flex-grow:0!important}.flex-grow-1{flex-grow:1!important}.flex-shrink-0{flex-shrink:0!important}.flex-shrink-1{flex-shrink:1!important}.flex-wrap{flex-wrap:wrap!important}.flex-nowrap{flex-wrap:nowrap!important}.flex-wrap-reverse{flex-wrap:wrap-reverse!important}.justify-content-start{justify-content:flex-start!important}.justify-content-end{justify-content:flex-end!important}.justify-content-center{justify-content:center!important}.justify-content-between{justify-content:space-between!important}.justify-content-around{justify-content:space-around!important}.justify-content-evenly{justify-content:space-evenly!important}.align-items-start{align-items:flex-start!important}.align-items-end{align-items:flex-end!important}.align-items-center{align-items:center!important}.align-items-baseline{align-items:baseline!important}.align-items-stretch{align-items:stretch!important}.align-content-start{align-content:flex-start!important}.align-content-end{align-content:flex-end!important}.align-content-center{align-content:center!important}.align-content-between{align-content:space-between!important}.align-content-around{align-content:space-around!important}.align-content-stretch{align-content:stretch!important}.align-self-auto{align-self:auto!important}.align-self-start{align-self:flex-start!important}.align-self-end{align-self:flex-end!important}.align-self-center{align-self:center!important}.align-self-baseline{align-self:baseline!important}.align-self-stretch{align-self:stretch!important}.order-first{order:-1!important}.order-0{order:0!important}.order-1{order:1!important}.order-2{order:2!important}.order-3{order:3!important}.order-4{order:4!important}.order-5{order:5!important}.order-last{order:6!important}.m-0{margin:0!important}.m-1{margin:.25rem!important}.m-2{margin:.5rem!important}.m-3{margin:1rem!important}.m-4{margin:1.5rem!important}.m-5{margin:3rem!important}.m-auto{margin:auto!important}.mx-0{margin-left:0!important;margin-right:0!important}.mx-1{margin-left:.25rem!important;margin-right:.25rem!important}.mx-2{margin-left:.5rem!important;margin-right:.5rem!important}.mx-3{margin-left:1rem!important;margin-right:1rem!important}.mx-4{margin-left:1.5rem!important;margin-right:1.5rem!important}.mx-5{margin-left:3rem!important;margin-right:3rem!important}.mx-auto{margin-left:auto!important;margin-right:auto!important}.my-0{margin-bottom:0!important;margin-top:0!important}.my-1{margin-bottom:.25rem!important;margin-top:.25rem!important}.my-2{margin-bottom:.5rem!important;margin-top:.5rem!important}.my-3{margin-bottom:1rem!important;margin-top:1rem!important}.my-4{margin-bottom:1.5rem!important;margin-top:1.5rem!important}.my-5{margin-bottom:3rem!important;margin-top:3rem!important}.my-auto{margin-bottom:auto!important;margin-top:auto!important}.mt-0{margin-top:0!important}.mt-1{margin-top:.25rem!important}.mt-2{margin-top:.5rem!important}.mt-3{margin-top:1rem!important}.mt-4{margin-top:1.5rem!important}.mt-5{margin-top:3rem!important}.mt-auto{margin-top:auto!important}.me-0{margin-right:0!important}.me-1{margin-right:.25rem!important}.me-2{margin-right:.5rem!important}.me-3{margin-right:1rem!important}.me-4{margin-right:1.5rem!important}.me-5{margin-right:3rem!important}.me-auto{margin-right:auto!important}.mb-0{margin-bottom:0!important}.mb-1{margin-bottom:.25rem!important}.mb-2{margin-bottom:.5rem!important}.mb-3{margin-bottom:1rem!important}.mb-4{margin-bottom:1.5rem!important}.mb-5{margin-bottom:3rem!important}.mb-auto{margin-bottom:auto!important}.ms-0{margin-left:0!important}.ms-1{margin-left:.25rem!important}.ms-2{margin-left:.5rem!important}.ms-3{margin-left:1rem!important}.ms-4{margin-left:1.5rem!important}.ms-5{margin-left:3rem!important}.ms-auto{margin-left:auto!important}.p-0{padding:0!important}.p-1{padding:.25rem!important}.p-2{padding:.5rem!important}.p-3{padding:1rem!important}.p-4{padding:1.5rem!important}.p-5{padding:3rem!important}.px-0{padding-left:0!important;padding-right:0!important}.px-1{padding-left:.25rem!important;padding-right:.25rem!important}.px-2{padding-left:.5rem!important;padding-right:.5rem!important}.px-3{padding-left:1rem!important;padding-right:1rem!important}.px-4{padding-left:1.5rem!important;padding-right:1.5rem!important}.px-5{padding-left:3rem!important;padding-right:3rem!important}.py-0{padding-bottom:0!important;padding-top:0!important}.py-1{padding-bottom:.25rem!important;padding-top:.25rem!important}.py-2{padding-bottom:.5rem!important;padding-top:.5rem!important}.py-3{padding-bottom:1rem!important;padding-top:1rem!important}.py-4{padding-bottom:1.5rem!important;padding-top:1.5rem!important}.py-5{padding-bottom:3rem!important;padding-top:3rem!important}.pt-0{padding-top:0!important}.pt-1{padding-top:.25rem!important}.pt-2{padding-top:.5rem!important}.pt-3{padding-top:1rem!important}.pt-4{padding-top:1.5rem!important}.pt-5{padding-top:3rem!important}.pe-0{padding-right:0!important}.pe-1{padding-right:.25rem!important}.pe-2{padding-right:.5rem!important}.pe-3{padding-right:1rem!important}.pe-4{padding-right:1.5rem!important}.pe-5{padding-right:3rem!important}.pb-0{padding-bottom:0!important}.pb-1{padding-bottom:.25rem!important}.pb-2{padding-bottom:.5rem!important}.pb-3{padding-bottom:1rem!important}.pb-4{padding-bottom:1.5rem!important}.pb-5{padding-bottom:3rem!important}.ps-0{padding-left:0!important}.ps-1{padding-left:.25rem!important}.ps-2{padding-left:.5rem!important}.ps-3{padding-left:1rem!important}.ps-4{padding-left:1.5rem!important}.ps-5{padding-left:3rem!important}.gap-0{gap:0!important}.gap-1{gap:.25rem!important}.gap-2{gap:.5rem!important}.gap-3{gap:1rem!important}.gap-4{gap:1.5rem!important}.gap-5{gap:3rem!important}.row-gap-0{row-gap:0!important}.row-gap-1{row-gap:.25rem!important}.row-gap-2{row-gap:.5rem!important}.row-gap-3{row-gap:1rem!important}.row-gap-4{row-gap:1.5rem!important}.row-gap-5{row-gap:3rem!important}.column-gap-0{column-gap:0!important}.column-gap-1{column-gap:.25rem!important}.column-gap-2{column-gap:.5rem!important}.column-gap-3{column-gap:1rem!important}.column-gap-4{column-gap:1.5rem!important}.column-gap-5{column-gap:3rem!important}.font-monospace{font-family:var(--bs-font-monospace)!important}.fs-1{font-size:calc(1.375rem + 1.5vw)!important}.fs-2{font-size:calc(1.325rem + .9vw)!important}.fs-3{font-size:calc(1.3rem + .6vw)!important}.fs-4{font-size:calc(1.275rem + .3vw)!important}.fs-5{font-size:1.25rem!important}.fs-6{font-size:1rem!important}.fst-italic{font-style:italic!important}.fst-normal{font-style:normal!important}.fw-lighter{font-weight:lighter!important}.fw-light{font-weight:300!important}.fw-normal{font-weight:400!important}.fw-medium{font-weight:500!important}.fw-semibold{font-weight:600!important}.fw-bold{font-weight:700!important}.fw-bolder{font-weight:bolder!important}.lh-1{line-height:1!important}.lh-sm{line-height:1.25!important}.lh-base{line-height:1.5!important}.lh-lg{line-height:2!important}.text-start{text-align:left!important}.text-end{text-align:right!important}.text-center{text-align:center!important}.text-decoration-none{text-decoration:none!important}.text-decoration-underline{text-decoration:underline!important}.text-decoration-line-through{text-decoration:line-through!important}.text-lowercase{text-transform:lowercase!important}.text-uppercase{text-transform:uppercase!important}.text-capitalize{text-transform:capitalize!important}.text-wrap{white-space:normal!important}.text-nowrap{white-space:nowrap!important}.text-break{word-wrap:break-word!important;word-break:break-word!important}.text-primary{--bs-text-opacity:1;color:rgba(var(--bs-primary-rgb),var(--bs-text-opacity))!important}.text-secondary{--bs-text-opacity:1;color:rgba(var(--bs-secondary-rgb),var(--bs-text-opacity))!important}.text-success{--bs-text-opacity:1;color:rgba(var(--bs-success-rgb),var(--bs-text-opacity))!important}.text-info{--bs-text-opacity:1;color:rgba(var(--bs-info-rgb),var(--bs-text-opacity))!important}.text-warning{--bs-text-opacity:1;color:rgba(var(--bs-warning-rgb),var(--bs-text-opacity))!important}.text-danger{--bs-text-opacity:1;color:rgba(var(--bs-danger-rgb),var(--bs-text-opacity))!important}.text-light{--bs-text-opacity:1;color:rgba(var(--bs-light-rgb),var(--bs-text-opacity))!important}.text-dark{--bs-text-opacity:1;color:rgba(var(--bs-dark-rgb),var(--bs-text-opacity))!important}.text-black{--bs-text-opacity:1;color:rgba(var(--bs-black-rgb),var(--bs-text-opacity))!important}.text-white{--bs-text-opacity:1;color:rgba(var(--bs-white-rgb),var(--bs-text-opacity))!important}.text-body{--bs-text-opacity:1;color:rgba(var(--bs-body-color-rgb),var(--bs-text-opacity))!important}.text-muted{--bs-text-opacity:1;color:var(--bs-secondary-color)!important}.text-black-50{--bs-text-opacity:1;color:rgba(0,0,0,.5)!important}.text-white-50{--bs-text-opacity:1;color:hsla(0,0%,100%,.5)!important}.text-body-secondary{--bs-text-opacity:1;color:var(--bs-secondary-color)!important}.text-body-tertiary{--bs-text-opacity:1;color:var(--bs-tertiary-color)!important}.text-body-emphasis{--bs-text-opacity:1;color:var(--bs-emphasis-color)!important}.text-reset{--bs-text-opacity:1;color:inherit!important}.text-opacity-25{--bs-text-opacity:0.25}.text-opacity-50{--bs-text-opacity:0.5}.text-opacity-75{--bs-text-opacity:0.75}.text-opacity-100{--bs-text-opacity:1}.text-primary-emphasis{color:var(--bs-primary-text-emphasis)!important}.text-secondary-emphasis{color:var(--bs-secondary-text-emphasis)!important}.text-success-emphasis{color:var(--bs-success-text-emphasis)!important}.text-info-emphasis{color:var(--bs-info-text-emphasis)!important}.text-warning-emphasis{color:var(--bs-warning-text-emphasis)!important}.text-danger-emphasis{color:var(--bs-danger-text-emphasis)!important}.text-light-emphasis{color:var(--bs-light-text-emphasis)!important}.text-dark-emphasis{color:var(--bs-dark-text-emphasis)!important}.link-opacity-10,.link-opacity-10-hover:hover{--bs-link-opacity:0.1}.link-opacity-25,.link-opacity-25-hover:hover{--bs-link-opacity:0.25}.link-opacity-50,.link-opacity-50-hover:hover{--bs-link-opacity:0.5}.link-opacity-75,.link-opacity-75-hover:hover{--bs-link-opacity:0.75}.link-opacity-100,.link-opacity-100-hover:hover{--bs-link-opacity:1}.link-offset-1,.link-offset-1-hover:hover{text-underline-offset:.125em!important}.link-offset-2,.link-offset-2-hover:hover{text-underline-offset:.25em!important}.link-offset-3,.link-offset-3-hover:hover{text-underline-offset:.375em!important}.link-underline-primary{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-primary-rgb),var(--bs-link-underline-opacity))!important}.link-underline-secondary{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-secondary-rgb),var(--bs-link-underline-opacity))!important}.link-underline-success{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-success-rgb),var(--bs-link-underline-opacity))!important}.link-underline-info{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-info-rgb),var(--bs-link-underline-opacity))!important}.link-underline-warning{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-warning-rgb),var(--bs-link-underline-opacity))!important}.link-underline-danger{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-danger-rgb),var(--bs-link-underline-opacity))!important}.link-underline-light{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-light-rgb),var(--bs-link-underline-opacity))!important}.link-underline-dark{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-dark-rgb),var(--bs-link-underline-opacity))!important}.link-underline{--bs-link-underline-opacity:1;text-decoration-color:rgba(var(--bs-link-color-rgb),var(--bs-link-underline-opacity,1))!important}.link-underline-opacity-0,.link-underline-opacity-0-hover:hover{--bs-link-underline-opacity:0}.link-underline-opacity-10,.link-underline-opacity-10-hover:hover{--bs-link-underline-opacity:0.1}.link-underline-opacity-25,.link-underline-opacity-25-hover:hover{--bs-link-underline-opacity:0.25}.link-underline-opacity-50,.link-underline-opacity-50-hover:hover{--bs-link-underline-opacity:0.5}.link-underline-opacity-75,.link-underline-opacity-75-hover:hover{--bs-link-underline-opacity:0.75}.link-underline-opacity-100,.link-underline-opacity-100-hover:hover{--bs-link-underline-opacity:1}.bg-primary{--bs-bg-opacity:1;background-color:rgba(var(--bs-primary-rgb),var(--bs-bg-opacity))!important}.bg-secondary{--bs-bg-opacity:1;background-color:rgba(var(--bs-secondary-rgb),var(--bs-bg-opacity))!important}.bg-success{--bs-bg-opacity:1;background-color:rgba(var(--bs-success-rgb),var(--bs-bg-opacity))!important}.bg-info{--bs-bg-opacity:1;background-color:rgba(var(--bs-info-rgb),var(--bs-bg-opacity))!important}.bg-warning{--bs-bg-opacity:1;background-color:rgba(var(--bs-warning-rgb),var(--bs-bg-opacity))!important}.bg-danger{--bs-bg-opacity:1;background-color:rgba(var(--bs-danger-rgb),var(--bs-bg-opacity))!important}.bg-light{--bs-bg-opacity:1;background-color:rgba(var(--bs-light-rgb),var(--bs-bg-opacity))!important}.bg-dark{--bs-bg-opacity:1;background-color:rgba(var(--bs-dark-rgb),var(--bs-bg-opacity))!important}.bg-black{--bs-bg-opacity:1;background-color:rgba(var(--bs-black-rgb),var(--bs-bg-opacity))!important}.bg-white{--bs-bg-opacity:1;background-color:rgba(var(--bs-white-rgb),var(--bs-bg-opacity))!important}.bg-body{--bs-bg-opacity:1;background-color:rgba(var(--bs-body-bg-rgb),var(--bs-bg-opacity))!important}.bg-transparent{--bs-bg-opacity:1;background-color:transparent!important}.bg-body-secondary{--bs-bg-opacity:1;background-color:rgba(var(--bs-secondary-bg-rgb),var(--bs-bg-opacity))!important}.bg-body-tertiary{--bs-bg-opacity:1;background-color:rgba(var(--bs-tertiary-bg-rgb),var(--bs-bg-opacity))!important}.bg-opacity-10{--bs-bg-opacity:0.1}.bg-opacity-25{--bs-bg-opacity:0.25}.bg-opacity-50{--bs-bg-opacity:0.5}.bg-opacity-75{--bs-bg-opacity:0.75}.bg-opacity-100{--bs-bg-opacity:1}.bg-primary-subtle{background-color:var(--bs-primary-bg-subtle)!important}.bg-secondary-subtle{background-color:var(--bs-secondary-bg-subtle)!important}.bg-success-subtle{background-color:var(--bs-success-bg-subtle)!important}.bg-info-subtle{background-color:var(--bs-info-bg-subtle)!important}.bg-warning-subtle{background-color:var(--bs-warning-bg-subtle)!important}.bg-danger-subtle{background-color:var(--bs-danger-bg-subtle)!important}.bg-light-subtle{background-color:var(--bs-light-bg-subtle)!important}.bg-dark-subtle{background-color:var(--bs-dark-bg-subtle)!important}.bg-gradient{background-image:var(--bs-gradient)!important}.user-select-all{-webkit-user-select:all!important;user-select:all!important}.user-select-auto{-webkit-user-select:auto!important;user-select:auto!important}.user-select-none{-webkit-user-select:none!important;user-select:none!important}.pe-none{pointer-events:none!important}.pe-auto{pointer-events:auto!important}.rounded{border-radius:var(--bs-border-radius)!important}.rounded-0{border-radius:0!important}.rounded-1{border-radius:var(--bs-border-radius-sm)!important}.rounded-2{border-radius:var(--bs-border-radius)!important}.rounded-3{border-radius:var(--bs-border-radius-lg)!important}.rounded-4{border-radius:var(--bs-border-radius-xl)!important}.rounded-5{border-radius:var(--bs-border-radius-xxl)!important}.rounded-circle{border-radius:50%!important}.rounded-pill{border-radius:var(--bs-border-radius-pill)!important}.rounded-top{border-top-left-radius:var(--bs-border-radius)!important;border-top-right-radius:var(--bs-border-radius)!important}.rounded-top-0{border-top-left-radius:0!important;border-top-right-radius:0!important}.rounded-top-1{border-top-left-radius:var(--bs-border-radius-sm)!important;border-top-right-radius:var(--bs-border-radius-sm)!important}.rounded-top-2{border-top-left-radius:var(--bs-border-radius)!important;border-top-right-radius:var(--bs-border-radius)!important}.rounded-top-3{border-top-left-radius:var(--bs-border-radius-lg)!important;border-top-right-radius:var(--bs-border-radius-lg)!important}.rounded-top-4{border-top-left-radius:var(--bs-border-radius-xl)!important;border-top-right-radius:var(--bs-border-radius-xl)!important}.rounded-top-5{border-top-left-radius:var(--bs-border-radius-xxl)!important;border-top-right-radius:var(--bs-border-radius-xxl)!important}.rounded-top-circle{border-top-left-radius:50%!important;border-top-right-radius:50%!important}.rounded-top-pill{border-top-left-radius:var(--bs-border-radius-pill)!important;border-top-right-radius:var(--bs-border-radius-pill)!important}.rounded-end{border-bottom-right-radius:var(--bs-border-radius)!important;border-top-right-radius:var(--bs-border-radius)!important}.rounded-end-0{border-bottom-right-radius:0!important;border-top-right-radius:0!important}.rounded-end-1{border-bottom-right-radius:var(--bs-border-radius-sm)!important;border-top-right-radius:var(--bs-border-radius-sm)!important}.rounded-end-2{border-bottom-right-radius:var(--bs-border-radius)!important;border-top-right-radius:var(--bs-border-radius)!important}.rounded-end-3{border-bottom-right-radius:var(--bs-border-radius-lg)!important;border-top-right-radius:var(--bs-border-radius-lg)!important}.rounded-end-4{border-bottom-right-radius:var(--bs-border-radius-xl)!important;border-top-right-radius:var(--bs-border-radius-xl)!important}.rounded-end-5{border-bottom-right-radius:var(--bs-border-radius-xxl)!important;border-top-right-radius:var(--bs-border-radius-xxl)!important}.rounded-end-circle{border-bottom-right-radius:50%!important;border-top-right-radius:50%!important}.rounded-end-pill{border-bottom-right-radius:var(--bs-border-radius-pill)!important;border-top-right-radius:var(--bs-border-radius-pill)!important}.rounded-bottom{border-bottom-left-radius:var(--bs-border-radius)!important;border-bottom-right-radius:var(--bs-border-radius)!important}.rounded-bottom-0{border-bottom-left-radius:0!important;border-bottom-right-radius:0!important}.rounded-bottom-1{border-bottom-left-radius:var(--bs-border-radius-sm)!important;border-bottom-right-radius:var(--bs-border-radius-sm)!important}.rounded-bottom-2{border-bottom-left-radius:var(--bs-border-radius)!important;border-bottom-right-radius:var(--bs-border-radius)!important}.rounded-bottom-3{border-bottom-left-radius:var(--bs-border-radius-lg)!important;border-bottom-right-radius:var(--bs-border-radius-lg)!important}.rounded-bottom-4{border-bottom-left-radius:var(--bs-border-radius-xl)!important;border-bottom-right-radius:var(--bs-border-radius-xl)!important}.rounded-bottom-5{border-bottom-left-radius:var(--bs-border-radius-xxl)!important;border-bottom-right-radius:var(--bs-border-radius-xxl)!important}.rounded-bottom-circle{border-bottom-left-radius:50%!important;border-bottom-right-radius:50%!important}.rounded-bottom-pill{border-bottom-left-radius:var(--bs-border-radius-pill)!important;border-bottom-right-radius:var(--bs-border-radius-pill)!important}.rounded-start{border-bottom-left-radius:var(--bs-border-radius)!important;border-top-left-radius:var(--bs-border-radius)!important}.rounded-start-0{border-bottom-left-radius:0!important;border-top-left-radius:0!important}.rounded-start-1{border-bottom-left-radius:var(--bs-border-radius-sm)!important;border-top-left-radius:var(--bs-border-radius-sm)!important}.rounded-start-2{border-bottom-left-radius:var(--bs-border-radius)!important;border-top-left-radius:var(--bs-border-radius)!important}.rounded-start-3{border-bottom-left-radius:var(--bs-border-radius-lg)!important;border-top-left-radius:var(--bs-border-radius-lg)!important}.rounded-start-4{border-bottom-left-radius:var(--bs-border-radius-xl)!important;border-top-left-radius:var(--bs-border-radius-xl)!important}.rounded-start-5{border-bottom-left-radius:var(--bs-border-radius-xxl)!important;border-top-left-radius:var(--bs-border-radius-xxl)!important}.rounded-start-circle{border-bottom-left-radius:50%!important;border-top-left-radius:50%!important}.rounded-start-pill{border-bottom-left-radius:var(--bs-border-radius-pill)!important;border-top-left-radius:var(--bs-border-radius-pill)!important}.visible{visibility:visible!important}.invisible{visibility:hidden!important}.z-n1{z-index:-1!important}.z-0{z-index:0!important}.z-1{z-index:1!important}.z-2{z-index:2!important}.z-3{z-index:3!important}@media (min-width:576px){.float-sm-start{float:left!important}.float-sm-end{float:right!important}.float-sm-none{float:none!important}.object-fit-sm-contain{object-fit:contain!important}.object-fit-sm-cover{object-fit:cover!important}.object-fit-sm-fill{object-fit:fill!important}.object-fit-sm-scale{object-fit:scale-down!important}.object-fit-sm-none{object-fit:none!important}.d-sm-inline{display:inline!important}.d-sm-inline-block{display:inline-block!important}.d-sm-block{display:block!important}.d-sm-grid{display:grid!important}.d-sm-inline-grid{display:inline-grid!important}.d-sm-table{display:table!important}.d-sm-table-row{display:table-row!important}.d-sm-table-cell{display:table-cell!important}.d-sm-flex{display:flex!important}.d-sm-inline-flex{display:inline-flex!important}.d-sm-none{display:none!important}.flex-sm-fill{flex:1 1 auto!important}.flex-sm-row{flex-direction:row!important}.flex-sm-column{flex-direction:column!important}.flex-sm-row-reverse{flex-direction:row-reverse!important}.flex-sm-column-reverse{flex-direction:column-reverse!important}.flex-sm-grow-0{flex-grow:0!important}.flex-sm-grow-1{flex-grow:1!important}.flex-sm-shrink-0{flex-shrink:0!important}.flex-sm-shrink-1{flex-shrink:1!important}.flex-sm-wrap{flex-wrap:wrap!important}.flex-sm-nowrap{flex-wrap:nowrap!important}.flex-sm-wrap-reverse{flex-wrap:wrap-reverse!important}.justify-content-sm-start{justify-content:flex-start!important}.justify-content-sm-end{justify-content:flex-end!important}.justify-content-sm-center{justify-content:center!important}.justify-content-sm-between{justify-content:space-between!important}.justify-content-sm-around{justify-content:space-around!important}.justify-content-sm-evenly{justify-content:space-evenly!important}.align-items-sm-start{align-items:flex-start!important}.align-items-sm-end{align-items:flex-end!important}.align-items-sm-center{align-items:center!important}.align-items-sm-baseline{align-items:baseline!important}.align-items-sm-stretch{align-items:stretch!important}.align-content-sm-start{align-content:flex-start!important}.align-content-sm-end{align-content:flex-end!important}.align-content-sm-center{align-content:center!important}.align-content-sm-between{align-content:space-between!important}.align-content-sm-around{align-content:space-around!important}.align-content-sm-stretch{align-content:stretch!important}.align-self-sm-auto{align-self:auto!important}.align-self-sm-start{align-self:flex-start!important}.align-self-sm-end{align-self:flex-end!important}.align-self-sm-center{align-self:center!important}.align-self-sm-baseline{align-self:baseline!important}.align-self-sm-stretch{align-self:stretch!important}.order-sm-first{order:-1!important}.order-sm-0{order:0!important}.order-sm-1{order:1!important}.order-sm-2{order:2!important}.order-sm-3{order:3!important}.order-sm-4{order:4!important}.order-sm-5{order:5!important}.order-sm-last{order:6!important}.m-sm-0{margin:0!important}.m-sm-1{margin:.25rem!important}.m-sm-2{margin:.5rem!important}.m-sm-3{margin:1rem!important}.m-sm-4{margin:1.5rem!important}.m-sm-5{margin:3rem!important}.m-sm-auto{margin:auto!important}.mx-sm-0{margin-left:0!important;margin-right:0!important}.mx-sm-1{margin-left:.25rem!important;margin-right:.25rem!important}.mx-sm-2{margin-left:.5rem!important;margin-right:.5rem!important}.mx-sm-3{margin-left:1rem!important;margin-right:1rem!important}.mx-sm-4{margin-left:1.5rem!important;margin-right:1.5rem!important}.mx-sm-5{margin-left:3rem!important;margin-right:3rem!important}.mx-sm-auto{margin-left:auto!important;margin-right:auto!important}.my-sm-0{margin-bottom:0!important;margin-top:0!important}.my-sm-1{margin-bottom:.25rem!important;margin-top:.25rem!important}.my-sm-2{margin-bottom:.5rem!important;margin-top:.5rem!important}.my-sm-3{margin-bottom:1rem!important;margin-top:1rem!important}.my-sm-4{margin-bottom:1.5rem!important;margin-top:1.5rem!important}.my-sm-5{margin-bottom:3rem!important;margin-top:3rem!important}.my-sm-auto{margin-bottom:auto!important;margin-top:auto!important}.mt-sm-0{margin-top:0!important}.mt-sm-1{margin-top:.25rem!important}.mt-sm-2{margin-top:.5rem!important}.mt-sm-3{margin-top:1rem!important}.mt-sm-4{margin-top:1.5rem!important}.mt-sm-5{margin-top:3rem!important}.mt-sm-auto{margin-top:auto!important}.me-sm-0{margin-right:0!important}.me-sm-1{margin-right:.25rem!important}.me-sm-2{margin-right:.5rem!important}.me-sm-3{margin-right:1rem!important}.me-sm-4{margin-right:1.5rem!important}.me-sm-5{margin-right:3rem!important}.me-sm-auto{margin-right:auto!important}.mb-sm-0{margin-bottom:0!important}.mb-sm-1{margin-bottom:.25rem!important}.mb-sm-2{margin-bottom:.5rem!important}.mb-sm-3{margin-bottom:1rem!important}.mb-sm-4{margin-bottom:1.5rem!important}.mb-sm-5{margin-bottom:3rem!important}.mb-sm-auto{margin-bottom:auto!important}.ms-sm-0{margin-left:0!important}.ms-sm-1{margin-left:.25rem!important}.ms-sm-2{margin-left:.5rem!important}.ms-sm-3{margin-left:1rem!important}.ms-sm-4{margin-left:1.5rem!important}.ms-sm-5{margin-left:3rem!important}.ms-sm-auto{margin-left:auto!important}.p-sm-0{padding:0!important}.p-sm-1{padding:.25rem!important}.p-sm-2{padding:.5rem!important}.p-sm-3{padding:1rem!important}.p-sm-4{padding:1.5rem!important}.p-sm-5{padding:3rem!important}.px-sm-0{padding-left:0!important;padding-right:0!important}.px-sm-1{padding-left:.25rem!important;padding-right:.25rem!important}.px-sm-2{padding-left:.5rem!important;padding-right:.5rem!important}.px-sm-3{padding-left:1rem!important;padding-right:1rem!important}.px-sm-4{padding-left:1.5rem!important;padding-right:1.5rem!important}.px-sm-5{padding-left:3rem!important;padding-right:3rem!important}.py-sm-0{padding-bottom:0!important;padding-top:0!important}.py-sm-1{padding-bottom:.25rem!important;padding-top:.25rem!important}.py-sm-2{padding-bottom:.5rem!important;padding-top:.5rem!important}.py-sm-3{padding-bottom:1rem!important;padding-top:1rem!important}.py-sm-4{padding-bottom:1.5rem!important;padding-top:1.5rem!important}.py-sm-5{padding-bottom:3rem!important;padding-top:3rem!important}.pt-sm-0{padding-top:0!important}.pt-sm-1{padding-top:.25rem!important}.pt-sm-2{padding-top:.5rem!important}.pt-sm-3{padding-top:1rem!important}.pt-sm-4{padding-top:1.5rem!important}.pt-sm-5{padding-top:3rem!important}.pe-sm-0{padding-right:0!important}.pe-sm-1{padding-right:.25rem!important}.pe-sm-2{padding-right:.5rem!important}.pe-sm-3{padding-right:1rem!important}.pe-sm-4{padding-right:1.5rem!important}.pe-sm-5{padding-right:3rem!important}.pb-sm-0{padding-bottom:0!important}.pb-sm-1{padding-bottom:.25rem!important}.pb-sm-2{padding-bottom:.5rem!important}.pb-sm-3{padding-bottom:1rem!important}.pb-sm-4{padding-bottom:1.5rem!important}.pb-sm-5{padding-bottom:3rem!important}.ps-sm-0{padding-left:0!important}.ps-sm-1{padding-left:.25rem!important}.ps-sm-2{padding-left:.5rem!important}.ps-sm-3{padding-left:1rem!important}.ps-sm-4{padding-left:1.5rem!important}.ps-sm-5{padding-left:3rem!important}.gap-sm-0{gap:0!important}.gap-sm-1{gap:.25rem!important}.gap-sm-2{gap:.5rem!important}.gap-sm-3{gap:1rem!important}.gap-sm-4{gap:1.5rem!important}.gap-sm-5{gap:3rem!important}.row-gap-sm-0{row-gap:0!important}.row-gap-sm-1{row-gap:.25rem!important}.row-gap-sm-2{row-gap:.5rem!important}.row-gap-sm-3{row-gap:1rem!important}.row-gap-sm-4{row-gap:1.5rem!important}.row-gap-sm-5{row-gap:3rem!important}.column-gap-sm-0{column-gap:0!important}.column-gap-sm-1{column-gap:.25rem!important}.column-gap-sm-2{column-gap:.5rem!important}.column-gap-sm-3{column-gap:1rem!important}.column-gap-sm-4{column-gap:1.5rem!important}.column-gap-sm-5{column-gap:3rem!important}.text-sm-start{text-align:left!important}.text-sm-end{text-align:right!important}.text-sm-center{text-align:center!important}}@media (min-width:768px){.float-md-start{float:left!important}.float-md-end{float:right!important}.float-md-none{float:none!important}.object-fit-md-contain{object-fit:contain!important}.object-fit-md-cover{object-fit:cover!important}.object-fit-md-fill{object-fit:fill!important}.object-fit-md-scale{object-fit:scale-down!important}.object-fit-md-none{object-fit:none!important}.d-md-inline{display:inline!important}.d-md-inline-block{display:inline-block!important}.d-md-block{display:block!important}.d-md-grid{display:grid!important}.d-md-inline-grid{display:inline-grid!important}.d-md-table{display:table!important}.d-md-table-row{display:table-row!important}.d-md-table-cell{display:table-cell!important}.d-md-flex{display:flex!important}.d-md-inline-flex{display:inline-flex!important}.d-md-none{display:none!important}.flex-md-fill{flex:1 1 auto!important}.flex-md-row{flex-direction:row!important}.flex-md-column{flex-direction:column!important}.flex-md-row-reverse{flex-direction:row-reverse!important}.flex-md-column-reverse{flex-direction:column-reverse!important}.flex-md-grow-0{flex-grow:0!important}.flex-md-grow-1{flex-grow:1!important}.flex-md-shrink-0{flex-shrink:0!important}.flex-md-shrink-1{flex-shrink:1!important}.flex-md-wrap{flex-wrap:wrap!important}.flex-md-nowrap{flex-wrap:nowrap!important}.flex-md-wrap-reverse{flex-wrap:wrap-reverse!important}.justify-content-md-start{justify-content:flex-start!important}.justify-content-md-end{justify-content:flex-end!important}.justify-content-md-center{justify-content:center!important}.justify-content-md-between{justify-content:space-between!important}.justify-content-md-around{justify-content:space-around!important}.justify-content-md-evenly{justify-content:space-evenly!important}.align-items-md-start{align-items:flex-start!important}.align-items-md-end{align-items:flex-end!important}.align-items-md-center{align-items:center!important}.align-items-md-baseline{align-items:baseline!important}.align-items-md-stretch{align-items:stretch!important}.align-content-md-start{align-content:flex-start!important}.align-content-md-end{align-content:flex-end!important}.align-content-md-center{align-content:center!important}.align-content-md-between{align-content:space-between!important}.align-content-md-around{align-content:space-around!important}.align-content-md-stretch{align-content:stretch!important}.align-self-md-auto{align-self:auto!important}.align-self-md-start{align-self:flex-start!important}.align-self-md-end{align-self:flex-end!important}.align-self-md-center{align-self:center!important}.align-self-md-baseline{align-self:baseline!important}.align-self-md-stretch{align-self:stretch!important}.order-md-first{order:-1!important}.order-md-0{order:0!important}.order-md-1{order:1!important}.order-md-2{order:2!important}.order-md-3{order:3!important}.order-md-4{order:4!important}.order-md-5{order:5!important}.order-md-last{order:6!important}.m-md-0{margin:0!important}.m-md-1{margin:.25rem!important}.m-md-2{margin:.5rem!important}.m-md-3{margin:1rem!important}.m-md-4{margin:1.5rem!important}.m-md-5{margin:3rem!important}.m-md-auto{margin:auto!important}.mx-md-0{margin-left:0!important;margin-right:0!important}.mx-md-1{margin-left:.25rem!important;margin-right:.25rem!important}.mx-md-2{margin-left:.5rem!important;margin-right:.5rem!important}.mx-md-3{margin-left:1rem!important;margin-right:1rem!important}.mx-md-4{margin-left:1.5rem!important;margin-right:1.5rem!important}.mx-md-5{margin-left:3rem!important;margin-right:3rem!important}.mx-md-auto{margin-left:auto!important;margin-right:auto!important}.my-md-0{margin-bottom:0!important;margin-top:0!important}.my-md-1{margin-bottom:.25rem!important;margin-top:.25rem!important}.my-md-2{margin-bottom:.5rem!important;margin-top:.5rem!important}.my-md-3{margin-bottom:1rem!important;margin-top:1rem!important}.my-md-4{margin-bottom:1.5rem!important;margin-top:1.5rem!important}.my-md-5{margin-bottom:3rem!important;margin-top:3rem!important}.my-md-auto{margin-bottom:auto!important;margin-top:auto!important}.mt-md-0{margin-top:0!important}.mt-md-1{margin-top:.25rem!important}.mt-md-2{margin-top:.5rem!important}.mt-md-3{margin-top:1rem!important}.mt-md-4{margin-top:1.5rem!important}.mt-md-5{margin-top:3rem!important}.mt-md-auto{margin-top:auto!important}.me-md-0{margin-right:0!important}.me-md-1{margin-right:.25rem!important}.me-md-2{margin-right:.5rem!important}.me-md-3{margin-right:1rem!important}.me-md-4{margin-right:1.5rem!important}.me-md-5{margin-right:3rem!important}.me-md-auto{margin-right:auto!important}.mb-md-0{margin-bottom:0!important}.mb-md-1{margin-bottom:.25rem!important}.mb-md-2{margin-bottom:.5rem!important}.mb-md-3{margin-bottom:1rem!important}.mb-md-4{margin-bottom:1.5rem!important}.mb-md-5{margin-bottom:3rem!important}.mb-md-auto{margin-bottom:auto!important}.ms-md-0{margin-left:0!important}.ms-md-1{margin-left:.25rem!important}.ms-md-2{margin-left:.5rem!important}.ms-md-3{margin-left:1rem!important}.ms-md-4{margin-left:1.5rem!important}.ms-md-5{margin-left:3rem!important}.ms-md-auto{margin-left:auto!important}.p-md-0{padding:0!important}.p-md-1{padding:.25rem!important}.p-md-2{padding:.5rem!important}.p-md-3{padding:1rem!important}.p-md-4{padding:1.5rem!important}.p-md-5{padding:3rem!important}.px-md-0{padding-left:0!important;padding-right:0!important}.px-md-1{padding-left:.25rem!important;padding-right:.25rem!important}.px-md-2{padding-left:.5rem!important;padding-right:.5rem!important}.px-md-3{padding-left:1rem!important;padding-right:1rem!important}.px-md-4{padding-left:1.5rem!important;padding-right:1.5rem!important}.px-md-5{padding-left:3rem!important;padding-right:3rem!important}.py-md-0{padding-bottom:0!important;padding-top:0!important}.py-md-1{padding-bottom:.25rem!important;padding-top:.25rem!important}.py-md-2{padding-bottom:.5rem!important;padding-top:.5rem!important}.py-md-3{padding-bottom:1rem!important;padding-top:1rem!important}.py-md-4{padding-bottom:1.5rem!important;padding-top:1.5rem!important}.py-md-5{padding-bottom:3rem!important;padding-top:3rem!important}.pt-md-0{padding-top:0!important}.pt-md-1{padding-top:.25rem!important}.pt-md-2{padding-top:.5rem!important}.pt-md-3{padding-top:1rem!important}.pt-md-4{padding-top:1.5rem!important}.pt-md-5{padding-top:3rem!important}.pe-md-0{padding-right:0!important}.pe-md-1{padding-right:.25rem!important}.pe-md-2{padding-right:.5rem!important}.pe-md-3{padding-right:1rem!important}.pe-md-4{padding-right:1.5rem!important}.pe-md-5{padding-right:3rem!important}.pb-md-0{padding-bottom:0!important}.pb-md-1{padding-bottom:.25rem!important}.pb-md-2{padding-bottom:.5rem!important}.pb-md-3{padding-bottom:1rem!important}.pb-md-4{padding-bottom:1.5rem!important}.pb-md-5{padding-bottom:3rem!important}.ps-md-0{padding-left:0!important}.ps-md-1{padding-left:.25rem!important}.ps-md-2{padding-left:.5rem!important}.ps-md-3{padding-left:1rem!important}.ps-md-4{padding-left:1.5rem!important}.ps-md-5{padding-left:3rem!important}.gap-md-0{gap:0!important}.gap-md-1{gap:.25rem!important}.gap-md-2{gap:.5rem!important}.gap-md-3{gap:1rem!important}.gap-md-4{gap:1.5rem!important}.gap-md-5{gap:3rem!important}.row-gap-md-0{row-gap:0!important}.row-gap-md-1{row-gap:.25rem!important}.row-gap-md-2{row-gap:.5rem!important}.row-gap-md-3{row-gap:1rem!important}.row-gap-md-4{row-gap:1.5rem!important}.row-gap-md-5{row-gap:3rem!important}.column-gap-md-0{column-gap:0!important}.column-gap-md-1{column-gap:.25rem!important}.column-gap-md-2{column-gap:.5rem!important}.column-gap-md-3{column-gap:1rem!important}.column-gap-md-4{column-gap:1.5rem!important}.column-gap-md-5{column-gap:3rem!important}.text-md-start{text-align:left!important}.text-md-end{text-align:right!important}.text-md-center{text-align:center!important}}@media (min-width:992px){.float-lg-start{float:left!important}.float-lg-end{float:right!important}.float-lg-none{float:none!important}.object-fit-lg-contain{object-fit:contain!important}.object-fit-lg-cover{object-fit:cover!important}.object-fit-lg-fill{object-fit:fill!important}.object-fit-lg-scale{object-fit:scale-down!important}.object-fit-lg-none{object-fit:none!important}.d-lg-inline{display:inline!important}.d-lg-inline-block{display:inline-block!important}.d-lg-block{display:block!important}.d-lg-grid{display:grid!important}.d-lg-inline-grid{display:inline-grid!important}.d-lg-table{display:table!important}.d-lg-table-row{display:table-row!important}.d-lg-table-cell{display:table-cell!important}.d-lg-flex{display:flex!important}.d-lg-inline-flex{display:inline-flex!important}.d-lg-none{display:none!important}.flex-lg-fill{flex:1 1 auto!important}.flex-lg-row{flex-direction:row!important}.flex-lg-column{flex-direction:column!important}.flex-lg-row-reverse{flex-direction:row-reverse!important}.flex-lg-column-reverse{flex-direction:column-reverse!important}.flex-lg-grow-0{flex-grow:0!important}.flex-lg-grow-1{flex-grow:1!important}.flex-lg-shrink-0{flex-shrink:0!important}.flex-lg-shrink-1{flex-shrink:1!important}.flex-lg-wrap{flex-wrap:wrap!important}.flex-lg-nowrap{flex-wrap:nowrap!important}.flex-lg-wrap-reverse{flex-wrap:wrap-reverse!important}.justify-content-lg-start{justify-content:flex-start!important}.justify-content-lg-end{justify-content:flex-end!important}.justify-content-lg-center{justify-content:center!important}.justify-content-lg-between{justify-content:space-between!important}.justify-content-lg-around{justify-content:space-around!important}.justify-content-lg-evenly{justify-content:space-evenly!important}.align-items-lg-start{align-items:flex-start!important}.align-items-lg-end{align-items:flex-end!important}.align-items-lg-center{align-items:center!important}.align-items-lg-baseline{align-items:baseline!important}.align-items-lg-stretch{align-items:stretch!important}.align-content-lg-start{align-content:flex-start!important}.align-content-lg-end{align-content:flex-end!important}.align-content-lg-center{align-content:center!important}.align-content-lg-between{align-content:space-between!important}.align-content-lg-around{align-content:space-around!important}.align-content-lg-stretch{align-content:stretch!important}.align-self-lg-auto{align-self:auto!important}.align-self-lg-start{align-self:flex-start!important}.align-self-lg-end{align-self:flex-end!important}.align-self-lg-center{align-self:center!important}.align-self-lg-baseline{align-self:baseline!important}.align-self-lg-stretch{align-self:stretch!important}.order-lg-first{order:-1!important}.order-lg-0{order:0!important}.order-lg-1{order:1!important}.order-lg-2{order:2!important}.order-lg-3{order:3!important}.order-lg-4{order:4!important}.order-lg-5{order:5!important}.order-lg-last{order:6!important}.m-lg-0{margin:0!important}.m-lg-1{margin:.25rem!important}.m-lg-2{margin:.5rem!important}.m-lg-3{margin:1rem!important}.m-lg-4{margin:1.5rem!important}.m-lg-5{margin:3rem!important}.m-lg-auto{margin:auto!important}.mx-lg-0{margin-left:0!important;margin-right:0!important}.mx-lg-1{margin-left:.25rem!important;margin-right:.25rem!important}.mx-lg-2{margin-left:.5rem!important;margin-right:.5rem!important}.mx-lg-3{margin-left:1rem!important;margin-right:1rem!important}.mx-lg-4{margin-left:1.5rem!important;margin-right:1.5rem!important}.mx-lg-5{margin-left:3rem!important;margin-right:3rem!important}.mx-lg-auto{margin-left:auto!important;margin-right:auto!important}.my-lg-0{margin-bottom:0!important;margin-top:0!important}.my-lg-1{margin-bottom:.25rem!important;margin-top:.25rem!important}.my-lg-2{margin-bottom:.5rem!important;margin-top:.5rem!important}.my-lg-3{margin-bottom:1rem!important;margin-top:1rem!important}.my-lg-4{margin-bottom:1.5rem!important;margin-top:1.5rem!important}.my-lg-5{margin-bottom:3rem!important;margin-top:3rem!important}.my-lg-auto{margin-bottom:auto!important;margin-top:auto!important}.mt-lg-0{margin-top:0!important}.mt-lg-1{margin-top:.25rem!important}.mt-lg-2{margin-top:.5rem!important}.mt-lg-3{margin-top:1rem!important}.mt-lg-4{margin-top:1.5rem!important}.mt-lg-5{margin-top:3rem!important}.mt-lg-auto{margin-top:auto!important}.me-lg-0{margin-right:0!important}.me-lg-1{margin-right:.25rem!important}.me-lg-2{margin-right:.5rem!important}.me-lg-3{margin-right:1rem!important}.me-lg-4{margin-right:1.5rem!important}.me-lg-5{margin-right:3rem!important}.me-lg-auto{margin-right:auto!important}.mb-lg-0{margin-bottom:0!important}.mb-lg-1{margin-bottom:.25rem!important}.mb-lg-2{margin-bottom:.5rem!important}.mb-lg-3{margin-bottom:1rem!important}.mb-lg-4{margin-bottom:1.5rem!important}.mb-lg-5{margin-bottom:3rem!important}.mb-lg-auto{margin-bottom:auto!important}.ms-lg-0{margin-left:0!important}.ms-lg-1{margin-left:.25rem!important}.ms-lg-2{margin-left:.5rem!important}.ms-lg-3{margin-left:1rem!important}.ms-lg-4{margin-left:1.5rem!important}.ms-lg-5{margin-left:3rem!important}.ms-lg-auto{margin-left:auto!important}.p-lg-0{padding:0!important}.p-lg-1{padding:.25rem!important}.p-lg-2{padding:.5rem!important}.p-lg-3{padding:1rem!important}.p-lg-4{padding:1.5rem!important}.p-lg-5{padding:3rem!important}.px-lg-0{padding-left:0!important;padding-right:0!important}.px-lg-1{padding-left:.25rem!important;padding-right:.25rem!important}.px-lg-2{padding-left:.5rem!important;padding-right:.5rem!important}.px-lg-3{padding-left:1rem!important;padding-right:1rem!important}.px-lg-4{padding-left:1.5rem!important;padding-right:1.5rem!important}.px-lg-5{padding-left:3rem!important;padding-right:3rem!important}.py-lg-0{padding-bottom:0!important;padding-top:0!important}.py-lg-1{padding-bottom:.25rem!important;padding-top:.25rem!important}.py-lg-2{padding-bottom:.5rem!important;padding-top:.5rem!important}.py-lg-3{padding-bottom:1rem!important;padding-top:1rem!important}.py-lg-4{padding-bottom:1.5rem!important;padding-top:1.5rem!important}.py-lg-5{padding-bottom:3rem!important;padding-top:3rem!important}.pt-lg-0{padding-top:0!important}.pt-lg-1{padding-top:.25rem!important}.pt-lg-2{padding-top:.5rem!important}.pt-lg-3{padding-top:1rem!important}.pt-lg-4{padding-top:1.5rem!important}.pt-lg-5{padding-top:3rem!important}.pe-lg-0{padding-right:0!important}.pe-lg-1{padding-right:.25rem!important}.pe-lg-2{padding-right:.5rem!important}.pe-lg-3{padding-right:1rem!important}.pe-lg-4{padding-right:1.5rem!important}.pe-lg-5{padding-right:3rem!important}.pb-lg-0{padding-bottom:0!important}.pb-lg-1{padding-bottom:.25rem!important}.pb-lg-2{padding-bottom:.5rem!important}.pb-lg-3{padding-bottom:1rem!important}.pb-lg-4{padding-bottom:1.5rem!important}.pb-lg-5{padding-bottom:3rem!important}.ps-lg-0{padding-left:0!important}.ps-lg-1{padding-left:.25rem!important}.ps-lg-2{padding-left:.5rem!important}.ps-lg-3{padding-left:1rem!important}.ps-lg-4{padding-left:1.5rem!important}.ps-lg-5{padding-left:3rem!important}.gap-lg-0{gap:0!important}.gap-lg-1{gap:.25rem!important}.gap-lg-2{gap:.5rem!important}.gap-lg-3{gap:1rem!important}.gap-lg-4{gap:1.5rem!important}.gap-lg-5{gap:3rem!important}.row-gap-lg-0{row-gap:0!important}.row-gap-lg-1{row-gap:.25rem!important}.row-gap-lg-2{row-gap:.5rem!important}.row-gap-lg-3{row-gap:1rem!important}.row-gap-lg-4{row-gap:1.5rem!important}.row-gap-lg-5{row-gap:3rem!important}.column-gap-lg-0{column-gap:0!important}.column-gap-lg-1{column-gap:.25rem!important}.column-gap-lg-2{column-gap:.5rem!important}.column-gap-lg-3{column-gap:1rem!important}.column-gap-lg-4{column-gap:1.5rem!important}.column-gap-lg-5{column-gap:3rem!important}.text-lg-start{text-align:left!important}.text-lg-end{text-align:right!important}.text-lg-center{text-align:center!important}}@media (min-width:1200px){.float-xl-start{float:left!important}.float-xl-end{float:right!important}.float-xl-none{float:none!important}.object-fit-xl-contain{object-fit:contain!important}.object-fit-xl-cover{object-fit:cover!important}.object-fit-xl-fill{object-fit:fill!important}.object-fit-xl-scale{object-fit:scale-down!important}.object-fit-xl-none{object-fit:none!important}.d-xl-inline{display:inline!important}.d-xl-inline-block{display:inline-block!important}.d-xl-block{display:block!important}.d-xl-grid{display:grid!important}.d-xl-inline-grid{display:inline-grid!important}.d-xl-table{display:table!important}.d-xl-table-row{display:table-row!important}.d-xl-table-cell{display:table-cell!important}.d-xl-flex{display:flex!important}.d-xl-inline-flex{display:inline-flex!important}.d-xl-none{display:none!important}.flex-xl-fill{flex:1 1 auto!important}.flex-xl-row{flex-direction:row!important}.flex-xl-column{flex-direction:column!important}.flex-xl-row-reverse{flex-direction:row-reverse!important}.flex-xl-column-reverse{flex-direction:column-reverse!important}.flex-xl-grow-0{flex-grow:0!important}.flex-xl-grow-1{flex-grow:1!important}.flex-xl-shrink-0{flex-shrink:0!important}.flex-xl-shrink-1{flex-shrink:1!important}.flex-xl-wrap{flex-wrap:wrap!important}.flex-xl-nowrap{flex-wrap:nowrap!important}.flex-xl-wrap-reverse{flex-wrap:wrap-reverse!important}.justify-content-xl-start{justify-content:flex-start!important}.justify-content-xl-end{justify-content:flex-end!important}.justify-content-xl-center{justify-content:center!important}.justify-content-xl-between{justify-content:space-between!important}.justify-content-xl-around{justify-content:space-around!important}.justify-content-xl-evenly{justify-content:space-evenly!important}.align-items-xl-start{align-items:flex-start!important}.align-items-xl-end{align-items:flex-end!important}.align-items-xl-center{align-items:center!important}.align-items-xl-baseline{align-items:baseline!important}.align-items-xl-stretch{align-items:stretch!important}.align-content-xl-start{align-content:flex-start!important}.align-content-xl-end{align-content:flex-end!important}.align-content-xl-center{align-content:center!important}.align-content-xl-between{align-content:space-between!important}.align-content-xl-around{align-content:space-around!important}.align-content-xl-stretch{align-content:stretch!important}.align-self-xl-auto{align-self:auto!important}.align-self-xl-start{align-self:flex-start!important}.align-self-xl-end{align-self:flex-end!important}.align-self-xl-center{align-self:center!important}.align-self-xl-baseline{align-self:baseline!important}.align-self-xl-stretch{align-self:stretch!important}.order-xl-first{order:-1!important}.order-xl-0{order:0!important}.order-xl-1{order:1!important}.order-xl-2{order:2!important}.order-xl-3{order:3!important}.order-xl-4{order:4!important}.order-xl-5{order:5!important}.order-xl-last{order:6!important}.m-xl-0{margin:0!important}.m-xl-1{margin:.25rem!important}.m-xl-2{margin:.5rem!important}.m-xl-3{margin:1rem!important}.m-xl-4{margin:1.5rem!important}.m-xl-5{margin:3rem!important}.m-xl-auto{margin:auto!important}.mx-xl-0{margin-left:0!important;margin-right:0!important}.mx-xl-1{margin-left:.25rem!important;margin-right:.25rem!important}.mx-xl-2{margin-left:.5rem!important;margin-right:.5rem!important}.mx-xl-3{margin-left:1rem!important;margin-right:1rem!important}.mx-xl-4{margin-left:1.5rem!important;margin-right:1.5rem!important}.mx-xl-5{margin-left:3rem!important;margin-right:3rem!important}.mx-xl-auto{margin-left:auto!important;margin-right:auto!important}.my-xl-0{margin-bottom:0!important;margin-top:0!important}.my-xl-1{margin-bottom:.25rem!important;margin-top:.25rem!important}.my-xl-2{margin-bottom:.5rem!important;margin-top:.5rem!important}.my-xl-3{margin-bottom:1rem!important;margin-top:1rem!important}.my-xl-4{margin-bottom:1.5rem!important;margin-top:1.5rem!important}.my-xl-5{margin-bottom:3rem!important;margin-top:3rem!important}.my-xl-auto{margin-bottom:auto!important;margin-top:auto!important}.mt-xl-0{margin-top:0!important}.mt-xl-1{margin-top:.25rem!important}.mt-xl-2{margin-top:.5rem!important}.mt-xl-3{margin-top:1rem!important}.mt-xl-4{margin-top:1.5rem!important}.mt-xl-5{margin-top:3rem!important}.mt-xl-auto{margin-top:auto!important}.me-xl-0{margin-right:0!important}.me-xl-1{margin-right:.25rem!important}.me-xl-2{margin-right:.5rem!important}.me-xl-3{margin-right:1rem!important}.me-xl-4{margin-right:1.5rem!important}.me-xl-5{margin-right:3rem!important}.me-xl-auto{margin-right:auto!important}.mb-xl-0{margin-bottom:0!important}.mb-xl-1{margin-bottom:.25rem!important}.mb-xl-2{margin-bottom:.5rem!important}.mb-xl-3{margin-bottom:1rem!important}.mb-xl-4{margin-bottom:1.5rem!important}.mb-xl-5{margin-bottom:3rem!important}.mb-xl-auto{margin-bottom:auto!important}.ms-xl-0{margin-left:0!important}.ms-xl-1{margin-left:.25rem!important}.ms-xl-2{margin-left:.5rem!important}.ms-xl-3{margin-left:1rem!important}.ms-xl-4{margin-left:1.5rem!important}.ms-xl-5{margin-left:3rem!important}.ms-xl-auto{margin-left:auto!important}.p-xl-0{padding:0!important}.p-xl-1{padding:.25rem!important}.p-xl-2{padding:.5rem!important}.p-xl-3{padding:1rem!important}.p-xl-4{padding:1.5rem!important}.p-xl-5{padding:3rem!important}.px-xl-0{padding-left:0!important;padding-right:0!important}.px-xl-1{padding-left:.25rem!important;padding-right:.25rem!important}.px-xl-2{padding-left:.5rem!important;padding-right:.5rem!important}.px-xl-3{padding-left:1rem!important;padding-right:1rem!important}.px-xl-4{padding-left:1.5rem!important;padding-right:1.5rem!important}.px-xl-5{padding-left:3rem!important;padding-right:3rem!important}.py-xl-0{padding-bottom:0!important;padding-top:0!important}.py-xl-1{padding-bottom:.25rem!important;padding-top:.25rem!important}.py-xl-2{padding-bottom:.5rem!important;padding-top:.5rem!important}.py-xl-3{padding-bottom:1rem!important;padding-top:1rem!important}.py-xl-4{padding-bottom:1.5rem!important;padding-top:1.5rem!important}.py-xl-5{padding-bottom:3rem!important;padding-top:3rem!important}.pt-xl-0{padding-top:0!important}.pt-xl-1{padding-top:.25rem!important}.pt-xl-2{padding-top:.5rem!important}.pt-xl-3{padding-top:1rem!important}.pt-xl-4{padding-top:1.5rem!important}.pt-xl-5{padding-top:3rem!important}.pe-xl-0{padding-right:0!important}.pe-xl-1{padding-right:.25rem!important}.pe-xl-2{padding-right:.5rem!important}.pe-xl-3{padding-right:1rem!important}.pe-xl-4{padding-right:1.5rem!important}.pe-xl-5{padding-right:3rem!important}.pb-xl-0{padding-bottom:0!important}.pb-xl-1{padding-bottom:.25rem!important}.pb-xl-2{padding-bottom:.5rem!important}.pb-xl-3{padding-bottom:1rem!important}.pb-xl-4{padding-bottom:1.5rem!important}.pb-xl-5{padding-bottom:3rem!important}.ps-xl-0{padding-left:0!important}.ps-xl-1{padding-left:.25rem!important}.ps-xl-2{padding-left:.5rem!important}.ps-xl-3{padding-left:1rem!important}.ps-xl-4{padding-left:1.5rem!important}.ps-xl-5{padding-left:3rem!important}.gap-xl-0{gap:0!important}.gap-xl-1{gap:.25rem!important}.gap-xl-2{gap:.5rem!important}.gap-xl-3{gap:1rem!important}.gap-xl-4{gap:1.5rem!important}.gap-xl-5{gap:3rem!important}.row-gap-xl-0{row-gap:0!important}.row-gap-xl-1{row-gap:.25rem!important}.row-gap-xl-2{row-gap:.5rem!important}.row-gap-xl-3{row-gap:1rem!important}.row-gap-xl-4{row-gap:1.5rem!important}.row-gap-xl-5{row-gap:3rem!important}.column-gap-xl-0{column-gap:0!important}.column-gap-xl-1{column-gap:.25rem!important}.column-gap-xl-2{column-gap:.5rem!important}.column-gap-xl-3{column-gap:1rem!important}.column-gap-xl-4{column-gap:1.5rem!important}.column-gap-xl-5{column-gap:3rem!important}.text-xl-start{text-align:left!important}.text-xl-end{text-align:right!important}.text-xl-center{text-align:center!important}}@media (min-width:1400px){.float-xxl-start{float:left!important}.float-xxl-end{float:right!important}.float-xxl-none{float:none!important}.object-fit-xxl-contain{object-fit:contain!important}.object-fit-xxl-cover{object-fit:cover!important}.object-fit-xxl-fill{object-fit:fill!important}.object-fit-xxl-scale{object-fit:scale-down!important}.object-fit-xxl-none{object-fit:none!important}.d-xxl-inline{display:inline!important}.d-xxl-inline-block{display:inline-block!important}.d-xxl-block{display:block!important}.d-xxl-grid{display:grid!important}.d-xxl-inline-grid{display:inline-grid!important}.d-xxl-table{display:table!important}.d-xxl-table-row{display:table-row!important}.d-xxl-table-cell{display:table-cell!important}.d-xxl-flex{display:flex!important}.d-xxl-inline-flex{display:inline-flex!important}.d-xxl-none{display:none!important}.flex-xxl-fill{flex:1 1 auto!important}.flex-xxl-row{flex-direction:row!important}.flex-xxl-column{flex-direction:column!important}.flex-xxl-row-reverse{flex-direction:row-reverse!important}.flex-xxl-column-reverse{flex-direction:column-reverse!important}.flex-xxl-grow-0{flex-grow:0!important}.flex-xxl-grow-1{flex-grow:1!important}.flex-xxl-shrink-0{flex-shrink:0!important}.flex-xxl-shrink-1{flex-shrink:1!important}.flex-xxl-wrap{flex-wrap:wrap!important}.flex-xxl-nowrap{flex-wrap:nowrap!important}.flex-xxl-wrap-reverse{flex-wrap:wrap-reverse!important}.justify-content-xxl-start{justify-content:flex-start!important}.justify-content-xxl-end{justify-content:flex-end!important}.justify-content-xxl-center{justify-content:center!important}.justify-content-xxl-between{justify-content:space-between!important}.justify-content-xxl-around{justify-content:space-around!important}.justify-content-xxl-evenly{justify-content:space-evenly!important}.align-items-xxl-start{align-items:flex-start!important}.align-items-xxl-end{align-items:flex-end!important}.align-items-xxl-center{align-items:center!important}.align-items-xxl-baseline{align-items:baseline!important}.align-items-xxl-stretch{align-items:stretch!important}.align-content-xxl-start{align-content:flex-start!important}.align-content-xxl-end{align-content:flex-end!important}.align-content-xxl-center{align-content:center!important}.align-content-xxl-between{align-content:space-between!important}.align-content-xxl-around{align-content:space-around!important}.align-content-xxl-stretch{align-content:stretch!important}.align-self-xxl-auto{align-self:auto!important}.align-self-xxl-start{align-self:flex-start!important}.align-self-xxl-end{align-self:flex-end!important}.align-self-xxl-center{align-self:center!important}.align-self-xxl-baseline{align-self:baseline!important}.align-self-xxl-stretch{align-self:stretch!important}.order-xxl-first{order:-1!important}.order-xxl-0{order:0!important}.order-xxl-1{order:1!important}.order-xxl-2{order:2!important}.order-xxl-3{order:3!important}.order-xxl-4{order:4!important}.order-xxl-5{order:5!important}.order-xxl-last{order:6!important}.m-xxl-0{margin:0!important}.m-xxl-1{margin:.25rem!important}.m-xxl-2{margin:.5rem!important}.m-xxl-3{margin:1rem!important}.m-xxl-4{margin:1.5rem!important}.m-xxl-5{margin:3rem!important}.m-xxl-auto{margin:auto!important}.mx-xxl-0{margin-left:0!important;margin-right:0!important}.mx-xxl-1{margin-left:.25rem!important;margin-right:.25rem!important}.mx-xxl-2{margin-left:.5rem!important;margin-right:.5rem!important}.mx-xxl-3{margin-left:1rem!important;margin-right:1rem!important}.mx-xxl-4{margin-left:1.5rem!important;margin-right:1.5rem!important}.mx-xxl-5{margin-left:3rem!important;margin-right:3rem!important}.mx-xxl-auto{margin-left:auto!important;margin-right:auto!important}.my-xxl-0{margin-bottom:0!important;margin-top:0!important}.my-xxl-1{margin-bottom:.25rem!important;margin-top:.25rem!important}.my-xxl-2{margin-bottom:.5rem!important;margin-top:.5rem!important}.my-xxl-3{margin-bottom:1rem!important;margin-top:1rem!important}.my-xxl-4{margin-bottom:1.5rem!important;margin-top:1.5rem!important}.my-xxl-5{margin-bottom:3rem!important;margin-top:3rem!important}.my-xxl-auto{margin-bottom:auto!important;margin-top:auto!important}.mt-xxl-0{margin-top:0!important}.mt-xxl-1{margin-top:.25rem!important}.mt-xxl-2{margin-top:.5rem!important}.mt-xxl-3{margin-top:1rem!important}.mt-xxl-4{margin-top:1.5rem!important}.mt-xxl-5{margin-top:3rem!important}.mt-xxl-auto{margin-top:auto!important}.me-xxl-0{margin-right:0!important}.me-xxl-1{margin-right:.25rem!important}.me-xxl-2{margin-right:.5rem!important}.me-xxl-3{margin-right:1rem!important}.me-xxl-4{margin-right:1.5rem!important}.me-xxl-5{margin-right:3rem!important}.me-xxl-auto{margin-right:auto!important}.mb-xxl-0{margin-bottom:0!important}.mb-xxl-1{margin-bottom:.25rem!important}.mb-xxl-2{margin-bottom:.5rem!important}.mb-xxl-3{margin-bottom:1rem!important}.mb-xxl-4{margin-bottom:1.5rem!important}.mb-xxl-5{margin-bottom:3rem!important}.mb-xxl-auto{margin-bottom:auto!important}.ms-xxl-0{margin-left:0!important}.ms-xxl-1{margin-left:.25rem!important}.ms-xxl-2{margin-left:.5rem!important}.ms-xxl-3{margin-left:1rem!important}.ms-xxl-4{margin-left:1.5rem!important}.ms-xxl-5{margin-left:3rem!important}.ms-xxl-auto{margin-left:auto!important}.p-xxl-0{padding:0!important}.p-xxl-1{padding:.25rem!important}.p-xxl-2{padding:.5rem!important}.p-xxl-3{padding:1rem!important}.p-xxl-4{padding:1.5rem!important}.p-xxl-5{padding:3rem!important}.px-xxl-0{padding-left:0!important;padding-right:0!important}.px-xxl-1{padding-left:.25rem!important;padding-right:.25rem!important}.px-xxl-2{padding-left:.5rem!important;padding-right:.5rem!important}.px-xxl-3{padding-left:1rem!important;padding-right:1rem!important}.px-xxl-4{padding-left:1.5rem!important;padding-right:1.5rem!important}.px-xxl-5{padding-left:3rem!important;padding-right:3rem!important}.py-xxl-0{padding-bottom:0!important;padding-top:0!important}.py-xxl-1{padding-bottom:.25rem!important;padding-top:.25rem!important}.py-xxl-2{padding-bottom:.5rem!important;padding-top:.5rem!important}.py-xxl-3{padding-bottom:1rem!important;padding-top:1rem!important}.py-xxl-4{padding-bottom:1.5rem!important;padding-top:1.5rem!important}.py-xxl-5{padding-bottom:3rem!important;padding-top:3rem!important}.pt-xxl-0{padding-top:0!important}.pt-xxl-1{padding-top:.25rem!important}.pt-xxl-2{padding-top:.5rem!important}.pt-xxl-3{padding-top:1rem!important}.pt-xxl-4{padding-top:1.5rem!important}.pt-xxl-5{padding-top:3rem!important}.pe-xxl-0{padding-right:0!important}.pe-xxl-1{padding-right:.25rem!important}.pe-xxl-2{padding-right:.5rem!important}.pe-xxl-3{padding-right:1rem!important}.pe-xxl-4{padding-right:1.5rem!important}.pe-xxl-5{padding-right:3rem!important}.pb-xxl-0{padding-bottom:0!important}.pb-xxl-1{padding-bottom:.25rem!important}.pb-xxl-2{padding-bottom:.5rem!important}.pb-xxl-3{padding-bottom:1rem!important}.pb-xxl-4{padding-bottom:1.5rem!important}.pb-xxl-5{padding-bottom:3rem!important}.ps-xxl-0{padding-left:0!important}.ps-xxl-1{padding-left:.25rem!important}.ps-xxl-2{padding-left:.5rem!important}.ps-xxl-3{padding-left:1rem!important}.ps-xxl-4{padding-left:1.5rem!important}.ps-xxl-5{padding-left:3rem!important}.gap-xxl-0{gap:0!important}.gap-xxl-1{gap:.25rem!important}.gap-xxl-2{gap:.5rem!important}.gap-xxl-3{gap:1rem!important}.gap-xxl-4{gap:1.5rem!important}.gap-xxl-5{gap:3rem!important}.row-gap-xxl-0{row-gap:0!important}.row-gap-xxl-1{row-gap:.25rem!important}.row-gap-xxl-2{row-gap:.5rem!important}.row-gap-xxl-3{row-gap:1rem!important}.row-gap-xxl-4{row-gap:1.5rem!important}.row-gap-xxl-5{row-gap:3rem!important}.column-gap-xxl-0{column-gap:0!important}.column-gap-xxl-1{column-gap:.25rem!important}.column-gap-xxl-2{column-gap:.5rem!important}.column-gap-xxl-3{column-gap:1rem!important}.column-gap-xxl-4{column-gap:1.5rem!important}.column-gap-xxl-5{column-gap:3rem!important}.text-xxl-start{text-align:left!important}.text-xxl-end{text-align:right!important}.text-xxl-center{text-align:center!important}}@media (min-width:1200px){.fs-1{font-size:2.5rem!important}.fs-2{font-size:2rem!important}.fs-3{font-size:1.75rem!important}.fs-4{font-size:1.5rem!important}}@media print{.d-print-inline{display:inline!important}.d-print-inline-block{display:inline-block!important}.d-print-block{display:block!important}.d-print-grid{display:grid!important}.d-print-inline-grid{display:inline-grid!important}.d-print-table{display:table!important}.d-print-table-row{display:table-row!important}.d-print-table-cell{display:table-cell!important}.d-print-flex{display:flex!important}.d-print-inline-flex{display:inline-flex!important}.d-print-none{display:none!important}}.titleAndDescription{padding-bottom:80px;padding-top:150px}.titleAndDescription .description{max-width:800px}.titleRow{align-items:center;display:flex;justify-content:start}.smallHr{animation:separator-width 2s ease-in-out forwards;border:0;border-top:1px solid #000;margin-bottom:23px;margin-top:23px;width:0}@keyframes separator-width{0%{width:0}to{width:200px}}:root{--light-grey:#f8f9fa;--medium-grey:#e5e5e5;--dark-grey:#c8c8c8;--python-gallery:#cb1dd1;--light-black:#484848}.distribution{color:#e0ac2b}.correlation{color:#7f7f7f}.ranking{color:#a4c969}.partOfAWhole{color:#e85252}.evolution{color:#6689c6}.map{color:#9a6fb0}.flow{color:#a53253}@font-face{font-display:swap;font-family:Roboto;font-style:normal;font-weight:400;src:url(/fonts/roboto-v30-latin/roboto-v30-latin-regular.woff2) format("woff2")}@font-face{font-display:swap;font-family:Roboto;font-style:italic;font-weight:400;src:url(/fonts/roboto-v30-latin/roboto-v30-latin-italic.woff2) format("woff2")}@font-face{font-display:swap;font-family:Roboto;font-style:normal;font-weight:700;src:url(/fonts/roboto-v30-latin/roboto-v30-latin-700.woff2) format("woff2")}@font-face{font-display:swap;font-family:Bitter;font-style:normal;font-weight:400;src:url(/fonts/bitter-v33-latin/bitter-v33-latin-regular.woff2) format("woff2")}@font-face{font-display:swap;font-family:Bitter;font-style:italic;font-weight:400;src:url(/fonts/bitter-v33-latin/bitter-v33-latin-italic.woff2) format("woff2")}@font-face{font-display:swap;font-family:Bitter;font-style:normal;font-weight:700;src:url(/fonts/bitter-v33-latin/bitter-v33-latin-700.woff2) format("woff2")}body{color:#333;font-family:Roboto,sans-serif;font-size:19px;font-weight:400;line-height:30px;overflow-x:hidden}p{margin-bottom:10px}.container{max-width:822px}a{color:var(--python-gallery);text-decoration:underline;text-decoration-thickness:.1px;text-underline-offset:3px}a:hover{color:#251667}code{background-color:var(--light-grey);border-radius:4px;padding:4px}h1{font-family:Bitter,sans-serif;font-size:42px;font-weight:700;letter-spacing:.03em;line-height:54px}h2{border-bottom:1px solid var(--medium-grey);font-size:32px;line-height:44px;margin-bottom:10px;margin-top:60px;scroll-margin:100px}h2,h3{font-family:Bitter,sans-serif;font-weight:700;letter-spacing:.03em;padding-bottom:10px;width:100%}h3{font-size:22px;line-height:34px;margin-top:40px}h1,h2,h3,h4,h5,h6{scroll-margin:100px}.greySection,.lightSection{padding-bottom:10px;padding-top:2px}.greySection{background-color:var(--light-grey)}blockquote{background:var(--light-grey);border-left:2px solid var(--python-gallery);margin:10px 50px;padding:.5em 10px;quotes:"\201C""\201D""\2018""\2019"}blockquote p{display:inline}pre.input{line-height:1.35em;margin-bottom:20px!important;margin-top:0}.nteract-display-area-stderr{display:none}.cell_display img{margin-bottom:30px}.btn{background-color:transparent;border-color:var(--python-gallery);border-width:2px;color:var(--python-gallery);font-family:Roboto,sans-serif;font-weight:400;margin:3px}.btn-xl{font-size:18px;padding:20px 40px}.btn:active,.btn:focus,.btn:hover{background-color:var(--python-gallery);border-color:var(--python-gallery);color:#fff}.markdown img{max-width:90%}.contactSection{align-items:center;display:flex;flex-direction:column;justify-content:center}.contactSection .contactTitle{width:inherit}.contactSection .contactText{max-width:600px;text-align:center}.subscribe-button-container{background-color:#fff}.subscribe-button-container .substack-watermark{display:none!important}.sectionTitle{border-bottom:1px solid var(--medium-grey);font-family:Roboto,sans-serif;font-size:20px;font-weight:400;line-height:24px;margin-bottom:0;margin-top:16px;padding-bottom:5px;width:100%}.col-1-7{float:left;padding-left:2px;padding-right:2px;padding-top:15px;width:14.28571429%}@media (max-width:768px){.col-1-7{padding-left:18px;padding-right:18px;width:25%}}.sectionLogoContainer{position:relative}.sectionLogoOverlay{background-color:grey;border-radius:100%;bottom:0;cursor:pointer;height:100%;left:0;opacity:0;position:absolute;right:0;top:0;transition:.95s ease;width:100%}.sectionLogoContainer:hover .sectionLogoOverlay{opacity:.7}.sectionLogoOverlayText{color:#fff;font-size:70px;left:50%;position:absolute;text-align:center;top:50%;transform:translate(-50%,-50%)}.sectionLogoCaption{color:var(--light-black);font-size:14px;line-height:18px;padding-top:6px;text-align:center}.patchwork-container{width:100%}.voronoi-cell{cursor:pointer;filter:grayscale(0);opacity:1;transition:opacity,filter;transition-delay:0s;transition-duration:.5s}.voronoi-cell.dimmed{filter:grayscale(100%);opacity:.3}.voronoi-cell:hover{filter:grayscale(0);opacity:1}.cell-caption{border-left:solid var(--python-gallery);color:#484848;display:flex;flex-direction:column;font-size:15px;justify-content:center;line-height:18px;margin-top:19px;padding-left:10px;padding-top:6px}.cell-caption-title{padding-bottom:10px;padding-top:10px}.cell-caption-author{padding-left:4px}.cell-caption-click{color:var(--python-gallery)}.chartImageContainer{position:relative}.chartImageImg{border:solid;border-color:var(--medium-grey);border-radius:3px;border-width:1px;cursor:pointer;display:block;height:100%;margin-bottom:10px;width:100%}.chartImageOverlay{background-color:var(--python-gallery);border-radius:3px;bottom:0;height:100%;left:0;opacity:0;position:absolute;right:0;top:0;transition:.05s ease;width:100%}.chartImageContainer:hover .chartImageOverlay{opacity:.7}.chartImageOverlayText{color:#fff;font-size:17px;left:50%;position:absolute;text-align:center;top:50%;transform:translate(-50%,-50%)}.chartImageCaption{text-align:center}code[class*=language-],pre[class*=language-]{word-wrap:normal;color:#657b83;font-family:Consolas,Monaco,Andale Mono,Ubuntu Mono,monospace;font-size:1em;-webkit-hyphens:none;hyphens:none;line-height:1.5;tab-size:4;text-align:left;white-space:pre;word-break:normal;word-spacing:normal}code[class*=language-] ::selection,code[class*=language-]::selection,pre[class*=language-] ::selection,pre[class*=language-]::selection{background:#073642}pre[class*=language-]{border-radius:.3em;margin:.5em 0;overflow:auto;padding:1em}:not(pre)>code[class*=language-],pre[class*=language-]{background-color:var(--light-grey)}:not(pre)>code[class*=language-]{border-radius:.3em;padding:.1em}.token.cdata,.token.comment,.token.doctype,.token.prolog{color:#93a1a1}.token.punctuation{color:#586e75}.token.namespace{opacity:.7}.token.boolean,.token.constant,.token.deleted,.token.number,.token.property,.token.symbol,.token.tag{color:#268bd2}.token.attr-name,.token.builtin,.token.char,.token.inserted,.token.selector,.token.string,.token.url{color:#2aa198}.token.entity{background:#eee8d5;color:#657b83}.token.atrule,.token.attr-value,.token.keyword{color:#859900}.token.class-name,.token.function{color:#b58900}.token.important,.token.regex,.token.variable{color:#cb4b16}.token.bold,.token.important{font-weight:700}.token.italic{font-style:italic}.token.entity{cursor:help}.functionButton{border-radius:3px!important;border-width:1px!important;padding:1px 7px}.btn-check:checked+.btn{background-color:var(--bs-btn-active-bg)!important;border-color:var(--bs-btn-active-border-color)!important;color:var(--bs-btn-active-color)!important}Arc Diagram

Arc diagram


An arc diagram is a special kind of network graph. It is consituted by nodes that represent entities and by links that show relationships between entities. In arc diagrams, nodes are displayed along a single axis and links are represented with arcs.

Arc diagram with R or Javascript

Contrary to python that is not of much help to build an arc diagram, R and Javascript both offer built-in functions to make them. R will be more adapted if you're a data analyst and are happy with a static version. Javascript and thed3.js library offers more customization and interactivity options, but comes with a steeper learning curve and a lot of line of code. Pick your flavor!



Here is an arc diagram showing the relationships between researchers. One node is drawn for each researcher having published at least one paper with my previous supervisor, Vincent Ranwez. Two researchers are linked if they co-authored at least one paper together. Read more about this dataset here.

Hover nodes for more info

See code

Contact


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥


Arc Diagram

Arc diagram


An arc diagram is a special kind of network graph. It is consituted by nodes that represent entities and by links that show relationships between entities. In arc diagrams, nodes are displayed along a single axis and links are represented with arcs.

Arc diagram with R or Javascript

Python has only one library to build arc diagrams:arcplot. For other kind of static version, Rhas built-in functions to make them. Javascript and thed3.js library offers more customization and interactivity options, but comes with a steeper learning curve and a lot of line of code. Pick your flavor!



Here is an arc diagram showing the relationships between researchers. One node is drawn for each researcher having published at least one paper with my previous supervisor, Vincent Ranwez. Two researchers are linked if they co-authored at least one paper together. Read more about this dataset here.

Hover nodes for more info

See code

Contact


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥


- \ No newline at end of file + \ No newline at end of file diff --git a/area-fill-between-two-lines-in-matplotlib/index.html b/area-fill-between-two-lines-in-matplotlib/index.html index 2e45603100..6f53a96fdd 100644 --- a/area-fill-between-two-lines-in-matplotlib/index.html +++ b/area-fill-between-two-lines-in-matplotlib/index.html @@ -57,6 +57,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/area-plot/index.html b/area-plot/index.html index 5f2e646a0f..1ad353cf7c 100644 --- a/area-plot/index.html +++ b/area-plot/index.html @@ -27,6 +27,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/barplot/index.html b/barplot/index.html index d150c9a96d..0a1b16cbff 100644 --- a/barplot/index.html +++ b/barplot/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/basic-barplot-with-seaborn/index.html b/basic-barplot-with-seaborn/index.html index d788b11e10..b60fe51b36 100644 --- a/basic-barplot-with-seaborn/index.html +++ b/basic-barplot-with-seaborn/index.html @@ -93,6 +93,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/basic-histogram-in-matplotlib/index.html b/basic-histogram-in-matplotlib/index.html index e0f6ff5a13..7b32c907d1 100644 --- a/basic-histogram-in-matplotlib/index.html +++ b/basic-histogram-in-matplotlib/index.html @@ -41,6 +41,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/basic-sankey-diagram-with-pysankey/index.html b/basic-sankey-diagram-with-pysankey/index.html index 3199319ed8..2228d4da19 100644 --- a/basic-sankey-diagram-with-pysankey/index.html +++ b/basic-sankey-diagram-with-pysankey/index.html @@ -64,6 +64,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/basic-template/index.html b/basic-template/index.html index 4d42ae694e..d9bd1003c8 100644 --- a/basic-template/index.html +++ b/basic-template/index.html @@ -32,6 +32,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/basic-time-series-with-matplotlib/index.html b/basic-time-series-with-matplotlib/index.html index 55231ac454..fb768e4524 100644 --- a/basic-time-series-with-matplotlib/index.html +++ b/basic-time-series-with-matplotlib/index.html @@ -73,6 +73,6 @@

Dealing with dates on the X axis

- \ No newline at end of file + \ No newline at end of file diff --git a/beeswarm/index.html b/beeswarm/index.html index 2c4dc99472..7235a58a16 100644 --- a/beeswarm/index.html +++ b/beeswarm/index.html @@ -27,6 +27,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/best-python-chart-examples/index.html b/best-python-chart-examples/index.html index 801a7a6d34..753a895a28 100644 --- a/best-python-chart-examples/index.html +++ b/best-python-chart-examples/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/boxplot/index.html b/boxplot/index.html index 775dd9b482..4c4fa1a1ea 100644 --- a/boxplot/index.html +++ b/boxplot/index.html @@ -21,6 +21,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/bubble-map/index.html b/bubble-map/index.html index 963c305429..f8f93df56f 100644 --- a/bubble-map/index.html +++ b/bubble-map/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/bubble-plot-with-seaborn/index.html b/bubble-plot-with-seaborn/index.html index 36a1406e43..a8e7391902 100644 --- a/bubble-plot-with-seaborn/index.html +++ b/bubble-plot-with-seaborn/index.html @@ -71,6 +71,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/bubble-plot/index.html b/bubble-plot/index.html index 88ba1786c6..a97ce91677 100644 --- a/bubble-plot/index.html +++ b/bubble-plot/index.html @@ -29,6 +29,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/candlestick/index.html b/candlestick/index.html index 421a44849a..f9a854d4b9 100644 --- a/candlestick/index.html +++ b/candlestick/index.html @@ -30,6 +30,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/cartogram/index.html b/cartogram/index.html index 34f94ff571..b29929748a 100644 --- a/cartogram/index.html +++ b/cartogram/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/cheat-sheets/index.html b/cheat-sheets/index.html index 6a435227ff..b7d43f4887 100644 --- a/cheat-sheets/index.html +++ b/cheat-sheets/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/chord-diagram-python-chord/index.html b/chord-diagram-python-chord/index.html index 0b1c753fc9..c8634607ad 100644 --- a/chord-diagram-python-chord/index.html +++ b/chord-diagram-python-chord/index.html @@ -101,6 +101,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/chord-diagram/index.html b/chord-diagram/index.html index 3e2108a564..d9afa5ccb7 100644 --- a/chord-diagram/index.html +++ b/chord-diagram/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/choropleth-map-geopandas-python/index.html b/choropleth-map-geopandas-python/index.html index 746de2ca45..b6b4e5448d 100644 --- a/choropleth-map-geopandas-python/index.html +++ b/choropleth-map-geopandas-python/index.html @@ -124,6 +124,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/choropleth-map-plotly-python/index.html b/choropleth-map-plotly-python/index.html index 530dab274a..0e69fce2dd 100644 --- a/choropleth-map-plotly-python/index.html +++ b/choropleth-map-plotly-python/index.html @@ -63,6 +63,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/choropleth-map/index.html b/choropleth-map/index.html index ff12bcb5dd..d47eeaf39e 100644 --- a/choropleth-map/index.html +++ b/choropleth-map/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/chunk-map.json b/chunk-map.json index 7b95def205..22f5652302 100644 --- a/chunk-map.json +++ b/chunk-map.json @@ -1 +1 @@ -{"app":["/app-af9907d9aa3dd38b8c67.js"],"component---src-pages-2-d-density-plot-js":["/component---src-pages-2-d-density-plot-js-4fa21f3ef716cb190de8.js"],"component---src-pages-3-d-js":["/component---src-pages-3-d-js-d8256930a2458a2ebbcb.js"],"component---src-pages-404-js":["/component---src-pages-404-js-7314ebbcb920dc717dc0.js"],"component---src-pages-about-js":["/component---src-pages-about-js-ff73734f3f6abc5a4dcb.js"],"component---src-pages-all-charts-js":["/component---src-pages-all-charts-js-3a2a37adf21a5b645056.js"],"component---src-pages-animation-js":["/component---src-pages-animation-js-1cfa050a15706598e817.js"],"component---src-pages-arc-diagram-js":["/component---src-pages-arc-diagram-js-15066d33c5ee7cdfbb46.js"],"component---src-pages-area-plot-js":["/component---src-pages-area-plot-js-712d38651f7de35d09b1.js"],"component---src-pages-barplot-js":["/component---src-pages-barplot-js-b35dd8e72dc44213f17d.js"],"component---src-pages-beeswarm-js":["/component---src-pages-beeswarm-js-07095eb6357cfc3f4f48.js"],"component---src-pages-best-python-chart-examples-js":["/component---src-pages-best-python-chart-examples-js-dda8b15d63b9470d20f1.js"],"component---src-pages-boxplot-js":["/component---src-pages-boxplot-js-66eedea57368497ba446.js"],"component---src-pages-bubble-map-js":["/component---src-pages-bubble-map-js-2dbe634cd424d5c67d0a.js"],"component---src-pages-bubble-plot-js":["/component---src-pages-bubble-plot-js-93df0035270790ec682e.js"],"component---src-pages-candlestick-js":["/component---src-pages-candlestick-js-7d882c87b2da52b5ac1f.js"],"component---src-pages-cartogram-js":["/component---src-pages-cartogram-js-6604b757095dbda45a9d.js"],"component---src-pages-cheat-sheets-js":["/component---src-pages-cheat-sheets-js-ab52bfacc27acc31fe79.js"],"component---src-pages-chord-diagram-js":["/component---src-pages-chord-diagram-js-4b902c439ea981a81c85.js"],"component---src-pages-choropleth-map-js":["/component---src-pages-choropleth-map-js-1d79221071f93491aed0.js"],"component---src-pages-circular-barplot-js":["/component---src-pages-circular-barplot-js-a72bf579dd5fe4893702.js"],"component---src-pages-circular-packing-js":["/component---src-pages-circular-packing-js-c1df33bb233db3bdb784.js"],"component---src-pages-connected-scatter-plot-js":["/component---src-pages-connected-scatter-plot-js-56eeb6c2577df53268d8.js"],"component---src-pages-connection-map-js":["/component---src-pages-connection-map-js-33508b795aaee6de5f30.js"],"component---src-pages-correlogram-js":["/component---src-pages-correlogram-js-5ee9ddd27e028463b495.js"],"component---src-pages-dendrogram-js":["/component---src-pages-dendrogram-js-0cc4aeb6c4d59be26772.js"],"component---src-pages-density-plot-js":["/component---src-pages-density-plot-js-1531fd33aa03c64b90f7.js"],"component---src-pages-donut-plot-js":["/component---src-pages-donut-plot-js-86fba959d45a1be35257.js"],"component---src-pages-heatmap-js":["/component---src-pages-heatmap-js-ced940b40b3c37ca7a66.js"],"component---src-pages-hexbin-map-js":["/component---src-pages-hexbin-map-js-4df1dd17e37be23b7fcc.js"],"component---src-pages-hierarchical-edge-bundling-js":["/component---src-pages-hierarchical-edge-bundling-js-5d7b07205bac92b7d246.js"],"component---src-pages-histogram-js":["/component---src-pages-histogram-js-260ac74de06f7083d333.js"],"component---src-pages-index-js":["/component---src-pages-index-js-84e83a8af9ec31830d5f.js"],"component---src-pages-jupyter-notebook-slug-js":["/component---src-pages-jupyter-notebook-slug-js-7460001d016cf45fcf41.js"],"component---src-pages-line-chart-js":["/component---src-pages-line-chart-js-1ac894e7c06831e36485.js"],"component---src-pages-lollipop-plot-js":["/component---src-pages-lollipop-plot-js-aa3a7435c433a001c77d.js"],"component---src-pages-map-js":["/component---src-pages-map-js-a4cc4e2d3558f52ab6c1.js"],"component---src-pages-matplotlib-js":["/component---src-pages-matplotlib-js-f680729c80967003413f.js"],"component---src-pages-network-chart-js":["/component---src-pages-network-chart-js-e76074f3c4d5916b02ff.js"],"component---src-pages-pandas-js":["/component---src-pages-pandas-js-a1a6b8f4214bc3f4f608.js"],"component---src-pages-parallel-plot-js":["/component---src-pages-parallel-plot-js-a0ea6b3f9fe7b1244e07.js"],"component---src-pages-pie-plot-js":["/component---src-pages-pie-plot-js-c5e1939b282dffeae09b.js"],"component---src-pages-plotly-js":["/component---src-pages-plotly-js-d1f5e62bd948e8d6cda9.js"],"component---src-pages-privacy-js":["/component---src-pages-privacy-js-660324989701ebd20abc.js"],"component---src-pages-python-colors-js":["/component---src-pages-python-colors-js-f0f82595201c6fa1173c.js"],"component---src-pages-radar-chart-js":["/component---src-pages-radar-chart-js-b632770555a508964ab7.js"],"component---src-pages-ridgeline-js":["/component---src-pages-ridgeline-js-b26efb6c12e3823b7fee.js"],"component---src-pages-sankey-diagram-js":["/component---src-pages-sankey-diagram-js-c11c4772e1e0d03403b6.js"],"component---src-pages-scatter-plot-js":["/component---src-pages-scatter-plot-js-6e2579fdddfd0c2814f5.js"],"component---src-pages-seaborn-js":["/component---src-pages-seaborn-js-44c834a92118b0d8f2bb.js"],"component---src-pages-stacked-area-plot-js":["/component---src-pages-stacked-area-plot-js-6e33c9f74fa6983ce0d2.js"],"component---src-pages-statistics-js":["/component---src-pages-statistics-js-9cf69d7b940c02d66244.js"],"component---src-pages-streamchart-js":["/component---src-pages-streamchart-js-87053412cfbd25017b5e.js"],"component---src-pages-table-js":["/component---src-pages-table-js-444e1fb2c013b8ecb800.js"],"component---src-pages-timeseries-js":["/component---src-pages-timeseries-js-14e5d55b0a5403374ced.js"],"component---src-pages-treemap-js":["/component---src-pages-treemap-js-923b7bc643b816783763.js"],"component---src-pages-venn-diagram-js":["/component---src-pages-venn-diagram-js-3cf23c2eb8f7c8f93d4d.js"],"component---src-pages-violin-plot-js":["/component---src-pages-violin-plot-js-b4da486b9d0a7592b3fd.js"],"component---src-pages-waffle-chart-js":["/component---src-pages-waffle-chart-js-87f8d323e35a42f22b8b.js"],"component---src-pages-wordcloud-js":["/component---src-pages-wordcloud-js-5626ba612d781431b31e.js"]} \ No newline at end of file +{"app":["/app-af9907d9aa3dd38b8c67.js"],"component---src-pages-2-d-density-plot-js":["/component---src-pages-2-d-density-plot-js-4fa21f3ef716cb190de8.js"],"component---src-pages-3-d-js":["/component---src-pages-3-d-js-d8256930a2458a2ebbcb.js"],"component---src-pages-404-js":["/component---src-pages-404-js-7314ebbcb920dc717dc0.js"],"component---src-pages-about-js":["/component---src-pages-about-js-ff73734f3f6abc5a4dcb.js"],"component---src-pages-all-charts-js":["/component---src-pages-all-charts-js-3a2a37adf21a5b645056.js"],"component---src-pages-animation-js":["/component---src-pages-animation-js-1cfa050a15706598e817.js"],"component---src-pages-arc-diagram-js":["/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js"],"component---src-pages-area-plot-js":["/component---src-pages-area-plot-js-712d38651f7de35d09b1.js"],"component---src-pages-barplot-js":["/component---src-pages-barplot-js-b35dd8e72dc44213f17d.js"],"component---src-pages-beeswarm-js":["/component---src-pages-beeswarm-js-07095eb6357cfc3f4f48.js"],"component---src-pages-best-python-chart-examples-js":["/component---src-pages-best-python-chart-examples-js-dda8b15d63b9470d20f1.js"],"component---src-pages-boxplot-js":["/component---src-pages-boxplot-js-66eedea57368497ba446.js"],"component---src-pages-bubble-map-js":["/component---src-pages-bubble-map-js-2dbe634cd424d5c67d0a.js"],"component---src-pages-bubble-plot-js":["/component---src-pages-bubble-plot-js-93df0035270790ec682e.js"],"component---src-pages-candlestick-js":["/component---src-pages-candlestick-js-7d882c87b2da52b5ac1f.js"],"component---src-pages-cartogram-js":["/component---src-pages-cartogram-js-6604b757095dbda45a9d.js"],"component---src-pages-cheat-sheets-js":["/component---src-pages-cheat-sheets-js-ab52bfacc27acc31fe79.js"],"component---src-pages-chord-diagram-js":["/component---src-pages-chord-diagram-js-4b902c439ea981a81c85.js"],"component---src-pages-choropleth-map-js":["/component---src-pages-choropleth-map-js-1d79221071f93491aed0.js"],"component---src-pages-circular-barplot-js":["/component---src-pages-circular-barplot-js-a72bf579dd5fe4893702.js"],"component---src-pages-circular-packing-js":["/component---src-pages-circular-packing-js-c1df33bb233db3bdb784.js"],"component---src-pages-connected-scatter-plot-js":["/component---src-pages-connected-scatter-plot-js-56eeb6c2577df53268d8.js"],"component---src-pages-connection-map-js":["/component---src-pages-connection-map-js-33508b795aaee6de5f30.js"],"component---src-pages-correlogram-js":["/component---src-pages-correlogram-js-5ee9ddd27e028463b495.js"],"component---src-pages-dendrogram-js":["/component---src-pages-dendrogram-js-0cc4aeb6c4d59be26772.js"],"component---src-pages-density-plot-js":["/component---src-pages-density-plot-js-1531fd33aa03c64b90f7.js"],"component---src-pages-donut-plot-js":["/component---src-pages-donut-plot-js-86fba959d45a1be35257.js"],"component---src-pages-heatmap-js":["/component---src-pages-heatmap-js-ced940b40b3c37ca7a66.js"],"component---src-pages-hexbin-map-js":["/component---src-pages-hexbin-map-js-4df1dd17e37be23b7fcc.js"],"component---src-pages-hierarchical-edge-bundling-js":["/component---src-pages-hierarchical-edge-bundling-js-5d7b07205bac92b7d246.js"],"component---src-pages-histogram-js":["/component---src-pages-histogram-js-260ac74de06f7083d333.js"],"component---src-pages-index-js":["/component---src-pages-index-js-84e83a8af9ec31830d5f.js"],"component---src-pages-jupyter-notebook-slug-js":["/component---src-pages-jupyter-notebook-slug-js-7460001d016cf45fcf41.js"],"component---src-pages-line-chart-js":["/component---src-pages-line-chart-js-1ac894e7c06831e36485.js"],"component---src-pages-lollipop-plot-js":["/component---src-pages-lollipop-plot-js-aa3a7435c433a001c77d.js"],"component---src-pages-map-js":["/component---src-pages-map-js-a4cc4e2d3558f52ab6c1.js"],"component---src-pages-matplotlib-js":["/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js"],"component---src-pages-network-chart-js":["/component---src-pages-network-chart-js-e76074f3c4d5916b02ff.js"],"component---src-pages-pandas-js":["/component---src-pages-pandas-js-a1a6b8f4214bc3f4f608.js"],"component---src-pages-parallel-plot-js":["/component---src-pages-parallel-plot-js-a0ea6b3f9fe7b1244e07.js"],"component---src-pages-pie-plot-js":["/component---src-pages-pie-plot-js-c5e1939b282dffeae09b.js"],"component---src-pages-plotly-js":["/component---src-pages-plotly-js-d1f5e62bd948e8d6cda9.js"],"component---src-pages-privacy-js":["/component---src-pages-privacy-js-660324989701ebd20abc.js"],"component---src-pages-python-colors-js":["/component---src-pages-python-colors-js-f0f82595201c6fa1173c.js"],"component---src-pages-radar-chart-js":["/component---src-pages-radar-chart-js-b632770555a508964ab7.js"],"component---src-pages-ridgeline-js":["/component---src-pages-ridgeline-js-b26efb6c12e3823b7fee.js"],"component---src-pages-sankey-diagram-js":["/component---src-pages-sankey-diagram-js-c11c4772e1e0d03403b6.js"],"component---src-pages-scatter-plot-js":["/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js"],"component---src-pages-seaborn-js":["/component---src-pages-seaborn-js-44c834a92118b0d8f2bb.js"],"component---src-pages-stacked-area-plot-js":["/component---src-pages-stacked-area-plot-js-6e33c9f74fa6983ce0d2.js"],"component---src-pages-statistics-js":["/component---src-pages-statistics-js-9cf69d7b940c02d66244.js"],"component---src-pages-streamchart-js":["/component---src-pages-streamchart-js-87053412cfbd25017b5e.js"],"component---src-pages-table-js":["/component---src-pages-table-js-444e1fb2c013b8ecb800.js"],"component---src-pages-timeseries-js":["/component---src-pages-timeseries-js-14e5d55b0a5403374ced.js"],"component---src-pages-treemap-js":["/component---src-pages-treemap-js-923b7bc643b816783763.js"],"component---src-pages-venn-diagram-js":["/component---src-pages-venn-diagram-js-3cf23c2eb8f7c8f93d4d.js"],"component---src-pages-violin-plot-js":["/component---src-pages-violin-plot-js-b4da486b9d0a7592b3fd.js"],"component---src-pages-waffle-chart-js":["/component---src-pages-waffle-chart-js-87f8d323e35a42f22b8b.js"],"component---src-pages-wordcloud-js":["/component---src-pages-wordcloud-js-5626ba612d781431b31e.js"]} \ No newline at end of file diff --git a/circular-barplot-basic/index.html b/circular-barplot-basic/index.html index 39a488920e..68f441203d 100644 --- a/circular-barplot-basic/index.html +++ b/circular-barplot-basic/index.html @@ -254,6 +254,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/circular-barplot-with-groups/index.html b/circular-barplot-with-groups/index.html index ef77d3c094..28c23720cf 100644 --- a/circular-barplot-with-groups/index.html +++ b/circular-barplot-with-groups/index.html @@ -322,6 +322,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/circular-barplot/index.html b/circular-barplot/index.html index afcba16790..71e90885ea 100644 --- a/circular-barplot/index.html +++ b/circular-barplot/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/circular-packing-1-level-hierarchy/index.html b/circular-packing-1-level-hierarchy/index.html index 84e26217e9..aaaad8648f 100644 --- a/circular-packing-1-level-hierarchy/index.html +++ b/circular-packing-1-level-hierarchy/index.html @@ -128,6 +128,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/circular-packing-several-levels-of-hierarchy/index.html b/circular-packing-several-levels-of-hierarchy/index.html index b1cce2d87d..c9994870c7 100644 --- a/circular-packing-several-levels-of-hierarchy/index.html +++ b/circular-packing-several-levels-of-hierarchy/index.html @@ -105,6 +105,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/circular-packing/index.html b/circular-packing/index.html index cc1e5d2268..e84dcb34d0 100644 --- a/circular-packing/index.html +++ b/circular-packing/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js b/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js new file mode 100644 index 0000000000..1caec01ada --- /dev/null +++ b/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js @@ -0,0 +1,2 @@ +"use strict";(self.webpackChunkthe_python_graph_gallery=self.webpackChunkthe_python_graph_gallery||[]).push([[3233],{7128:function(e,t,a){a.d(t,{Z:function(){return i}});var r=a(7294),n=a(1883),l=a(8032);const c=["animated_chart","animated_gapminder.gif","animated_volcano.gif"];function i(e){let{imgName:t,caption:a}=e;if(c.includes(t))return r.createElement("p",null,"TODO");const i=(0,n.useStaticQuery)("2757772085").allFile.edges.find((e=>e.node.name.includes(t)));return i?r.createElement(r.Fragment,null,r.createElement("div",{className:"chartImageContainer"},r.createElement(l.G,{image:i.node.childImageSharp.gatsbyImageData,alt:a,className:"chartImageImg"}),a&&r.createElement("div",{className:"chartImageOverlay"},r.createElement("div",{className:"chartImageOverlayText"},r.createElement("p",null,a))))):null}},4596:function(e,t,a){a.d(t,{Z:function(){return i}});var r=a(7294),n=a(7128),l=a(1555),c=a(1883);function i(e){let{imgName:t,caption:a,linkTo:i}=e;return r.createElement(l.Z,{xs:12,md:4},r.createElement(c.Link,{to:i},r.createElement(n.Z,{imgName:t,caption:a})))}},3702:function(e,t,a){a.r(t),a.d(t,{Head:function(){return E},default:function(){return w}});var r=a(7294),n=a(429),l=a(2057),c=a(682),i=a(1190),o=a(4051),s=a(4596),m=a(8742),u=a(3921),d=a(5005),h=a(5785),p=a(1922);function g(){const[e,t]=r.useState(void 0),[a,n]=r.useState(),l=r.useRef(null);return r.useEffect((()=>{if(!l.current)return;n(l.current.offsetWidth);window.addEventListener("resize",(()=>{n(l.current.offsetWidth)}))}),[l]),r.useEffect((()=>(p.AVB("https://raw.githubusercontent.com/holtzy/D3-graph-gallery/master/DATA/data_researcherNetwork.json").then((e=>{t(e)})),()=>{})),[]),r.useEffect((()=>{if(p.Ys("#my_dataviz").html(""),!e||!a||a<600)return;const t=Math.min(1200,a),r=(a-t)/2+30,n=0,l=r,c=80,i=r,o=a-i-l,s=t/1.7-n-c,m=p.Ys("#my_dataviz").append("svg").attr("width",o+i+l).attr("height",s+n+c).append("g").attr("transform","translate("+i+","+n+")"),u=e.nodes.map((function(e){return e.name})),d=(0,h.Z)(new Set(e.nodes.map((function(e){return e.grp})))),g=p.PKp().domain(d).range(p.UCG),f=p.BYU().domain([1,10]).range([2,10]),y=p.q2y().range([0,o]).domain(u),E={};e.nodes.forEach((function(e){E[e.id]=e}));const w=m.selectAll("mylinks").data(e.links).enter().append("path").attr("d",(function(e){const t=y(E[e.source].name),a=y(E[e.target].name);return["M",t,s-30,"A",(t-a)/2,",",(t-a)/2,0,0,",",tr.createElement(f.H,{title:"Arc Diagram",seoDescription:"A collection of arc diagram examples made with Python, coming with explanation and reproducible code"});function w(){return r.createElement(l.Z,{isTocEnabled:!0},r.createElement(n.Z,{title:"Arc diagram",description:y}),r.createElement("div",{id:"related"},r.createElement(c.Z,null,r.createElement("h2",{id:"Python"},"Python library to build arc diagrams: ",r.createElement("code",null,"arcplot")),r.createElement("p",null,r.createElement("a",{href:"https://github.com/szkics/arcplot"},"Arcplot")," is a Python library that offers a simple way to build arc diagrams. It allows to build ",r.createElement("b",null,"static arc diagrams")," with just a few lines of code. It is a good choice if you are looking for a simple and quick solution."),r.createElement("p",null,r.createElement("b",null,"Warning"),": you need Python 3.10 to use this library."),r.createElement(o.Z,null,r.createElement(s.Z,{imgName:"565-arc-diagram-with-arcplot-0",caption:"Most basic arc diagram",linkTo:"/565-arc-diagram-with-arcplot"}),r.createElement(s.Z,{imgName:"565-arc-diagram-with-arcplot-1",caption:"Custom colors of edges",linkTo:"/565-arc-diagram-with-arcplot"}),r.createElement(s.Z,{imgName:"565-arc-diagram-with-arcplot-2",caption:"Custom theme and background color",linkTo:"/565-arc-diagram-with-arcplot"}),r.createElement(s.Z,{imgName:"565-arc-diagram-with-arcplot-3",caption:"Custom the width of the arcs",linkTo:"/565-arc-diagram-with-arcplot"}),r.createElement(s.Z,{imgName:"565-arc-diagram-with-arcplot-4",caption:"Custom the position of the arcs",linkTo:"/565-arc-diagram-with-arcplot"})))),r.createElement(u.Z,null),r.createElement(c.Z,null,r.createElement("h2",{id:"Other languages"},"Arc diagram with ",r.createElement("code",null,"R")," or ",r.createElement("code",null,"Javascript")),r.createElement("p",null,r.createElement("code",null,"Python")," has only one library to build arc diagrams:",r.createElement("code",null,"arcplot"),". For other kind of static version, ",r.createElement("code",null,"R"),"has built-in functions to make them. ",r.createElement("code",null,"Javascript")," and the",r.createElement("code",null,"d3.js")," library offers ",r.createElement("b",null,"more customization")," and",r.createElement("b",null," interactivity")," options, but comes with a steeper learning curve and a lot of line of code. Pick your flavor!"),r.createElement("a",{href:"https://www.data-to-viz.com/graph/arc.html"},r.createElement(d.Z,{size:"sm"},"R code")),r.createElement("a",{href:"https://www.d3-graph-gallery.com/arc.html"},r.createElement(d.Z,{size:"sm"},"Javascript code")),r.createElement("br",null),r.createElement("br",null)),r.createElement(g,null),r.createElement(c.Z,null,r.createElement("p",null,"Here is an arc diagram showing the relationships between researchers. One ",r.createElement("u",null,"node")," is drawn for each researcher having published at least one paper with my previous supervisor,"," ",r.createElement("a",{href:"https://sites.google.com/site/ranwez/"},"Vincent Ranwez"),". Two researchers are ",r.createElement("u",null,"linked")," if they co-authored at least one paper together. Read more about this dataset"," ",r.createElement("a",{href:"https://www.data-to-viz.com/story/AdjacencyMatrix.html"},"here"),"."),r.createElement("p",null,r.createElement("i",null,"Hover nodes for more info")),r.createElement("a",{className:"btn btn-secondary btn-md text-uppercase",href:"https://www.d3-graph-gallery.com/arc.html"},"See code")),r.createElement(u.Z,null),r.createElement("div",{className:"greySection",id:"related"},r.createElement(c.Z,null,r.createElement(m.Z,{chartFamily:"flow"}))),r.createElement(u.Z,null),r.createElement(c.Z,null,r.createElement(i.Z,null)),r.createElement(u.Z,null))}}}]); +//# sourceMappingURL=component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js.map \ No newline at end of file diff --git a/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js.map b/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js.map new file mode 100644 index 0000000000..16517abaea --- /dev/null +++ b/component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js.map @@ -0,0 +1 @@ +{"version":3,"file":"component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js","mappings":"4MAOA,MAAMA,EAAU,CACd,iBACA,yBACA,wBAKa,SAASC,EAAUC,GAAwB,IAAvB,QAAEC,EAAO,QAAEC,GAASF,EACrD,GAAIF,EAAQK,SAASF,GACnB,OAAOG,EAAAA,cAAA,SAAG,QAGZ,MAgBMC,GAhBOC,EAAAA,EAAAA,gBAAe,cAgBTC,QAAQC,MAAMC,MAAMC,GAC9BA,EAAEC,KAAKC,KAAKT,SAASF,KAG9B,OAAKI,EAMHD,EAAAA,cAAAA,EAAAA,SAAA,KACEA,EAAAA,cAAA,OAAKS,UAAU,uBACbT,EAAAA,cAACU,EAAAA,EAAW,CACVT,MAAOA,EAAMM,KAAKI,gBAAgBC,gBAClCC,IAAKf,EACLW,UAAU,kBAEXX,GACCE,EAAAA,cAAA,OAAKS,UAAU,qBACbT,EAAAA,cAAA,OAAKS,UAAU,yBACbT,EAAAA,cAAA,SAAIF,OAfP,IAsBX,C,mGCzDe,SAASgB,EAAmBlB,GAAgC,IAA/B,QAAEC,EAAO,QAAEC,EAAO,OAAEiB,GAAQnB,EACtE,OACEI,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAIL,GACRf,EAAAA,cAACL,EAAAA,EAAU,CAACE,QAASA,EAASC,QAASA,KAI/C,C,wNCXe,SAASuB,IAEpB,MAAOC,EAAMC,GAAWvB,EAAAA,cAAewB,IAEhCC,EAAYC,GAAiB1B,EAAAA,WAE9B2B,EAAY3B,EAAAA,OAAa,MAoJ/B,OAlJAA,EAAAA,WAAgB,KACZ,IAAK2B,EAAUC,QACX,OAGJF,EAAcC,EAAUC,QAAQC,aAKhCC,OAAOC,iBAAiB,UAHHC,KACjBN,EAAcC,EAAUC,QAAQC,YAAY,GAED,GAChD,CAACF,IAEJ3B,EAAAA,WAAgB,KACZiC,EAAAA,IAAQ,qGAAqGC,MAAMC,IAC/GZ,EAAQY,EAAE,IAEP,KAAe,IACvB,IAEHnC,EAAAA,WAAgB,KAIZ,GAFAiC,EAAAA,GAAU,eAAeG,KAAK,KAEzBd,IAASG,GAAcA,EAAa,IAAO,OAGhD,MAAMY,EAAaC,KAAKC,IAAI,KAAMd,GAC5Be,GAAcf,EAAaY,GAAc,EAAI,GAC7CI,EAAgB,EAAhBA,EAA0BD,EAA1BC,EAA8C,GAA9CA,EAAwDD,EAC1DE,EAAQjB,EAAagB,EAAcA,EACnCE,EAASN,EAAa,IAAMI,EAAaA,EAGvCG,EAAMX,EAAAA,GAAU,eACjBY,OAAO,OACPC,KAAK,QAASJ,EAAQD,EAAcA,GACpCK,KAAK,SAAUH,EAASF,EAAaA,GACrCI,OAAO,KACPC,KAAK,YACF,aAAeL,EAAc,IAAMA,EAAa,KAIlDM,EAAWzB,EAAK0B,MAAMC,KAAI,SAAUd,GAAK,OAAOA,EAAE3B,IAAK,IAGvD0C,GAASC,EAAAA,EAAAA,GAAO,IAAIC,IAAI9B,EAAK0B,MAAMC,KAAI,SAAUd,GAAK,OAAOA,EAAEkB,GAAI,MAGnEC,EAAQrB,EAAAA,MACTsB,OAAOL,GACPM,MAAMvB,EAAAA,KAGLwB,EAAOxB,EAAAA,MACRsB,OAAO,CAAC,EAAG,KACXC,MAAM,CAAC,EAAG,KAGTE,EAAIzB,EAAAA,MACLuB,MAAM,CAAC,EAAGd,IACVa,OAAOR,GAINY,EAAW,CAAC,EAClBrC,EAAK0B,MAAMY,SAAQ,SAAUtD,GACzBqD,EAASrD,EAAEuD,IAAMvD,CACrB,IAGA,MAAMwD,EAAQlB,EACTmB,UAAU,WACVzC,KAAKA,EAAKwC,OACVE,QACAnB,OAAO,QACPC,KAAK,KAAK,SAAUX,GACjB,MAAM8B,EAAQP,EAAEC,EAASxB,EAAE+B,QAAQ1D,MAC7B2D,EAAMT,EAAEC,EAASxB,EAAEiC,QAAQ5D,MACjC,MAAO,CAAC,IAAKyD,EAAOtB,EAAS,GACzB,KACCsB,EAAQE,GAAO,EAAG,KAClBF,EAAQE,GAAO,EAAG,EAAG,EAAG,IACzBF,EAAQE,EAAM,EAAI,EAAGA,EAAK,IAAKxB,EAAS,IACvC0B,KAAK,IACd,IACCC,MAAM,OAAQ,QACdxB,KAAK,SAAU,QACfwB,MAAM,eAAgB,GAGrBtB,EAAQJ,EACTmB,UAAU,WACVzC,KAAKA,EAAK0B,MAAMuB,MAAK,SAAUC,EAAGC,GAAK,OAAQA,EAAEnE,GAAKkE,EAAElE,CAAE,KAC1D0D,QACAnB,OAAO,UACPC,KAAK,MAAM,SAAUX,GAAK,OAAQuB,EAAEvB,EAAE3B,KAAO,IAC7CsC,KAAK,KAAMH,EAAS,IACpBG,KAAK,KAAK,SAAUX,GAAK,OAAQsB,EAAKtB,EAAE7B,EAAI,IAC5CgE,MAAM,QAAQ,SAAUnC,GAAK,OAAOmB,EAAMnB,EAAEkB,IAAK,IACjDP,KAAK,SAAU,SAGd4B,EAAS9B,EACVmB,UAAU,YACVzC,KAAKA,EAAK0B,OACVgB,QACAnB,OAAO,QACPC,KAAK,IAAK,GACVA,KAAK,IAAK,GACV6B,MAAK,SAAUxC,GAAK,OAAQA,EAAE3B,IAAM,IACpC8D,MAAM,cAAe,OACrBxB,KAAK,aAAa,SAAUX,GAAK,MAAQ,aAAgBuB,EAAEvB,EAAE3B,MAAS,KAAOmC,EAAS,IAAM,cAAgB,IAC5G2B,MAAM,YAAa,GAGxBtB,EACK4B,GAAG,aAAa,SAAUzC,GAEvBa,EACKsB,MAAM,UAAW,IACtBrC,EAAAA,GAAU4C,MACLP,MAAM,UAAW,GAEtBR,EACKQ,MAAM,UAAU,SAAUQ,GAAU,OAAOA,EAAOZ,SAAW/B,EAAE0B,IAAMiB,EAAOV,SAAWjC,EAAE0B,GAAKP,EAAMnB,EAAEkB,KAAO,SAAW,IACxHiB,MAAM,iBAAiB,SAAUQ,GAAU,OAAOA,EAAOZ,SAAW/B,EAAE0B,IAAMiB,EAAOV,SAAWjC,EAAE0B,GAAK,EAAI,EAAI,IAC7GS,MAAM,eAAe,SAAUQ,GAAU,OAAOA,EAAOZ,SAAW/B,EAAE0B,IAAMiB,EAAOV,SAAWjC,EAAE0B,GAAK,EAAI,CAAG,IAC/Ga,EACKJ,MAAM,YAAY,SAAUS,GAAW,OAAOA,EAAQvE,OAAS2B,EAAE3B,KAAO,GAAK,CAAE,IAC/EsC,KAAK,KAAK,SAAUiC,GAAW,OAAOA,EAAQvE,OAAS2B,EAAE3B,KAAO,GAAK,CAAE,GAEhF,IACCoE,GAAG,YAAY,SAAUzC,GACtBa,EAAMsB,MAAM,UAAW,GACvBR,EACKQ,MAAM,SAAU,QAChBA,MAAM,gBAAiB,IACvBA,MAAM,cAAe,KAC1BI,EACKJ,MAAM,WAAY,EAE3B,GAAE,GACP,CAAChD,EAAMG,IAGNzB,EAAAA,cAAA,OAAKgF,IAAKrD,EAAWkC,GAAG,cAGhC,C,cCpJA,MAAMoB,EACJ,oYAEWC,EAAOA,IAClBlF,EAAAA,cAACmF,EAAAA,EAAG,CACFC,MAAM,cACNC,eAAe,yGAIJ,SAASC,IACtB,OACEtF,EAAAA,cAACuF,EAAAA,EAAM,CAACC,cAAY,GAClBxF,EAAAA,cAACyF,EAAAA,EAAmB,CAACL,MAAM,cAAcM,YAAaT,IAEtDjF,EAAAA,cAAA,OAAK6D,GAAG,WACN7D,EAAAA,cAAC2F,EAAAA,EAAS,KACR3F,EAAAA,cAAA,MAAI6D,GAAG,UAAS,yCACwB7D,EAAAA,cAAA,YAAM,YAE9CA,EAAAA,cAAA,SACEA,EAAAA,cAAA,KAAG4F,KAAK,qCAAoC,WAAW,2FAEjD5F,EAAAA,cAAA,SAAG,uBAAuB,2GAGlCA,EAAAA,cAAA,SACEA,EAAAA,cAAA,SAAG,WAAW,+CAEhBA,EAAAA,cAAC6F,EAAAA,EAAG,KACF7F,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,yBACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,yBACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,oCACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,+BACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,kCACRiB,OAAO,qCAKff,EAAAA,cAAC8F,EAAAA,EAAO,MAER9F,EAAAA,cAAC2F,EAAAA,EAAS,KACR3F,EAAAA,cAAA,MAAI6D,GAAG,mBAAkB,oBACN7D,EAAAA,cAAA,YAAM,KAAQ,OAAIA,EAAAA,cAAA,YAAM,eAE3CA,EAAAA,cAAA,SACEA,EAAAA,cAAA,YAAM,UAAa,+CACnBA,EAAAA,cAAA,YAAM,WAAc,uCAAoCA,EAAAA,cAAA,YAAM,KAAQ,wCACjCA,EAAAA,cAAA,YAAM,cAAiB,WAC5DA,EAAAA,cAAA,YAAM,SAAY,mBAAgBA,EAAAA,cAAA,SAAG,sBAAsB,OAC3DA,EAAAA,cAAA,SAAG,kBAAkB,kGAGvBA,EAAAA,cAAA,KAAG4F,KAAK,8CACN5F,EAAAA,cAAC+F,EAAAA,EAAM,CAACtC,KAAK,MAAK,WAEpBzD,EAAAA,cAAA,KAAG4F,KAAK,6CACN5F,EAAAA,cAAC+F,EAAAA,EAAM,CAACtC,KAAK,MAAK,oBAEpBzD,EAAAA,cAAA,WACAA,EAAAA,cAAA,YAEFA,EAAAA,cAACqB,EAAY,MACbrB,EAAAA,cAAC2F,EAAAA,EAAS,KACR3F,EAAAA,cAAA,SAAG,6EAEGA,EAAAA,cAAA,SAAG,QAAQ,iGACwB,IACvCA,EAAAA,cAAA,KAAG4F,KAAK,yCAAwC,kBAAkB,yBAC9C5F,EAAAA,cAAA,SAAG,UAAU,iFACY,IAC7CA,EAAAA,cAAA,KAAG4F,KAAK,0DAAyD,QAE7D,KAGN5F,EAAAA,cAAA,SACEA,EAAAA,cAAA,SAAG,8BAELA,EAAAA,cAAA,KACES,UAAU,0CACVmF,KAAK,6CACN,aAKH5F,EAAAA,cAAC8F,EAAAA,EAAO,MAER9F,EAAAA,cAAA,OAAKS,UAAU,cAAcoD,GAAG,WAC9B7D,EAAAA,cAAC2F,EAAAA,EAAS,KACR3F,EAAAA,cAACgG,EAAAA,EAAkB,CAACC,YAAY,WAIpCjG,EAAAA,cAAC8F,EAAAA,EAAO,MAER9F,EAAAA,cAAC2F,EAAAA,EAAS,KACR3F,EAAAA,cAACkG,EAAAA,EAAO,OAGVlG,EAAAA,cAAC8F,EAAAA,EAAO,MAGd,C","sources":["webpack://the-python-graph-gallery/./src/components/ChartImage.js","webpack://the-python-graph-gallery/./src/components/ChartImageContainer.js","webpack://the-python-graph-gallery/./src/components/ArcDiagramD3.js","webpack://the-python-graph-gallery/./src/pages/arc-diagram.js"],"sourcesContent":["import './chartImage.css';\n\nimport React from 'react';\nimport { useStaticQuery, graphql } from 'gatsby';\nimport { GatsbyImage } from 'gatsby-plugin-image';\nimport PropTypes from 'prop-types';\n\nconst allGifs = [\n 'animated_chart',\n 'animated_gapminder.gif',\n 'animated_volcano.gif',\n];\n\n// This component displays a logo representing a chart type of the gallery. Example: bar chart\n// Logo has a different size depending on the window size.\nexport default function ChartImage({ imgName, caption }) {\n if (allGifs.includes(imgName)) {\n return

TODO

;\n }\n\n const data = useStaticQuery(graphql`\n query MyQuery {\n allFile(filter: { relativeDirectory: { eq: \"graph\" } }) {\n edges {\n node {\n id\n name\n childImageSharp {\n gatsbyImageData(placeholder: BLURRED, layout: FULL_WIDTH)\n }\n }\n }\n }\n }\n `);\n\n const image = data.allFile.edges.find((n) => {\n return n.node.name.includes(imgName);\n });\n\n if (!image) {\n return null;\n }\n\n // Note: alt tag looks to be ignored?\n return (\n <>\n
\n \n {caption && (\n
\n
\n

{caption}

\n
\n
\n )}\n
\n \n );\n}\n\nChartImage.propTypes = {\n imgName: PropTypes.string,\n caption: PropTypes.string,\n};\n","import React from \"react\";\nimport ChartImage from \"../components/ChartImage\";\nimport Col from \"react-bootstrap/Col\";\nimport { Link } from \"gatsby\";\n\n// This component wraps a chart image into a column and make it responsive + clickable\nexport default function ChartImageContainer({ imgName, caption, linkTo }) {\n return (\n \n \n \n \n \n );\n}\n","import React from \"react\";\nimport * as d3 from \"d3\";\n\nexport default function ArcDiagramD3() {\n\n const [data, setData] = React.useState(undefined);\n\n const [graphWidth, setGraphWidth] = React.useState();\n\n const parentRef = React.useRef(null);\n\n React.useEffect(() => {\n if (!parentRef.current) {\n return\n }\n\n setGraphWidth(parentRef.current.offsetWidth);\n // Callback function: what to do when window resizes\n const handleResize = () => {\n setGraphWidth(parentRef.current.offsetWidth);\n };\n window.addEventListener(\"resize\", handleResize);\n }, [parentRef]);\n\n React.useEffect(() => {\n d3.json(\"https://raw.githubusercontent.com/holtzy/D3-graph-gallery/master/DATA/data_researcherNetwork.json\").then((d) => {\n setData(d);\n });\n return () => undefined;\n }, []);\n\n React.useEffect(() => {\n // Start by removing everything from the viz div\n d3.select(\"#my_dataviz\").html(\"\");\n\n if (!data || !graphWidth || graphWidth < 600) { return }\n\n // set the dimensions and margins of the graph\n const finalWidth = Math.min(1200, graphWidth)\n const sideMargin = (graphWidth - finalWidth) / 2 + 30\n const margin = { top: 0, right: sideMargin, bottom: 80, left: sideMargin },\n width = graphWidth - margin.left - margin.right,\n height = finalWidth / 1.7 - margin.top - margin.bottom;\n\n // append the svg object to the body of the page\n const svg = d3.select(\"#my_dataviz\")\n .append(\"svg\")\n .attr(\"width\", width + margin.left + margin.right)\n .attr(\"height\", height + margin.top + margin.bottom)\n .append(\"g\")\n .attr(\"transform\",\n \"translate(\" + margin.left + \",\" + margin.top + \")\");\n\n\n // List of node names\n const allNodes = data.nodes.map(function (d) { return d.name })\n\n // List of groups\n const allGroups = [...new Set(data.nodes.map(function (d) { return d.grp }))]\n\n // A color scale for groups:\n const color = d3.scaleOrdinal()\n .domain(allGroups)\n .range(d3.schemeSet3);\n\n // A linear scale for node size\n const size = d3.scaleLinear()\n .domain([1, 10])\n .range([2, 10]);\n\n // A linear scale to position the nodes on the X axis\n const x = d3.scalePoint()\n .range([0, width])\n .domain(allNodes)\n\n // In my input data, links are provided between nodes -id-, NOT between node names.\n // So I have to do a link between this id and the name\n const idToNode = {};\n data.nodes.forEach(function (n) {\n idToNode[n.id] = n;\n });\n\n // Add the links\n const links = svg\n .selectAll('mylinks')\n .data(data.links)\n .enter()\n .append('path')\n .attr('d', function (d) {\n const start = x(idToNode[d.source].name) // X position of start node on the X axis\n const end = x(idToNode[d.target].name) // X position of end node\n return ['M', start, height - 30, // the arc starts at the coordinate x=start, y=height-30 (where the starting node is)\n 'A', // This means we're gonna build an elliptical arc\n (start - end) / 2, ',', // Next 2 lines are the coordinates of the inflexion point. Height of this point is proportional with start - end distance\n (start - end) / 2, 0, 0, ',',\n start < end ? 1 : 0, end, ',', height - 30] // We always want the arc on top. So if end is before start, putting 0 here turn the arc upside down.\n .join(' ');\n })\n .style(\"fill\", \"none\")\n .attr(\"stroke\", \"grey\")\n .style(\"stroke-width\", 1)\n\n // Add the circle for the nodes\n const nodes = svg\n .selectAll(\"mynodes\")\n .data(data.nodes.sort(function (a, b) { return +b.n - +a.n }))\n .enter()\n .append(\"circle\")\n .attr(\"cx\", function (d) { return (x(d.name)) })\n .attr(\"cy\", height - 30)\n .attr(\"r\", function (d) { return (size(d.n)) })\n .style(\"fill\", function (d) { return color(d.grp) })\n .attr(\"stroke\", \"white\")\n\n // And give them a label\n const labels = svg\n .selectAll(\"mylabels\")\n .data(data.nodes)\n .enter()\n .append(\"text\")\n .attr(\"x\", 0)\n .attr(\"y\", 0)\n .text(function (d) { return (d.name) })\n .style(\"text-anchor\", \"end\")\n .attr(\"transform\", function (d) { return (\"translate(\" + (x(d.name)) + \",\" + (height - 15) + \")rotate(-45)\") })\n .style(\"font-size\", 6)\n\n // Add the highlighting functionality\n nodes\n .on('mouseover', function (d) {\n // Highlight the nodes: every node is grey except him\n nodes\n .style('opacity', .2)\n d3.select(this)\n .style('opacity', 1)\n // Highlight the connections\n links\n .style('stroke', function (link_d) { return link_d.source === d.id || link_d.target === d.id ? color(d.grp) : '#b8b8b8'; })\n .style('strokeOpacity', function (link_d) { return link_d.source === d.id || link_d.target === d.id ? 1 : .2; })\n .style('strokeWidth', function (link_d) { return link_d.source === d.id || link_d.target === d.id ? 4 : 1; })\n labels\n .style(\"fontSize\", function (label_d) { return label_d.name === d.name ? 16 : 2 })\n .attr(\"y\", function (label_d) { return label_d.name === d.name ? 10 : 0 })\n\n })\n .on('mouseout', function (d) {\n nodes.style('opacity', 1)\n links\n .style('stroke', 'grey')\n .style('strokeOpacity', .8)\n .style('strokeWidth', '1')\n labels\n .style(\"fontSize\", 6)\n\n })\n }, [data, graphWidth])\n\n return (\n
\n )\n\n}\n","import React from 'react';\nimport TitleAndDescription from '../components/TitleAndDescription';\nimport Layout from '../components/Layout';\nimport Container from 'react-bootstrap/Container';\nimport Contact from '../components/Contact';\nimport Row from 'react-bootstrap/Row';\nimport ChartImageContainer from '../components/ChartImageContainer';\nimport ChartFamilySection from '../components/ChartFamilySection';\nimport Spacing from '../components/Spacing';\nimport { Button } from 'react-bootstrap';\nimport ArcDiagramD3 from '../components/ArcDiagramD3';\nimport { SEO } from '../components/SEO';\n\nconst chartDescription =\n \"

An arc diagram is a special kind of network graph. It is consituted by nodes that represent entities and by links that show relationships between entities. In arc diagrams, nodes are displayed along a single axis and links are represented with arcs.\";\n\nexport const Head = () => (\n \n);\n\nexport default function Arc() {\n return (\n \n \n\n

\n \n

\n Python library to build arc diagrams: arcplot\n

\n

\n Arcplot is a Python\n library that offers a simple way to build arc diagrams. It allows to\n build static arc diagrams with just a few lines of code. It\n is a good choice if you are looking for a simple and quick solution.\n

\n

\n Warning: you need Python 3.10 to use this library.\n

\n \n \n \n \n \n \n \n
\n
\n \n\n \n

\n Arc diagram with R or Javascript\n

\n

\n Python has only one library to build arc diagrams: \n arcplot. For other kind of static version, R\n has built-in functions to make them. Javascript and the\n d3.js library offers more customization and \n interactivity options, but comes with a steeper learning curve and a\n lot of line of code. Pick your flavor!\n

\n \n \n \n \n \n \n
\n
\n
\n \n \n

\n Here is an arc diagram showing the relationships between researchers.\n One node is drawn for each researcher having published at least\n one paper with my previous supervisor,{' '}\n Vincent Ranwez.\n Two researchers are linked if they co-authored at least one\n paper together. Read more about this dataset{' '}\n \n here\n \n .\n

\n

\n Hover nodes for more info\n

\n \n See code\n \n
\n\n \n\n
\n \n \n \n
\n\n \n\n \n \n \n\n \n \n );\n}\n"],"names":["allGifs","ChartImage","_ref","imgName","caption","includes","React","image","useStaticQuery","allFile","edges","find","n","node","name","className","GatsbyImage","childImageSharp","gatsbyImageData","alt","ChartImageContainer","linkTo","Col","xs","md","Link","to","ArcDiagramD3","data","setData","undefined","graphWidth","setGraphWidth","parentRef","current","offsetWidth","window","addEventListener","handleResize","d3","then","d","html","finalWidth","Math","min","sideMargin","margin","width","height","svg","append","attr","allNodes","nodes","map","allGroups","_toConsumableArray","Set","grp","color","domain","range","size","x","idToNode","forEach","id","links","selectAll","enter","start","source","end","target","join","style","sort","a","b","labels","text","on","this","link_d","label_d","ref","chartDescription","Head","SEO","title","seoDescription","Arc","Layout","isTocEnabled","TitleAndDescription","description","Container","href","Row","Spacing","Button","ChartFamilySection","chartFamily","Contact"],"sourceRoot":""} \ No newline at end of file diff --git a/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js b/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js new file mode 100644 index 0000000000..41fbd00504 --- /dev/null +++ b/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js @@ -0,0 +1,2 @@ +"use strict";(self.webpackChunkthe_python_graph_gallery=self.webpackChunkthe_python_graph_gallery||[]).push([[7304],{7128:function(e,t,a){a.d(t,{Z:function(){return r}});var l=a(7294),n=a(1883),o=a(8032);const i=["animated_chart","animated_gapminder.gif","animated_volcano.gif"];function r(e){let{imgName:t,caption:a}=e;if(i.includes(t))return l.createElement("p",null,"TODO");const r=(0,n.useStaticQuery)("2757772085").allFile.edges.find((e=>e.node.name.includes(t)));return r?l.createElement(l.Fragment,null,l.createElement("div",{className:"chartImageContainer"},l.createElement(o.G,{image:r.node.childImageSharp.gatsbyImageData,alt:a,className:"chartImageImg"}),a&&l.createElement("div",{className:"chartImageOverlay"},l.createElement("div",{className:"chartImageOverlayText"},l.createElement("p",null,a))))):null}},4596:function(e,t,a){a.d(t,{Z:function(){return r}});var l=a(7294),n=a(7128),o=a(1555),i=a(1883);function r(e){let{imgName:t,caption:a,linkTo:r}=e;return l.createElement(o.Z,{xs:12,md:4},l.createElement(i.Link,{to:r},l.createElement(n.Z,{imgName:t,caption:a})))}},9389:function(e,t,a){a.d(t,{H:function(){return n}});var l=a(7294);const n=e=>{let{title:t,seoDescription:a,keywords:n}=e;return l.createElement(l.Fragment,null,l.createElement("title",null,t),l.createElement("html",{lang:"en"}),l.createElement("meta",{name:"description",content:a||"How to build a chart with Python"}),l.createElement("meta",{name:"author",content:"Yan Holtz"}),l.createElement("meta",{name:"keywords",content:n||"python, chart, graph, code, viz, dataviz"}),l.createElement("meta",{property:"og:site_name",content:"The Python Graph Gallery"}),l.createElement("meta",{property:"og:title",content:t+" | The Python Graph Gallery"}),l.createElement("meta",{property:"og:image",content:"https://github.com/holtzy/The-Python-Graph-Gallery/blob/master/static/overview_PGG.png?raw=true"}),l.createElement("meta",{property:"og:description",content:a}),l.createElement("meta",{name:"twitter:image",content:"https://github.com/holtzy/The-Python-Graph-Gallery/blob/master/static/overview_PGG.png?raw=true"}))}},7200:function(e,t,a){a.r(t),a.d(t,{Head:function(){return _},default:function(){return N}});var l=a(7294),n=a(429),o=a(2057),i=a(682),r=a(1190),m=a(4051),c=a(4596),s=a(8742),h=a(1883),u=a(4125),p=a(8984),d=a(1555),g=a(2737),b=a(7128),E=a(3921),y=a(5005),f=a(9389);const w="

Matplotlib is the most famous library for data visualization with python. It allows to create literally every type of chart with a great level of customization. This page provides some general tips that can be applied on any kind of chart made with matplotlib like customizing titles or colors. If you're looking at creating a specific chart type, visit the gallery instead.

",k="# library\nimport numpy as np\nimport matplotlib.pyplot as plt\n\n# Create data\nx=range(1,6)\ny=[1,4,6,8,4]\n\n# Area plot\nplt.fill_between(x, y)\nplt.show()\n",Z="# import libraries\nimport pandas as pd\nimport matplotlib.pyplot as plt\n\n# Create a data frame\ndf = pd.DataFrame ({'Group': ['A', 'B', 'C', 'D', 'E'], 'Value': [1,5,4,3,9]})\n\n# Create horizontal bars\nplt.barh(y=df.Group, width=df.Value);\n\n# Add title\nplt.title('A simple barplot');\n",v="# import libraries\nimport pandas as pd\nimport matplotlib.pyplot as plt\n\n# Create a data frame\ndf = pd.DataFrame ({'Group': ['A', 'B', 'C', 'D', 'E'], 'Value': [1,5,4,3,9]})\n\n# Initialize a Figure and an Axes\nfig, ax = plt.subplots()\n\n# Fig size\nfig.set_size_inches(9,9)\n\n# Create horizontal bars\nax.barh(y=df.Group, width=df.Value);\n\n# Add title\nax.set_title('A simple barplot');\n",T=["seaborn-darkgrid","seaborn-notebook","classic","seaborn-ticks","grayscale","bmh","seaborn-talk","dark_background","ggplot","fivethirtyeight","_classic_test","seaborn-colorblind","seaborn-deep","seaborn-whitegrid","seaborn-bright","seaborn-poster","seaborn-muted","seaborn-paper","seaborn-white","seaborn-pastel","seaborn-dark","seaborn","seaborn-dark-palette"],_=()=>l.createElement(f.H,{title:"Matplotlib",seoDescription:"A collection of charts, tips and tricks on the Matplotlib Python library."});function N(){const[e,t]=l.useState(T[0]);T.map(((a,n)=>l.createElement(p.Z,{type:"radio",active:!0,key:n,className:"functionButton",variant:"secondary",size:"sm",value:a,checked:e===a,onChange:e=>t(e.currentTarget.value)},a)));return l.createElement(o.Z,{isTocEnabled:!0},l.createElement(n.Z,{title:"Matplotlib",description:w}),l.createElement(i.Z,null,l.createElement("h2",{id:"Quick"},"⏱ Quick start"),l.createElement(m.Z,{className:"align-items-center"},l.createElement(d.Z,{md:6},l.createElement("p",null,l.createElement("code",null,"Matplotlib")," is the most famous python data visualization library. It is widely used and most of other viz libraries (like ",l.createElement("code",null,"seaborn"),") are actually built on top of it."),l.createElement("p",null,"Once installed, matplotlib must be imported, usually using"," ",l.createElement("code",null,"import matplotlib.pyplot as plt"),". You can then use use the functions available in the ",l.createElement("code",null,"plt")," object.")),l.createElement(d.Z,{md:6},l.createElement(h.Link,{to:"/240-basic-area-chart"},l.createElement(b.Z,{imgName:"240_basic_area_chart",caption:"The most basic area chart one can make with python and matplotlib"})))),l.createElement(g.Z,null,k)),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Lexicon"},l.createElement(u.rS,null),"Basic vocabulary"),l.createElement("p",null,"The figure below describes the anatomy of a ",l.createElement("code",null,"matplotlib")," ","charts. It names all the main components, names that you need to know to understand the documentation properly."),l.createElement("p",null,"⚠️ ",l.createElement("u",null,"Disclaimer"),": this figure comes from the very complete"," ",l.createElement("a",{href:"https://matplotlib.org/faq/usage_faq.html#coding-styles"},"matplotlib documentation"),". Have a look at it for a thorough explanation on how this library works."),l.createElement("div",{style:{maxWidth:"600px",margin:"0 auto",padding:30}},l.createElement(b.Z,{imgName:"matplotlib_vocabulary",caption:"Anatomy of a matplotlib chart: all the basic vocabulary you need to know to understand the documentation properly"})),l.createElement("a",{href:"https://matplotlib.org/faq/usage_faq.html#coding-styles"},l.createElement(y.Z,{size:"sm"},"Matplotlib doc"))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"APIs"},l.createElement(u.rS,null),"Two distinct APIs"),l.createElement("p",null,"There are 2 main ways to build a chart with matplotlib: the"," ",l.createElement("code",null,"pyplot API")," and the ",l.createElement("code",null,"object-oriented API"),"."),l.createElement("p",null,"➡️ ",l.createElement("code",null,"pyplot API")),l.createElement("p",null,"Pyplot is a collection of functions, each function applying a change to a figure. For instance, ",l.createElement("code",null,"plt.barh()")," will build a barplot and ",l.createElement("code",null,"plt.title()")," will add a title to it."),l.createElement(g.Z,null,Z),l.createElement("br",null),l.createElement("br",null),l.createElement("p",null,"➡️ ",l.createElement("code",null,"object oriented API")),l.createElement("p",null,"The object oriented API usually starts by initializing one"," ",l.createElement("code",null,"Figure")," object and one or more ",l.createElement("code",null,"Axes")," object using the ",l.createElement("code",null,"subplot()")," function. Then the methods of those objects will be used to apply changes to the chart."),l.createElement(g.Z,null,v),l.createElement("br",null),l.createElement("br",null),l.createElement("p",null,"See how the syntax slightly differs between both options? (",l.createElement("code",null,"plt.title")," versus ",l.createElement("code",null,"ax.set_title()"),". This is pretty confusing and I advise to have a look to the"," ",l.createElement("a",{href:"https://matplotlib.org/stable/api/index.html#usage-patterns"},"official documentation")," ","for a more thorough explanation. In the gallery, both APIs are used.")),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Title"},l.createElement(u.rS,null),"Customizing titles"),l.createElement("p",null,"The title is a key part of a good chart. It has to ",l.createElement("u",null,"summarize")," ","its key message in a few words. Always avoid to simply repeat what is displayed on each axis. Try to provide some more insight allowing to understand the main result instead."),l.createElement("p",null,"The ",l.createElement(h.Link,{to:"/190-custom-matplotlib-title"},"post #190")," goes in depth on how to customize the ",l.createElement("code",null,"matplotlib"),"title. All the main types of change are descried: changing its color, adding a subtitle, using math formulas and so on. Give it a go!"),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"190_Custom_title6",caption:"Python chart with subtitle and custom color",linkTo:"/190-custom-matplotlib-title"}),l.createElement(c.Z,{imgName:"190_Custom_title7",caption:"Add a math formula in title with Matplotlib",linkTo:"/190-custom-matplotlib-title"}),l.createElement(c.Z,{imgName:"190_Custom_title5",caption:"Control the height of the matplotlib title",linkTo:"/190-custom-matplotlib-title"}),l.createElement(c.Z,{imgName:"534-highly-customized-layout",caption:"Subplot, title, and margin customization",linkTo:"/534-highly-customized-layout"}))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Annotation"},l.createElement(u.rS,null),"Annotation"),l.createElement("p",null,"Annotation is a key part of a great visualization. It transforms a simple chart in a whole piece of story telling. Before you share your graph with anyone, make sure the key insight are highlighted with labels, shapes or color."),l.createElement("p",null,"All those kind of annotation are built thanks to various matplotlib functions like ",l.createElement("code",null,"annotate()")," or ",l.createElement("code",null,"add_patch()"),". The blogposts showcased below should get you started with it."),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"193_annotate1",caption:"Add a label with a segment",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(c.Z,{imgName:"193_annotate2",caption:"Add a square to highlight an area",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(c.Z,{imgName:"193_annotate3",caption:"Add a circle to highlight an area",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(c.Z,{imgName:"193_annotate4",caption:"Add a segment",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(c.Z,{imgName:"193_annotate5",caption:"Add vertical and horizontal ablines",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(c.Z,{imgName:"193_annotate6",caption:"Annotate with an equation",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(c.Z,{imgName:"534-highly-customized-layout",caption:"Subplot, title, and margin customization",linkTo:"/534-highly-customized-layout"}),l.createElement(c.Z,{imgName:"513-add-logo-matplotlib",caption:"How to add an img into a matplotlib chart",linkTo:"/513-add-logo-matplotlib"}),l.createElement(c.Z,{imgName:"how-to-custom-annotations-matplotlib",caption:"How to customize color and style of the annotation",linkTo:"/how-to-custom-annotations-matplotlib"}))),l.createElement(E.Z,null),l.createElement("div",{className:"greySection",id:"related"},l.createElement(i.Z,null,l.createElement("h2",{id:"Cheatsheets"},"✨ Cheatsheets"),l.createElement("p",null,"It's pretty hard to remember all the matplotlib associated vocabulary. The ",l.createElement(h.Link,{to:"/cheat-sheets"},"cheatsheet section")," ","is here to help, with a few sheets that you'll probably want to use on a daily basis."),l.createElement(m.Z,null,l.createElement(d.Z,{xs:12,md:4},l.createElement(h.Link,{to:"/cheat-sheets"},l.createElement(b.Z,{imgName:"matplotlib_cheat_sheet",caption:"Matplotlib cheatsheet by Datacamp"}))),l.createElement(d.Z,{xs:12,md:4},l.createElement(h.Link,{to:"/cheat-sheets"},l.createElement(b.Z,{imgName:"matplotlib-python-official-cheatsheet1",caption:"Official Matplotlib cheatsheet (page 1)"}))),l.createElement(d.Z,{xs:12,md:4},l.createElement(h.Link,{to:"/cheat-sheets"},l.createElement(b.Z,{imgName:"matplotlib-python-official-cheatsheet2",caption:"Official Matplotlib cheatsheet (page 2)"})))),l.createElement("br",null))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Font"},l.createElement(u.rS,null),"Custom fonts"),l.createElement("p",null,"Using custom fonts adds a nice touch to your graph and make it shine among all the other plots using defaults. The blog-post below will guide you through the process: installing a font and calling it with matplotlib functions."),l.createElement("div",{style:{maxWidth:"600px",margin:"0 auto",padding:30}},l.createElement(h.Link,{to:"/custom-fonts-in-matplotlib"},l.createElement(b.Z,{imgName:"custom-fonts-in-matplotlib",caption:"How to use custom fonts with matplotlib"})))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Margin"},l.createElement(u.rS,null),"Add margin around a ",l.createElement("code",null,"matplotlib")," chart"),l.createElement("p",null,"It is a common struggle to deal with the margins around the chart. Fortunately this is pretty straightforward thanks to the"," ",l.createElement("code",null,"subplots_adjust()")," function as explained in the examples below."),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"192_increase_margin2",caption:"Increase the bottom margin of a matplotlib chart.",linkTo:"/192-about-matplotlib-margins"}),l.createElement(c.Z,{imgName:"192_increase_margin4",caption:"Increase the top margin to fit a title",linkTo:"/192-about-matplotlib-margins"}),l.createElement(c.Z,{imgName:"534-highly-customized-layout",caption:"Subplot, title, and margin customization",linkTo:"/534-highly-customized-layout"}))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Subplot"},l.createElement(u.rS,null),"Split the figure in subplots"),l.createElement("p",null,"It can be really useful to split your graphic window in several parts, in order to display several charts in the same time. The"," ",l.createElement("code",null,"subplot()")," function of ",l.createElement("code",null,"matplotlib")," allows to do it quickly with a great level of customization."),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"194_matplotlib_subplot4",caption:"Split the figure in 4 charts of same size.",linkTo:"/194-split-the-graphic-window-with-subplot"}),l.createElement(c.Z,{imgName:"194_matplotlib_subplot6",caption:"Split the figure with a custom layout",linkTo:"/192-about-matplotlib-margins"}),l.createElement(c.Z,{imgName:"194_matplotlib_subplot9",caption:"Manage chart size on subplots",linkTo:"/192-about-matplotlib-margins"})),l.createElement("p",null,"Additional note: how to remove some unused entries in a grid using the"," ",l.createElement("code",null,"ax.remove()")," function:"),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"how-to-remove-axis-in-matplotlib",caption:"How to remove some unused entries in a chart grid.",linkTo:"/how-to-remove-axis-in-matplotlib"}))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Theme"},l.createElement(u.rS,null),"Available style sheets"),l.createElement("p",null,l.createElement("code",null,"Matplotlib")," comes with a set of 26 pre-built themes to style your chart easily."," ",l.createElement(h.Link,{to:"/199-matplotlib-style-sheets"},"This post")," is dedicated to this feature, explaining how to use ",l.createElement("code",null,"plt.style.use()")," to pick a theme up."),l.createElement("div",{style:{maxWidth:"600px",margin:"0 auto",padding:30}},l.createElement(h.Link,{to:"/199-matplotlib-style-sheets"},l.createElement(b.Z,{imgName:"199-matplotlib-style-sheets-538-full",caption:"Customize a matplotlib chart with a preset theme"})))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Axis"},l.createElement(u.rS,null),"Customizing axis"),l.createElement("p",null,l.createElement("code",null,"Matplotlib")," allows every kind of axis configuration. It is mainly done thanks to the ",l.createElement("code",null,"tick_params()"),","," ",l.createElement("code",null,"xticks()")," and ",l.createElement("code",null,"xlabels()")," functions. The"," ",l.createElement(h.Link,{to:"/191-custom-axis-on-matplotlib-chart"},"post #191")," will guide you through all the possibilities."),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"191_Custom_axis1",caption:"Change the axis title and its appearance",linkTo:"/191-custom-axis-on-matplotlib-chart"}),l.createElement(c.Z,{imgName:"191_Custom_axis2",caption:"Control axis labels and ticks look",linkTo:"/191-custom-axis-on-matplotlib-chart"}),l.createElement(c.Z,{imgName:"191_Custom_axis6",caption:"Control axis limit with the xlim() function",linkTo:"/191-custom-axis-on-matplotlib-chart"}),l.createElement(c.Z,{imgName:"basic-time-series-with-matplotlib",caption:"How to deal with the date format. How to represent those dates properly on the X axis.",linkTo:"/basic-time-series-with-matplotlib"}),l.createElement(c.Z,{imgName:"scatterplot-and-log-scale-in-matplotlib",caption:"How to use a log scale for the X or the Y axis.",linkTo:"/scatterplot-and-log-scale-in-matplotlib"}))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Legend"},l.createElement(u.rS,null),"Customizing the legend"),l.createElement("p",null,"If you have several colors or marker on your chart, you can't escape the hassle of building a nice legend. The blogpost linked below should help for all the most common use cases like positioning the legend, adding and customizing a title to it, controling markers and labels and more."),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"custom-legend-with-matplotlib1",caption:"How to add the default matplotlib legend",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(c.Z,{imgName:"custom-legend-with-matplotlib2",caption:"Legend location, learn how to add it anywhere including outside the plot area",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(c.Z,{imgName:"custom-legend-with-matplotlib3",caption:"Customize the legend label appearance",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(c.Z,{imgName:"custom-legend-with-matplotlib4",caption:"Add and customize the title of the legend",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(c.Z,{imgName:"custom-legend-with-matplotlib5",caption:"Customize the marker of each element item",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(c.Z,{imgName:"custom-legend-with-matplotlib6",caption:"Add a background, stroke and more legend customization",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(c.Z,{imgName:"how-to-use-rectangles-in-matplotlib-legends",caption:"How to customize the legend handle to have a different shape that the one used on the chart",linkTo:"/how-to-use-rectangles-in-matplotlib-legends"}))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement("h2",{id:"Images"},"Insert images in a matplotlib graph"),l.createElement("p",null,"It can be very useful to insert ",l.createElement("b",null,"one or several images")," in a matplotlib graph. It can be used for the graph caption or even inside the chart area to provide more context."),l.createElement("p",null,"Please find below a"," ",l.createElement(h.Link,{href:"/513-add-logo-matplotlib"},"complete tutorial")," ","explaining how to proceed using the ",l.createElement("code",null,"PIL")," and"," ",l.createElement("code",null,"io")," libraries, and a"," ",l.createElement(h.Link,{href:"/web-stacked-line-chart-with-labels"},"real life usage")," ","of this technique to produce a beautiful & polished figure."),l.createElement(m.Z,null,l.createElement(c.Z,{imgName:"513-add-logo-matplotlib",caption:"How to add an img into a matplotlib chart",linkTo:"/513-add-logo-matplotlib"}),l.createElement(c.Z,{imgName:"web-stacked-line-chart-with-labels-square",caption:"A clean stacked area chart with images in the caption",linkTo:"/web-stacked-line-chart-with-labels"}),l.createElement(c.Z,{imgName:"web-scatterplot-with-images-in-circle",caption:"Use an image inside each scatterplot circle",linkTo:"/web-scatterplot-with-images-in-circles"}))),l.createElement(E.Z,null),l.createElement("div",{className:"greySection",id:"related"},l.createElement(i.Z,null,l.createElement(s.Z,{chartFamily:"evolution"}))),l.createElement(E.Z,null),l.createElement(i.Z,null,l.createElement(r.Z,null)),l.createElement(E.Z,null))}},8984:function(e,t,a){var l=a(4184),n=a.n(l),o=a(7294),i=a(6792),r=a(5005),m=a(5893);const c=()=>{},s=o.forwardRef((({bsPrefix:e,name:t,className:a,checked:l,type:o,onChange:s,value:h,disabled:u,id:p,inputRef:d,...g},b)=>(e=(0,i.vE)(e,"btn-check"),(0,m.jsxs)(m.Fragment,{children:[(0,m.jsx)("input",{className:e,name:t,type:o,value:h,ref:d,autoComplete:"off",checked:!!l,disabled:!!u,onChange:s||c,id:p}),(0,m.jsx)(r.Z,{...g,ref:b,className:n()(a,u&&"disabled"),type:void 0,role:void 0,as:"label",htmlFor:p})]}))));s.displayName="ToggleButton",t.Z=s}}]); +//# sourceMappingURL=component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js.map \ No newline at end of file diff --git a/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js.map b/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js.map new file mode 100644 index 0000000000..f66c772581 --- /dev/null +++ b/component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js.map @@ -0,0 +1 @@ +{"version":3,"file":"component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js","mappings":"4MAOA,MAAMA,EAAU,CACd,iBACA,yBACA,wBAKa,SAASC,EAAUC,GAAwB,IAAvB,QAAEC,EAAO,QAAEC,GAASF,EACrD,GAAIF,EAAQK,SAASF,GACnB,OAAOG,EAAAA,cAAA,SAAG,QAGZ,MAgBMC,GAhBOC,EAAAA,EAAAA,gBAAe,cAgBTC,QAAQC,MAAMC,MAAMC,GAC9BA,EAAEC,KAAKC,KAAKT,SAASF,KAG9B,OAAKI,EAMHD,EAAAA,cAAAA,EAAAA,SAAA,KACEA,EAAAA,cAAA,OAAKS,UAAU,uBACbT,EAAAA,cAACU,EAAAA,EAAW,CACVT,MAAOA,EAAMM,KAAKI,gBAAgBC,gBAClCC,IAAKf,EACLW,UAAU,kBAEXX,GACCE,EAAAA,cAAA,OAAKS,UAAU,qBACbT,EAAAA,cAAA,OAAKS,UAAU,yBACbT,EAAAA,cAAA,SAAIF,OAfP,IAsBX,C,mGCzDe,SAASgB,EAAmBlB,GAAgC,IAA/B,QAAEC,EAAO,QAAEC,EAAO,OAAEiB,GAAQnB,EACtE,OACEI,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAIL,GACRf,EAAAA,cAACL,EAAAA,EAAU,CAACE,QAASA,EAASC,QAASA,KAI/C,C,qECJO,MAAMuB,EAAMzB,IAA0C,IAAzC,MAAE0B,EAAK,eAAEC,EAAc,SAAEC,GAAU5B,EACrD,OACEI,EAAAA,cAAAA,EAAAA,SAAA,KACEA,EAAAA,cAAA,aAAQsB,GACRtB,EAAAA,cAAA,QAAMyB,KAAK,OACXzB,EAAAA,cAAA,QACEQ,KAAK,cACLkB,QAASH,GAAkB,qCAE7BvB,EAAAA,cAAA,QAAMQ,KAAK,SAASkB,QAAQ,cAC5B1B,EAAAA,cAAA,QACEQ,KAAK,WACLkB,QAASF,GAAY,6CAGvBxB,EAAAA,cAAA,QAAM2B,SAAS,eAAeD,QAAQ,6BACtC1B,EAAAA,cAAA,QACE2B,SAAS,WACTD,QAASJ,EAAQ,gCAEnBtB,EAAAA,cAAA,QACE2B,SAAS,WACTD,QAAQ,oGAEV1B,EAAAA,cAAA,QAAM2B,SAAS,iBAAiBD,QAASH,IACzCvB,EAAAA,cAAA,QACEQ,KAAK,gBACLkB,QAAQ,oGAET,C,0QCtBP,MAAME,EACJ,sdAEIC,EAAS,oKAaTC,EAAS,ySAcTC,EAAc,kZAoBdC,EAAW,CACf,mBACA,mBACA,UACA,gBACA,YACA,MACA,eACA,kBACA,SACA,kBACA,gBACA,qBACA,eACA,oBACA,iBACA,iBACA,gBACA,gBACA,gBACA,iBACA,eACA,UACA,wBAGWC,EAAOA,IAClBjC,EAAAA,cAACqB,EAAAA,EAAG,CACFC,MAAM,aACNC,eAAe,8EAIJ,SAASW,IACtB,MAAOC,EAAmBC,GAAwBpC,EAAAA,SAAegC,EAAS,IAElDA,EAASK,KAAI,CAACC,EAAMC,IAC1CvC,EAAAA,cAACwC,EAAAA,EAAY,CACXC,KAAK,QACLC,QAAQ,EACRC,IAAKJ,EACL9B,UAAW,iBACXmC,QAAQ,YACRC,KAAK,KACLC,MAAOR,EACPS,QAASZ,IAAsBG,EAC/BU,SAAWC,GAAMb,EAAqBa,EAAEC,cAAcJ,QAErDR,KAIL,OACEtC,EAAAA,cAACmD,EAAAA,EAAM,CAACC,cAAY,GAClBpD,EAAAA,cAACqD,EAAAA,EAAmB,CAAC/B,MAAM,aAAagC,YAAa1B,IAErD5B,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,SAAQ,iBACfxD,EAAAA,cAACyD,EAAAA,EAAG,CAAChD,UAAU,sBACbT,EAAAA,cAACgB,EAAAA,EAAG,CAACE,GAAI,GACPlB,EAAAA,cAAA,SACEA,EAAAA,cAAA,YAAM,cAAiB,kHAEPA,EAAAA,cAAA,YAAM,WAAc,sCAGtCA,EAAAA,cAAA,SAAG,6DAC0D,IAC3DA,EAAAA,cAAA,YAAM,mCAAsC,yDACbA,EAAAA,cAAA,YAAM,OAAU,aAGnDA,EAAAA,cAACgB,EAAAA,EAAG,CAACE,GAAI,GACPlB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,yBACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAQ,uBACRC,QAAQ,yEAKhBE,EAAAA,cAAC0D,EAAAA,EAAS,KAAE7B,IAGd7B,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,WACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,oBAGhB5D,EAAAA,cAAA,SAAG,+CAC2CA,EAAAA,cAAA,YAAM,cAAkB,IAAI,mHAI1EA,EAAAA,cAAA,SAAG,MACeA,EAAAA,cAAA,SAAG,cAAc,6CACxB,IACTA,EAAAA,cAAA,KAAG6D,KAAK,2DAA0D,4BAE9D,6EAIN7D,EAAAA,cAAA,OAAK8D,MAAO,CAAEC,SAAU,QAASC,OAAQ,SAAUC,QAAS,KAC1DjE,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,wBACTC,QACE,uHAINE,EAAAA,cAAA,KAAG6D,KAAK,2DACN7D,EAAAA,cAACkE,EAAAA,EAAM,CAACrB,KAAK,MAAK,oBAItB7C,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,QACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,qBAGhB5D,EAAAA,cAAA,SAAG,8DAC2D,IAC5DA,EAAAA,cAAA,YAAM,cAAiB,YAASA,EAAAA,cAAA,YAAM,uBAA0B,KAElEA,EAAAA,cAAA,SAAG,MACEA,EAAAA,cAAA,YAAM,eAEXA,EAAAA,cAAA,SAAG,mGAE0BA,EAAAA,cAAA,YAAM,cAAiB,6BACtCA,EAAAA,cAAA,YAAM,eAAkB,4BAEtCA,EAAAA,cAAC0D,EAAAA,EAAS,KAAE5B,GAEZ9B,EAAAA,cAAA,WACAA,EAAAA,cAAA,WACAA,EAAAA,cAAA,SAAG,MACEA,EAAAA,cAAA,YAAM,wBAEXA,EAAAA,cAAA,SAAG,6DAC0D,IAC3DA,EAAAA,cAAA,YAAM,UAAa,2BAAwBA,EAAAA,cAAA,YAAM,QAAW,qBAClDA,EAAAA,cAAA,YAAM,aAAgB,4FAGlCA,EAAAA,cAAC0D,EAAAA,EAAS,KAAE3B,GAEZ/B,EAAAA,cAAA,WACAA,EAAAA,cAAA,WACAA,EAAAA,cAAA,SAAG,8DAEDA,EAAAA,cAAA,YAAM,aAAgB,WAAQA,EAAAA,cAAA,YAAM,kBAAqB,gEACL,IACpDA,EAAAA,cAAA,KAAG6D,KAAK,+DAA8D,0BAEjE,IAAI,yEAKb7D,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,SACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,sBAGhB5D,EAAAA,cAAA,SAAG,sDACkDA,EAAAA,cAAA,SAAG,aAAc,IAAI,kLAK1EA,EAAAA,cAAA,SAAG,OACGA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,gCAA+B,aAAgB,0CAC9BpB,EAAAA,cAAA,YAAM,cAAiB,yIAIvDA,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oBACRC,QAAQ,8CACRiB,OAAO,iCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oBACRC,QAAQ,8CACRiB,OAAO,iCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oBACRC,QAAQ,6CACRiB,OAAO,iCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,+BACRC,QAAQ,2CACRiB,OAAO,oCAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,cACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,cAGhB5D,EAAAA,cAAA,SAAG,uOAMHA,EAAAA,cAAA,SAAG,sFAEcA,EAAAA,cAAA,YAAM,cAAiB,OAAIA,EAAAA,cAAA,YAAM,eAAkB,mEAGpEA,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,6BACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,oCACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,oCACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,gBACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,sCACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,4BACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,+BACRC,QAAQ,2CACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,4CACRiB,OAAO,6BAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,uCACRC,QAAQ,qDACRiB,OAAO,4CAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAAA,OAAKS,UAAU,cAAc+C,GAAG,WAC9BxD,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,eAAc,iBACrBxD,EAAAA,cAAA,SAAG,8EAEeA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,iBAAgB,sBAA0B,IAAI,yFAIzEpB,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,iBACPpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,yBACTC,QAAS,wCAIfE,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,iBACPpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,yCACTC,QAAS,8CAIfE,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,iBACPpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,yCACTC,QAAS,+CAKjBE,EAAAA,cAAA,aAIJA,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,QACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,gBAGhB5D,EAAAA,cAAA,SAAG,sOAMHA,EAAAA,cAAA,OAAK8D,MAAO,CAAEC,SAAU,QAASC,OAAQ,SAAUC,QAAS,KAC1DjE,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,+BACPpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,6BACTC,QAAS,+CAMjBE,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,UACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,uBACM5D,EAAAA,cAAA,YAAM,cAAiB,UAE7CA,EAAAA,cAAA,SAAG,8HAEwD,IACzDA,EAAAA,cAAA,YAAM,qBAAwB,iDAGhCA,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,uBACRC,QAAQ,oDACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,uBACRC,QAAQ,yCACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,+BACRC,QAAQ,2CACRiB,OAAO,oCAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,WACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,gCAGhB5D,EAAAA,cAAA,SAAG,kIAEwD,IACzDA,EAAAA,cAAA,YAAM,aAAgB,gBAAaA,EAAAA,cAAA,YAAM,cAAiB,iEAG5DA,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,6CACRiB,OAAO,+CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,wCACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,gCACRiB,OAAO,mCAGXf,EAAAA,cAAA,SAAG,yEACsE,IACvEA,EAAAA,cAAA,YAAM,eAAkB,cAE1BA,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,mCACRC,QAAQ,qDACRiB,OAAO,wCAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,SACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,0BAGhB5D,EAAAA,cAAA,SACEA,EAAAA,cAAA,YAAM,cAAiB,uEACE,IACzBA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,gCAA+B,aAAgB,wDACjBpB,EAAAA,cAAA,YAAM,mBAAsB,wBAGrEA,EAAAA,cAAA,OAAK8D,MAAO,CAAEC,SAAU,QAASC,OAAQ,SAAUC,QAAS,KAC1DjE,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,gCACPpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,uCACTC,QAAS,wDAMjBE,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,QACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,oBAGhB5D,EAAAA,cAAA,SACEA,EAAAA,cAAA,YAAM,cAAiB,6EACGA,EAAAA,cAAA,YAAM,iBAAqB,IAAC,IACtDA,EAAAA,cAAA,YAAM,YAAe,QAAKA,EAAAA,cAAA,YAAM,aAAgB,kBAAgB,IAChEA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,wCAAuC,aAAgB,kDAGlEpB,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,mBACRC,QAAQ,2CACRiB,OAAO,yCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,mBACRC,QAAQ,qCACRiB,OAAO,yCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,mBACRC,QAAQ,8CACRiB,OAAO,yCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oCACRC,QAAQ,yFACRiB,OAAO,uCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0CACRC,QAAQ,kDACRiB,OAAO,+CAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,UACLxD,EAAAA,cAAC4D,EAAAA,GAAU,MAAG,0BAGhB5D,EAAAA,cAAA,SAAG,iSAOHA,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,2CACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,gFACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,wCACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,4CACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,4CACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,yDACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,8CACRC,QAAQ,8FACRiB,OAAO,mDAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAAA,MAAIwD,GAAG,UAAS,uCAChBxD,EAAAA,cAAA,SAAG,mCAC+BA,EAAAA,cAAA,SAAG,yBAAyB,uHAI9DA,EAAAA,cAAA,SAAG,sBACmB,IACpBA,EAAAA,cAACmB,EAAAA,KAAI,CAAC0C,KAAK,4BAA2B,qBAAyB,IAAI,uCAC/B7D,EAAAA,cAAA,YAAM,OAAU,OAAK,IACzDA,EAAAA,cAAA,YAAM,MAAS,oBAAkB,IACjCA,EAAAA,cAACmB,EAAAA,KAAI,CAAC0C,KAAK,uCAAsC,mBAEzC,IAAI,+DAGd7D,EAAAA,cAACyD,EAAAA,EAAG,KACFzD,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,4CACRiB,OAAO,6BAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,4CACRC,QAAQ,wDACRiB,OAAO,wCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,wCACRC,QAAQ,8CACRiB,OAAO,8CAKbf,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAAA,OAAKS,UAAU,cAAc+C,GAAG,WAC9BxD,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAACmE,EAAAA,EAAkB,CAACC,YAAY,gBAIpCpE,EAAAA,cAAC2D,EAAAA,EAAO,MAER3D,EAAAA,cAACuD,EAAAA,EAAS,KACRvD,EAAAA,cAACqE,EAAAA,EAAO,OAGVrE,EAAAA,cAAC2D,EAAAA,EAAO,MAGd,C,sFCzoBA,MAAMW,EAAO,KAAe,EACtB9B,EAA4B,cAAiB,EACjD+B,WACA/D,OACAC,YACAsC,UACAN,OACAO,WACAF,QACA0B,WACAhB,KACAiB,cACGC,GACFC,KACDJ,GAAW,QAAmBA,EAAU,cACpB,UAAM,WAAW,CACnCK,SAAU,EAAc,SAAK,QAAS,CACpCnE,UAAW8D,EACX/D,KAAMA,EACNiC,KAAMA,EACNK,MAAOA,EACP6B,IAAKF,EACLI,aAAc,MACd9B,UAAWA,EACXyB,WAAYA,EACZxB,SAAUA,GAAYsB,EACtBd,GAAIA,KACW,SAAK,IAAQ,IACzBkB,EACHC,IAAKA,EACLlE,UAAW,IAAWA,EAAW+D,GAAY,YAC7C/B,UAAMqC,EACNC,UAAMD,EACNE,GAAI,QACJC,QAASzB,UAIfhB,EAAa0C,YAAc,eAC3B,K","sources":["webpack://the-python-graph-gallery/./src/components/ChartImage.js","webpack://the-python-graph-gallery/./src/components/ChartImageContainer.js","webpack://the-python-graph-gallery/./src/components/SEO.jsx","webpack://the-python-graph-gallery/./src/pages/matplotlib.js","webpack://the-python-graph-gallery/./node_modules/react-bootstrap/esm/ToggleButton.js"],"sourcesContent":["import './chartImage.css';\n\nimport React from 'react';\nimport { useStaticQuery, graphql } from 'gatsby';\nimport { GatsbyImage } from 'gatsby-plugin-image';\nimport PropTypes from 'prop-types';\n\nconst allGifs = [\n 'animated_chart',\n 'animated_gapminder.gif',\n 'animated_volcano.gif',\n];\n\n// This component displays a logo representing a chart type of the gallery. Example: bar chart\n// Logo has a different size depending on the window size.\nexport default function ChartImage({ imgName, caption }) {\n if (allGifs.includes(imgName)) {\n return

TODO

;\n }\n\n const data = useStaticQuery(graphql`\n query MyQuery {\n allFile(filter: { relativeDirectory: { eq: \"graph\" } }) {\n edges {\n node {\n id\n name\n childImageSharp {\n gatsbyImageData(placeholder: BLURRED, layout: FULL_WIDTH)\n }\n }\n }\n }\n }\n `);\n\n const image = data.allFile.edges.find((n) => {\n return n.node.name.includes(imgName);\n });\n\n if (!image) {\n return null;\n }\n\n // Note: alt tag looks to be ignored?\n return (\n <>\n
\n \n {caption && (\n
\n
\n

{caption}

\n
\n
\n )}\n
\n \n );\n}\n\nChartImage.propTypes = {\n imgName: PropTypes.string,\n caption: PropTypes.string,\n};\n","import React from \"react\";\nimport ChartImage from \"../components/ChartImage\";\nimport Col from \"react-bootstrap/Col\";\nimport { Link } from \"gatsby\";\n\n// This component wraps a chart image into a column and make it responsive + clickable\nexport default function ChartImageContainer({ imgName, caption, linkTo }) {\n return (\n \n \n \n \n \n );\n}\n","// made following the Gatsby Doc: https://www.gatsbyjs.com/docs/how-to/adding-common-features/adding-seo-component/\n\n// This component is called by every page of the website.\n// At the top of each page you will find a Head component export that calls this SEO component\n\n// The SEO component will add stuff like title, description, image, lang... in the head of the HTML page\n// AdThrive ads code is also added here\n\nimport React from 'react';\n\nexport const SEO = ({ title, seoDescription, keywords }) => {\n return (\n <>\n {title}\n \n \n \n \n\n \n \n \n \n \n \n );\n};\n","import React from 'react';\nimport TitleAndDescription from '../components/TitleAndDescription';\nimport Layout from '../components/Layout';\nimport Container from 'react-bootstrap/Container';\nimport Contact from '../components/Contact';\nimport Row from 'react-bootstrap/Row';\nimport ChartImageContainer from '../components/ChartImageContainer';\nimport ChartFamilySection from '../components/ChartFamilySection';\nimport { Link } from 'gatsby';\nimport { Matplotlib } from '../components/MiscellaneousLogos';\nimport { Col, ToggleButton } from 'react-bootstrap';\nimport CodeChunk from '../components/CodeChunk';\nimport ChartImage from '../components/ChartImage';\nimport Spacing from '../components/Spacing';\nimport { Button } from 'react-bootstrap';\nimport { SEO } from '../components/SEO';\n\nconst chartDescription =\n \"

Matplotlib is the most famous library for data visualization with python. It allows to create literally every type of chart with a great level of customization. This page provides some general tips that can be applied on any kind of chart made with matplotlib like customizing titles or colors. If you're looking at creating a specific chart type, visit the gallery instead.

\";\n\nconst quickCode = `# library\nimport numpy as np\nimport matplotlib.pyplot as plt\n\n# Create data\nx=range(1,6)\ny=[1,4,6,8,4]\n\n# Area plot\nplt.fill_between(x, y)\nplt.show()\n`;\n\nconst pyplotAPI = `# import libraries\nimport pandas as pd\nimport matplotlib.pyplot as plt\n\n# Create a data frame\ndf = pd.DataFrame ({'Group': ['A', 'B', 'C', 'D', 'E'], 'Value': [1,5,4,3,9]})\n\n# Create horizontal bars\nplt.barh(y=df.Group, width=df.Value);\n\n# Add title\nplt.title('A simple barplot');\n`;\n\nconst objOrientedAPI = `# import libraries\nimport pandas as pd\nimport matplotlib.pyplot as plt\n\n# Create a data frame\ndf = pd.DataFrame ({'Group': ['A', 'B', 'C', 'D', 'E'], 'Value': [1,5,4,3,9]})\n\n# Initialize a Figure and an Axes\nfig, ax = plt.subplots()\n\n# Fig size\nfig.set_size_inches(9,9)\n\n# Create horizontal bars\nax.barh(y=df.Group, width=df.Value);\n\n# Add title\nax.set_title('A simple barplot');\n`;\n\nconst allStyle = [\n 'seaborn-darkgrid',\n 'seaborn-notebook',\n 'classic',\n 'seaborn-ticks',\n 'grayscale',\n 'bmh',\n 'seaborn-talk',\n 'dark_background',\n 'ggplot',\n 'fivethirtyeight',\n '_classic_test',\n 'seaborn-colorblind',\n 'seaborn-deep',\n 'seaborn-whitegrid',\n 'seaborn-bright',\n 'seaborn-poster',\n 'seaborn-muted',\n 'seaborn-paper',\n 'seaborn-white',\n 'seaborn-pastel',\n 'seaborn-dark',\n 'seaborn',\n 'seaborn-dark-palette',\n];\n\nexport const Head = () => (\n \n);\n\nexport default function Matplotlibs() {\n const [selectedParameter, setSelectedParameter] = React.useState(allStyle[0]);\n\n const allStyleButtons = allStyle.map((item, i) => (\n setSelectedParameter(e.currentTarget.value)}\n >\n {item}\n \n ));\n\n return (\n \n \n\n \n

⏱ Quick start

\n \n \n

\n Matplotlib is the most famous python data\n visualization library. It is widely used and most of other viz\n libraries (like seaborn) are actually built on top of\n it.\n

\n

\n Once installed, matplotlib must be imported, usually using{' '}\n import matplotlib.pyplot as plt. You can then use use\n the functions available in the plt object.\n

\n \n \n \n \n \n \n
\n {quickCode}\n
\n\n \n\n \n

\n \n Basic vocabulary\n

\n

\n The figure below describes the anatomy of a matplotlib{' '}\n charts. It names all the main components, names that you need to know\n to understand the documentation properly.\n

\n

\n ⚠️ Disclaimer: this figure comes from the very\n complete{' '}\n \n matplotlib documentation\n \n . Have a look at it for a thorough explanation on how this library\n works.\n

\n
\n \n
\n \n \n \n
\n\n \n\n \n

\n \n Two distinct APIs\n

\n

\n There are 2 main ways to build a chart with matplotlib: the{' '}\n pyplot API and the object-oriented API.\n

\n

\n ➡️ pyplot API\n

\n

\n Pyplot is a collection of functions, each function applying a change\n to a figure. For instance, plt.barh() will build a\n barplot and plt.title() will add a title to it.\n

\n {pyplotAPI}\n\n
\n
\n

\n ➡️ object oriented API\n

\n

\n The object oriented API usually starts by initializing one{' '}\n Figure object and one or more Axes object\n using the subplot() function. Then the methods of those\n objects will be used to apply changes to the chart.\n

\n {objOrientedAPI}\n\n
\n
\n

\n See how the syntax slightly differs between both options? (\n plt.title versus ax.set_title(). This is\n pretty confusing and I advise to have a look to the{' '}\n \n official documentation\n {' '}\n for a more thorough explanation. In the gallery, both APIs are used.\n

\n
\n\n \n\n \n

\n \n Customizing titles\n

\n

\n The title is a key part of a good chart. It has to summarize{' '}\n its key message in a few words. Always avoid to simply repeat what is\n displayed on each axis. Try to provide some more insight allowing to\n understand the main result instead.\n

\n

\n The post #190 goes in\n depth on how to customize the matplotlib\n title. All the main types of change are descried: changing its color,\n adding a subtitle, using math formulas and so on. Give it a go!\n

\n \n \n \n \n \n \n
\n\n \n\n \n

\n \n Annotation\n

\n

\n Annotation is a key part of a great visualization. It transforms a\n simple chart in a whole piece of story telling. Before you share your\n graph with anyone, make sure the key insight are highlighted with\n labels, shapes or color.\n

\n

\n All those kind of annotation are built thanks to various matplotlib\n functions like annotate() or add_patch().\n The blogposts showcased below should get you started with it.\n

\n \n \n \n \n \n \n \n \n \n \n \n
\n\n \n\n
\n \n

✨ Cheatsheets

\n

\n It's pretty hard to remember all the matplotlib associated\n vocabulary. The cheatsheet section{' '}\n is here to help, with a few sheets that you'll probably want to use\n on a daily basis.\n

\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
\n
\n
\n\n \n\n \n

\n \n Custom fonts\n

\n

\n Using custom fonts adds a nice touch to your graph and make it shine\n among all the other plots using defaults. The blog-post below will\n guide you through the process: installing a font and calling it with\n matplotlib functions.\n

\n
\n \n \n \n
\n
\n\n \n\n \n

\n \n Add margin around a matplotlib chart\n

\n

\n It is a common struggle to deal with the margins around the chart.\n Fortunately this is pretty straightforward thanks to the{' '}\n subplots_adjust() function as explained in the examples\n below.\n

\n \n \n \n \n \n
\n\n \n\n \n

\n \n Split the figure in subplots\n

\n

\n It can be really useful to split your graphic window in several parts,\n in order to display several charts in the same time. The{' '}\n subplot() function of matplotlib allows to\n do it quickly with a great level of customization.\n

\n \n \n \n \n \n

\n Additional note: how to remove some unused entries in a grid using the{' '}\n ax.remove() function:\n

\n \n \n \n
\n\n \n\n \n

\n \n Available style sheets\n

\n

\n Matplotlib comes with a set of 26 pre-built themes to\n style your chart easily.{' '}\n This post is dedicated\n to this feature, explaining how to use plt.style.use() to\n pick a theme up.\n

\n
\n \n \n \n
\n
\n\n \n\n \n

\n \n Customizing axis\n

\n

\n Matplotlib allows every kind of axis configuration. It is\n mainly done thanks to the tick_params(),{' '}\n xticks() and xlabels() functions. The{' '}\n post #191 will\n guide you through all the possibilities.\n

\n \n \n \n \n \n \n \n
\n\n \n\n \n

\n \n Customizing the legend\n

\n

\n If you have several colors or marker on your chart, you can't escape\n the hassle of building a nice legend. The blogpost linked below should\n help for all the most common use cases like positioning the legend,\n adding and customizing a title to it, controling markers and labels\n and more.\n

\n \n \n \n \n \n \n \n \n \n
\n\n \n\n \n

Insert images in a matplotlib graph

\n

\n It can be very useful to insert one or several images in a\n matplotlib graph. It can be used for the graph caption or even inside\n the chart area to provide more context.\n

\n

\n Please find below a{' '}\n complete tutorial{' '}\n explaining how to proceed using the PIL and{' '}\n io libraries, and a{' '}\n \n real life usage\n {' '}\n of this technique to produce a beautiful & polished figure.\n

\n \n \n \n \n \n
\n\n \n\n
\n \n \n \n
\n\n \n\n \n \n \n\n \n
\n );\n}\n","import classNames from 'classnames';\nimport * as React from 'react';\nimport { useBootstrapPrefix } from './ThemeProvider';\nimport Button from './Button';\nimport { jsx as _jsx } from \"react/jsx-runtime\";\nimport { Fragment as _Fragment } from \"react/jsx-runtime\";\nimport { jsxs as _jsxs } from \"react/jsx-runtime\";\nconst noop = () => undefined;\nconst ToggleButton = /*#__PURE__*/React.forwardRef(({\n bsPrefix,\n name,\n className,\n checked,\n type,\n onChange,\n value,\n disabled,\n id,\n inputRef,\n ...props\n}, ref) => {\n bsPrefix = useBootstrapPrefix(bsPrefix, 'btn-check');\n return /*#__PURE__*/_jsxs(_Fragment, {\n children: [/*#__PURE__*/_jsx(\"input\", {\n className: bsPrefix,\n name: name,\n type: type,\n value: value,\n ref: inputRef,\n autoComplete: \"off\",\n checked: !!checked,\n disabled: !!disabled,\n onChange: onChange || noop,\n id: id\n }), /*#__PURE__*/_jsx(Button, {\n ...props,\n ref: ref,\n className: classNames(className, disabled && 'disabled'),\n type: undefined,\n role: undefined,\n as: \"label\",\n htmlFor: id\n })]\n });\n});\nToggleButton.displayName = 'ToggleButton';\nexport default ToggleButton;"],"names":["allGifs","ChartImage","_ref","imgName","caption","includes","React","image","useStaticQuery","allFile","edges","find","n","node","name","className","GatsbyImage","childImageSharp","gatsbyImageData","alt","ChartImageContainer","linkTo","Col","xs","md","Link","to","SEO","title","seoDescription","keywords","lang","content","property","chartDescription","quickCode","pyplotAPI","objOrientedAPI","allStyle","Head","Matplotlibs","selectedParameter","setSelectedParameter","map","item","i","ToggleButton","type","active","key","variant","size","value","checked","onChange","e","currentTarget","Layout","isTocEnabled","TitleAndDescription","description","Container","id","Row","CodeChunk","Spacing","Matplotlib","href","style","maxWidth","margin","padding","Button","ChartFamilySection","chartFamily","Contact","noop","bsPrefix","disabled","inputRef","props","ref","children","autoComplete","undefined","role","as","htmlFor","displayName"],"sourceRoot":""} \ No newline at end of file diff --git a/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js b/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js new file mode 100644 index 0000000000..8746f36aac --- /dev/null +++ b/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js @@ -0,0 +1,2 @@ +"use strict";(self.webpackChunkthe_python_graph_gallery=self.webpackChunkthe_python_graph_gallery||[]).push([[7993],{7128:function(e,t,a){a.d(t,{Z:function(){return i}});var l=a(7294),n=a(1883),o=a(8032);const r=["animated_chart","animated_gapminder.gif","animated_volcano.gif"];function i(e){let{imgName:t,caption:a}=e;if(r.includes(t))return l.createElement("p",null,"TODO");const i=(0,n.useStaticQuery)("2757772085").allFile.edges.find((e=>e.node.name.includes(t)));return i?l.createElement(l.Fragment,null,l.createElement("div",{className:"chartImageContainer"},l.createElement(o.G,{image:i.node.childImageSharp.gatsbyImageData,alt:a,className:"chartImageImg"}),a&&l.createElement("div",{className:"chartImageOverlay"},l.createElement("div",{className:"chartImageOverlayText"},l.createElement("p",null,a))))):null}},4596:function(e,t,a){a.d(t,{Z:function(){return i}});var l=a(7294),n=a(7128),o=a(1555),r=a(1883);function i(e){let{imgName:t,caption:a,linkTo:i}=e;return l.createElement(o.Z,{xs:12,md:4},l.createElement(r.Link,{to:i},l.createElement(n.Z,{imgName:t,caption:a})))}},9389:function(e,t,a){a.d(t,{H:function(){return n}});var l=a(7294);const n=e=>{let{title:t,seoDescription:a,keywords:n}=e;return l.createElement(l.Fragment,null,l.createElement("title",null,t),l.createElement("html",{lang:"en"}),l.createElement("meta",{name:"description",content:a||"How to build a chart with Python"}),l.createElement("meta",{name:"author",content:"Yan Holtz"}),l.createElement("meta",{name:"keywords",content:n||"python, chart, graph, code, viz, dataviz"}),l.createElement("meta",{property:"og:site_name",content:"The Python Graph Gallery"}),l.createElement("meta",{property:"og:title",content:t+" | The Python Graph Gallery"}),l.createElement("meta",{property:"og:image",content:"https://github.com/holtzy/The-Python-Graph-Gallery/blob/master/static/overview_PGG.png?raw=true"}),l.createElement("meta",{property:"og:description",content:a}),l.createElement("meta",{name:"twitter:image",content:"https://github.com/holtzy/The-Python-Graph-Gallery/blob/master/static/overview_PGG.png?raw=true"}))}},888:function(e,t,a){a.r(t),a.d(t,{Head:function(){return v},default:function(){return Z}});var l=a(7294),n=a(429),o=a(2057),r=a(682),i=a(1190),c=a(4051),m=a(4596),s=a(8742),p=a(1883),h=a(4125),u=a(1555),d=a(5005),g=a(2737),b=a(7128),E=a(3921),w=a(9389);const y=l.createElement(l.Fragment,null,l.createElement("p",null,"A"," ",l.createElement("a",{href:"https://www.data-to-viz.com/graph/scatter.html"},"scatter plot")," ","displays the relationship between 2 numeric variables, one being displayed on the X axis (horizontal) and the other on the Y axis (vertical). Each data point is represented as a ",l.createElement("b",null,"circle"),"."),l.createElement("p",null,"Several tools allow to build scatterplots in python."," ",l.createElement(p.Link,{href:"/seaborn"},"Seaborn")," is probably the most straightforward library for the job, but ",l.createElement(p.Link,{href:"/matplotlib"},"matplotlib")," allows a greater level of customization. If you are looking for an interactive chart, ",l.createElement(p.Link,{href:"/plotly"},"plotly")," is definitely the way to go."),l.createElement("p",null,"This page provides many examples of scatterplots made with those Python tools, going from ",l.createElement("b",null,"simple examples")," to ",l.createElement("b",null,"highly customized")," ","versions.")),f='# library & dataset\nimport seaborn as sns\ndf = sns.load_dataset(\'iris\')\n\n# use the function regplot to make a scatterplot\nsns.regplot(x=df["sepal_length"], y=df["sepal_width"])\n',k="# libraries\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport pandas as pd\n\n# Create a dataset:\ndf=pd.DataFrame({'x_values': range(1,101), 'y_values': np.random.randn(100)*15+range(1,101) })\n\n# plot\nplt.plot( 'x_values', 'y_values', data=df, linestyle='none', marker='o')\nplt.show()\n",v=()=>l.createElement(w.H,{title:"Scatterplot",seoDescription:"A collection of scatterplot examples made with Python, coming with explanation and reproducible code"});function Z(){return l.createElement(o.Z,{isTocEnabled:!0},l.createElement(n.Z,{title:"Scatterplot",description:y}),l.createElement(r.Z,null,l.createElement("h2",{id:"Quick start"},"⏱ Quick start (Seaborn)"),l.createElement(c.Z,{className:"align-items-center"},l.createElement(u.Z,{md:6},l.createElement("p",null,"The ",l.createElement("code",null,"regplot()")," function of the ",l.createElement("code",null,"Seaborn")," ","library is definitely the best way to build a scatterplot in minutes. 🔥"),l.createElement("p",null,"Simply pass a numeric column of a data frame to both the"," ",l.createElement("code",null,"x")," and ",l.createElement("code",null,"y")," variable and the function will handle the rest.")),l.createElement(u.Z,{md:6},l.createElement(p.Link,{to:"/40-basic-scatterplot-seaborn"},l.createElement(b.Z,{imgName:"40_Basic_Scatterplot_seaborn",caption:"Basic boxplot with Python and Seaborn from various data input formats."})))),l.createElement(g.Z,null,f),l.createElement("br",null)),l.createElement(E.Z,null),l.createElement("div",{className:"greySection"},l.createElement(r.Z,null,l.createElement("h2",{id:"Common caveats"},"⚠️ Scatterplot and overplotting"),l.createElement("p",null,"The main danger with scatterplots is"," ",l.createElement("a",{href:"https://www.data-to-viz.com/caveat/overplotting.html"},"overplotting"),". When the sample size gets big, circles tend to overlap, making the figure unreadable."),l.createElement("p",null,"Several workarounds exist to fix the issue, like using opacity or switching to another chart type:"),l.createElement(c.Z,null,l.createElement(m.Z,{imgName:"134_Fighting_overplotting1",caption:"Basic boxplot. You can quickly read the median, quartiles and outliers of each group.",linkTo:"/134-how-to-avoid-overplotting-with-python"}),l.createElement(m.Z,{imgName:"134_Fighting_overplotting2",caption:"If you add individual points with jitter, a bimodal distribution appears for group B",linkTo:"/134-how-to-avoid-overplotting-with-python"}),l.createElement(m.Z,{imgName:"134_Fighting_overplotting10",caption:"If you have a very large dataset, the violin plot is a better alternative than jittering",linkTo:"/134-how-to-avoid-overplotting-with-python"})),l.createElement(p.Link,{to:"/134-how-to-avoid-overplotting-with-python"},l.createElement(d.Z,{size:"sm"},"Code and more")))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Seaborn"},l.createElement(h._I,null),"Scatterplots with ",l.createElement("code",null,"Seaborn")),l.createElement("p",null,l.createElement(p.Link,{to:"/seaborn"},"Seaborn")," is a python library allowing to make better charts easily. The ",l.createElement("code",null,"regplot()")," function should get you started in minutes. The"," ",l.createElement(p.Link,{to:"/40-basic-scatterplot-seaborn"},"first example")," below explains how to build the most basic scatterplot with python. Then, several types of customization are described: adding a"," ",l.createElement(p.Link,{to:"/42-custom-linear-regression-fit-seaborn"},"regression")," ","line, tweaking ",l.createElement(p.Link,{to:"/41-control-marker-features"},"markers")," ","and ",l.createElement(p.Link,{to:"/44-control-axis-limits-of-plot-seaborn"},"axis"),", adding ",l.createElement(p.Link,{to:"/46-add-text-annotation-on-scatterplot"},"labels")," ","and more."),l.createElement(c.Z,null,l.createElement(m.Z,{imgName:"40_Basic_Scatterplot_seaborn",caption:"Most basic scatterplot with seaborn",linkTo:"/40-basic-scatterplot-seaborn"}),l.createElement(m.Z,{imgName:"42_Scatterplot_custom_linear_fit_seaborn",caption:"Add a regression thanks to the fit_reg parameter",linkTo:"/42-custom-linear-regression-fit-seaborn"}),l.createElement(m.Z,{imgName:"41_Scatterplot_change_marker_shape_seaborn",caption:"Customize markers: color, size, opacity, type and more",linkTo:"/41-control-marker-features"}),l.createElement(m.Z,{imgName:"43_seaborn_map_color_to_a_avariable3",caption:"Color dots according to a group",linkTo:"/43-use-categorical-variable-to-color-scatterplot-seaborn"}),l.createElement(m.Z,{imgName:"44_seaborn_control_axis_limits",caption:"Control X and Y axes limits",linkTo:"/44-control-axis-limits-of-plot-seaborn"}),l.createElement(m.Z,{imgName:"45_set_color_of_each_point_in_scatterplot_seaborn",caption:"Control the marker's color according to their coordinates",linkTo:"/45-control-color-of-each-marker-seaborn"}),l.createElement(m.Z,{imgName:"46_add_text_annotation_scatterplot_seaborn3",caption:"Add labels manually on your scatterplot",linkTo:"/46-add-text-annotation-on-scatterplot"}))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Related to Seaborn "},"💡 Other charts involving scatterplots and ",l.createElement("code",null,"Seaborn")),l.createElement("p",null,"If you are interested in scatterplots, some other chart could be useful to you."),l.createElement("p",null,"A scatterplot with"," ",l.createElement(p.Link,{to:"/82-marginal-plot-with-seaborn"},"marginal distribution")," ","allows to check the distribution of both the ",l.createElement("code",null,"x")," and"," ",l.createElement("code",null,"y")," variables. A"," ",l.createElement(p.Link,{to:"/111-custom-correlogram"},"correlogram")," allows to check the relationship between each pair of numeric variables in a dataset."),l.createElement(c.Z,null,l.createElement(m.Z,{imgName:"82_seaborn_jointplot4",caption:"Scatterplot with marginal distributions",linkTo:"/82-marginal-plot-with-seaborn"}),l.createElement(m.Z,{imgName:"111_Correlogram_custom4",caption:"Build a correlogram with the pairplot function",linkTo:"/111-custom-correlogram"}))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Quick start"},"⏱ Quick start (Matplotlib)"),l.createElement(c.Z,{className:"align-items-center"},l.createElement(u.Z,{md:6},l.createElement("p",null,l.createElement(p.Link,{to:"/matplotlib"},"Matplotlib")," also requires only a few lines of code to draw a scatterplot thanks to its"," ",l.createElement("code",null,"plot()")," function. The resulting chart is not as good-looking, but the function probably offers more flexibility in term of customization.")),l.createElement(u.Z,{md:6},l.createElement(p.Link,{to:"/130-basic-matplotlib-scatterplot"},l.createElement(b.Z,{imgName:"130_Basic_Matplotlib_Scatterplot",caption:"Most basic scatterplot with Matplotlib."})))),l.createElement(g.Z,null,k),l.createElement("br",null)),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Matplotlib"},l.createElement(h.rS,null),"Scatterplots with ",l.createElement("code",null,"Matplotlib")),l.createElement("p",null,l.createElement("code",null,"Matplotlib")," is another great alternative to build scatterplots with python. As often, it takes a bit more lines of code to get a decent chart, but allows more customization."),l.createElement("p",null,"The examples below should get you covered for all the most common problems: adding"," ",l.createElement(p.Link,{to:"/193-annotate-matplotlib-chart"},"markers"),", adding",l.createElement(p.Link,{to:"/193-annotate-matplotlib-chart"},"labels"),", changing"," ",l.createElement(p.Link,{to:"/131-custom-a-matplotlib-scatterplot"},"shapes")," and more."),l.createElement(c.Z,null,l.createElement(m.Z,{imgName:"130_Basic_Matplotlib_Scatterplot",caption:"Most basic scatterplot with Matplotlib",linkTo:"/130-basic-matplotlib-scatterplot"}),l.createElement(m.Z,{imgName:"131_Custom_Matplotlib_Scatterplot5",caption:"Customize marker features: size, color, stroke, type and more",linkTo:"/131-custom-a-matplotlib-scatterplot"}),l.createElement(m.Z,{imgName:"193_annotate6",caption:"Display a math equation on your matplotlib chart",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(m.Z,{imgName:"193_annotate5",caption:"Matplotlib: add horizontal and vertical ablines",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(m.Z,{imgName:"193_annotate2",caption:"Highlight a specific area of the chart with Matplotlib",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(m.Z,{imgName:"193_annotate1",caption:"Add an annotation to highlight a specific marker",linkTo:"/193-annotate-matplotlib-chart"}),l.createElement(m.Z,{imgName:"manhattan-plot-with-matplotlib",caption:"How to build a Manhattan plot with Python and Matplotlib",linkTo:"/manhattan-plot-with-matplotlib"}),l.createElement(m.Z,{imgName:"custom-legend-with-matplotlib2",caption:"Scatterplot with grouping and legend",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(m.Z,{imgName:"custom-legend-with-matplotlib6",caption:"Legend customization: how to control location, add a background, customize labels and markers and more",linkTo:"/custom-legend-with-matplotlib"}),l.createElement(m.Z,{imgName:"scatterplot-and-log-scale-in-matplotlib",caption:"How to use a log scale for the X or the Y axis.",linkTo:"/scatterplot-and-log-scale-in-matplotlib"}),l.createElement(m.Z,{imgName:"scatterplot-with-regression-fit-in-matplotlib",caption:"How to compute and add a linear regression to a scatterplot with Python and matplotlib",linkTo:"/scatterplot-with-regression-fit-in-matplotlib"}),l.createElement(m.Z,{imgName:"556-visualize-linear-regression-1",caption:"Linear regression with statistics on top of a scatterplot",linkTo:"/556-visualize-linear-regression"}),l.createElement(m.Z,{imgName:"556-visualize-linear-regression-2",caption:"Customized linear regression with statistics on top of a scatterplot",linkTo:"/556-visualize-linear-regression"}),l.createElement(m.Z,{imgName:"534-highly-customized-layout",caption:"Subplot, title, and margin customization",linkTo:"/534-highly-customized-layout"}),l.createElement(m.Z,{imgName:"513-add-logo-matplotlib",caption:"How to add an img into a matplotlib chart",linkTo:"/513-add-logo-matplotlib"}),l.createElement(m.Z,{imgName:"how-to-custom-annotations-matplotlib",caption:"Link title and scatter plot with custom annotations",linkTo:"/how-to-custom-annotations-matplotlib"}))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Plotly"},l.createElement(h.Ne,null),"Scatterplots with ",l.createElement("code",null,"Plotly")),l.createElement("p",null,"If you are looking for an ",l.createElement("b",null,"interactive")," scatterplot,"," ",l.createElement(p.Link,{href:"/plotly"},"plotly")," is definitely the way to go."),l.createElement("p",null,"Interactivity is a real plus for scatterplots. It is very useful to have a ",l.createElement("b",null,"tooltip")," associated to every markers to get some additional information about it. ",l.createElement("b",null,"Zooming")," on a specific area of the scatterplot is also very valuable sometimes."),l.createElement("p",null,"The examples below should help you get started quickly with the plotly API:"),l.createElement(c.Z,null,l.createElement(m.Z,{imgName:"511-interactive-scatterplot-with-plotly-1",caption:"Most basic scatterplot with plotly",linkTo:"/511-interactive-scatterplot-with-plotly"}),l.createElement(m.Z,{imgName:"511-interactive-scatterplot-with-plotly-2",caption:"Plotly scatterplot with several levels of grouping",linkTo:"/511-interactive-scatterplot-with-plotly"}),l.createElement(m.Z,{imgName:"511-interactive-scatterplot-with-plotly-3",caption:"Plotly scatterplot with a trend line",linkTo:"/511-interactive-scatterplot-with-plotly"}))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Pandas"},l.createElement(h.JK,null),"Scatterplots with ",l.createElement("code",null,"Pandas")),l.createElement("p",null,l.createElement("a",{href:"https://python-graph-gallery.com/pandas/"},"Pandas"),", a data analysis library, also offers functions to build scatterplots. It uses matplotlib under the hood, but the ",l.createElement("b",null,"syntax is more concise"),"."),l.createElement("p",null,"The main difference is that we have to work with ",l.createElement("b",null,"Pandas objects")," ","such as ",l.createElement("code",null,"Series")," and ",l.createElement("code",null,"DataFrame"),"."),l.createElement("p",null,"The examples below should help you get started quickly with the pandas API:"),l.createElement(c.Z,null,l.createElement(m.Z,{imgName:"535-introduction-to-scatter-plot-with-pandas",caption:"Introduction to scatter plot with pandas",linkTo:"/535-introduction-to-scatter-plot-with-pandas"}),l.createElement(m.Z,{imgName:"536-customizing-scatter-plots-with-pandas",caption:"Customize scatter plots with pandas",linkTo:"/536-customizing-scatter-plots-with-pandas"}),l.createElement(m.Z,{imgName:"537-scatter-plots-grouped-by-color-with-pandas",caption:"Scatter plots grouped by color with pandas",linkTo:"/537-scatter-plots-grouped-by-color-with-pandas"}))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement("h2",{id:"Best"},l.createElement(h.rS,null),"Best python scatterplot examples"),l.createElement("p",null,"The web is full of astonishing charts made by awesome bloggers, (often using ",l.createElement("a",{href:"https://www.r-graph-gallery.com"},"R"),"). The"," ",l.createElement("a",{href:"https://python-graph-gallery.com"},"Python graph gallery")," ","tries to display (or translate from R) some of the best creations and explain how their source code works."),l.createElement("p",null,"The ",l.createElement(p.Link,{to:"/web-text-repel-with-matplotlib"},"first example")," ","below demos how to add clean labels on a scatterplot, automatically avoiding overlapping. It also explains how to control background, fonts, titles and more."),l.createElement("p",null,"If you want to display your work here, please drop me a word or even better, submit a"," ",l.createElement("a",{href:"https://github.com/holtzy/The-Python-Graph-Gallery"},"Pull Request"),"!"),l.createElement(c.Z,null,l.createElement(u.Z,{xs:12,md:4},l.createElement(p.Link,{to:"/web-text-repel-with-matplotlib"},l.createElement(b.Z,{imgName:"web-text-repel-with-matplotlib-square",caption:"Learn how to use the adjustText library to add many labels with no overlaps."}))),l.createElement(u.Z,{xs:12,md:4},l.createElement(p.Link,{to:"/web-scatterplot-text-annotation-and-regression-matplotlib"},l.createElement(b.Z,{imgName:"web-scatterplot-text-annotation-and-regression-matplotlib-square",caption:"Scatterplot with regression fit, group colors and non-overlapping labels."}))),l.createElement(u.Z,{xs:12,md:4},l.createElement(p.Link,{to:"/web-scatterplot-astronaut"},l.createElement(b.Z,{imgName:"web-scatterplot-astronaut-square",caption:"Dark mode scatterplot with custom annotations, title and explanations. All of that with a very good appearance!"}))),l.createElement(u.Z,{xs:12,md:4},l.createElement(p.Link,{to:"/web-scatterplot-with-images-in-circles"},l.createElement(b.Z,{imgName:"web-scatterplot-with-images-in-circles",caption:"A scatter plot with images inside each marker to provide additional context"}))),l.createElement(u.Z,{xs:12,md:4},l.createElement(p.Link,{to:"/web-bubble-plot-with-annotations-and-custom-features"},l.createElement(b.Z,{imgName:"web-bubble-plot-with-annotations-and-custom-features",caption:"A scatter plot with custom annotations and colors, with some markers being circled"}))))),l.createElement(E.Z,null),l.createElement("div",{className:"greySection",id:"related"},l.createElement(r.Z,null,l.createElement(s.Z,{chartFamily:"correlation"}))),l.createElement(E.Z,null),l.createElement(r.Z,null,l.createElement(i.Z,null)),l.createElement(E.Z,null))}}}]); +//# sourceMappingURL=component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js.map \ No newline at end of file diff --git a/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js.map b/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js.map new file mode 100644 index 0000000000..1ad30d595f --- /dev/null +++ b/component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js.map @@ -0,0 +1 @@ +{"version":3,"file":"component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js","mappings":"4MAOA,MAAMA,EAAU,CACd,iBACA,yBACA,wBAKa,SAASC,EAAUC,GAAwB,IAAvB,QAAEC,EAAO,QAAEC,GAASF,EACrD,GAAIF,EAAQK,SAASF,GACnB,OAAOG,EAAAA,cAAA,SAAG,QAGZ,MAgBMC,GAhBOC,EAAAA,EAAAA,gBAAe,cAgBTC,QAAQC,MAAMC,MAAMC,GAC9BA,EAAEC,KAAKC,KAAKT,SAASF,KAG9B,OAAKI,EAMHD,EAAAA,cAAAA,EAAAA,SAAA,KACEA,EAAAA,cAAA,OAAKS,UAAU,uBACbT,EAAAA,cAACU,EAAAA,EAAW,CACVT,MAAOA,EAAMM,KAAKI,gBAAgBC,gBAClCC,IAAKf,EACLW,UAAU,kBAEXX,GACCE,EAAAA,cAAA,OAAKS,UAAU,qBACbT,EAAAA,cAAA,OAAKS,UAAU,yBACbT,EAAAA,cAAA,SAAIF,OAfP,IAsBX,C,mGCzDe,SAASgB,EAAmBlB,GAAgC,IAA/B,QAAEC,EAAO,QAAEC,EAAO,OAAEiB,GAAQnB,EACtE,OACEI,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAIL,GACRf,EAAAA,cAACL,EAAAA,EAAU,CAACE,QAASA,EAASC,QAASA,KAI/C,C,qECJO,MAAMuB,EAAMzB,IAA0C,IAAzC,MAAE0B,EAAK,eAAEC,EAAc,SAAEC,GAAU5B,EACrD,OACEI,EAAAA,cAAAA,EAAAA,SAAA,KACEA,EAAAA,cAAA,aAAQsB,GACRtB,EAAAA,cAAA,QAAMyB,KAAK,OACXzB,EAAAA,cAAA,QACEQ,KAAK,cACLkB,QAASH,GAAkB,qCAE7BvB,EAAAA,cAAA,QAAMQ,KAAK,SAASkB,QAAQ,cAC5B1B,EAAAA,cAAA,QACEQ,KAAK,WACLkB,QAASF,GAAY,6CAGvBxB,EAAAA,cAAA,QAAM2B,SAAS,eAAeD,QAAQ,6BACtC1B,EAAAA,cAAA,QACE2B,SAAS,WACTD,QAASJ,EAAQ,gCAEnBtB,EAAAA,cAAA,QACE2B,SAAS,WACTD,QAAQ,oGAEV1B,EAAAA,cAAA,QAAM2B,SAAS,iBAAiBD,QAASH,IACzCvB,EAAAA,cAAA,QACEQ,KAAK,gBACLkB,QAAQ,oGAET,C,+PClBP,MAAME,EACJ5B,EAAAA,cAAAA,EAAAA,SAAA,KACEA,EAAAA,cAAA,SAAG,IACC,IACFA,EAAAA,cAAA,KAAG6B,KAAK,kDAAiD,gBAAiB,IAAI,qLAG/C7B,EAAAA,cAAA,SAAG,UAAU,KAE9CA,EAAAA,cAAA,SAAG,uDACoD,IACrDA,EAAAA,cAACmB,EAAAA,KAAI,CAACU,KAAK,YAAW,WAAc,kEACX7B,EAAAA,cAACmB,EAAAA,KAAI,CAACU,KAAK,eAAc,cAAiB,0FAE5D7B,EAAAA,cAACmB,EAAAA,KAAI,CAACU,KAAK,WAAU,UAAa,iCAE3C7B,EAAAA,cAAA,SAAG,6FAEiBA,EAAAA,cAAA,SAAG,mBAAmB,OAAIA,EAAAA,cAAA,SAAG,qBAAsB,IAAI,cAMzE8B,EAAS,4LAQTC,EAAmB,iTAaZC,EAAOA,IAClBhC,EAAAA,cAACqB,EAAAA,EAAG,CACFC,MAAM,cACNC,eAAe,yGAIJ,SAASU,IACtB,OACEjC,EAAAA,cAACkC,EAAAA,EAAM,CAACC,cAAY,GAClBnC,EAAAA,cAACoC,EAAAA,EAAmB,CAACd,MAAM,cAAce,YAAaT,IAEtD5B,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,eAAc,2BACrBvC,EAAAA,cAACwC,EAAAA,EAAG,CAAC/B,UAAU,sBACbT,EAAAA,cAACgB,EAAAA,EAAG,CAACE,GAAI,GACPlB,EAAAA,cAAA,SAAG,OACGA,EAAAA,cAAA,YAAM,aAAgB,oBAAiBA,EAAAA,cAAA,YAAM,WAAe,IAAI,4EAItEA,EAAAA,cAAA,SAAG,2DACwD,IACzDA,EAAAA,cAAA,YAAM,KAAQ,QAAKA,EAAAA,cAAA,YAAM,KAAQ,qDAIrCA,EAAAA,cAACgB,EAAAA,EAAG,CAACE,GAAI,GACPlB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,iCACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAQ,+BACRC,QAAQ,8EAKhBE,EAAAA,cAACyC,EAAAA,EAAS,KAAEX,GACZ9B,EAAAA,cAAA,YAGFA,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAAA,OAAKS,UAAU,eACbT,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,kBAAiB,mCAGxBvC,EAAAA,cAAA,SAAG,uCACoC,IACrCA,EAAAA,cAAA,KAAG6B,KAAK,wDAAuD,gBAE3D,2FAIN7B,EAAAA,cAAA,SAAG,sGAIHA,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,6BACRC,QAAQ,wFACRiB,OAAO,+CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,6BACRC,QAAQ,uFACRiB,OAAO,+CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,8BACRC,QAAQ,2FACRiB,OAAO,gDAGXf,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,8CACPpB,EAAAA,cAAC2C,EAAAA,EAAM,CAACC,KAAK,MAAK,oBAKxB5C,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,WACLvC,EAAAA,cAAC6C,EAAAA,GAAO,MAAG,qBACO7C,EAAAA,cAAA,YAAM,YAE1BA,EAAAA,cAAA,SACEA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,YAAW,WAAc,mEACHpB,EAAAA,cAAA,YAAM,aAAgB,mDACrB,IAChCA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,iCAAgC,iBAAoB,oIAEN,IACvDpB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,4CAA2C,cAAkB,IAAI,kBAC3DpB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,+BAA8B,WAAe,IAAI,OACrEpB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,2CAA0C,QAAY,YAC5DpB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,0CAAyC,UAAc,IAAI,aAG7EpB,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,+BACRC,QAAQ,sCACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,2CACRC,QAAQ,mDACRiB,OAAO,6CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,6CACRC,QAAQ,yDACRiB,OAAO,gCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,uCACRC,QAAQ,kCACRiB,OAAO,8DAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,8BACRiB,OAAO,4CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oDACRC,QAAQ,4DACRiB,OAAO,6CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,8CACRC,QAAQ,0CACRiB,OAAO,6CAKbf,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,uBAAsB,8CACuBvC,EAAAA,cAAA,YAAM,YAE1DA,EAAAA,cAAA,SAAG,mFAIHA,EAAAA,cAAA,SAAG,qBACkB,IACnBA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,kCAAiC,yBAA6B,IAAI,gDAC9BpB,EAAAA,cAAA,YAAM,KAAQ,OAAK,IAChEA,EAAAA,cAAA,YAAM,KAAQ,gBAAc,IAC5BA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,2BAA0B,eAAkB,0FAGvDpB,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,wBACRC,QAAQ,0CACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,iDACRiB,OAAO,8BAKbf,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,eAAc,8BACrBvC,EAAAA,cAACwC,EAAAA,EAAG,CAAC/B,UAAU,sBACbT,EAAAA,cAACgB,EAAAA,EAAG,CAACE,GAAI,GACPlB,EAAAA,cAAA,SACEA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,eAAc,cAAiB,8EACU,IAClDpB,EAAAA,cAAA,YAAM,UAAa,uIAKvBA,EAAAA,cAACgB,EAAAA,EAAG,CAACE,GAAI,GACPlB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,qCACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAQ,mCACRC,QAAQ,+CAKhBE,EAAAA,cAACyC,EAAAA,EAAS,KAAEV,GACZ/B,EAAAA,cAAA,YAGFA,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,cACLvC,EAAAA,cAAC8C,EAAAA,GAAU,MAAG,qBACI9C,EAAAA,cAAA,YAAM,eAE1BA,EAAAA,cAAA,SACEA,EAAAA,cAAA,YAAM,cAAiB,sKAIzBA,EAAAA,cAAA,SAAG,qFAEgB,IACjBA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,kCAAiC,WAAe,WACzDpB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,kCAAiC,UAAc,aAAU,IAClEpB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,wCAAuC,UAAa,cAG/DpB,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,mCACRC,QAAQ,yCACRiB,OAAO,sCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,qCACRC,QAAQ,gEACRiB,OAAO,yCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,mDACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,kDACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,yDACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gBACRC,QAAQ,mDACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,2DACRiB,OAAO,oCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,uCACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iCACRC,QAAQ,yGACRiB,OAAO,mCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0CACRC,QAAQ,kDACRiB,OAAO,6CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,gDACRC,QAAQ,yFACRiB,OAAO,mDAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oCACRC,QAAQ,4DACRiB,OAAO,qCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,oCACRC,QAAQ,uEACRiB,OAAO,qCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,+BACRC,QAAQ,2CACRiB,OAAO,kCAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,0BACRC,QAAQ,4CACRiB,OAAO,6BAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,uCACRC,QAAQ,sDACRiB,OAAO,4CAKbf,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,UACLvC,EAAAA,cAAC+C,EAAAA,GAAM,MAAG,qBACQ/C,EAAAA,cAAA,YAAM,WAE1BA,EAAAA,cAAA,SAAG,6BACyBA,EAAAA,cAAA,SAAG,eAAe,gBAAc,IAC1DA,EAAAA,cAACmB,EAAAA,KAAI,CAACU,KAAK,WAAU,UAAa,iCAEpC7B,EAAAA,cAAA,SAAG,8EAEMA,EAAAA,cAAA,SAAG,WAAW,6EACYA,EAAAA,cAAA,SAAG,WAAW,2EAGjDA,EAAAA,cAAA,SAAG,+EAIHA,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,4CACRC,QAAQ,qCACRiB,OAAO,6CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,4CACRC,QAAQ,qDACRiB,OAAO,6CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,4CACRC,QAAQ,uCACRiB,OAAO,+CAKbf,EAAAA,cAAC0C,EAAAA,EAAO,MACR1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,UACLvC,EAAAA,cAACgD,EAAAA,GAAM,MAAG,qBACQhD,EAAAA,cAAA,YAAM,WAE1BA,EAAAA,cAAA,SACEA,EAAAA,cAAA,KAAG6B,KAAK,4CAA2C,UAAW,sHAE3B7B,EAAAA,cAAA,SAAG,0BAA0B,KAElEA,EAAAA,cAAA,SAAG,oDACgDA,EAAAA,cAAA,SAAG,kBAAmB,IAAI,WACnEA,EAAAA,cAAA,YAAM,UAAa,QAAKA,EAAAA,cAAA,YAAM,aAAgB,KAExDA,EAAAA,cAAA,SAAG,+EAIHA,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,+CACRC,QAAQ,2CACRiB,OAAO,kDAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,4CACRC,QAAQ,sCACRiB,OAAO,+CAETf,EAAAA,cAACc,EAAAA,EAAmB,CAClBjB,QAAQ,iDACRC,QAAQ,6CACRiB,OAAO,sDAKbf,EAAAA,cAAC0C,EAAAA,EAAO,MACR1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAAA,MAAIuC,GAAG,QACLvC,EAAAA,cAAC8C,EAAAA,GAAU,MAAG,oCAGhB9C,EAAAA,cAAA,SAAG,gFAEKA,EAAAA,cAAA,KAAG6B,KAAK,mCAAkC,KAAK,SAAO,IAC5D7B,EAAAA,cAAA,KAAG6B,KAAK,oCAAmC,wBAAyB,IAAI,8GAI1E7B,EAAAA,cAAA,SAAG,OACGA,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAG,mCAAkC,iBAAqB,IAAI,iKAK1EpB,EAAAA,cAAA,SAAG,wFAEgB,IACjBA,EAAAA,cAAA,KAAG6B,KAAK,sDAAqD,gBAEzD,KAGN7B,EAAAA,cAACwC,EAAAA,EAAG,KACFxC,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,mCACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,wCACTC,QACE,mFAKRE,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CACHC,GAAI,8DAEJpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QACE,mEAEFC,QACE,gFAKRE,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,8BACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,mCACTC,QACE,sHAKRE,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,2CACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,yCACTC,QACE,kFAKRE,EAAAA,cAACgB,EAAAA,EAAG,CAACC,GAAI,GAAIC,GAAI,GACflB,EAAAA,cAACmB,EAAAA,KAAI,CAACC,GAAI,yDACRpB,EAAAA,cAACL,EAAAA,EAAU,CACTE,QAAS,uDACTC,QACE,2FAQZE,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAAA,OAAKS,UAAU,cAAc8B,GAAG,WAC9BvC,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAACiD,EAAAA,EAAkB,CAACC,YAAY,kBAIpClD,EAAAA,cAAC0C,EAAAA,EAAO,MAER1C,EAAAA,cAACsC,EAAAA,EAAS,KACRtC,EAAAA,cAACmD,EAAAA,EAAO,OAGVnD,EAAAA,cAAC0C,EAAAA,EAAO,MAGd,C","sources":["webpack://the-python-graph-gallery/./src/components/ChartImage.js","webpack://the-python-graph-gallery/./src/components/ChartImageContainer.js","webpack://the-python-graph-gallery/./src/components/SEO.jsx","webpack://the-python-graph-gallery/./src/pages/scatter-plot.js"],"sourcesContent":["import './chartImage.css';\n\nimport React from 'react';\nimport { useStaticQuery, graphql } from 'gatsby';\nimport { GatsbyImage } from 'gatsby-plugin-image';\nimport PropTypes from 'prop-types';\n\nconst allGifs = [\n 'animated_chart',\n 'animated_gapminder.gif',\n 'animated_volcano.gif',\n];\n\n// This component displays a logo representing a chart type of the gallery. Example: bar chart\n// Logo has a different size depending on the window size.\nexport default function ChartImage({ imgName, caption }) {\n if (allGifs.includes(imgName)) {\n return

TODO

;\n }\n\n const data = useStaticQuery(graphql`\n query MyQuery {\n allFile(filter: { relativeDirectory: { eq: \"graph\" } }) {\n edges {\n node {\n id\n name\n childImageSharp {\n gatsbyImageData(placeholder: BLURRED, layout: FULL_WIDTH)\n }\n }\n }\n }\n }\n `);\n\n const image = data.allFile.edges.find((n) => {\n return n.node.name.includes(imgName);\n });\n\n if (!image) {\n return null;\n }\n\n // Note: alt tag looks to be ignored?\n return (\n <>\n
\n \n {caption && (\n
\n
\n

{caption}

\n
\n
\n )}\n
\n \n );\n}\n\nChartImage.propTypes = {\n imgName: PropTypes.string,\n caption: PropTypes.string,\n};\n","import React from \"react\";\nimport ChartImage from \"../components/ChartImage\";\nimport Col from \"react-bootstrap/Col\";\nimport { Link } from \"gatsby\";\n\n// This component wraps a chart image into a column and make it responsive + clickable\nexport default function ChartImageContainer({ imgName, caption, linkTo }) {\n return (\n \n \n \n \n \n );\n}\n","// made following the Gatsby Doc: https://www.gatsbyjs.com/docs/how-to/adding-common-features/adding-seo-component/\n\n// This component is called by every page of the website.\n// At the top of each page you will find a Head component export that calls this SEO component\n\n// The SEO component will add stuff like title, description, image, lang... in the head of the HTML page\n// AdThrive ads code is also added here\n\nimport React from 'react';\n\nexport const SEO = ({ title, seoDescription, keywords }) => {\n return (\n <>\n {title}\n \n \n \n \n\n \n \n \n \n \n \n );\n};\n","import React from 'react';\nimport TitleAndDescription from '../components/TitleAndDescription';\nimport Layout from '../components/Layout';\nimport Container from 'react-bootstrap/Container';\nimport Contact from '../components/Contact';\nimport Row from 'react-bootstrap/Row';\nimport ChartImageContainer from '../components/ChartImageContainer';\nimport ChartFamilySection from '../components/ChartFamilySection';\nimport { Link } from 'gatsby';\nimport {\n Matplotlib,\n Pandas,\n Plotly,\n Seaborn,\n} from '../components/MiscellaneousLogos';\nimport { Button, Col } from 'react-bootstrap';\nimport CodeChunk from '../components/CodeChunk';\nimport ChartImage from '../components/ChartImage';\nimport Spacing from '../components/Spacing';\nimport { SEO } from '../components/SEO';\n\nconst chartDescription = (\n <>\n

\n A{' '}\n scatter plot{' '}\n displays the relationship between 2 numeric variables, one being displayed\n on the X axis (horizontal) and the other on the Y axis (vertical). Each\n data point is represented as a circle.\n

\n

\n Several tools allow to build scatterplots in python.{' '}\n Seaborn is probably the most straightforward\n library for the job, but matplotlib allows\n a greater level of customization. If you are looking for an interactive\n chart, plotly is definitely the way to go.\n

\n

\n This page provides many examples of scatterplots made with those Python\n tools, going from simple examples to highly customized{' '}\n versions.\n

\n \n);\n\nconst quickCode = `# library & dataset\nimport seaborn as sns\ndf = sns.load_dataset('iris')\n\n# use the function regplot to make a scatterplot\nsns.regplot(x=df[\"sepal_length\"], y=df[\"sepal_width\"])\n`;\n\nconst quickCodeMatplotlib = `# libraries\nimport matplotlib.pyplot as plt\nimport numpy as np\nimport pandas as pd\n\n# Create a dataset:\ndf=pd.DataFrame({'x_values': range(1,101), 'y_values': np.random.randn(100)*15+range(1,101) })\n\n# plot\nplt.plot( 'x_values', 'y_values', data=df, linestyle='none', marker='o')\nplt.show()\n`;\n\nexport const Head = () => (\n \n);\n\nexport default function ScatterPlot() {\n return (\n \n \n\n \n

⏱ Quick start (Seaborn)

\n \n \n

\n The regplot() function of the Seaborn{' '}\n library is definitely the best way to build a scatterplot in\n minutes. 🔥\n

\n

\n Simply pass a numeric column of a data frame to both the{' '}\n x and y variable and the function will\n handle the rest.\n

\n \n \n \n \n \n \n
\n {quickCode}\n
\n
\n\n \n\n
\n \n

\n ⚠️ Scatterplot and overplotting\n

\n

\n The main danger with scatterplots is{' '}\n \n overplotting\n \n . When the sample size gets big, circles tend to overlap, making the\n figure unreadable.\n

\n

\n Several workarounds exist to fix the issue, like using opacity or\n switching to another chart type:\n

\n \n \n \n \n \n \n \n \n
\n
\n\n \n\n \n

\n \n Scatterplots with Seaborn\n

\n

\n Seaborn is a python library allowing to\n make better charts easily. The regplot() function should\n get you started in minutes. The{' '}\n first example below\n explains how to build the most basic scatterplot with python. Then,\n several types of customization are described: adding a{' '}\n regression{' '}\n line, tweaking markers{' '}\n and axis,\n adding labels{' '}\n and more.\n

\n \n \n \n \n \n \n \n \n \n
\n\n \n\n \n

\n 💡 Other charts involving scatterplots and Seaborn\n

\n

\n If you are interested in scatterplots, some other chart could be\n useful to you.\n

\n

\n A scatterplot with{' '}\n marginal distribution{' '}\n allows to check the distribution of both the x and{' '}\n y variables. A{' '}\n correlogram allows to check\n the relationship between each pair of numeric variables in a dataset.\n

\n \n \n \n \n
\n\n \n\n \n

⏱ Quick start (Matplotlib)

\n \n \n

\n Matplotlib also requires only a few\n lines of code to draw a scatterplot thanks to its{' '}\n plot() function. The resulting chart is not as\n good-looking, but the function probably offers more flexibility in\n term of customization.\n

\n \n \n \n \n \n \n
\n {quickCodeMatplotlib}\n
\n
\n\n \n\n \n

\n \n Scatterplots with Matplotlib\n

\n

\n Matplotlib is another great alternative to build\n scatterplots with python. As often, it takes a bit more lines of code\n to get a decent chart, but allows more customization.\n

\n

\n The examples below should get you covered for all the most common\n problems: adding{' '}\n markers, adding\n labels, changing{' '}\n shapes and\n more.\n

\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
\n\n \n\n \n

\n \n Scatterplots with Plotly\n

\n

\n If you are looking for an interactive scatterplot,{' '}\n plotly is definitely the way to go.\n

\n

\n Interactivity is a real plus for scatterplots. It is very useful to\n have a tooltip associated to every markers to get some\n additional information about it. Zooming on a specific area of\n the scatterplot is also very valuable sometimes.\n

\n

\n The examples below should help you get started quickly with the plotly\n API:\n

\n \n \n \n \n \n
\n\n \n \n

\n \n Scatterplots with Pandas\n

\n

\n Pandas, a data\n analysis library, also offers functions to build scatterplots. It uses\n matplotlib under the hood, but the syntax is more concise.\n

\n

\n The main difference is that we have to work with Pandas objects{' '}\n such as Series and DataFrame.\n

\n

\n The examples below should help you get started quickly with the pandas\n API:\n

\n \n \n \n \n \n
\n\n \n \n

\n \n Best python scatterplot examples\n

\n

\n The web is full of astonishing charts made by awesome bloggers, (often\n using R). The{' '}\n Python graph gallery{' '}\n tries to display (or translate from R) some of the best creations and\n explain how their source code works.\n

\n

\n The first example{' '}\n below demos how to add clean labels on a scatterplot, automatically\n avoiding overlapping. It also explains how to control background,\n fonts, titles and more.\n

\n

\n If you want to display your work here, please drop me a word or even\n better, submit a{' '}\n \n Pull Request\n \n !\n

\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
\n\n \n\n
\n \n \n \n
\n\n \n\n \n \n \n\n \n
\n );\n}\n"],"names":["allGifs","ChartImage","_ref","imgName","caption","includes","React","image","useStaticQuery","allFile","edges","find","n","node","name","className","GatsbyImage","childImageSharp","gatsbyImageData","alt","ChartImageContainer","linkTo","Col","xs","md","Link","to","SEO","title","seoDescription","keywords","lang","content","property","chartDescription","href","quickCode","quickCodeMatplotlib","Head","ScatterPlot","Layout","isTocEnabled","TitleAndDescription","description","Container","id","Row","CodeChunk","Spacing","Button","size","Seaborn","Matplotlib","Plotly","Pandas","ChartFamilySection","chartFamily","Contact"],"sourceRoot":""} \ No newline at end of file diff --git a/connected-scatter-plot/index.html b/connected-scatter-plot/index.html index 90b19d70ea..38719dbe22 100644 --- a/connected-scatter-plot/index.html +++ b/connected-scatter-plot/index.html @@ -30,6 +30,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/connected-scatterplot-for-evolution/index.html b/connected-scatterplot-for-evolution/index.html index 1051e43ed5..6c09004f29 100644 --- a/connected-scatterplot-for-evolution/index.html +++ b/connected-scatterplot-for-evolution/index.html @@ -51,6 +51,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/connection-map/index.html b/connection-map/index.html index 504be7a394..0e2b330312 100644 --- a/connection-map/index.html +++ b/connection-map/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/correlogram/index.html b/correlogram/index.html index 75ccc93899..bcf5f984da 100644 --- a/correlogram/index.html +++ b/correlogram/index.html @@ -24,6 +24,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/custom-fonts-in-matplotlib/index.html b/custom-fonts-in-matplotlib/index.html index b2959f91a9..1e56c4088e 100644 --- a/custom-fonts-in-matplotlib/index.html +++ b/custom-fonts-in-matplotlib/index.html @@ -68,6 +68,6 @@

What to do if it fails

- \ No newline at end of file + \ No newline at end of file diff --git a/custom-legend-with-matplotlib/index.html b/custom-legend-with-matplotlib/index.html index e4759a1da0..5956c7516e 100644 --- a/custom-legend-with-matplotlib/index.html +++ b/custom-legend-with-matplotlib/index.html @@ -449,6 +449,6 @@

Adjust the legend position with loc

- \ No newline at end of file + \ No newline at end of file diff --git a/data/iris.csv b/data/iris.csv new file mode 100644 index 0000000000..20bd6ee577 --- /dev/null +++ b/data/iris.csv @@ -0,0 +1,151 @@ +sepal_length,sepal_width,petal_length,petal_width,species +5.1,3.5,1.4,0.2,setosa +4.9,3.0,1.4,0.2,setosa +4.7,3.2,1.3,0.2,setosa +4.6,3.1,1.5,0.2,setosa +5.0,3.6,1.4,0.2,setosa +5.4,3.9,1.7,0.4,setosa +4.6,3.4,1.4,0.3,setosa +5.0,3.4,1.5,0.2,setosa +4.4,2.9,1.4,0.2,setosa +4.9,3.1,1.5,0.1,setosa +5.4,3.7,1.5,0.2,setosa +4.8,3.4,1.6,0.2,setosa +4.8,3.0,1.4,0.1,setosa +4.3,3.0,1.1,0.1,setosa +5.8,4.0,1.2,0.2,setosa +5.7,4.4,1.5,0.4,setosa +5.4,3.9,1.3,0.4,setosa +5.1,3.5,1.4,0.3,setosa +5.7,3.8,1.7,0.3,setosa +5.1,3.8,1.5,0.3,setosa +5.4,3.4,1.7,0.2,setosa +5.1,3.7,1.5,0.4,setosa +4.6,3.6,1.0,0.2,setosa +5.1,3.3,1.7,0.5,setosa +4.8,3.4,1.9,0.2,setosa +5.0,3.0,1.6,0.2,setosa +5.0,3.4,1.6,0.4,setosa +5.2,3.5,1.5,0.2,setosa +5.2,3.4,1.4,0.2,setosa +4.7,3.2,1.6,0.2,setosa +4.8,3.1,1.6,0.2,setosa +5.4,3.4,1.5,0.4,setosa +5.2,4.1,1.5,0.1,setosa +5.5,4.2,1.4,0.2,setosa +4.9,3.1,1.5,0.2,setosa +5.0,3.2,1.2,0.2,setosa +5.5,3.5,1.3,0.2,setosa +4.9,3.6,1.4,0.1,setosa +4.4,3.0,1.3,0.2,setosa +5.1,3.4,1.5,0.2,setosa +5.0,3.5,1.3,0.3,setosa +4.5,2.3,1.3,0.3,setosa +4.4,3.2,1.3,0.2,setosa +5.0,3.5,1.6,0.6,setosa +5.1,3.8,1.9,0.4,setosa +4.8,3.0,1.4,0.3,setosa +5.1,3.8,1.6,0.2,setosa +4.6,3.2,1.4,0.2,setosa +5.3,3.7,1.5,0.2,setosa +5.0,3.3,1.4,0.2,setosa +7.0,3.2,4.7,1.4,versicolor +6.4,3.2,4.5,1.5,versicolor +6.9,3.1,4.9,1.5,versicolor +5.5,2.3,4.0,1.3,versicolor +6.5,2.8,4.6,1.5,versicolor +5.7,2.8,4.5,1.3,versicolor +6.3,3.3,4.7,1.6,versicolor +4.9,2.4,3.3,1.0,versicolor +6.6,2.9,4.6,1.3,versicolor +5.2,2.7,3.9,1.4,versicolor +5.0,2.0,3.5,1.0,versicolor +5.9,3.0,4.2,1.5,versicolor +6.0,2.2,4.0,1.0,versicolor +6.1,2.9,4.7,1.4,versicolor +5.6,2.9,3.6,1.3,versicolor +6.7,3.1,4.4,1.4,versicolor +5.6,3.0,4.5,1.5,versicolor +5.8,2.7,4.1,1.0,versicolor +6.2,2.2,4.5,1.5,versicolor +5.6,2.5,3.9,1.1,versicolor +5.9,3.2,4.8,1.8,versicolor +6.1,2.8,4.0,1.3,versicolor +6.3,2.5,4.9,1.5,versicolor +6.1,2.8,4.7,1.2,versicolor +6.4,2.9,4.3,1.3,versicolor +6.6,3.0,4.4,1.4,versicolor +6.8,2.8,4.8,1.4,versicolor +6.7,3.0,5.0,1.7,versicolor +6.0,2.9,4.5,1.5,versicolor +5.7,2.6,3.5,1.0,versicolor +5.5,2.4,3.8,1.1,versicolor +5.5,2.4,3.7,1.0,versicolor +5.8,2.7,3.9,1.2,versicolor +6.0,2.7,5.1,1.6,versicolor +5.4,3.0,4.5,1.5,versicolor +6.0,3.4,4.5,1.6,versicolor +6.7,3.1,4.7,1.5,versicolor +6.3,2.3,4.4,1.3,versicolor +5.6,3.0,4.1,1.3,versicolor +5.5,2.5,4.0,1.3,versicolor +5.5,2.6,4.4,1.2,versicolor +6.1,3.0,4.6,1.4,versicolor +5.8,2.6,4.0,1.2,versicolor +5.0,2.3,3.3,1.0,versicolor +5.6,2.7,4.2,1.3,versicolor +5.7,3.0,4.2,1.2,versicolor +5.7,2.9,4.2,1.3,versicolor +6.2,2.9,4.3,1.3,versicolor +5.1,2.5,3.0,1.1,versicolor +5.7,2.8,4.1,1.3,versicolor +6.3,3.3,6.0,2.5,virginica +5.8,2.7,5.1,1.9,virginica +7.1,3.0,5.9,2.1,virginica +6.3,2.9,5.6,1.8,virginica +6.5,3.0,5.8,2.2,virginica +7.6,3.0,6.6,2.1,virginica +4.9,2.5,4.5,1.7,virginica +7.3,2.9,6.3,1.8,virginica +6.7,2.5,5.8,1.8,virginica +7.2,3.6,6.1,2.5,virginica +6.5,3.2,5.1,2.0,virginica +6.4,2.7,5.3,1.9,virginica +6.8,3.0,5.5,2.1,virginica +5.7,2.5,5.0,2.0,virginica +5.8,2.8,5.1,2.4,virginica +6.4,3.2,5.3,2.3,virginica +6.5,3.0,5.5,1.8,virginica +7.7,3.8,6.7,2.2,virginica +7.7,2.6,6.9,2.3,virginica +6.0,2.2,5.0,1.5,virginica +6.9,3.2,5.7,2.3,virginica +5.6,2.8,4.9,2.0,virginica +7.7,2.8,6.7,2.0,virginica +6.3,2.7,4.9,1.8,virginica +6.7,3.3,5.7,2.1,virginica +7.2,3.2,6.0,1.8,virginica +6.2,2.8,4.8,1.8,virginica +6.1,3.0,4.9,1.8,virginica +6.4,2.8,5.6,2.1,virginica +7.2,3.0,5.8,1.6,virginica +7.4,2.8,6.1,1.9,virginica +7.9,3.8,6.4,2.0,virginica +6.4,2.8,5.6,2.2,virginica +6.3,2.8,5.1,1.5,virginica +6.1,2.6,5.6,1.4,virginica +7.7,3.0,6.1,2.3,virginica +6.3,3.4,5.6,2.4,virginica +6.4,3.1,5.5,1.8,virginica +6.0,3.0,4.8,1.8,virginica +6.9,3.1,5.4,2.1,virginica +6.7,3.1,5.6,2.4,virginica +6.9,3.1,5.1,2.3,virginica +5.8,2.7,5.1,1.9,virginica +6.8,3.2,5.9,2.3,virginica +6.7,3.3,5.7,2.5,virginica +6.7,3.0,5.2,2.3,virginica +6.3,2.5,5.0,1.9,virginica +6.5,3.0,5.2,2.0,virginica +6.2,3.4,5.4,2.3,virginica +5.9,3.0,5.1,1.8,virginica diff --git a/dendrogram/index.html b/dendrogram/index.html index a99e85c67e..0bf538924b 100644 --- a/dendrogram/index.html +++ b/dendrogram/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/density-chart-matplotlib/index.html b/density-chart-matplotlib/index.html index 0890ddd08e..77a92da996 100644 --- a/density-chart-matplotlib/index.html +++ b/density-chart-matplotlib/index.html @@ -82,6 +82,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/density-chart-multiple-groups-seaborn/index.html b/density-chart-multiple-groups-seaborn/index.html index 1b85f49744..b2369d7677 100644 --- a/density-chart-multiple-groups-seaborn/index.html +++ b/density-chart-multiple-groups-seaborn/index.html @@ -104,6 +104,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/density-mirror/index.html b/density-mirror/index.html index 9dc9c8bcc8..b93632e2f6 100644 --- a/density-mirror/index.html +++ b/density-mirror/index.html @@ -86,6 +86,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/density-plot/index.html b/density-plot/index.html index 245d793515..a2c5d510fb 100644 --- a/density-plot/index.html +++ b/density-plot/index.html @@ -22,6 +22,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/donut-plot/index.html b/donut-plot/index.html index 6c318aa081..bf61845cf7 100644 --- a/donut-plot/index.html +++ b/donut-plot/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/error-bars-on-barplot/index.html b/error-bars-on-barplot/index.html index 7fee87b4ee..07df76b62f 100644 --- a/error-bars-on-barplot/index.html +++ b/error-bars-on-barplot/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/graph/how-to-custom-annotations-matplotlib.png b/graph/how-to-custom-annotations-matplotlib.png new file mode 100644 index 0000000000000000000000000000000000000000..d5e6e8b6bcbf160d5bd4913005c83ee86b9b5a7a GIT binary patch literal 56822 zcmc$Ghd-77`~OKLNvOoJGqN*JNJ3;~WoFCXBYTUC;vi(N?CiIlove_NJwkT&-s^jv z&+m`;ogO`MPVRHx=k>bAb6ofN_)1>#HZB=10)e&|5uUS40ojF z1>=%T1zw+DnBDb5e8P%DMC||G{YPWso|m7W->9=ceA;lGtL>f0145h-0*f?O%n$x! zG+1(&7l>&4u3`E9C-wj9sXlQHR@pm3G9>cf%8Grp_UcISlG{aIiu^$N;k1u1aY#i) z#n8~uZ`652d#aF^yOB|5Wo2by;W}M-qfz?re;rYbcSOl~t?X(iUsv40c^&R4zQ%ccD#qnW;@$s*C9xpGi?(S}DYiq(E0Y$%~=gDq5@+Nw%7FJBav}& zaX(GU(wX{E>&~@_2??5-nrqIdv&+a>*|b+j`^7%zU3wQgTGJG-L5(HaNMqRP{H}L{%jQ(9p0`_f!eiKw#)0L!Jk?~nET!eD#`E>l%|@RA zIlf7s%kvQJj60$^3aJ-|K9`5%b^8w-R1$#K>i24g7jh+R2Uy;9yiM9vFo+f40 zub9fKsx~L8HW`JFrG-*2=Y%ijWEzUZ{kly~&z6LJx*k;x4iD>^Hk;aYUmG_l`Qv@M zj*}+cN=i-bGZR2^_hZY-P=4c90EeuqfPdfiTzj$3J#Rs)SHn@K-yQE~BBSOiLR$&kf@TZ%qXZUEjjgrni;J@wgN z%yz{*(%Ps$oC>cfdP_0Vk9m~#-LGcRrt=LXlqXNJr!aNA6{zo;l6q2@Z60;mhHRhP zo|>9cVYyDT=U#vN_U$q z`2F$YM-`Tb(s$(s@Pjh)^77Kt4eW^{yG_C=pE}RB+|(Hf3Jjcbox2_0eidO?t=$#N zap)?DlV-*HR7i*_q&2veR`jP8?~V6OD=QZHLjvpQNP5x{RVE??!tVh;MHpN`YA@e@ zMKG5<{arCJv5zlA6^Wh`c6N2GuB@Q3xY~Z3?e(RJ)z{Ytr#rg1G;aO4#nxqj_7a+w zWWP?n&Lb$8^fJpxW0AjS-8o2*^>BlX{onT~TD+OS?5ixBUJdo?2R1WOu*D4fv6(oKrfs7JQ%8ujzsRtC4-! z(u<3Wot+)1q^^Qf)6=QlCgut392~{P#Z?pQJRCk|W=!$2771;o1+50#r{_&?`b^4n zUg*j(C_6drmlIg?PE5K?pa0_NMWfMpw{PpCIoSJf(#%i-DAebdS?DsY!r_iGa<9^y zoSeqS#-gI4++1@jD=RazudkSJ{9b8jXlQ9YT@{eyO{63v3zo=8XR@bQ+INR#HSsDp z)}SIKg|z5h+Qp%n8y8Fa)I0+nV$%H0n=d6LC0SX7*AGGb`8p4lZp$~p9aWD1Ae_}ml_+>)&`k(6EtXN$EhedQ+9A5L0 zXM<|K+OwUXbX8OCP#mrx(Ba{i>(dwO5pC$+r6W$JidbT&9 zK>gJD*C#=p5lVbXL&G^8m&yIDW`fshYVrp=M%>43p1a*CDJk0Q?QgYJRfpgTgpWHEiZm-Ml-i#P2wco7T+k!&yw6wlpmA~z z7pbb=zJ`TqG9-;ht;54=!Re3?;of^0E>mujM6Jp>^7{t|WVRa*Wn#{T^vE_Cv5wYagtcDlg~^>V;bOsts>j?Go@vgqG=gZCiCW25@&4Sd)Xat`5~ zfw95Cy=4WTle8eJgb*DY7MwIsp<*UnxdG~Gyf1kxGtEJ%aKQT;1cA-^s;Z$8l5h=} zhIzVC8?GN`P;zv(+xx#}gLx5p)%hY{;}fXF0?EAbvQQgR&*m978!s<%JM+yo6%=}9 zIO@wi4mW&#uZVR5KCH5yIKW)ma(`CTdn)vHOG`_lZNu@wgl*~*2ZnfATK^<@Q&{~R zq5a%;Dvw_VCG)$-rm0>BuNzN>s4r%y*)>XyO2>AO&mj7B-4>!D2qbCm=#1#Fzt+;4 zxJn?n^-;m|2eK4dZ@JWy49#fv<2}aN?QdM_%&e@?)=tAOw}ov+|7+s6va_@6O?ehc zZ#`L4QBty<5T8f9&(hu3*B7NA6fd7MF+R>~J0-}?ZU6VXFXm%Ww0o^v>LpSbV*KFeEL#{(EmQG+BK{zasz-VQhY9s8yXre52i0BAXYfI!`hIsFSE4SbC^0aAFu=~ zF%ik92*$t6f~bJL1n+NEp{c`8f)I(!)Mn?a4rC6Vh0VNx4*KO4Q-MZVc6N5)+&51l zVSfJ6sVS;Z2@cvm1|>c&Pk(@Ih8M!Na<+_vY6a_X$x1r%6o8=I+8 z7S1>d@L7+~+wl{LL!Er`cJ_s-sVTrc`0!pCr+IlNuz5b0 zr_&1bcP)nta`W@&+!|gnL79eT8_=vT_Qgp@*zsTAVZ&iPY}Uxg$n@KGO6S^V@v>CU z-1j7fPZZgRPcwv1=nTz{`@{%n{GrpR6{wdOcM&IKbG2a#5^2td^lygkVep~T%gV}N zv*4V3#Gg)2PYEam_C^iENwFwHTD^}kz%;h81!+6_Us_%sOJXq#s0i9dzY*f-qsTBwo?aRXLG;A>u+uXN{8aw8v+cqcZ)qcrdR!Wm zRaK3(u|&VBuq^DlK_cP5=ZZ0YlG;oC%-zwzAYGlUNUw3qiuZ7TpHjfl%*d$4qQZNT zCzWgJ93Be510XFll$9Npl3i-F*>y(fB7Xk+X9g(7>u~Zg0xOhDjYwRPNNxZEX{-#B zAY;FO|IU($W!I_Mn{8f#n&op8s!I+wgWnK}&^a z`-2c0spn&hsr{~6KK(<7R;)ym=h+o0rMjrZQa-vA_UK%3I2 zv>Jn8w<=MmmnNg6TwhrsqoPV7`p0A1Be>miufu2uNK9M^&qlPtHZDrk%+>W!G>y3SWA{lDWAZi}yUPrr=wTN=u{3z-rqyL`R~TX9iQ}?W-{aCth|@_$=sh zD~rRcWAktT^+;Mtkg9jVo`hP6B&3x@*Hs^g!~XvMMK&h@L*JpN^t8hx!8$ z^YXp$(fiKMmuN1zfi{tfw6vMx%adYO7M3&b#xX01%y`)i=-8NY?a=$I%58TMHu@Ej zDjP9$sdXv(o$6k%jYIFvL%*gkZ`)qbMszJOFmln+(Lup29-o-NM1dr=S9xAurxEvk z+yFp@=l>*y-M3pw06QN1%Ls?v1MZ_oK~4^^dHUPixzvm0R5Ieb3E3R;d1ivYgwK~1 zpjU1H0xI@gV3mns<4WufPJfZ{+m7GrYgy6iCZripui#b0(QsA6{`ac{N1j58M3~HO zhR&DlG6glPFgF(p_|>J?+U;#^e{2r<8jrgRwW z+wdmBb#s-C)j{tG3=G8Vt(+XlD#7V!UOepgm-~$uuY;QJ;9-aAMsyhA!>IsaHJt5q zCGuKBuE%+zO^Xi6%7T1-eHRxOH$9i0!X;3&lZu6!0;Jj>(Q90Y(Zb^yDKTsZkPJOz z>u4^#Sf_T_ikHqGcsYu!LY>WlRERZr2ZLk)s#j~v$1JF`5#tA8WRjy+jv~ktTC7k) z0sHx%&~{_lGMHIh&iC z8vzGm^4{k-)<>hnpcOzSjX%U8Ag^iXjX!P^)>U3m5N)ii$~6lk=_{(LF86YTCrb<^ zwY0Q2k>wNX5*3%nsh6apM}@Xtt5Y7Ek2p9?kqoK5;bCF@sAo=V-0OFQyiWEYvv)m( zE|Xyu!k%t$GO$CwK{lRsD0uGxCTG)Y@EpjNOJ{00obs5QoCFxSN`1La4JdR+u$bv3 zOLRh99H;w;kup=TeFwX0?5}j`<0+mNa`b_iG;6 z#}~g$b`u_3X5&kvqjdko@j#)6H&-Ouhftkznf3})>|J-pko)!Z_48O*z1;QzRK3k) zO^4;6)1*a(yC9XS>f!pt2=JEaX+1^7=Zc@ltaw*`y-n&iNi@;G$9})Cu+aA5u3>?B z0&pOH3Pyz#Pr!=d)WQumlL9~~yX_nS{ zq?^a*7ad>yU(jyDhZ3ia04O&Q{_J2hb7&uso;3YkOgL0S)MK=g-No*xhdg+@uz(nV z-X{2K-C6kP?|UE{2LQ^SK79&!3|JR@ym;BbuF6&eE}QPbhPS8dRSMQ(wUZmpwa{XH z_A;m`g}pril#(3kO5&)hsdr;Mlv0kmS zHRuELW1+T7r42!ZFSC@OuPr-jDt`79qQ=9<1TW@F@Pp=Pg;B%zUnl}!(=Ia!o!;aV z;$US>++VwY|2{CF92+Qy9bH!tj?T``PEPC4?8Zus1$zN5E<$Bs=J3AV{dr%t$;k$r|kw2zr<%{OZY7jz+Y$LtIaNDn zpxSDz6ezy6^qfVR>vb|wbq$Sb^MUN#*?;@)Vrj1w6ciYuxMnF&PEUK2o;2@z0-fIN z=3|^75=G(%kp^<9;d7*6A?HBD0+#4KFM6e`6ygiI-dKg@YffZAZtk{weN4DJk5aAAujKoGq$9FI0ju^|z^TgvJ zzQE$u)_Ux)K{4Vc1q`D~CU$FaVKk+8DV*X-dfp1~OSMAH$KCRek1^tkf&xMN+X;vY zPxKXpNtxUE$v&v5@87?_diAREbzrqcI-vg)Wk9vF@i1}2pZ+%9-H#B z!7_4#$>Cw%p+5vPRu&cj<%U4IkWUtP*u^b306#!q1}zxk7M6EqSwd3s3Id);xU8(M z0)~d5a+!1*k=6Sif_!xEqkoAgd)H2b*J<{!awNT~YS~yp$<}vHSvR-pJ2GdWAeNVx zLtg{kXQ18*Dud6Vi;pQAgPzRgc`Iulk@ypeF!TDLIsURStI;|<->~+%HtrL>iv>M- z9z4<#PKtK9$MW5`KxEiG7TVzqYTo|)p5S0_Pw?_=w>_L%uhL2ba0;kKP~3q(iSJEr zSu+vgwnc6a;y+hZc|gc%vJmyJ25Q>HABWz0pmTv}GJ?RO)pRDnmx@G7_Bti%YtgTD z-PS8c0D*&olc_&w#$;GXfp}A*j?wV|o{i{w6xP>!K?XuMg)joVX>Df4xpp_537>$V ztMm-W^8x&7qBE_kYDjDP_N9!Ok46lXhU?G2=H=B$@njDyzo6AGQ5Q|?D`y6I7cW2* zIDUtb(#XEFjzjI_Kuye@rYndzLt8FC!_d|&6_x-(?u`JpE}+J^*Hu+Hbg|?H*kdin z=OqZQJtrg-je6z@*)UOM>$98{i_t@}p;KpNWu>L1RaaMonm@Pwt5qu^{p-$-z2Ve* z!toj>OV9v8ikRH=+Vo(ES_W;SB>*>#$)Y*%Hl}%57S|tO`a&1zm*9KAvH}P0&yoR> zRZb0YXxBPD<&0|Xar*0RWSM`hzh-Y zLR0_w8kLP<$jRk_?IrI%YcmB$a5}woB>mX>!Guk%^>l+*5I!ZKT3y&k2L}h(NEsO! zIIju;X;cU5iC1+Do33xl;|Aycej`Bw1j2AXqqNlCp43$H30s%E0QoPH7~`e8!L&F( zo*n*a-aUJ|SvLTC4Lqq4Pz@{?>=}XZ*%r_TzG@@Ed*X_YI!kWei=|h)N(Flryn3MH zdY=rWHUQ`aof*Jd(buogjso98Jm@A;oaiJ0Hivq1`S*q}Q}oOH*TptAHjo2sU9|oO zYhw<7zXJtEn;2;vK&%^SI76ZZKJA9JTyzuwR&oO2Dg*^zD7Dv>?-fx6*d@2gd4CCH z=NA?}CVstiOH?Y7K2V=s=;LpcoT_TroXHehpuQ}_y*72#A!%P;q11z4h ztqrrm5b>Zkt!-?8s@0fQ4YdxyaeEAho>0YfPu=yvMrLuvwr4+(A?Y8uV0ES{ttSeK zp0dYwxyC~Dn7?X z*jV9UG)tSY&)yAb)%DzNwcg z0iJFGs)vn4jtoss)`JEGQWI#?yMmWME5fqPGw=aWa}S@J4A0QrKM;i_F6br`%e$q& z=PR1_2I-k?fHy_sFA>-Fa8O^(zWNWu3oponpalBtCQcWCK&)99I4*R)H-Nz`(E<^_ zae(tczxLQ_x&dVcq87Hj0ZKaPdL+;@I4)*67$(IR!#a#`14ILD4OpUUK8OIovtQ^0 zA`nF7{?pD*$bIi0G$Ra(A;Aq0zT6c~6)5^lFCDXxTN=W}P8?EGL_TgUh{kJ1@$mta zz1)_S1hW=4cm5YnIH$>*-5P<6MpAG7)Z<^KCSFYZVLT_99Y#=ER(BSOj_ zF?2w8xh*>xfvj9#RbhE7AfTzE^Xyot5A}!wpYiTT=~ePJSJ0i~Wo@SF+#ryYLkn|N zEId6uhhqnRMVWBNL-7-NVAoFRBAcv5gc|@dwo)!?{WVGsd?nC&z0XfX)9e7{U2X*l zdoD!31`cBf@HA1Dp?RH+ID|QvyPJV$^b!SfiCVIVc8fb>U%+wC&;a-bYKyezX&sm23;-o)+?DXK&Z@Vn-q z+v#1d`jBoe=VDRf2i@Kb>renGfQ(E@wW6+0oA4Td8cS6u$i~OCi?#@`oVVQTCEoSd zrO#XQY5@!Y$x4vQRO5hdAfA+gqiUkwVu(eNXtR1LB`3vwB?l-f)RC&cZdSw|-_|Aj zA%lj8i9=eaJa^^j;*43^{J#J49f}r*QdIkhe>zP|QxlKi2_4g$VQM9!p}|2FRn`09 z?SMFp3vQ9(5fFee$C28r@QljPN}VwWTZ@d!9@@x&+K@)fkRx3)mM%T=IcZDnh zOFY;)g!6}L^qaAxIvltDHUTm6Sy8=;aMa-oE-Wa}E;ag?mj|2}MVx@Qb9@H2BV-E( zyR5D*d1!^cJ#XZ2uS1X+557UnWqaZ*u4a^{@sty)Ge4H^{q2$&D&d?kArd$nItdr|bNouxA zOSuh~_d&FJ_I9?V+&AP7mIdmTC{t{g-1=*VsE!X(^ZYg|No-W%82=M~Eg2l^5Ss0m z+a=V`$x8w-bZnz~>Du#efO0~`Zz>YeMM#;NGK&5K%`<^?%l&$MTpUK+@9OLX3kG-? ze;8}@OUZC5ugmj8jTn#`s(R?f~LE4?tKZx9Bgn9tTB?d4=CJ$cX0HX zh<02BF-M;7k6?&K{!oGxz4Q9`KDhJ`{Lw#`JLYuQW1DCG!J@CNp%T0Cnvoj@?6LXT z*^65<&44r#X71B<*?V}LViYO>Q3@4TL4*MdVZw@+kB^VscTz%q()a2OblRs$n;dg@ zfQ}gT4kKD&T%UBNBCV<(*F~QAUt3#t;2^20M(bzr5qH!0gHZ?+7a%wYx4vCvVOP3M zb^+4xT95BRdnfDgf+r?rV@4Xh1`f8>3o+n7LSlHGIydvA)zq9sNK)Oze&1^F7DRFh zgY5N*Dup(oUz9j$1IvyA$&k_Dz8{>P2M+aH@sj&4LJa%BngZi7G|ZU!vRR&fq_BSW4*$NyV|HDGFLy9hwG2*>jHH}5KXU1EZJ9s zz>N{T26L6cUWc~S_3Q72G@&R2Gq}N;4W4e|;sKL3BTinPo@XG&^crzPuqIX75Qn#? z`dqk0b(FjBTLkKZcZ-oslAn1v14h)UwBnj_e)Q-OB+4ad{KsHIT}42xHE6jFJP?W` z=!v822jG9SuRDWH3nk(3X9OK)lbUB-|N7oQOFm8PJ~%uqWAlJ91UaXGlopdR40Zzo z5Acn9HZX==$D%^>v78J;6wH6XB0+VYC^uIwQ9lC;e-)t)fD*8{_8RbNC>L2wor4uo z_Za0dW{@hd)YQveAEB-9S4Y^Qeu?6ugnGprlJ|FWZ8^i{Hb5l<^A6L4K{Ff&#?3@D z>(&4Oxp@ZaJ*F1J$sBS!w0ndsyCELRdWFDooa*cQyL;>kq-_@h0_1xAm%k5)^7sU){@WRx%&}W{XBd4ny49DE(Sd+fXE7b3!E7s_@#cYh#p&i zE`g0(=!%81ad<=c=(&y#W&2x+cLhM-dye{LH~@7(O@uze$@!*gVx&OB0hF7LMVM#6 zSTcZ4ARo@Xg?o2f4N9u2T#Ss2KtcjK70V@F`1R}2_(+2q6Va60QZhyq!YGD#l!1@3 z)Y&jj8z1{~LVwV2$<#s`k3t%80z`?#E6U3~VW;aq$qtT;T;^QvrM}GS2Tu)_IWaL2 z=2&JXX{42`tqW%k>%r;7D5$3x8w}$^KCuT2Z*lkd;NSqXL<~+n`Iixe-$=6T#M6k2 z{T>jEJ4AM>=S~L@*tZlUc-Yk5M>C)cg2r;Ww>(hmybcozfy!HbeT2=NTeHdNrnU$N{@ik}C<`Sktz<7uBIL6qCwsqSQKuu}-K8nG{?Q{P~a07OHrnxad< z$vg(HpeyI)eSBf?=FNAD3N^5g959yW(s$ph(0wJoM?|<~gF9bQvEOuqItj(e5*#U? z6V;J9BXGUw{w;<+i5I2Qo2kb}qBz|qWxY!d)!IBddf*I0uEfhmo%gTqW6YhR;$k0+ zHkB;kwDtG7+yEP~42Vq41j3%c^1Y3aP?}H%D-2yImcNbyrp|geX~5Y|&!cqto8D|; zEO3a3pr9bY*DS%by}NK_0D7j+p&o3%d4!`6P6=kJ=M~dl?ezHuY%E(BM%#vva}h{} z_4u656g6jN_`I>8zzX0UXnKF$8o+3{rFZlLa9^t1BB{7ycESW1IXS4)w&Uvu133y% z_*QBfEQazxO&a=XgGYmr3O(H2LHn!M-8|V}z1<4!D6Vb=1|&dd--8RHL?Zc}*VJ=W zX8DUsOLr{wPRHRI8%?^&=4zONH9_n3x!k<;S|6`yvn#Hzrxg8XUk!a7#6_189T(Er zHx$Q`K6{cJAUi{*!9*X-DlkOBMUt@7_X+lrr>(&5w?R*lPZhGJKfz2Sz}`c{4{Ziz zoupwaK;*#|Feyhz$GyG1Ey3x&K09!`Fyg7Q>My&E16RR;80*{3pJB@^kf0i0LcX@` zo`K;H**eV}-2dlK9gH$Ti~tQ)9w>(igp!O5LnxF$L>D@vfr#1(ByVhPx>RdNIot`< z*Jh8sBP6u^#&VvVTcScazljq)vCgX-)E1#tW%JlC5rPlTFk)i80SeS+%_=)x-UY3f z$55Us?CBEv>w*<;eqLV0{Z(k#qZkQBE|GmhM@(_>V12@&`VTC^>B)(GHHGNUxou2% z!w0G23QBaY0Xp!nl|&Cl0p8F?{HIxX2we-@^HQ(VgN~G&G@!k4`7urdX9n$KYD$;x zR`g6PJabXd{oFox3|6DIj?OulUCE#jn_|&#S*Ej=vols;j(D2xQh%=5T zq}7N!zQc&2xXYyMI+m}-TyAiy0sURByFH|<`}jf4OS^Ji-(W(pt-W127jh7X229)j ze*5iD#^|>K$tmD2umyrQ(>q_z_w{Z4#}_~BdU(i86a2FVmQzxwo)fODtYi!ICuE1B z(JyH4G)~)&>Y{r=&xDyWsTV}zIwPTIsle$>dTA(oFmyG55Ka%s=aK-ghR4tS zg(6Hyu@Z*>|CgvGjbNLx8^ys%syS1I=_+jOonudB<*46oDyom$Yyy8%8(MM41E|FE z{VutIonx-a5GBnJ75L;nO$#R)AeehSRk$g8mrdJGuIQI?&uT|jlRX2Fawqj5N5L>( z2aI@bUSg&c(ER3f*P6_tG`v)eHNsxdb{O^B)$!Q>bgQ3=&!DAK;-d;DmrRgln4>g7 z6~lm7Nr0Fx^2%*YX#5~-W^>PNzWWF3(A{PZYERkTlDnip?kfu6J7L6 z(vnADO2Wixg881`O_Z<5H=#I|zROdnFRS*ZQ311to2}0u5E2s@eRnbb-^^|i!U69G z{jXb?Io_F4PPGa6qznUicZ!HwuwlZN{g&JSR5l1^C@0Y4KT7C5{~&S?=h_e2fH;1b zGu4mSDIwTrV8h~+5QxLu%rukIagt;$utew$@UY7RbvYX_PiRo8yzb8_y2LO{?zI&KqrgG97+c7ged!E*v zSiPO=y} zsGZ@oWpH}Ym$_^H@8*z+a^I1!h*0tB!8O6%GCZGKe@v`n`G2>VVK@EN^%gzJzEu~< z#Toy^PKQ5An*c5@>^}E-2dAjO_1yBf#-`L!OT2C^io(PvIV5z+25t^tLk&i|IAS8ev}a;#V*C&UU88~v}O=GCVw*VJxp+Q)NLe|=S9Ibj`| z5QsqN7DtbM;kbjxd1BXhN3hDRmCfsRa)`pon+~iW1oeG)+Q|B^Ac!&%Erg=}CE1oy z=FR^I!WXmep7Y|tJG+&WDS(*aNs$ka-rpC@56~Oe4C{#%85sO^_j|Pl)^{9o z$&}i7Y8$1-X*D&Ic%^j>vZXUWdZB5?@8wHl{2WJizfP_%EU!2eUa!gQY>rpgv!~Vg z#hie5WnR7KN4y}h$4^~i`_J1;H}nJ~NK5(>laSpl4oY`uk`4JAyNBirzm~_oMO{UF zLM%|PIZTwX9@Ts+NedFZjt9!ij383aWJUqL^~ z8L3`zM%d~9jiVsHjvP-I8B4UqMoNF2frIZ-54F;^y))1lH_~6%oqBDEi{d6`M2N(O zj1|=fG(;iIi5N!{N5&HPyzJP~kGU8n++_@PECj-cNc&ONl{?1KF@4+(Y$!KHc?H~ca7!uR_o3x$x~$O;{TKVCMwIG z+3>AgCrYVB`>^S3tXWE#Ii`ZQpj4&mV?@KOT~17|9eb*2b8|sAPi#~QD4>)Lt5%yz*h)^nK6da66TNsFeM+OKPPo3GKI)DTNzp@!GH`nY$ zq2F@H19<5JCz?ARJ+Q0|K3Q8RxiELw6+?=U#R-L=T{lwEzq>Fm*SU^AaBTZrFlN(? zz_je{wJ*Octu#sW~|YSaIGJX&S&K@f9uK= z-ytQaP*oXyqjQ~5RAacUohPGt*;Cg9*|}6UJQ!`B=e^USo}2jwj{;x+yp1eB`UWDC zXLdQtFuok;ft`Syb(f#9E-T_eB6CG5K4a8FbV+v`hZdEQhPx3xW$5C44Zg&&SJA90 z3*7NSarw7zXZJXYqvYC={-Qn6`C`hq8S>H@BU`szd6QXQMq(ofueB|su6M5c+COdX zL%dUxmTtlQ_<}3;p0S295hddLTXZwcH9zOZX?C2o$1%&6EPWc)d%Bm)^;dHkcXHF& zETpa?xQV)Xk^=6nJX_FHFRLG4zJd6eFiuMDR<&tl>&f}Ox1>GTK}w?q^2UDYpBy>bJZ?2k>1lC{m3Momf#*8STx&?(Ui`x==pFo@lN%QX~%D=9l9VY}RyBj%M9D zR;}W7?Yx2zR~;YoFqnQLsmm^%mriq=<{C|FSyD3J$hWH#WNJnERw%CBRQi5&5=Ho? z50&)8V7}#-Qxuw=NtNndD&m|~UhjGm_eaV@h1hgEQxe{L7l|Ek}xxvaeWK3F%iGNn9Ij@rm^{ZZ8wRn5vID7v3);Z(goc1^ z_y6N9VxKtrui8F$TTLWE8_9oX;{1|EJkvEQ^7hgx{!(pt=k^_)yN@bllDljYV?`u0 ze*2uY`<$)Y`dHGZJm&QQI@i!}A)|NF4;ll1b=Yf`Xs{a#pLrYr1_q7ne^mNlXb=TM z^)S+5sCT~dI%koKnv(JyhT^utd}}x0GSnIZt#l3)Jozjok`Xf;nzk=FPkH%2wIDyo zPIL;!Nc&3Q5bQA?Y*PL-5fApuANJRbIib5Z*1SouR7xw}6rImvxhfba!Z;fMFD>li zwtdSR58x6SxPLpSEGvEXAg-%x{o z9|-ZWDZ64`s}~BkefbnCPen~m*)4*@%1Rkc6HC)~T=&PDMUX$P1?eG3Jh%4#eXgf` zzf+5S`G}=XRfGFb!l$&~$oE^W2YtRx9pXP0SXt5h1nB3y$`-Z+E>04W+XlIrU-R%0 zZ`8+)3@k1F96tN@YZ*o39~7i?dWheW?k3Ic>??^t1g6O`3@>wYm~R(rXf4<$7H3K5 zJ@p;Fvl15C;B;^v;fRNjRWAQ{-%QF}isU{sBQX;qI2aGn_sN@u`{>8=v&j-gRb`q? z*O;saS!NccaniB&zdc|6u9zTKQzFD=v%OdFP+Vo-fjs0UUN2YMvt|bQcZ6nA!a`Gr zi31+kclE`r-2yY1G=G1VWsYTDV6^WjP;t*(U$jq@Y5z*cTbi--&(8iwoNofZuixh| zN5$wJB}K8XUy>&15cHW}C%797L3h8qYAIMR#B$T5vkH?{EnsIQ>v`*H(WuF`!>n8or)S){B;K|1TR6 zob7r=i74{nL$0(;!NEoAY zyZ42(p!21@c33#ADi-36PWNGh@b&=*WX*r+2ps0H99LrI$QT*R>T)7-Rfmr6lzNY& z`LtUW-$m$Bn5Vj~UM}=di7VX{kt(4u=B7~{#?^R~8f`#l!JzAX=u@up=xJk{t4;hJ zOU;Huq>>T64Ag{{SbmEHi(iS#07^7TV{CYEIgw#B!Odbbo$DpvS9iCR%P76Km z`j1}vsq-4RKy4Qf5buD`*TdZemwO7AgMa>{2=ox?DjJ^25~ zIgB_AgGDe&MO`hP(rliW=N!~t7MYpVKil%6sImyXV1{@{pKE9sFZvuCp~>c{8r@}b zug4`!CXlFKwm)x9@KS2pUS!HYop64Uv;){!Y>cLAT^1Gdctl- z#j}27iPIiP*5njyoPD}(wG`v4-|&E12&H}Z{+zBp+E|*Ly!(NFSKV+M!}Or3<)TAO zSMUu2JThG(7WuJ7zt9!1xbw0u*eeOB zW-|S^yeKf|lf21`EMH9?Ms&8JPDE3I`p=iGVq(b) z&b?kT!_N`!vxdL5aj#m<`air_!M1(a`(JuqX2_T;*VPBz$yFuXL^?A}T6*;@hHo|8 zqQ2WB-=Wq2g@ocWGzS;qKV*>ooNFnje>63vY zvmR2g=)MEu>d%{%ZTkhyjN&J=H+0!>w{?rl`hkkEs@#p zU4D&InpG#wOTJQfAEUd69>t6=ly~?MDdG%vlr;7KBP}rhv>+ROyE3~1J@oOhcsIj> zkqXH``SKqdGQwXMY?fKFv*)p8l&6j*I0z#vd>OfX=D`=c#1)@nGUy5hOwk_}2GwW# zSOXg7)KzJkw=P&bb_LoNW73SS^%v8iLMdA@^VB{kIX)+lfM*eE_$j6< zE6>(*njk@V5&`pRW|>NA-SL~th7 zM7cEty|^ht?sH_3BO4-|VkOCDA%6;v~#jmBY%U_A$XLV`UMJ zdH!4<+HvWcbMq`>A86YtYO3yUl>MHQl;k13Df)d|Ry?3AZ``~cpXkgq8$?kWj!xRfiP9-nrrj%0|?`M(TCb7CXLuk9WL zs;-L35&0t#{;x_uhsWCMhFpE)$;<1`%bQL^iKV`J)7xgq`gY2L>-sO*>iXUOx=c#m zmkTwz$N1xXe`AN&$EmQ3x`Xj#&JbycXu4~=@Lq-wNlbvNMELIDpPi4rXuH5Q&NnW? zgOzS#U*oglUAayZ59&7$Qu-VpJz7)$#=2vs2Bv^F)M9Q3t ztFs>slt^}E4{Dd9MvIESMRAQ)h~{zH;WFQS_sPMnu!8kLH!-$CEcVm?ik=6SpbEZz zTOyEK2t|lKypP{_Y;@AXUci*~yDXqdd9gEQ_x-=!SA9zLDA#FfO$#-V;5MnCPcJDw zCXrK0Nq^1i#~RmV%HLc;yzwtrk`E&&b)LQ+`hyVbUF*jb&t9&2m1~6kejOF=wVRb3 zw^Cjrn9-jSLRSpJc*hV3%sHkq)RnIw3I>)M&t*1LU6c#HEZ+U?a`^-hpcKn;mS?3y zmF2PXKmdp!Tmo^MPlAo^i2PKyn$n_rG_i;CXw;F5+(DS!<8ZpdldMB2?eOcjxQP9Xl0=0Um!Cz8XK2{3kto>R~n- zWTVbn8Tvk)64^Nl0qyPFZR609YRnxbgQM@`iM1LYyG#j94Bc-!$uhb~V^UXLZ`j?4 z5vi_MQ8L2@J%~*@p(w*Bo$2F>__Z4KS2Y53)k#MF%)BVqs>xw>#pO)q4_r*d3yw8L zm3D3QU-O(#ukt3OwMMc?2WQjz|JU4P%41N%v?|bJ(&Ac2h$ryRazWo~{aQknd2wq` zKRUA$WFFi9o+(My%JNoqtdt2nGtuhXFk#Xh9<<|)V7`yuAM(={Kn=QCm6IdhaVGp^ zKo>nQ?-Vf*?I&Vov_pwC5u9B?N;#mOj&&31PSt|7AlGrDdIBrvPt98lY%hrvPW+mxRxHJq5R22 z8Gm?P?XWA2W6diKbM!AM$SuuAW*nh`D=pmB#8X07m{k8QW;Rk*S8cURrJ&Ac)oQT| zry#!}6@;?P)nIqccVgy{cU&#iclFg|kMg{H9DE6v_>;o_`&A6(>R|(vVJ5=qdt1^zfPmg$yr`2_xd&p$h+mO?T2LbJxRn zpYEo<;#O34n=3G6&tx|ECi%z+f&I>}PT0tH>gRYT9JuOKZqre@Ib?5+@J&L#zH9i! z+`{R~7pAnj;p$oZ9#TZ?bD>mWrY=B3og^|Y2|+)UWV1~{?tgL17ks(Vcn_ip}1eU`r;B2Efl zeX-?UC?}`eEV8yckq~=y>OL1)tyH92T5lo#=cmlhpg;iy^kMvyrq1{zzv@3TI$C4j z((Ba3m^fkyC4gIQn+fnnhV`)Brb)WLyJB@Xu@wf|0uSp15d1*erRNku3V*8GoSlhuk zq<(?nQR*;mwdiF>zZ8jaDYwZ}>$f{8Ukcrl%l6fJNWXnB4Tw>osWw7qKXLiQaZ64Z zOBC_0=z|5#$2-_akrO9h~2h=6MMUZ!&wlg)%LVuMNXZ?Eaq| zuAA-7tCQOo;kK=D+Jv%4mn*$>*Fj2b1*qqr_HTTC&K-Y-`ThvFYXpX*^790iZ|3A# zq`m5MnjBTNUBRyen<$}*0`vV4(9l2lv2~4E#iTRAo$S^wa)vHV)hg(v_)fTI&zL)= zF%Ub7RZVT)zW+!an?_dgzk*+yr1nZggXPtD_9d-9j?WKrsXV}wPS2x*S#~qCvYW)K zPZX#E(~{YFn)^i(szk27yPmQgqk*UTc-D-8nw?T-J^<^^j{v^{mL-aNg=#(PC9)2U ziFG8w1<3+Wod11)g^C;~-`#Ls@}K{sh`g#gwEa-1JN8G#Ju@8r!mi8FVC&N)o%)jB z1yE*Gl@_d+h5hz;N+KFs;tDLSFIJdu<39=1&%p~~e2(13%gK0Bw=P_Fs~6=X!9RA; zb{p}*@5}JQ<*&}d)1bP^l88Um?krVX5=e$YmRk4<2{JtFN5r@M|I5gjJDt94 zn4vzOiR#(VecIjBb2Rkp!*hP>8*sO{lImPo>rO&o#_zM17wn05?tP?f6CsQn7pUrH z|CL2?H8AbkjM&QCp7%%E<8(hcsqL!*V9SsLb$j*~ip-mod>u=dM&TQS~M|pWk4FxJ_lClyYM!%ff zC3+w1cO4{xk{el?Y#;$bnL zqj7j4vlOf~$^FEPd%k!4ea|K*zJ9@HT0V9Qd45;}uV%>-ZJS{zhp`!o z&L6lW0RxjT3)Amm+5cWAO}(tH{(ZBa(r|gkUzCr_Z%WoO=(p%^=1cYk6qq?AE2^_TpjZkf%K^< z3AD&xXS>YqnoHy3a4o-1MXsf7&^=Aq)Jwp|5V+B0TP6^*2e1 zC|$6Qq=Z9Xo2Ba!*PkB__Q;Aq-6^wFqJ(S|D(UJMY|becc&R)sc0k*pAVcZ&pLL}R zge<4zF!s?w>Z59(-lfCb>~^G+?*#fw-EjP(G=-Y#9P|Gk5FI2Zj;kv7kj4`;YxQqP z@120HCkBin03-7CeLTDs(^rY^kV^w9 z184Zo=jGN~voW84cBw&;kv-krzqr;vlk=125Pyk@ZZJxBwmAHnhEEPt0SW|j#__mZ zsXPEcZc8v=5@C;qPs_{qhj>NRU+ZWlsC4)El3U&Q6|%ep{Y)_6#%c;hi{7z8PF&Ng6pT ztJ0zPYNT|ozE~@g%hSWviC>gHbs(a*JLm4(Tpa{1D0}G&3OW~C$)YhN!tX8Op|IK*py7oD)J@8ZI*!Kpf%#$=kf3< z;MT1i{d3EIDwoyp;Qqn4f^dPy+{PK|stxfc;kw@?27HtQU37yBjBKr#5Bj?-ncW`$ z{#xSwT?pPytfF({)Pq+Ur~-e1j;^O>5)V7nkVq6>xy#>lp6w=@UvM>;434-?F5*< zs_TGM8mj1neki4{0JzLRj8mjjDWd2G zvePS&Sv_HCvCYV+R)sV^RTrYsD}NM8&Mw+_aZx!2T5mhIO(UvzBt!{CMiaz6L`!~4%c`Fi-{fqJ!I zD7V$zKRYm>^s2$kEWFEc^P6?Gz@0*HYr;1Qt>sz13JJ6%ZRsPXXWDR{gcfE}bdFwh z6W^V)UCf(K0SQdVv~ms2DlFwB}a_44BZGS@h-gPLf%r8Ue02T#3`hi8$ z-yN)Z%r>&ZwbCIX^eKNbZ<>t1qUtQJ@kT`^t`6=f$%l+kHGl8q@Gi0Cq`Z8m9&Hrd z;OXEeOIIpjIg1kVb#T|1trB(J?|J|T@@zo3e#IwV4_UP)U{u!mwvbnsGtw+x?>WTC z@7-dF%MF;KTs)i17A{VubQ?@zraT<9-uW~YdCpmKvIe6lo1-Iw<<)N0=H9M{c| ze8?HR!~9@+i1^bdwEIuQVq3r6Lt2&!0ziKGZi2@Sc4{)eV;dp5n>P&Y0_D^wUx^dk z1?VpU1N(;j#G|?AXasOs0SuruVDP~X1uE?;2H?-1Ki|q8h25S%1HND2E}V+`vlIoy z`cYVe>ZNCQeF<=YwClJ?@+$#GAZ@k{0^M<_zXaXWjtLXnO{Zm{^!kO}4qRssJ@&@3^c|J7i#w*n!O2!y9Py=+m1iF1-Z(F5X6f|Dx{bjh4Kn8MkqEatk1Q2w+{&-5d3O;p5&u zjB{XARJH<=W88O5WIKB<(ndG81%7Q7vF%KCZ9?+%4ptgkYx9z?e>qe;yVU{DQO}fi z`sDiSp8B4@jXUj91|?L!o3IJnIvNPV6Ni41D!{F8tT?btc-mq&Al&Y4Zt#@d+G-Y= zqs`3xbs|ZfVn3|b%^`vJuA4>J7vJvdL$nMkkG>JNa-}qLYePA@*L@@=rQD?)gO>}W zcjSN6T}*u9USE7cZ!p@aM<#ua{lz}X{UJ&fbDgvKX)dWH2Qf!HQq>>d`bW;;<7do`%3~#)3C{$? zlq%xERDvu+7RMut#oWyq}K3KT-U&7oshL=wkFof14w=ret zwCA#j1>Khgw;Vmu_e7k2TQk9hqx-zZPltp}Q47G#N$A0iF8x?`ul26)S%Cfsyr@o+ zfp`lTI;65gyBc$W77Y;KMS=SUlI+CEpfcZ84a%T|9pVEtH6YT~kuJCo*uKCD=l8+s??P!>pnJfU06>X6{*$g?2js6jeY~f*r?@&ZF;f;M3 z`k)9*3yh5g1*;9xTw8eb)e~Yl^YUjGi*LvKkM@fKI(h-QNkZkq4h-hkmZC$~6`#2hzT5ESr68MKqUzRw~NE;Hs1% zVL9h$7JX+r;okJ=k78eoQf1an=2tcZj#5&uSMat}_TXx1)$?VumJaIuFAmo5N(M&@ z?*^V*u#|YMG6!5``Z`hI(IPwnBu`Po9WGW?kQu1oOq zpDL5@bsjIfe0o_f5UyIY?A>y`s(e;OUX-3rKLO@Pe$*@rCOnprDBI-q8rQy^aHr)- zl*qsQcUrdvPY`#uPoC9zNl04D(iqaV!c;m2eQqAzwMNhbmAP!%YFBU_6{YkIe)Fcc zjX{lTjTH{Sm^7v`ytdY1ANdNpxN}?|HDc1*G81J+ey^?*X^zsGZyOxyjN2Kb4-BK( zRl2dGTu`*wg-WR;x0}dCiO~ZjRazEL~4jmGly{QTOJa2a=D!L?ul&S#mnH> zXG9XrkZ1>4)2FX{&s^#~k-qdjs4NCa{+tdOU)sopgiX`I(s>WTvT^DP_aTR^KT4GfRHxih537D9NJ`0!J1K_ZpQ?@B#^eXhNt_T)N|cqYQIFUj=+7l2DVY7hL7EOG#|mzmVYZOAVTsE_{rF8LP-+!kNQ5d(7Tf(P&mUGKf$J?H=o z$$&=HT154uT$)v90FVBBmd|V!klsxe$e04nyaa&!)Z3pwR|3LK;JYLT=*99yA)VG& z#KyzMZlKr5F{lQ@+p*KY7Gv4M{>)0e_@+&z2{Jv$R$mXL2cUFy$N7GvPnL*p>RFpA zzN^@_ns7<X4BVJ$_7HO_LPM4Y2pD{NQfkQo-B>Ku|&F*sfUmv>$^( zeP|Cv%&%+W`*-K<+YwQBt)H0Ls4@?Sj@93hy8Q#$_`UJHyauk3X_k3NAq_vhj6cmK zZ~0_{zpIMFMiY9CJhd&4cF^Q(B2F9($Z=YlyEmKJ;}r)2Oj+f~o5~KcjSO-3pzQj_ zh)D^_7Lh$@t=1BiN@CpCi#XSY>M~DEqkRf{H2LH=WE`Fnn=}bODHi@7%6AjMsU^Qh zuUvqx?3U249{gG3tA@L4iEN&#ij6cOeLJHmB{XocQiSEF#HO?r@DV@L1>!?S6P?}R zLF8b8s|U>x)RS~kD&>q)qn4I}A6v&~m|5r-A{DCbHE6)?|Zba0GD5_+Bx3v0~N4h*|8N zrPx?m|6XZju4dZ+YWWK!;-?u?aKNgCt6<82dNp4UTB=eCfdIibVjLd=QyFvsS}Y(u z_ZF$-*QqtbhrIKWz8vt00*;lEVwf_5+Z$oFnLzmY=Co(otJv{}F=`g2U$RD&zLn?h zej=rR=Sd*382O<8uK9)(g#bo6e>!V7Kc5AS5U9))gp#Y9!tEh=`lg-rFLqz{mTPL5 z(KRF5L+*dKDRC2TS>}j$wvf!(;3o}W_Wmir6;G!wSx;(utHhWBv*o5LjzZm8pu|m{ z&L2HFww#;(Wx(`{UIHm4)y2Z0n9rM3#h+Nok1;{5ztbjD>61VX%q=1A&b1rJ=%`{` z_#r#knWAz4cbW2}wk!NC<57i#VK;Y;z_mXs4BVcm=O*x5^zHy|4 zrt85k&Heyngz;nf#M0EW0!gLnyku#CAz3O>W(Dc7nI}uGl2)=%#)mY-&74_zp9o%=9_of-UtnTZz>-f zew34wbL&^@El+Rnmz=A^RE>D0MtfJLzQA&`^1^P-ZKOqMrsR>vi3=IuH$=2@=35iv z*$fz9~P8< zOZ8-7iaFzFoxT3-S0>Pn@XVU)lsq6I?VHtdhT&t%+^`PILY=>UQs7g$0Tna40%m#>h?x;4|K*oM0e}7f{%@Y2 zY|l(EI7WhgMBkMU6q(I`M9>rXYu)#bRF=SJV9-`&eAIu)=_>RjBv&MLm8%1Q(F*{I z`Tv)H{RU^mRk+2nm0tvik=fw&53{0{04MNu5Vw_}7?Pza!ovoy+KyKto*J4J<=ViRueD+i-KyY=-evitS^7cx{2Ivwxc34(GE zK#V{iU#Laj0*@oMlIhf2Olaha`6izD4s4lLA@Fdx>le+I{9N?|+jQNBn$th3Imv8p z<8N+JfE`wvntXcw=0(jIOi#vHEwI*4I!(-SPo5ge<_J!w2n!1rYRTpM+Dt~{0VAgp z3qilLG6B|aA4-1MB8v{s$tJI}3&DCJ)#c$ae*5XW5B>J@&<~uO-a9|nU(Y4JrhNMy z+T7w$fKQ2;pnv;6AN51Fc9q%d{vmxfscwqwhhJlFvd((u0Vs_+-L9oVTI`WM91+yi zB4jE4Jx>&r-rsZR5w!pj)O3r)2P!2KA*7G!m}%#NDZPiq@LJ>1+6W1@RE#1kCJOBw zyax5z5v-3WE{9YW+XftOYHCi?S5ObZ zRiJopGn8_YzOc&P#HNY{5t97xxAE5o?7mSp5LAIyKS&d2)k}P6VoW|FazxPY5Cc6+ zO(?4ktF7Teo(dUfkOgRKf*US=5T9y~i7c^-(ERBJ;=ITa9kX3a`M4f@Bfbj3EvHQGSLa7vzh#Tj@-xKgg1q<+MZWHzGsG2b}A+cS329PApdS5K|ij0{q(2pl*0e`Cb|-Vxe4 zZGC%CI+TEDGPaQn;ku>In;7?oAs;;CF}7$m{r$957P#Cz8(WstpnXdNbkVoo(q!}7 zOuC*AG@gm&<6yI0P1l2B%h~G zapO4k`Bz)~?os_H3__}s;%|UpWsnPW`;<~6aP^N=M34kep%6MQWN*87;Q~{(=lx)0)6(iZ{UM)_IT!j7UVV8Ul>=p z#IhS*X&^$yaNxfbQ-1fP5ogH8OYKnk2K){O=wGzc|Y*AcR}x$y24h zSjg2E!eR?>R`rEVGj!ZAC>i;2oUIswIZD@?iNNlk(Gpr7w}(ZE$^263SbS#vk!+SW z>>f2#M*a2_y-T?f-6!B#rj5534|M>)# zX8k9eI%TB$ed&XHLPxtWVjtad%H1)a;yGa=;Bxg#sVscY@cOOx!dI5TIAf<-HaB-k zQ%UBLT*|<<#>5h;VGBbgbfH_;3Ga9E-a8f43vJl($FH96chh>5^W^ z!NVI#O4usDDOdaAKlkNnBJ}KgbfS?4;!z87zM93cFqbsU!ul#%fqf8McH!OqL`JS9 zOC9s=I1X$IQ8m8)TF~#e-dzf4seaSD(3X9+|9LA|rE-3ivBufW<-myHnjHn_SEFCu6n-MP=9MWZv8KYiNg}dZRn>0W8TkE z-S|=>Y^t+lHtj->afcZy;j%1~j|g+h{)8B&j_<-IxD!}66V-Eo@{=uj2Nclx=%_y1 zo%VpW9=0gXnLDh;s1VBMM|(>0nQ41k#1KF7rB8KT_eK-jvniJHHO8^w9u9u4ACg*| zH+#?(0`eQ*>M4ag+wGkbCiQzXp)%}Oq;8MjXSK&keg?+K+jc@iMM8J(hvlkFHawArWpogFP{xnlivDb@Z|4PGvT_*TjF++dc}RF{*BFejJcJm^`r#$ucM zz^Jwu1lKr;TW2#3il?o&Y0ttzDrKY zLKNVKr^@7`eM%2Q2R9fNy`Q(9A%qy{-+vaf(q`t`)EMw`@s_sVIgnL1zFy6qx6`Zz zNCi}<j&7aM{*IzHb*TKM9; zt?0a76e~{4Vl8OA-dT6lPaISTklLrn|gT48jvVnt565>RM~q}Ac|hsx4KbR2zJey63K!5$y-zNM_p-g8~z)k5b? zdw0KGisRtt=HvG?TlYs*5=-+f4gFLXGU_0p3G3IW;!E)Myv%p-!D$A_f%KUG|P{Dl0Y+oFsz@B zXJSZcF53gR92W44M&Gm`0!gx5!6S0RE6?dh7b7S;wno0U+O^AaT=0Wul}B}_^nX{a zxgY#`LkF8K);HgCE<%t5p~_!G+qgn z&Y(JlDL-B?b{B0ut;%PO;6ah>X3bjvXFfr?G9F1!tb6y)#VM#Wh_4<~iqiK^KiB`7 zR`=iEcet(sZ;Dtnm-eo^YwUhLu|#R9StBEN?DKEbbn~y7I2qoV!kVX0LC1nHrQBFm zP7Z?ZI{CdXYzJ^{O*8#g(jA^&9GI|}KUpG~_}wE4>NW=;45cHwCRVK5yArnX?HhxI zDY>d@R3rkcJBq#ZTb*QW^)9ZgwEd#^?XTaGll$P$P(*H~*>=YBf^kI1)<~ux8~kfz z?fttw>EITDsG$t#0+Sqas+XN(7(bqCut$Dor~E>vG5>vQvv+>;fp!)i1Xd{N@oD?x z=4`9$R{80P=iBrL4rNDYZzkq+G&QD+^G#MlMLMHu=8ata{)$n!|4BN&#^p*n_B)dq zMEF4n)t*pFechkq=0dYV7oSAP(8+$OlUjkHlADF;ua8?6&0?)>p&XJ=3TI$IhXCR1 ze5)lWq5p>?8dLRSNFy-7{VN|2Sb2y5oLe}>ekQJP)%MfCUKg*sgvu$*jfKM^+f`V9 zUP{|Ea2ZR*p%Rt)@;QN{mol-K%|@eV%SBzU30=iK&iji36^9@?&Jc!#c)@7CoQ3U<@hU(HYb$&%hQ3%BwPTmbhsVh|10s< zVFsLR=<8qA;ws1Xd6Yt~QYtv#WZI^!CbJ{N-rM>i?<3_RYPGP~EX?3zL48gBXOHA+ zEB3K{V9MglEQ@x{jF;h z*bM(!lD7I<*Dc3i4;8x0xym>#2m(Ey{@6LFq$u84&@D(3PotH1s4>OLbeOa|PfMsO z@-NY796Od+TTIh&}_p z9d1@p2qaSJaBlHrhvz}JDtd247?P}Oj;sJ^e2GGPw~P|bO|U<23}nk7B+D;A{F;0} zR);iC%?)@K%(5~cCCEn?TyYK3zx+v=voKe;L#DAM03V{PStBHUvQ~Qz#LO+mGEhy4 z+1a2oNulTMKULmjrz*eD!>C_;D=i&(m>4Lhy+j3JrxHzh>>McPzNOzzKTdH2*8Kv> z!$TiJS@<IO0VJbCTH#2p= zvdS*x7WVBPK6h>U;}wLSdotRkjay@2Sd)C4!L$4b8b5xGLs2nLJ~%+Jh@Pr{DC-f- zpjsCUSyIWXeUx)s2YF^@BQN!W(DUuJY27eo3sZTnIBoGLDFea(kRDJIlWSi=X?v)f z!nB|IaS+I6v=-WHA2RHJl;ntbXfJTOnkl<825&_Ht& z8cS7d&7W8ltEtbD5n3#bK*KkqLGLs!zBVx;11;_IYvm2@j&#FFH2H#3HiYbyK z*PXRMeUc@{p6Pye$ZL6FM`ogTzUOaWjHjmfvnIcMZzXOz%z*JZGw+)Gk>I0vh13kp zl%|hwBJ~S^Phz2nDgP%ds{5HQ{Ssk>aGI6Js$ik5YB|MVg#d2Irnj?d!5w?AsBs@mjJ~o!JU(0peTFj(WgGg3zDbr)+ zpP{P8O^v-?+Q}cBT=-mZF#Ohhn>p&5+Eb&q6f&_@z*PQUc?vDEbrG`IDY;!#DC9 zeU~;WAdx|?==3fskdiU#!dENS`Ej+r_zyG~BSu2CryD<^0P2E;#Co4eN{W3#i?MMY zZBzX#SiyV>IWNa}4S@svbUNCk*qN~cubwb-QCgPrOwJp$#`D3&+g^p*cJJz5TBhQq zOSQ8nmkG|(dT$a638gz3f&>kE7)79{4{~ywR{jNg@B_x-Ce+tHpbqx#^>~2!$(b@7 zkn}RHsCwX!dM5#15Z3z;m*a)=Ies8ptUmYl>(6(uGbH~Ui(8noxEx|mEDY+_L{Ji)$b_+a&20U#yepBo!hI$+`QnjQ~oAa>QdAzYl8M`%$b#JMFwOAN1u< zMyqDx^iBmnBsw-d7Uo!pa5?|paZfFgcip9IaH6p{YrWZCJ3Ez2e8{5t+uv{bs^zZg z`kjn-I1X24kKbQYWdQ}2y&9lvf$JbD{=Dw|6I!HmW>ODyxu8t4)~0Q_HtJ8YZ+a^p zQloWfm{P5?JC~}1T`7Q%V=nS-=Vl{4_~pbc`q8}aS(s+2E{*=0K*<93&qAYYdj&_I z>0*N9*Gj0!OdsyT02+AL!Hb`cBe?`%fB*do&EsdaZ8Vaj5OV{i6>WcYEnDQn1o*awbMuwZ(}fo>$>F736jl~*I*;^;!k8elE#?XgbOVQW=eP9I zq?EV8=~>}hk>o!+E9TDz?SGHXPF&7pUbg69%BpnOH6_PmgU81_dFh(wj6+Pnn@nG@ zF%r+GewxBwgwFIi}P&mpmT zSt2>EYQNArQz|<)-T9pk@LR5uvO3IFm{yo(aP%&)6R6d>O%H6&)D`p=+e>-Q5f&dd zNDN4knv%}+)k$0GHrb$2n6YnRxX{fd_INh;LmZ|;?0cN|MSh3}wU{v_Y2Dua`*|V| z(AR%Me|Gw<2QXNzmWqpvY@N7Tt@?C&)bg7Xyn^l_mZsAx_lLDz(pdd87YDgoC`V9% z*Md(}=cH6%YhEm8stZkqwaKCxlkau8m)p`y3sVg^j+>SvX-*Du&3!W|A9ip7;od#@ zHIgw+H2_i-U{8^%kfi;SL2rdx;vit_{P+;B4}Le|muNp+Mfs%ae?X}JX;YHp|MS

)-Ks3z6lIq=LN71@B^YX53JuLItU*GBD$7p&TB85 zn=?6=2~Me_79^rlhrPPv;iN33rFx%7+|JRwyq>r|zlE=TT}GxO#u}4%iG$-4C7TDz zZ#w4J7+Yqqz7lzBEmhu@DR|D^U(I{D)rnMpO{cMKq3l5EnS*qaFwsmTAM6L(eS+uiv{vNyt>0nvRkja1T`)L*NNXW z+g5;9!PC>yx4~vGuPE0DNU79%W|o*JAG@OHnK3mXr~Cqo;iQWtcOye-(8 zI(NUr*i*V3$^kHPln3V@;p~H}xX~bl1Q}T^o_D^sQF^8>7k`}pb5ED$*XqC@Qyods zXKtYt-ho@R|2oS!k61p3cJGe3$@Ai<2|&JK>Y+OqUT@&6^ePa6 z_3hH^|45(bTyEc!YWP0k_o7!8RC@8mwqMsiu&_{}80^Re#@t&P>pa35V|5@T$g=doD!pj~A#!W4 zkn`)F+>h>JM+R|9v1ph>%4vW=rr|Py?)Ma`y}=|<5(lwHM!hgKbB0DA{~p0IiaN2Y zONGYr<`hJ@Cz<@sZj3vk49;=MA*xMm3An0!U_(XCn>SX@&jyE)6-+JshaNrY0s;Z4 z3L6p@srXqAf4@r}9euf#otq3ap&b4ELUiR9ZL1%la$`HrMey-T+kM!7INR2V%bTNKwmLc-ef=BS^9Ys*b0Fu|*5$<@DdOl1ieEjj z%xls@Tko{GDc$#~uddKy)A>eZXCTPR@I^cOsDsfzsR za2xkTL4NV(2d@yv{GR~tOgy8!LrGsTH+tM#Xx1Zf&&}V6@ypmb>mXLb`&Y1>c+Qu1 z<m5tlp7l$I`UrlMVPb8>w z&%mSW(V$>}8XDFl!Z6!eVYSHfIoOazEx+JLuZvwjV}b2YAJ--opj(Az)O7BPb2=x) zARsYL@>DW(?y*DUYT@J6sX^t?tswDSK^NCW<@t6kX$!N8&b#%AXZ2?3v|%nl#TIMb zqcf^|gCGUTLx+-Vt!Ny=aH|gog|UM5b*3r?y+U#TLqV8TbmT-XCPz(*Rn%hzkp!8q zH4zaK7WCxUytJbtK@vbz{OncV_vlB$z>5JPDZ_%#>eJWxG+*zE+Jmw`I%^3soeOmp z_36D4(dA-+i=86pjC4W0D&tQUp!_1X4Y^Q!@D~ zwrcO`yyvZwBL{;UM5U%pmSLxQ-m$P1!aAF#2^&HIC`;^uAlgNEk{8XqtGnecy?2%` zXTRb`dTm3@>RQNSdy7N>EHT@zBE~HclV-B_>8A*G$W@Jj9&#ezMc>v##=`rzqK?%k zWz5caZ2ju3EhfF=SXh1K?t&rzUWip;qs7X@tv%&F-og$6KAM9+#jS-JSgx)IhXgHn6^`2v)k0G6Dk-( z{J6+=32wxBAt(7KCrIj4^_>?3wfE6j3l^^$f8wgHM|Kc2#`fTu?Li&(x8kQW0Ffi7 zM}F_OcP`$Mn!aPAYVe`uBs|BZ3N>xt(nujCr*}G2KloU#?d|)XjE@B0IO^~}{gIk_ z-hjOIDp~lMA5!{4Hm%sD?Av9%t|k6jSd4T*XQl4A%~#6Gm_ay{_jy>-^lr)BU2fP; z|HqS$8*W3+E%woYE&Mpr{zs1QbgGY@5236Maunh(Dz&7=3+KIraRC|#{w`ARkah|G zNR?{1Cu(t6BHVeZ4uelQx6n!PaM3$`v33_}z3(_V*Ilqga~Maa6hWARozFs2FcoLnZnFv zUpD+bz?}X_ttI5eEKj`~F$z#wq$B)-DsZVDt6*cz66RNT zp4A40Htv3&kRf=HH%ak5B_%BvL+!)>`!*9iN$2w_x9rB>DTfpg=KwXEdUUj9C@^K( z*VF4Hd~Am*OC4UvFR$km#>Fif9 zIVH;6EJH9hM+*1iBCMnlWN%@qe}87`S3UlGs2D7mGqES=BJgxouf|<0Y(8fP(*?7h z(WV|^XB<8Huo_h*lsT>qbk4wf;c-fZ^am5RdOzxr0r`x{-@OqFQWKvmH!YhzT@Gtf9Cy*p z<$FKf6pJ20S|AXDJ-sCP`@GZsFQuy&jCU;h4ze*PNn7Orhe|HR5<+5Ysy)IKYz zeVMTPk4fPn2^pDq%2YO*BOMD^Z8c6W1GhH#8n1q%XWy~`vk1Yzp6arDWKTvDbtS|PAOe!~jnn!fo&BeKikC-MXU&B~F&-SELYOr1M3`lR^(pngsshjZN=yv5qnJ5HGk5U%WsN7=H6M04a`9NS zkXE_e{ZHSb`0^YKokZpQ!yVYMy2iAq{j&zdGhmX_Sl!U>t1LEj5#+KlvGL8Vmfe^+ zZhX9EsFK51Oj(>P%9W}=Nv-skUJz$t7G0{NdsJU<#o*EDs+QvBFfHfIsfMQ3ZERXl zVwnZD(}>lWi_>~m3JQAV+!ADVla_KuT*vGgH4KRb=m$RxX+; zlil?5KaQ1qoZ*nhxG4}rVZ_)pC$%<#}Y%WkCS;O2)Ke+^p4USIrM*N z-Ei-LEn&oqw=8DYa&#wN$0;nmXpAZ_^VdlF5(Zm~AD8?*_#1 zpjgLwhgwODvxN(5=k^<#A_x+T!c)>_LPg}BqyY`%P@j8?S?6yK&E% zjXFv?5Det4+|Qxp_fUr6sxiSRgVdx=C8>f~@&Um2+NP)fiJAXDpqx{0*wu@XBm`k3o63|4{Ru@^Vi}BNca^ud`$%gfZ zJcL2t0dIhb1U1wwO_B-%dqX|@2E1h2e5ZYCt(uCQ0UlU0i48YF=ARc%jF@K5%h zC&z3e-8Kz6&1pkYaC^zIO;G-GzVj`R);yhP~qld-YqbLs^%s7@KtGrfq|Be z0W#4Vnf&Ts-*R`@w zUOuFGXe)BYwiLjiHQyup$@)Q^>z`|}9XnfPv(WvmYvr1hKfeE{YN1XRZwt`zPWAqh z*tL=)pLnzSRZIQ%A8&xC8w-O$E{1f#=x_8(Z;J~ID%)Up;lKdCg+@kw-g7%&c9Sqx zgDZRnJ?_296{FzPf~s5TX3Z5L!TN=YO43R>8QiH`dv*zq7h_}3owv;oi3dbe+CKV4 ze4H7-XeG`LVutjE;s3}f7?W0VYP2TZm9tZUK7Q<+#=^4yCCPP;2NDfbIUXksws+{r z<$aXzJ{doWGY|fw_TpcsY4^0oLvGZfm`Sjd?MRBtmh@}tfY9YI-qCDiFh~^1Um}QU z>@7^CQk?XYc1$;|$2|RWR@ag0_K?f0j1O%`a!QNBf-PwoX&Lpkvyp;4^nyjU&z2uZ z**^Ezs5q+#hS)H;N65^yJAs^6+e@1B!N=d!3gg0V8{ zeT}T{ekLQ5gv)Tgl|=;vAnZ+lqf_l0$E?M2vwj>gDMq^S7YXjmtH_IFzjfojBZ!L$ z=w1+nKTfME1=dA2uMQblb;er~VdkitMS_D4gx&g}FAgkL`yf$MVj?ibM30fAdo{&M^Ji@wn@)7l{Qp+ng$= z?T>(R*sS+fj7}fp(38G=>n)u?#jcfIeY%|3TZZxK6t|n@$|=X8yuDE`B!vOcCqDxH<&K|$T|Ch*-tbF_OwwEM6V)0{kI=Sv>vFhSd5H3r zCt8x9Y~3N7M5{}ygKLB=tB`eem%W&Lp;82|iQs+y{UTgh>1!v$dwRG2>205y4Db6X zn)k6?FVN#jX8E$Iclpov=w`_$tvN}ykL$Ipiq*<`?zH|K64;!P3$1D*xTU1DSs<&7I`mKVLQ&HtdU9@X2uTc)3)`-ha07 z>+v6<4+H04>33XoR+&jZ7%CPhcmMG6?+i{$6AyV+D2iS%xJLhFMMcig(uGKjCvY$u z=ZOc2Oj%;uejeiQv-fOa+!h|RrIlTHsp6j9HW6c|v#TrQoJ)4rs-n1R@j~6YE|`Dd z?%kl%QLSIo6ReX0AE%AMV36TjXf3kD> zU1xduq#TC7`XiUV?sk*F%-=ba>~!-ZjpsdP4dyZg*uEdA(@B-UO} zJ`%UEz)2t2dWN@SyL+q$Lx)}1&q=4bXYw-BUeLV|CI^;8u@KC2Tv@;Vk54o4z|bo1f~b~ zzUL|)t%6_BSP?%X=5@C#Mw~=-E)}0h!vdCWzDx))8jFSah8UAnc?a5&gB|86LbYm+ zVnS~G8(OYlDU=vP!!m`R(K21Y=!tCPc)JT-sonHV9KvbaQ(me-$}PFe_L{OLksJ^z z^~W9=i&2Cen8PZOS_lO7gxo^?3sEFceAEZmR`naT)zG`|(i1si-A5w3F|LH8I9fxl zW_^k{yF3RZiP2H6=|A=|ZgnJkdDEmOtUxfEmI1;pBbryhiu^tIZN){I_iXwhjAE`skI(f-V%vD0@{aQTqT~*y zfv}T&RPzw?e$%0-#{kj3DWA`3Cf~{X+>n=A;r%U+WUD|^o(o`<_+-{mvh{xSQ^wg^ zG84qL=kS)>PASX_537HumC{kim*R01fQQ0MeCT79n6!shCKNIge6dkl-#BiyA_#R0 zLgbIDcV#lg4sa#?{rfKGl_U{0$^8>MjT{*Q4#s(2N*Cv_I+!!lh`I=k?5lBe4MP)Z6w{x0|mNjDr!B3 zIM_jEc$@FeI;t)O9Ta;z${ADEqc+x=S?isW|=dI=NaITsysw zWULNx2H}C=SJbS0+x&d^N{nw>rL>!{UtyjU`u)+6N{4kzB&8`49t5BL7#hB>c5s#; zAPf|31b7To%fSPdlY@CCW9;!b!L$@!(U%h9vb0Ag+WA%5vC)Fg!>3{#<6Ie$D?wcl>P!-fM^$ z|ENa@^3TCP+FO6QxP$#9RiMGDMC4{;2C$7CqZDqE{h&|32b*iT?q{C$ht=N7QdWhQ zW0aVuvA7s^4F7>0BGCQw&*|zZmMQXJOGjdeGK^O$kUwXU&PG`bcfgg@yL7$q^3FqB zR^3n1hwp;48B(e^F<`$=Jf#KYqrGhU#eerpB|Eix%Kfv`7z>O*=b6&Dhp$qFqu>j8 zW>9#!T-v%d%KWT(m5M;BY}haV(W3aX)fX5UU0~&dggWzFQZHz zBvRYByh>t?ukgNH#LirXo8X1=N_3TWXCXtXAoMmWV=jN>cWJV+qTm#&%;nY1G(u@}AH4_x^RC=ja~H-g{=vS~FW;_jgLK ziicl}dhq#bDJ*1SSx_T1x1PCEp=S~`3{>+6MPgX@!@ICO$$INaC9pIw*G}QKw|lNP z!Y^2Q+tb1ftnr8dq$WKrWp+zk>lzV~uD=2Vb0nwy%kLJORot`k~I z^#v~=E?zJ*(4v%p{n8mh+EYycD~K*$@-4Y2a>|$omTdl}_8>f#MFN{c!CKFK0*nZ` z!)px2P+66(Ia^SyQ(A|0`T`0p$SShvv&{U|m+5VI*h&^CtWj!F)4euq=Fzut%AIT9 zFYNL6nENFk_qKIln_sGh*Cii=aT@5A+aR~H0NL5l&$JdRN%PsqSOnU#W*Uk_Mb_%@ zV!lsqhz6lQK0VjbJ$i%tVP}`wLE|Q_o&+}g*R7PA4#oXEvD<`|OEfoDo~f zzxc>%^{ZvS7UkTgB+)*zyD;aUCtqM3Nc1=boAg#M=u2kdY0Mr;51h7H{&3JMZ4_;`G@u)&0L;mhvf z*VJ+v(e=YBf>q2xK9`@3yIhXQN1n^~A!e|hWWp$imf@waX5_f{^paqgdJ0JqKY?2l z4mzNj_ocFZbKOwyQj|m#ta3Xi2Dd5by8qQW@#1Lc2!2So&dT7){pfz8QMA`2b`W#5 zP;4b*5(yQ_eTHqWTC+O9e{a-7?x}*1Sp(9aasN9%hvW55xiss-x8ITz&-XDtn||%8 z6<_;EgBkDu{Qj8FWm}nlFvDDc+C4+~h5Oa|=&zB{n`5hPK`d)e?(|1rd5xY1dK43? zqPw~t5!&m*b?1lwU5He%1`hs7Tr>^5B^)YevC7anPR7S@V}irp0axB-ZjVpEvmQxA zfa`Hwp?2F6TzEr<6?+GhV9v+&4a_h?_AWs+LAqSLIgF71izC%snnrMt&F1^_Y6M9Q z7DE~fH0f2=*B9Np6n@dmTN_L4VyFQ3&6^rOwwo&{#06NpYG^1V2A`6vBXZHpJ{u{H z5P||BRQDyYYj1e~e?VvXPf*}~GN$N}sMlS}6M;qzTTD%`!Hehnkn>rcRqE`^-s|uU z7v10RVpHKu%Lj+eFAU+SJqrEeppNMe_oKg!ulzOQ|7=NymUl$=_TxItVG<0v^CK=c z^uBks|6Qy+Tq)N&*6P-y)5U=53vVV2MJlMLFlw*Y|DwScty#&f)umU(Ndtu{uSNy} zE!w%?$#$v#`x`eEwefjcqLNon|3_7Ne&{+qgC_6qTZYxfl|I(eD%e7^wpwkkt*z7W zck8OHF#nhUT3b)|F2hgo=XXKdr+75RV`B@>BldUWzmMPF!eoJ`eN3G3-Y}}PNww=N z#uKwa?$ku&y@WLTHRDLnA-bl`6)c;#X!954T;R_Wv3rs*8_1UsmfOnG`HwFlbPH6W z83>yD_B+-WB*^-0E*#s($R@--ZQ(w~Gf>Y;hVqavNwXUxRjM~Jl>tq}*VJ%-G}frb z^%*4Lamr1^!zL!vA?>ZO&|Y`!^+eXK7YL?fPr+02pl}el-kQc+PfkgVgLgF&2eM$y zTHMcsU19Z7dR|;7ZB?m;BGgqz<9>_RRIx@FUXon)WD?NO%3zF_&Bk^9Dj+Ru`|*hp zTF(s=vVvTTOZ~T9gJxubMOkvss-5Jdc+gRJbXx}>+s_e33@ecEqCDXl0Va%7OzBVZ z(czcj9QR@(@tA>x{h<&@8ky*0zFd{t-}4RZa~{Q1EP;I~D@?AIN_vwxz_{i*lY}$*rjtx-+E#)zFk2&^`}j2fG%_#zQ$PpWSd|N| zh*l?gCB!OYIN`(hc)j;_%Yq&LtNILV5v>Xu%jXIjDGpQaB%hP5tnY-rv^E30&nhTV z$)W0_(gPf!q@g{`sYx>fPl%>Wo%~oa-wcku$wgvIF=Q|cY9R|s%4FA}BVb2LwWv{Z zdFgEOsu)Eeqp2r6)k};)XsQ|`?4>hgXV>(*Qi^f(_!ss3)b7POM1}L8*0T?wxz#Co ze&D0)_#H2hhpN(FTIUmODWjKWF2*kMu1w$u>ABgBd7y`?Xe5-Qhdku*C?O6FGzDAG z{{A5&DW1Mptz?nN?1-Ok{?xTQnvKt*L16-~iJ4B z6J^UWkK5F}V?mUx{G4gUjCIF-=*U6_xk`v{DW+a%ZhdpJp0tenD1p78(V@vaaG7`08w$4s$6umdm#f)iB{r}q5JYD5h6!nUa}zrmA;R#!T6?*KQAZ z=&mcw|27&7Y{3|7DEic(0-nZ#-xG1F`)!4GPsY+_I5OI6e2k85Vi-1jSH1BQ(`HYx0zOd857jBE6_x+jA z3W8#}+cqqP==F#h`_8c5(b=^1oL^`q^)kemK%6IkC)fU!1@X$xX8&Z=qx<)PgX$(` zan#}b(?EH1<9mow-A|Gx`h}AVt*&=!2frwEa++vCZ+5qL4+>1n8H%RhSd8vk<<{qu z=Lw~dYu;2!zenYrd8G+4T=C9bNU-dmXXp3TrH3Du1jtG_XcI$!u2MoG6bYG45_rm5 z?Ya5XI-LC6yvn0l;)WZ=A{wL;9)7A06+iGJ^rt=TRT?QweeqHxm4U>Q4#NB?MI9eo zDVbo$)}J`OPVf7+@V2nPi$W{PjIXAYOUV5+Tkx$S!LLE3V)MDh`^><@D_y0+?AdhK z2xyF|CW9jQe2eV&@qYVeV>I>G2w8xE7LxcJQ!y8hM1Y;H5*2FI-SOi5d4k~SRW?pF zT^>(O%2_J@eh}09Avy=4kbbO@U`fmJM@&3XSvEIkIsem0;lue~!*-yJWtRm6h;`*pQn6pePv@EC-2-~cn3yyI zEvM75N%Y_=stZd)~Bm11?FP4(;g*xFy|f*S%G*zJujl zzCZVM>F;(_t5R8u{F44zaCINDzn||Pe7K%8ggJK|b5>M0s?txUX_>1K$Cu{3S&1IS z-Ms`nZM=M++SGSYugEuWKfc*}&DJUX(QvJI7Vc323P1$fT&RJQ< z1;-&GE_juTF{?aY69;XRG2rguDc}jy=bX11H_8Cn<};Jf0qzBT78%b9D%T{#P0Yhh z_xs$A)W?QF-rya1by~-3Zo9J!dCmExJZ^=?RMV^Mih*JElVRqV1Xpu_MJmJ8m(H6p0xbuf zQo1Ih_1ZpBT79D`N%rhfs!&DQ5Dy&D!`sfC8hyCP?>_O}T)bc3Pkd`urJfk7 z#tz=mAwhJJspdw5RXk%H3b9A`54ZW#!b6rq;Hu?C^DWxa>Y#x1MUJ8&$Rf zMy$J_@RMSuY*j_5ty5TSsB3KMZDT@7%UYrb4A9K~5F?o*4X}pHV1?GAw|qE1oFrJ* zv=zcZSiLj<_f7@^s;Tkw^*9qW#}W)=)x0@PoGm|fWD}4dIf(Ii zzgj$yX#WHht+4I)_|-!obAKnX0}8BPdwkLR9^mznt^^7HwV{q|(EKOkr&%-aOP*8O zcY(*SuttxM4yPBya3~NL;UDcSxCM^hNN~TD3bp;}`E}JR)5m~L2O@Ya5|)etyd(#j z{WI`Qgarg*za2CB5W6bw9=gK-ecjDT-I5H0Z4&g=j^AtgDCUOmdb?fK+D!YR1VXdR zg%2c5@QRZR_@4iVGG}wVW>M(*tG98NJZ*^MZXcqrYK_-S=IRoO-MyOr*wbrBC15+m zI9nlsSfpcx%XUb}!xVM-Pxxz1AHD4lKYqr9@^^4Ufbt`%!iBi8l&ErQ?8mcT+|Tla zJTlH9CAs36P3If?y;T$+Z2VHt5I}*FrT0fZOZF3wWZ0aHO7OH|=?a0HU}6QEa1@ZX zewpv>_U)*1TwR>l@bb`qV~x|&y}x?3E`&+YsO5U2{$e{qG)SlToD3Q+Vs`=#s@V3~ zaC;ZkGDae%F2bYeB)o~p%q2;E^>6_eKele=Xh(`<5@+$ty)s4+uoi+)E$xd1lQ=LSIeJnEY1N-}+Wl(hbeJ+QPvu`!3r}p(+?~uQ)Hox> zG4*#^(aYL64uB;?_O;yBw9?29AkE)sx%q6LN^+4e)|1)bIi}M#H?y8`5atq-e^$Tf z<5(4WV`D#;naEPxrmAOHVHbr=R?84z(YED7@I$wWXq?I0zvZq&6*l8qr10OJBh^Gx zaAPAZ${HA)Hm2D6j~S@p9gE@f-qz0Ba3_Zbo94TFzQlf;6HvDF7WTQDgP7{8@nDU* z08ka*)~PPr$nG~Z)ItRxp8-;T^<(hD$=`8TmdmT%C90mx$q5{K^B0i{SNm#px<)5# zM(nDmR_Bad-DW5}1s9yJWU7DyF+Gu|zMaG^IoffZp0->t#HyHZ)oxg+-3udBYn5Ht3gMT6 z`H)xt@+HpnP**Rca^ia$cZ#kN@$M|Qs6gd`Az=NtpvhsXYU-wcCZDlJ_gk3S@mWoh z+P$fWp11{wnS*aSdl1&Z9T4yW`vkzw;;jgU81rg(e1mj2V>%d++3**Vcy9aN>y zz4O+OB7tiXq?-NIEgs&%Sqqm?-4nEkkn2{S|AK_u?X86DVg81yT5$MoUW~W5bP6NF zmnSp)rguYw7D-9nKdhpRte|N|u@?nlt7t+a+*j8VL6k&eh$`6^ka9@Hk+3&Sa7liRrckPOGI(VWR1sAEdv^OY0VsJ zqUhuT>)MUNkmOi(WLMR33fUrtL`@-1P#}C1gBT?|Kx!;xh)JHOVhvW-7>x4*!%N7d zLPLrWXqlp$=t$N|HA(`qc=Ye;N6=)-SSo0wzzLA59Lw%qLS!0DA`dB za-g9hXpj5XDa%)utBhXqLq7bv*Y0bQN##r6)FgimZpD4RI~4a;79|If{=iRJG1ftA z*2jYHtD6Uc(A#4xNDwJBfK z^c-o_Cc3V`(2;TFpNc+w@yU3z;Z)6n40vMo*7AfIv7XcsD6}JjJXtnrJ~Yy@_S(_5 zxjG^ou~C@87ESTkWqzi*AKa&A>Dn55K@6&;oJ3V6G7T~a0%*nh-?Qv2aep4q9%`$q za1A{oi4n^~p*LFLK(BDi4eiCxuIa=^VklYJ@u5kIM-4XqP$Z)~7K2N>?OCK4&$ObV z*d0z>&)pCDLHqC%6s$+$0AJsQ6)CZ|-_RI9nl6j?rB|4eJRz2<^c-s~OU2xboi@74 zgPf39krIPokG+Tn37Oi2rHZ4|Q=b4o-a{9%E(9JDA3uJ0$J@rfu7#67cUk?frzi=& z>~EC47;=0(h0K}B^o{24l;UXk^}0?~3*NN8mxd4!%w}hOhcnG6xzQCso()G_CK1Ob zEZc@{qI(4GSTV8 zgrshpezx*}*YfNO%E-`^u?iY^Y|#+$s({?|eA51&M4 zAjk~;!`UD5zA4s6CbKw^zYLL7wnoJdz|-R2*)a);`CV++B4GV~pE)J?_zUK#n{mPv z7h!qbQB~G~Nd*moph4uc=`u#|Z;w}8B!7nQvq^;|LI>}xJA-KL&O?StzlOt3=8h8b zxd_j276Bm`teIWaj4zSBqM2+mGf!5RqZ5D9baozxiZHoJm~Z2DA{@a93%m{kEMt;+t?rvBlLz0kwe45?gEJU1<9f9 z(iV04%29GM8)h-ob!c{i03?z+KVCxoIkvSB6&zFcoYYnK zok-Bb$&8Ntp~YSWXCM|`i?VgQovfD}LtTbg?!H^V?Y^bR-+!WlpoD~+-^Y7OR_8EKKp+fr zo)v0I6C|Gj4>F8WPhR)ev{QlrTVhYVC?dgTa|4-MF_i(uux&IlooQFoSMB{cqXDIN z&xYTKqBN2_&K0P_!jJ^YbY!I=(E`BMdyF$GK_ zQ@N9!zE_U?DXYFx>6Bzi(;NzYnXrO5(3$eb!|@MB9sGjax3%BHpnGE_80sR&kal(cwZp&lyaCm5BCBP)_N$8V3zMO@Ee=2)yXv+B2Bv_cd5J2WPi#taW_>Ssw5_Q;*QaDSl6o3AO1)tR(HV+?r`&iE9U-H)oO#-q7qb8Qt~`Mo>?GZ z4nxq}qRD_8-DGDfB79YrIyo3uw!*ux?PXkUr8SB|#g3senXnDRa~nYVB%nbEbIZ*O6YMHLB?H*_ff)+{J=n@p-kk*5GdOAY>H3SUtLQ{xlOy zL9FG@9+khQLz7O!cZwpKyadCUE+e_I3WA852K&ru`BM%4B8XH5!(7dpwm`(8cqZWhKfJKjnS++h5!|@aO6dS!`HnJ z`w~;f6w9sP1T{Hm^Eh`9I^7Zv;8xOgR9zhJ;VfUX_kubF!OS4|#_;Lp(H^ZiZ-7bD-lMngyX zx74k*^Wzn#3RAvbE=+pYa*T3bJrx&?;;&UuK8WTo2~@2O4YFK%t}>xNev-);Z{oL(*Fq&5C}wfYTxcGZ^>X!$4p=+JytMAq1-NH(^Wo5E6H|WYx+=ETCAhO(v za`J6b|5b`meC+qXzlKg=2O560I#g^Wv%06X=&Dt- zS$`?=J`?cpf>oxogxvuECStF^r zjd3;w4A!B2x|0CEvtozzbL}oU8VNM(de$_ew~&+?lBu|J;x&IoDQ1kti&v_TF`>Hs zYLzMDR8bYIIPKSe3D1Aur*zM^lO?)4I_}TEXLP?(uhXy)Lc%Bg`W6D`BJ`#dl_Dgf zs%5?X?NFnpE9K+vd#l`o)fVJX0Zo(zo!7Z#Yx8??GU58+6YGBU#J_+$>IM1>)Ak|e zaCkBet|6t{?ziv75lmc&X#ZWHGv{OBd+V4-c{kpdEdG~)43`jJm6P{88Sh5BN4oB% zlC#ds>IND{jo$iKeLgap?@6<1BmJ=^C_uJkbS{d?`NUW)A@Hql2-|BLmy>#XgrjD z-K6k%LH5rQ?c^lq#~ZJFAC|k5OQ@Y1c*WJ&>WlxxHBW@*^$(?eD{r4Rv4oyTT2vrV ztCetIjm?ReO=1bL@3=ud6G}CmHzgp>7fafeW zmOtS@W#;6@3aCwwUAfU(^nbIQ>{AfFf^w!oHB0?p*ld@YedCg9S#ILmIlIyAp5g@ph^7~< zN}sEyIE#7y15ev_!}V5W;q!9nu@^b{`SCt4u4{Pg8Q$DTbsuMF;(K(hv%_y_s?pXR z)U=MB6{Tq%dvq0uFxg@Gh!&r3w6~u(XJ&+xWo0p@%MpRO&i(Uc3i76Fc;kM^T@*9- z99P>tDWaZ9@+cvjV(B&3s@Rxj$jfMdQSs=n%XqfersXscZWjLU6|&Xe_~*wa)*4c2 z7T-}s_t)x{^oH|L-{sb-T3dRJI(9}AX!Ot&Lod;{gJ@QnhK;j+)VjxC6a`&W9TO>@kCMA~H087e>Ol8qt3igCfrB@wk} zMOk|)z;!}LNG5G+BuIl+!5AQ3{qN1glO>x`%GyyCkc!uL9Qh-_ppVF|Y1z`qN^7>U zhJ~ReV=vn`)4`)Br%fP(3rR(F>@%RmlS3)-grP}Alh+rgFh!xU@%SUD;FXhCYbG#1 zQ%0fUl-rjqO*%s$C~NXoI(T(R=oJZE75l}JlFQgT7}CjFeOJH`R5LZnX2~bE_3jh+ z6zWL1k`XoFv%xz#2a$Fg$jdxKZigfb0Qusvw#!He6~?hd=Oixl{Um^y)N3 zh#3SD4(9Y^zM56aaj^k`C~fL?9q>%4iEo9u#KmI=cBwb#BjR0Y1^h0hf#qeV9}xgY z3TTc@hj*#}uHJHE-)Xqeck1$OUlQZqB49g&nB{Yui@mz7P?EfvX8TfB}(}2 zizvVxG0T3m92KP5{>Mt5&%a10&r4YiUIow{pB`2Q6MLb>0ayN&4QCWj?1hbx2L@;k zctS*c_t~|^++BDIQSx1ce9yX;Gxso(;ynJ&q&aLPDMaweGH;I~LE`lpF9qk^Q|g0c zq(J_(%o;kByKoA;VCKfkcY9yhP!mgR=Pl`SPcE(cPyBnq5qoXafiP&$ir@Ru7vR%G z6LE{3Dga=5#WTMBr)mE9G^q5kna|&k7v0xIhdnF_t*b z0TTSWJq~uTr>zjQXV@Fw#L~Ga{Jgr}LGXgN5No7>n;M4+H$F9Vzrg8GaNE zSZx!L7Al)6E}m-2h)}@aMED}l(v@o&qJfemV(jkP#BJl+KqDE>^l01NKR;Ih&i%yD ze^pPfpo?1E#QOu{Gux`}>bUe_2F^y>QLSNkQHdFB)c}cjj z+y|DaF5}9R??w}p4#wuRq&8GEdf5TWkXY1^9jf+yAn8e>zn?(xF(^3)U%&yw0c|a#s8xe zZ6}!gpVQb(Mld-kO50CHmKsHl0exHIAtT9x47J0jj0U44R&-nPrVn2TR+G#kC0BXf zMz(i{mSjd2z-W<9h0zHKo_8-W&1q#BWd;rjEubX74XyftX9}JpC5>g#!I7wYn=wsg z#+YRe3=R~B`P8RqCv(#&70QA?%ltK#Ohz*Jx7y3asVLYcALv(wCLw~BpRzzziexGZ zj|tpK!$*i?(EjfTRn2nlhPlDg!RQOqIrU*`)nZc_ihA?s44B5d=Lu9G@EEXXr^hLh zGK!1MTV>6YhW~=|E9+=yR2JD3KfwkLr6fWM!_H#a9ZmA>TJ>xQZt{(9xiOKZvUU5g zZYi#?I6;vbLsU+}$D*yaULO(2EY3$kWo^%dE+*&L!6Dw1wyvlapN~Z|vttP{XUS0B zeQExFu^ZNU-RX1ESTPKa$sBzYw{~VNCPeP80Q>UoPFG5<>lj!2@&|9F8jsk%Gm zgE#%9>1Jsu`*4vVz{QSaZp+WZneQE~F!uyz|A`FvJ!z}dBvXGo8w_i_LX~xJQfPNe z=fn<}VkJ#c)40lh{p$QMqBnYTQJ!QIg@BfxiJd84;rbAJ9Z=#Fh@myVaVb?2%m!9p z9pnVnf(jEV0v;d#+uN+d>NH6f54-Hw5~v3DjQz!_ z8%8t%*E8d%@&F2wbLWy}`|q?hX^sh%AVJ!?^W5)gu+L+YAuZY+?dyLmS?^2b`?Mu0 zSXk2>f%BeWfFtxi@zdpLK^ILK6iCzO%6om?nskFZ%n1eC*tqjEz~Fs{s}iE!FQv2uwlU#=a!$q}+XT^z8F7k>4E-tjpk8@ady@7M1?TnI|XtsnQ2H`cw{TH|BF4UfjUzxY08h|qp~ zWmEej4c1(&(^`T<8NJeH``Y@?_jP8xv6B8g914##bn(Qn@%YDFlKSZ3kT}0P!JyK6 z#qH5YgpE09OVZmIE%gS;=lK$SMj8a7!+zLJu&CD8aUve6QhBJ*pw44eJ&IfJOI+_r z`Z#<$67984cVvdu$IXy!A}t6CTDFK=di6aDc{u;_w+5|`xMde&4aHi6DStYfp1}%m z$vYbEPlO&8_wfpIaJ>DE(LYI(WFM;rERHE11l;|+J0Ve9viII)Aq-6u)uu0dGnI9= z+VtFIfz?d6x#;%suxJB^6ZkV2OVeR5IrY82Td`NTnf~f`3#sX9`FOItxyznf9_lpJ z6Dc>#`H_4QFk_LZ^PADTML z8lISDpy31)la{4rG~-QSiLG5bZ0Os}^SO}xgPd6TWLjW& zL$}B2ZwpQl?R6#rhZ{Es5iGd7J0(6FYBQ;whU`1KuaqyX>Sv1tE-ew{khe5^Z4a-) z|7v$G25?0?$KijZYS7zP9SgE>IZ$v-A;+9(x>SEd+^bis^im*$7h5lTu_NILotE5i zfTdLIH_|g{S@4d7*=wv-{c3x#7m_s1^lQtz)SMVYb?Ryn=OM+5cIdbE@3rhT9z|sa zU9g8l0ReK2zO(M&cQjoZ?VP+EyFQrgIh4l%RY>@r{z=?WA$4aEiT@RX(ejXW!cY6b zhtdZt)N2`9;o7~8t(SnGPbBMLg{Pp{t&{}EhiIfN)ZF^F#w{qp1*xg$;|fn)a0 ze@$b@Wn#rOe<8(m6N~;)KuQjsA|sG*m6F2{)7o{o|EK=PNNX-_(+#@9k62G%Q(?8_ zFe~-6Jr7L)_Fu>&TUGH`)w>ZNH8iRDA9FhF)yTI*@gEBXVeb- zD&kqczJcxbzsE)9j$|9KQgJ8%$j0C~;`lNm}9*vZy^*;dB z_@C9L#Y|X%B(S!mVfrP!c(Kw%4*ipR{xdV7*uSOx+G8e}9Qp-<4bSCRx>^qBQ*u@; zaeziN74aO!P-01@+QC9s)IJF;tVs$STXF|Svnv&=+pV#E8yOMLYKAmFC*l-XS>xzZ zoiS&lEI=4OKJF)M#7M+>0K5Iqo&4>! zg_QbFDjop}4T$DVrHuU2{f0dV;0vKrjtY|oaH_=NQBbLYwM4~3bDTP5D5;poVAJ~| zQ|0ckPLOSNg(6YQ$#IobrU*}i=0`jM^!t!%OxOD%fI|)|q1bD}iHW4{==Ai}8j@DS zfMGzND$sd6sUC(%vM?<<6~16e#AeEZzb+w%1Tw>_E8ycR>UXfaThURE8PIx)7LgCK zvb*+s2R(CsMFP=C7R?lA)Yp9Y_#H|&WYEzUeXB5*=I2`eqmTwXE-qud0@2ah=>|pU zco|*vpE{_`;ZS7};gJ&moqs*R{fv}!mH$bKBp(Yle~KqU>jQy`BA=g&4;W(sczxQI z0ZW`VTe2wf?9&y4WS<3s*G?&krQs9QXMx$$AQBZe2{uK5fqgQ8ZrK|tIizG}_#tt7 zxi?Y&#}5=Ly!6>1Ljc#u9t;Z&i55iz@E`$Po`gv5lc*N7ZZhRGH+& zu`J8U_zqX^Kg_&*eH|#-bHqd1Rr`}uX&JbcT?qHU&*{ts-H@4QVX z1c(|aMzawKcKB|bg{f(B_v^Ob+#2IqqK5CTqW<-K?Py0ai-lS6J-eqq-yz!3RaTup zRlfa0ue;eR^+5hj(GA+ZpFnw4_!Z$Oxf zlh@NzTKW(O#?SqZswbgj|EYI-U7FinMv`8L1$>P?de-%GZ&KH927!)j%}mJCCfqbn z7HMPaB>RmrnVA08c-mWmum5N}n^6`@r7C`J(=XuJlyd20EtN-0B;|J!Okf#x6o$kl zS4rfE45glkR9hh;-Cguzfqkob0#+>Hm} z5V$w>b-MHB4R9L&14uu8r~LQ7-~W$~I&!uD?FXB4o23e?h_>6ZJ6gJ!#;V9d4SxpH zhcn8~vMtiFck<$uPPvda^0ajDz`hA6SfN-$!G`{H%lX%_dI{=Sx0T#0LkZFwDlVoFEbcW zRY;f~<7C-CXG~6{eX>Cw)n@$`8~4-M&qB+9k>>@Kak?`^#beKYySTf|;De^@7fWnX zMY$hlIbwGT??+9kbj8nB7AB$2_idxa>HxssAZXniQauQucH4g7eCYox$c^OS=kt() zdd|4t9~cc1hL-L#v!PFubI6PSyh}vPW3t(;`MAY&>>-F)2_qR7RR3I%Rj@WssDzIwjw1;lKS5fQ$7 zkQ27BLHoRaD)%UwmXFRE9hUH3|2XmiUpcs6&lv8c{RMjPGta_Li(&5;OBbuOPb422 zSG(OP^kEUL3(@{gDvJB_r;o)F18c@!?pJR{o4E#5nNbrMT(F5J{jwvod$j@F^zcM~ zG?jI90xr7KyC0?2%WO+4d<<9& zGU9JgbrX9VgTZ&bFAvp5dUv^wyPn}C`pyhv7bje%EN4%r6#Xl3mok0%+xwQ*Ttej4 zjpqO6nZ9V%bVZ!$qPpBH9$0e;QYxCt*^7K@^u80Y)#8mF0vi}M;@*&%CsZ{pZi(0WWVgzQ- zt=rC?`&M(mZbQeu@L-|BUU*<}fefG~S-4k0G#MmJ(Okuh8GBXjVM_Z=>19zEYC*5M z_4#(i_j3vsl@=M4w@l!m$s@v4&RFfP0k)~zMI3Ix(hYpQ7U73auwe6oPCAyMCMNBT zk#iXY<{m4+++deeaK-B^eE6as{yF~giHH~AQ5ecbsGHdT{kAV@?Q0IUTmyy^@_ztB z66VSx$FOqh{CYvbgS`hge5t3dV$+nu2#Q;F&aaA@Oe(VV3I#M}u@LY1b^kCz@uJ*u znJdneGG)z$^~3`FHKYafY&vsRNxk+NanVge9USOXd3-yA&l(!?mPm$wdRGMX3w**C zJxF=o5NKC%*yL&RV~7I8*mnfR6(-`O67(gbyEvM)soZyvX_HTB@Wsozl}Mx!(F6rw zM>EUoqRJ}ZkYJFG?evOe*`BMk z&-}ZTu5Y~LS+XSNPsRT1Kj+khShI78C%q`aCZdnHhK=76s7ga`ZO`s@WkhZCUiJ4A zyQ(W~GHF*>)hA?rVT4q34!-1$OTO}k?l0~%Ksh3cq8NCs80_J}&_atW19fWZ1ggnS z|GroW-ql@EWeO9@@H~9?3ie9~Q)!ijcPIdnu>-)Ww%;2Sqy>@XqVT`MNuW!OehB@2zZ13PIdkVYCi8&cls>p?5O!HsJSWQw{v?qp6{m< zS?zOs)_G|1ZU*?r843BkXj3Km~JyKZ1opZnkWbwX{D>;H8=noS~~&Q04QcU@<6dH&Z3HqHFnRAU&>ZYO`(bcwyeyGvEdCu&)>Ne)Wj!Y-h6hZV2%ONfzehVUUnpH~3aISaqp&-scPW zq-}52S;aZujkZtD_FGNPPK+*ikd)mFap{1UU9>8e{uT$V#SQV=JMONIjyhMBPZBUI zSMe^@RAC`%E}?QA3>K@pRT~)4W}He%eaADkc^Yc8sZ8JVz=}h>je&9c0*n)zdfK~4A&nxxQ_%()`bkdq-j2I z5A__&R;eG4{`Vy+usyuwz60$UL1eB+{)5(*E{_6$rPh6gR@=0x>|;RE*@9RN5)Lq8 zCsf^pnn(bb27MGvy+1C2OS_iti!CG2@Iy<^*m;MrB2t&!9Nh_HWnBC|aKJ#0p4ScP z0P@Ww2umaSXX3KO4^d`$mh8a1Q`_KwB+-lds}bTe^6-)bF-VlMs{CPCRRnPwSSwDs8m6gES%5Al_!Pdio~Ph#d!-TPF(G{h&1p;Nu>GM>Y6%- z5V9a>X_dR}@^ON0X4Kp>s|FDocoRwy0eTuC3FVg(L}QuNd$8{9ltST&GLCW>>3g>5yq-?|JH7QH$2<_Y1|6> zEJMPR%YB#fXJAapczy(oEGxGVXZ2qmdt2;EO^5}xgP|p));$?s1+dSkNj7pLBoE#kDm{x>ygm6_CPv ztIv-&oj~Cs)UA;!=An~Yg_lVs{cQuPUFgm*omk71d-vS#M9d85mF?Y`l@~wH!VBCCr98TR+gn*zG<+ zb%Ds z9m*;L>Z6gv99;@$f6W8_O5};s>gkmGJxt63aMMBs6xq1N1jX>PVi$X+Jbs>HCu?+G zsa`2C-}=9#6zB({(Y0<*{D3b6V!TcN26i@svL${I zaUgYOI{X62St1A9>ji5g9;^BMOz+p2EH7%H8Pg>q8=Ty)=eMF7;EK!RJ$N^tZuxxy z(MsAyIxfy=J^@`cH-9qs-RxFjc{~tJv_mrj{s!>kNdlPt-c~CvOou?BUjhCxjdoXp zk>8o{fI2V2&}(1cDqn!%(>c*GPaq2jqRHlc731o(i{yivHv7z24zKw9`s}slT@JwT ztPZ*6Y}o1ku972%j8_IMuVd#ty5Eh~XazhOz21H9q4^ry5?9cHlX@+kJTc;e76p{N z(-t)P*y{B0u&?2IgCm7z)2vgjW&Q!c1lDcq{X^#r(7R#nh!@>_oteX-qOi=+LYw+FG=atk@H_Yu#T`o~t&MmtYCDNxvd-jRLKcJt zH}!M!Xkj3{Zl@P2&hIMeD}gL~lk2dP-NP!E%a{$BF}yH583>IvumY#W-Q3HsaenO< zANgZ-0l+Z5=cKB<7-`I(8lM~K>F;#4kPLV>!V%fw#he4W)~z1(hKNa_2a7uE^@~d| z;U=dWENdd-SgjBaaMSZ%JZJ_5Y#E%s*zD6e5!fM#YFTcit?UnEXlXm+T-f`i3rj;y z<#$F`9S;dzUH18oxP>el=QK7x>jD(Ric>p2ZN|VvTRS?_uT_v^X$8$L;dgBw0fnNv z)f%$PZ!c-qX^6M^p@{6Hq29zl&TKhZsPZH9stmf}!db3tg;&d%5rIy)fr)2QYffO4 zvV&Up1VVi1c@K!vK$T;k`G-~4d%Vxpa{XU-r;VRWb}_@}ANcrO+X=$^nMomS^7g~f z)Mij=PyUH??S?{J39LVhn;}69+IQ_Z-V^E<1kn^l(#DwNWZ6rgQ=qpN@7+izORzzd za+=miYe=xYBhgoQfG8`A@FGld2%!ydV`;=81EuE`W|-H;EdhPzP$=AaK{BN{x$N3* zaYd2wpBF0$j#O-&6j69x^-LBCcvlVKJnqJG?g~2mBu-eMxPE`)f}gH>!^JivGNnu= zcVhhD!s5FLBQ6oKjB5$2v?}0Km3US+zLei9h!4ekn6-55!dnmU`zpp#>P9f#Zc{u@ z7yh8BTv0K7g%(E~>nx_f3M-_;Viw_#y-QDiqb-X zqRC}TV{dS!P?h$0=_taa(c-wTjzzv@aT0Mu1QwN*z_Hc5t}S1YxH-U`oRv~XOA_jt zcXy0BPUk{}CjYuiur&M-yP1Ze1d(4+?}EIl22I5U>D^sWprd(yN3 zQKfV|ktUtuoDMpOMwTXrjS1+;%$#*T-)_T2Aszf9y3wTcFFZma5-EIHpp}tsi|04j z*UK`}`}zzzncyPX#)>to$N$&dbq6)IZT+BhMCt`Zq{JY_XhIXnC0+yq0TcovB2uJB zq$$0F#1Lv|0($9Or4zjB1x0F*DiB0^69hqeAfX4|(a-O_d2i>er;_baL7hJgvuy> zP38jdXtl6qUuu)(F9aR+z9L6_J_O#$Jn(5xFLgdFJ&?{rZz^$4uok%SSaAg1l61-m zt@$D|Xu)gi;~cf5q~1uCI6S9G0Gpi6HkEc(>V(`#K;b&N2VD1^?yxLh+pz*!6u&(rvZZ2f65!QU;u1KyL$9d(fi<8MR7`fq zGfnYS;MW4BwAu;n`26LYsJyfq?jpP0`qP9Ik(hRTN!*5q-1hUdHy&7(1Ifk|XeJ-3 zf4l!`BNrQR&6zL3UhJCodfRch41~(8qsx?v_5mldX?o3AtY`JnO+Alh>}S0BqZ*+I zv~ocKpXZtM2?@9^kdId(@3(|bYC&7YLL^>m&UmTSGJQWXKq8w!s@T1?o1P&ef;XA? zUp2+-bX40%!{U&n+F|Nn{BAHCSom)BAnlhKbzUHsPxv=RYD-5hy6-CKJDrgS_^3dj zEAH-$sG}m<$kcRDGT#Xh&D&?4!?1K zGM$nOXAl#{Z25SSt+)`d`-bt!;-m|S%pyvGH@;R3{!H1DZSnRh>_o%3wfu#a zZ+-F}3pCZnEBJ{DvKjNGlc#--1NPzso2o>NLPc=}IKkH|dclH_5==-lryGu0AB9vI z0}MiJW)YRVrP7)h;~a9YAw@wNna6WR2YZA~FMi_c!ERvC)rd&7*H=eU-pW9u$=`ml z%46c69Znwlpe;1FF0&1#Bj8e(T%Ek|Kw^aLy2 zTGpVz8H}2b+R3^|Jy`8{I&an88~Vn_|CuEyp5FFx9?z4zEI};OCGj--*+G2FSItOu z_pXKOxfv2Nzcyt6M4(T5=e8+(CtI-?o05rxs<5U0JS)wVKZs(9xd$&4{0uN#AKol* z013_k4M7Y>Yj!W$@|0YuLKrk`qpfwFI_WXkGeXiR($_k_KKbNuHP<7&-WD9FQFTJ9%F8ke(ak`Ux zjR`b_Cj6Kbrfs8-8m@F#_ld_PeDkb3a3cxKE^FsRYeoy+%z7)lS0NFYZ|mne zZL_`!@k5rUGr9M{49KoA!wEJrH5ZE4@Q=Y{yCuEh$}g6Wl9B6G%N#8)$p%1+8uL>g zX7>v_MOJ(hvly*FA2Q}-C|avl$`Y5e)8}zKmOlkTLGT}EN|}`j3RqRllhnNBaog`0 z3!j0aX7Fb#8nY}KlRkDq;SokKAF_66hv>=q5;&faA{l>ff97q6czCFD#CsKQ=m3l( zIL|;o(dG4YRK+9(!%I)re&FVLVuI7MMI>9RbaHWo^qqB=T&Fm&d%%}atbkyV_FaDGhOmi;vI0X8BH(KHcP+%_W(T}KH@AhBgOHNm7Lg;Zf(;$g_*K>#>?uKPk z>9NL-$vYO{j7tT<_MjkvnOm!)uc{G-R(h1PmPfd!zgEo;`eVd)p6#!0OjMcUQ_7vA zUqzBrl4lnWq9~M2&dt>gq}xDJd1)vxU&@3?rE(joE=2x*#_0s8N+zh=7^l!GtAiy? zrN{Gwq$K>qI7OsE;L8f_-{i+V(tg}=-z~LF14pBv$DP)ZGI*dKpG%KF#E+g4nU#hxX-o*wT*3a#LSunb4*-1TF zJ=vjj3&`Y?QbhxR3O_V;RBY4q?_m+b*}0` zvS#c&zfAatP#yKUhr~bcZ;8fNKyS={UCL~1D;1L}H=|~cu}pCxV&|a~uH%d>{NWd; z&mUk=0FTntC>!Gb`mP4R?3NYSTL)NQM_sB%NeOhOFT6R!u3Xpxn%m=kC}*4s5D zlheN>dFSVAC&0l1<^3@txzj!{?jut z65&x?%0k>gg^Y-(OJVzLRMR%K$ShA^y4b~IVxyAy!K>}2o}*Ta*Yai0UYRwl zQ%6Q~DMtgX9ZUlxB7a6z{v*ipUmxzt*~M=mSb+Luy?nvhjp9+Pi8n3Q2iF9KglL5H zGeCR>{V^z87|2YC2B030+fDhKli$6r9>&-wZBd zR7;_hP3*vdTn6d}SA+>jgnN9HZv4k-((2!hAL+AktNuM1kW75Ty=?%Ls;VYMi zMMCiazqceKw=85IX6Ifv#PL8ai@_?qu)=RP2wa0j-rqj#L1SU#ocG?_$h1#;ZJoBt ztL7-Q(>yLwHE0Z?hl;Y+^&|oIRISnU6p&rylM`j*^yDI+a>?9{vNgGPSAz literal 0 HcmV?d00001 diff --git a/grouped-barplot/index.html b/grouped-barplot/index.html index 7170e55448..d796dc770d 100644 --- a/grouped-barplot/index.html +++ b/grouped-barplot/index.html @@ -65,6 +65,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/heatmap-for-timeseries-matplotlib/index.html b/heatmap-for-timeseries-matplotlib/index.html index 9d6eb9bc02..fba5f0991a 100644 --- a/heatmap-for-timeseries-matplotlib/index.html +++ b/heatmap-for-timeseries-matplotlib/index.html @@ -240,6 +240,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/heatmap/index.html b/heatmap/index.html index cf4dc8ba9b..51acecf112 100644 --- a/heatmap/index.html +++ b/heatmap/index.html @@ -26,6 +26,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/hexbin-map-from-geojson-python/index.html b/hexbin-map-from-geojson-python/index.html index 04c75eae28..f7049d85bf 100644 --- a/hexbin-map-from-geojson-python/index.html +++ b/hexbin-map-from-geojson-python/index.html @@ -146,6 +146,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/hexbin-map/index.html b/hexbin-map/index.html index 4c122ddd76..5de833601a 100644 --- a/hexbin-map/index.html +++ b/hexbin-map/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/hierarchical-edge-bundling/index.html b/hierarchical-edge-bundling/index.html index e8b6ef4cdf..4a88850f66 100644 --- a/hierarchical-edge-bundling/index.html +++ b/hierarchical-edge-bundling/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/histogram/index.html b/histogram/index.html index f1565d9a02..4295c5e724 100644 --- a/histogram/index.html +++ b/histogram/index.html @@ -43,6 +43,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/how-to-custom-annotations-matplotlib/index.html b/how-to-custom-annotations-matplotlib/index.html new file mode 100644 index 0000000000..6cdcf7ec09 --- /dev/null +++ b/how-to-custom-annotations-matplotlib/index.html @@ -0,0 +1,111 @@ +How to custmise annotations in Matplotlib

Annotations

+

In data visualization, annotations have a major role in available information to the reader.

+

They can be used to:

+
    +
  • highlight specific points
  • +
  • provide additional information
  • +
  • simply explain the data in more depth
  • +
+

However, it can be quite technicaly challenging to customize annotations in matplotlib.

+

Let's see how we can create nice annotations in a few examples.

Libraries

+

Default tools from matplotlib are unfortunately not enough to create nice annotations. We will use the highlight-text package that simplifies the process.

+

And we will also need to load matplotlib and numpy libraries.

import numpy as np
+import matplotlib.pyplot as plt
+from highlight_text import fig_text, ax_text

Simple annotation

+

When creating a plot with annotation in matplotlib, we mainly use 2 functions:

+
    +
  • annotate()
  • +
  • text()
  • +
+

Concretely, the annotate() function allows to add a text at a specific position, with an arrow pointing to a specific point, while the text() function allows to add a text at a specific position, without any arrow.

+

Let's see how they behave with a concrete example:

fig, ax = plt.subplots(ncols=2, figsize=(8, 5))
+x = [1, 2, 3, 4]
+y = [10, 11, 12, 13]
+
+point_to_highlight = (2, 11)
+
+# annotation with .text()
+ax[0].plot(x, y)
+ax[0].text(
+    x=point_to_highlight[0], # position on x-axis
+    y=point_to_highlight[1], # position on y-axis
+    s='Text near the point',
+    fontsize=12
+)
+ax[0].set_title('text()')
+
+# annotation with .annotate()
+ax[1].plot(x, y)
+ax[1].annotate(
+    text='Important Point',
+    xy=point_to_highlight, # position of the point
+    xytext=(1, 14), # position of the text
+    arrowprops=dict(facecolor='black', shrink=0.05),
+    fontsize=12
+)
+ax[1].set_title('        annotation()')
+
+plt.show()

Boldness

+

Thanks to the highlight_text package, it is possible to bold a specific part of the text. This is what will make the annotation stand out from the rest of the text.

+

The syntax is that we have to put the part of the text that we want to bold between < and >. Then, we use the highlight_textprops argument to specify the style of the selected part.

fig, ax = plt.subplots(figsize=(8, 5))
+x = [1, 2, 3, 4]
+y = [10, 11, 12, 13]
+point_to_highlight = (2, 11)
+
+ax.plot(x, y)
+text = 'Wow, this annotation is <much better!>'
+ax_text(
+    x=point_to_highlight[0], # position on x-axis
+    y=point_to_highlight[1], # position on y-axis
+    s=text,
+    fontsize=12,
+    highlight_textprops=[{"fontweight": 'bold'}],
+    ax=ax
+)
+
+plt.show()

Colors

+

The highlight_text package also allows to color a specific part of the text. This is a great way to add insight and make your chart more understandable.

path = 'https://raw.githubusercontent.com/holtzy/The-Python-Graph-Gallery/master/static/data/iris.csv'
+path = '../../static/data/iris.csv'
+iris = pd.read_csv(path)
+
+fig, ax = plt.subplots(figsize=(8, 6))
+colors = ["#1B9E77", "#D95F02", "#7570B3"]
+for species, color in zip(iris['species'].unique(), colors):
+    subset = iris[iris['species'] == species]
+    ax.scatter(subset['sepal_length'], subset['sepal_width'], c=color, label=species, s=50)
+
+text = 'The iris dataset contains 3 species:\n<setosa>, <versicolor>, and <virginica>'
+fig_text(
+    s=text,
+    x=.5, y=1,
+    fontsize=20,
+    color='black',
+    highlight_textprops=[{"color": colors[0], 'fontweight': 'bold'},
+                         {"color": colors[1], 'fontweight': 'bold'},
+                         {"color": colors[2], 'fontweight': 'bold'}],
+    ha='center'
+)
+
+plt.show()

Going further

+

This post explains how to create nice annotations in matplotlib.

+

You might be interested in how to math in annotations or how to add an image in a plot

Contact & Edit


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥

This page is just a jupyter notebook, you can edit it here. Please help me making this website better 🙏!

+ + \ No newline at end of file diff --git a/how-to-remove-axis-in-matplotlib/index.html b/how-to-remove-axis-in-matplotlib/index.html index ba1d0c507a..61694d37f9 100644 --- a/how-to-remove-axis-in-matplotlib/index.html +++ b/how-to-remove-axis-in-matplotlib/index.html @@ -134,6 +134,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/how-to-use-rectangles-in-matplotlib-legends/index.html b/how-to-use-rectangles-in-matplotlib-legends/index.html index 09080a284a..b8e560853c 100644 --- a/how-to-use-rectangles-in-matplotlib-legends/index.html +++ b/how-to-use-rectangles-in-matplotlib-legends/index.html @@ -76,6 +76,6 @@

Problem

- \ No newline at end of file + \ No newline at end of file diff --git a/index.html b/index.html index 76fe1cd91a..6f8cc11453 100644 --- a/index.html +++ b/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/line-chart-dual-y-axis-with-matplotlib/index.html b/line-chart-dual-y-axis-with-matplotlib/index.html index e26987b0b2..8afd3eae30 100644 --- a/line-chart-dual-y-axis-with-matplotlib/index.html +++ b/line-chart-dual-y-axis-with-matplotlib/index.html @@ -101,6 +101,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/line-chart/index.html b/line-chart/index.html index 7502bc8e83..f5566d8292 100644 --- a/line-chart/index.html +++ b/line-chart/index.html @@ -25,6 +25,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/lollipop-plot/index.html b/lollipop-plot/index.html index 5f6207d0d6..c1d5bd10ff 100644 --- a/lollipop-plot/index.html +++ b/lollipop-plot/index.html @@ -27,6 +27,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/manhattan-plot-with-matplotlib/index.html b/manhattan-plot-with-matplotlib/index.html index f550ad3860..fb02b3fb8f 100644 --- a/manhattan-plot-with-matplotlib/index.html +++ b/manhattan-plot-with-matplotlib/index.html @@ -62,6 +62,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/map-read-geojson-with-python-geopandas/index.html b/map-read-geojson-with-python-geopandas/index.html index 495348d024..1a1d949ff8 100644 --- a/map-read-geojson-with-python-geopandas/index.html +++ b/map-read-geojson-with-python-geopandas/index.html @@ -40,6 +40,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/map/index.html b/map/index.html index f6f5e0264e..2220b332dd 100644 --- a/map/index.html +++ b/map/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/matplotlib/index.html b/matplotlib/index.html index 9a72cb2016..f91a85d089 100644 --- a/matplotlib/index.html +++ b/matplotlib/index.html @@ -43,7 +43,7 @@ # Add title ax.set_title('A simple barplot'); -

See how the syntax slightly differs between both options? (plt.title versus ax.set_title(). This is pretty confusing and I advise to have a look to the official documentation for a more thorough explanation. In the gallery, both APIs are used.

Matplotlib logoCustomizing titles

The title is a key part of a good chart. It has to summarize its key message in a few words. Always avoid to simply repeat what is displayed on each axis. Try to provide some more insight allowing to understand the main result instead.

The post #190 goes in depth on how to customize the matplotlibtitle. All the main types of change are descried: changing its color, adding a subtitle, using math formulas and so on. Give it a go!

Matplotlib logoAnnotation

Annotation is a key part of a great visualization. It transforms a simple chart in a whole piece of story telling. Before you share your graph with anyone, make sure the key insight are highlighted with labels, shapes or color.

All those kind of annotation are built thanks to various matplotlib functions like annotate() or add_patch(). The blogposts showcased below should get you started with it.

Matplotlib logoAdd margin around a matplotlib chart

It is a common struggle to deal with the margins around the chart. Fortunately this is pretty straightforward thanks to the subplots_adjust() function as explained in the examples below.

Matplotlib logoSplit the figure in subplots

It can be really useful to split your graphic window in several parts, in order to display several charts in the same time. The subplot() function of matplotlib allows to do it quickly with a great level of customization.

Additional note: how to remove some unused entries in a grid using the ax.remove() function:

Matplotlib logoCustomizing axis

Matplotlib allows every kind of axis configuration. It is mainly done thanks to the tick_params(), xticks() and xlabels() functions. The post #191 will guide you through all the possibilities.

Matplotlib logoCustomizing the legend

If you have several colors or marker on your chart, you can't escape the hassle of building a nice legend. The blogpost linked below should help for all the most common use cases like positioning the legend, adding and customizing a title to it, controling markers and labels and more.

Insert images in a matplotlib graph

It can be very useful to insert one or several images in a matplotlib graph. It can be used for the graph caption or even inside the chart area to provide more context.

Please find below a complete tutorial explaining how to proceed using the PIL and io libraries, and a real life usage of this technique to produce a beautiful & polished figure.

Contact


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥


Python chart with subtitle and custom color

Matplotlib logoAnnotation

Annotation is a key part of a great visualization. It transforms a simple chart in a whole piece of story telling. Before you share your graph with anyone, make sure the key insight are highlighted with labels, shapes or color.

All those kind of annotation are built thanks to various matplotlib functions like annotate() or add_patch(). The blogposts showcased below should get you started with it.

Matplotlib logoAdd margin around a matplotlib chart

It is a common struggle to deal with the margins around the chart. Fortunately this is pretty straightforward thanks to the subplots_adjust() function as explained in the examples below.

Matplotlib logoSplit the figure in subplots

It can be really useful to split your graphic window in several parts, in order to display several charts in the same time. The subplot() function of matplotlib allows to do it quickly with a great level of customization.

Additional note: how to remove some unused entries in a grid using the ax.remove() function:

Matplotlib logoCustomizing axis

Matplotlib allows every kind of axis configuration. It is mainly done thanks to the tick_params(), xticks() and xlabels() functions. The post #191 will guide you through all the possibilities.

Matplotlib logoCustomizing the legend

If you have several colors or marker on your chart, you can't escape the hassle of building a nice legend. The blogpost linked below should help for all the most common use cases like positioning the legend, adding and customizing a title to it, controling markers and labels and more.

Insert images in a matplotlib graph

It can be very useful to insert one or several images in a matplotlib graph. It can be used for the graph caption or even inside the chart area to provide more context.

Please find below a complete tutorial explaining how to proceed using the PIL and io libraries, and a real life usage of this technique to produce a beautiful & polished figure.

Contact


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥


- \ No newline at end of file + \ No newline at end of file diff --git a/network-chart/index.html b/network-chart/index.html index c2a8bbd7e9..52cb06bbc9 100644 --- a/network-chart/index.html +++ b/network-chart/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/page-data/app-data.json b/page-data/app-data.json index adfdf73190..4f89414d55 100644 --- a/page-data/app-data.json +++ b/page-data/app-data.json @@ -1 +1 @@ -{"webpackCompilationHash":"9539be7d733e464fbb0a"} +{"webpackCompilationHash":"3d72671ec63a20827418"} diff --git a/page-data/how-to-custom-annotations-matplotlib/page-data.json b/page-data/how-to-custom-annotations-matplotlib/page-data.json new file mode 100644 index 0000000000..ad0f38f876 --- /dev/null +++ b/page-data/how-to-custom-annotations-matplotlib/page-data.json @@ -0,0 +1 @@ +{"componentChunkName":"component---src-pages-jupyter-notebook-slug-js","path":"/how-to-custom-annotations-matplotlib/","result":{"data":{"jupyterNotebook":{"html":"

Annotations

\n

In data visualization, annotations have a major role in available information to the reader.

\n

They can be used to:

\n
    \n
  • highlight specific points
  • \n
  • provide additional information
  • \n
  • simply explain the data in more depth
  • \n
\n

However, it can be quite technicaly challenging to customize annotations in matplotlib.

\n

Let's see how we can create nice annotations in a few examples.

Libraries

\n

Default tools from matplotlib are unfortunately not enough to create nice annotations. We will use the highlight-text package that simplifies the process.

\n

And we will also need to load matplotlib and numpy libraries.

import numpy as np\nimport matplotlib.pyplot as plt\nfrom highlight_text import fig_text, ax_text

Simple annotation

\n

When creating a plot with annotation in matplotlib, we mainly use 2 functions:

\n
    \n
  • annotate()
  • \n
  • text()
  • \n
\n

Concretely, the annotate() function allows to add a text at a specific position, with an arrow pointing to a specific point, while the text() function allows to add a text at a specific position, without any arrow.

\n

Let's see how they behave with a concrete example:

fig, ax = plt.subplots(ncols=2, figsize=(8, 5))\nx = [1, 2, 3, 4]\ny = [10, 11, 12, 13]\n\npoint_to_highlight = (2, 11)\n\n# annotation with .text()\nax[0].plot(x, y)\nax[0].text(\n    x=point_to_highlight[0], # position on x-axis\n    y=point_to_highlight[1], # position on y-axis\n    s='Text near the point',\n    fontsize=12\n)\nax[0].set_title('text()')\n\n# annotation with .annotate()\nax[1].plot(x, y)\nax[1].annotate(\n    text='Important Point',\n    xy=point_to_highlight, # position of the point\n    xytext=(1, 14), # position of the text\n    arrowprops=dict(facecolor='black', shrink=0.05),\n    fontsize=12\n)\nax[1].set_title('        annotation()')\n\nplt.show()
\"\"

Boldness

\n

Thanks to the highlight_text package, it is possible to bold a specific part of the text. This is what will make the annotation stand out from the rest of the text.

\n

The syntax is that we have to put the part of the text that we want to bold between < and >. Then, we use the highlight_textprops argument to specify the style of the selected part.

fig, ax = plt.subplots(figsize=(8, 5))\nx = [1, 2, 3, 4]\ny = [10, 11, 12, 13]\npoint_to_highlight = (2, 11)\n\nax.plot(x, y)\ntext = 'Wow, this annotation is <much better!>'\nax_text(\n    x=point_to_highlight[0], # position on x-axis\n    y=point_to_highlight[1], # position on y-axis\n    s=text,\n    fontsize=12,\n    highlight_textprops=[{"fontweight": 'bold'}],\n    ax=ax\n)\n\nplt.show()
\"\"

Colors

\n

The highlight_text package also allows to color a specific part of the text. This is a great way to add insight and make your chart more understandable.

path = 'https://raw.githubusercontent.com/holtzy/The-Python-Graph-Gallery/master/static/data/iris.csv'\npath = '../../static/data/iris.csv'\niris = pd.read_csv(path)\n\nfig, ax = plt.subplots(figsize=(8, 6))\ncolors = ["#1B9E77", "#D95F02", "#7570B3"]\nfor species, color in zip(iris['species'].unique(), colors):\n    subset = iris[iris['species'] == species]\n    ax.scatter(subset['sepal_length'], subset['sepal_width'], c=color, label=species, s=50)\n\ntext = 'The iris dataset contains 3 species:\\n<setosa>, <versicolor>, and <virginica>'\nfig_text(\n    s=text,\n    x=.5, y=1,\n    fontsize=20,\n    color='black',\n    highlight_textprops=[{"color": colors[0], 'fontweight': 'bold'},\n                         {"color": colors[1], 'fontweight': 'bold'},\n                         {"color": colors[2], 'fontweight': 'bold'}],\n    ha='center'\n)\n\nplt.show()
\"\"

Going further

\n

This post explains how to create nice annotations in matplotlib.

\n

You might be interested in how to math in annotations or how to add an image in a plot

","metadata":{"title":"How to custmise annotations in Matplotlib","description":"","seoDescription":"How to custom style and color in annotations in Matplotlib","family":"correlation","chartType":"scatter","keywords":"python, matplotlib, annotation, text, color, style, custom, bold, highlight","slug":"how-to-custom-annotations-matplotlib"}}},"pageContext":{"id":"339ee604-2992-5268-8ef9-78c4d916ad58 >>> JupyterNotebook","slug":"how-to-custom-annotations-matplotlib","__params":{"slug":"how-to-custom-annotations-matplotlib"}}},"staticQueryHashes":["2944911273"],"slicesMap":{}} \ No newline at end of file diff --git a/page-data/sq/d/2757772085.json b/page-data/sq/d/2757772085.json index 13e9e54c28..77d9c32bb9 100644 --- a/page-data/sq/d/2757772085.json +++ b/page-data/sq/d/2757772085.json @@ -1 +1 @@ -{"data":{"allFile":{"edges":[{"node":{"id":"f3d6a4fd-ea10-50e2-a8de-0aeed5b2306f","name":"101_seaborn_palette1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8019b41a9b51b467cb13952c3648aeb4/ec333/101_seaborn_palette1.png","srcSet":"/static/8019b41a9b51b467cb13952c3648aeb4/ec333/101_seaborn_palette1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8019b41a9b51b467cb13952c3648aeb4/21b1a/101_seaborn_palette1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3001e24f-ef41-5ca5-ad8d-b70a5a72043e","name":"101_seaborn_palette2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACbklEQVR42pVU2W7bMBD0//9TH/raPLRoEzduIluRJUu8SR22JB9T7OqAYwdIS2ChNb0czHCHu8C4LpcL+v6Etj2i6478/b/ocT5fsMDVCmEPIQKUqiBlyaFU+XmuKwhZoWuPA+DpdIK1Ft7vIWUFrWsGpdC6usv1mMt5v+aclC0muefzmQH/haGg36rETkz7Fe/NgMTQOQfvGy4YmAwAWpdzrnSJQgbkIjBgJgZwrtc3DI/H4x3DAahCIYacDm9zj50g0BJpTt8KQtVcP98hgdV1zU2RMswM5Shtk7qR7bBPUsX8P7EbAa8lHw6HmSGBBFsj2lo8RhpvmYeZmsMsA1KqkyUzlaMiss+C5BJg13UMWBQB1lR4fJV4ihSe1hoPK4E483xwk7n5KsQIWKjBFQxIcoldWZYs2YyyHpY5Hyhkid+xwXNiOV9njr9CXTeu4qu6sc0Jxtb4ExXYFQEvsYa3NZZrjZ+RwsvWsXmtHpgl+SBZTbYRV3fY9z2sNczw+9MW60QjLwKzXW8tnmODr8sC68yzZbS6tVb1vinEkMK5BqtIIN05BqMiYkmHotRhtXUMqO4Mf8Ow63pYY9i4P5Ypd5kMzdJ2HqvEYpN5NjIb/8bwdwyvh8PmTeN1vL84dfgVKaS5Z3NPrOVnDNu2hTGGbWPM8NCTzCNKLBcTkNYfD4opp6EyA9JgIC+WYY84MfjyLcZma5FzJys2+/QkxWjo27wo/ODDa8m0wTNReRz2Har6AGtL1HXL4VzFX6qhvGk6hNBw0P7pdH4POC0y+XnsfAgB03unmTk0sUPTNJzTo6CY1oeAH61pIn22/gLyuPejwNQqNQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/a6c0529801b70196c5e1d83c27d6fa26/ec333/101_seaborn_palette2.png","srcSet":"/static/a6c0529801b70196c5e1d83c27d6fa26/ec333/101_seaborn_palette2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a6c0529801b70196c5e1d83c27d6fa26/21b1a/101_seaborn_palette2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9793d727-2be9-5ff3-988d-b7481886ecb2","name":"101_seaborn_palette3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/37e1096dc749faa737c401352c599d17/ec333/101_seaborn_palette3.png","srcSet":"/static/37e1096dc749faa737c401352c599d17/ec333/101_seaborn_palette3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/37e1096dc749faa737c401352c599d17/21b1a/101_seaborn_palette3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9fc8a67a-a31f-5fc5-b09f-6868424ed200","name":"101_seaborn_palette5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/133ddc4d5514ac72428237ca9bc58e22/ec333/101_seaborn_palette5.png","srcSet":"/static/133ddc4d5514ac72428237ca9bc58e22/ec333/101_seaborn_palette5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/133ddc4d5514ac72428237ca9bc58e22/21b1a/101_seaborn_palette5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a4639634-4a98-551d-be81-ceb430a82623","name":"101_seaborn_palette4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bbd020c7a7aa47bb9b5fb414892c3953/ec333/101_seaborn_palette4.png","srcSet":"/static/bbd020c7a7aa47bb9b5fb414892c3953/ec333/101_seaborn_palette4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bbd020c7a7aa47bb9b5fb414892c3953/21b1a/101_seaborn_palette4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"98c007f7-442e-5f30-a9dc-15741f13776b","name":"101_seaborn_palette6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3d8f070982ed80bf6a609f09ced5ea72/ec333/101_seaborn_palette6.png","srcSet":"/static/3d8f070982ed80bf6a609f09ced5ea72/ec333/101_seaborn_palette6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3d8f070982ed80bf6a609f09ced5ea72/21b1a/101_seaborn_palette6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e0d15b3b-9646-504e-9cc5-a72f442017e7","name":"104_seaborn_themes1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1d5699d7f3479cfd411ba57572a30825/f1bb3/104_seaborn_themes1.png","srcSet":"/static/1d5699d7f3479cfd411ba57572a30825/f93c4/104_seaborn_themes1.png 750w,\n/static/1d5699d7f3479cfd411ba57572a30825/f1bb3/104_seaborn_themes1.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/1d5699d7f3479cfd411ba57572a30825/a42be/104_seaborn_themes1.webp 750w,\n/static/1d5699d7f3479cfd411ba57572a30825/e8580/104_seaborn_themes1.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"ed5f13d6-a357-56ab-94d8-bcbbf4a1d8cb","name":"104_seaborn_themes2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5aa25e5d019172ee330aaaef2fb9293f/f1bb3/104_seaborn_themes2.png","srcSet":"/static/5aa25e5d019172ee330aaaef2fb9293f/f93c4/104_seaborn_themes2.png 750w,\n/static/5aa25e5d019172ee330aaaef2fb9293f/f1bb3/104_seaborn_themes2.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/5aa25e5d019172ee330aaaef2fb9293f/a42be/104_seaborn_themes2.webp 750w,\n/static/5aa25e5d019172ee330aaaef2fb9293f/e8580/104_seaborn_themes2.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"9bcdb70e-466c-531c-8add-a325bdb0fcf1","name":"104_seaborn_themes3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1baf1a71fa86d5fb6416eea99ecd8b9b/f1bb3/104_seaborn_themes3.png","srcSet":"/static/1baf1a71fa86d5fb6416eea99ecd8b9b/f93c4/104_seaborn_themes3.png 750w,\n/static/1baf1a71fa86d5fb6416eea99ecd8b9b/f1bb3/104_seaborn_themes3.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/1baf1a71fa86d5fb6416eea99ecd8b9b/a42be/104_seaborn_themes3.webp 750w,\n/static/1baf1a71fa86d5fb6416eea99ecd8b9b/e8580/104_seaborn_themes3.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"e6f8a76f-bed4-5e83-981a-0abf2e80e456","name":"104_seaborn_themes4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8131f69d1468302bd0e7e6228deee8ad/f1bb3/104_seaborn_themes4.png","srcSet":"/static/8131f69d1468302bd0e7e6228deee8ad/f93c4/104_seaborn_themes4.png 750w,\n/static/8131f69d1468302bd0e7e6228deee8ad/f1bb3/104_seaborn_themes4.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/8131f69d1468302bd0e7e6228deee8ad/a42be/104_seaborn_themes4.webp 750w,\n/static/8131f69d1468302bd0e7e6228deee8ad/e8580/104_seaborn_themes4.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"d7db6b81-be82-5a79-95a1-a109078a4ecc","name":"106_seaborn_style_on_plt1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8f1bd12971bffa572eb17a2daf4cd1d7/ec333/106_seaborn_style_on_plt1.png","srcSet":"/static/8f1bd12971bffa572eb17a2daf4cd1d7/ec333/106_seaborn_style_on_plt1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8f1bd12971bffa572eb17a2daf4cd1d7/21b1a/106_seaborn_style_on_plt1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8c0861aa-89b4-5ef2-8ede-aa6b4f3bcfbe","name":"104_seaborn_themes5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8065003a7142bb829c034e3123bd3d32/f1bb3/104_seaborn_themes5.png","srcSet":"/static/8065003a7142bb829c034e3123bd3d32/f93c4/104_seaborn_themes5.png 750w,\n/static/8065003a7142bb829c034e3123bd3d32/f1bb3/104_seaborn_themes5.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/8065003a7142bb829c034e3123bd3d32/a42be/104_seaborn_themes5.webp 750w,\n/static/8065003a7142bb829c034e3123bd3d32/e8580/104_seaborn_themes5.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"4ece95a9-4783-547c-b125-0fe169323b43","name":"10_barplot_with_number_of_observations","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d8d2b8dc9804128563101576bef4b9f6/ec333/10_barplot_with_number_of_observations.png","srcSet":"/static/d8d2b8dc9804128563101576bef4b9f6/ec333/10_barplot_with_number_of_observations.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d8d2b8dc9804128563101576bef4b9f6/21b1a/10_barplot_with_number_of_observations.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"10bf5af9-e51c-5693-8c21-6a2091733452","name":"106_seaborn_style_on_plt2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fe2c63e68b9ac062b90472b85972cd56/ec333/106_seaborn_style_on_plt2.png","srcSet":"/static/fe2c63e68b9ac062b90472b85972cd56/ec333/106_seaborn_style_on_plt2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fe2c63e68b9ac062b90472b85972cd56/21b1a/106_seaborn_style_on_plt2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"779985bb-11bb-5d4f-8bd9-dd4629cbe73e","name":"120_Basic_lineplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/13e8f34664b05600abf9a4b95680b278/ec333/120_Basic_lineplot1.png","srcSet":"/static/13e8f34664b05600abf9a4b95680b278/ec333/120_Basic_lineplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/13e8f34664b05600abf9a4b95680b278/21b1a/120_Basic_lineplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7863a739-6d7f-5121-bd1a-66e014f0c55a","name":"120_Basic_lineplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACBUlEQVR42rWU627TQBCF+/5vwEMggYRA/ABUBRUlpdCUCJE2Cbkn6117vRdfcj3VjBOTNmnTSsXSyKO19/OcmeM9wQtfJ/8FuFwukedzOJfDuxzWZkjTOazN4X3O64+F9zOs1ztA7z0i7RCGHjcdhTefmmh3FULlEAQWQhTxUK6Uw3pDLCUnyQyViz5+twKc/Rzgc7ULERhIWUAppLQH84PA2KSo1Uc4vxpBBBaNpsD7SqsAymcCqYfOJugNIlTrQ8Q6wUQYrrjZlrBxupFWgCh28zB8QDJtmgrDXw2VRyAszn4M8KcluZ/PklwATfkiydaRx/fGGK9eX+Lj1w5XLp4CdM4hjh33a1dSsdGh0494SO1uiCjyG8gjklerFZzLSjvsVkBArT36Q42LxhhR6Pm9J0veB/67t7oKk6k5Ltn7w5JL6dIi1p4rrNWHcCblNQLRc2rDPdssWPL2i4cqLP4Mgw+VFqr1EUPJEX97Ifd273A4Jpme0dRJ9tsv1zg977FHrzuS+3sHmOcZjEmOVkhB1hlPYrw7vUHtaohfzSm36o7kNE03QFdOVm0OBqV8+T/T2taHicvx7XLAlXqbYbW6N+Usm7Of4jjl+zanplOudQKlDFuIcikNIu15OKGy+7YhL2ZZxrm1FsYYzrXWrIAuKSUWiwVvFkLw2mw243wP+FIn9i1ucvpOd0MZnAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/b32a1f4677641bafbb470aa163fd668f/ec333/120_Basic_lineplot2.png","srcSet":"/static/b32a1f4677641bafbb470aa163fd668f/ec333/120_Basic_lineplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b32a1f4677641bafbb470aa163fd668f/21b1a/120_Basic_lineplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"74f23576-cc87-5026-a088-d75a7deeb4a4","name":"121_Custom_line_plot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/000223b0549e8f79ad6528ec967bfe5c/ec333/121_Custom_line_plot1.png","srcSet":"/static/000223b0549e8f79ad6528ec967bfe5c/ec333/121_Custom_line_plot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/000223b0549e8f79ad6528ec967bfe5c/21b1a/121_Custom_line_plot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"44d0712d-e957-508b-b4af-d9e613a571c3","name":"121_Custom_line_plot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7a69e3bebf47fcc0d3d7645dedd86bae/81bb2/121_Custom_line_plot4.png","srcSet":"/static/7a69e3bebf47fcc0d3d7645dedd86bae/81bb2/121_Custom_line_plot4.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/7a69e3bebf47fcc0d3d7645dedd86bae/ffef7/121_Custom_line_plot4.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"ed933803-792e-5130-a5a1-c37af244c40d","name":"121_Custom_line_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0c76f33d607f093310f68f46d8363ea8/ec333/121_Custom_line_plot2.png","srcSet":"/static/0c76f33d607f093310f68f46d8363ea8/ec333/121_Custom_line_plot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0c76f33d607f093310f68f46d8363ea8/21b1a/121_Custom_line_plot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7c031f57-24d1-5fcb-96eb-02d1561cd05f","name":"121_Custom_line_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9817cf23ca1a68bdae02e0263877cdbd/ec333/121_Custom_line_plot3.png","srcSet":"/static/9817cf23ca1a68bdae02e0263877cdbd/ec333/121_Custom_line_plot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9817cf23ca1a68bdae02e0263877cdbd/21b1a/121_Custom_line_plot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3e609f70-6b5c-59c4-950e-9aded0773aa8","name":"122_Multiple_line_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b184cd1b7fffaa35d6a2dd20a830a84/ec333/122_Multiple_line_plot.png","srcSet":"/static/9b184cd1b7fffaa35d6a2dd20a830a84/ec333/122_Multiple_line_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b184cd1b7fffaa35d6a2dd20a830a84/21b1a/122_Multiple_line_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"98af7f88-3b55-54a4-93c7-9a386af1e225","name":"121_Custom_line_plot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/70af7301f0b8b224639f0739c3850fb9/ec333/121_Custom_line_plot5.png","srcSet":"/static/70af7301f0b8b224639f0739c3850fb9/ec333/121_Custom_line_plot5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/70af7301f0b8b224639f0739c3850fb9/21b1a/121_Custom_line_plot5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7d81887a-73f4-5e11-aa69-712adae2996e","name":"123_Highlight_a_line","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0d4aec335b2be645d345aad85559bc9e/82c11/123_Highlight_a_line.png","srcSet":"/static/0d4aec335b2be645d345aad85559bc9e/82c11/123_Highlight_a_line.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/0d4aec335b2be645d345aad85559bc9e/5f169/123_Highlight_a_line.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4356f4f3-9064-5f45-83ed-379038cba3cf","name":"125_Lineplot_small_multiple","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3ff1bda2b1dca39ef6938a37fcecb386/7d71f/125_Lineplot_small_multiple.png","srcSet":"/static/3ff1bda2b1dca39ef6938a37fcecb386/7d71f/125_Lineplot_small_multiple.png 623w","sizes":"100vw"},"sources":[{"srcSet":"/static/3ff1bda2b1dca39ef6938a37fcecb386/684a0/125_Lineplot_small_multiple.webp 623w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1669341894060996}}}},{"node":{"id":"67030b11-1feb-585b-ad6a-bfae819983f8","name":"124_Spaghetti_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6e7531beac375fe8136ac92551dd66d8/82c11/124_Spaghetti_plot.png","srcSet":"/static/6e7531beac375fe8136ac92551dd66d8/82c11/124_Spaghetti_plot.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/6e7531beac375fe8136ac92551dd66d8/5f169/124_Spaghetti_plot.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"18442853-a2f6-5031-8e1d-700eac2fe554","name":"12_grouped_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5e97c86c104e34f56bb4ee7d6ea8a3e7/ec333/12_grouped_barplot.png","srcSet":"/static/5e97c86c104e34f56bb4ee7d6ea8a3e7/ec333/12_grouped_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5e97c86c104e34f56bb4ee7d6ea8a3e7/21b1a/12_grouped_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b31f7ccb-2657-5be9-93f6-635782deb9ad","name":"12_stacked_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bd240eaca734879ca7c95ea9da37bf4a/ec333/12_stacked_barplot.png","srcSet":"/static/bd240eaca734879ca7c95ea9da37bf4a/ec333/12_stacked_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bd240eaca734879ca7c95ea9da37bf4a/21b1a/12_stacked_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61fc5b69-5f1f-595b-a73a-74a2f9169db0","name":"12_stacked_percent_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c2c83b71d8f84122fca1294f10fb6e61/ec333/12_stacked_percent_barplot.png","srcSet":"/static/c2c83b71d8f84122fca1294f10fb6e61/ec333/12_stacked_percent_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c2c83b71d8f84122fca1294f10fb6e61/21b1a/12_stacked_percent_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"163a02d7-56ec-5bf6-83fe-dbb92a9cc7a0","name":"131_Custom_Matplotlib_Scatterplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6b324e91af1dd6b1c785ce32fabf8e0d/ec333/131_Custom_Matplotlib_Scatterplot1.png","srcSet":"/static/6b324e91af1dd6b1c785ce32fabf8e0d/ec333/131_Custom_Matplotlib_Scatterplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6b324e91af1dd6b1c785ce32fabf8e0d/21b1a/131_Custom_Matplotlib_Scatterplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0695368-b989-583a-9c20-e64bec9e915d","name":"130_Basic_Matplotlib_Scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACHklEQVR42q1V227TQBDN//8G4oWX8oYEPABClBYIAhrRBGgSnMiO73u1d732QbNp3CZp1BR1pLXH9s6ZM7f1AI8sg43SdR2cc/+12rbdB1RKQQgBrbXXj1mabKREkjNYY24AGWMoimLL07Fi2w4x06grvQakUKuqAuf8QYB10yJklb9T2MS4ByzL8l6GtK/tuv45lQaybpAIA6ZqVHqHIeWPPB0SUTfIlfHAfzOFy4gjkwYXS4aYqRvATQ6TJPGbDzK8vlfW4f2vBK9/Rng7jvFlXkDV1heoB6RQDzHc+CB259MMJ8MFJiuBi0WJQlufQ2N3AIlhmqZ3MpxEHMo4n7/RkuHdOMYsVSi1Ba8s3owTxKWGqfU2QykETNN449t5e/EjxHBegFcNPk0zJKJG03YwTYvvixLGdWjIbpdhnucwjfNhkLh2zXZRaDz7HODJ6QxhWfl3Ma89IIXr995uG7qQB+pD51pY13nDq0TiW1BinimcX2U4m2a9k13ZA6SCUA5JLkOOpx/neDVaV5Fag3CsO9yje4CUw0opBJnEydclXo4ifPidYhKJvbY5DtA1COMUz4cBgnxdrVkqvW7c/eN4J8OCMfyJOUTtkCnr24TA2q57OCDNcZYmCKIUGRMoSgYppR8nzll/rNHM03tapBMI6dQhNL5b56Exxp9tGwdUdRIaSTKkpl+tVrDW+q6IoshHRt/CMOyHYvDYv4B/IUIX2V1GPBMAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/305c3661c66551a201234cc4f358190a/ec333/130_Basic_Matplotlib_Scatterplot.png","srcSet":"/static/305c3661c66551a201234cc4f358190a/ec333/130_Basic_Matplotlib_Scatterplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/305c3661c66551a201234cc4f358190a/21b1a/130_Basic_Matplotlib_Scatterplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c8dc7d55-a8f0-5406-a505-fe0bc658ebbf","name":"131_Custom_Matplotlib_Scatterplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/453bded2c6a964e75209d0253832a759/ec333/131_Custom_Matplotlib_Scatterplot3.png","srcSet":"/static/453bded2c6a964e75209d0253832a759/ec333/131_Custom_Matplotlib_Scatterplot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/453bded2c6a964e75209d0253832a759/21b1a/131_Custom_Matplotlib_Scatterplot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1b6f0d97-a2e6-5db6-8c3a-d2488ab9a0b0","name":"131_Custom_Matplotlib_Scatterplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c245ec9384d1f2bb3f48a41d74bc562a/ec333/131_Custom_Matplotlib_Scatterplot2.png","srcSet":"/static/c245ec9384d1f2bb3f48a41d74bc562a/ec333/131_Custom_Matplotlib_Scatterplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c245ec9384d1f2bb3f48a41d74bc562a/21b1a/131_Custom_Matplotlib_Scatterplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"42aa2724-9577-5870-a109-1af8a20cb132","name":"131_Custom_Matplotlib_Scatterplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/777b93ba86d3eba1e698d87ca7887cff/ec333/131_Custom_Matplotlib_Scatterplot4.png","srcSet":"/static/777b93ba86d3eba1e698d87ca7887cff/ec333/131_Custom_Matplotlib_Scatterplot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/777b93ba86d3eba1e698d87ca7887cff/21b1a/131_Custom_Matplotlib_Scatterplot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c147399b-e484-5225-8a55-8eb1fa8c1464","name":"131_Custom_Matplotlib_Scatterplot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c2f8210488f376de9d715d348d2b58cc/ec333/131_Custom_Matplotlib_Scatterplot5.png","srcSet":"/static/c2f8210488f376de9d715d348d2b58cc/ec333/131_Custom_Matplotlib_Scatterplot5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c2f8210488f376de9d715d348d2b58cc/21b1a/131_Custom_Matplotlib_Scatterplot5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1342f218-ba74-53e4-9318-d9d3f0dde6b1","name":"132-basic-connected-scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b5cf6f07f298ff04234cc23bdd5faaeb/b5edb/132-basic-connected-scatterplot.png","srcSet":"/static/b5cf6f07f298ff04234cc23bdd5faaeb/b5edb/132-basic-connected-scatterplot.png 381w","sizes":"100vw"},"sources":[{"srcSet":"/static/b5cf6f07f298ff04234cc23bdd5faaeb/1cc82/132-basic-connected-scatterplot.webp 381w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"999df5e7-2918-57bb-a736-16168e6a8d18","name":"134_Fighting_overplotting1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3be4f68b143d3337b71129e71d0f8c7f/3c0a3/134_Fighting_overplotting1.png","srcSet":"/static/3be4f68b143d3337b71129e71d0f8c7f/3c0a3/134_Fighting_overplotting1.png 434w","sizes":"100vw"},"sources":[{"srcSet":"/static/3be4f68b143d3337b71129e71d0f8c7f/4e0e6/134_Fighting_overplotting1.webp 434w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0184331797235024}}}},{"node":{"id":"42df4e85-1e0e-5e3b-a8ba-3a929dd9fde2","name":"132_Matplotlib-connected-scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4345e2fb7f46aa6e49901a249e8328e4/ec333/132_Matplotlib-connected-scatterplot.png","srcSet":"/static/4345e2fb7f46aa6e49901a249e8328e4/ec333/132_Matplotlib-connected-scatterplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4345e2fb7f46aa6e49901a249e8328e4/21b1a/132_Matplotlib-connected-scatterplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a12c9695-b625-5b88-ab7a-2b3bac78a416","name":"134_Fighting_overplotting10","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/55456b9ad61d583e5e6bca326302157e/a9a7b/134_Fighting_overplotting10.png","srcSet":"/static/55456b9ad61d583e5e6bca326302157e/a9a7b/134_Fighting_overplotting10.png 574w","sizes":"100vw"},"sources":[{"srcSet":"/static/55456b9ad61d583e5e6bca326302157e/5656b/134_Fighting_overplotting10.webp 574w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9878048780487805}}}},{"node":{"id":"25425e9c-b79b-567d-8562-a67ad5332068","name":"134_Fighting_overplotting11","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0e7df6d3e6411edfbec7f6766d8b5003/bb1d2/134_Fighting_overplotting11.png","srcSet":"/static/0e7df6d3e6411edfbec7f6766d8b5003/bb1d2/134_Fighting_overplotting11.png 646w","sizes":"100vw"},"sources":[{"srcSet":"/static/0e7df6d3e6411edfbec7f6766d8b5003/a88ae/134_Fighting_overplotting11.webp 646w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6795665634674922}}}},{"node":{"id":"6aee4ee4-39f8-53f5-b445-ba49de6aaabb","name":"134_Fighting_overplotting4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/21b9917229a44238a3f4125bf2aaa0af/89efd/134_Fighting_overplotting4.png","srcSet":"/static/21b9917229a44238a3f4125bf2aaa0af/89efd/134_Fighting_overplotting4.png 668w","sizes":"100vw"},"sources":[{"srcSet":"/static/21b9917229a44238a3f4125bf2aaa0af/78a6b/134_Fighting_overplotting4.webp 668w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7155688622754491}}}},{"node":{"id":"8e9d445f-5205-511d-80ee-c07849fcb14c","name":"134_Fighting_overplotting5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d5398c49d8d7552e7ca5a9a87a71ab30/7196f/134_Fighting_overplotting5.png","srcSet":"/static/d5398c49d8d7552e7ca5a9a87a71ab30/7196f/134_Fighting_overplotting5.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/d5398c49d8d7552e7ca5a9a87a71ab30/70be0/134_Fighting_overplotting5.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"943931d1-5855-574d-803e-bc266c816ad6","name":"134_Fighting_overplotting8-300x99","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4f3bfca67f75d040a3cac2ec3a99922a/7f754/134_Fighting_overplotting8-300x99.png","srcSet":"/static/4f3bfca67f75d040a3cac2ec3a99922a/7f754/134_Fighting_overplotting8-300x99.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/4f3bfca67f75d040a3cac2ec3a99922a/d28e6/134_Fighting_overplotting8-300x99.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.33}}}},{"node":{"id":"338f5d51-0221-5fcd-bc52-ba4c43a666e4","name":"140_basic_pieplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f1dde2de49bccafb18c6d3b6309f0bb1/b7804/140_basic_pieplot1.png","srcSet":"/static/f1dde2de49bccafb18c6d3b6309f0bb1/f054e/140_basic_pieplot1.png 750w,\n/static/f1dde2de49bccafb18c6d3b6309f0bb1/b7804/140_basic_pieplot1.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/f1dde2de49bccafb18c6d3b6309f0bb1/4f03f/140_basic_pieplot1.webp 750w,\n/static/f1dde2de49bccafb18c6d3b6309f0bb1/c1587/140_basic_pieplot1.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"83802d99-6ced-5fa6-a6e6-7444cfb3de8b","name":"140_basic_pieplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bee7ca5201b2bf02c817ef44e184fe1a/779ff/140_basic_pieplot2.png","srcSet":"/static/bee7ca5201b2bf02c817ef44e184fe1a/e7dcc/140_basic_pieplot2.png 750w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/50eb2/140_basic_pieplot2.png 1080w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/373d2/140_basic_pieplot2.png 1366w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/779ff/140_basic_pieplot2.png 1600w","sizes":"100vw"},"sources":[{"srcSet":"/static/bee7ca5201b2bf02c817ef44e184fe1a/ee7ce/140_basic_pieplot2.webp 750w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/819dc/140_basic_pieplot2.webp 1080w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/7b8ce/140_basic_pieplot2.webp 1366w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/f2fb1/140_basic_pieplot2.webp 1600w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5}}}},{"node":{"id":"0f9cc268-0464-5295-ba4d-906bb3cb632a","name":"160_Basic_donut_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3cba60d891c4d1d26381af442a3f1b01/ec333/160_Basic_donut_plot.png","srcSet":"/static/3cba60d891c4d1d26381af442a3f1b01/ec333/160_Basic_donut_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3cba60d891c4d1d26381af442a3f1b01/21b1a/160_Basic_donut_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7cc30375-24d7-5b8e-ab73-228f5a313b0c","name":"161_custom_donut_plot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACRElEQVR42q2UzWsTQRiHB6GI9NCz+E9ITj15EEQRlJ6EXvsHeBJpwXhoBYvgIRipDWIEP+ixFOtBpBJqoQZStY2JFJUG8+Hmy2yzu012d/aRbD6aTVJpSweWWd4Znnnf3/ubEZzwEActOI5zskAXygColI3TjgbUdI1sJouhGkgkRb1IpppBN/XuEjqVdFcj+rMCx3aoVCsE1gKMPh1lePo0YlYwM34OxiewNr/sZ/u/DNsnKVqeSy8vI24JhvxD+J6cZ/T1RZYvnAUhsIfPQDiMYdtk02lUVe0HykbqjQJNuBq+gbgtuPbqOolCAulIV0+nqsH8PIyMuOD64iKqlNQMwwuUUpJKpanVFZ6HQJxa5cqDSUxUV4NOc9olLi25QHw+ME2PpqL9b9YtwGbipuXuXYu4BCy7p6O23ZzHxprQSMQT92hoSQh8LXN/tUTNlIN9YVnNZINBLCGQoZAn7gU6DoGtInPJEvYBXpOteDyV5+HCR+I/c554n21ebFe4F8tT2LM6NvIAW/Ob3xqTnytsV+0WsK/LzfmTYjC1rvA2Vd33ZdfXGDndYnYjz6PNIrUejUW3oRujsSGUKOOP5vmQ0TFbJ7XXM5rFXLzMnajCRmGvu8EDjN2aFcPmcbzE1PofgltFllO7vE9rLPxQmYnl8UcVVjLa4e5yG6rWJe/SBoFvKtOxInejiqvts+RfkuX6QH0PfBzaV7C6u8v3XzskcmV2NJuCYXW0do7zfNVqdQxdQ7Y81lvFkYGHhRwLeNgX+x++9OAd0q3vDQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/015e1f455c3a2f4deb0592803bf09197/ec333/161_custom_donut_plot1.png","srcSet":"/static/015e1f455c3a2f4deb0592803bf09197/ec333/161_custom_donut_plot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/015e1f455c3a2f4deb0592803bf09197/21b1a/161_custom_donut_plot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f6faea12-5712-5c6d-aad7-d67b1d9646a8","name":"161_custom_donut_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6a44f7afc2783a94a06edb3b4d13672c/ec333/161_custom_donut_plot2.png","srcSet":"/static/6a44f7afc2783a94a06edb3b4d13672c/ec333/161_custom_donut_plot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6a44f7afc2783a94a06edb3b4d13672c/21b1a/161_custom_donut_plot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a2416957-de2c-506f-9b7b-cdbe0f424345","name":"161_custom_donut_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/aea850e7811e6e64fd281d6c9a5e2c5b/ec333/161_custom_donut_plot3.png","srcSet":"/static/aea850e7811e6e64fd281d6c9a5e2c5b/ec333/161_custom_donut_plot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/aea850e7811e6e64fd281d6c9a5e2c5b/21b1a/161_custom_donut_plot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"47be5b4a-24ea-5aaf-91a1-c57edb6de586","name":"161_custom_donut_plot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/db505818445fc4782b3a8c36127430a0/ec333/161_custom_donut_plot4.png","srcSet":"/static/db505818445fc4782b3a8c36127430a0/ec333/161_custom_donut_plot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/db505818445fc4782b3a8c36127430a0/21b1a/161_custom_donut_plot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b060751a-fc73-52ad-86e2-8a0d7394541a","name":"161_custom_donut_plot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6fd86194abc06e75801ff71812886751/ec333/161_custom_donut_plot5.png","srcSet":"/static/6fd86194abc06e75801ff71812886751/ec333/161_custom_donut_plot5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6fd86194abc06e75801ff71812886751/21b1a/161_custom_donut_plot5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12dd2f5d-886c-5481-b2f6-237868936b14","name":"170_Basic_Venn_Diagram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/422e0434ab6fad5699fe9791876166d8/ec333/170_Basic_Venn_Diagram.png","srcSet":"/static/422e0434ab6fad5699fe9791876166d8/ec333/170_Basic_Venn_Diagram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/422e0434ab6fad5699fe9791876166d8/21b1a/170_Basic_Venn_Diagram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ad720d4c-907f-5aaf-a947-207858163473","name":"162_Background_color_donut","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/16480fc1c85e536b2d872f35b7f8dde6/ec333/162_Background_color_donut.png","srcSet":"/static/16480fc1c85e536b2d872f35b7f8dde6/ec333/162_Background_color_donut.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/16480fc1c85e536b2d872f35b7f8dde6/21b1a/162_Background_color_donut.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"227d2c62-e92b-5aa2-83c1-53ab14e0482b","name":"163_Double_Donut_Chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9fa5331723395ca3b0fcf7fed6df4bcf/81bb2/163_Double_Donut_Chart.png","srcSet":"/static/9fa5331723395ca3b0fcf7fed6df4bcf/81bb2/163_Double_Donut_Chart.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/9fa5331723395ca3b0fcf7fed6df4bcf/ffef7/163_Double_Donut_Chart.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"d35c2c7b-374b-56a5-a623-1d59f42d47f6","name":"171_Basic_Venn_3-groups","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9bfd48428c1974f18085d678bcfa8609/ec333/171_Basic_Venn_3-groups.png","srcSet":"/static/9bfd48428c1974f18085d678bcfa8609/ec333/171_Basic_Venn_3-groups.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9bfd48428c1974f18085d678bcfa8609/21b1a/171_Basic_Venn_3-groups.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ede707e-2459-5d19-b838-e0ffa77380e5","name":"172_custom_venn_diagram1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/eb913aa1764c2a4f68c84ac8a1cc4c75/ec333/172_custom_venn_diagram1.png","srcSet":"/static/eb913aa1764c2a4f68c84ac8a1cc4c75/ec333/172_custom_venn_diagram1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/eb913aa1764c2a4f68c84ac8a1cc4c75/21b1a/172_custom_venn_diagram1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5e6827a9-14ff-5527-b333-647f7f30c680","name":"172_custom_venn_diagram2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/338000afad80e529a20dafac00922e68/ec333/172_custom_venn_diagram2.png","srcSet":"/static/338000afad80e529a20dafac00922e68/ec333/172_custom_venn_diagram2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/338000afad80e529a20dafac00922e68/21b1a/172_custom_venn_diagram2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"967eaf33-dd3f-5c28-b2da-4596300a0307","name":"172_custom_venn_diagram3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1234f529ff197f0d2d77e97986d82d8a/ec333/172_custom_venn_diagram3.png","srcSet":"/static/1234f529ff197f0d2d77e97986d82d8a/ec333/172_custom_venn_diagram3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1234f529ff197f0d2d77e97986d82d8a/21b1a/172_custom_venn_diagram3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1179c679-376e-5497-a51d-439dc6cc0ae5","name":"161_custom_donut_plot6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a2676dc55a5d348696769306febe6127/ec333/161_custom_donut_plot6.png","srcSet":"/static/a2676dc55a5d348696769306febe6127/ec333/161_custom_donut_plot6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a2676dc55a5d348696769306febe6127/21b1a/161_custom_donut_plot6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9d98043e-7433-510e-8b09-c0699e33685c","name":"174_Change_Background_color_venn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/203320c264a07c843d5c3ce16b0b09cb/ec333/174_Change_Background_color_venn.png","srcSet":"/static/203320c264a07c843d5c3ce16b0b09cb/ec333/174_Change_Background_color_venn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/203320c264a07c843d5c3ce16b0b09cb/21b1a/174_Change_Background_color_venn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"dc93b6ec-943a-558c-8884-c307f98d2054","name":"173_elaborated_Venn_diagram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af5c47b528ab12fa15147baf96c1fff1/ec333/173_elaborated_Venn_diagram.png","srcSet":"/static/af5c47b528ab12fa15147baf96c1fff1/ec333/173_elaborated_Venn_diagram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/af5c47b528ab12fa15147baf96c1fff1/21b1a/173_elaborated_Venn_diagram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4907090f-2884-5f99-bbcf-d0fd33509550","name":"180_Basic_lolipop_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/907c0f4be3228e60b3ae531a156c214e/ec333/180_Basic_lolipop_plot.png","srcSet":"/static/907c0f4be3228e60b3ae531a156c214e/ec333/180_Basic_lolipop_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/907c0f4be3228e60b3ae531a156c214e/21b1a/180_Basic_lolipop_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f8788c5f-a519-555b-9b78-b0d6f5e927b7","name":"180_Basic_lolipop_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5b49a9b48d3a6f6578380c1ae2c46627/6f7b3/180_Basic_lolipop_plot2.png","srcSet":"/static/5b49a9b48d3a6f6578380c1ae2c46627/6f7b3/180_Basic_lolipop_plot2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/5b49a9b48d3a6f6578380c1ae2c46627/2c0a9/180_Basic_lolipop_plot2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"5a0280bc-5941-5a18-abe8-dcba7371335b","name":"180_Basic_lolipop_plot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/90fdf32d7e4adae8fe4e47e3e4a85e73/f1bb3/180_Basic_lolipop_plot4.png","srcSet":"/static/90fdf32d7e4adae8fe4e47e3e4a85e73/f93c4/180_Basic_lolipop_plot4.png 750w,\n/static/90fdf32d7e4adae8fe4e47e3e4a85e73/f1bb3/180_Basic_lolipop_plot4.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/90fdf32d7e4adae8fe4e47e3e4a85e73/a42be/180_Basic_lolipop_plot4.webp 750w,\n/static/90fdf32d7e4adae8fe4e47e3e4a85e73/e8580/180_Basic_lolipop_plot4.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"368dc0d7-0112-5a2d-bd67-6ba4846801d4","name":"180_Basic_lolipop_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5b0317aa8af7fba9e380b0d670d2944d/6f7b3/180_Basic_lolipop_plot3.png","srcSet":"/static/5b0317aa8af7fba9e380b0d670d2944d/6f7b3/180_Basic_lolipop_plot3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/5b0317aa8af7fba9e380b0d670d2944d/2c0a9/180_Basic_lolipop_plot3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"138fa1a5-27df-501c-9202-9298f2479c5e","name":"181_custom_lolliplot_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e895e33d73417c6f35e367edf84d1fe1/ec333/181_custom_lolliplot_1.png","srcSet":"/static/e895e33d73417c6f35e367edf84d1fe1/ec333/181_custom_lolliplot_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e895e33d73417c6f35e367edf84d1fe1/21b1a/181_custom_lolliplot_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"dd8b0b3f-45bb-5ed4-8da2-752e55e64585","name":"181_custom_lolliplot_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/abad26fb8478e90bea29c4c6b2357b51/ec333/181_custom_lolliplot_2.png","srcSet":"/static/abad26fb8478e90bea29c4c6b2357b51/ec333/181_custom_lolliplot_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/abad26fb8478e90bea29c4c6b2357b51/21b1a/181_custom_lolliplot_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d5955df5-e1af-5fce-9ecc-e9c898255cd8","name":"181_custom_lolliplot_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/546eb71427b46082bed928966f94863a/ec333/181_custom_lolliplot_4.png","srcSet":"/static/546eb71427b46082bed928966f94863a/ec333/181_custom_lolliplot_4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/546eb71427b46082bed928966f94863a/21b1a/181_custom_lolliplot_4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a4ce17b7-e3d1-52a5-a6cd-3eb3355bf79e","name":"181_custom_lolliplot_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/40ffbee87e1aa47a49882dbb22ae3252/ec333/181_custom_lolliplot_3.png","srcSet":"/static/40ffbee87e1aa47a49882dbb22ae3252/ec333/181_custom_lolliplot_3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/40ffbee87e1aa47a49882dbb22ae3252/21b1a/181_custom_lolliplot_3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"516b184d-d770-5d74-9acb-4bf6066ecac1","name":"181_custom_lolliplot_5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/70f186ae7c9e5041b3cf5259c1a76f3c/ec333/181_custom_lolliplot_5.png","srcSet":"/static/70f186ae7c9e5041b3cf5259c1a76f3c/ec333/181_custom_lolliplot_5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/70f186ae7c9e5041b3cf5259c1a76f3c/21b1a/181_custom_lolliplot_5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"576f92c9-8a9a-5db7-ad15-8de9eb6848c8","name":"181_custom_lolliplot_6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1adf9014e2e4652f664033157dbe6fd8/ec333/181_custom_lolliplot_6.png","srcSet":"/static/1adf9014e2e4652f664033157dbe6fd8/ec333/181_custom_lolliplot_6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1adf9014e2e4652f664033157dbe6fd8/21b1a/181_custom_lolliplot_6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"076ec42b-457f-5ea4-b8fa-7d7b108999b8","name":"182_vertical_lolipop_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7ff57b33257b0f9d8c9bed43c93a44e7/ec333/182_vertical_lolipop_plot.png","srcSet":"/static/7ff57b33257b0f9d8c9bed43c93a44e7/ec333/182_vertical_lolipop_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7ff57b33257b0f9d8c9bed43c93a44e7/21b1a/182_vertical_lolipop_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7e339610-5a25-5029-b210-d70ef9891760","name":"183_highlight_a_group_in_lolipop_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACCklEQVR42q2U646jMAyF5/0fcVerGQolcS6UXIC0nfasbNoObens/FgkyydIfNg+Sd7wn5+38/ksIoSAut7AWgMiDa0VnHPQWkv+MfAqQshoGsK2NdhuDZSyUMphUyu0yiGl8jpywaWuGTiOA3a7CHIDWpOgbJZgreVdRqMDthQkX3WrA97bgIoirkQBljJht0vQNqGlKKHMc2j7pckmVAw2Eb7LOC+B0zQh9Bna3AOX+VG3NuFdRfmm8w/AYRikQmUTGooS/OdlXmoG/mGYTfAuoVurUFr+QYXqAq0pwtkEy9DHCo/HI0IY/gkkG6VNrpTbtGvAUgqapkbPM2RTTLo4fZ/Z6dqM2OggbTqX1oHjOGKzqaRloh209hJEi0wdjNLYbn5D20FafQmcTcnoughjemgBeJD5ymR2qFsF1/yC94PAvJ+hbs2UeWOzKfm+ZUpoLutKJxg/3Yz4tsJpGm8uby8GsJM8L4YZl57m9i1wPikMmYH8sXUJxG66vAr5FsjGMPBDz0eK53Ob0WJW/oV+muHp9IkuDKh0hDPxUkEGUYC1bFYUzR9z5jVXxfmq74BzlQXOR4zjQfYkRymfSGlCzpPo+d0Rw7CH973knAv6Pj3fh3xapnHEPNOCw+Ego6iqDxARuq4TrZTC6XSSrcZVcfDRfQKuPfv9Xm5yvjw4Usqyvra3dmP/BcY1/Vby97C8AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/ffc7f491567ae3d3ade828c689f354b0/ec333/183_highlight_a_group_in_lolipop_plot.png","srcSet":"/static/ffc7f491567ae3d3ade828c689f354b0/ec333/183_highlight_a_group_in_lolipop_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ffc7f491567ae3d3ade828c689f354b0/21b1a/183_highlight_a_group_in_lolipop_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e905a714-6d46-5a0c-9058-f6f4f750b5f8","name":"184_lolipop_plot_with_2_groups","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/40205453983edb0229fb1de1715d5c4d/ec333/184_lolipop_plot_with_2_groups.png","srcSet":"/static/40205453983edb0229fb1de1715d5c4d/ec333/184_lolipop_plot_with_2_groups.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/40205453983edb0229fb1de1715d5c4d/21b1a/184_lolipop_plot_with_2_groups.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a86e471-dcac-58cd-9dcb-6165fb654695","name":"185_lolipop_plot_with_conditional_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/686835ecc94e0ae5746f9571e39d8b10/ec333/185_lolipop_plot_with_conditional_color.png","srcSet":"/static/686835ecc94e0ae5746f9571e39d8b10/ec333/185_lolipop_plot_with_conditional_color.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/686835ecc94e0ae5746f9571e39d8b10/21b1a/185_lolipop_plot_with_conditional_color.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"39996861-e41f-5725-be50-22ce8cd6f674","name":"190_Custom_title1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACGUlEQVR42q2VzY7TMBRG5yWQeABYIvEwiFdgBUiINRIPAUuEEBJiAYtZIRixY8ECxAakzoifNjPTdNrUcWwnTev4IDszSdu0nc1E+nTj2Dm6X+61s8cVX3sXN845rK0aOQdCpAzjmCg6pt8f0B8Mwnh53YU6QJNJVHJGLqeYNAlRnA2JB3+Jo39Ef46Ifh9ydjLAiKRWWkuLCeVs1gIzpUhGpzidQCEhT2v5+5mqVepas6ydN3W0KsEY3QIdoESCzSaQy3rhmpwWQXjlEqcSXDoKY5tNMVqvWtZpgpXbgUE6DdlWSUR10sOJGIzEZskqsJwvEOOYKku2AAXOSNzc4H5+wX56hTs9bNYGoFnPcJtlXcOYS2ZvnpM/vIP79hHyrP2Gm4AmnXYte5h/sZgQPX3Mr9s3WOy/hLlu1+SyC5wvFkxHQyq1ZNnDCgVmzOGje+xfv4Z69wKqvC7OLmDHcqhkBnKIfHKfH7duoj68DbBQmOVPshW4VmXfk/b9M/SDu9jvn89holuwTUCTF6TjUVtlNaXqfcUevIb4CBa5b9TNrdQFulXLPrtJhDvugfIZq82ZXWbZ78kAvNgBRuxu8l1Akcq6yt6yBxlxOWiXZRcsT+oMm80vmxd2xiLbvJdzlZGO41AcD/dHl4/+2eq4nfdHnJ9X0zFlWa4dsMCsLNHGhEbX+jwaw8LaJuZF0URbVc24c8Be1S/gP+LyBF8AuV/MAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/fef36eddae2eff0933fb391d6dbe7323/ec333/190_Custom_title1.png","srcSet":"/static/fef36eddae2eff0933fb391d6dbe7323/ec333/190_Custom_title1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fef36eddae2eff0933fb391d6dbe7323/21b1a/190_Custom_title1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4af21d1f-00cc-52f7-bea1-6f47adbcea6e","name":"190_Custom_title2-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/026ddb67160d445ddbc7deefc917a323/ec333/190_Custom_title2-1.png","srcSet":"/static/026ddb67160d445ddbc7deefc917a323/ec333/190_Custom_title2-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/026ddb67160d445ddbc7deefc917a323/21b1a/190_Custom_title2-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9906ba8b-57b7-51cf-b9fb-af774fcbd2ae","name":"190_Custom_title3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/03fa9ff6ee9438bf178e99245c645861/ec333/190_Custom_title3.png","srcSet":"/static/03fa9ff6ee9438bf178e99245c645861/ec333/190_Custom_title3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/03fa9ff6ee9438bf178e99245c645861/21b1a/190_Custom_title3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e8c5b5a3-23f6-5890-8239-5c639dc33706","name":"190_Custom_title2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/00d0be985cc6b29db704071f0de10833/ec333/190_Custom_title2.png","srcSet":"/static/00d0be985cc6b29db704071f0de10833/ec333/190_Custom_title2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/00d0be985cc6b29db704071f0de10833/21b1a/190_Custom_title2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"255e8c6c-24ca-52c4-a451-e83f80f36b3d","name":"190_Custom_title4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/862f610dd5c499a8d0534e1da3204a40/ec333/190_Custom_title4.png","srcSet":"/static/862f610dd5c499a8d0534e1da3204a40/ec333/190_Custom_title4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/862f610dd5c499a8d0534e1da3204a40/21b1a/190_Custom_title4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c958f1c5-8323-5fb6-b09b-87be22a0118a","name":"190_Custom_title5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0119aa4ea817ad99f48bff954e530501/ec333/190_Custom_title5.png","srcSet":"/static/0119aa4ea817ad99f48bff954e530501/ec333/190_Custom_title5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0119aa4ea817ad99f48bff954e530501/21b1a/190_Custom_title5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"90f0df47-ee1d-50e9-a0bb-0d43349d239c","name":"190_Custom_title6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f9e75e5ac5b1ced37f51d6966869bde2/ec333/190_Custom_title6.png","srcSet":"/static/f9e75e5ac5b1ced37f51d6966869bde2/ec333/190_Custom_title6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f9e75e5ac5b1ced37f51d6966869bde2/21b1a/190_Custom_title6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"53982748-949b-55f7-83fb-ef87fe19b112","name":"190_Custom_title7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4dbc79df3aabc7659a6d2d1930f1c47c/ec333/190_Custom_title7.png","srcSet":"/static/4dbc79df3aabc7659a6d2d1930f1c47c/ec333/190_Custom_title7.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4dbc79df3aabc7659a6d2d1930f1c47c/21b1a/190_Custom_title7.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bbbc129e-2770-54f0-ab6c-5c77bae8bcba","name":"190_Custom_title8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7bd30a68bb90ba4f9858496bb48ecf61/8b216/190_Custom_title8.png","srcSet":"/static/7bd30a68bb90ba4f9858496bb48ecf61/8b216/190_Custom_title8.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/7bd30a68bb90ba4f9858496bb48ecf61/1c0d2/190_Custom_title8.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0902777777777777}}}},{"node":{"id":"86c5c18f-5137-565f-8d7e-1af1dc0a468a","name":"191_Custom_axis1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ff13eb5f22e09fdf2869266f70a9565/ec333/191_Custom_axis1.png","srcSet":"/static/5ff13eb5f22e09fdf2869266f70a9565/ec333/191_Custom_axis1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ff13eb5f22e09fdf2869266f70a9565/21b1a/191_Custom_axis1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9b954c44-c432-5f40-871c-19c3a4752fde","name":"191_Custom_axis2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/639565b8eb61f7887cbb81686cbc595f/ec333/191_Custom_axis2.png","srcSet":"/static/639565b8eb61f7887cbb81686cbc595f/ec333/191_Custom_axis2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/639565b8eb61f7887cbb81686cbc595f/21b1a/191_Custom_axis2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3bf816e4-a0e2-58bf-b465-b7731d1a7dc5","name":"191_Custom_axis3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e61676692cb92d388b0053c0ca0bc8a5/ec333/191_Custom_axis3.png","srcSet":"/static/e61676692cb92d388b0053c0ca0bc8a5/ec333/191_Custom_axis3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e61676692cb92d388b0053c0ca0bc8a5/21b1a/191_Custom_axis3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"de99c703-ccb4-598b-939b-631d5ada5864","name":"190_Custom_title9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/195e0e32b93cb20a1ae8c30014111df1/db5f6/190_Custom_title9.png","srcSet":"/static/195e0e32b93cb20a1ae8c30014111df1/db5f6/190_Custom_title9.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/195e0e32b93cb20a1ae8c30014111df1/c5c95/190_Custom_title9.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.9305555555555556}}}},{"node":{"id":"3ccb393c-31af-54e9-82b0-dee9ddc59b5c","name":"191_Custom_axis4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/79bf9c45e02c260fcf1628775e035aae/ec333/191_Custom_axis4.png","srcSet":"/static/79bf9c45e02c260fcf1628775e035aae/ec333/191_Custom_axis4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/79bf9c45e02c260fcf1628775e035aae/21b1a/191_Custom_axis4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b078d891-e630-5fec-b37c-cc2a39279234","name":"191_Custom_axis5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAB2UlEQVR42sWV3WvTYBTG+xcLXiheyJw3Xmy6i6HQoXO9EDoHflChjg3b6tqpNJ113aRdybqVfiiajjZpbJL3zU/eajWtc2u14IEDh3Dyy/PkfUJCTLlCg8H3fYQQE7UM9G9Ay7IwTRPbtul2u2N1p2P2W93nOM4wUC2IwJPOK7vnEXn+jnBMQ699wXV6v4DtdhvDMPq2z6vBhmk73HjwiqvLL9g7/IhwA0DP8+h0OkgpxwZaX13momlmI0n2KyPASSyPBVQH0Wq1pqdQnZB6j//FsvxBtOwzgK7rTlehCvVobNQ8GiPp+1QaJ+j1Fk3D5ObDzL9Z7rmCuWiGmfsJ0oUqi4/eMLNyCnA0h0pYuW6wU27w6cT6CXRcwfxqhmsrCTJnARVMWVYKlUlPSsKxLBfvrJPKVyYHjloW0udePMeVu5ts7R4jpKRl2ph2j4W1ba5HkmzvVbn9+C2zkRQfTgdaaMUa61mdg5rBUkzjwmKcTU1nOb7D5aXv8FtrGS6FN3j5/oj51XT/ekFvIlxnODbqS0nlSkQ3cuRLVV4XDnmSyrOv10nnyzxN5SlWGiS1Es+2dikeNUlk1VzguPEZIbxhhcrWICbByPxploH9YH5DQ6H1/66Dv4BvjqfrDM5mPrcAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/5d8df3df94060bf4f23acd933ada0be9/ec333/191_Custom_axis5.png","srcSet":"/static/5d8df3df94060bf4f23acd933ada0be9/ec333/191_Custom_axis5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5d8df3df94060bf4f23acd933ada0be9/21b1a/191_Custom_axis5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"78eb7d6a-33d8-5c03-9117-af0f564a990a","name":"192_increase_margin1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3a0de36307d90b81a4360dfbfab63c9c/257af/192_increase_margin1.png","srcSet":"/static/3a0de36307d90b81a4360dfbfab63c9c/257af/192_increase_margin1.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/3a0de36307d90b81a4360dfbfab63c9c/27ab5/192_increase_margin1.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"98822ce0-3fe6-59dc-895b-43fcd0b3be08","name":"191_Custom_axis6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/909cd3812cb78608c762722f4e95e46d/ec333/191_Custom_axis6.png","srcSet":"/static/909cd3812cb78608c762722f4e95e46d/ec333/191_Custom_axis6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/909cd3812cb78608c762722f4e95e46d/21b1a/191_Custom_axis6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1eddab67-a36f-5a7c-b16e-fcf6f7175aaa","name":"192_increase_margin2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/375589eb924f0b2b299f882c16dd762a/257af/192_increase_margin2.png","srcSet":"/static/375589eb924f0b2b299f882c16dd762a/257af/192_increase_margin2.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/375589eb924f0b2b299f882c16dd762a/27ab5/192_increase_margin2.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8ab8fa32-8c95-54ba-a335-6f4c61b4a847","name":"192_increase_margin3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/50b04e01bd46b954874371d1acfd3c30/257af/192_increase_margin3.png","srcSet":"/static/50b04e01bd46b954874371d1acfd3c30/257af/192_increase_margin3.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/50b04e01bd46b954874371d1acfd3c30/27ab5/192_increase_margin3.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"75c12a1d-b996-52b8-9e71-0ef31504c58e","name":"192_increase_margin4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cab095ff041972604abd9a689c401ca4/257af/192_increase_margin4.png","srcSet":"/static/cab095ff041972604abd9a689c401ca4/257af/192_increase_margin4.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/cab095ff041972604abd9a689c401ca4/27ab5/192_increase_margin4.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4d905298-27b7-56f1-b1d3-53748697decb","name":"193_annotate1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACSUlEQVR42q1V7W7TMBTd+z8CzzCJH/wAAUIaQiDBpMJGYaOqVkqb5tNJbMeOHdtnuu7arpSJVdqVbm05zvHxOfemJ3jiONlMQghwzh2VwzDE0Xt/CNh1HYQQUErF+WPS9hpCSlRNC2vMGpCYGWMiGJ12TKwajZtSQWgDpbodYFEUqOt6j/pWirsxFz2M2z2vlcHViuPNOAMTGlqp/SsTQ7oGsd2k1jqmtQb94DH4gJyvgS8XDT5OSySNRsIken0PkNhlWbaXk8kESZJgsVyiLIotM2UcxkmLZ++neD1OMZrX4MocMiR2Gw3JvbOzs8iSwvmAQvSoO4OfK453VznmbA3QWQdt7E5D+mmaJupIGg7Ow/uA09NTSMFRSIvfVRdZvfi2xJdZhT9MYXBhy5qIEKG/NJRA8FF82vrh/AJcKny+qXGxaHBTSjRqDT7NZTz4QcC2bVFVVfSUxKeXMjngVybwdV7j07TEvOog+gHTQiJt9V0zPABIV225gDIDfEB0cDRnkZF1AdepwHXKwaSJevoQ9krrAJAcSvMCq2Yt9CQTkdXz0SK6SkA0Utn8Kw4AyVXBOZx3mFUdzmcsXp2MIFdbZfeK/BGADkpy/Fg2ePU9RcZ7aOsiaKuH/7bgASAt6E7g7XiFl5cr2HsOklwhHAlIX4qybqN7JNNDWj0akHOOvCiQ5CVM34OxCnXdxD4uyzI+p88aFT/1vJQSeZ7HNSq5NE23XbUtbGtt3LA5gF6iYIxFYCotAqd9ZCLNaW1zULjT5eSp/wJuAdh+E6rBUPSsAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/d6412fe914c31dd08cb4ced20673dfd2/ec333/193_annotate1.png","srcSet":"/static/d6412fe914c31dd08cb4ced20673dfd2/ec333/193_annotate1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d6412fe914c31dd08cb4ced20673dfd2/21b1a/193_annotate1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f78e7760-e439-579c-9f1e-22ad2a8d23d0","name":"193_annotate2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9197cadc578f01201da717ba74ad7485/ec333/193_annotate2.png","srcSet":"/static/9197cadc578f01201da717ba74ad7485/ec333/193_annotate2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9197cadc578f01201da717ba74ad7485/21b1a/193_annotate2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0e376e5-c90b-51fb-a1be-189e2d424d74","name":"193_annotate3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/293677e551e102e98a159ce8acebcecc/ec333/193_annotate3.png","srcSet":"/static/293677e551e102e98a159ce8acebcecc/ec333/193_annotate3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/293677e551e102e98a159ce8acebcecc/21b1a/193_annotate3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0389d97-8506-5fd2-b3a4-e9e0ec57b191","name":"193_annotate4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/34f89f9da3803547aaa278e3aed78745/ec333/193_annotate4.png","srcSet":"/static/34f89f9da3803547aaa278e3aed78745/ec333/193_annotate4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/34f89f9da3803547aaa278e3aed78745/21b1a/193_annotate4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f36f4e92-a760-5a16-b167-a89b42b246a0","name":"193_annotate5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b36efcbf801b41f5f8e4c445c55e975a/ec333/193_annotate5.png","srcSet":"/static/b36efcbf801b41f5f8e4c445c55e975a/ec333/193_annotate5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b36efcbf801b41f5f8e4c445c55e975a/21b1a/193_annotate5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"85c6e06e-ccd3-524d-af6a-f50ef874309f","name":"193_annotate7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACTElEQVR42q2V62vTUBTA97cLfhIEv6kf/KCiMjY6rYUq4tAJKyvuWVu6za5ru/SRR5P7SJqkyU+SubG5ra3ogcvJ4+R3z+OekyX+syxdvUmShOl0Ondd2GV6JnA8HmNZFkoptNa3Lt/XOJ5EKIUQ4gb0GjBNU6SU+e63yTRJcy0nMc2hwhOSJJneDXQch9FodGPX9OK9DgmiKaV9g9JBnzPLhfQvPEx/oybx+UeOCunYmnKtT6Xl0Oyas4FZ7gaDwTUPM+RQTHJ9Ymnul+oYrs+ZO6HeGV3x/xZgJoEOaJkttrpVbGUhghg/mtK2NC8225zamp7jo8IkL9Kf+b4GlErimA41o8ar/TeUj4p8qFdZb4x4UG7SczSmDLHkhEZfcGxY83OolUZowcejMi933vK0ssbzyjc2Dvuc2j5xkmCrEC+IEVLN9tD3fQbDQX596pzw6GuBJ5X3rDUKrOxs0DhzGesIEUS5zdyQ87ClxJIBhwPNp+Y2D7+scq9c4nFllT1jO69BFslCwCDwMfoD9joOlZbNesPidfU7z6orlI6KFH4U6I17l/ZzgUmSMvE1B90x73YNNo5MWqambR9TbBRZri3z+efnxT3MDLNO6diKel+gw2lehLzPtctWZ4vN9ublOV0oh64nKO522e26eH6Un8GrpzxN0sU9PO+UIeOsZ+MUU0UzZ99cYPbS8zyE5+J6HsbQRCmJZdt59U3TvNTZ6DIMY/b4yiSO43znrOJSCoIgwHVdwjDMp1EURdi2nT/PwBfh3wn811/ALwbtB8cJw40kAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/8ee670891f25404cd50bb1d856a9b827/ec333/193_annotate7.png","srcSet":"/static/8ee670891f25404cd50bb1d856a9b827/ec333/193_annotate7.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8ee670891f25404cd50bb1d856a9b827/21b1a/193_annotate7.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fc913433-d921-5ec2-bb9b-108ee047f973","name":"193_annotate6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d531396a41a3a1fe3c3a65622c3b9391/ec333/193_annotate6.png","srcSet":"/static/d531396a41a3a1fe3c3a65622c3b9391/ec333/193_annotate6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d531396a41a3a1fe3c3a65622c3b9391/21b1a/193_annotate6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c9d3b0c4-ca1a-5821-b4a6-d96321bc1579","name":"194_matplotlib_subplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAANCAYAAACpUE5eAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABwklEQVR42pWTW3PiMAyF+///3s5s+9ACDRQI5Ob4nou/HTklwHT3YT1zRseJfCxZ0gsPy3tP0zT0fZ9t13UZSqmVt22b92K11tk3pbRqvNyIcy47FUXB+XzO9nA4ZByPx6f96XTKtizLzI0xDMOwCIp6VVX59nlO/G2tX1PKfEVa7DiOObs1Qmvtj9D/Z03T9FOwbTu0H2nswNVELjpQ9oGTCuwbR9G4bD9ry65asK0sm6ulNYEYHgQlsrppePuq+VVU/N7XvH7JfsH7qeXj3PFxbtmUXca27NhdFNuLouo0MYTnokjI1miitwRn8M5kHt2C4fv74F3m0XuGINxgjclpr0WR8ksrDOPIOE0LhI/C54VPKXPxGcQGxeBaBnslOoUP8S5467m1KGm+v/gcFow9hAuYHZgNqDfQH2B3TL7B+3hPOTeuUiQRig24EuwBzCeY7XJQb0h6B6GCcCXNI0wR5iWrpypLZF3XkmwB+h3cHtwBfAmjgsksUT535b/bZo2yOhC8W8atN4QQaNqOXlu8D9R1lVtMIMMg0yXvLxOzTsrjLSEOOQJxDN9tIIfFWZ5DRkwKJL4iNM9z/idDcZvlP9sl8O0uBjdMAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/890d88765f0686bd53b47f1cbe51eded/6f7b3/194_matplotlib_subplot3.png","srcSet":"/static/890d88765f0686bd53b47f1cbe51eded/6f7b3/194_matplotlib_subplot3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/890d88765f0686bd53b47f1cbe51eded/2c0a9/194_matplotlib_subplot3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"04ef69c8-ac63-5f3c-b23f-df604d2d4d7d","name":"194_matplotlib_subplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b743c9ae60d99a4680793a2b87e4aca/ec333/194_matplotlib_subplot1.png","srcSet":"/static/9b743c9ae60d99a4680793a2b87e4aca/ec333/194_matplotlib_subplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b743c9ae60d99a4680793a2b87e4aca/21b1a/194_matplotlib_subplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"db006128-6ea5-5df7-8930-b381c0ff783f","name":"194_matplotlib_subplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af06174b4d3dadf4263cf59c2f97060b/ec333/194_matplotlib_subplot2.png","srcSet":"/static/af06174b4d3dadf4263cf59c2f97060b/ec333/194_matplotlib_subplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/af06174b4d3dadf4263cf59c2f97060b/21b1a/194_matplotlib_subplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c3695e9c-5fb7-5ba7-a666-690e637087f8","name":"194_matplotlib_subplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/44e0ff4492eef957de8deb29b267f2ee/ec333/194_matplotlib_subplot4.png","srcSet":"/static/44e0ff4492eef957de8deb29b267f2ee/ec333/194_matplotlib_subplot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/44e0ff4492eef957de8deb29b267f2ee/21b1a/194_matplotlib_subplot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f672fc0d-2f51-51a4-9a8c-4ce46c38e034","name":"194_matplotlib_subplot6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/00f9c0d568d1375c545b82e682381641/ec333/194_matplotlib_subplot6.png","srcSet":"/static/00f9c0d568d1375c545b82e682381641/ec333/194_matplotlib_subplot6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/00f9c0d568d1375c545b82e682381641/21b1a/194_matplotlib_subplot6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e0974c8a-633d-5158-afec-c6425757ff05","name":"194_matplotlib_subplot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/174142211a1ef52fc232afad7d83c58d/88677/194_matplotlib_subplot5.png","srcSet":"/static/174142211a1ef52fc232afad7d83c58d/88677/194_matplotlib_subplot5.png 504w","sizes":"100vw"},"sources":[{"srcSet":"/static/174142211a1ef52fc232afad7d83c58d/355cf/194_matplotlib_subplot5.webp 504w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7638888888888888}}}},{"node":{"id":"e53dac75-81d8-5b7c-95de-0ed859fbf742","name":"194_matplotlib_subplot8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d65fa737b6681f82f9fd0f31eeba3f71/ec333/194_matplotlib_subplot8.png","srcSet":"/static/d65fa737b6681f82f9fd0f31eeba3f71/ec333/194_matplotlib_subplot8.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d65fa737b6681f82f9fd0f31eeba3f71/21b1a/194_matplotlib_subplot8.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9febbd19-3f7d-583f-9e1c-d2b0837e73a1","name":"194_matplotlib_subplot9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/556384b5f0ceefbc481180f062f64571/ec333/194_matplotlib_subplot9.png","srcSet":"/static/556384b5f0ceefbc481180f062f64571/ec333/194_matplotlib_subplot9.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/556384b5f0ceefbc481180f062f64571/21b1a/194_matplotlib_subplot9.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c7e67b28-5bee-5d1b-9dda-7785483bc173","name":"196_matplotlib_call_one_colour1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fc2c9c7c7f7b5533a60dbc725777aea0/ec333/196_matplotlib_call_one_colour1.png","srcSet":"/static/fc2c9c7c7f7b5533a60dbc725777aea0/ec333/196_matplotlib_call_one_colour1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fc2c9c7c7f7b5533a60dbc725777aea0/21b1a/196_matplotlib_call_one_colour1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2506e30a-241f-5bd4-b621-c1cb8bc92be9","name":"196_matplotlib_call_one_colour2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ba7ecdc4315637d4236bd32c93dbb82b/6f7b3/196_matplotlib_call_one_colour2.png","srcSet":"/static/ba7ecdc4315637d4236bd32c93dbb82b/6f7b3/196_matplotlib_call_one_colour2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/ba7ecdc4315637d4236bd32c93dbb82b/2c0a9/196_matplotlib_call_one_colour2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"e1f4d16e-3ad0-5d26-aab8-d07f83a653dc","name":"196_matplotlib_call_one_colour4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ff565b0e336393b4177265487d298b38/6f7b3/196_matplotlib_call_one_colour4.png","srcSet":"/static/ff565b0e336393b4177265487d298b38/6f7b3/196_matplotlib_call_one_colour4.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/ff565b0e336393b4177265487d298b38/2c0a9/196_matplotlib_call_one_colour4.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"a422ccf5-cfeb-5dcb-80a9-89f7cc075656","name":"196_matplotlib_call_one_colour3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b98a2df217649edbf827a4a75b83f4ff/6f7b3/196_matplotlib_call_one_colour3.png","srcSet":"/static/b98a2df217649edbf827a4a75b83f4ff/6f7b3/196_matplotlib_call_one_colour3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/b98a2df217649edbf827a4a75b83f4ff/2c0a9/196_matplotlib_call_one_colour3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"5691ab09-1c55-5c92-a336-41675f1420c9","name":"196_matplotlib_call_one_colour5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAANCAYAAACpUE5eAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA9ElEQVR42q2TCQqEMAxFvf9NBde6a7XDK3w1yCyFKURrWl9+kjYLfx4Zj77vQ1VVYRzHJBuG4bR1XS9g13WhbdtwHEeSGu992LYt2jRNF7Cu66gwdSzLErPjbYA4gf6iEDXsI0XnXATN82yBfHwDAiBF6kX9KNMd/lBYlqUB7PseTTAVH5CUSQCBDJCNKBRI9cFPMCCo4icpBfYWSA2apokp6DgAYg4AY+1Ttw0QB11GCTAW8TGk5K5I/nujDBAlAJVO6ngoJAIHmzqSPm++mRNITaBxak5RFGe38zy3N0VRAEix5rpWpEhdCc5eQDRQ51F3+QUUl/59HMUS8wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/e552fe06ff102dcd83b9f5b85a9e3393/6f7b3/196_matplotlib_call_one_colour5.png","srcSet":"/static/e552fe06ff102dcd83b9f5b85a9e3393/6f7b3/196_matplotlib_call_one_colour5.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/e552fe06ff102dcd83b9f5b85a9e3393/2c0a9/196_matplotlib_call_one_colour5.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"9012bc53-3217-550d-9685-8ca0c574b704","name":"196_matplotlib_call_one_colour6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/16d9e5e37a17640e66420ae8cfae5176/6f7b3/196_matplotlib_call_one_colour6.png","srcSet":"/static/16d9e5e37a17640e66420ae8cfae5176/6f7b3/196_matplotlib_call_one_colour6.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/16d9e5e37a17640e66420ae8cfae5176/2c0a9/196_matplotlib_call_one_colour6.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"d25ae019-e1f9-5d45-b648-389b1f739f2b","name":"197_matplotlib_color_palette1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/46be785325e832bf13308f9a014dfa62/ec333/197_matplotlib_color_palette1.png","srcSet":"/static/46be785325e832bf13308f9a014dfa62/ec333/197_matplotlib_color_palette1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/46be785325e832bf13308f9a014dfa62/21b1a/197_matplotlib_color_palette1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9113babc-0665-59d7-8ca6-9161b4cd6e66","name":"197_matplotlib_color_palette2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a71d8e442c321ebb80e55e14c751b594/ec333/197_matplotlib_color_palette2.png","srcSet":"/static/a71d8e442c321ebb80e55e14c751b594/ec333/197_matplotlib_color_palette2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a71d8e442c321ebb80e55e14c751b594/21b1a/197_matplotlib_color_palette2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a9e74e1a-b114-5da5-83e1-cb886b811d6e","name":"197_matplotlib_color_palette3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d40bf17b594875097969eca2f65100bc/ec333/197_matplotlib_color_palette3.png","srcSet":"/static/d40bf17b594875097969eca2f65100bc/ec333/197_matplotlib_color_palette3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d40bf17b594875097969eca2f65100bc/21b1a/197_matplotlib_color_palette3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7ade1fc3-880a-5dc5-a95d-9181535306eb","name":"197_matplotlib_color_palette5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/514966bcdeabd912b8629a576973dd64/ec333/197_matplotlib_color_palette5.png","srcSet":"/static/514966bcdeabd912b8629a576973dd64/ec333/197_matplotlib_color_palette5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/514966bcdeabd912b8629a576973dd64/21b1a/197_matplotlib_color_palette5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"233346f2-f461-571b-946c-0d0663881a07","name":"199-matplotlib-style-sheets-538-full","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dbc66b17a836978bd1e1d9fdeedbd0ab/0a13d/199-matplotlib-style-sheets-538-full.png","srcSet":"/static/dbc66b17a836978bd1e1d9fdeedbd0ab/0a13d/199-matplotlib-style-sheets-538-full.png 672w","sizes":"100vw"},"sources":[{"srcSet":"/static/dbc66b17a836978bd1e1d9fdeedbd0ab/dda77/199-matplotlib-style-sheets-538-full.webp 672w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6607142857142857}}}},{"node":{"id":"16627c5c-67e5-5995-bf0a-564bb1ebc90a","name":"1_basic_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/454c7afb0b95d7cb2500371d4013956a/ec333/1_basic_barplot.png","srcSet":"/static/454c7afb0b95d7cb2500371d4013956a/ec333/1_basic_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/454c7afb0b95d7cb2500371d4013956a/21b1a/1_basic_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8cd8205c-dcd4-5cc4-a474-1a77b67b454d","name":"199-matplotlib-style-sheets-538","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7bc710adb90abb3b78d41620218eb38a/ec333/199-matplotlib-style-sheets-538.png","srcSet":"/static/7bc710adb90abb3b78d41620218eb38a/ec333/199-matplotlib-style-sheets-538.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7bc710adb90abb3b78d41620218eb38a/21b1a/199-matplotlib-style-sheets-538.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fbfa6b21-db4f-5992-820c-d2a4dbbf24a9","name":"200_Basic_Treemap_with_squarify","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a7a1fdd74ac45c5b820d00aacc8662fa/81bb2/200_Basic_Treemap_with_squarify.png","srcSet":"/static/a7a1fdd74ac45c5b820d00aacc8662fa/81bb2/200_Basic_Treemap_with_squarify.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/a7a1fdd74ac45c5b820d00aacc8662fa/ffef7/200_Basic_Treemap_with_squarify.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"52c8d260-5d53-539b-99ef-2ac1ab599ff4","name":"20_Basic_Histogram_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a2295a03802c9b07633f4df897068e20/ec333/20_Basic_Histogram_seaborn1.png","srcSet":"/static/a2295a03802c9b07633f4df897068e20/ec333/20_Basic_Histogram_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a2295a03802c9b07633f4df897068e20/21b1a/20_Basic_Histogram_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"115d2b37-dd6b-5ab6-bb72-015656e78989","name":"202_Treemap_map_color_to_size","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6252e09df34a7e969ca2306bc232e512/ec333/202_Treemap_map_color_to_size.png","srcSet":"/static/6252e09df34a7e969ca2306bc232e512/ec333/202_Treemap_map_color_to_size.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6252e09df34a7e969ca2306bc232e512/21b1a/202_Treemap_map_color_to_size.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a03fdc2-5437-5323-9395-a0a3e7a25fe3","name":"20_Basic_Histogram_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6824048ccf54073aad51c9daef3768c5/ec333/20_Basic_Histogram_seaborn2.png","srcSet":"/static/6824048ccf54073aad51c9daef3768c5/ec333/20_Basic_Histogram_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6824048ccf54073aad51c9daef3768c5/21b1a/20_Basic_Histogram_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9c104bfa-baa4-5073-84e5-a6847c87525e","name":"21_Display_Rug_and_distribution_on_hist1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4878673a17646f00380a73e2b9085f1b/ec333/21_Display_Rug_and_distribution_on_hist1.png","srcSet":"/static/4878673a17646f00380a73e2b9085f1b/ec333/21_Display_Rug_and_distribution_on_hist1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4878673a17646f00380a73e2b9085f1b/21b1a/21_Display_Rug_and_distribution_on_hist1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"da7b1508-9a9b-5038-a711-bd5dfd6d918c","name":"21_Display_Rug_and_distribution_on_hist3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2d609f2d84bdff3b00e8cffa61da304f/ec333/21_Display_Rug_and_distribution_on_hist3.png","srcSet":"/static/2d609f2d84bdff3b00e8cffa61da304f/ec333/21_Display_Rug_and_distribution_on_hist3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2d609f2d84bdff3b00e8cffa61da304f/21b1a/21_Display_Rug_and_distribution_on_hist3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"549590b0-d241-5917-b5ab-d315b0e386e7","name":"21_Display_Rug_and_distribution_on_hist2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1f161c1d127d9826f0c6bc51cba6c638/ec333/21_Display_Rug_and_distribution_on_hist2.png","srcSet":"/static/1f161c1d127d9826f0c6bc51cba6c638/ec333/21_Display_Rug_and_distribution_on_hist2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1f161c1d127d9826f0c6bc51cba6c638/21b1a/21_Display_Rug_and_distribution_on_hist2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d9010a2a-6105-55c9-90a7-2d5d4a598000","name":"21_Display_Rug_and_distribution_on_hist4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ad5ac2b83240c9c52ed683f243b04845/ec333/21_Display_Rug_and_distribution_on_hist4.png","srcSet":"/static/ad5ac2b83240c9c52ed683f243b04845/ec333/21_Display_Rug_and_distribution_on_hist4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ad5ac2b83240c9c52ed683f243b04845/21b1a/21_Display_Rug_and_distribution_on_hist4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c9e37623-1f41-5d77-9ee9-1c0754f99e59","name":"220_Sankey_Matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9f5272977cd78a5b2f40e0bb729d64b7/6f7b3/220_Sankey_Matplotlib.png","srcSet":"/static/9f5272977cd78a5b2f40e0bb729d64b7/6f7b3/220_Sankey_Matplotlib.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/9f5272977cd78a5b2f40e0bb729d64b7/2c0a9/220_Sankey_Matplotlib.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"3594ab9b-03fa-58e4-bcb4-b45b29abf456","name":"23-90degree-rotated-histogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7d9ba69e8a220c24d671874bcfd7922d/ec333/23-90degree-rotated-histogram.png","srcSet":"/static/7d9ba69e8a220c24d671874bcfd7922d/ec333/23-90degree-rotated-histogram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7d9ba69e8a220c24d671874bcfd7922d/21b1a/23-90degree-rotated-histogram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ac4b5663-637e-50f0-b79d-f9d1691528f7","name":"240_basic_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACeUlEQVR42rWU30sUURTH/bd6KpR+SW4vEdRrD5E/19ZASoJeiqSEKESCCnqSXHUlhRAspTQksOjFikV6iGznx86POzN3dufHN86Z2W1nNfIhBw7nzjnnfuace86dDvznp+NQgFEUQcoaHMeH6/qs9xPB/hrqfpCxky2OM8AQluWiUrGgKFaq7eZ7w6apgu2TL7bwpazAqDpsV1WBOCUyMI4jCCGhKAKa5nCApomMrlYd6LrAnWebOHJpGk/mP8NzJCqKDV13skAghkPOis2bKQtVtVkrvCGB3nq8ga7+IrqHS7gwtoTydx1V3dmbYRgGsCyHIZpmNzXBqCzSN6fW0dlbRK6wgLMjC7yeKn6CKyTHt5UcpyXbaYkJlL5OJd2YfNeEnblaQk+hhO78PM5fX8TXHRWW6SKK4mxTbNtNM0tKNgwHu78sjD58i86+InIjCawhuTTLR9NbkK6PMIyyY0MZqnR2WnJmP3ctXHuwlmTWBmvN8tzoS2yXlbQTbV2mplB2tuni9tNNHLsyw+fVDmuFnhycw6v1HQZGcfwnQyqZZsoTEotrZRwfmEVP4e+wBvDU0ByW37cB6bFtjzv6bUfFxbElDqQNBwJutAHDMLkppuHyeHT17X9uBwbS2AS1OmaWt7lUOjcK/pfkRko4nd8HyDdFSPTeXcHRyzP81RODqQzMZtct79QQmoI9TaGSTdPFvecf0De+guGJVeQnVjF0/w2vSdN7nnSLkK9//DU2Pv5I0opb7rLn+agaAqblwjAd6FWb1w1NPrKzpHHNeEPs/cHS6Pi+jyAIUKvV4PuS11J6CIMAvpRsT3w+6vU6+yjG89zD+2P/BrxKX0Q2+BytAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/f6735352e0e640ff230df54f7c82c883/ec333/240_basic_area_chart.png","srcSet":"/static/f6735352e0e640ff230df54f7c82c883/ec333/240_basic_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f6735352e0e640ff230df54f7c82c883/21b1a/240_basic_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e0ff3269-54bf-5a1d-9efd-ffff3991df2d","name":"201_Custom_Treemap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/677ac9107fff39e2025bfa8969458b2c/ec333/201_Custom_Treemap1.png","srcSet":"/static/677ac9107fff39e2025bfa8969458b2c/ec333/201_Custom_Treemap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/677ac9107fff39e2025bfa8969458b2c/21b1a/201_Custom_Treemap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8772cef3-5691-5672-bc8e-015db849a96c","name":"241_custom_area_chart1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5e7832e6bba847db2221fb62f3812bec/ec333/241_custom_area_chart1.png","srcSet":"/static/5e7832e6bba847db2221fb62f3812bec/ec333/241_custom_area_chart1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5e7832e6bba847db2221fb62f3812bec/21b1a/241_custom_area_chart1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa78aace-7a9a-5e2c-810c-187ba1889c58","name":"241_custom_area_chart3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/f1bb3/241_custom_area_chart3.png","srcSet":"/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/f93c4/241_custom_area_chart3.png 750w,\n/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/f1bb3/241_custom_area_chart3.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/a42be/241_custom_area_chart3.webp 750w,\n/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/e8580/241_custom_area_chart3.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"71e01200-1365-58f5-80fb-250ff0e035eb","name":"24_Histogram_with_boxplot_on_top","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/85ee3d846a1b7fdfff2097787c8acffc/8043d/24_Histogram_with_boxplot_on_top.png","srcSet":"/static/85ee3d846a1b7fdfff2097787c8acffc/f93c4/24_Histogram_with_boxplot_on_top.png 750w,\n/static/85ee3d846a1b7fdfff2097787c8acffc/8043d/24_Histogram_with_boxplot_on_top.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/85ee3d846a1b7fdfff2097787c8acffc/a42be/24_Histogram_with_boxplot_on_top.webp 750w,\n/static/85ee3d846a1b7fdfff2097787c8acffc/a9262/24_Histogram_with_boxplot_on_top.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"d77f13f8-b496-5ace-9a83-0ab30a35605f","name":"250_basic_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/55a61b10aa22068e35054a3481efff1f/ec333/250_basic_stacked_area_chart.png","srcSet":"/static/55a61b10aa22068e35054a3481efff1f/ec333/250_basic_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/55a61b10aa22068e35054a3481efff1f/21b1a/250_basic_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f0f04872-5b40-57ca-b568-3d9a5ddf0d25","name":"243_another_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/339331092d18eeca3fec24238930fb57/f1bb3/243_another_area_chart.png","srcSet":"/static/339331092d18eeca3fec24238930fb57/f93c4/243_another_area_chart.png 750w,\n/static/339331092d18eeca3fec24238930fb57/f1bb3/243_another_area_chart.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/339331092d18eeca3fec24238930fb57/a42be/243_another_area_chart.webp 750w,\n/static/339331092d18eeca3fec24238930fb57/e8580/243_another_area_chart.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"5cb83996-31f3-5fbc-8da3-da59a136ae51","name":"251_seaborn_style_on_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8c58047bcb1ec111bbe60d5ea25b91a2/ec333/251_seaborn_style_on_stacked_area_chart.png","srcSet":"/static/8c58047bcb1ec111bbe60d5ea25b91a2/ec333/251_seaborn_style_on_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8c58047bcb1ec111bbe60d5ea25b91a2/21b1a/251_seaborn_style_on_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2a1b9534-2f4a-5adf-aaef-d882d3db4781","name":"252_baseline_and_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/93bfc26109db2cdd50e3d703a399d81d/ec333/252_baseline_and_stacked_area_chart.png","srcSet":"/static/93bfc26109db2cdd50e3d703a399d81d/ec333/252_baseline_and_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/93bfc26109db2cdd50e3d703a399d81d/21b1a/252_baseline_and_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6423be77-4fc3-525a-8985-ee205b3ac52d","name":"253_color_and_stacked_area_chart1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5b26e5e530a323b12305bc4a22526198/ec333/253_color_and_stacked_area_chart1.png","srcSet":"/static/5b26e5e530a323b12305bc4a22526198/ec333/253_color_and_stacked_area_chart1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5b26e5e530a323b12305bc4a22526198/21b1a/253_color_and_stacked_area_chart1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"997c2ace-09fd-5c1f-8880-84a50c94872f","name":"253_color_and_stacked_area_chart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f2ee3dfc5e81305891cc6cd5693e4cc6/ec333/253_color_and_stacked_area_chart2.png","srcSet":"/static/f2ee3dfc5e81305891cc6cd5693e4cc6/ec333/253_color_and_stacked_area_chart2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f2ee3dfc5e81305891cc6cd5693e4cc6/21b1a/253_color_and_stacked_area_chart2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a22de6b4-5cec-5870-ace4-769a68ebc020","name":"255_percent_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9ff465389024ad20f95a0ea0f82f1e49/ec333/255_percent_stacked_area_chart.png","srcSet":"/static/9ff465389024ad20f95a0ea0f82f1e49/ec333/255_percent_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9ff465389024ad20f95a0ea0f82f1e49/21b1a/255_percent_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c98e5a47-2930-5b3a-8785-63cc2f1fad7d","name":"254_pandas_stacked_area_chart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4f19128398262a6a2af94b9f91e0cae7/6f7b3/254_pandas_stacked_area_chart2.png","srcSet":"/static/4f19128398262a6a2af94b9f91e0cae7/6f7b3/254_pandas_stacked_area_chart2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/4f19128398262a6a2af94b9f91e0cae7/2c0a9/254_pandas_stacked_area_chart2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"6aa4aab6-7290-54fb-ad13-82cd0c429619","name":"25_Histogram_of_several_variables1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACqUlEQVR42q2Ua2vcRhSG8+Nbl7qhhRbyoYRSaCD3K6S0pV3XudQuhZjGDsk6u5v1yl6tZqSZ0VxW8lrrp0iy3XiXkAQy8GouYt7zHGnmXOATtwv1Yz6ff1pD5yxFcYj3JSEc4l3RKrRrpwq+JA8zTJihshytHUpZjPHnDVvTknhsEGkg6e61SgOTSd4qzhHSM9rdZ/hyj782nrG5uUWn85Rud7hMaO0UISypLshevWlUj6V0rYRDqimqv4/a3aM32Kffj+j1IoTIOT5eIKxTSiZ5syntDhvV4zrIqaS0iMyTZIE09SjV9nXA4xPHxjAEj7UBkeSkpiB7/opsZ7cZS5k3RrXStO3l2wHqrNIFw6qqWsLYIN0M1XmKWt9A2FkTRCwYLM6XCItiSp6HxlCECn3rAeqXDsJXiMR8vOF02hrWm6U/wly5jv5tDRkqpDDLKS/Ml1KezyucK0iSvIlmrt5G//w7sk5Xuo8nNMZgdHs8UmEwN+5hbt0niwRShbeIHFlzjN5DeHpsJvUfixX5pcvkP/xEGglEFoiT/4miyQcS5sYhdIHa2cWtrGK/+Y7sRY/MFGyNNDv7htdxzsaeOUf8TsLgCibmEN15gv3iIu7zVcy9h0g7Y3OgWOtrHg9ajeoLUFO+m1BjtEXoEnvtNm7lK+yXX+OuXGecBf4eah4NDE+GOY/eGP4ZGbLUodKT7576RcLjprJMYoP9/kfsZ6vYlYuEby+x9SLij6FlvZexPtCs9VVDuR0ZxsnJrVkkdNZi3RTTH+HvPCBcvYm7eZf0xl2iX/9ke6TYTqY8Hzv+Hbumf3bg6CauuddKT88blmXZLFRlSVkUZ6UolCWH3lN6z+zoiCzLmmt69j4EZkfVcoE9a3WU0zp00nJrGUURkzjm4ODgvRX7PwzX6fjAjUAtAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/ed1834ba55728e1662d59fefedd629ea/ec333/25_Histogram_of_several_variables1.png","srcSet":"/static/ed1834ba55728e1662d59fefedd629ea/ec333/25_Histogram_of_several_variables1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ed1834ba55728e1662d59fefedd629ea/21b1a/25_Histogram_of_several_variables1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"daf18773-9b69-5324-9c5f-87b465178f71","name":"25_Histogram_of_several_variables2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC6ElEQVR42q2U24/cNBSH++eDeGlfeUFCVH2gD0WVUBGqUKvuUtiqu9UUmJlqRjuXJBPn4sSxE+e2H7JntrC7HQQSkSzHJ/Hnc/n53ON/fu792x+vrq7+G9DanrJsUGo/StUgD2v3ra4btG6pqhalDErVh7X18/V5Hth1HVJWxHFJLEqEKFmEBdNt4W1V1WBMTZJUCFERhoIoyv17HCtvv47AA4dh8KcmiSJJFXmqeL8tebMqyBKF1tYDs6wiyxpWqw+EYUSW7Q9JU30b6ML9CyhTxbtNwcmlJHbAqqGqKg/M857Z7BfW6yV53vo9d4B974B6D0z2Hl5sCl4uJdtYYbQD6gOwYzb7lcVichzoPHRJdu7vh+JsVfBiWbDeKUzlCuKAblguLr5nOv0ZKbtPA8dx8EAh9gmOE83rVcnzheR8XfiQVaVJU5evmtPTrzg/f4qUPXFcePsNYNu2XhZdN6B1TRAJ5psdK1cE09O2PbUxtO2AtR3L5Rum09ekqTzY+rs6HMcr+n70m12+jLH03cA4jAzD6KU1HN73urRYaz/abgDb1lKUBiFyZPScNNPkYkYqdgihfTqM1gRxwXwjyLPr8PeFdMW6EbIxGik1aZJTBk9IhKLcPiSLfyNJ3W1wQEMkSk7ml4SxJP1YwE/ocO9hTSIEZfCYbDehWn9BuvsDkVgveudhlJR8+3bC5DKiyOrjwLo2yKImFREq+Bq5O0GvPyd3HiaND7kxhmWYcf/FKc/ez6lkgzgGtLbxwExsKLePKIKnVJsHFOGPfsPfgQ9envL47QTtgeoIsKmRRUMWf6AInpBHr1Crz1Dr+yRxhFIdbdOwCDO+PDnj4dkFMtUH3aq7OnT3VMocmVyi4p/Q6Svq+BF69x15svSNwRVlGaV8c3bOD7/PkdL44Srs5ls3ZWQce2xraZqaMFj7buJAfW9dd/UbbNv6e59lGUEQ+NmtXbf6x47ddb0X8rEu7Rxw3918u2P/CcHY+CU03NZAAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/a1a568db61fce8369ed40f46a1bc0ee7/8d33e/25_Histogram_of_several_variables2.png","srcSet":"/static/a1a568db61fce8369ed40f46a1bc0ee7/8d33e/25_Histogram_of_several_variables2.png 700w","sizes":"100vw"},"sources":[{"srcSet":"/static/a1a568db61fce8369ed40f46a1bc0ee7/ec00d/25_Histogram_of_several_variables2.webp 700w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b2fb3067-28dc-5cab-8d14-ecd1ab90d438","name":"261_Custom_Wordcloud1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2d7f0289b1bc78362a0731e98ceedca4/81bb2/261_Custom_Wordcloud1.png","srcSet":"/static/2d7f0289b1bc78362a0731e98ceedca4/81bb2/261_Custom_Wordcloud1.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/2d7f0289b1bc78362a0731e98ceedca4/ffef7/261_Custom_Wordcloud1.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"9236b84c-0b69-59f2-9ce0-3fca53717b8a","name":"241_custom_area_chart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACIklEQVR42q2V62rbQBCF8/6PlPoaKA1N3NIfTQkUbEuysa3Ilnb2rl2dsivfL2kpEQy7GkYfc2Z2R3f44Odut2maBs65/7YToPceVVWBiCCkgBD/blIIcM5hjDkA67rGZrOJ4PjuGizX9q/ypPGY5AbeuQjfA0PKIUPnWiAph28JR9NcB+38i9KgM2YomIZW8gAM9Qty620tkrXBcEzw/jpx531ZKtynhKxSMMdAa+2J5B8Lic6EILW/KVcbj88pR3fGkbEzYNsUhqbxMLbBQ0roZYS8sicSj5/XlUI3JfSvAUOGZVlGMYvSxsBgSWGwWJvYpGOpSnsMEsJgztG7lWEEeo+fS4VORuhnHI9TjuGEwFRbW7cFF8yinxKG7wEZY7DW4UvKo4zhjEfop4QwKXQMTnMNpR3mlUUneQdo6xqMVWDCYpByDGathQ9C0UdzCXjg+0xgWVmM1wb3CeHhFtB5DykIWaHQC8D5ARqslxKmucZwSvidK/zaliWo6N1qimAVXpcSnbTN7BgYrD8hdDMes/yatqCbwFBDzgijjPaB58CY9ZzHA98fs72K65K3V+9xTtsOt+fwxLZns5u0R2rnD/Hp+U3ZDYeXQuEp13heKYxurW867qO9aTytNJbCQEtxeZfLimG9KUFcoFhvwIWMKyN+soaYTVntfas8j324GLDBKaWMJeBEsbZxaNR1fI8r53FUKaXifqfuYmJ/1C/gD1mN/g/jkq0oAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/49fa82b037d1ba65eec013970c0aecc2/ec333/241_custom_area_chart2.png","srcSet":"/static/49fa82b037d1ba65eec013970c0aecc2/ec333/241_custom_area_chart2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/49fa82b037d1ba65eec013970c0aecc2/21b1a/241_custom_area_chart2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2d5dbee9-423b-5a29-8641-7ed277957cd5","name":"261_Custom_Wordcloud2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8559f628b9b39e2129b3a19c1f384115/81bb2/261_Custom_Wordcloud2.png","srcSet":"/static/8559f628b9b39e2129b3a19c1f384115/81bb2/261_Custom_Wordcloud2.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/8559f628b9b39e2129b3a19c1f384115/ffef7/261_Custom_Wordcloud2.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"65835802-1c34-57ba-84f1-64411e79a869","name":"262_Wordcloud_with_a_Mask","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/32b50746351a3ce463812eb2d373e7dc/81bb2/262_Wordcloud_with_a_Mask.png","srcSet":"/static/32b50746351a3ce463812eb2d373e7dc/81bb2/262_Wordcloud_with_a_Mask.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/32b50746351a3ce463812eb2d373e7dc/ffef7/262_Wordcloud_with_a_Mask.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"58455818-06ac-5ffc-97ac-c4c7e49fd0bf","name":"270_Basic_Bubble_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/46dd6438e23997f45399738af108f2eb/82c11/270_Basic_Bubble_plot.png","srcSet":"/static/46dd6438e23997f45399738af108f2eb/82c11/270_Basic_Bubble_plot.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/46dd6438e23997f45399738af108f2eb/5f169/270_Basic_Bubble_plot.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"54c1dcba-85d5-56e3-b7a4-b092ba0563bf","name":"271_Bubble_plot_customization1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a4efcce72240aa9028428d7ed561b4fe/ec333/271_Bubble_plot_customization1.png","srcSet":"/static/a4efcce72240aa9028428d7ed561b4fe/ec333/271_Bubble_plot_customization1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a4efcce72240aa9028428d7ed561b4fe/21b1a/271_Bubble_plot_customization1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7975ef8-7238-5932-9dfd-9132bb98f0b6","name":"271_Bubble_plot_customization4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACJUlEQVR42q2VS2/aQBSF8/sRIYmyZ4eIyCIoiyyyQJHCI91AmtI4VBUISlMVbPzAHr/nVPeSIbjYCosMGg0ej76599wz4yN8cjtSf6SUSJLk4B7HcWbMAGlyvV5zF0LA87wPexREvJZG13URhME7cLVacU/T9ODUHv8+ovG9gd68hyiOIDyRTZl2jZMYEhKpzAeTLNRm9gzH3WOcfzlHqVPC4PcAaZi+Aw3DgGmaH0aogC/6CyrdCqqDKoPvJ/eQkeRgNhomMYQrYAoTrUkLnVkHYRIWghOZ4Hp0jdOHUzSGDdjChi/8TYS0KwlKGjSfmyh3yyi1S2hP27ygKH1qIhaI002VSbItkKpFFa59rbEuBL39eVsI7P/p4+bHDRbuAsolWyBrA4lABJiZM1wML3ClXcEKLKh3u/qNzTHrR732VNtIsBuhsg0VRaabCudFpYBTa4pKr8JZ1L/V84HKNsrx8u1X1LSlhrvJHQxh5KdsWRb3Q41t+RZe16/bTcklGSCBqCi7Z7IoZdLw7OEM5U6ZC5MbIYHoPNIRKkpV6UoQ0rDarzKYrEPaZ4BUENMyUX+qozVuZSL6HzjSRzjpnfAJaWrN/QhVRK7n4nJ4ifavdsYueW3uzKEZGsI0zE+ZXU/mdtYwdIPTXy6XrKsadV3n+cVywZ51TIfn6R5wHAdRFO1fsLQTLQjDkL1Ji9Szbdv8nsD0bKwM+L7P8/S8d2N/1ifgH5km/XVi8AI0AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/8a17bc472f9c40b2ca06b67f1fd9f39d/ec333/271_Bubble_plot_customization4.png","srcSet":"/static/8a17bc472f9c40b2ca06b67f1fd9f39d/ec333/271_Bubble_plot_customization4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a17bc472f9c40b2ca06b67f1fd9f39d/21b1a/271_Bubble_plot_customization4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"55035767-d525-5246-a072-ef85bc8ec58d","name":"271_Bubble_plot_customization3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABI0lEQVR42q1VXWvEIBC8///X+lruoS+ltNCSD3U1ekn8mGO9JNydlKRUYVmJOM7sjuaEyuO0TlJKCCHkiDFs86NRAFprYYzJWdItH41hGDBNUwkYmV0CPnqLmNJhmcyQ92+A3vvM7p76X0YBKISAlBIxxt3NTPyZfAG4Sq7GkD/sSV5r+vIu8CncxrYAZLtoTZBKQQ7j71KX3OgRw+j3JZMxeP2Sucv/lly9htxhjhBiHUCuI7u9GsPqkhV3+KCxq/mwvDE3O9gpQLsRF+ceJTvnYMcZ/qBvVlOfvw3efgh+ujwCdl0HpQhi6ThLaJomZ17TWoOI8r3nw9c1UhJKCszz/GRsou3V4c0sv+/7nPkABuHgda5127Z5jZaDige21i/gCs8TKvVx+haYAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/032b4ce01e89dff6076e0742d980ffd9/ec333/271_Bubble_plot_customization3.png","srcSet":"/static/032b4ce01e89dff6076e0742d980ffd9/ec333/271_Bubble_plot_customization3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/032b4ce01e89dff6076e0742d980ffd9/21b1a/271_Bubble_plot_customization3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"65fe46f3-7374-5f15-ae0d-d103fc2ea161","name":"271_Bubble_plot_customization2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/14b842b5fc5e1aac1238bc36b25cfec0/ec333/271_Bubble_plot_customization2.png","srcSet":"/static/14b842b5fc5e1aac1238bc36b25cfec0/ec333/271_Bubble_plot_customization2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/14b842b5fc5e1aac1238bc36b25cfec0/21b1a/271_Bubble_plot_customization2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ff4e0550-9c80-52cb-b2bc-2ebac9b6f390","name":"271_Bubble_plot_customization5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/94f74cd6d0a380b6bf3a19452f538db7/ec333/271_Bubble_plot_customization5.png","srcSet":"/static/94f74cd6d0a380b6bf3a19452f538db7/ec333/271_Bubble_plot_customization5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/94f74cd6d0a380b6bf3a19452f538db7/21b1a/271_Bubble_plot_customization5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"59993c7e-60a4-54fb-ba91-549d10a875f7","name":"272_Bubble_plot_with_mapped_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/75ddadb689b3b0f8023daf95c7bdeaeb/ec333/272_Bubble_plot_with_mapped_color.png","srcSet":"/static/75ddadb689b3b0f8023daf95c7bdeaeb/ec333/272_Bubble_plot_with_mapped_color.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/75ddadb689b3b0f8023daf95c7bdeaeb/21b1a/272_Bubble_plot_with_mapped_color.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"13b14eba-5af9-5e62-8fb8-1aadbede9962","name":"281-basic-map-with-basemap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/30947df606155820cfd076e16fccc2cd/ec333/281-basic-map-with-basemap1.png","srcSet":"/static/30947df606155820cfd076e16fccc2cd/ec333/281-basic-map-with-basemap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/30947df606155820cfd076e16fccc2cd/21b1a/281-basic-map-with-basemap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8b0ebec0-257e-596a-aaae-17222f2def5c","name":"281-basic-map-with-basemap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7d57084c449a58916a7786c905aa0957/ec333/281-basic-map-with-basemap2.png","srcSet":"/static/7d57084c449a58916a7786c905aa0957/ec333/281-basic-map-with-basemap2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7d57084c449a58916a7786c905aa0957/21b1a/281-basic-map-with-basemap2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"50fe8d7c-8b1a-5a58-81ca-cf4fadbb44f5","name":"281-basic-map-with-basemap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d86cbbbc08c44232d981aaa2861a518a/ec333/281-basic-map-with-basemap3.png","srcSet":"/static/d86cbbbc08c44232d981aaa2861a518a/ec333/281-basic-map-with-basemap3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d86cbbbc08c44232d981aaa2861a518a/21b1a/281-basic-map-with-basemap3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"26f42ba8-d062-50b0-ad0c-c84cba851f32","name":"281_First-Basemap","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/665d7e2636cbb0e8d42ac654935018fb/fc49a/281_First-Basemap.png","srcSet":"/static/665d7e2636cbb0e8d42ac654935018fb/fc49a/281_First-Basemap.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/665d7e2636cbb0e8d42ac654935018fb/0f7da/281_First-Basemap.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5259259259259259}}}},{"node":{"id":"79ab7028-4548-5780-a183-bb4687ee2a63","name":"281-basic-map-with-basemap4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/423e01c1ed2bb346156fde71813726f7/ec333/281-basic-map-with-basemap4.png","srcSet":"/static/423e01c1ed2bb346156fde71813726f7/ec333/281-basic-map-with-basemap4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/423e01c1ed2bb346156fde71813726f7/21b1a/281-basic-map-with-basemap4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c5021096-1645-5a0e-84d9-406fc531a081","name":"282_Custom_Basemap","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fdfb040a2a6876b325e6dc3a2dadc3b3/81d50/282_Custom_Basemap.png","srcSet":"/static/fdfb040a2a6876b325e6dc3a2dadc3b3/81d50/282_Custom_Basemap.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/fdfb040a2a6876b325e6dc3a2dadc3b3/5e31a/282_Custom_Basemap.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.39444444444444443}}}},{"node":{"id":"f5f13687-8f67-5e8e-9824-0e90f148d6fd","name":"283_Setbounding1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/09beb0536530b60982333f99c6b302e1/5111d/283_Setbounding1.png","srcSet":"/static/09beb0536530b60982333f99c6b302e1/5111d/283_Setbounding1.png 347w","sizes":"100vw"},"sources":[{"srcSet":"/static/09beb0536530b60982333f99c6b302e1/3a69a/283_Setbounding1.webp 347w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0403458213256485}}}},{"node":{"id":"d43f0f94-9cab-5ecd-bbce-3a8d5e38ad88","name":"281-basic-map-with-basemap5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c1eacd83a78d1d1e2e2f650b19d7b125/ec333/281-basic-map-with-basemap5.png","srcSet":"/static/c1eacd83a78d1d1e2e2f650b19d7b125/ec333/281-basic-map-with-basemap5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c1eacd83a78d1d1e2e2f650b19d7b125/21b1a/281-basic-map-with-basemap5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"de05d02a-3b35-55a0-a364-01075586928f","name":"284_Basemap_Projections1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/54fe8c86ad66e8dc7a1b0d1cdd2190b1/bc7b7/284_Basemap_Projections1.png","srcSet":"/static/54fe8c86ad66e8dc7a1b0d1cdd2190b1/bc7b7/284_Basemap_Projections1.png 388w","sizes":"100vw"},"sources":[{"srcSet":"/static/54fe8c86ad66e8dc7a1b0d1cdd2190b1/44789/284_Basemap_Projections1.webp 388w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"09fbe944-2940-5cc8-aa10-403547d8238f","name":"284_Basemap_Projections3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/afcaf26cda826d093def60e0832ac658/f32f1/284_Basemap_Projections3.png","srcSet":"/static/afcaf26cda826d093def60e0832ac658/f32f1/284_Basemap_Projections3.png 472w","sizes":"100vw"},"sources":[{"srcSet":"/static/afcaf26cda826d093def60e0832ac658/d875c/284_Basemap_Projections3.webp 472w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5338983050847458}}}},{"node":{"id":"57fb7b10-e078-5867-874d-df2bc7567994","name":"284_Basemap_Projections4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ac9c46f7e5ad8565f50d1a9c2ca6f044/55499/284_Basemap_Projections4.png","srcSet":"/static/ac9c46f7e5ad8565f50d1a9c2ca6f044/55499/284_Basemap_Projections4.png 316w","sizes":"100vw"},"sources":[{"srcSet":"/static/ac9c46f7e5ad8565f50d1a9c2ca6f044/e9f33/284_Basemap_Projections4.webp 316w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bb057afe-bbf3-53ec-b833-35bf21634b79","name":"284_Basemap_Projections5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fa4f7ef49e4a93a1f4d8e01cadb53786/55499/284_Basemap_Projections5.png","srcSet":"/static/fa4f7ef49e4a93a1f4d8e01cadb53786/55499/284_Basemap_Projections5.png 316w","sizes":"100vw"},"sources":[{"srcSet":"/static/fa4f7ef49e4a93a1f4d8e01cadb53786/e9f33/284_Basemap_Projections5.webp 316w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3a915a77-2bd6-5bb6-8e56-95b53eb89221","name":"284_Basemap_Projections6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/53ee6851f9c491bad79ee34bcea4790b/047bb/284_Basemap_Projections6.png","srcSet":"/static/53ee6851f9c491bad79ee34bcea4790b/047bb/284_Basemap_Projections6.png 472w","sizes":"100vw"},"sources":[{"srcSet":"/static/53ee6851f9c491bad79ee34bcea4790b/06faa/284_Basemap_Projections6.webp 472w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4216101694915254}}}},{"node":{"id":"0b8a63e7-cd22-5804-91b2-b3f64887b4d6","name":"286_boundaries1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c7690ca279576efa89c050615a9eef76/4a477/286_boundaries1.png","srcSet":"/static/c7690ca279576efa89c050615a9eef76/4a477/286_boundaries1.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/c7690ca279576efa89c050615a9eef76/cd32c/286_boundaries1.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.437037037037037}}}},{"node":{"id":"7d5e578b-561b-5ec5-9ce5-b5ef32881a17","name":"286_boundaries3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dadb6ba16a29048b36ebc6711f57e44f/1a3df/286_boundaries3.png","srcSet":"/static/dadb6ba16a29048b36ebc6711f57e44f/1a3df/286_boundaries3.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/dadb6ba16a29048b36ebc6711f57e44f/959a0/286_boundaries3.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4462962962962963}}}},{"node":{"id":"7074a2a4-9268-511f-bb5c-d9ef3735b514","name":"2_horizontal_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e14dc04119a7fb86a9b12a8e394e9a8c/ec333/2_horizontal_barplot.png","srcSet":"/static/e14dc04119a7fb86a9b12a8e394e9a8c/ec333/2_horizontal_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e14dc04119a7fb86a9b12a8e394e9a8c/21b1a/2_horizontal_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"126c69ef-75e7-5ddd-af67-1f1dec42576b","name":"300-draw-a-connection-line1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e46246e95df2aa56f59eb12b71c3ad6e/ec333/300-draw-a-connection-line1.png","srcSet":"/static/e46246e95df2aa56f59eb12b71c3ad6e/ec333/300-draw-a-connection-line1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e46246e95df2aa56f59eb12b71c3ad6e/21b1a/300-draw-a-connection-line1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e7fabf6c-63e1-5cf9-a7e2-0214448dadd1","name":"300-draw-a-connection-line2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8d858454fe0c40c3a97a5a32a4c7119/ec333/300-draw-a-connection-line2.png","srcSet":"/static/b8d858454fe0c40c3a97a5a32a4c7119/ec333/300-draw-a-connection-line2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8d858454fe0c40c3a97a5a32a4c7119/21b1a/300-draw-a-connection-line2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fe2a98bc-1443-5aa2-bead-0cb2eb96c13e","name":"30_Basic_Box_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b3c5b2c9befeb3cd0868a2419d78a43c/ec333/30_Basic_Box_seaborn1.png","srcSet":"/static/b3c5b2c9befeb3cd0868a2419d78a43c/ec333/30_Basic_Box_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b3c5b2c9befeb3cd0868a2419d78a43c/21b1a/30_Basic_Box_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"578ddba1-c2ad-51e9-a562-e68c188c1249","name":"30_Basic_Box_seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c939a6e880518efec326971629b914bc/ec333/30_Basic_Box_seaborn3.png","srcSet":"/static/c939a6e880518efec326971629b914bc/ec333/30_Basic_Box_seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c939a6e880518efec326971629b914bc/21b1a/30_Basic_Box_seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb31aa42-13cb-56e7-8bd4-998685d3a2ff","name":"30_Basic_Box_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b24423d132504f582c93e34dda747ae5/ec333/30_Basic_Box_seaborn2.png","srcSet":"/static/b24423d132504f582c93e34dda747ae5/ec333/30_Basic_Box_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b24423d132504f582c93e34dda747ae5/21b1a/30_Basic_Box_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7d2e1d46-122b-5f99-87e1-d26fe1239b3d","name":"284_Basemap_Projections2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/caa7023701647c5b754783d4cdef1703/5ba24/284_Basemap_Projections2.png","srcSet":"/static/caa7023701647c5b754783d4cdef1703/5ba24/284_Basemap_Projections2.png 472w","sizes":"100vw"},"sources":[{"srcSet":"/static/caa7023701647c5b754783d4cdef1703/66ae5/284_Basemap_Projections2.webp 472w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6186440677966102}}}},{"node":{"id":"d537069b-c172-5fbb-aad4-921a39c3c42a","name":"315-a-world-map-of-surf-tweets","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b609b370e8820c42792206b62103af4b/ec333/315-a-world-map-of-surf-tweets.png","srcSet":"/static/b609b370e8820c42792206b62103af4b/ec333/315-a-world-map-of-surf-tweets.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b609b370e8820c42792206b62103af4b/21b1a/315-a-world-map-of-surf-tweets.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bebeedc0-f524-56a5-ae29-09b4d065941e","name":"31_Horizontal_Boxplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c816db9522c04ba4714dbe32845efa4f/ec333/31_Horizontal_Boxplot_Seaborn.png","srcSet":"/static/c816db9522c04ba4714dbe32845efa4f/ec333/31_Horizontal_Boxplot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c816db9522c04ba4714dbe32845efa4f/21b1a/31_Horizontal_Boxplot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6996cfcb-764f-5327-afd2-b43836b756d5","name":"320_Network_start_simple","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABJklEQVR42q2UO47CMBRFs2Y2AVugoqFkAxSIHSCEKCihi6YYnOdPYvy5o7xxRkRMIkjyJCuRI5/c9/HNMHFknV9C4MfjdML3YsHvcRQw/h53eQ7a71t7w4ApnHMgKSdI+QlYCDEdsA4igvd+OmBBxEpHA2NqgshzuLJEbwPTVGRdIIbFiFrX12wG2m5B3sMoxenXikOC9CpsVNWHpJTcYX+/wxsDFwLKsuSa8ioKUFWBzmeo9foJ2ChKQGMMhBCoqqq3XqFWCsBeLtCr1atCay2DtNatH3x89R7HI+T1ikJr+De72dsUOZ9D7HatOzzaHJTWXOghab4AG4BS6g+KNDaDFf4LHeuHDdQ4B3E4INxub9tW92AnE5DLJexmgzTl07rNJyn/AMfdKqze9XxvAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/4953218af5d1e2f728b16f6fc8a930f8/ec333/320_Network_start_simple.png","srcSet":"/static/4953218af5d1e2f728b16f6fc8a930f8/ec333/320_Network_start_simple.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4953218af5d1e2f728b16f6fc8a930f8/21b1a/320_Network_start_simple.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7f07ce34-ce79-52af-9af5-42a2f67be6fb","name":"321_Network_custom_look1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ea8396d8e76529bdfd4621dbf3e5d2d0/ec333/321_Network_custom_look1.png","srcSet":"/static/ea8396d8e76529bdfd4621dbf3e5d2d0/ec333/321_Network_custom_look1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ea8396d8e76529bdfd4621dbf3e5d2d0/21b1a/321_Network_custom_look1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b6d80028-a0cd-50b5-a70e-2ea5d01d66a9","name":"321_Network_custom_look2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e9cf67943c51efef4d4b09ca093fe1c6/ec333/321_Network_custom_look2.png","srcSet":"/static/e9cf67943c51efef4d4b09ca093fe1c6/ec333/321_Network_custom_look2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e9cf67943c51efef4d4b09ca093fe1c6/21b1a/321_Network_custom_look2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"90829be3-a1e9-5687-9e40-aaec2d8c1fd5","name":"321_Network_custom_look3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/600a3af4ed29149b3b90926ab28d5129/ec333/321_Network_custom_look3.png","srcSet":"/static/600a3af4ed29149b3b90926ab28d5129/ec333/321_Network_custom_look3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/600a3af4ed29149b3b90926ab28d5129/21b1a/321_Network_custom_look3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a7285444-568f-5bf0-a18c-601fecbb52d1","name":"322_Network_layout1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0b59bcc245e6ba7803450a410b892e9f/ec333/322_Network_layout1.png","srcSet":"/static/0b59bcc245e6ba7803450a410b892e9f/ec333/322_Network_layout1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0b59bcc245e6ba7803450a410b892e9f/21b1a/322_Network_layout1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5f7e13db-78cb-5486-8dc4-f490b00fcf55","name":"321_Network_custom_look4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4e5746261d7b652927ebcbd813a21e88/ec333/321_Network_custom_look4.png","srcSet":"/static/4e5746261d7b652927ebcbd813a21e88/ec333/321_Network_custom_look4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4e5746261d7b652927ebcbd813a21e88/21b1a/321_Network_custom_look4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6e9cfcfa-20ea-583f-aae9-eb77b3a9047b","name":"322_Network_layout4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/be9fd152a94ec65c1a152ad79d3b50ce/ec333/322_Network_layout4.png","srcSet":"/static/be9fd152a94ec65c1a152ad79d3b50ce/ec333/322_Network_layout4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/be9fd152a94ec65c1a152ad79d3b50ce/21b1a/322_Network_layout4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ce471060-e69d-57e0-a950-29eb2fd2ab53","name":"322_Network_layout3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dedf92af49f558b1adf630dad5212d76/ec333/322_Network_layout3.png","srcSet":"/static/dedf92af49f558b1adf630dad5212d76/ec333/322_Network_layout3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/dedf92af49f558b1adf630dad5212d76/21b1a/322_Network_layout3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9fbd5288-5599-552f-badd-a264ca8ca9fc","name":"322_Network_layout5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3858af7f899456b201283c3f2b451843/ec333/322_Network_layout5.png","srcSet":"/static/3858af7f899456b201283c3f2b451843/ec333/322_Network_layout5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3858af7f899456b201283c3f2b451843/21b1a/322_Network_layout5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a04eed3-23da-52d1-b24d-b15f22b16ef5","name":"322_Network_layout2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a423b87ad04a47b4350afcf4483cc74c/ec333/322_Network_layout2.png","srcSet":"/static/a423b87ad04a47b4350afcf4483cc74c/ec333/322_Network_layout2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a423b87ad04a47b4350afcf4483cc74c/21b1a/322_Network_layout2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8576f57c-f718-5d89-bebe-83cec066e977","name":"323_Network_direction1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/137a3f7e1931057348f798cfdde84f6f/ec333/323_Network_direction1.png","srcSet":"/static/137a3f7e1931057348f798cfdde84f6f/ec333/323_Network_direction1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/137a3f7e1931057348f798cfdde84f6f/21b1a/323_Network_direction1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eb0819eb-0820-5528-81c0-47a4d7117484","name":"323_Network_direction2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0ce06893cbd99e73c35da5ee9407cf23/ec333/323_Network_direction2.png","srcSet":"/static/0ce06893cbd99e73c35da5ee9407cf23/ec333/323_Network_direction2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0ce06893cbd99e73c35da5ee9407cf23/21b1a/323_Network_direction2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0416099d-3de8-5491-8917-a982327feda1","name":"324_Network_mapcolor1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b81cba299b35b69641770562feac374/ec333/324_Network_mapcolor1.png","srcSet":"/static/9b81cba299b35b69641770562feac374/ec333/324_Network_mapcolor1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b81cba299b35b69641770562feac374/21b1a/324_Network_mapcolor1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0def646b-2cfa-57ed-87b4-c3dcd68e582f","name":"324_Network_mapcolor2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c44c39303f524269a607ee6f4febd21b/ec333/324_Network_mapcolor2.png","srcSet":"/static/c44c39303f524269a607ee6f4febd21b/ec333/324_Network_mapcolor2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c44c39303f524269a607ee6f4febd21b/21b1a/324_Network_mapcolor2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3b52433b-592e-508a-b30c-0cd564d9cd8e","name":"325_Network_mapcolorttoedge2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6baa29e58b6099ccb0206ed84affd6b6/ec333/325_Network_mapcolorttoedge2.png","srcSet":"/static/6baa29e58b6099ccb0206ed84affd6b6/ec333/325_Network_mapcolorttoedge2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6baa29e58b6099ccb0206ed84affd6b6/21b1a/325_Network_mapcolorttoedge2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b245bee7-baa8-5f7f-946a-1649a7507a7b","name":"325_Network_mapcolorttoedge1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABl0lEQVR42q2UQWsaQRiG9/f23EtvpYcGFNpTKYQmJYcSeuzBihZMSUiKlYAmUoPW3Uq1RuO6rovrurMzT9k1plZM2NW88MEcdp755t3vHQ1At32GXhAuUWpem0r75QieFpq8rfSwpoItWHOgNZMc1Ewyhs2pMeTop8lFd8zQ9aNOZ1IRJDhFi655W6HsqeBHz+G4afJFt0iVOnzSR8mAq94t4KG3z7+1+diwkgOXtQwfeJKJUNsBV+EyqYcPKYQJ+YjAsLlHBRIDqPjneSxgIOebAqkQgYxKSrU2BLGA4V9210y3VArhC6oDl8/GKPoulofvqn1eldoc5su8+VAgvZ9nZzfLy90s6b0cLwoNnuTqXI38+4ELT+oDl51ih9fnf/haNihWmtT0Lr+vh/TMMZPJFMOecdZzo5hq94ECpThrWZzoJo4vmcQM9NoOR1NB7uqGatdZOUxF9dDwa8teRfk1XTK1PteO91/Hiecw37J5f9nnSLfwbgdvk4c2AobbU9/bPDs2uPHkXeQ2emAXi64b0Bz7bKu/Wasa+1NqWqwAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/784c0161a664ee81bb52e41ae8fa411a/ec333/325_Network_mapcolorttoedge1.png","srcSet":"/static/784c0161a664ee81bb52e41ae8fa411a/ec333/325_Network_mapcolorttoedge1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/784c0161a664ee81bb52e41ae8fa411a/21b1a/325_Network_mapcolorttoedge1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"20ef2340-e280-5efb-a03e-226765626475","name":"326_Network_background_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/846091e9860c821922157eefabf34ddc/ec333/326_Network_background_color.png","srcSet":"/static/846091e9860c821922157eefabf34ddc/ec333/326_Network_background_color.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/846091e9860c821922157eefabf34ddc/21b1a/326_Network_background_color.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"042e9702-a7b7-59ba-bd73-6902a00ece71","name":"327_Network_from_correlation","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/50e98ebb53c694e078d51af7a6171f16/ec333/327_Network_from_correlation.png","srcSet":"/static/50e98ebb53c694e078d51af7a6171f16/ec333/327_Network_from_correlation.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/50e98ebb53c694e078d51af7a6171f16/21b1a/327_Network_from_correlation.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7d4277ad-e669-5e42-83c3-8a72bd50785f","name":"32_Custom_Boxplot_Appearance_Seaborn1-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d73c131d13f300c2853430a7d782d78c/ec333/32_Custom_Boxplot_Appearance_Seaborn1-1.png","srcSet":"/static/d73c131d13f300c2853430a7d782d78c/ec333/32_Custom_Boxplot_Appearance_Seaborn1-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d73c131d13f300c2853430a7d782d78c/21b1a/32_Custom_Boxplot_Appearance_Seaborn1-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"187f8885-da78-57a5-9183-92741aac688c","name":"32_Custom_Boxplot_Appearance_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/77de5ac836fe6f8aba0bcab7d2cde373/ec333/32_Custom_Boxplot_Appearance_Seaborn1.png","srcSet":"/static/77de5ac836fe6f8aba0bcab7d2cde373/ec333/32_Custom_Boxplot_Appearance_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/77de5ac836fe6f8aba0bcab7d2cde373/21b1a/32_Custom_Boxplot_Appearance_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7e0181d2-37e6-5ba6-95fb-c215b33df52e","name":"32_Custom_Boxplot_Appearance_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f5f51b71e4e57cac514bc4e6d8742271/ec333/32_Custom_Boxplot_Appearance_Seaborn2.png","srcSet":"/static/f5f51b71e4e57cac514bc4e6d8742271/ec333/32_Custom_Boxplot_Appearance_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f5f51b71e4e57cac514bc4e6d8742271/21b1a/32_Custom_Boxplot_Appearance_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a3bd2147-433d-5bc4-88fc-c3453aa10a9c","name":"33_Custom_Boxplot_color_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f1babd4330fc679adf47aa19dfcf5ea9/ec333/33_Custom_Boxplot_color_Seaborn1.png","srcSet":"/static/f1babd4330fc679adf47aa19dfcf5ea9/ec333/33_Custom_Boxplot_color_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f1babd4330fc679adf47aa19dfcf5ea9/21b1a/33_Custom_Boxplot_color_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"91206d83-57dc-5265-b83b-786344bbd920","name":"32_Custom_Boxplot_Appearance_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f67650329d028e93a24127670e115c26/ec333/32_Custom_Boxplot_Appearance_Seaborn3.png","srcSet":"/static/f67650329d028e93a24127670e115c26/ec333/32_Custom_Boxplot_Appearance_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f67650329d028e93a24127670e115c26/21b1a/32_Custom_Boxplot_Appearance_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"80b3309c-0748-5555-9a52-429c481bf7c8","name":"33_Custom_Boxplot_color_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/85e1dea2b8e5fe5691039e86a0dd7cf0/ec333/33_Custom_Boxplot_color_Seaborn2.png","srcSet":"/static/85e1dea2b8e5fe5691039e86a0dd7cf0/ec333/33_Custom_Boxplot_color_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/85e1dea2b8e5fe5691039e86a0dd7cf0/21b1a/33_Custom_Boxplot_color_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aca4ac80-cee5-5443-a195-f96e755200fa","name":"33_Custom_Boxplot_color_Seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cf3ab8413d8650efc837c7b4d41cbeb0/ec333/33_Custom_Boxplot_color_Seaborn4.png","srcSet":"/static/cf3ab8413d8650efc837c7b4d41cbeb0/ec333/33_Custom_Boxplot_color_Seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cf3ab8413d8650efc837c7b4d41cbeb0/21b1a/33_Custom_Boxplot_color_Seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ad775722-aba5-5e94-a074-c9f4ae093446","name":"33_Custom_Boxplot_color_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAADGElEQVR42rWUy2tdVRTGz7TDROOgBZ3Xv0H8F2JFFEfFiThRaOdCRoUSCj4oohghg6AWQxFbCykZJdHGGNLbSx73fe7NPe/367b3cX6y9809vUnVdqAbPs5Z6+z97W/v9a2j8B8P5X8h9DyXLHtMkrw4giDBdUPCMCVNn5DnJ4TiZTDoE8c9dD3ANMPnwrZjjo5Utrb+pN22ZDwa5U8Vpmkid7KsWH48C8uKJGw7krHjJOi6R7XaxvMymc/zKUIRiGMYRlgsnobrpicLx+Sen6GbPpWqih/2cNyE/KzCIIinVJxGpdJmb+8ATXNxnBi1brC/V2fnt0fU94/ptMyzVf5nhUJVq6Xz8OEhthVj+AG3P/iZ5fPLrFxc4btXllhbWB/TDHMUx3GwLJMk6WFZ4TPqAvcxthbRrHSJ3QFWELEy/z1fKTdZeulbvlA+45erv45lCcLj42OiKCTL+lLhdDF03eeTb64wv/gWby++w/z1S9zeusPml9v88O4tfry8yq33fmJj+cFY4ShHMQwDXdelbYRCTfPodl2pTtc8Ll55HeWywrkPz6G8r/D56k0GfVBtk6NWCzdNcfz4aZU7nQ5JktDr9dG0gHK5xvZ2SarVNZc3Pn2Tlz+e49WrrzHz0Sxf31min0KzqfGoVMEyI1mognA0GhEEAXGc0e8/IcsSDKNLng9w3YjSYYXfd3dZ39hgt1ymoWp4bioLtb/foNOxcIVtJoTjZ45lBdy4UeLatRILC3+wuFimVOqSxANZ3WZDI4mG2HaCaYXS3L7fO7nvaFphTpbF1OsaFy6sMTOzydzcJrOz69y9eyCrf3DQZGenJO93QmAYQdF2jhNNK8wZjYb4fsLaWot79xqsrpa5f79No2HJ+xGG7nYdSTLxp+hpw/ALr55qvTAMiKJM3qNpWtRqdalMkIkF4ngCp/t63NN/SyiGqLIgqFZVDg8b2HZIEGT4vujjpICIx7nxUUVOzHuGcDJE55imWUwQLlBVlVqtRhiGxTzf92k2m9Jy//rHFgQC00MYX5CmaVrkxIbD4bDYeEL4F3ptwK/YRFvnAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/0701aa0990e11b5281d4dd060185b386/ec333/33_Custom_Boxplot_color_Seaborn3.png","srcSet":"/static/0701aa0990e11b5281d4dd060185b386/ec333/33_Custom_Boxplot_color_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0701aa0990e11b5281d4dd060185b386/21b1a/33_Custom_Boxplot_color_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eaf05e87-ab67-5dbe-82c8-fc0b0940ae55","name":"33_Custom_Boxplot_color_Seaborn5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d55112fb9cb7e5ca8e750d29f75e56a2/ec333/33_Custom_Boxplot_color_Seaborn5.png","srcSet":"/static/d55112fb9cb7e5ca8e750d29f75e56a2/ec333/33_Custom_Boxplot_color_Seaborn5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d55112fb9cb7e5ca8e750d29f75e56a2/21b1a/33_Custom_Boxplot_color_Seaborn5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"95827650-927b-5e1c-b373-6c5dab2b4d0b","name":"35_Specific_order_Boxplot_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn1.png","srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/21b1a/35_Specific_order_Boxplot_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e2314f93-5e52-58d5-a21d-93536728bec0","name":"34_Grouped_Boxplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bebc9e8f0eff966c3456681b6f14f141/3f279/34_Grouped_Boxplot_Seaborn.png","srcSet":"/static/bebc9e8f0eff966c3456681b6f14f141/f054e/34_Grouped_Boxplot_Seaborn.png 750w,\n/static/bebc9e8f0eff966c3456681b6f14f141/3f279/34_Grouped_Boxplot_Seaborn.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/bebc9e8f0eff966c3456681b6f14f141/4f03f/34_Grouped_Boxplot_Seaborn.webp 750w,\n/static/bebc9e8f0eff966c3456681b6f14f141/d6f60/34_Grouped_Boxplot_Seaborn.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e72de937-8444-5992-93e6-7c644cb04213","name":"35_Specific_order_Boxplot_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAADBElEQVR42rWU3WscVRjG+8+JiAQpglAQSUFoMeKNF1q9ECQoaC9KkYY0orUmVxYpWFGkfrS1LbUkaazdTTezs9ns7HzszJyZMx+7425mf3LOZtJdLbUXOvDAOS/vPOc57/u85wj/8XfkfyEUIqTfL8iygjhOieOENB3o/dMgzwvG4wNCtRiNhprAdWMePmyxuVnTa8+TT4VeL2F8wKgV5nmGlDm+n+J5EaZpIUSuE1XM95MDpI9FEGSzhGqjpAdBjufFmGaXKBroZEWqfgjDyQGPg8r7h0IhEoymTX27zcbmNk3TwXEEQZDSbFrUasbh/pHiCVTskLBa2LbPq+9eZP7UKsffWWX+1EVu360jk4Ldtkut3sQP0n9X6Ps+IgzodD1efH2JudeWeWFhhbmT57hx+w9yOcS1IlqGTRwM8HvJkxV2OhZZluIHko/PX+HDpW9Y/OQyHy1/y8aWwaffr7F46QwfXDrL4ldnuL5xFykK3d2qxjMKXdfFcRxtmyjMCHoRu6ZFKge4jmBh+S2Onp3n2LmTzJ1+ma+vfUee7GPbQkPZ628KO2RZRr8/xPMS9vY86vWW7qxqwttfLnJ85Q1OfPYmrywtcOXmj2RyxM5Om3ubD+js9QimFZZlSRzHpGlfX6PV6uquKvuo+jSabbYebHNn/R61hslexyPJS8J0SMcV5EOIZMG4LB/ZRpGqKytC5bdpz0VCNSJlt+Ui4z/xg4z1H37h2uer/HxhjRtfrHH/198mczceTwiljA8mJdE1saxgym8phtFha6uOYwt6os/l997nwnPPs/bSMVaeeZarS+cnfGU5meX9/X09KdVcKtJpn6la2nY4iasDfm9w//odNn66Sf3WOmbdnH1tKoWqKdV8ThOqBilUcREXOD3JTrNLGBeEos+4HM++h4PBECHUzKb6ulGUEUW5hopXqGKW5dFotHCcACn7s7NcfSrY7XaxbZvRaETVsHa7jWEYSCkPc9M007lFUTz5xVYECtWJ6lPGV6R5ns8crmo/nacI/wIXCM9PzdpOsgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn2.png","srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/21b1a/35_Specific_order_Boxplot_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bb320cdd-1608-5de0-ab86-6968bb350245","name":"36_Boxplot_with_Jitter_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b6db70ceba56ab99c4983b5ee758f47f/ec333/36_Boxplot_with_Jitter_Seaborn.png","srcSet":"/static/b6db70ceba56ab99c4983b5ee758f47f/ec333/36_Boxplot_with_Jitter_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b6db70ceba56ab99c4983b5ee758f47f/21b1a/36_Boxplot_with_Jitter_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4b136278-e07c-530e-9881-a0348ea18549","name":"370_3D_scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/251a4ae2089ef860405c850868273b8e/6f7b3/370_3D_scatterplot.png","srcSet":"/static/251a4ae2089ef860405c850868273b8e/6f7b3/370_3D_scatterplot.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/251a4ae2089ef860405c850868273b8e/2c0a9/370_3D_scatterplot.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"39d64b83-32d6-56a2-ba8b-13bbc4c5f7a8","name":"372_3D_PCA_result","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/405ade16e8604203f4f6a6353fdc74aa/0e450/372_3D_PCA_result.png","srcSet":"/static/405ade16e8604203f4f6a6353fdc74aa/0e450/372_3D_PCA_result.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/405ade16e8604203f4f6a6353fdc74aa/565c6/372_3D_PCA_result.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"b212fb4f-d454-516a-adeb-3b1a1656cc18","name":"390_basic_Radarchart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b36540fe41bf7c5c5b415dd0f08fcb07/ec333/390_basic_Radarchart.png","srcSet":"/static/b36540fe41bf7c5c5b415dd0f08fcb07/ec333/390_basic_Radarchart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b36540fe41bf7c5c5b415dd0f08fcb07/21b1a/390_basic_Radarchart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"52f76048-4b95-5043-a1a8-b0f65aca4437","name":"38_Number_of_obs_on_boxplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a5a7665397b68342eee0e85000818184/3f279/38_Number_of_obs_on_boxplot_seaborn.png","srcSet":"/static/a5a7665397b68342eee0e85000818184/f054e/38_Number_of_obs_on_boxplot_seaborn.png 750w,\n/static/a5a7665397b68342eee0e85000818184/3f279/38_Number_of_obs_on_boxplot_seaborn.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/a5a7665397b68342eee0e85000818184/4f03f/38_Number_of_obs_on_boxplot_seaborn.webp 750w,\n/static/a5a7665397b68342eee0e85000818184/d6f60/38_Number_of_obs_on_boxplot_seaborn.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa0a57b1-9b1a-5be6-a576-c63870606f2a","name":"391_Several_indiv_Radarchart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/881f4601366df64d42694eed2192a5f7/05607/391_Several_indiv_Radarchart.png","srcSet":"/static/881f4601366df64d42694eed2192a5f7/05607/391_Several_indiv_Radarchart.png 476w","sizes":"100vw"},"sources":[{"srcSet":"/static/881f4601366df64d42694eed2192a5f7/0db9a/391_Several_indiv_Radarchart.webp 476w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8865546218487395}}}},{"node":{"id":"6a915b16-f18b-5d79-854c-aef600544e6a","name":"393_Faceting_and_Radarchart-300x80","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAFCAYAAABFA8wzAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA9UlEQVR42k2QT0/DMAzF+/2/CYddEXfEdReEBCe0Tuu6dnS0zR/HSfihBBXwJX7P79mOG4CvnJnWmZQSW5R8WQ0xxn9cxruFlP64Ul/X9dfbpBgZlk8ej28cbiMFqypBhBQVEakmjRkxR2R5wYsSo/7oQqj1oiu4KcbXa8fD+zP7/oC1Fu8dxgnnYUYk4L1gzRUdd8iwI0aPta7qnHN0XUff9xhjaEpXDcrNGSQIQQI5R87DwtO+5XSZ6xcLrx/36HiHykTQhGoZ5mnblnEc66ZNyqlOKWB7y03nxdBdZk79RM6p3s+tPeonnLXknKu2NNy8hfsGRLiCHUeiresAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/7883ac81366ab77ae190df88799c81ef/edda3/393_Faceting_and_Radarchart-300x80.png","srcSet":"/static/7883ac81366ab77ae190df88799c81ef/edda3/393_Faceting_and_Radarchart-300x80.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/7883ac81366ab77ae190df88799c81ef/7cbb9/393_Faceting_and_Radarchart-300x80.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.26666666666666666}}}},{"node":{"id":"f75558d6-f87e-5c32-909a-f32b3c95390c","name":"39_Bad_boxplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4ab60a39b80b037dd02511108620b97c/fb791/39_Bad_boxplot1.png","srcSet":"/static/4ab60a39b80b037dd02511108620b97c/fb791/39_Bad_boxplot1.png 434w","sizes":"100vw"},"sources":[{"srcSet":"/static/4ab60a39b80b037dd02511108620b97c/6d5a3/39_Bad_boxplot1.webp 434w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9723502304147464}}}},{"node":{"id":"0e669dc6-5061-56c0-885d-9d5683a97c85","name":"39_Bad_boxplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/84d8fbdafb2f2e5e52065bc18e654f7b/55948/39_Bad_boxplot2.png","srcSet":"/static/84d8fbdafb2f2e5e52065bc18e654f7b/55948/39_Bad_boxplot2.png 658w","sizes":"100vw"},"sources":[{"srcSet":"/static/84d8fbdafb2f2e5e52065bc18e654f7b/dbf06/39_Bad_boxplot2.webp 658w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7264437689969605}}}},{"node":{"id":"fad88dc5-e620-5a2b-b5ba-d25323678956","name":"39_Bad_boxplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1d8343ea466e0c74a4310b66b18bbd6e/de8b2/39_Bad_boxplot3.png","srcSet":"/static/1d8343ea466e0c74a4310b66b18bbd6e/de8b2/39_Bad_boxplot3.png 665w","sizes":"100vw"},"sources":[{"srcSet":"/static/1d8343ea466e0c74a4310b66b18bbd6e/36b61/39_Bad_boxplot3.webp 665w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.718796992481203}}}},{"node":{"id":"afd7aaf5-4030-5fc7-a0f3-b6a872c3385a","name":"3_control_color_barplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0a2be878bfa1c694464391883742ed06/ec333/3_control_color_barplot1.png","srcSet":"/static/0a2be878bfa1c694464391883742ed06/ec333/3_control_color_barplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0a2be878bfa1c694464391883742ed06/21b1a/3_control_color_barplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bcb2e7df-e0ad-5c7b-bcba-169707f89223","name":"39_Bad_boxplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/43eb8bb664e89968acd0ec1aace1fe03/55948/39_Bad_boxplot4.png","srcSet":"/static/43eb8bb664e89968acd0ec1aace1fe03/55948/39_Bad_boxplot4.png 658w","sizes":"100vw"},"sources":[{"srcSet":"/static/43eb8bb664e89968acd0ec1aace1fe03/dbf06/39_Bad_boxplot4.webp 658w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7264437689969605}}}},{"node":{"id":"7945e238-3cf1-5d64-915f-b96ca0e7659d","name":"3_control_color_barplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fae380566c9d7b9f4426362bc8026696/ec333/3_control_color_barplot2.png","srcSet":"/static/fae380566c9d7b9f4426362bc8026696/ec333/3_control_color_barplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fae380566c9d7b9f4426362bc8026696/21b1a/3_control_color_barplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"84e2955f-6f43-5708-a5d2-01225ab07741","name":"3_control_color_barplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/eba6138030f0101852389c7236a9dd8c/ec333/3_control_color_barplot3.png","srcSet":"/static/eba6138030f0101852389c7236a9dd8c/ec333/3_control_color_barplot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/eba6138030f0101852389c7236a9dd8c/21b1a/3_control_color_barplot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"27be0656-9c65-5d6f-b313-fa0c2895cbae","name":"3_control_color_barplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dba49f44ee0a78b4b7364a0ed4bcbe30/ec333/3_control_color_barplot4.png","srcSet":"/static/dba49f44ee0a78b4b7364a0ed4bcbe30/ec333/3_control_color_barplot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/dba49f44ee0a78b4b7364a0ed4bcbe30/21b1a/3_control_color_barplot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8ff9e2cc-0524-5825-ae85-767f15925fba","name":"401_custom_Dendrogram1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5f6446a88ff38443631625f313fdbb8c/54120/401_custom_Dendrogram1.png","srcSet":"/static/5f6446a88ff38443631625f313fdbb8c/54120/401_custom_Dendrogram1.png 437w","sizes":"100vw"},"sources":[{"srcSet":"/static/5f6446a88ff38443631625f313fdbb8c/a8f73/401_custom_Dendrogram1.webp 437w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1395881006864987}}}},{"node":{"id":"930067e7-72ca-5add-b713-574cd480a85c","name":"401_custom_Dendrogram2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b49a8f123ba94aa471c673f9b061d378/5e25a/401_custom_Dendrogram2.png","srcSet":"/static/b49a8f123ba94aa471c673f9b061d378/5e25a/401_custom_Dendrogram2.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/b49a8f123ba94aa471c673f9b061d378/99940/401_custom_Dendrogram2.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.662109375}}}},{"node":{"id":"3282200d-c4f2-5ee3-a758-9decb61ae4de","name":"400_Basic_Dendrogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8054f66fc6e2c8cfd7ceede606ec73bd/fd49f/400_Basic_Dendrogram.png","srcSet":"/static/8054f66fc6e2c8cfd7ceede606ec73bd/fd49f/400_Basic_Dendrogram.png 456w","sizes":"100vw"},"sources":[{"srcSet":"/static/8054f66fc6e2c8cfd7ceede606ec73bd/313fa/400_Basic_Dendrogram.webp 456w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9802631578947367}}}},{"node":{"id":"9f47da61-f72d-55aa-b5ed-faee40efc6e6","name":"401_custom_Dendrogram3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e86655dad252f68d3492d43da419d25c/5e25a/401_custom_Dendrogram3.png","srcSet":"/static/e86655dad252f68d3492d43da419d25c/5e25a/401_custom_Dendrogram3.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/e86655dad252f68d3492d43da419d25c/99940/401_custom_Dendrogram3.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.662109375}}}},{"node":{"id":"d5299272-a846-574d-9b16-2c0379edddff","name":"401_custom_Dendrogram4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af30be0b666e717d2a2ae7b206e37c21/34cf8/401_custom_Dendrogram4.png","srcSet":"/static/af30be0b666e717d2a2ae7b206e37c21/34cf8/401_custom_Dendrogram4.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/af30be0b666e717d2a2ae7b206e37c21/1366b/401_custom_Dendrogram4.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.66015625}}}},{"node":{"id":"086aea70-c6e6-56f5-ab2f-baebccac97ca","name":"401_custom_Dendrogram5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f914d982b3c0549ac1d8c0793ff44eee/34cf8/401_custom_Dendrogram5.png","srcSet":"/static/f914d982b3c0549ac1d8c0793ff44eee/34cf8/401_custom_Dendrogram5.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/f914d982b3c0549ac1d8c0793ff44eee/1366b/401_custom_Dendrogram5.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.66015625}}}},{"node":{"id":"76826e97-81da-553f-a2e2-582cd84ac709","name":"401_custom_Dendrogram6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/909f34e4c85f94c54a7d2178f33e9b6d/5af72/401_custom_Dendrogram6.png","srcSet":"/static/909f34e4c85f94c54a7d2178f33e9b6d/5af72/401_custom_Dendrogram6.png 593w","sizes":"100vw"},"sources":[{"srcSet":"/static/909f34e4c85f94c54a7d2178f33e9b6d/b2c11/401_custom_Dendrogram6.webp 593w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5649241146711635}}}},{"node":{"id":"4e0014a2-3bf1-5ef8-bbbb-f626c673a01d","name":"402_leaf_labal_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/459bedfe8333ce59d0b791451bc65c7f/ea7b6/402_leaf_labal_color.png","srcSet":"/static/459bedfe8333ce59d0b791451bc65c7f/ea7b6/402_leaf_labal_color.png 519w","sizes":"100vw"},"sources":[{"srcSet":"/static/459bedfe8333ce59d0b791451bc65c7f/48965/402_leaf_labal_color.webp 519w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7861271676300579}}}},{"node":{"id":"4da313d5-0643-5c31-8e99-e846cb17ad9a","name":"401_custom_Dendrogram7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e1772273f562158100d071688fb1135f/5af72/401_custom_Dendrogram7.png","srcSet":"/static/e1772273f562158100d071688fb1135f/5af72/401_custom_Dendrogram7.png 593w","sizes":"100vw"},"sources":[{"srcSet":"/static/e1772273f562158100d071688fb1135f/b2c11/401_custom_Dendrogram7.webp 593w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5649241146711635}}}},{"node":{"id":"10836f10-d48c-5127-b01e-109cca955c13","name":"40_Basic_Scatterplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/de38151fce7b02b60c26307296fc658d/ec333/40_Basic_Scatterplot_seaborn.png","srcSet":"/static/de38151fce7b02b60c26307296fc658d/ec333/40_Basic_Scatterplot_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/de38151fce7b02b60c26307296fc658d/21b1a/40_Basic_Scatterplot_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c3cac65f-37ed-597b-b7ac-e46372ac9529","name":"40_Scatterplot_with_regression_fit_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/86268db8759fc9731c4814093da6f25c/ec333/40_Scatterplot_with_regression_fit_seaborn.png","srcSet":"/static/86268db8759fc9731c4814093da6f25c/ec333/40_Scatterplot_with_regression_fit_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/86268db8759fc9731c4814093da6f25c/21b1a/40_Scatterplot_with_regression_fit_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"48e9aa93-73e0-5162-9251-b80c165a2e67","name":"41_Scatterplot_change_marker_color_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2fe5e9d2b8038db2e5d699263952e68b/ec333/41_Scatterplot_change_marker_color_seaborn.png","srcSet":"/static/2fe5e9d2b8038db2e5d699263952e68b/ec333/41_Scatterplot_change_marker_color_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2fe5e9d2b8038db2e5d699263952e68b/21b1a/41_Scatterplot_change_marker_color_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2d6285b0-420d-5c85-9ad3-58ba5d5c237d","name":"41_Scatterplot_change_marker_shape_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f8433bcc7c04cde124bfa2cd50f8c15c/ec333/41_Scatterplot_change_marker_shape_seaborn.png","srcSet":"/static/f8433bcc7c04cde124bfa2cd50f8c15c/ec333/41_Scatterplot_change_marker_shape_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f8433bcc7c04cde124bfa2cd50f8c15c/21b1a/41_Scatterplot_change_marker_shape_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"990bc0bd-08db-5982-9f6b-11ff94458adb","name":"42_Scatterplot_custom_linear_fit_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/776469f24ef30c890b3c850ca5825685/ec333/42_Scatterplot_custom_linear_fit_seaborn.png","srcSet":"/static/776469f24ef30c890b3c850ca5825685/ec333/42_Scatterplot_custom_linear_fit_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/776469f24ef30c890b3c850ca5825685/21b1a/42_Scatterplot_custom_linear_fit_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ffafc6b-5d81-54e0-bee0-0df4aa774d92","name":"43_seaborn_map_color_to_a_avariable1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9a0555f061117c26ce2e76eae1c2abf6/82c11/43_seaborn_map_color_to_a_avariable1.png","srcSet":"/static/9a0555f061117c26ce2e76eae1c2abf6/82c11/43_seaborn_map_color_to_a_avariable1.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/9a0555f061117c26ce2e76eae1c2abf6/5f169/43_seaborn_map_color_to_a_avariable1.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2ad37a04-e972-5d37-bfc9-e21bdf77db3a","name":"43_seaborn_map_color_to_a_avariable2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1b457b8e9c553b974c579a193d935faf/82c11/43_seaborn_map_color_to_a_avariable2.png","srcSet":"/static/1b457b8e9c553b974c579a193d935faf/82c11/43_seaborn_map_color_to_a_avariable2.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/1b457b8e9c553b974c579a193d935faf/5f169/43_seaborn_map_color_to_a_avariable2.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3d4b6ae8-cb87-5b60-b38a-4af548a29ec5","name":"43_seaborn_map_color_to_a_avariable3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3ca9dc2b44a9bad677102fca1b810683/82c11/43_seaborn_map_color_to_a_avariable3.png","srcSet":"/static/3ca9dc2b44a9bad677102fca1b810683/82c11/43_seaborn_map_color_to_a_avariable3.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/3ca9dc2b44a9bad677102fca1b810683/5f169/43_seaborn_map_color_to_a_avariable3.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb36dfda-e18d-53c3-a53e-b993c04dafad","name":"44_seaborn_control_axis_limits","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/81996ae21fdabb18c17af42350e7a864/82c11/44_seaborn_control_axis_limits.png","srcSet":"/static/81996ae21fdabb18c17af42350e7a864/82c11/44_seaborn_control_axis_limits.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/81996ae21fdabb18c17af42350e7a864/5f169/44_seaborn_control_axis_limits.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5b3a6aae-2057-51fc-983b-d8b5e80fe002","name":"45_set_color_of_each_point_in_scatterplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5becc57e581b53ca01edff2e46607fd4/ec333/45_set_color_of_each_point_in_scatterplot_seaborn.png","srcSet":"/static/5becc57e581b53ca01edff2e46607fd4/ec333/45_set_color_of_each_point_in_scatterplot_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5becc57e581b53ca01edff2e46607fd4/21b1a/45_set_color_of_each_point_in_scatterplot_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4f898d0c-3069-5cb2-85e2-428ae45dd93a","name":"43_seaborn_map_color_to_a_avariable4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2aec6e1cd502a5714cf1af7be8f532f3/82c11/43_seaborn_map_color_to_a_avariable4.png","srcSet":"/static/2aec6e1cd502a5714cf1af7be8f532f3/82c11/43_seaborn_map_color_to_a_avariable4.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/2aec6e1cd502a5714cf1af7be8f532f3/5f169/43_seaborn_map_color_to_a_avariable4.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ef9334a2-8970-5057-9802-8b0d54887390","name":"46_add_text_annotation_scatterplot_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/518d80bfb8ae2794b3c02a07809a008f/ec333/46_add_text_annotation_scatterplot_seaborn2.png","srcSet":"/static/518d80bfb8ae2794b3c02a07809a008f/ec333/46_add_text_annotation_scatterplot_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/518d80bfb8ae2794b3c02a07809a008f/21b1a/46_add_text_annotation_scatterplot_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"82f9f65d-56cc-566f-b29d-667cf7be41b4","name":"46_add_text_annotation_scatterplot_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/885721c264396ea36fa1130852cd45e8/ec333/46_add_text_annotation_scatterplot_seaborn1.png","srcSet":"/static/885721c264396ea36fa1130852cd45e8/ec333/46_add_text_annotation_scatterplot_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/885721c264396ea36fa1130852cd45e8/21b1a/46_add_text_annotation_scatterplot_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9d720a64-dca1-5c56-97a4-927f6fcc9c7e","name":"4_add_title_and_axe_labels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/febceeeb80d845a51cfa7e304d9adea8/ec333/4_add_title_and_axe_labels.png","srcSet":"/static/febceeeb80d845a51cfa7e304d9adea8/ec333/4_add_title_and_axe_labels.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/febceeeb80d845a51cfa7e304d9adea8/21b1a/4_add_title_and_axe_labels.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a32961ac-c937-5291-ad4c-62a591daf408","name":"46_add_text_annotation_scatterplot_seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ec9e08297bb52e04f4f6e3ea9cd790dd/ec333/46_add_text_annotation_scatterplot_seaborn3.png","srcSet":"/static/ec9e08297bb52e04f4f6e3ea9cd790dd/ec333/46_add_text_annotation_scatterplot_seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ec9e08297bb52e04f4f6e3ea9cd790dd/21b1a/46_add_text_annotation_scatterplot_seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4f90066d-7f76-573f-9968-52ad77243315","name":"501-parallel-plot-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5d790f324464b23dfa31188d62ce127c/ec333/501-parallel-plot-seaborn.png","srcSet":"/static/5d790f324464b23dfa31188d62ce127c/ec333/501-parallel-plot-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5d790f324464b23dfa31188d62ce127c/21b1a/501-parallel-plot-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa828e3b-cbe4-572a-aa73-1c994674c583","name":"502-violinplot-and-swarmplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2359e1fff42b6e941e7360e1fbf02a9e/ec333/502-violinplot-and-swarmplot.png","srcSet":"/static/2359e1fff42b6e941e7360e1fbf02a9e/ec333/502-violinplot-and-swarmplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2359e1fff42b6e941e7360e1fbf02a9e/21b1a/502-violinplot-and-swarmplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ed1ed3d-a7bf-50bc-9fe2-332069d95ea0","name":"503-waffle-chart-introduction-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8a9228e899716825705f2df9baf865b8/ec333/503-waffle-chart-introduction-1.png","srcSet":"/static/8a9228e899716825705f2df9baf865b8/ec333/503-waffle-chart-introduction-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a9228e899716825705f2df9baf865b8/21b1a/503-waffle-chart-introduction-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f67e2ca4-4692-5632-a7b0-63f2c44f9cd4","name":"503-waffle-chart-introduction-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/51538a94517d2b588ffe1e8bbeab6325/ec333/503-waffle-chart-introduction-3.png","srcSet":"/static/51538a94517d2b588ffe1e8bbeab6325/ec333/503-waffle-chart-introduction-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/51538a94517d2b588ffe1e8bbeab6325/21b1a/503-waffle-chart-introduction-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3a4d9515-6516-5c52-85ac-7aa029f5c716","name":"504-histogram-with-colored-tails","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAClUlEQVR42qWUS08TURTHZ2niAh8kFipGZON3IHHn3o1+CKMIpdNS2gElrjBRTDAmmgghISG+jboEQRADERMKpYRqO7V0uJC28+jc18zcqZkOaaeUHf/FZDLn/O7/nHvmXq5yAnHNn2yPmMVq78fAhBBKqeFRPp9PpVKiKOalvASkbCYrimI6nQYAmKZZS2OMcYqiFItFhBCllFSFMS6XywijvTTIJXJ2xdbLOoQQIeQmUEohhLquc6qqyrLMGGuu6sWtiRc3J+KfN212tGbLshBCHMZY0zQv7LanHZRHu8dunwo8vj5ecVm7CW52ZpaTNft0vudMqK914NmNl4fOzTBC6IizC78OvL9zup/3x4auPtzbBg7rKf4Q1jRNUZQ6XE3AZTLa/aSvNRLuGOo9G16eXDkehhDKslwb42HD+1rk8nDQFw13CL3nwo+ujRGdVqONMCGk2Xn7z8Fg10jwwmDILwTbouFLQ6V/cm3pBudSqeT9gWil8nXlb6jzPu+L8n6Bb4v1Xxzc+pV0toM1woZhqKrqOrsr7EHy4cfOwJUHQQeOhdqFXl9obfF3FWYNMKW0DlcDyYL2bqkO821CwB+Z+/KNOSw7OirvhunEmMvsf1xORbpG+PZYqEPg/cJA5/DU86mFxQWDGg2waZqKohBKLcY0TJfS4FMy9/Z7sr892tMSvHc+fLeFD/gir8YnpmemE4kEQogxhjGGEHKMsUwmU1TUXbCf2gWbYn4jk9vJgtnJ+Z8zqwtTi6tv1uYm57fiW+vx9Y34RjablSSpUCgAAJzzbFBq27ZpmpZlMcYs0xEoAhUqRbWo6Ip0IDntOkFHpmk6Q6GU80y3Ujv0jDFKKCXUoAbBhGBSDdRvBffJneQa+g/zeyQBUgkBrwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/55fe07dc18483292e405a109d5ea21e9/ec333/504-histogram-with-colored-tails.png","srcSet":"/static/55fe07dc18483292e405a109d5ea21e9/ec333/504-histogram-with-colored-tails.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/55fe07dc18483292e405a109d5ea21e9/21b1a/504-histogram-with-colored-tails.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8fe8e473-d2f7-5513-992a-4eed08f59337","name":"505-Introduction-to-swarm-plot-in-seaborn-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/597aa83a266c0df92429b0fce7a0b037/ec333/505-Introduction-to-swarm-plot-in-seaborn-2.png","srcSet":"/static/597aa83a266c0df92429b0fce7a0b037/ec333/505-Introduction-to-swarm-plot-in-seaborn-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/597aa83a266c0df92429b0fce7a0b037/21b1a/505-Introduction-to-swarm-plot-in-seaborn-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"55649a55-3480-57e2-beeb-bd46da53673a","name":"505-Introduction-to-swarm-plot-in-seaborn-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6a0913223c65bb4b86319718d06dd03c/ec333/505-Introduction-to-swarm-plot-in-seaborn-1.png","srcSet":"/static/6a0913223c65bb4b86319718d06dd03c/ec333/505-Introduction-to-swarm-plot-in-seaborn-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6a0913223c65bb4b86319718d06dd03c/21b1a/505-Introduction-to-swarm-plot-in-seaborn-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8f923a8b-61ec-51ed-b7a0-61a159ca1384","name":"505-Introduction-to-swarm-plot-in-seaborn-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/84d12d0280ab4ad07c75378e87eee7ac/ec333/505-Introduction-to-swarm-plot-in-seaborn-3.png","srcSet":"/static/84d12d0280ab4ad07c75378e87eee7ac/ec333/505-Introduction-to-swarm-plot-in-seaborn-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/84d12d0280ab4ad07c75378e87eee7ac/21b1a/505-Introduction-to-swarm-plot-in-seaborn-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"165794ce-cd87-52f5-b2cf-2f78a75e9873","name":"508-connected-scatter-plot-seaborn-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e9b670f78fc37eeabe7ac9c1bc9e4a1f/ec333/508-connected-scatter-plot-seaborn-1.png","srcSet":"/static/e9b670f78fc37eeabe7ac9c1bc9e4a1f/ec333/508-connected-scatter-plot-seaborn-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e9b670f78fc37eeabe7ac9c1bc9e4a1f/21b1a/508-connected-scatter-plot-seaborn-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b27f550f-9291-5216-ba89-9a88acfc5d0f","name":"508-connected-scatter-plot-seaborn-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3058d51984af2a5f66d891da12506292/ec333/508-connected-scatter-plot-seaborn-2.png","srcSet":"/static/3058d51984af2a5f66d891da12506292/ec333/508-connected-scatter-plot-seaborn-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3058d51984af2a5f66d891da12506292/21b1a/508-connected-scatter-plot-seaborn-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7cf37c63-3db8-5a5c-ae1c-d89044441d46","name":"508-connected-scatter-plot-seaborn-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f3a4184c48b50931f9f670cfe576a830/ec333/508-connected-scatter-plot-seaborn-3.png","srcSet":"/static/f3a4184c48b50931f9f670cfe576a830/ec333/508-connected-scatter-plot-seaborn-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f3a4184c48b50931f9f670cfe576a830/21b1a/508-connected-scatter-plot-seaborn-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e3175ca2-d65d-5068-8752-ae7d79fba22b","name":"509-introduction-to-swarm-plot-in-matplotlib-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cadf05d8f05efb428fc2b73c890991bc/ec333/509-introduction-to-swarm-plot-in-matplotlib-1.png","srcSet":"/static/cadf05d8f05efb428fc2b73c890991bc/ec333/509-introduction-to-swarm-plot-in-matplotlib-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cadf05d8f05efb428fc2b73c890991bc/21b1a/509-introduction-to-swarm-plot-in-matplotlib-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bf97de99-e0ab-5693-8a6a-3775fb814168","name":"509-introduction-to-swarm-plot-in-matplotlib-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a08628697c715972fec1a5b139fd4d3e/ec333/509-introduction-to-swarm-plot-in-matplotlib-2.png","srcSet":"/static/a08628697c715972fec1a5b139fd4d3e/ec333/509-introduction-to-swarm-plot-in-matplotlib-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a08628697c715972fec1a5b139fd4d3e/21b1a/509-introduction-to-swarm-plot-in-matplotlib-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a2ffeca-d1dc-5f46-8e06-c4f76a619bae","name":"508-connected-scatter-plot-seaborn-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2614218f84c089b32fa9fd2e006447b6/ec333/508-connected-scatter-plot-seaborn-4.png","srcSet":"/static/2614218f84c089b32fa9fd2e006447b6/ec333/508-connected-scatter-plot-seaborn-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2614218f84c089b32fa9fd2e006447b6/21b1a/508-connected-scatter-plot-seaborn-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"626f98e2-c933-5c2a-aaf7-6f1e00b7a3f4","name":"50_Basic_Violin_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/65d86ecd92d86c495ca5d75d8b809286/ec333/50_Basic_Violin_seaborn1.png","srcSet":"/static/65d86ecd92d86c495ca5d75d8b809286/ec333/50_Basic_Violin_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/65d86ecd92d86c495ca5d75d8b809286/21b1a/50_Basic_Violin_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b693ad2c-9a1e-589a-bf91-78953ac218b0","name":"50_Basic_Violin_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c619290bcad0f79b82315ca96ac5112e/ec333/50_Basic_Violin_seaborn2.png","srcSet":"/static/c619290bcad0f79b82315ca96ac5112e/ec333/50_Basic_Violin_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c619290bcad0f79b82315ca96ac5112e/21b1a/50_Basic_Violin_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fcb5caa8-3366-51a5-8ec2-702105465374","name":"50_Basic_Violin_seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/de742b767392a2c018d67642769ed4f5/ec333/50_Basic_Violin_seaborn3.png","srcSet":"/static/de742b767392a2c018d67642769ed4f5/ec333/50_Basic_Violin_seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/de742b767392a2c018d67642769ed4f5/21b1a/50_Basic_Violin_seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"56ea1288-7566-51af-8624-8c235b4b3ba6","name":"509-introduction-to-swarm-plot-in-matplotlib-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/75ac7ba9a765248ed7b99ba3013e7c9a/ec333/509-introduction-to-swarm-plot-in-matplotlib-3.png","srcSet":"/static/75ac7ba9a765248ed7b99ba3013e7c9a/ec333/509-introduction-to-swarm-plot-in-matplotlib-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/75ac7ba9a765248ed7b99ba3013e7c9a/21b1a/509-introduction-to-swarm-plot-in-matplotlib-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"63616f77-6c9c-586b-aff6-58e751944373","name":"513-add-logo-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABS0lEQVR42qWUW46DMAxF2f8GOhvqMvpJpSIVSAJ2HD8ygsxAoY+ppvcjiiIfru04VPm57FfPAqr8garioFvlnEMIdV1fLpfz+dw0TYzxPqxSVeccAMStxnF0znnvy4qII2DnBiLCGIkohFCZWQihuL2WWRZd60fEipmv1+sOPp1OIYTbE4is284B4uQ8DEOBS2Pbtv06HI7HY855+ahs0cjqh7ESkbZtb52Zua7rvu9/HIhvs92krare+xc1szy+6Qlumqbrunca9gBOKQGAiEw1L43NWZ8P1grnnJ1zBV4kahD5LXhJG4j/NNzD4zgmlvv7eC/tvg9ABVQz4lfNU7M4O63OzFzmnkWQkqmaKcRESXJe34OZsQhQKtQEiwgixnnWETERAcC8jyEMfd8jIs2H3nsiSonKa6l2r3+3994DwH1AyeLjn8G/4W9vzp0D3KHAsAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/1f04a683c4c317f3ba9b623a60de28c8/ec333/513-add-logo-matplotlib.png","srcSet":"/static/1f04a683c4c317f3ba9b623a60de28c8/ec333/513-add-logo-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1f04a683c4c317f3ba9b623a60de28c8/21b1a/513-add-logo-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e11ba9e7-a4a5-5386-b984-ec794bb1486b","name":"514-interactive-line-chart-plotly-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/17e4b722fed12f6847afb1cee89bc6fe/ec333/514-interactive-line-chart-plotly-1.png","srcSet":"/static/17e4b722fed12f6847afb1cee89bc6fe/ec333/514-interactive-line-chart-plotly-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/17e4b722fed12f6847afb1cee89bc6fe/21b1a/514-interactive-line-chart-plotly-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a243df9f-7fab-5c88-8ad9-746cce3a82e2","name":"514-interactive-line-chart-plotly-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6fa45460b565cb223d7a6ad30bed375b/ec333/514-interactive-line-chart-plotly-2.png","srcSet":"/static/6fa45460b565cb223d7a6ad30bed375b/ec333/514-interactive-line-chart-plotly-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6fa45460b565cb223d7a6ad30bed375b/21b1a/514-interactive-line-chart-plotly-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cbfcb4c7-f7c7-5a53-9042-e38ae1679f99","name":"514-interactive-line-chart-plotly-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7351d10a6e1e9f71ac3fafbb19066bdc/ec333/514-interactive-line-chart-plotly-3.png","srcSet":"/static/7351d10a6e1e9f71ac3fafbb19066bdc/ec333/514-interactive-line-chart-plotly-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7351d10a6e1e9f71ac3fafbb19066bdc/21b1a/514-interactive-line-chart-plotly-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"56eabf2f-20cf-5e57-9f55-a7c3f3c0d94e","name":"515-intro-pca-graph-python-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/83646b0858a2c965284894aa888cf081/ec333/515-intro-pca-graph-python-1.png","srcSet":"/static/83646b0858a2c965284894aa888cf081/ec333/515-intro-pca-graph-python-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/83646b0858a2c965284894aa888cf081/21b1a/515-intro-pca-graph-python-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9cdd7fe9-c82a-5832-9805-d6719b2dd0c2","name":"515-intro-pca-graph-python-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/830439049414b37d6b3309d457113177/ec333/515-intro-pca-graph-python-2.png","srcSet":"/static/830439049414b37d6b3309d457113177/ec333/515-intro-pca-graph-python-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/830439049414b37d6b3309d457113177/21b1a/515-intro-pca-graph-python-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b883d85-54a9-5b4d-bea0-67215406d9f6","name":"520-interactive-barplot-with-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACm0lEQVR42q2U2U9TQRSH+Qcx+qBliVUfZNEUIYQUQlNANnF/IYIxUZHgglSqFIogGIM8GEIkbGqDtUB7u9xtljO3vauZUpE2xAf15vdwZ858c87MOXPKnH/4yv4PrJtWRtVKlJK50kphmFa0SIxt70BGyf2GbduiLBsXoaAMV0IEEYNEIKnAfgYEGaIJaOpA7gZ1cVnjsG1zWFFxJBpPyVpSYkmJZVQmYbafYjOLEFqA7R2WUVhKZrsC87Sjijp14aNWFHZOtxIi9xbPwOomXd2ic0vU20Oa/OTdMpUwN/1IQIMPVdYXw4TA91hSkCApw14KvD34rAfdH6N3H8D1Qfi0BiLipphwHJzL6ZJKEiIIEuwmoaUbu2rQeIgurcDkLN2IQErhplLPumHYtm2aJiJMkCCd99zSjSvr0PM3pOsWrr6EgnNEJvw40RI4LSqGYVJgsX1xeJRcvYNnPxDfAHbVctg3gE9fRMG3lBlMJmwvDZ724rDz9+0wzWruxKcuoNEA6byJz9QUYFctCoTJyjqdX6Kft2mj/whs53OFCY1EhbZ+XFGHnr0mHQWY+gb4zHiIenv5LhPT1NuDXbUlqbItTPXWPr7iafAQJgfwiynS1ocr69HLaXIc7NiiDK29fwsLadTWj6rqebRdtwvR+m/gKs7Q9mu4+jIKhGl+l1/lmS9sToNmXvGjcjd6NI69vbjcjUYmcHMXOnEOjQZwox+dPI/GJrHHh8rdavg9K3oYcUEKzsLwE3VtSw/N08GH0voXfWoOhkaUja/GZJgMjcib34xXM3DvsbwTM4tq27JswzBUpOYLLifKkuM4hmloGjiOk81lEUb85Rr6wU9pM7AsfoSjMgyL0uyxpj91koP867qhqPhwWNJJfgJFrAXiRkDocwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/5c0dcc0d5ff9bc1202feddb75d7b7e9f/ec333/520-interactive-barplot-with-plotly.png","srcSet":"/static/5c0dcc0d5ff9bc1202feddb75d7b7e9f/ec333/520-interactive-barplot-with-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5c0dcc0d5ff9bc1202feddb75d7b7e9f/21b1a/520-interactive-barplot-with-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"78fc8652-4ae9-5da9-aa71-a1c9fb6ac971","name":"515-intro-pca-graph-python-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6d004173952f523438280aa608b09261/ec333/515-intro-pca-graph-python-3.png","srcSet":"/static/6d004173952f523438280aa608b09261/ec333/515-intro-pca-graph-python-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6d004173952f523438280aa608b09261/21b1a/515-intro-pca-graph-python-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2576cded-fec8-5cfd-a707-6eeb82ac9e51","name":"51_Horizontal_violinplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2a1231873b49c4e8f1f361b8aea090d1/ec333/51_Horizontal_violinplot_Seaborn.png","srcSet":"/static/2a1231873b49c4e8f1f361b8aea090d1/ec333/51_Horizontal_violinplot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2a1231873b49c4e8f1f361b8aea090d1/21b1a/51_Horizontal_violinplot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e89c13a9-b05c-5ae7-9c57-8dc32487ab22","name":"522-plotly-customize-title","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/965839dc1de46a715c3d8a00066107ad/ec333/522-plotly-customize-title.png","srcSet":"/static/965839dc1de46a715c3d8a00066107ad/ec333/522-plotly-customize-title.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/965839dc1de46a715c3d8a00066107ad/21b1a/522-plotly-customize-title.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b8890a6-07d8-5d15-aaab-be32b47e0e1a","name":"523-plotly-add-annotation-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/02c5dcf8453add26919edf69975f8d90/ec333/523-plotly-add-annotation-2.png","srcSet":"/static/02c5dcf8453add26919edf69975f8d90/ec333/523-plotly-add-annotation-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/02c5dcf8453add26919edf69975f8d90/21b1a/523-plotly-add-annotation-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4997fb80-dd63-5dc3-a57d-e6ef61b285a4","name":"523-plotly-add-annotation","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4a3af1b17754b9964b03ddeef080a495/ec333/523-plotly-add-annotation.png","srcSet":"/static/4a3af1b17754b9964b03ddeef080a495/ec333/523-plotly-add-annotation.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4a3af1b17754b9964b03ddeef080a495/21b1a/523-plotly-add-annotation.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7758832a-e868-5750-b2a2-c0715c6e316a","name":"524-area-over-flexible-baseline_square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c06b980df6bc63536a515e5ad6692f30/ec333/524-area-over-flexible-baseline_square.png","srcSet":"/static/c06b980df6bc63536a515e5ad6692f30/ec333/524-area-over-flexible-baseline_square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c06b980df6bc63536a515e5ad6692f30/21b1a/524-area-over-flexible-baseline_square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4333c23f-874d-5177-bca9-759e11eb56a5","name":"527-introduction-to-histogram-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f655ece1385379eda0a39c6d6149445d/ec333/527-introduction-to-histogram-with-pandas.png","srcSet":"/static/f655ece1385379eda0a39c6d6149445d/ec333/527-introduction-to-histogram-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f655ece1385379eda0a39c6d6149445d/21b1a/527-introduction-to-histogram-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ea919557-d568-59b4-8f1a-654f1424f302","name":"525-line-chart-log-transform","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABWklEQVR42qVU13KEMAzk/3+UAYdDbnJRcUIZwjVyM9kXNJbWu9iSu/YKeo/2Bl37BzpVlRNUNec8jmPf98MwGGP6vh/H8ShgFl3LFnIIAQC8926F9x4AzIppmowxwzBM0+Scs9Z650PwXzeYAVS1M8YQkYgQEa84LGymtmBPsdhYLJYYo4h0zrla65Y+eeNzwLJYzZVuIcdcVQURFzIiElFr7RC5E9x/T2NemMTSmopqSmkhb5/tes5XdQSi6hL5TCq/BTnnXZmZ35Ez8Rxrocfdd/KFciwEWHgV1M/JLGJTjYXO/fWCfLatu1WZYyn89iBeK6u2kMmlyuvKR+SttLIAVqz8cNrt2rYIZ1bAyqLPV/WHcsSl45hZ12Y6GuthZs4tuHcYEWFKJWfnXEqplIKIzrlSSghhnmdE3BYBoKwAAGvt3Tw/OwQARHwukGMk//UYXOSu36Af8jfUsZxhyf9m8wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/adfc74e63ec038be86c81db998b18a84/ec333/525-line-chart-log-transform.png","srcSet":"/static/adfc74e63ec038be86c81db998b18a84/ec333/525-line-chart-log-transform.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/adfc74e63ec038be86c81db998b18a84/21b1a/525-line-chart-log-transform.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b97544a-f9b4-5790-b507-efce87c92198","name":"528-customizing-histogram-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3f9246a3145526756ec6a9babbcdf24c/ec333/528-customizing-histogram-with-pandas.png","srcSet":"/static/3f9246a3145526756ec6a9babbcdf24c/ec333/528-customizing-histogram-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3f9246a3145526756ec6a9babbcdf24c/21b1a/528-customizing-histogram-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b88ac61e-10c7-59f4-a979-10f64aa209d3","name":"529-multi-group-histogram-pandas-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/07acdd350c2078f7b263e0ce93abe9b2/ec333/529-multi-group-histogram-pandas-1.png","srcSet":"/static/07acdd350c2078f7b263e0ce93abe9b2/ec333/529-multi-group-histogram-pandas-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/07acdd350c2078f7b263e0ce93abe9b2/21b1a/529-multi-group-histogram-pandas-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b5e58123-814c-5780-9d1a-de67ef1b7290","name":"52_Custom_violinplot_Appearance_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/273d39ff42a95083ef925401c71dc87f/ec333/52_Custom_violinplot_Appearance_Seaborn1.png","srcSet":"/static/273d39ff42a95083ef925401c71dc87f/ec333/52_Custom_violinplot_Appearance_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/273d39ff42a95083ef925401c71dc87f/21b1a/52_Custom_violinplot_Appearance_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"577b8674-ea2c-56dd-a49a-f7255db8e480","name":"52_Custom_violinplot_Appearance_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9949202ced3a271d6d4c67c5727770c5/ec333/52_Custom_violinplot_Appearance_Seaborn3.png","srcSet":"/static/9949202ced3a271d6d4c67c5727770c5/ec333/52_Custom_violinplot_Appearance_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9949202ced3a271d6d4c67c5727770c5/21b1a/52_Custom_violinplot_Appearance_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7b4cf9f3-6dd2-5ecf-b428-6f122d90b52d","name":"531-customizing-linecharts-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a033ff057afb6ec52a44f0c95861d03b/ec333/531-customizing-linecharts-with-pandas.png","srcSet":"/static/a033ff057afb6ec52a44f0c95861d03b/ec333/531-customizing-linecharts-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a033ff057afb6ec52a44f0c95861d03b/21b1a/531-customizing-linecharts-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7512dbc0-69a4-56d0-b53d-d370f9b47c3d","name":"530-introduction-to-linechart-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABv0lEQVR42qVUSY7jMAz0/9+XWxvJYQaZLHa0mIskamlIbLiNRgNzCA9GmXKpSqSpqb0RU631LbJ13ji/LMu6rohIRPo8AgAYrz0TmJ3fmHl6Ph5/rre78fM8Xy4XZo4xElEcgYgxxhCCAkkRAG8GHsYDbBMze+/VRs5ZT5Fz1oyItNZqrZrxnP5ZZCklZyKajDHrupZSRCTGmEf8ALUUDuHuad26r9aqmpqIyBhTay2lpJRyzgrKCP10C/Hva6MotfalWmtKqZN3ZdURkV2wpyS9INwdhRBq/XKnm3ZyCME5pwcTkVKKgtZqLuVu0WDUjLrTKohIJ1trX6/XQXmcVRLHdDVogdoQDCH09EEZAKaU0lFZgQW+O5bct9zL8Yuyc06Vpesl5Hiz9HQ4Kvd1+F+VOxkAjDGllFbr4ulmqVuXdGzV3sWfZEQ0xrbWRlVxuP5ulYKc8xF8t2pZFmuMwbhsnEe1j33+DxkRH89l9SipO2HmEAIAcOiAqHeYmQFAgf7kiLht2yQi5/N5zA9+fHzgiMv5zETe+9PppCM1z7NuMc+z8nPO03Ee9E/Yx4CIrtfrcVR0ab8CprduknfInz4AkLWugaFBAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/cbaf43abbaaa83990284760a73d2446f/ec333/530-introduction-to-linechart-with-pandas.png","srcSet":"/static/cbaf43abbaaa83990284760a73d2446f/ec333/530-introduction-to-linechart-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cbaf43abbaaa83990284760a73d2446f/21b1a/530-introduction-to-linechart-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6fffa8c8-a9f2-5d68-a17e-c4d1421e7502","name":"533-introduction-boxplots-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA00lEQVR42rWUyY7EIAxE8//fmWNQFOwy8eCYUTe5sbQmrakbKh62vLCUqfytkbuUL3TDVyN3zzmv6xpCuHpy9xdsZsysqmejCreWqjLzC66HbmIAzKxrpZQWdz+OYwSLyAwupeScn8OTyDHGkXXD+lZrM3MkYkBE+nAIYVQwocN/xBRg6sNENMpNAL/MLAP4c8EiUSQi5hkM4DzPblWI6EPBnrfK3SfPf5iweiOl5O7t6O/7LiJdC8BSV0pE2q1Q1W3bai9a9448UQiBmf/zM3gG/wJtFZ+IO1NWXgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/c2e702745bc7814e7e349573a148503e/ec333/533-introduction-boxplots-matplotlib.png","srcSet":"/static/c2e702745bc7814e7e349573a148503e/ec333/533-introduction-boxplots-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c2e702745bc7814e7e349573a148503e/21b1a/533-introduction-boxplots-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"51bc2aca-6283-5d99-95f3-c81b9901a9c4","name":"532-linecharts-mutliple-groups-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/732823b7907c3a68e24aee3ce68c74a8/ec333/532-linecharts-mutliple-groups-with-pandas.png","srcSet":"/static/732823b7907c3a68e24aee3ce68c74a8/ec333/532-linecharts-mutliple-groups-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/732823b7907c3a68e24aee3ce68c74a8/21b1a/532-linecharts-mutliple-groups-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0fb96eb7-49cd-5742-89db-f2b36121b7a6","name":"536-customizing-scatter-plots-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e33b052b1b16d697e4d7772fb51ef34b/ec333/536-customizing-scatter-plots-with-pandas.png","srcSet":"/static/e33b052b1b16d697e4d7772fb51ef34b/ec333/536-customizing-scatter-plots-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e33b052b1b16d697e4d7772fb51ef34b/21b1a/536-customizing-scatter-plots-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"41028878-8022-5f50-84f6-a535d7b263b4","name":"535-introduction-to-scatter-plot-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ef32b94fa7ee885035ac800ef6db93a3/ec333/535-introduction-to-scatter-plot-with-pandas.png","srcSet":"/static/ef32b94fa7ee885035ac800ef6db93a3/ec333/535-introduction-to-scatter-plot-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ef32b94fa7ee885035ac800ef6db93a3/21b1a/535-introduction-to-scatter-plot-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61c61cbb-502d-5701-905b-39fca2e6e8b1","name":"538-introduction-to-barplot-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACxUlEQVR42qWT3UsUURjGD7FSaEkTgVkXXtVN9G900x9hUGHS7sXqCmtYkNhF4EURXXRpiTlbzrq6hRSCV4WKQUYfkLrajTs7szs7M+ecOXM+Y2Z11YqI+jEXZ17m4XnfZ94D1C5C7jx/DxBC4BgpmZRUSor2ASFEB9lfARXLcp1axcWDxvs+fWm4uApxwCglYQTGmJDGMYaGGEUVxli9XgeMcUFJyUat13Vw+WlnXx6FTCkl4/4551IemIQx1qhEzj6EIUabVaRl8omU3nWrCEkkFkJKKRljonGKUUpRSoUQSikIIbCrVey7GzbU+qdakpNdQ7MeDpUUjHHKOA4ICSnfRQjR6FlK6fv+bttV3JY2QO9k580iCnmzbfHntiuWBb36huVr/UbD2UVECY5JmFvZevJ27dlSyUVEcE5ZBCGk0bnneQAHhBJcqqJj/Qa4MXlmqOgTqpRyMdXSBrg20ZZ6vmHBKLx41AMzB4SwWHw0Fp9uigN6MjtzKKm3Z/Ile0/MGZNNsWXbjcCO908ldgIjSkkHkY5soSWpaxljveIppXBIr4wvXnwwf+nRwpdtlwboN4HB+D97AdMGCqBXb0sbG7FzwPi5oSK4Mt7SM7m0WVOMgJrjoF8DU6IGg1PZwuGkfiJjrJmuUhIG4YWRuSMpvT09tViyWRAvCSV4q4a1gXwileu6/XLHmbCOwdmWVE4bmC7ZSClFmDh/93UimWtLG8vfnciZMhYGaM30WnsmQPdYZ/pF7CwdGGhJHXSPtfZMfCu7UUJBeDZbAN1jiavj79YtThDAGEPPMx1/dG51eHr54fxn14chCeo+vP/m08jMyujcx3LNpSTwIXq88PVOfvneqw8l0yEYgebqcM4tc/vAfZXSMrc557tv0WJZZjkMyc59bn5JKCtXLL5vGSkXZbNC2Z5YKlWuWJiEP4v/gf8S/wBqWAboA7IVOgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/ca164b641801b0f1479479ebeb0bfed9/ec333/538-introduction-to-barplot-with-pandas.png","srcSet":"/static/ca164b641801b0f1479479ebeb0bfed9/ec333/538-introduction-to-barplot-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ca164b641801b0f1479479ebeb0bfed9/21b1a/538-introduction-to-barplot-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"856be492-45bf-54d0-858f-27b728e3cd90","name":"537-scatter-plots-grouped-by-color-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2d23b4e60c123c4627f9559dd7f8636d/ec333/537-scatter-plots-grouped-by-color-with-pandas.png","srcSet":"/static/2d23b4e60c123c4627f9559dd7f8636d/ec333/537-scatter-plots-grouped-by-color-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2d23b4e60c123c4627f9559dd7f8636d/21b1a/537-scatter-plots-grouped-by-color-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7f168a3-3fed-56e2-959a-4f0d1c84f1df","name":"53_Custom_violinplot_color_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/94508d7162c1c078edc22bfec5d8a583/ec333/53_Custom_violinplot_color_Seaborn1.png","srcSet":"/static/94508d7162c1c078edc22bfec5d8a583/ec333/53_Custom_violinplot_color_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/94508d7162c1c078edc22bfec5d8a583/21b1a/53_Custom_violinplot_color_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12583ae5-114c-5584-8d1d-190e3cc7da27","name":"539-customizing-barplot-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/71c736166270501d340ee04589702889/ec333/539-customizing-barplot-with-pandas.png","srcSet":"/static/71c736166270501d340ee04589702889/ec333/539-customizing-barplot-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/71c736166270501d340ee04589702889/21b1a/539-customizing-barplot-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6503fb9a-d1f2-57c7-9571-0243314e71a1","name":"53_Custom_violinplot_color_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ca37e22d2c7f6197d9ce4e37c01de0fe/ec333/53_Custom_violinplot_color_Seaborn2.png","srcSet":"/static/ca37e22d2c7f6197d9ce4e37c01de0fe/ec333/53_Custom_violinplot_color_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ca37e22d2c7f6197d9ce4e37c01de0fe/21b1a/53_Custom_violinplot_color_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"726dfa46-b101-5f1f-9cc3-1ffaa92557dd","name":"53_Custom_violinplot_color_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/be42eb2a29aa0c60f1d20d83fcbbba55/ec333/53_Custom_violinplot_color_Seaborn3.png","srcSet":"/static/be42eb2a29aa0c60f1d20d83fcbbba55/ec333/53_Custom_violinplot_color_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/be42eb2a29aa0c60f1d20d83fcbbba55/21b1a/53_Custom_violinplot_color_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"58bf4328-2561-5a62-8798-610ee97c00aa","name":"53_Custom_violinplot_color_Seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/511e78aca1407f829ca79081f60137a3/ec333/53_Custom_violinplot_color_Seaborn4.png","srcSet":"/static/511e78aca1407f829ca79081f60137a3/ec333/53_Custom_violinplot_color_Seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/511e78aca1407f829ca79081f60137a3/21b1a/53_Custom_violinplot_color_Seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"21202573-1761-51cc-81ce-11a3f71cf567","name":"540-barplots-grouped-by-color-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/064666c28c0f3da82eda6a22f0802a3c/ec333/540-barplots-grouped-by-color-with-pandas.png","srcSet":"/static/064666c28c0f3da82eda6a22f0802a3c/ec333/540-barplots-grouped-by-color-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/064666c28c0f3da82eda6a22f0802a3c/21b1a/540-barplots-grouped-by-color-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cead5a47-7ad1-5979-90e3-54af1b2e33f7","name":"542-custom-boxplots-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAz0lEQVR42u2S0Q7BMBiF9/5vIsgSL+CGRIyNbqGGqg3RbV1m2tmCTlI3IkWExI0v5/bknJz/18oP0P7m75qF1CuzuKMUojyJ8ix1EkoUyUJG7ULWA37fwD0D983lMT8qkjOeFDlHMwAhpJQSSRxHjjltAK/WdevWXG+73mIVRWEgoZTOpi7Z+tohS4vigBdjhBBjLJHwjLk21g1UaY2qnUm9Cckm3O/TnYQx5nnLgKwf1k4pHzpr2/KB6YPBSl37ZtZ3Ec9OdZ38qv9v/9x8AcR3mYhefSuBAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/a1d96851fea92ef0ed6fbe7d6d2bac12/ec333/542-custom-boxplots-matplotlib.png","srcSet":"/static/a1d96851fea92ef0ed6fbe7d6d2bac12/ec333/542-custom-boxplots-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a1d96851fea92ef0ed6fbe7d6d2bac12/21b1a/542-custom-boxplots-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fc2cdfe2-948e-5fdf-9d21-89bfc5db9d77","name":"541-waffle-chart-with-additionnal-grouping","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b6216f0ef9198d06e08154e2e5c37f7/ec333/541-waffle-chart-with-additionnal-grouping.png","srcSet":"/static/9b6216f0ef9198d06e08154e2e5c37f7/ec333/541-waffle-chart-with-additionnal-grouping.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b6216f0ef9198d06e08154e2e5c37f7/21b1a/541-waffle-chart-with-additionnal-grouping.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ccf55665-359a-5e9e-90f9-29186370bf03","name":"54-grouped-violinplot-Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3e42a5baf3dbdd8406384bfaffdc0aec/ec333/54-grouped-violinplot-Seaborn2.png","srcSet":"/static/3e42a5baf3dbdd8406384bfaffdc0aec/ec333/54-grouped-violinplot-Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3e42a5baf3dbdd8406384bfaffdc0aec/21b1a/54-grouped-violinplot-Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e7ef359f-edd5-5494-9592-c4eaebbfc08f","name":"547-stacked-barplots-with-pandas-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/56846884b02e6f776ae084d19519a357/ec333/547-stacked-barplots-with-pandas-1.png","srcSet":"/static/56846884b02e6f776ae084d19519a357/ec333/547-stacked-barplots-with-pandas-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/56846884b02e6f776ae084d19519a357/21b1a/547-stacked-barplots-with-pandas-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8142bf66-27c1-53e0-ac92-43b2f9fa9186","name":"547-stacked-barplots-with-pandas-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAADU0lEQVR42o2R3W8UZRSH5x+yhHS70NqKrSSiohfVCCQEEyBYEiKWrkUsYstuv2yDVULXiPVCeuVuC20vSFbhotqSeFGQxNAYd7t01053PnZn3/edj/drjpmZplmrF/4yV8+cJ+c3ZxQA8H1fCCF9iB4hpAgjpb9D5L+IkFJKhRBSrdUQQqSm1fUtbG4TjEkYXNV3CKoTYgekFhBkqAQjy7IUhFDNqnPq4O9OmZNd1s2jolryAXzB8WyPOdlVmzrCy0/DgpL8cMmc6KzdOCw2fiVUKADguJ6gDrr1pjG0rzbeJs3nAACS49vHjaF91ZEWsfkYQht/f9YYbKom94v8is0h2KwbBnNtK/2OljpgTnQxvSgBBPOsmVNa6oAx1kGLawHhvD57XkvFjZFW+ucK9oQSlLFt7tnWdLeWbDE/f1kYwWZfsPrMST0Zq4628XCzLyW6875+vdkcjvP8is18RUqBSSDT9FGSanImWqVZ9P+njMPa1HV+/qr3/mcnfho9jbWyD8AZrc28V0kdNMZeosXHUW00e15PtZgjB1lUGwA813U89vZoLt6b7byyWNJxuEd4M8dw8gV7tFmW1qKDoTs92lCzkYqL/GpwMIyxaRi26x0fz7Unsq9eXXxeqQMAZez29NdDA9eGB68XNzYg3DzxzfzZy1+e++Tm0/UNRj1FSGkT4rj03bFcW1/28MDipoYAgHF57MYvTb1Lsf77awUz+HfSP5de3X9pIZZYWlnXfO4pvg+Obf+XLE5PPXixL9P58d3fCnokX0gvt/Zl2j+ae7ReCWRCSFT7xHiuo6G2R9mZqYcdiewrV+49yWsAwLn4IL3cnsge6p9/9EwV1IkO5jge6x7OxT7MHLq8sKkFB+NCnpx8ELuYaUvcfVIwwntBz63l5ouZeO/c6rMKCKpIKatVs2ahM1/8+Pqn893JpfxfhmAeJvaF6YevXZ1/a3Bh7Y8tyaltO/3fLh8ZmHvj2r3V30uujQKZUiqEIC5VNQM7Hhc7cTymVnRkuzxEXAiP8a2KbmE7IkHtKL7vb6uqEAIaoqoqpXR3AAC2t1XP8yKiNI6Wy2XOeSMplUqu6zbK5XJ5l/xD3jWjOYRQoVDQdX3PTPR2r7wnUkrG2J4Paczf/8TwNKrec14AAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/14bf1c44e0bfd3eda6f078bf9d667c82/ec333/547-stacked-barplots-with-pandas-2.png","srcSet":"/static/14bf1c44e0bfd3eda6f078bf9d667c82/ec333/547-stacked-barplots-with-pandas-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/14bf1c44e0bfd3eda6f078bf9d667c82/21b1a/547-stacked-barplots-with-pandas-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"62c25ed2-aa77-5135-9aa2-0f8eb628a31d","name":"543-grouped-boxplots-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/94cceb63bc735bec3f4b4e763bc8eb46/ec333/543-grouped-boxplots-matplotlib.png","srcSet":"/static/94cceb63bc735bec3f4b4e763bc8eb46/ec333/543-grouped-boxplots-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/94cceb63bc735bec3f4b4e763bc8eb46/21b1a/543-grouped-boxplots-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a52c72c-a6cd-596e-9e5f-059b05803c8d","name":"54_Grouped_violinplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/042aa0957c5b2847a5d96cf3e35cbf08/ec333/54_Grouped_violinplot_Seaborn.png","srcSet":"/static/042aa0957c5b2847a5d96cf3e35cbf08/ec333/54_Grouped_violinplot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/042aa0957c5b2847a5d96cf3e35cbf08/21b1a/54_Grouped_violinplot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"87ede479-c9e5-5c72-ace9-8ddf154fb0d3","name":"548-intro-candle-stick-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ffc9950947f23a7774f7e948a958c9e6/ec333/548-intro-candle-stick-matplotlib.png","srcSet":"/static/ffc9950947f23a7774f7e948a958c9e6/ec333/548-intro-candle-stick-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ffc9950947f23a7774f7e948a958c9e6/21b1a/548-intro-candle-stick-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b2301b2-265a-5428-9188-1dc7db3e290a","name":"549-candle-stick-with-moving-average","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a967a8cd965f7ec78f4628b5a22bcbe2/ec333/549-candle-stick-with-moving-average.png","srcSet":"/static/a967a8cd965f7ec78f4628b5a22bcbe2/ec333/549-candle-stick-with-moving-average.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a967a8cd965f7ec78f4628b5a22bcbe2/21b1a/549-candle-stick-with-moving-average.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a6687251-2a4e-5379-b561-cb91846c536c","name":"551-student-t-test-visualization-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c6babbf9d85e9084d6ab65ee96dbf2fb/ec333/551-student-t-test-visualization-1.png","srcSet":"/static/c6babbf9d85e9084d6ab65ee96dbf2fb/ec333/551-student-t-test-visualization-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c6babbf9d85e9084d6ab65ee96dbf2fb/21b1a/551-student-t-test-visualization-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"301b98ff-51b6-5075-9d58-a706734ad9a2","name":"551-student-t-test-visualization-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABq0lEQVR42qWUzYrUQBDH8zxePXjwEbz7Jp68CR5ELx4EERFfQvDrKnh0WHRgYBNmkoA9m/RMp1LV3x2ZdDZmZjag7P8Qujv5df+rUtVJdwsl0wkRSSlVLyKKg7gyPkMIf2EAiKtSyjzP0zQty3Kz2aS9iqJI03S9XsdBlq01MYIr0YAQ4gCHEFyvuGvoNXUUp0Zr13XF5w+rLx9//PyVXl4mRPSPERJJ6wxyh3tjnYUGBjg611qfHzgOoAXr7DRBA7xcLheLxWq1EkLMncwZxwZvgLfbLWOMc17XdXznva+qSgix47umEbtm9/zes3cP3x6M+HAEnyuEAABEBACIiBKf3nny+sGrIxgRx6i01kqpOdvZRcYy1m98bHuAFRG2czAiOuduiDnmVRrTkpyDlVLGmPGkacyHBfH9Jf/2QtuhZrz31tr53z6Bbdc17+/zN3eL3zXnNWNsv99XVTW1Ogv7rqu/Pr769MhfZ/ukSGfh+J3SBv+jWmloDGut90FKQmzHPjlR9DKmAwCStm3ltfJeckZ5npdlOU4R8egyMMac9MZU5yWU3OYa+gMx+YdQmdhotQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/1c417f3562823141207ecde33ff8e8ae/ec333/551-student-t-test-visualization-2.png","srcSet":"/static/1c417f3562823141207ecde33ff8e8ae/ec333/551-student-t-test-visualization-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1c417f3562823141207ecde33ff8e8ae/21b1a/551-student-t-test-visualization-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12126e81-6e83-514e-8a87-a6210a127d35","name":"552-table-combined-with-plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/05266036dd613c43e7fd608844edc6f5/ec333/552-table-combined-with-plot.png","srcSet":"/static/05266036dd613c43e7fd608844edc6f5/ec333/552-table-combined-with-plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/05266036dd613c43e7fd608844edc6f5/21b1a/552-table-combined-with-plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"11384f24-e620-5e99-bed4-aa8a6dbf0bbb","name":"553-intro-candle-stick-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/292fe96bfb58d1d0a5fc626da12c5938/ec333/553-intro-candle-stick-plotly.png","srcSet":"/static/292fe96bfb58d1d0a5fc626da12c5938/ec333/553-intro-candle-stick-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/292fe96bfb58d1d0a5fc626da12c5938/21b1a/553-intro-candle-stick-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b4b6c121-5f15-576f-8de6-e66570bd2399","name":"554-custom-candle-stick-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5bd1befcc337316581e88a52037a295b/ec333/554-custom-candle-stick-plotly.png","srcSet":"/static/5bd1befcc337316581e88a52037a295b/ec333/554-custom-candle-stick-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5bd1befcc337316581e88a52037a295b/21b1a/554-custom-candle-stick-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5d8331ed-c20e-57f4-ae02-20926cffc352","name":"555-candle-stick-with-moving-average-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9e631987315a6c2f8c5b5c8d8f9ba617/ec333/555-candle-stick-with-moving-average-plotly.png","srcSet":"/static/9e631987315a6c2f8c5b5c8d8f9ba617/ec333/555-candle-stick-with-moving-average-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9e631987315a6c2f8c5b5c8d8f9ba617/21b1a/555-candle-stick-with-moving-average-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"47bc7327-8311-593d-814a-b715618b7324","name":"556-visualize-linear-regression-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f9728ce4e236dc0b3c240e42b4c83340/ec333/556-visualize-linear-regression-1.png","srcSet":"/static/f9728ce4e236dc0b3c240e42b4c83340/ec333/556-visualize-linear-regression-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f9728ce4e236dc0b3c240e42b4c83340/21b1a/556-visualize-linear-regression-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8c2f7223-b560-5562-83d0-9975d7437e08","name":"556-visualize-linear-regression-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/63b67488fd6bf5e7f3687f5682189569/ec333/556-visualize-linear-regression-2.png","srcSet":"/static/63b67488fd6bf5e7f3687f5682189569/ec333/556-visualize-linear-regression-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/63b67488fd6bf5e7f3687f5682189569/21b1a/556-visualize-linear-regression-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a6cb7360-d406-5ac1-bf48-f06507d7d0c7","name":"557-anova-visualization-with-matplotlib-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7ab1015d34ea8aeefec9796d2ff16259/ec333/557-anova-visualization-with-matplotlib-1.png","srcSet":"/static/7ab1015d34ea8aeefec9796d2ff16259/ec333/557-anova-visualization-with-matplotlib-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7ab1015d34ea8aeefec9796d2ff16259/21b1a/557-anova-visualization-with-matplotlib-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cf9ae4ad-47ac-5956-9080-146b91a7f6a2","name":"557-anova-visualization-with-matplotlib-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e08028f4e1b09c0c6a4e3833a84642fd/ec333/557-anova-visualization-with-matplotlib-2.png","srcSet":"/static/e08028f4e1b09c0c6a4e3833a84642fd/ec333/557-anova-visualization-with-matplotlib-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e08028f4e1b09c0c6a4e3833a84642fd/21b1a/557-anova-visualization-with-matplotlib-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"39a12991-ff65-5cc0-97bf-9003c9742220","name":"558-waffle-bar-chart-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/088e809d53e2a12fe11531f2ccbe2f45/ec333/558-waffle-bar-chart-1.png","srcSet":"/static/088e809d53e2a12fe11531f2ccbe2f45/ec333/558-waffle-bar-chart-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/088e809d53e2a12fe11531f2ccbe2f45/21b1a/558-waffle-bar-chart-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0262be1-489a-5ce4-b9f1-3254e7a7b849","name":"557-anova-visualization-with-matplotlib-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/66a28453f8621705d6356fcafe965571/ec333/557-anova-visualization-with-matplotlib-3.png","srcSet":"/static/66a28453f8621705d6356fcafe965571/ec333/557-anova-visualization-with-matplotlib-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/66a28453f8621705d6356fcafe965571/21b1a/557-anova-visualization-with-matplotlib-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"95f2482c-a883-583c-9a98-f0430ba9c4f7","name":"558-waffle-bar-chart-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/426d93810d39a32999784ed70e002869/ec333/558-waffle-bar-chart-2.png","srcSet":"/static/426d93810d39a32999784ed70e002869/ec333/558-waffle-bar-chart-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/426d93810d39a32999784ed70e002869/21b1a/558-waffle-bar-chart-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0ec8300e-74b1-518b-ab8a-26929e9116a5","name":"55_Specific_order_violinplot_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fca761b0011421ddb566511156b9e586/ec333/55_Specific_order_violinplot_Seaborn1.png","srcSet":"/static/fca761b0011421ddb566511156b9e586/ec333/55_Specific_order_violinplot_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fca761b0011421ddb566511156b9e586/21b1a/55_Specific_order_violinplot_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c38b14fc-f291-5bee-80ff-429c50c3527d","name":"55_Specific_order_violinplot_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1037bb2b03dcadbf167fbc014916f5d2/ec333/55_Specific_order_violinplot_Seaborn2.png","srcSet":"/static/1037bb2b03dcadbf167fbc014916f5d2/ec333/55_Specific_order_violinplot_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1037bb2b03dcadbf167fbc014916f5d2/21b1a/55_Specific_order_violinplot_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"81272ee8-fe04-5bbe-ada1-bfa141ba8152","name":"560-introduction-plottable","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABsklEQVR42qWUy7KjIBBA/f/fS5WLVAWNKc0lEZH3o0Gmkp4wiXMXU3fORhtsODRgU/6DBh/GmNPppJRalqVtW0JI3/eHw6Ft21LKPM+EkBCC9/5yuYzjeD6fY4y/k2OMjDHvvdb66+uLMXa/38dxpJSWUqy18zzDk3VdpZTruqaUGinlsizruiqlhBBKKWOMeqKfcM611tZaIQRm4jfGmAYA4pMQgtaaMaa1ro0I5/x2u2E7AEgpKaV/tEspOWfn3DzPxphdYZZlmabJOYehUqrvewBocs7pRX6RPtm2DUevn5VStm1rtheY5r2PMWJfJcZorQUADAHAGPMoWHUDAO89pVQptdPmnA/DoLWu2oQQ51yzk/xWG9vf31GhqcII1jl/klKKMb4PHWN8JO+0x3EkhOCaa5dzruu6qg0AXdeFEPYFw5l3Bcs548w1DCHknP9pq3CR32xVdUspWWsZY9baXbWttX3fCyHqLToej9baZufmnNtp4yKllCGEeos45z88YRjutUMIeDH/PiTX67Weec75NE2Pmd+TvfdSStR+RwhBKa0XQwgxDMNH8g9+Q78AZAqQHqYRhlsAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/5af143b06b5ebe5e21ee374134f54095/ec333/560-introduction-plottable.png","srcSet":"/static/5af143b06b5ebe5e21ee374134f54095/ec333/560-introduction-plottable.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5af143b06b5ebe5e21ee374134f54095/21b1a/560-introduction-plottable.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2b85c17f-1ab8-5401-a282-b5e27f2b4e70","name":"561-control-colors-in-plottable-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6c301919a91ac2581f54b6df4597401c/ec333/561-control-colors-in-plottable-1.png","srcSet":"/static/6c301919a91ac2581f54b6df4597401c/ec333/561-control-colors-in-plottable-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6c301919a91ac2581f54b6df4597401c/21b1a/561-control-colors-in-plottable-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"01f6d3a5-0620-59b7-a66a-8f29f98d8eab","name":"561-control-colors-in-plottable-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f20ae901b4b82ec9d35b8cd192979653/ec333/561-control-colors-in-plottable-2.png","srcSet":"/static/f20ae901b4b82ec9d35b8cd192979653/ec333/561-control-colors-in-plottable-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f20ae901b4b82ec9d35b8cd192979653/21b1a/561-control-colors-in-plottable-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4fa877cc-3b1f-5e2e-805c-9011b3bf1350","name":"561-control-colors-in-plottable-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3c715b96271d13bdb8ca8f0af4c1a2a6/ec333/561-control-colors-in-plottable-3.png","srcSet":"/static/3c715b96271d13bdb8ca8f0af4c1a2a6/ec333/561-control-colors-in-plottable-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3c715b96271d13bdb8ca8f0af4c1a2a6/21b1a/561-control-colors-in-plottable-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aff804eb-6943-5d7d-ba98-90c3aa9a58de","name":"561-control-colors-in-plottable-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a772033c2703ff98385dbaaadfb7dff0/ec333/561-control-colors-in-plottable-4.png","srcSet":"/static/a772033c2703ff98385dbaaadfb7dff0/ec333/561-control-colors-in-plottable-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a772033c2703ff98385dbaaadfb7dff0/21b1a/561-control-colors-in-plottable-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19708990-412e-5075-9efe-93f65ecf7606","name":"561-control-colors-in-plottable-5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9ceacdb18d07b38208ff02955c7ccda4/ec333/561-control-colors-in-plottable-5.png","srcSet":"/static/9ceacdb18d07b38208ff02955c7ccda4/ec333/561-control-colors-in-plottable-5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9ceacdb18d07b38208ff02955c7ccda4/21b1a/561-control-colors-in-plottable-5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a94890c9-cd99-5fc6-ba5b-73ce2d044eaa","name":"562-add-images-in-plottable-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAB00lEQVR42qWTz6rqMBDG+yr6yII7QfEN6sKN4EIQV0VQaAUtVIj0KNbWZtL8aZK5aDg9VbheDvdbzUwa8puZr579FgDc73cXI6KUsixLzjki1nVdliUAlGUppWSMucDDp6y1hJA4jt1NRBRCJElyuVwQUSlFCDkej3EcA8DX11cURXmee0VR5E9RShljTVoUBQBQSl1MKQUA90FVVVprxpinviWl5JxLKd8qTSyEAABjDCFkPp//YDtRSl2T7YoxpmktjmNEHA6H3W73er16tiVjjH3VW0UphYhZlq3Xa2utpz/KGNOOHUKe52EYGmNesAGgrusmlVKez2cH7B4Mw1AI4ft+r9cLguAFu67rNqfWWgjR3nye50qp3W63WCySJPH+BvkBmzF2Op0ePbexOeda6ya11jLGmrSqKkKI1no2m/X7/f1+/4/LnPO259I0VUotl8vJZLLZbH6NbZ5y0/kZmPOw1vptse2d3243RIyiaDAYCCHeHeZs0GBXVdVga6232y0ijsfjTqeTZdkvsN043EYZY49pf7ZnuwtjjONKkmQ6nb7/GAAghGg77HQ6tVd1OBwAwPf90Wi0Wq1eLjeTa9QYw526l9M0DYLg0TP+h/4AQfN+CQMU8xgAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/7f3c5210e6aebf2a3b6b85028cb3f3a3/ec333/562-add-images-in-plottable-2.png","srcSet":"/static/7f3c5210e6aebf2a3b6b85028cb3f3a3/ec333/562-add-images-in-plottable-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7f3c5210e6aebf2a3b6b85028cb3f3a3/21b1a/562-add-images-in-plottable-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"80bcad5d-bc4d-598e-a373-60a101e29e62","name":"562-add-images-in-plottable-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af4e05cfbb81a903802270270e4fb1ce/ec333/562-add-images-in-plottable-1.png","srcSet":"/static/af4e05cfbb81a903802270270e4fb1ce/ec333/562-add-images-in-plottable-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/af4e05cfbb81a903802270270e4fb1ce/21b1a/562-add-images-in-plottable-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a615db88-0192-59c3-88b8-5721223a76ab","name":"563-graph-in-plottable-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9cfd4d3bfaa13f4e52ffa31837eae305/ec333/563-graph-in-plottable-1.png","srcSet":"/static/9cfd4d3bfaa13f4e52ffa31837eae305/ec333/563-graph-in-plottable-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9cfd4d3bfaa13f4e52ffa31837eae305/21b1a/563-graph-in-plottable-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bcd120b8-0e58-596a-b713-ba4d8bbef9b6","name":"563-graph-in-plottable-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABmklEQVR42qWUUW/bIBSF/f9/zZ72sqdpL1OraZq0bG2IkiZbkhlsbEhtE+6FO2Fi6tBqq9TzYPnj+IrDBVwQkR9Fk16PBb1Bofh4PG42m77v49But1utVsYYInLOL5f36/V6GIbo1nW93W4vxdZaKaUQous6ALDW1nXNOe/7fsQzF5UQVXQB4HQ6SSmttQBQSCmbpknPHJtW8kNdHppWRbeepJQKsYUQjLHUhiccRw73X+4+f3Bgc5eoiFFjjKgrRGcfGyMewJ4BcO4iYuG9N8ZorRHROZcjUSdL1TbOk3M4d733l9iLxQIRU7AJQ7Zfi5vvn94799wdY8e3FPsa0YGhswbEzA2xiUhrzTmPma/RBRT7/XbtQvuu3MshkVKWZZnOXYYnrX/v9wCQuaE4NoaIcFKG3iF5/6IbZq6qijGWGjbDcZ9/3t59u003Y/5xKB6GQSmV1pxh1/C2bdMqknuJ/S85B2aATr1ohpk554yxdNGecJzqz/Lrj4/v8DzkboyN4x6m4hwfpREP6eTP3Tf/DP6j6Xo9L/4LNWOKnbR/WjAAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/24171f0871f187c1773c6600ee0509e7/ec333/563-graph-in-plottable-3.png","srcSet":"/static/24171f0871f187c1773c6600ee0509e7/ec333/563-graph-in-plottable-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/24171f0871f187c1773c6600ee0509e7/21b1a/563-graph-in-plottable-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6f8d4f05-54f6-53e6-a5ca-1a3b33ecba2b","name":"563-graph-in-plottable-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/62845f141c5bc2750d812aed59406938/ec333/563-graph-in-plottable-2.png","srcSet":"/static/62845f141c5bc2750d812aed59406938/ec333/563-graph-in-plottable-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/62845f141c5bc2750d812aed59406938/21b1a/563-graph-in-plottable-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2d87d93c-a609-5b10-ac31-48038d372137","name":"563-graph-in-plottable-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/74685c883f7dbb9f5a603592a4112de2/ec333/563-graph-in-plottable-4.png","srcSet":"/static/74685c883f7dbb9f5a603592a4112de2/ec333/563-graph-in-plottable-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/74685c883f7dbb9f5a603592a4112de2/21b1a/563-graph-in-plottable-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19a5d1a7-67d8-526c-8738-e5d08546d8c7","name":"563-graph-in-plottable-5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3d8d25e53e45b5d25b8faa0470ac6786/ec333/563-graph-in-plottable-5.png","srcSet":"/static/3d8d25e53e45b5d25b8faa0470ac6786/ec333/563-graph-in-plottable-5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3d8d25e53e45b5d25b8faa0470ac6786/21b1a/563-graph-in-plottable-5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5f107e73-758e-51fe-9c2b-34f014e34132","name":"58_Number_of_obs_on_violinplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6adb1e66f67cbc421c3c1311811c71cc/ec333/58_Number_of_obs_on_violinplot_seaborn.png","srcSet":"/static/6adb1e66f67cbc421c3c1311811c71cc/ec333/58_Number_of_obs_on_violinplot_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6adb1e66f67cbc421c3c1311811c71cc/21b1a/58_Number_of_obs_on_violinplot_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e38bd035-583e-5292-9cd7-eff4636b28b5","name":"5_custom_space_between_bars","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABxklEQVR42q2VTUsjQRCG86P0IKsoeFlP/oMV9DcIevOwfsTNIQcPCiJ6EQ8SdCPKssnuqmFZjR8JooKXmIARTCbMTPfE+ejuV2rIzppNxCSkoZimu+aZfquqa0Lo8gj9nSilIIRo25QUkFI0AjnnYIyhWq3CsqyWTTc5TMbgOE49kDbpi60MVXsKqTC+nkbiuggIx1/3gYZhQNM0X3Y7QE8q9M0lsZ3OA8r9B/Q8z5crpWwbOBT5idh5HpCvgJ1KJuDglyZACijJ7uSETYGU2Uql0j1gp5Ldt4CUFNM0u3dCgpXL5aBsWqmeZ1egoFk1YKFzyVTMNA6uHjEc+YX+8A/sXBDQqQfS1YOS0Ksu7jX+LjCefUDffKI5kCQ/lcq+48bve4wupVoAFvFhIdkcSLHTDdN3XEvlMBI9akgA+fgdqRbgvWwR/eEkBhbfkGwyjoLG8Xn/Fh+jxwFQ1gAzX28QTdwF67uZB/TMJtA7l0Ts7L+keK6LUqmEqa0TTKymMLn5J2hPjGIrHExvnSIcz/gvCtfG92wen5YPMbZyhG+XuXog1R8ZXT/OLei6UddwaY/gtm0HvjQ3DBOMcdi209hgu/ULeAGKH/fWrzX4cAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/ef338f5dd2c20b1440b4952187f3cc12/ec333/5_custom_space_between_bars.png","srcSet":"/static/ef338f5dd2c20b1440b4952187f3cc12/ec333/5_custom_space_between_bars.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ef338f5dd2c20b1440b4952187f3cc12/21b1a/5_custom_space_between_bars.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eb027062-1b4b-5cf9-82a6-e136138a414f","name":"5_custom_width_of_bars","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2586738962d97c6ae8ccd50a8d9d505b/ec333/5_custom_width_of_bars.png","srcSet":"/static/2586738962d97c6ae8ccd50a8d9d505b/ec333/5_custom_width_of_bars.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2586738962d97c6ae8ccd50a8d9d505b/21b1a/5_custom_width_of_bars.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"34cf7c63-efa8-5fce-9f80-ceb66f53d644","name":"6_change_texture","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8d92ac4d3f9fae771c380754f97ce53a/ec333/6_change_texture.png","srcSet":"/static/8d92ac4d3f9fae771c380754f97ce53a/ec333/6_change_texture.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8d92ac4d3f9fae771c380754f97ce53a/21b1a/6_change_texture.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a78704a8-91ac-5c1b-a06d-24a00d64239e","name":"70_Basic_density_plot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0fcbf3dc2c9aee3b29778ce8d64abf50/ec333/70_Basic_density_plot_Seaborn.png","srcSet":"/static/0fcbf3dc2c9aee3b29778ce8d64abf50/ec333/70_Basic_density_plot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0fcbf3dc2c9aee3b29778ce8d64abf50/21b1a/70_Basic_density_plot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"38bb1cf6-98f6-5a76-b94f-77283955b326","name":"71_Shaded_density_plot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3c0ea6a8f991471260b4570d8a46be8a/ec333/71_Shaded_density_plot_Seaborn.png","srcSet":"/static/3c0ea6a8f991471260b4570d8a46be8a/ec333/71_Shaded_density_plot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3c0ea6a8f991471260b4570d8a46be8a/21b1a/71_Shaded_density_plot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f6113475-ac4b-503e-9b78-1199b6b69012","name":"73_Control_bandwidth_densityplot_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/43fbe058a8ee6b89985b29d59ac3d984/ec333/73_Control_bandwidth_densityplot_Seaborn2.png","srcSet":"/static/43fbe058a8ee6b89985b29d59ac3d984/ec333/73_Control_bandwidth_densityplot_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/43fbe058a8ee6b89985b29d59ac3d984/21b1a/73_Control_bandwidth_densityplot_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9200456c-5115-53de-af90-bd631dfafe52","name":"72_Horizontal_density_plot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c6c24eefa2c0c6666697c54642a039d1/ec333/72_Horizontal_density_plot_Seaborn.png","srcSet":"/static/c6c24eefa2c0c6666697c54642a039d1/ec333/72_Horizontal_density_plot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c6c24eefa2c0c6666697c54642a039d1/21b1a/72_Horizontal_density_plot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d28b7dc5-3d67-5638-b0c7-e833d8e08a20","name":"73_Control_bandwidth_densityplot_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/780b10236a7fbb2b3d9b76c6318cbced/3f279/73_Control_bandwidth_densityplot_Seaborn1.png","srcSet":"/static/780b10236a7fbb2b3d9b76c6318cbced/f054e/73_Control_bandwidth_densityplot_Seaborn1.png 750w,\n/static/780b10236a7fbb2b3d9b76c6318cbced/3f279/73_Control_bandwidth_densityplot_Seaborn1.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/780b10236a7fbb2b3d9b76c6318cbced/4f03f/73_Control_bandwidth_densityplot_Seaborn1.webp 750w,\n/static/780b10236a7fbb2b3d9b76c6318cbced/d6f60/73_Control_bandwidth_densityplot_Seaborn1.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"76ff6db7-c521-5eb7-ac86-034449b7cc02","name":"74_density_plot_multi_variables","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e70af56026655cbe74907d5a065c0da6/ec333/74_density_plot_multi_variables.png","srcSet":"/static/e70af56026655cbe74907d5a065c0da6/ec333/74_density_plot_multi_variables.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e70af56026655cbe74907d5a065c0da6/21b1a/74_density_plot_multi_variables.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"221c2acd-dc86-50c0-be53-3062b4343b7a","name":"7_custom_axis_name","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/95f837f6049fcc4007828b632ff6385c/ec333/7_custom_axis_name.png","srcSet":"/static/95f837f6049fcc4007828b632ff6385c/ec333/7_custom_axis_name.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/95f837f6049fcc4007828b632ff6385c/21b1a/7_custom_axis_name.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e9c45006-3afa-5d7d-8999-144b3fdc0534","name":"7_custom_label","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1f9671590151762501520634e0fccfba/ec333/7_custom_label.png","srcSet":"/static/1f9671590151762501520634e0fccfba/ec333/7_custom_label.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1f9671590151762501520634e0fccfba/21b1a/7_custom_label.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d6fb9078-2a98-5c40-95be-89a35120bfd7","name":"7_increase_margin","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b86917cda2b700268201b52008fe66cb/ec333/7_increase_margin.png","srcSet":"/static/b86917cda2b700268201b52008fe66cb/ec333/7_increase_margin.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b86917cda2b700268201b52008fe66cb/21b1a/7_increase_margin.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"72f0c164-da25-5c09-9d79-43a49c4ad317","name":"80_bivariate_kernel_density_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4ea14e6a13029f998460879ea3e197b7/ec333/80_bivariate_kernel_density_plot2.png","srcSet":"/static/4ea14e6a13029f998460879ea3e197b7/ec333/80_bivariate_kernel_density_plot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4ea14e6a13029f998460879ea3e197b7/21b1a/80_bivariate_kernel_density_plot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb327e59-8b2c-54fc-b4d4-25d68cd03641","name":"82_seaborn_jointplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/09ca3360e7578afa8bd2a2b90fa0ca1c/78120/82_seaborn_jointplot1.png","srcSet":"/static/09ca3360e7578afa8bd2a2b90fa0ca1c/78120/82_seaborn_jointplot1.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/09ca3360e7578afa8bd2a2b90fa0ca1c/18bed/82_seaborn_jointplot1.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e896d6f4-4f88-5fd1-a4b1-45fdbee50ca7","name":"82_seaborn_jointplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4ebcc3d60105e0f25fa240702838276c/78120/82_seaborn_jointplot2.png","srcSet":"/static/4ebcc3d60105e0f25fa240702838276c/78120/82_seaborn_jointplot2.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/4ebcc3d60105e0f25fa240702838276c/18bed/82_seaborn_jointplot2.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"45ccf810-1c20-51a8-a152-fd5c87a1661f","name":"82_seaborn_jointplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/68f94b7cb42ecba75c8a60048d5948a6/78120/82_seaborn_jointplot3.png","srcSet":"/static/68f94b7cb42ecba75c8a60048d5948a6/78120/82_seaborn_jointplot3.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/68f94b7cb42ecba75c8a60048d5948a6/18bed/82_seaborn_jointplot3.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"01a68d5e-3c54-5dbd-849e-53d457f04b5c","name":"82_seaborn_jointplot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/34e9192810f9d5e7599aee0af01daae1/78120/82_seaborn_jointplot5.png","srcSet":"/static/34e9192810f9d5e7599aee0af01daae1/78120/82_seaborn_jointplot5.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/34e9192810f9d5e7599aee0af01daae1/18bed/82_seaborn_jointplot5.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8412d8a8-65ac-5242-b32f-426bd934a373","name":"82_seaborn_jointplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsSAAALEgHS3X78AAAD9ElEQVR42o2U248URRTG5x/0xUTjk08mPuiTCQ8+EaMvxHBRSdSIGBMwSsCIoCwBdl1cWLMo7IVZZqZnpufSM32pvld193TP7vxM1yC76IuVnJyqpM9XX3/1ndPg+ZrN5uRFhfJnpIOMXJUUZUVRVahpjjQVRTmnqL/LqhcxPzjk+Gr8swkDhRdLhqsOzQ8NjG+HdC+P6H43pnWuT+vTPta2jzOM8SKJF6Q4IiHPy38BLpabaKowr07oXRxhfGLSOdvHOGdinDV17p4fYJw2Gf4wwd4KsLd83P2IWTn/L8OiyMlkSTyUxGNJMlEkdkYwkIQDRWpnROMUzwzxzRi/GyGMEGGGGlDLlZccHBwuAefzOVGUIUKJCCR+JAkzxf66i7ntEyqFNfXpdIeMLBdrKhhaLoOxQxLn+EJh2/XvV0ca1oCuk+L7Eqsbs3/bpr3u6gs8J0V4UhcuQ+qzEBIZFAg7xXGPASqliCKF8GrAlOk04dmGR78Z0rzrENTMRYrnpTr7YpndKCV1c3w7xRUJRVHRWCwWRwzdBD/LaP5qs/HlgMc/Tej/5WspapY1YB2BVAx2Ah5+PkC0U5zt4MWLa4ZlWRGrXBfv/jzl1okWD78w6f0p8ANJmCrNMkgUVieiuWLjBZKplRCZCmvV1WzzrKSRpikylaRZTn8n4P6FIVde3+HGiRbNVYexEfHbqS7tRz6OnWi29jRZyhNK7YD+NyNsM9SN0HAch6osiVXB5tcD7p3pcfv9NsYTn6jMaG167K7Y3PnA4O6ZPuvnTTpbQrtAJJLEUpiXxthWtAR0HZdExQx2I9ZOdrj+5h4PTvcZtUK2Lo/Z/LjH7j2H9ZMdrr66za33Wuz9YtOuH+2xjwxyehdGdC4OSQeKxmxWcsicwW7I4x8txsOY7iMf0wi5/s4+199ucuW1Hb5/Y4fbHxl090M2PjN58NWQ9qaHigs6p/sYl0fkaXnkw0TlWp8oUxq0ueawcqLFlbeecuPdfe6c6tFrhzhWgu2m7K3YtB56qCDXGk57IcV8fuTDMJBEUmFsetw/1aPzu8u1V57w9KZN656jf7G95mrz168+7cdalvpRxjcdPSyK/BjDOMnYX60LXa1dfy/gj0sjvESxfc2iueZqq3juc4PXLZpI4pFi+kDg+umRDw8ODrSxJ6MY100x2xFO3W6hpL/ts3lxyGQYa5ssu+UIWIYFYpK83Hp5nhPHOUEkEU7Ks7vO0tCBIooz0qLQue7zIKhD6X0dSs10bX3JbHZsOCy1zKiqirzMda7PURQRBhFBEFJVc315PZ2KomA2m5Flua5dLA6p27ixPCxeGpKLw+W5LhTCQwihgf/P+htRJ8UrL56YpwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/3edb45b6557ac4a1366a34b6275098ee/78120/82_seaborn_jointplot4.png","srcSet":"/static/3edb45b6557ac4a1366a34b6275098ee/78120/82_seaborn_jointplot4.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/3edb45b6557ac4a1366a34b6275098ee/18bed/82_seaborn_jointplot4.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c4928f84-609b-5bff-8904-8302d1591d4f","name":"82_seaborn_jointplot7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsSAAALEgHS3X78AAACcUlEQVR42o1UuaoqQRT0G/QjTPwRA3NDFfwIMTAQM8VEEEzETxBBDEwMXFBREPd9x33ft3OpfrT2jPfxXsPhzPR0V9epOj0Kko3X68Xy6XSi9XpNq9WK5dvt9rXmt6H4DWyz2VCj0aBWq8Wi2WyyvNvt6F9DIQIhL5dLqtfr1G63vwKgk8mEDoeDhPEX4PP5pNFoRN1ul23s9/vU6/UkgflyuUyVSoVlHFqtVtnaL8DtdkuLxYKOxyMLMBADc9BxPB4zTRHz+ZxmsxkjAUISQGxCqcj7/Z5pxQPvPOSH4X04HErKV3BHOSBAkGEMTp9Op+95+QGYhxzX61UKiM0ckIPlcjmKRqNMp78xxlpoy92HqQwQJ4iA+Xye3G43eb1eKhaLbDOqQMgBO50O0/YNCHQIDFOwASX6/X7S6/Vks9koHo9TNptljCEBDORaI8Nl9OnlcvlTMsDwEc5B5EKhQHa7ncxmM/l8PopEIuR0OslgMJDVaqVEIsEk4Sw54GAw+ACiWQGIBalUilwuFwPxeDxkMplIo9GQSqUirVZLgUCASqXSmylMAfNarcZaS/F4PBhdAGIBSsbHZDJJDoeD1Go1KZVK0ul0DAwHornBUiwZoPf7/eMyNMQC6AjwTCbDWBqNRrJYLBQMBtltAjMwkZd8Pp8/bYMX0WXokU6nKRwOUygUolgsxu4xN0I0BW0DySRtA6fFm8KvIq4WNAIY11jsR942qErS2BwQHzgD3nc8frvjvBpoJwHEXQRtMIIpYuYBxuIcnhEwQ/zhvv+HOAVMoCeecTpuEAwQDcMcuoL/E0V2X39s+UBLAQxyQMP/GT+SUcoBD2jyvAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/61830208e9f2a71e3bdc342093874671/78120/82_seaborn_jointplot7.png","srcSet":"/static/61830208e9f2a71e3bdc342093874671/78120/82_seaborn_jointplot7.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/61830208e9f2a71e3bdc342093874671/18bed/82_seaborn_jointplot7.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"875a0bb3-c237-565d-b36e-a80127073cc6","name":"82_seaborn_jointplot6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/253e339ff08c2e0600cdbb1683a61339/78120/82_seaborn_jointplot6.png","srcSet":"/static/253e339ff08c2e0600cdbb1683a61339/78120/82_seaborn_jointplot6.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/253e339ff08c2e0600cdbb1683a61339/18bed/82_seaborn_jointplot6.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6572a6ae-79e9-5b21-a44d-392c54263749","name":"82_seaborn_jointplot8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5115d38a0de576df43cc26df12c9f764/78120/82_seaborn_jointplot8.png","srcSet":"/static/5115d38a0de576df43cc26df12c9f764/78120/82_seaborn_jointplot8.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/5115d38a0de576df43cc26df12c9f764/18bed/82_seaborn_jointplot8.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b781062-4259-5bbe-bfc1-215540d329b2","name":"83_2D_Histogram_matplotlib_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4989a742456278daaa9d14b3ec63a47f/ec333/83_2D_Histogram_matplotlib_1.png","srcSet":"/static/4989a742456278daaa9d14b3ec63a47f/ec333/83_2D_Histogram_matplotlib_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4989a742456278daaa9d14b3ec63a47f/21b1a/83_2D_Histogram_matplotlib_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d67c0d46-d08a-583c-8d62-4a4f1b69b435","name":"82_seaborn_jointplot9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e07ae94ca53af8b2022eccbc15653f9d/78120/82_seaborn_jointplot9.png","srcSet":"/static/e07ae94ca53af8b2022eccbc15653f9d/78120/82_seaborn_jointplot9.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/e07ae94ca53af8b2022eccbc15653f9d/18bed/82_seaborn_jointplot9.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7decd3aa-e171-56e2-9638-f90d14fa85b4","name":"83_2D_Histogram_matplotlib_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/696b45928da0b415e41d085f954a1bbc/ec333/83_2D_Histogram_matplotlib_4.png","srcSet":"/static/696b45928da0b415e41d085f954a1bbc/ec333/83_2D_Histogram_matplotlib_4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/696b45928da0b415e41d085f954a1bbc/21b1a/83_2D_Histogram_matplotlib_4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ed02e0ad-05d6-563e-a421-af450ca465b7","name":"83_2D_Histogram_matplotlib_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0e9a0a250dd704d42726b596cb57db84/ec333/83_2D_Histogram_matplotlib_3.png","srcSet":"/static/0e9a0a250dd704d42726b596cb57db84/ec333/83_2D_Histogram_matplotlib_3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0e9a0a250dd704d42726b596cb57db84/21b1a/83_2D_Histogram_matplotlib_3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cea7f9ad-5ca1-53af-95a5-71558372b359","name":"83_2D_Histogram_matplotlib_6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/68f9d289dcff3659163fbf5a38d7c183/ec333/83_2D_Histogram_matplotlib_6.png","srcSet":"/static/68f9d289dcff3659163fbf5a38d7c183/ec333/83_2D_Histogram_matplotlib_6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/68f9d289dcff3659163fbf5a38d7c183/21b1a/83_2D_Histogram_matplotlib_6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"45d268cc-399b-5d55-8b6f-bd80d8bca0c4","name":"83_2D_Histogram_matplotlib_5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/909801be94d3684b1fb50ad9db094669/ec333/83_2D_Histogram_matplotlib_5.png","srcSet":"/static/909801be94d3684b1fb50ad9db094669/ec333/83_2D_Histogram_matplotlib_5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/909801be94d3684b1fb50ad9db094669/21b1a/83_2D_Histogram_matplotlib_5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"921d77ae-d65d-5de5-960c-435a7daeb8bf","name":"83_2D_Histogram_matplotlib_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2b92b03237ed2f655ae8b6f62c2bbb6e/ec333/83_2D_Histogram_matplotlib_2.png","srcSet":"/static/2b92b03237ed2f655ae8b6f62c2bbb6e/ec333/83_2D_Histogram_matplotlib_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2b92b03237ed2f655ae8b6f62c2bbb6e/21b1a/83_2D_Histogram_matplotlib_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b8cc912c-cae5-547f-adcb-788126a8c895","name":"84_hexbin_matplotlib_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/98241a98d434f17c49eb3c1f0ab76c36/ec333/84_hexbin_matplotlib_1.png","srcSet":"/static/98241a98d434f17c49eb3c1f0ab76c36/ec333/84_hexbin_matplotlib_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/98241a98d434f17c49eb3c1f0ab76c36/21b1a/84_hexbin_matplotlib_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bf3a1401-5da9-539e-bb77-0a82fc2f6285","name":"84_hexbin_matplotlib_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/66c187d4b31bdc0e2837ddee5a78de62/ec333/84_hexbin_matplotlib_2.png","srcSet":"/static/66c187d4b31bdc0e2837ddee5a78de62/ec333/84_hexbin_matplotlib_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/66c187d4b31bdc0e2837ddee5a78de62/21b1a/84_hexbin_matplotlib_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a027975-9ab9-5864-a3cc-bdd93ca070b3","name":"84_hexbin_matplotlib_5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b0169358c06e3b75cb68f608c3e5ebb3/ec333/84_hexbin_matplotlib_5.png","srcSet":"/static/b0169358c06e3b75cb68f608c3e5ebb3/ec333/84_hexbin_matplotlib_5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b0169358c06e3b75cb68f608c3e5ebb3/21b1a/84_hexbin_matplotlib_5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"23c816ab-88f8-53f7-8fa2-e432eb94a2d0","name":"84_hexbin_matplotlib_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2f5e8138eae48c6cd0f3726fe17d11c4/ec333/84_hexbin_matplotlib_3.png","srcSet":"/static/2f5e8138eae48c6cd0f3726fe17d11c4/ec333/84_hexbin_matplotlib_3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2f5e8138eae48c6cd0f3726fe17d11c4/21b1a/84_hexbin_matplotlib_3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c397b73d-d754-500b-a835-f56479f863af","name":"85_2D_density_plot_matplotlib_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAC6klEQVR42q2Vz2sTaRjHn3cytQ4Ki4h42pteBEEUXPa8B8+27qH6B+gmWxDEtVaaJmlVPIhCtYT1IupBWQTR9aJQvYi4BXdxV2i77qFsatJqmiaTmSTTyXyWd5I2rbHrDxz4zjPDO+9nnueZ9/2O8IUP0SfHcSgWi9RqHo5TwXWrnyQ9LwiCFrBarTIzM0O16gJ+qCBYbLteK5ZKRWy73AI2oA5jY/9w/vxTRkfHuXTptw9onJGRZ6TTf/D2bRnXdVrActnF82xisTuIHMU0TyFy8n/Uh1I6nsCyEkxOzuJ5lRawUCjiuvP09t4PJ3R2DhGJJN+jFJFIIoymmUQkycaNZ5tAtwWs13VDPaLRe+HbTTOFSOIdJRE1gMhpRH5GqauIXMCyhpmamludoe/XCYLK2kCVQhn9KLmImH8h63Mo9QiRFJZ1msnJd4CN5ZInFvs17MsqoEqgVB+ibmB0zyEHQayXKDkbjlvWGSYmPqrkJGLEMWQQ2fKEb68/YPfrF8jOf1EyhDIGERkMM2wruQGsrQDqCQMoGUa2/008Hmc8s5fNP0whchkVOYVSqbWBlUqNclmXfD8EdnTotw9j7HrJuRNHmDj6Fd/EHiJyDUP6wuyVSiwD20r2fZ1hlWhU9/AnOnRme/5k9EWU39M72HbwMWJebcIa/V0JbPsoq3t4DFk/ztdjrzn8apRN3z1FZATD6G/0tfmxVgLbSi6XHRxnnh977yJyhXV7PMxDAbL1OYYMETEHMIwUhpFcll7oGrxhw5n2he15PvW6TTSqs3mF2TmHyC+IHA97KtLftv0aW68Py4q3bz3tPL5vk06/Yd++HN8fGKPrwE26u2/R1fV+6bH9+2/S03ObTKbQdKomcGFhgUwmw+JijXrdJQh09EJ70tLX2qYasb587/uNqJ2mVLJbQNd1mZ6eplQqkc3myOfnyefzzM7OUigUyGaz4VgulwvNeOW9Nmb9jG3bq/1w6Vhy3s/9BfwHZeCJqSKGdLoAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/496ca47577ad942414373632f66b24f8/ec333/85_2D_density_plot_matplotlib_1.png","srcSet":"/static/496ca47577ad942414373632f66b24f8/ec333/85_2D_density_plot_matplotlib_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/496ca47577ad942414373632f66b24f8/21b1a/85_2D_density_plot_matplotlib_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0d23fb4a-6193-5a3e-a9f3-3e5b5a360ccd","name":"84_hexbin_matplotlib_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f026ec5924aff78f74e505d77979a753/ec333/84_hexbin_matplotlib_4.png","srcSet":"/static/f026ec5924aff78f74e505d77979a753/ec333/84_hexbin_matplotlib_4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f026ec5924aff78f74e505d77979a753/21b1a/84_hexbin_matplotlib_4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"36194e8d-d882-5dbd-a2df-ed90a6eeb6fb","name":"85_2D_density_plot_matplotlib_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5d48db92ad58a6551187232461480587/ec333/85_2D_density_plot_matplotlib_2.png","srcSet":"/static/5d48db92ad58a6551187232461480587/ec333/85_2D_density_plot_matplotlib_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5d48db92ad58a6551187232461480587/21b1a/85_2D_density_plot_matplotlib_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7b0d3905-6e37-50e9-b071-90108ef4c8b0","name":"85_2D_density_plot_matplotlib_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3a9c4e8009282072dc05b4b71ee03531/f1bb3/85_2D_density_plot_matplotlib_3.png","srcSet":"/static/3a9c4e8009282072dc05b4b71ee03531/f93c4/85_2D_density_plot_matplotlib_3.png 750w,\n/static/3a9c4e8009282072dc05b4b71ee03531/f1bb3/85_2D_density_plot_matplotlib_3.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/3a9c4e8009282072dc05b4b71ee03531/a42be/85_2D_density_plot_matplotlib_3.webp 750w,\n/static/3a9c4e8009282072dc05b4b71ee03531/e8580/85_2D_density_plot_matplotlib_3.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"e51ff198-feef-55a9-a609-5184164c9e83","name":"86_2D_density_plot_explanation-300x71","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5e975cb7f2d387c920c5ec9b421cb132/4979d/86_2D_density_plot_explanation-300x71.png","srcSet":"/static/5e975cb7f2d387c920c5ec9b421cb132/4979d/86_2D_density_plot_explanation-300x71.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/5e975cb7f2d387c920c5ec9b421cb132/1d297/86_2D_density_plot_explanation-300x71.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.2366666666666667}}}},{"node":{"id":"7c98f8b6-d93e-55a3-a183-f53b98719206","name":"8_confidence_interval","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/965d398e6bbe02dde30d32804d0caf13/ec333/8_confidence_interval.png","srcSet":"/static/965d398e6bbe02dde30d32804d0caf13/ec333/8_confidence_interval.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/965d398e6bbe02dde30d32804d0caf13/21b1a/8_confidence_interval.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"dd40d004-c6a5-5856-bd4d-0d34e3deb018","name":"90_Input_format_for_heatmap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/07d5cd14847ba8ab662273a1854f0463/ec333/90_Input_format_for_heatmap1.png","srcSet":"/static/07d5cd14847ba8ab662273a1854f0463/ec333/90_Input_format_for_heatmap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/07d5cd14847ba8ab662273a1854f0463/21b1a/90_Input_format_for_heatmap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5762e954-432b-5849-b2df-ad77cca5c674","name":"90_Input_format_for_heatmap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6dd8b05ddd1ea836535c6b8ac9639ab0/ec333/90_Input_format_for_heatmap2.png","srcSet":"/static/6dd8b05ddd1ea836535c6b8ac9639ab0/ec333/90_Input_format_for_heatmap2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6dd8b05ddd1ea836535c6b8ac9639ab0/21b1a/90_Input_format_for_heatmap2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d14a4fc2-a4de-5c47-a7e7-8976410eeb63","name":"90_Input_format_for_heatmap2bis","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/183641076da3eac58b98a9b8089d1b7a/ec333/90_Input_format_for_heatmap2bis.png","srcSet":"/static/183641076da3eac58b98a9b8089d1b7a/ec333/90_Input_format_for_heatmap2bis.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/183641076da3eac58b98a9b8089d1b7a/21b1a/90_Input_format_for_heatmap2bis.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"227a3c2f-6df0-593e-9bd1-5bbbd7d4a27a","name":"90_Input_format_for_heatmap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/812856fb2ba946bbf8558d62126e754b/ec333/90_Input_format_for_heatmap3.png","srcSet":"/static/812856fb2ba946bbf8558d62126e754b/ec333/90_Input_format_for_heatmap3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/812856fb2ba946bbf8558d62126e754b/21b1a/90_Input_format_for_heatmap3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"299ac5c0-1b04-584c-9aa0-8df25631a0c2","name":"91_Custom_heat_control_lines","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ffaa45eaf0794f88dd103a51662a59e0/ec333/91_Custom_heat_control_lines.png","srcSet":"/static/ffaa45eaf0794f88dd103a51662a59e0/ec333/91_Custom_heat_control_lines.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ffaa45eaf0794f88dd103a51662a59e0/21b1a/91_Custom_heat_control_lines.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eae85c02-4cf8-5cc1-b7f9-87eff15700e7","name":"91_Custom_heat_annotate_cells","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/da320d50870c60a0ea1cfd5130153b9d/ec333/91_Custom_heat_annotate_cells.png","srcSet":"/static/da320d50870c60a0ea1cfd5130153b9d/ec333/91_Custom_heat_annotate_cells.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/da320d50870c60a0ea1cfd5130153b9d/21b1a/91_Custom_heat_annotate_cells.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"181c99e7-e2d4-5ada-b987-116f2d05024d","name":"91_Custom_heat_hide_axis_label","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/70cac61c035d74adc0c22bb1478dc2f0/ec333/91_Custom_heat_hide_axis_label.png","srcSet":"/static/70cac61c035d74adc0c22bb1478dc2f0/ec333/91_Custom_heat_hide_axis_label.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/70cac61c035d74adc0c22bb1478dc2f0/21b1a/91_Custom_heat_hide_axis_label.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d0d70931-5f42-5616-93e7-cd254dd4da3a","name":"92_Control_color_heatmap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEQElEQVR42q2Ue1BUdRTHd6bpH/+orEb7Q8cpa1TSMf9IUmuwB2ZOpaaNTWGTVqYxYVOaDY6Mj0ZFZRBDTFZWXAEXRRbcZXncfUCwPFYhkecKruAKAuEDZBf27t37abi7qBl/du7cOefe3z2f+/ud75mjImSyDIGAPBopXpZDsRy6Q2vKFVob9cH4oan4n00V/DOYhDY0GXaGpS726Btw9jTS5Wsmu7mFHecb2HHYTk+vE2tPB3muFqCT8poWSmxXlPwxjkqSgkHcQRurNxzlb28NL3yTTUlDHvY+AyszL/DMpvPMeD+V1jYzSS0VbK00ABUkp9n4LaFQyff7A6EdhmqQ03aNnbUFVLjyCVuUTKuzjONnTTwdmc7bcQZGxNGdtAMXab5bSNm9GrQ59fx+4qKSL0kh4GiRCUBt/1WKek00dwuELT7GAcHCOq3A5E25RKQKHLLXcK7zL47p9ezLSMc84OCUoZlD6Q6QvUhjR1boItwabKLjnhFXVwVzP9QQnlpEmNrG3GNWlpkrmbjfzApLKbO/TCH8swSMvQ7SBCdJ+U3BIz+oYSg4ml3H9CV/sPCjNCbPTSEis4yZ8cVEJxZyy9fElkoLjoFiBgIGErMzWbXFiLrSRVJZ+/hAtbWJKVGnmLVMQ+wBHe/sPMGkVceJ2afnpq+aXxxWdp88QUZtLhs154hcfRrNZTcJVW0wPERIW1RKKaUAed0dLFIbeHOTjkHRRuTKzTwxaSvfxmVR2mckxm5h2htxzPw1k7A9uSxdkszpZjfqps6gKCFxVYrzy9TdaafAbeKyq4TIpCKmzY9lwgfJfGew0C8ZyO2ycKO3nFidwFNrdSz/0ch51w101x8DjrWNqbqKXWfUnKm38doRgSmfJDPtZx1fFP6JpjSHbWkp5DmsROeW89x6Le+t02K+2Ymh4yqSx8sYRzXWP7v26lDNiGF6vJUVQhmzEs28lWUjUmfl+bUZPDk1imdXpbJAV8WrO9TMC9+Go8dFdV+70nYPgSFRjlQ2MXFDOi8u0zI7xYZqQSwbDiZSN2hBaDBy2qIh/CstEyPimTAnmvnv7sXZ3861+0GVlX4OHjmoTo7bzfL0C6yJPslL2028/ul2DmoP4/ILuD3FnO0U+CEhm4/X7+eVBRuZt3g33YNtdA02MjTgVZAPGlsWAzT2t2Lv09PSa+DlqCwuOo2YeszE15dQ4C5iYU45VbcKuIfAT0cOMXVODHe9V7kvtuIX+TdQ9AUY8nVSd9tMhtNEcW05n3+/i+P6TPKrS4n4OoX5OaVYu/O5L1txOHM5W3SKEX8Honx9bKI+BI74JOA2HYONZF+7BFwnauNhzugLqa9vZOnaLDZXXOFSvx2f1IBEIyL1yPJdAvKd/wKDvR1gyONhZGQEn0/E4/Eg+v14h4fxj3qvV3knBSREUVS+GXfAPvrw6Dh/fLSPN+7HA/4Dv183oMyPWnYAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/e6436b205fb9d711f512061dd69f2ba2/ec333/92_Control_color_heatmap1.png","srcSet":"/static/e6436b205fb9d711f512061dd69f2ba2/ec333/92_Control_color_heatmap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e6436b205fb9d711f512061dd69f2ba2/21b1a/92_Control_color_heatmap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"68700240-3b73-5401-8326-372eac2b3490","name":"91_Custom_heat_hide_colorbar","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/72d444addca5a89853085ae9318cbd4d/ec333/91_Custom_heat_hide_colorbar.png","srcSet":"/static/72d444addca5a89853085ae9318cbd4d/ec333/91_Custom_heat_hide_colorbar.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/72d444addca5a89853085ae9318cbd4d/21b1a/91_Custom_heat_hide_colorbar.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"67180378-a784-5461-baab-2a0bbff51391","name":"91_Custom_heat_hide_some_axis_label","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ce4e4b20e89d520b2c054129467596a2/ec333/91_Custom_heat_hide_some_axis_label.png","srcSet":"/static/ce4e4b20e89d520b2c054129467596a2/ec333/91_Custom_heat_hide_some_axis_label.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ce4e4b20e89d520b2c054129467596a2/21b1a/91_Custom_heat_hide_some_axis_label.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d7258ed4-9d46-56b8-80e2-ec745ebe0b7e","name":"92_Control_color_heatmap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7f1d24bbc6293a4b000f049604a7b387/ec333/92_Control_color_heatmap3.png","srcSet":"/static/7f1d24bbc6293a4b000f049604a7b387/ec333/92_Control_color_heatmap3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7f1d24bbc6293a4b000f049604a7b387/21b1a/92_Control_color_heatmap3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"35d703ff-e2e1-5ead-af00-9e705289c1a4","name":"92_Control_color_heatmap4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8a5657963d832f27ddd31bc24a3fac49/ec333/92_Control_color_heatmap4.png","srcSet":"/static/8a5657963d832f27ddd31bc24a3fac49/ec333/92_Control_color_heatmap4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a5657963d832f27ddd31bc24a3fac49/21b1a/92_Control_color_heatmap4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"96992e1b-fabe-5e33-baef-a3e52664e5a7","name":"92_Control_color_heatmap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0d457ab731aaa4df7693aecae6238f78/ec333/92_Control_color_heatmap2.png","srcSet":"/static/0d457ab731aaa4df7693aecae6238f78/ec333/92_Control_color_heatmap2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0d457ab731aaa4df7693aecae6238f78/21b1a/92_Control_color_heatmap2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ed513145-ca66-5b55-82a3-2299593cbb6a","name":"92_Control_color_heatmap5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d1168c2f169f79c3a9c8f1e1a510fda5/3f279/92_Control_color_heatmap5.png","srcSet":"/static/d1168c2f169f79c3a9c8f1e1a510fda5/f054e/92_Control_color_heatmap5.png 750w,\n/static/d1168c2f169f79c3a9c8f1e1a510fda5/3f279/92_Control_color_heatmap5.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/d1168c2f169f79c3a9c8f1e1a510fda5/4f03f/92_Control_color_heatmap5.webp 750w,\n/static/d1168c2f169f79c3a9c8f1e1a510fda5/d6f60/92_Control_color_heatmap5.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"def63343-335c-5622-a7dd-11a79bde9779","name":"92_Control_color_heatmap6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bf04a616f79fce7bafd95457b15f9e5a/ec333/92_Control_color_heatmap6.png","srcSet":"/static/bf04a616f79fce7bafd95457b15f9e5a/ec333/92_Control_color_heatmap6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bf04a616f79fce7bafd95457b15f9e5a/21b1a/92_Control_color_heatmap6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"05c44805-2a84-58fa-b916-ccbf3c17af78","name":"92_Control_color_heatmap9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/da7489f364592c14264d9aa759c738b6/ec333/92_Control_color_heatmap9.png","srcSet":"/static/da7489f364592c14264d9aa759c738b6/ec333/92_Control_color_heatmap9.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/da7489f364592c14264d9aa759c738b6/21b1a/92_Control_color_heatmap9.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6deaa48f-7d34-5b6b-9cd3-d212a6cabb9b","name":"92_Control_color_heatmap8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/51b459b1b6eacc174f7e76c209151a1e/ec333/92_Control_color_heatmap8.png","srcSet":"/static/51b459b1b6eacc174f7e76c209151a1e/ec333/92_Control_color_heatmap8.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/51b459b1b6eacc174f7e76c209151a1e/21b1a/92_Control_color_heatmap8.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d73548c3-be59-51ee-b005-31e0d7315e46","name":"92_Control_color_heatmap7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/748ec6ba4a93f2b3a18bc8730c8c4497/ec333/92_Control_color_heatmap7.png","srcSet":"/static/748ec6ba4a93f2b3a18bc8730c8c4497/ec333/92_Control_color_heatmap7.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/748ec6ba4a93f2b3a18bc8730c8c4497/21b1a/92_Control_color_heatmap7.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1e8001d1-3b14-5bc7-8d3e-dfd3033221e5","name":"94_Heatmap_Normalization_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0392744e4ff604d8c56655b310c043a9/ec333/94_Heatmap_Normalization_Seaborn2.png","srcSet":"/static/0392744e4ff604d8c56655b310c043a9/ec333/94_Heatmap_Normalization_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0392744e4ff604d8c56655b310c043a9/21b1a/94_Heatmap_Normalization_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3917fd7f-2370-52ea-9262-266096180e9f","name":"94_Heatmap_Normalization_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a9b554b469353cf3f4bd16ca2313d60c/ec333/94_Heatmap_Normalization_Seaborn1.png","srcSet":"/static/a9b554b469353cf3f4bd16ca2313d60c/ec333/94_Heatmap_Normalization_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a9b554b469353cf3f4bd16ca2313d60c/21b1a/94_Heatmap_Normalization_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6f141157-3c7b-5f81-bc0b-843d9d2953e4","name":"94_Heatmap_Normalization_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c04832ee049c542c659427ee6cc09f9d/ec333/94_Heatmap_Normalization_Seaborn3.png","srcSet":"/static/c04832ee049c542c659427ee6cc09f9d/ec333/94_Heatmap_Normalization_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c04832ee049c542c659427ee6cc09f9d/21b1a/94_Heatmap_Normalization_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"46e8801e-f652-5b90-92fb-e56f65e9694e","name":"94_Heatmap_Normalization_Seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAETUlEQVR42q2U/U9TZxTH/QeWxcQt2TDOGRVFXrYhYnQqc85NRRlO8SUKMhECCijo1lLElhZaqLet4igvFewEwcII+LoNKEKhm5NNGW7OvcS4ZMtitmXLEArtvZ+lvUU3sx/8YSf3JM+TPOeT8z33nDOFoElIiJKIKEkBlxADLoqS7JL08By8+6Nkf2hT+J9tij8X/3f9zyGEL85SfKGPI+4uLv5YzeXfq6jrPsuJ0nMcdnVjaHEi2J3oHJ1U9A3hGXUjenqCKFEGiv6DD+zft7LgVDKz1FqmVqnZ27OWnOHXWaVLY2FYHiHWAmanaZm/uZSQlCJe1p3hp98qufeHHjknrwz0iTJZcA4SV51Nze1VRLRriCwzEmow86y5gkVVWuzfLSXxkIpQhZXwbWoyF1Zw814zQ7/W4PnLD/QFgT4ZWGVzEpOSyQ5XBvPa1MwptPBatZK19flE5xtI6UgjtqCUF44ZiD12gEyNmd5fOui555AFS0GgGAQ2ajsIi8rimUYLc5u0zMs1k+lIRdm2hYUJZmboLcwuNbHMUcAr7gzSb5o593MnjrvnApJ9UrCGPkn+7WZ3H1MrVSxo0fJi9lFin95PzBsKQisFIus0qIfXU/xlPPENBwkpNLK5poEzd/qx3rqENDL+X8B+phk0RJWXE73ThCFtIzuUWUyzvMf8Oh27mjNQ3HiLhKpDhOQKvNl0GtutTzjxVV8g3vsAKMrAio8GmJ5eQmy6hZgkE3duLMLSv4UnTBXMOV7G/KzjbHdmkFCu5Pm95cR31lM7dA3TZ65AvO9RYHX9AIvTD5LclUVUvsDONQdYlqci+qKKVFcqYS0a1gxks9JUxMx0gYRTjdiufY7Q2wdeL5NKHwCtzW4i8hRscO4nrEhgWaSGJftUxPXnkXhpL9F6DSmuXaypVDIrv4wd52uocw1S2f2pnKH4SA1Nvf08adAxq97IXK3A8lgtWzX7WH01l+eMRlYt0VLWtZZt7+cwx6Al97Yeu3MQ6wU3iBN4vZN9GNT+wd12YjoyCD+jw3otjp0b9rO8oJCY1sOE77GwdL2R1aoiYkr0TC/Xs9Fpo/HyILWtAyD9AygGgR3D7Sw9lUGEQ4v5+kq2Jx5gibKIFR3vslp1hNh8PeE5ZiJyLMwsLmWds56mtqvYGwZkyb7JWQ7W8KTNReh2NaHtembUHmV5XAnrC99hzzfJKG5sYvHHCkLLBRZttRCdqyZp2EpLk5uGmitIjDMxMTnLPhlYa+khamM2rzr3MVOlJ7xERaSgItKm5KXGfBYoijn24QrSDLt56m0D8efraK7qxm68KPfhhO/fGV5quU72ETO6rwVSTzST2msj+cJpNtkdJLY1sVt3lm9/SOJ012HWlbVS0NnFlbardDbIfTg5wg8WrL8GIyMjeH0+xjweRkbuMzE+zujofcY8Y4yOjTI65sHjmQi8898Dm156zI396MPH3dh/A+B517hjVvSYAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/b6f8d53d94014dc7372286f7a7cf2b3c/ec333/94_Heatmap_Normalization_Seaborn4.png","srcSet":"/static/b6f8d53d94014dc7372286f7a7cf2b3c/ec333/94_Heatmap_Normalization_Seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b6f8d53d94014dc7372286f7a7cf2b3c/21b1a/94_Heatmap_Normalization_Seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"341a9809-e113-5ae5-b199-b265f95ec83f","name":"9_plotting_factor_vs_factor","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3477412c531f53a612cd395132e3b773/ec333/9_plotting_factor_vs_factor.png","srcSet":"/static/3477412c531f53a612cd395132e3b773/ec333/9_plotting_factor_vs_factor.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3477412c531f53a612cd395132e3b773/21b1a/9_plotting_factor_vs_factor.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"759c3e1f-8c0f-58e9-901a-b0745889e31e","name":"Logo_PGG_light","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/f53b10e8926d388f13305f0eb09e61e0/f9edd/Logo_PGG_light.jpg","srcSet":"/static/f53b10e8926d388f13305f0eb09e61e0/f9edd/Logo_PGG_light.jpg 240w","sizes":"100vw"},"sources":[{"srcSet":"/static/f53b10e8926d388f13305f0eb09e61e0/8d565/Logo_PGG_light.webp 240w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9d0df698-3d60-546d-9a85-0326eb25f591","name":"BoxDanger_Overview","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1c254b70dcee725fb8bda48da4bee2bf/86bab/BoxDanger_Overview.png","srcSet":"/static/1c254b70dcee725fb8bda48da4bee2bf/86bab/BoxDanger_Overview.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/1c254b70dcee725fb8bda48da4bee2bf/cd07d/BoxDanger_Overview.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5619999999999999}}}},{"node":{"id":"81ef055e-c00d-5957-8183-6acb2799b919","name":"area-fill-between-two-lines-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fc7fc866e9572230b8313ff1840c309b/ec333/area-fill-between-two-lines-in-matplotlib.png","srcSet":"/static/fc7fc866e9572230b8313ff1840c309b/ec333/area-fill-between-two-lines-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fc7fc866e9572230b8313ff1840c309b/21b1a/area-fill-between-two-lines-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fe73acb4-6c4a-5e27-9857-3deb1142af60","name":"basic-barplot-with-seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ad85b399991cfb560869fb9d8774e87b/ec333/basic-barplot-with-seaborn1.png","srcSet":"/static/ad85b399991cfb560869fb9d8774e87b/ec333/basic-barplot-with-seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ad85b399991cfb560869fb9d8774e87b/21b1a/basic-barplot-with-seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"83073ce2-5251-5d2b-9649-0629cf56c1a3","name":"basic-barplot-with-seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/42f273aa01c29a1437ed4f234df54bf7/ec333/basic-barplot-with-seaborn2.png","srcSet":"/static/42f273aa01c29a1437ed4f234df54bf7/ec333/basic-barplot-with-seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/42f273aa01c29a1437ed4f234df54bf7/21b1a/basic-barplot-with-seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"00255396-be88-538a-b06e-788e86cbf5f9","name":"basic-barplot-with-seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/afef2bfe3a3fe1d38c104b29b70353e8/ec333/basic-barplot-with-seaborn3.png","srcSet":"/static/afef2bfe3a3fe1d38c104b29b70353e8/ec333/basic-barplot-with-seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/afef2bfe3a3fe1d38c104b29b70353e8/21b1a/basic-barplot-with-seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6f7f51ca-a42c-5b8e-b071-14263581fbc0","name":"basic-histogram-in-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f651ec86221f5b46444153cb0ff7c6a7/ec333/basic-histogram-in-matplotlib2.png","srcSet":"/static/f651ec86221f5b46444153cb0ff7c6a7/ec333/basic-histogram-in-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f651ec86221f5b46444153cb0ff7c6a7/21b1a/basic-histogram-in-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"72cb61fd-20e3-5aa6-a628-9a6ecc8fcca6","name":"basic-histogram-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b9ecf239d6ee4eb0018bca20271c69c2/ec333/basic-histogram-in-matplotlib.png","srcSet":"/static/b9ecf239d6ee4eb0018bca20271c69c2/ec333/basic-histogram-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b9ecf239d6ee4eb0018bca20271c69c2/21b1a/basic-histogram-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2699a910-c908-5f5f-8e0e-1452f7c35b8c","name":"basic-histogram-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c930e8b5b23a1881c07f49007566e81a/ce19a/basic-histogram-with-pandas.png","srcSet":"/static/c930e8b5b23a1881c07f49007566e81a/ce19a/basic-histogram-with-pandas.png 690w","sizes":"100vw"},"sources":[{"srcSet":"/static/c930e8b5b23a1881c07f49007566e81a/1bb27/basic-histogram-with-pandas.webp 690w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7434782608695651}}}},{"node":{"id":"13f18d9c-0db0-5dc5-b2ba-885f01f9ccf5","name":"basic-sankey-diagram-with-pysankey-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f98f5830733df72932811e7006323683/ec333/basic-sankey-diagram-with-pysankey-2.png","srcSet":"/static/f98f5830733df72932811e7006323683/ec333/basic-sankey-diagram-with-pysankey-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f98f5830733df72932811e7006323683/21b1a/basic-sankey-diagram-with-pysankey-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6d4b9325-e406-5b9f-bc07-4af6b9f5d3e6","name":"basic-time-series-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0eecd6a977ee6cb47315c833f6d5b663/ec333/basic-time-series-with-matplotlib.png","srcSet":"/static/0eecd6a977ee6cb47315c833f6d5b663/ec333/basic-time-series-with-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0eecd6a977ee6cb47315c833f6d5b663/21b1a/basic-time-series-with-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"be4de15f-e228-5a32-b392-b4f94b3bd4bb","name":"bubble-plot-gapminder","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d47f2d48a4de2911dedc1c6dcf4f018f/ec333/bubble-plot-gapminder.png","srcSet":"/static/d47f2d48a4de2911dedc1c6dcf4f018f/ec333/bubble-plot-gapminder.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d47f2d48a4de2911dedc1c6dcf4f018f/21b1a/bubble-plot-gapminder.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"17f69691-2381-5662-ac89-c4d697021038","name":"bubble-plot-with-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACSklEQVR42pWUy27TQBSG83Ts2cIr8AKIN2DBBrHomh2IDUKImyoWiCI1QHpBbULbxHE88dzsuXo8F3uQ7TYgUaogncXRzHyeX5+PPYoxet9UlTPm+nLWS21VZZ31tXG6P1kb510YxdgqVUMohkLod4P7PgVs9yDbn8KfCV0BzgtFsMwAE8KMvHecK4wlwRIhAXKOkMRY5j12sqD7U7h7mL39nn6doTUUL/eTs7RIAROyHsUYtbYIihzyJCvP0mL3IEsyBpGYJXSxKtaQg5yngCEkCJYvvsxnCUWIS2k6uDZusSrv7Ozdezp+P1m9+Zaep0UC2BKwIX8OxZALY6GYpkRCyLvYbdtWul5m7Najj7effHr87vT4gpRUriEfYNwzCPUWsMzR4KWHmyZIUWEsjy/IfFWWVIGcQyTWV7f9WZunXMIxxtaFh69+PHg+KancnNicuwl23rcu3H82ubuzR3Dn+W/mn3AGQKXM3kl+MicbK9vCIYRK2/EUTs4Qxp2Sbki2jB1jNMaNpzABZb8nc8g7ydflvwaujXs9Xp4uKMGSELnuhmy72N57wdXROQE5X0M+WxZgezjGWGn77PP88BxTIrOck+2FxRiVth8mq4u0IFefx3/AWtVH53ielb0ncQO8qTy/fFWecU2I6iQjQakePFOqKe3WCVGU6oHpV4ZZkFrbUf8nCVob5xprA0JEKeN9SylDiGptGJMQYmu9tQFCLGUVQqSUFQXr4G6823ZovPdD3zRBKUkIUUqF4Idd51zTNDHGEIL3/hdWfFOdRI9XsgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/cabb5e7de29aeddc34c6ca19028da351/ec333/bubble-plot-with-seaborn.png","srcSet":"/static/cabb5e7de29aeddc34c6ca19028da351/ec333/bubble-plot-with-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cabb5e7de29aeddc34c6ca19028da351/21b1a/bubble-plot-with-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ee650aa1-1ba1-5dad-a33c-1e988274637d","name":"circular-packing-1-level-hierarchy1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA2ElEQVR42qVUWw7DIAzj/hfOwzGbVksMbdDu4Z+2UAc7GNrtD7TdRD/wNbn3DqAOADgpsSDPBJIAPiVr2XmkqvqENZmkpEbEPOjuNWHW1YY2kqodEe6udzN7ESJpJB/kpSsAcWBpeFhru34CyMxdq2Sh7ZpZVe5+koIHuaqW02rVBfk32dqapsdyWXdXV3dBarKnDwGAmfGAmb3rUnifIZEHkhFhZiMnmWlmyon+GZu8iCfJzIwIqZDykbNtPOdOqhGq8n5ars/zbG93ttrldbHcjk/JJzfJHX6upnSL2lFQAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/eb523cb305b72d7255893e6a6fa19d8b/ec333/circular-packing-1-level-hierarchy1.png","srcSet":"/static/eb523cb305b72d7255893e6a6fa19d8b/ec333/circular-packing-1-level-hierarchy1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/eb523cb305b72d7255893e6a6fa19d8b/21b1a/circular-packing-1-level-hierarchy1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5e8796c3-7227-5115-9346-1595dd84ce54","name":"circular-packing-1-level-hierarchy2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAB5ElEQVR42pWU6XKbMBCAef/36tQgm+DabeOMkTh9YFYSYA4JITrg+EjidOyd/cXux94y+nuitZZnEUJore+6GXe/CikBgFKapmmSJE3TPAH3fd/pXun+/3IfTvLGCZntMzc5tp1+CD55lUJNPWoRQB78dNOAVk/Ah6KxMEwJmOsEEbra5UMVnW6V/pTEFW7aDgpBS0FLaftsiEyoiWG9L3wo5yF7Cdgi4gGUQnVXWPd9xKoTYBF4CZgTsF8RX8Z8GWXvJRCKPIoInWBYRLyW6h2OWDXB6dSjFzUxeOlRqm4RcUTo7MZkj9bX7VCLIdrO9hkiJxsbdYjghMyH0iL09qcXRYTmdWvwSp5JauHUOqcw8z4ERAQsfLiYTAz7vDHyup2SqwcicPFwAoY+8rdwUjSG6vQ85IjApzjLOEsLcTfnE18JNTSMlmLMCoZ+jmoRWG3zXVbPQ25iuGVmHp244KXldc68kn+3ue2zmT8MabXLLTKslxPw120+Gzo6TNHEQww3OapxXYzb9ZJKHxtle+k8ZBYG0z3YAdvw2gnY7zhbJwU5lLSU+rvD0H2f15JXchFnts+WcYYITNzDn03+9ai/PUmptFQdK+UEpz/e9k7Iu5HWj8CXRDa8ftsXWSWfeAwekX+fl2UITiBkUgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/c6a9eb550bf609cb1133328b064d071c/ec333/circular-packing-1-level-hierarchy2.png","srcSet":"/static/c6a9eb550bf609cb1133328b064d071c/ec333/circular-packing-1-level-hierarchy2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c6a9eb550bf609cb1133328b064d071c/21b1a/circular-packing-1-level-hierarchy2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ea15d657-d178-505b-8b03-8277b3c26508","name":"circular-packing-1-level-hierarchy3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4e37b462df7b55eb623404e6d2fee299/ec333/circular-packing-1-level-hierarchy3.png","srcSet":"/static/4e37b462df7b55eb623404e6d2fee299/ec333/circular-packing-1-level-hierarchy3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4e37b462df7b55eb623404e6d2fee299/21b1a/circular-packing-1-level-hierarchy3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"07fc4518-eb82-5758-be45-b58012679671","name":"circular-packing-several-levels-of-hierarchy","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7b2a27151d0583f65cd7b3aa86e7c7b6/ec333/circular-packing-several-levels-of-hierarchy.png","srcSet":"/static/7b2a27151d0583f65cd7b3aa86e7c7b6/ec333/circular-packing-several-levels-of-hierarchy.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7b2a27151d0583f65cd7b3aa86e7c7b6/21b1a/circular-packing-several-levels-of-hierarchy.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f8497bcb-1111-5cc5-9b60-b6cf254945d0","name":"custom-fonts-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/54e552ab33ae1b57f66e55518e8f28b5/b995c/custom-fonts-in-matplotlib.png","srcSet":"/static/54e552ab33ae1b57f66e55518e8f28b5/b995c/custom-fonts-in-matplotlib.png 750w","sizes":"100vw"},"sources":[{"srcSet":"/static/54e552ab33ae1b57f66e55518e8f28b5/5ab4c/custom-fonts-in-matplotlib.webp 750w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6573333333333333}}}},{"node":{"id":"05dae169-ec75-5109-9638-1856c955ac5f","name":"connected-scatterplot-for-evolution","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/399d2ee1c3e9ea6d602e903ed6ef4f80/ec333/connected-scatterplot-for-evolution.png","srcSet":"/static/399d2ee1c3e9ea6d602e903ed6ef4f80/ec333/connected-scatterplot-for-evolution.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/399d2ee1c3e9ea6d602e903ed6ef4f80/21b1a/connected-scatterplot-for-evolution.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"342c9061-a240-526a-9826-bfdd475e56f0","name":"custom-legend-with-matplotlib1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c7f8195cd67734143e4613daea381e37/ec333/custom-legend-with-matplotlib1.png","srcSet":"/static/c7f8195cd67734143e4613daea381e37/ec333/custom-legend-with-matplotlib1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c7f8195cd67734143e4613daea381e37/21b1a/custom-legend-with-matplotlib1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61c1f0da-e81d-571d-a532-8caeb5acb231","name":"custom-legend-with-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2719ca270fcbd51215d1472cb1a66ae3/ec333/custom-legend-with-matplotlib2.png","srcSet":"/static/2719ca270fcbd51215d1472cb1a66ae3/ec333/custom-legend-with-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2719ca270fcbd51215d1472cb1a66ae3/21b1a/custom-legend-with-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cacf465c-f949-5325-aeba-541f6831a01a","name":"density-chart-matplotlib-csv","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0c73c68d5f044ed80cfb4f62830924d7/ec333/density-chart-matplotlib-csv.png","srcSet":"/static/0c73c68d5f044ed80cfb4f62830924d7/ec333/density-chart-matplotlib-csv.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0c73c68d5f044ed80cfb4f62830924d7/21b1a/density-chart-matplotlib-csv.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ca28f02-2f63-595f-954c-8797a8817464","name":"density-chart-matplotlib-vector","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/716fae46abf64c321142234f4c845784/ec333/density-chart-matplotlib-vector.png","srcSet":"/static/716fae46abf64c321142234f4c845784/ec333/density-chart-matplotlib-vector.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/716fae46abf64c321142234f4c845784/21b1a/density-chart-matplotlib-vector.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"acad666a-3ab0-5609-a02d-b30dccbdabc9","name":"density-chart-multiple-groups-seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/db925d0cc0df599dc0e63e0318bdcb4d/ec333/density-chart-multiple-groups-seaborn2.png","srcSet":"/static/db925d0cc0df599dc0e63e0318bdcb4d/ec333/density-chart-multiple-groups-seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/db925d0cc0df599dc0e63e0318bdcb4d/21b1a/density-chart-multiple-groups-seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9caacfa4-689c-5f0d-9a11-2e75b8252da7","name":"density-chart-multiple-groups-seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/80b542a4bb78af5c816693fdb965174f/ec333/density-chart-multiple-groups-seaborn1.png","srcSet":"/static/80b542a4bb78af5c816693fdb965174f/ec333/density-chart-multiple-groups-seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/80b542a4bb78af5c816693fdb965174f/21b1a/density-chart-multiple-groups-seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b857fdd7-dac4-57b3-9b48-9878ff15f588","name":"density-chart-multiple-groups-seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/813b110c625b6e971962e334d2bab6c2/ec333/density-chart-multiple-groups-seaborn3.png","srcSet":"/static/813b110c625b6e971962e334d2bab6c2/ec333/density-chart-multiple-groups-seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/813b110c625b6e971962e334d2bab6c2/21b1a/density-chart-multiple-groups-seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"73c247b2-618c-531e-9aee-cc75bb2dcea6","name":"density-chart-multiple-groups-seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/43608495fbb0cb79197125d45ef608d3/ec333/density-chart-multiple-groups-seaborn4.png","srcSet":"/static/43608495fbb0cb79197125d45ef608d3/ec333/density-chart-multiple-groups-seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/43608495fbb0cb79197125d45ef608d3/21b1a/density-chart-multiple-groups-seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"315e2938-30fa-58f3-9eab-9caaf36fb4ba","name":"density-mirror","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/180b8359c18b9dbe9686eee719878ef5/ec333/density-mirror.png","srcSet":"/static/180b8359c18b9dbe9686eee719878ef5/ec333/density-mirror.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/180b8359c18b9dbe9686eee719878ef5/21b1a/density-mirror.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"64e1956e-776a-52c2-a73c-efacfb430860","name":"density-mirror-histogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/67878700d7e34db96954081095b0be00/ec333/density-mirror-histogram.png","srcSet":"/static/67878700d7e34db96954081095b0be00/ec333/density-mirror-histogram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/67878700d7e34db96954081095b0be00/21b1a/density-mirror-histogram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e1e7fab5-d140-5ce7-a142-313fe6390439","name":"error-bars-on-barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1cce5f008cb9b891a5694cf788bb49b6/ec333/error-bars-on-barplot.png","srcSet":"/static/1cce5f008cb9b891a5694cf788bb49b6/ec333/error-bars-on-barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1cce5f008cb9b891a5694cf788bb49b6/21b1a/error-bars-on-barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d523bdfe-3558-5df3-a7ec-957ca1a69199","name":"github","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dbbdce0a7034ff3c4e98de107dd2b00f/37ed9/github.png","srcSet":"/static/dbbdce0a7034ff3c4e98de107dd2b00f/37ed9/github.png 121w","sizes":"100vw"},"sources":[{"srcSet":"/static/dbbdce0a7034ff3c4e98de107dd2b00f/368a5/github.webp 121w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6b5ed5ca-fbae-53aa-9040-09a5d4fc92a1","name":"diff_eucl_cor","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/df22b6a0a61bedf49c2792f750b246a7/ec333/diff_eucl_cor.png","srcSet":"/static/df22b6a0a61bedf49c2792f750b246a7/ec333/diff_eucl_cor.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/df22b6a0a61bedf49c2792f750b246a7/21b1a/diff_eucl_cor.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"20b71485-ebce-5a69-898a-95a4ca068ef9","name":"grouped-barplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAC30lEQVR42qXSy08TYRAA8P4/xoM3g0HjBfXgMxgCytMCUkwI4sWEcMADxgIBS58s2AeUSnmoJRIPBqStbWkrUKC0WNpCu99ud7vd3UIppLt8ZikqhAMJfJnTzPwyM8kn4nk+l+NORypFJxIkSSYBwCmKzid5jocHkMvxe9k9juNFHMcxTAbDGBxnjwcANIqmUEDH4xQANIYzJLG9urE14/P9WtuwuZYIghZBCNPpLIrSGMacChbH2BS5myR2YijFJrMm+1ypusPi8gSCgKLYIwxQBsfY4xIFNAAMClLfF5dca8Ekmc4w+6N2a5n6rXVllUnuMmxGxOVyNL0ttGK0sJ6wv4BT1PY2k92Mk3Xa3rax4Tl3KBymxhy2CkT6Sml+KbVE4klhMkpSrWad0TabTe+TRDqBp1Nk5sd8aGp29XcUbzIq6lSqQrFCOeK0eJyViLS4TXOjRhUI4wLeTBBVSFeryWj47HUuREMxbD6w/rzDXNTQvxyMN5uUYqWqoFouNzosXmcFIi1tH7glGQhGEgKOALzRIHsmU18p7UHG5ifctor+zsetyP0mrS8YazYpa5WqazVyhdFh8RzhogbkEPN8GOASg6xWrrlWLddNesfd1qcaaXErcq9Ju7x+Ak95T2KWpmME1aB/L5ZrCqr6tJOe8Xlr+V98xuT9bHYrQZ4TQwjDAJMYZHmsm/RMuP/jM9aGEEYxQmI47+QofgEcAYl/a5/jZvwCN+PEi6G+ekV/YY1S/8k74bZVIl0lbQMPm/W+YKzlo7pepb4uVgrf0+uqGuh68mbwTuPgEd4AeAXyrqxbdqm4U21yjvyceSBrv90ivylWL/g363Q9ZT29l0s6uz9Yx122R/L2u68VV8v7/CFMwBSbtiy5Rq12zZhj0Q/86Oao2zo07TR+XcAIZnrFbbYLJbcvFgBxs8c6/M2h/+Il6R3RweGDEMIDHp54Qj6TyQhVnof5nnyaP+r8A2bUXd8iq94+AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/d992c0ea71562aadf4f30e14a7edc48b/ec333/grouped-barplot1.png","srcSet":"/static/d992c0ea71562aadf4f30e14a7edc48b/ec333/grouped-barplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d992c0ea71562aadf4f30e14a7edc48b/21b1a/grouped-barplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"50786d6f-de8f-5dd8-b1a7-7668fe14d8dd","name":"grouped-barplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAHCAYAAAAIy204AAAACXBIWXMAAAsTAAALEwEAmpwYAAABz0lEQVR42iWR609ScQCG/Zdbc4aNnIZDyXTOMqXLlmEsLQ85Z0OxZYg1y8HmIIaEY8nh3H7nBudw4FhPE96P74dn72XM9wcI4aDrNp7XJwgGdL0+um5h2116/mDodVwfVRW4rk8QhAz6IZbpoGkm3W6PMLzhVmOG3sEwe7RlE11zMc0uqmJhGB6q6mKYAY7jo2gdhOmj6S6O2+eoUKbetDAtn5bSweuFI+B5qU6jWudH8ZJmy+K6bbGfO0du6SiygVL7xfHPK6Stj1QvqhzkztCvW8STh2S3PyA0i0r+M5b8ZwSMLmxxujbN0ssDpOQalUqD8XuLVA93uCiWabyb5022yurkBLmdDFMTMeS8ROL1CblH40h7p2zPRWmXCmjCZux+YpuztSkWXx3xfvoO5VKZ6OQixa117j5MUU/HeZur8fzBJLmdXWYicdQTidiLY74sRXi6ccSzyDhB84K/twnnVncpbiywns6zvxKnVrlkfi5JeW+TmeUMV5knSF9/k0rEye9neTy7gn72ieX0dwrJWTYz30jNx+jLtVFlYTp0hI4hHExNGb6laQZd20JRBZ4thoMLVcV1XNpthbDnYTketq4iLBdDUfh3MxgC/wPs+uApXkzTkgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/e9c78a625748042ed90e4a1b8babd7dd/c45ef/grouped-barplot2.png","srcSet":"/static/e9c78a625748042ed90e4a1b8babd7dd/f92db/grouped-barplot2.png 750w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/c2008/grouped-barplot2.png 1080w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/8059b/grouped-barplot2.png 1366w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/c45ef/grouped-barplot2.png 1393w","sizes":"100vw"},"sources":[{"srcSet":"/static/e9c78a625748042ed90e4a1b8babd7dd/bb46a/grouped-barplot2.webp 750w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/0c3f9/grouped-barplot2.webp 1080w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/9f7ca/grouped-barplot2.webp 1366w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/5d5d1/grouped-barplot2.webp 1393w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.33094041636755206}}}},{"node":{"id":"c5278ead-9156-53e2-8092-49f1d2d76a46","name":"hexbin-map-from-geojson-python-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAu0lEQVR42tVTyw7DMAjL/39xwJhOqjdKM23a41QfKhJqQxwytj8wrkuOCJJf0WLHyMw5p7t/wsnMiAAgytAWSYkpqGVmqo4CdzezuQPA/cwAlDCzHuABd48Ipdz9RCYpPSVK/lVgZge5qwpLC3aGPDra7jlpV7XejpgRcZAzU/Ll5JuaANYhkb3V80KoL4AaiiEzS4JkOe8NWi6zNJTTNdYRSGpff9eFreOpiXkeJgByRXIAeoHLP8mfyTeFh6KQxQKCjgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/78d3df3519207c8c2875b789ebdc5333/ec333/hexbin-map-from-geojson-python-1.png","srcSet":"/static/78d3df3519207c8c2875b789ebdc5333/ec333/hexbin-map-from-geojson-python-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/78d3df3519207c8c2875b789ebdc5333/21b1a/hexbin-map-from-geojson-python-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"42b679be-5955-556a-8d65-1149cb3ce641","name":"hexbin-map-from-geojson-python-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA5ElEQVR42tWTzY6DMAyEef+nRSL+ix2zaqY1EXvZbU+dAwpOvrFxzHZ+oO174d57RPwL6727+wM+jkNV/8Jkpk/t+66qz7LHGDAr4TUzkWeMcZ6nqrbWjqmI2KqM1hoRMXN7iYiAEZGZZSYO4GlmV2YRwUa5MLOIlONKMvOV2d1pCtvrOXoJFoiY2XVVN3itfE1bC7RgqzaaGTOrarngQ6CKoBH3IcnMMQYsVqa1Vi7uHhG4ggeMWykL8FUF1qqK9hb2hFVVRNZoTq2ne+8i4u738Yyp38MUEehKDdYt7Xf/km/DP6e1njebb+m9AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/1b332418022792661fba22184cc13257/ec333/hexbin-map-from-geojson-python-2.png","srcSet":"/static/1b332418022792661fba22184cc13257/ec333/hexbin-map-from-geojson-python-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1b332418022792661fba22184cc13257/21b1a/hexbin-map-from-geojson-python-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8702fc48-8342-5114-b97c-0386ed61812a","name":"hexbin-map-from-geojson-python-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d240577e9f04149329709cf74f017cef/ec333/hexbin-map-from-geojson-python-3.png","srcSet":"/static/d240577e9f04149329709cf74f017cef/ec333/hexbin-map-from-geojson-python-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d240577e9f04149329709cf74f017cef/21b1a/hexbin-map-from-geojson-python-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7f89c3e3-fb23-5147-9641-e406b4e9ff8d","name":"line-chart-dual-y-axis-with-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2e3034f7fbf6f2c2c039c807dc672d08/ec333/line-chart-dual-y-axis-with-matplotlib2.png","srcSet":"/static/2e3034f7fbf6f2c2c039c807dc672d08/ec333/line-chart-dual-y-axis-with-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2e3034f7fbf6f2c2c039c807dc672d08/21b1a/line-chart-dual-y-axis-with-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"41143d4c-7741-52a1-b1cd-ebfc0cde6e2e","name":"line-chart-dual-y-axis-with-matplotlib3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACl0lEQVR42n2U21PTQBTG+2/7oj5QRKUzwogMaC+EJiW2jKAUDII6jA8ijKMzKoMDlLYPQi7bTZrL3tdJlpZy0e8hOUn2N9/ZPTknJ0fEGEMI4UwkE8aYMaZizrm8qtzoQxRFJ5na7Xan0+l2u61Wy7btbrfb6XQAAFJKIcR1mHPGOWOMcXVjlzGldBgM31/CnLNzD4J+QhCKk/8JIRT0+34QKP8UxoT0o/i0x2Mi5L+lgG8HP88cF9MBzDjHCGEmj1yC2f94Qqmx8cYBHheDtDGlcRxLKUPMjz1K+S08z2y/Hx5MLWkA+pim284RxmKMEUJqkY/4CSDX7FXCjuc9q9emzSr0fZqtyMUEB0mMM1hVASb8FNBRXsEf9z7nK3OzyzUAIVLOiJIgiVGSjFr1Et4a8Ir849hTxsJjvTxTN/zAdyOGmcjFlPTRhfOoYMJPAFUb6Ifhyod3DxbmC7WFFPZ9N2SEy1xEMYxDlFyBVcoB4qeQ9aNkddua0F4UjMqkUZlpGD0IiSpVQkmE0DVnkUlK6QXR05XN+6Xi9EttUi+ncN3o+T7jwzozlmR7FgOpGGO8vLUxoRXvaeaYbhaqpYJRnmkYAMKL01aljwcHJrKUAex92v+y2FydrJaemFqhWswb5l3NfKgvzjb0K87pYZ6f2a77u936+uvHzv7urKmPl+bylfkJ7fmjanG8Mj+pF8cqxTtlI6+bXg+SobOQ8vD4aGdvt241X21ZtfXXS1bT3FxvbFtL1lp6fbtW37Lqm+um1axvv3c977KrXM8DAJzbdhAEYRi6jutDCDwP9qCnrq6HEuQ4ju9D17GjKLqAhRAIIZ71RvqfZ6MDYyyEAABEUUSyfqaZ0k+E3D5JbvbgzdEzOob+Agr5T2acRIubAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/568b835bc9ba228d12038801d4d297da/ec333/line-chart-dual-y-axis-with-matplotlib3.png","srcSet":"/static/568b835bc9ba228d12038801d4d297da/ec333/line-chart-dual-y-axis-with-matplotlib3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/568b835bc9ba228d12038801d4d297da/21b1a/line-chart-dual-y-axis-with-matplotlib3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19e0104f-8dd6-5c60-9b99-87bbe6097725","name":"line-chart-dual-y-axis-with-matplotlib1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1d840fe37ca3cd162ea9b772b2617884/ec333/line-chart-dual-y-axis-with-matplotlib1.png","srcSet":"/static/1d840fe37ca3cd162ea9b772b2617884/ec333/line-chart-dual-y-axis-with-matplotlib1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1d840fe37ca3cd162ea9b772b2617884/21b1a/line-chart-dual-y-axis-with-matplotlib1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61f605a1-f66d-52d9-9a8f-bcb5a1d61aae","name":"map-read-geojson-with-python-geopandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f12ad2d46596273d3a23426e8bc30a6d/ec333/map-read-geojson-with-python-geopandas.png","srcSet":"/static/f12ad2d46596273d3a23426e8bc30a6d/ec333/map-read-geojson-with-python-geopandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f12ad2d46596273d3a23426e8bc30a6d/21b1a/map-read-geojson-with-python-geopandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6b88c632-bee8-511b-b898-945d2509b265","name":"new-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/77d2e25b963ddec40a0f07eb4e0ec2bd/467ee/new-1.png","srcSet":"/static/77d2e25b963ddec40a0f07eb4e0ec2bd/467ee/new-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/77d2e25b963ddec40a0f07eb4e0ec2bd/ffdaa/new-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4854166666666667}}}},{"node":{"id":"a63032bf-bea7-5cba-abfc-2edae79e8aaa","name":"new-0","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/72ef5b85df176c72049a42d76cd17947/467ee/new-0.png","srcSet":"/static/72ef5b85df176c72049a42d76cd17947/467ee/new-0.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/72ef5b85df176c72049a42d76cd17947/ffdaa/new-0.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4854166666666667}}}},{"node":{"id":"76f67e42-a4c5-58d0-8c3a-64984221aa9c","name":"pie-plot-matplotlib-basic-add-labels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fb48b03d8cef102a7aacab3f62d288e7/ec333/pie-plot-matplotlib-basic-add-labels.png","srcSet":"/static/fb48b03d8cef102a7aacab3f62d288e7/ec333/pie-plot-matplotlib-basic-add-labels.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fb48b03d8cef102a7aacab3f62d288e7/21b1a/pie-plot-matplotlib-basic-add-labels.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a4abcede-5ac8-5d7d-919c-5f6b7ccc413a","name":"pie-plot-matplotlib-basic-add-padding","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2406244aa9ea16bdb89b053085c27ff4/ec333/pie-plot-matplotlib-basic-add-padding.png","srcSet":"/static/2406244aa9ea16bdb89b053085c27ff4/ec333/pie-plot-matplotlib-basic-add-padding.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2406244aa9ea16bdb89b053085c27ff4/21b1a/pie-plot-matplotlib-basic-add-padding.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2135b70c-1aeb-5759-b434-a16f2b548fef","name":"pie-plot-matplotlib-basic-colors","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5400af23f18a16a32da5df8fe754f9ca/ec333/pie-plot-matplotlib-basic-colors.png","srcSet":"/static/5400af23f18a16a32da5df8fe754f9ca/ec333/pie-plot-matplotlib-basic-colors.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5400af23f18a16a32da5df8fe754f9ca/21b1a/pie-plot-matplotlib-basic-colors.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"541a4779-f9fc-58e6-9ed8-e572f5070816","name":"pie-plot-matplotlib-basic1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e224fbd1a4d94f2b51b17ed77a47eb82/ec333/pie-plot-matplotlib-basic1.png","srcSet":"/static/e224fbd1a4d94f2b51b17ed77a47eb82/ec333/pie-plot-matplotlib-basic1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e224fbd1a4d94f2b51b17ed77a47eb82/21b1a/pie-plot-matplotlib-basic1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5758a7be-2305-56f2-8f5e-ef564a83da4f","name":"pieChartIssue","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3a6969886e3ae840fdf4c900b68f4001/bf686/pieChartIssue.png","srcSet":"/static/3a6969886e3ae840fdf4c900b68f4001/bf686/pieChartIssue.png 739w","sizes":"100vw"},"sources":[{"srcSet":"/static/3a6969886e3ae840fdf4c900b68f4001/3b93b/pieChartIssue.webp 739w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.3261163734776725}}}},{"node":{"id":"0d2226b0-c749-5afd-ac88-658584b11f7a","name":"raincloud-plot-with-matplotlib-and-ptitprince","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2faf06895cc7c87dfa3621ddd06b706a/ec333/raincloud-plot-with-matplotlib-and-ptitprince.png","srcSet":"/static/2faf06895cc7c87dfa3621ddd06b706a/ec333/raincloud-plot-with-matplotlib-and-ptitprince.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2faf06895cc7c87dfa3621ddd06b706a/21b1a/raincloud-plot-with-matplotlib-and-ptitprince.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"605aa7db-ead7-569a-a696-22078a8871fe","name":"quick-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABPklEQVR42sWU0W7DIAxF8/8/2moLycA2cAM2E0mUtd2qRurD7kOEsI6vjSFDe0PDWzBy9j54TyGEeE4pRWYRkWGepo9PN1MkIjPTV2qmXrIXMNFQSokxninSzFprnIuXpbXWncdxDCG8JPNSx5DSUifKa5IVrrWecZ4ZCZ1cqm47HXbOPXP2shTtLij6xXiIdhiAiNz1tn4jyhjS1l43LHqEfmBa9ZAVRR3l1hql5dOnhPq7rg6LCDPfZo2ojnJdCzZrW+V/wwCY5Yir2UxQs5dHuF6SeQ6BQiwJZRuJFzy09xQ+RrWNwcuComfuzN2oqtpIeSKcfBW7MzOrqplSzDOnZlqfSHUPmRkz9yeZVk3TxMwLsnOOiHLO2809FgAul4v3HsD1et3h/Zy7ud0uaq0AbndKKUfIzIZ/+5N8A45em+dg2hRmAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/50a38036d77de817e6e79262cb050169/ec333/quick-pandas.png","srcSet":"/static/50a38036d77de817e6e79262cb050169/ec333/quick-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/50a38036d77de817e6e79262cb050169/21b1a/quick-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e5f35643-a880-55fd-a604-ec9f13f31e12","name":"ridgeline-graph-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAADsklEQVR42o3U2VPqSBTA4fz/j+Otu1gqgogsgqOoo3AVEBAQkEXWCGTrdAidjXR3SABhimvNw9yahzn1vZxfnefDbP9jNtv/N4xpuxb2DNvdmS8MujLw0iBL017s1k/YM7C3K59n/2AUw1EtF5reznwFeCgmL2SWm+KNbK130VpBRCDCir1STBfqzo5GoUYZZWqq4lRmOTmfBek7EPNLx3sgcqQUHpR8WsncyMUnKZmQLmNyqQRHAlQtRZ0rGlZ0hwGXYSXhB+cB3n8EwgejQKi6lxscJd4Pg+2989aXC+HUB2I+EDuG0UMQD4LrOLi7kh/u5XyWkUWTrVmvabNwZrZz8+ewlQvhQnhejuDCmfN0Sqs389ZPs5ky2cZcliwoGVDSoahDUWOKcVqM0VKU5hP0OULvr8j+ox27xXdJ/NelnY3j4jl9jJDHCCnHaClBKze0cu1Ubp3yrcPI0BGURUUg4aGd5Uh0hA9HxP9uB0bO0ZD4BiTD0ROWBFi7yNOBRCcSFYAjAgfKDnMHSETEfo4GeRLgaZCzQ5x+yjtRfhLmYUTgAjwK8bNTnpzs2GHBTko7WYiZIaJj3RkivT0b9GagqbZqyuOr2nyd5WpKtq48tNR6fZptqG8jzX5HdITcd+SxyBsijxnN6iP02lVzHTXbVXPd6UNXzfamqYl4PlBSHVR6++xKuo9KQ1Qfz3o8mgiIkzSBAYYqm1OAAER9qLZV/lLlr7RRxGQDaHwxhWU4Y1XxHo2icNoCiBM1IGqiqKuioTM6XzSFvCXeGzW/2TkzmkFzeG5Nrizu2hKurX7YGl+Yg6g5vphzf1rjK2OcNsYpnS9oYo3RdcHQhdlbXg79odxHYHhPTR7M0iezn0E1E4Xx/WnuAsa+TjNxxNaQ2NMsqBlA0zgNjRlQbcjplHD8Qwz8AMdf3n2nvW9n7H5gcngkHH4VA9+lwDfe7xNP9kX/dykRkTJZ6akAWn3QHTOo29B7DcR21EEXtjrlwCR3oBR9oOiTqsFBPdRpJ3r5A3GQ6qm9jtJqqc0X1KmhfgsN35h2dflWXTZLXi3jlW68bMjJhemnTGiRCbmPITd35mTD7nPSe0l79fyqWVo1S8tWxWP6L2RYpZ0y7r7gfo0Mm6TfIGzLGbUX/QYZNHZl0CD9V8I26LBBOxXcLf9SwQz2FibBq+2H97H2Ptbux3q53eg2Vk1rud24v4r7sV5tNzPTmhrmertxN2vvF2a1Wi8W7m//xXFcQpzfIiYOxv+KfwMqVgWstMWADQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/e6d92c70b662866f7885d999cffcbd0f/ec333/ridgeline-graph-plotly.png","srcSet":"/static/e6d92c70b662866f7885d999cffcbd0f/ec333/ridgeline-graph-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e6d92c70b662866f7885d999cffcbd0f/21b1a/ridgeline-graph-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d8b47850-88ce-540f-9725-07e5fb68810d","name":"sankey-diagram-with-python-and-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/80e7603b2e559d87b07db01d592f3e35/ec333/sankey-diagram-with-python-and-plotly.png","srcSet":"/static/80e7603b2e559d87b07db01d592f3e35/ec333/sankey-diagram-with-python-and-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/80e7603b2e559d87b07db01d592f3e35/21b1a/sankey-diagram-with-python-and-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"602d881b-b573-5d41-a7e0-5fffc2dae64c","name":"ridgeline-graph-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7612ecd9743f0c9db69b913b8c12b033/ec333/ridgeline-graph-seaborn.png","srcSet":"/static/7612ecd9743f0c9db69b913b8c12b033/ec333/ridgeline-graph-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7612ecd9743f0c9db69b913b8c12b033/21b1a/ridgeline-graph-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a8ba0d56-a684-5638-bbc9-3d761bdfed4c","name":"scatterplot-and-log-scale-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ccb06542a2b393acca6730c101bb0204/ec333/scatterplot-and-log-scale-in-matplotlib.png","srcSet":"/static/ccb06542a2b393acca6730c101bb0204/ec333/scatterplot-and-log-scale-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ccb06542a2b393acca6730c101bb0204/21b1a/scatterplot-and-log-scale-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b1bf70e-a7cc-5624-87f0-85333e9039b1","name":"script_reformat_img","childImageSharp":null}},{"node":{"id":"b1609d48-7e3a-5b23-a923-076b2b68e20b","name":"script_reformat_img_color","childImageSharp":null}},{"node":{"id":"1e0f0c66-30fc-57c2-aa5c-9e0e22c0e667","name":"scatterplot-with-regression-fit-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f8ace430a48d04376abc3170aac20055/ec333/scatterplot-with-regression-fit-in-matplotlib.png","srcSet":"/static/f8ace430a48d04376abc3170aac20055/ec333/scatterplot-with-regression-fit-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f8ace430a48d04376abc3170aac20055/21b1a/scatterplot-with-regression-fit-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e54e0708-0445-5d08-809c-8e1451e7a875","name":"stacked-barplot-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b7fa395553296aeb6ac071fc7a224024/ec333/stacked-barplot-seaborn.png","srcSet":"/static/b7fa395553296aeb6ac071fc7a224024/ec333/stacked-barplot-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b7fa395553296aeb6ac071fc7a224024/21b1a/stacked-barplot-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9a46873d-a667-5c22-83d4-a7e22a19f69d","name":"script_reformat_gif","childImageSharp":null}},{"node":{"id":"1316c723-cb90-5aa6-a25e-a190f2beef3b","name":"seaborn-title-customization","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6f58199fcb8786c2f45af45a9a213bdd/ec333/seaborn-title-customization.png","srcSet":"/static/6f58199fcb8786c2f45af45a9a213bdd/ec333/seaborn-title-customization.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6f58199fcb8786c2f45af45a9a213bdd/21b1a/seaborn-title-customization.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"045de91c-f828-5fa9-a53b-dc9e7d559767","name":"stacked-percent-barplot-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/95d270f1f073385861f8d3bf5f57165d/ec333/stacked-percent-barplot-seaborn.png","srcSet":"/static/95d270f1f073385861f8d3bf5f57165d/ec333/stacked-percent-barplot-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/95d270f1f073385861f8d3bf5f57165d/21b1a/stacked-percent-barplot-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a050cf84-dd62-5ebd-bb14-d3638c1d2aec","name":"streamchart-basic-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAD1ElEQVR42pWUf0xTVxTHz32vHQFh2JbSjilYzcycbnF/uPDPyGKGGeg0dUv4tTFCQNq+/mAhsM2N6HS/WmSUH+VnW9DqMoZudpNBIS08kcFwaGA6mBSzLPyYUCZIBSp97y7vkc3g/vLk5Oaee87nnvvH/R7ALMYYB5ZWF33L+DENWIaj+1vGqzPd89NLGGOWXV/ChyyLGYZ9JAXLi4E73gVLptuY1NrjuMXVMexDjHcmuA5ieeNgR9HPZwxXyt5wfZnaXZ/Tvfb4//jgKtNlGzlX1O+u/63vm/GZ2wvrOtv2NZakXq5M63QcsJ862NbzlZeH8Yr/waJvub1hzPR6W9nh9pKDbab9rZVZPV+fGKKbRv/ycrfA9c2JFRke9/OqO7DxyvYM81t0e81IR+VQnarXktnVtLe2OqWtPN1TldZpzqSbku2nX7GYDrkq0t3OTwdhkpB6w5+bIqInIGoKInqfSalIumA87LYonT9tVU6D6HpMYlWqy5TV53nh3VmQTxDS3h0ZZRldp5QdMAuySRBPoOi7IFuCp+Ygcjzi2YFtyhHRbj9ELCDZDIRfjd3Xtz33apRoMEriB/k8bBjY+rYlzQPuOKkfZD6QNe+U6N6M6JdH/w2SSRQ+D2LH7qjqeNGfT8gZEHUqwsMspLBKcDQp8ppERsdE9ikSYItR6FJIi5MjUSOCZoj7TPirWIYhxpwgJuwIzsIBTdi3O6SxX4TsqoPSk0hqA4GFIOqIp08iIGwAVgRNiLDCTjO5yQp73gvVJW8MaSDBBoJaIOwAdiSyouECEucSdBEprkOCBqLAhOCXQqLmOEopQec/IgI6FKCIMx8L0ssRZYToGgQ2IOs5+JMTJFahoBawGkYL0Hgh+NUSLsBqAmsQt6EQ5yoIqoUTmrhbBYIcI5LXEKklJNbCH1pZme7QiG4T1gBNvbjZYAOGA7h1hSIxBcPaLe/nKffkHQPtD8XUO1gD9/TEKgXLVEi8vhT0l2X6swn5xjD9d5B3CXzaJxv1iVNaMaZgTBcTp7PG1/++t/bahsIfId91TvUSpgBT0GBIAoNHqL0AaifkXCIpZ3wpDfs1HwJFv2wwOgyvKnLLj7SMYYxXGXby7v2BqZWjdqcvm5xTh207YoFsZ6jh4q7PPVmOwc7RmSDLQuxxWlHcDppW0HWIizpu+/wY8+rjv/5MAH9/2vzBseLX7Dfyzw91j/kY5qFmYXp+ifbOhRqckN1saBnmlPSvpBhej4sMng2skzHDsgxfA2s9Ci/eRHrnzel7a7n/TQPuKMiwj6RgLZy7/+AGTz7WGPoHKH7oY3adfXsAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/6af67efeae92b90c2073297c53adfc19/ec333/streamchart-basic-matplotlib2.png","srcSet":"/static/6af67efeae92b90c2073297c53adfc19/ec333/streamchart-basic-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6af67efeae92b90c2073297c53adfc19/21b1a/streamchart-basic-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"59ec9822-d35c-5054-81cf-4c5aa50dc3b8","name":"streamchart-basic-matplotlib4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8284429d61d25e5126b0c0c5c6e52b73/ec333/streamchart-basic-matplotlib4.png","srcSet":"/static/8284429d61d25e5126b0c0c5c6e52b73/ec333/streamchart-basic-matplotlib4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8284429d61d25e5126b0c0c5c6e52b73/21b1a/streamchart-basic-matplotlib4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f9a262c2-88a4-5584-9baf-6ef7df095dcf","name":"twitter","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAALCAIAAADwazoUAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAr0lEQVR42pWSMQ6EIBBFZ8DGhljYcQJjhXgBA53BylDYGApuQElBPPkmkpjNxmTh1f/xhwGAN8gNIgIAIhJCoBa8qTBzm9baWtv3PQAwxuZ5LpJzz7Is13VZa9u2dc5N0/ScW1S+rutxHCklIUSp+fhd18UYvffjOD4TlWKM2ff9PE/nXL78//KcUEpt2wYAUsoYYwihYnLOedM0OT0MgxCCUlr3yHV7+jG/f9tr7gPK1xqVQGhJ9wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/b598fb45055dd21a5088c0d4c63b0197/f7030/twitter.png","srcSet":"/static/b598fb45055dd21a5088c0d4c63b0197/f7030/twitter.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/b598fb45055dd21a5088c0d4c63b0197/9598b/twitter.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5599999999999999}}}},{"node":{"id":"647aec00-ba8c-592b-9db2-6b74e870c8b1","name":"web-bubble-plot-with-annotations-and-custom-features","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/14cebbe158524f13097c3f8ef89a8805/ec333/web-bubble-plot-with-annotations-and-custom-features.png","srcSet":"/static/14cebbe158524f13097c3f8ef89a8805/ec333/web-bubble-plot-with-annotations-and-custom-features.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/14cebbe158524f13097c3f8ef89a8805/21b1a/web-bubble-plot-with-annotations-and-custom-features.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ea6bd749-84d7-5254-b201-b393389f525c","name":"web-circular-barplot-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7baf2dc9b9b9bb27990da404fdbad381/ec333/web-circular-barplot-with-matplotlib-square.png","srcSet":"/static/7baf2dc9b9b9bb27990da404fdbad381/ec333/web-circular-barplot-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7baf2dc9b9b9bb27990da404fdbad381/21b1a/web-circular-barplot-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1cefd983-bf7d-57a1-9ff3-c8ab60e44aaa","name":"web-histogram-with-annotations","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4e8b4c60875904ab974a1211f5370d51/ec333/web-histogram-with-annotations.png","srcSet":"/static/4e8b4c60875904ab974a1211f5370d51/ec333/web-histogram-with-annotations.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4e8b4c60875904ab974a1211f5370d51/21b1a/web-histogram-with-annotations.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"27018d66-9e4f-5a3f-90ca-74470894859a","name":"web-population-pyramid","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b2f916ef53da1e00ff80bb24103ccc00/ec333/web-population-pyramid.png","srcSet":"/static/b2f916ef53da1e00ff80bb24103ccc00/ec333/web-population-pyramid.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b2f916ef53da1e00ff80bb24103ccc00/21b1a/web-population-pyramid.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"93a37d40-ef90-5d50-8117-8e6bc2a06daa","name":"web-radar-chart-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/359724279d897ed23ecc95ce7450578f/ec333/web-radar-chart-with-matplotlib-square.png","srcSet":"/static/359724279d897ed23ecc95ce7450578f/ec333/web-radar-chart-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/359724279d897ed23ecc95ce7450578f/21b1a/web-radar-chart-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c9e94280-931d-5991-96d6-5c0c03d2ca12","name":"web-scatterplot-with-images-in-circles","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4403451a2fbab01dd0873a9c8e828a1e/ec333/web-scatterplot-with-images-in-circles.png","srcSet":"/static/4403451a2fbab01dd0873a9c8e828a1e/ec333/web-scatterplot-with-images-in-circles.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4403451a2fbab01dd0873a9c8e828a1e/21b1a/web-scatterplot-with-images-in-circles.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"06b5a43d-d8b1-57f9-8a15-cabb5c3160c7","name":"web-scatterplot-text-annotation-and-regression-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3e44b1bfbf56bcfac5c15dde0f471666/ec333/web-scatterplot-text-annotation-and-regression-matplotlib-square.png","srcSet":"/static/3e44b1bfbf56bcfac5c15dde0f471666/ec333/web-scatterplot-text-annotation-and-regression-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3e44b1bfbf56bcfac5c15dde0f471666/21b1a/web-scatterplot-text-annotation-and-regression-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e669d1cb-ff9a-5653-b039-8ec38c8f52b5","name":"web-slope-chart-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a0cf30871d901f03890383dc3ca60905/ec333/web-slope-chart-matplotlib-square.png","srcSet":"/static/a0cf30871d901f03890383dc3ca60905/ec333/web-slope-chart-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a0cf30871d901f03890383dc3ca60905/21b1a/web-slope-chart-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7be6f514-49a2-5a09-9c3e-446e57942a54","name":"web-tornado-chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e057dd55849ec3b871e084bf184283b8/ec333/web-tornado-chart.png","srcSet":"/static/e057dd55849ec3b871e084bf184283b8/ec333/web-tornado-chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e057dd55849ec3b871e084bf184283b8/21b1a/web-tornado-chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ca749a42-fe68-5940-866a-d9f0363c2c2e","name":"120_Basic_lineplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAC7ElEQVR42rWU2U8TURTG+WNNNNEXjdHEVwwoMbg/KMSSqCQ+gCKKiSyyGFqgCG2B0jLdp8vs652hpu1nziklFglPMsnJ3Myc+7tn+c4dwH9+Bi4F6LouguAYvt+E7x+zBaKJMGievsmOw98IgiYcNzz1IxOi2Q9st1vwvBCNhgNFcaCpLio1G4c5FVJR5/fBkYq9jIJYQsbP7TJU1YGqOLxH0zx0On8BwzCA4wj+QaaqLgplE8nDBhZiBcxHCyiWTf4W36shW9BhGP6Jr8frzgnxpIYdDl1RXOiah0rVglyzEU9VMTm3j+1UDWXZYthuugFDp4NdPpj36F4/kCK0bZ+dDMNDrmigoTj4tiYhMpPElxUJ7+f2sb5TQaFsdIG6ewqlPWciBEfYOzGb13BU0DHzI4t7L9dwc3QZIxObKFZMTo98LozQ8zy4bsA/ajWbI9zLKhh6E8OV+99x59kKJmZTqNZt9iGQflGErVa3y+Qc25WxGC1geiGDa8MLuPV4GS8+/MLYdAI7+3VYps/loIYQtAs/A/R9D44rYBoeS+LTUhbjH5O4OjSP6w8XMfoujqWNItKSCtPwGUDAesPhNR3SB2y32xDimLVFG1bjJTyZjHO6t5+uILorI5FuMMB1ApRkE/mSwaVJphuQa1a/sH3f5xr25LC9V8ODyAYin1Ms5ExOQ6FksC4p7a+rEtZ3ZGwlqziUtH9T7nTa3OVSxeSJmF2RuGaZvAbbEmybySpeTe3i7vNVDEdi2EoRTOUu/yNsIShCgXRORSavs94IbJuCOzu7fITBsShujCzi0dstzoBSpxHtafdMDVscIYVOP2lKSIdS0eCUXk8lMDgeRWQmxdPTawrZuTrkLjsCqubxsFMDDiQVuaKOjYSMybkDrl1vfukC6UG7QL//cqCHriVysu2A03FtAcsSrLm6Qt0NYZo+G/mYZjcb8rEsn5XSB2w2mzwxXXgAIQSvwyBg630PzlmTbxiGl3Nj/wEISNbJU/KLHAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/405d07c26f53cf1875e0e81b7e280c72/ec333/120_Basic_lineplot3.png","srcSet":"/static/405d07c26f53cf1875e0e81b7e280c72/ec333/120_Basic_lineplot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/405d07c26f53cf1875e0e81b7e280c72/21b1a/120_Basic_lineplot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb654187-f0c5-5bc2-8924-8275d032490c","name":"125_Lineplot_small_multiple_v2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAXCAYAAAALHW+jAAAACXBIWXMAAA9hAAAPYQGoP6dpAAADf0lEQVR42oVVDY/jKAyd///fRtrbuVNnOm26SZuEr4QQCIF8vZNJ29GubveQrICBh+1nOy/4zRjHEcfjEW9vbzgcDnh9fcW3b3/h+/c3ZFmW9v9rvOAPgy4xxqCUgpQSQnBIKTDP82/vJMBpmtEPEfO8/CTrtsFOFtsKbNv2Jdjg+4ApzuncsqyY5xXruuGFDnjv0bYOStm79JCyTwe1dhBiX5MI0SHGGc4FqMai1QMEM8jfOaz2ZOEO2DT2fmn/ct6l17vOQwjzfETwHiFMsP2IW6ZQZgq3k0RdtnBu3F1+AApuwGqNqmpQVy2WZYHWAyTvIViHouT4yC9wwcNoj+tZoiwU6rpFVbcYhrADUpAZ63C7KXCmIYVJ4OuypofO+Q2H4oz3a4ai4snlvve4lQo1a8HJENZhGOKDlAlXZvD3WeCYtzhfWxwuCnFaIVuDU3kFlxpt46Ckvccwoq51CgPFncLyBFyXCdtoEOcVY5yfsqwrttViW5CsfTBKRAZrkme0fgjpX9Z1hfcDjDbougHGkIzoTEhpYK1NcTTGp31inYCHfp+T3nRDyhIi68myahyEcpBqgGQK4lpgiQG6G5M7xL4QLsWKLpLLFLtHZnDR7y5TFTg3oG0sVM2gigzifAC/nLBMUwLkxLLQ4LxGXUuEsMDakPRSOdSVQnEuYNoWL1prhDihqUrw7B0sz8GINemwLBu07sD5J4T4gJQnKPWBaXKwNqIsFfLPM4rjJ65ZjuGRhzGS+RpV3YFLByn6lD47YIuqqlKiC+EhZY5psilu2T8HlHkFpdzd5XseLvOCcYgYx4jR71/vYyKF4uL9jHGcks77CesKjD5gGEaEuDzPE1kvVOgxRIw2YAxTCjhdJiFA5/xzve/FlCIE5tPju96PU2oQqTk451KhS7EzJqiWmUmWUy1/sdmn+aM5/MQyN18uhzGgaShl7g3i2kJkEnOcobvh2TCoxouCwfvxJ0BKq6LgMMbdAWNEW2rIswQ/cbCLAEukrMnC203icqnw40eVLpKFlDZl2SRdlpXIc5YeebIsyhbsyBK7otldIJal7HA+X9MDe3L3mKYlVdTpdE2ps1vZf9UyAbbaQmmLtrWpw1D/o1qlcqP5l94ghJisoTWV3N6c+0TU3hzWNYFS1yGhOUkIIYH+qqd/Da1/3SP9H39Sj0EX6SdFDff/xr/Dq+SseLeiHQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/e4fbfe2428a71e04229bf41266281249/7d71f/125_Lineplot_small_multiple_v2.png","srcSet":"/static/e4fbfe2428a71e04229bf41266281249/7d71f/125_Lineplot_small_multiple_v2.png 623w","sizes":"100vw"},"sources":[{"srcSet":"/static/e4fbfe2428a71e04229bf41266281249/684a0/125_Lineplot_small_multiple_v2.webp 623w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1669341894060996}}}},{"node":{"id":"5e5d59ce-c60a-5875-a586-3b17d2004c42","name":"134_Fighting_overplotting2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/92e288f8ac1efcf21f6f1eeda3bb239e/7196f/134_Fighting_overplotting2.png","srcSet":"/static/92e288f8ac1efcf21f6f1eeda3bb239e/7196f/134_Fighting_overplotting2.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/92e288f8ac1efcf21f6f1eeda3bb239e/70be0/134_Fighting_overplotting2.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"9c441a12-86dd-5eb3-8ba8-1fc140b246db","name":"134_Fighting_overplotting12","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/734cfbc87cf78b6d2e6902dc9360d3ed/de8b2/134_Fighting_overplotting12.png","srcSet":"/static/734cfbc87cf78b6d2e6902dc9360d3ed/de8b2/134_Fighting_overplotting12.png 665w","sizes":"100vw"},"sources":[{"srcSet":"/static/734cfbc87cf78b6d2e6902dc9360d3ed/36b61/134_Fighting_overplotting12.webp 665w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.718796992481203}}}},{"node":{"id":"71c01f22-38b7-5b07-adb1-6b959967d9b7","name":"134_Fighting_overplotting7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/88aadd07aae78925de0d7b3a69cd1239/b0a37/134_Fighting_overplotting7.png","srcSet":"/static/88aadd07aae78925de0d7b3a69cd1239/b0a37/134_Fighting_overplotting7.png 470w","sizes":"100vw"},"sources":[{"srcSet":"/static/88aadd07aae78925de0d7b3a69cd1239/b7bc4/134_Fighting_overplotting7.webp 470w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.04468085106383}}}},{"node":{"id":"bc031b04-ca1d-53be-a210-13402acaa1c7","name":"134_Fighting_overplotting8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAHCAYAAAAIy204AAAACXBIWXMAAA7DAAAOwwHHb6hkAAABpUlEQVR42j2QzWsUQRTE5/8UUdSLgaCC4geiuXkQ9BDw4CEHD15yWPWQRQVJJBghuxtlWZIsusFdjemZnp2emZ6ej+7Zn8wk5kHxoF69oiivLC1l6ZChQvghxpQUhcXauuXzvEL4EhWluGpBo7fWUdmaRCX4viQrqvanqhzefK4RJzHzUBNKje8nLbQukTJFiJhIGvZnv9g66CEChckd050BwydPGT1b5c9g1Ori2OBFUUY014wnksk0JI6y9tgYBkGCkgXvR9vc3Fjh2pvbvBp0yFXG4M59di9fZffSFb7fe8jx5JgkLfF0mtPd/smt55vcXf3Ml70ZTer/CVVYsHXY48bGY5bePaAz/EBlavZfrtFfWqZ/fZkfr9cRJ4okyU8NX6x/48KjLhdXunQ+jVFRRpoWBFIjREIoM/aODhlMDvCDGGMsQmpmvSHTnT5BaBB+SqwMntY5v/8q3m6O+fj1iCjSZwlzlMpoKgnDFB1XaFW2PWltiOYZKrNEadnqGySJwVssFjSo65q6dmf7FA3fjLUWV9tzzjnH6V9NVZa42p3z/wCAAP6wrhM3ngAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/2bf0e1711af6cd7d52db17e16e4e35f1/45703/134_Fighting_overplotting8.png","srcSet":"/static/2bf0e1711af6cd7d52db17e16e4e35f1/f92db/134_Fighting_overplotting8.png 750w,\n/static/2bf0e1711af6cd7d52db17e16e4e35f1/45703/134_Fighting_overplotting8.png 843w","sizes":"100vw"},"sources":[{"srcSet":"/static/2bf0e1711af6cd7d52db17e16e4e35f1/bb46a/134_Fighting_overplotting8.webp 750w,\n/static/2bf0e1711af6cd7d52db17e16e4e35f1/fb38c/134_Fighting_overplotting8.webp 843w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.3309608540925267}}}},{"node":{"id":"326178c6-7021-5ec4-a31f-4ea9ca7cfda4","name":"134_Fighting_overplotting9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1bec5d78b45fbc334b1b0073464b068b/c58b9/134_Fighting_overplotting9.png","srcSet":"/static/1bec5d78b45fbc334b1b0073464b068b/c58b9/134_Fighting_overplotting9.png 614w","sizes":"100vw"},"sources":[{"srcSet":"/static/1bec5d78b45fbc334b1b0073464b068b/9c954/134_Fighting_overplotting9.webp 614w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6791530944625407}}}},{"node":{"id":"622480d8-3b53-59cf-83e7-353df87a01be","name":"150_Parrallele_plot_with_pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6618f6100a643dc0d097d6e69beefec4/ec333/150_Parrallele_plot_with_pandas.png","srcSet":"/static/6618f6100a643dc0d097d6e69beefec4/ec333/150_Parrallele_plot_with_pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6618f6100a643dc0d097d6e69beefec4/21b1a/150_Parrallele_plot_with_pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8a9e9a8e-ce43-55a6-8da6-c16a2c355066","name":"197_matplotlib_color_palette9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5c1a28d8b6eae93b27a50d73bbef8455/ec333/197_matplotlib_color_palette9.png","srcSet":"/static/5c1a28d8b6eae93b27a50d73bbef8455/ec333/197_matplotlib_color_palette9.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5c1a28d8b6eae93b27a50d73bbef8455/21b1a/197_matplotlib_color_palette9.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fd8ac06b-5bf2-5135-bcca-3463112c1616","name":"197_matplotlib_color_palette4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7f3ebb8d32ff1aa05cff819d807ec7b9/ec333/197_matplotlib_color_palette4.png","srcSet":"/static/7f3ebb8d32ff1aa05cff819d807ec7b9/ec333/197_matplotlib_color_palette4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7f3ebb8d32ff1aa05cff819d807ec7b9/21b1a/197_matplotlib_color_palette4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d8720a4b-35c3-533b-a39b-bc02f7a1a21e","name":"260_Basic_Wordcloud","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/13ddad6155da08a4c3f89bca21260611/ec333/260_Basic_Wordcloud.png","srcSet":"/static/13ddad6155da08a4c3f89bca21260611/ec333/260_Basic_Wordcloud.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/13ddad6155da08a4c3f89bca21260611/21b1a/260_Basic_Wordcloud.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8dadb966-a679-599b-a2fb-78f83e386413","name":"261_Custom_Wordcloud4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d206e06ac7661532301cfbe300cbb890/81bb2/261_Custom_Wordcloud4.png","srcSet":"/static/d206e06ac7661532301cfbe300cbb890/81bb2/261_Custom_Wordcloud4.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/d206e06ac7661532301cfbe300cbb890/ffef7/261_Custom_Wordcloud4.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"9f4e0b15-ce33-5103-9fae-8d2c6fccfd44","name":"261_Custom_Wordcloud3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e0457a36f6d8f7f0763d93517af267a1/81bb2/261_Custom_Wordcloud3.png","srcSet":"/static/e0457a36f6d8f7f0763d93517af267a1/81bb2/261_Custom_Wordcloud3.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/e0457a36f6d8f7f0763d93517af267a1/ffef7/261_Custom_Wordcloud3.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"c17cf5b8-87f1-580e-9ba5-d22a4b353330","name":"261_Custom_Wordcloud5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/18a92916d49838afde0c6e9f46525578/81bb2/261_Custom_Wordcloud5.png","srcSet":"/static/18a92916d49838afde0c6e9f46525578/81bb2/261_Custom_Wordcloud5.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/18a92916d49838afde0c6e9f46525578/ffef7/261_Custom_Wordcloud5.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"78faa24c-c86d-5d0f-9c91-82c95b0a3a3a","name":"285_Back_Layout1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a6e44405546ba8d37dc19894ae593b6b/7b5fe/285_Back_Layout1.png","srcSet":"/static/a6e44405546ba8d37dc19894ae593b6b/7b5fe/285_Back_Layout1.png 507w","sizes":"100vw"},"sources":[{"srcSet":"/static/a6e44405546ba8d37dc19894ae593b6b/cc2e8/285_Back_Layout1.webp 507w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8382642998027614}}}},{"node":{"id":"08ff6452-bf08-5335-860b-04e786ff154c","name":"286_boundaries2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/efd21283b7732d925df8d9fc09dc1c77/1a3df/286_boundaries2.png","srcSet":"/static/efd21283b7732d925df8d9fc09dc1c77/1a3df/286_boundaries2.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/efd21283b7732d925df8d9fc09dc1c77/959a0/286_boundaries2.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4462962962962963}}}},{"node":{"id":"c2a2c818-76c8-5585-8f3a-6001c6f99130","name":"310_basic_bubblemap","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0ec0853bc5cec3672fb80d7a81b3da69/4b3b7/310_basic_bubblemap.png","srcSet":"/static/0ec0853bc5cec3672fb80d7a81b3da69/4b3b7/310_basic_bubblemap.png 734w","sizes":"100vw"},"sources":[{"srcSet":"/static/0ec0853bc5cec3672fb80d7a81b3da69/aa68a/310_basic_bubblemap.webp 734w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5095367847411444}}}},{"node":{"id":"0ea6caf4-8c7c-53e7-a9a8-5909260b29d5","name":"312-add-markers-on-folium-map1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dcb79141c962247647fe9f8ba253dfce/ec333/312-add-markers-on-folium-map1.png","srcSet":"/static/dcb79141c962247647fe9f8ba253dfce/ec333/312-add-markers-on-folium-map1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/dcb79141c962247647fe9f8ba253dfce/21b1a/312-add-markers-on-folium-map1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b0c1c945-876c-5f21-9e6f-04d4f5642703","name":"312-add-markers-on-folium-map2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/62777b9a9eaadec8bf8b83cba581cd2b/ec333/312-add-markers-on-folium-map2.png","srcSet":"/static/62777b9a9eaadec8bf8b83cba581cd2b/ec333/312-add-markers-on-folium-map2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/62777b9a9eaadec8bf8b83cba581cd2b/21b1a/312-add-markers-on-folium-map2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1800d598-072e-5bca-9548-ebb3925271a8","name":"365_data_science_banner","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/bb81f70bb73cf94e8a0bd36168f38d32/61162/365_data_science_banner.jpg","srcSet":"/static/bb81f70bb73cf94e8a0bd36168f38d32/61162/365_data_science_banner.jpg 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/bb81f70bb73cf94e8a0bd36168f38d32/1880e/365_data_science_banner.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8333333333333334}}}},{"node":{"id":"d0643ce8-81cb-5e49-ba75-439da6f2b115","name":"371_3D_Surface_plot_volcano_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4d808c54172524e161d3436a4b016729/0e450/371_3D_Surface_plot_volcano_2.png","srcSet":"/static/4d808c54172524e161d3436a4b016729/0e450/371_3D_Surface_plot_volcano_2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/4d808c54172524e161d3436a4b016729/565c6/371_3D_Surface_plot_volcano_2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"8add34fa-624f-5b4c-9dcf-9df1b8d10d5a","name":"371_3D_Surface_plot_volcano_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cadf50343281c55159f5c5a6896e1c7f/0e450/371_3D_Surface_plot_volcano_1.png","srcSet":"/static/cadf50343281c55159f5c5a6896e1c7f/0e450/371_3D_Surface_plot_volcano_1.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/cadf50343281c55159f5c5a6896e1c7f/565c6/371_3D_Surface_plot_volcano_1.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"86773254-e916-54cd-a331-3a484f692ca9","name":"371_3D_Surface_plot_volcano_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/175939ab914017ac4bb302a6bb607d8b/0e450/371_3D_Surface_plot_volcano_3.png","srcSet":"/static/175939ab914017ac4bb302a6bb607d8b/0e450/371_3D_Surface_plot_volcano_3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/175939ab914017ac4bb302a6bb607d8b/565c6/371_3D_Surface_plot_volcano_3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"836e7f11-df0a-52ae-a5ec-a58dcacdd67f","name":"371_3D_Surface_plot_volcano_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4b608b554dbe6a4542ea7e5f47bb91c2/0e450/371_3D_Surface_plot_volcano_4.png","srcSet":"/static/4b608b554dbe6a4542ea7e5f47bb91c2/0e450/371_3D_Surface_plot_volcano_4.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/4b608b554dbe6a4542ea7e5f47bb91c2/565c6/371_3D_Surface_plot_volcano_4.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"315e7aa1-a8d2-5578-bf84-e74486c354ae","name":"393_Faceting_and_Radarchart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAFCAYAAABFA8wzAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA+klEQVR42kWQS0/DMBCE8///CRISR7gj9doDXHpBkKrNg7akcfzcdT5kV1BLljzj2dnRNADrunIxM6rC31FV5nlBRP+5nFecm8n5zokIxhhyzhU3KsIwT7zud3xeRgpOKRFjRCQSQqg4iRKWPWF+J8S7pvwX0/IuXBNDYHc68vzxxnb4wjlXr1k83XglhIjzAbuckNMjYXxCksNah/c3bdd19H2PtZambo+RizWEdNuikjgOVzbblkM/1Spq0vML6fuBFM7EpKQU8d7Tti3jONakTemqOGuSuq2QpY/pajgME4f+h6yK6oozHdGdcc6imqu2GJYQZbZ4/QJBT4ID3Vp+EAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/da4b0361d039064b28267032be503a22/973fd/393_Faceting_and_Radarchart.png","srcSet":"/static/da4b0361d039064b28267032be503a22/a7d29/393_Faceting_and_Radarchart.png 750w,\n/static/da4b0361d039064b28267032be503a22/973fd/393_Faceting_and_Radarchart.png 1020w","sizes":"100vw"},"sources":[{"srcSet":"/static/da4b0361d039064b28267032be503a22/b8b05/393_Faceting_and_Radarchart.webp 750w,\n/static/da4b0361d039064b28267032be503a22/fb6b2/393_Faceting_and_Radarchart.webp 1020w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.26666666666666666}}}},{"node":{"id":"9b872ca8-7ae4-596b-82fb-8776e187b4f8","name":"404_Dendro_and_heatmap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAARCAYAAADdRIy+AAAACXBIWXMAAA7DAAAOwwHHb6hkAAADI0lEQVR42n2UbWhTZxTHnyS9SZr0jXat1DTatDoKsn0aYx/GGL4Vo6CWyj4OYQWZIJNJmTq21bJSprhREeo3Y1qbNtHaoggiit82UQbVLmlaE22bFkp1qZikeetv3Ocm1qXFA/977gv3d//nnOe5Ijv5F7HoK94X6XR6jVKplMyFIZ6c6OLFuF9erKyskMlkcsqSzWpKJpO585WcsmTSGRLxBNlM5v/Ay+fczE5H3gLXi0zBS/l7ElwIVA/qAzXGnwbo7DzPmc5znP7xVzo6zkr99HO3zF1df/Bb9wW6u3vw9PRz93cvj333WXz5kui/UQ2ofiEej8sLl+sqQhSh15chRAlClL6jMnSiAqvBjl7U0GD9mCb9Rxx2thEOh4lEItKYUBubtz3guY4Q1ZgtmzGa7VImcx0msx1zsZ1iyyZqKpooL91Cs207LTXNHGs9jt/vZ35+XnIkMF/yFfcgQlShmOowKBspMtooUrOyEcVow2iqo9zaiNlST1utk9PVrXR8dYpQ6Blzc3NyUDmgNozLrgGE+ECCDDlQIbCqbCslVgcHanfxdbWTE63fS4czMzNaD9916HJpDt8HrCzdSqnVwc7aHbRU7qW99QdC4RALCwurwHRa66G7z4sQlaslK7Z1gFuwWBy01H/Jd43NnD3cjj/gJxgMkk6lEOqKTyZTEtjf75MlKybbGmAeWlHSgNHioKfxc25u283FI6eYmpqUJavmJPDNm5gE9rm9csqrQA2i5Iaj5jKLA6XYQe+Hn3HPvofe/R1MTgWJzM5qJau7IxaL5xxeK3C4to8q0GBy4P7iEx5+uptLB88QmPiHiYkJuZ7lTkkkEuuXnHP31qFiw2qpxyBq8fSeZ/qXHm7vaOfZdJhAICCXjgQuLy+v79BY0EMVWLwZva4O98kjvP72KGP7jjMeDEiHS9GoBszvFLfsYQV6/QZ0upo10us2YDVuQggbfd84mT50iDvOk4RehAmFQsRiMQ2Y/8s8fz7DkHeU68O38PpGGRoawesdwecbZXBwmEHPML6hETwDN5j6+0/mHj4i8GCMpddLLC4uSuB/emV3uB02r4IAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/9886cc2deae58c315ca865b00ea6c228/b28bc/404_Dendro_and_heatmap1.png","srcSet":"/static/9886cc2deae58c315ca865b00ea6c228/0609c/404_Dendro_and_heatmap1.png 750w,\n/static/9886cc2deae58c315ca865b00ea6c228/b28bc/404_Dendro_and_heatmap1.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/9886cc2deae58c315ca865b00ea6c228/83ae5/404_Dendro_and_heatmap1.webp 750w,\n/static/9886cc2deae58c315ca865b00ea6c228/745ab/404_Dendro_and_heatmap1.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8517699115044248}}}},{"node":{"id":"de80d00a-2769-5447-b81e-d589e4e5453e","name":"404_Dendro_and_heatmap11","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7ec6b0de0b0c39b77521eb60c3200dc3/b28bc/404_Dendro_and_heatmap11.png","srcSet":"/static/7ec6b0de0b0c39b77521eb60c3200dc3/0609c/404_Dendro_and_heatmap11.png 750w,\n/static/7ec6b0de0b0c39b77521eb60c3200dc3/b28bc/404_Dendro_and_heatmap11.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/7ec6b0de0b0c39b77521eb60c3200dc3/83ae5/404_Dendro_and_heatmap11.webp 750w,\n/static/7ec6b0de0b0c39b77521eb60c3200dc3/745ab/404_Dendro_and_heatmap11.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8517699115044248}}}},{"node":{"id":"225874c8-9282-5c56-971a-c073eaff768c","name":"404_Dendro_and_heatmap12","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e8d509d3e73a061d73d3715813e8b786/69813/404_Dendro_and_heatmap12.png","srcSet":"/static/e8d509d3e73a061d73d3715813e8b786/6df7b/404_Dendro_and_heatmap12.png 750w,\n/static/e8d509d3e73a061d73d3715813e8b786/69813/404_Dendro_and_heatmap12.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/e8d509d3e73a061d73d3715813e8b786/de535/404_Dendro_and_heatmap12.webp 750w,\n/static/e8d509d3e73a061d73d3715813e8b786/48513/404_Dendro_and_heatmap12.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"38f9cc1d-16d0-5c30-81d2-e9e2c9273cd3","name":"404_Dendro_and_heatmap10","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ef4c23e72742284d9f83c7b5276673e3/69813/404_Dendro_and_heatmap10.png","srcSet":"/static/ef4c23e72742284d9f83c7b5276673e3/6df7b/404_Dendro_and_heatmap10.png 750w,\n/static/ef4c23e72742284d9f83c7b5276673e3/69813/404_Dendro_and_heatmap10.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/ef4c23e72742284d9f83c7b5276673e3/de535/404_Dendro_and_heatmap10.webp 750w,\n/static/ef4c23e72742284d9f83c7b5276673e3/48513/404_Dendro_and_heatmap10.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"45a8539f-de23-55bd-8518-5e6ac2a721b6","name":"404_Dendro_and_heatmap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/92126a2443ce34f9f5fd8cb7c12431c3/b28bc/404_Dendro_and_heatmap3.png","srcSet":"/static/92126a2443ce34f9f5fd8cb7c12431c3/0609c/404_Dendro_and_heatmap3.png 750w,\n/static/92126a2443ce34f9f5fd8cb7c12431c3/b28bc/404_Dendro_and_heatmap3.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/92126a2443ce34f9f5fd8cb7c12431c3/83ae5/404_Dendro_and_heatmap3.webp 750w,\n/static/92126a2443ce34f9f5fd8cb7c12431c3/745ab/404_Dendro_and_heatmap3.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8517699115044248}}}},{"node":{"id":"7659d2ca-d709-5b5a-af20-b69dd52c5800","name":"404_Dendro_and_heatmap4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/742b55ae7cbc8e0863da7da6f2c75a91/69813/404_Dendro_and_heatmap4.png","srcSet":"/static/742b55ae7cbc8e0863da7da6f2c75a91/6df7b/404_Dendro_and_heatmap4.png 750w,\n/static/742b55ae7cbc8e0863da7da6f2c75a91/69813/404_Dendro_and_heatmap4.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/742b55ae7cbc8e0863da7da6f2c75a91/de535/404_Dendro_and_heatmap4.webp 750w,\n/static/742b55ae7cbc8e0863da7da6f2c75a91/48513/404_Dendro_and_heatmap4.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"49b40020-d4a7-5568-a62c-fadec9b5d681","name":"404_Dendro_and_heatmap5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap5.png","srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/6df7b/404_Dendro_and_heatmap5.png 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap5.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/de535/404_Dendro_and_heatmap5.webp 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/48513/404_Dendro_and_heatmap5.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"71d9d150-fc75-54a4-b7ab-8b52e73827b6","name":"404_Dendro_and_heatmap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap2.png","srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/6df7b/404_Dendro_and_heatmap2.png 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap2.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/de535/404_Dendro_and_heatmap2.webp 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/48513/404_Dendro_and_heatmap2.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"f1f36a09-8437-5c6c-89c5-747b99bf3893","name":"404_Dendro_and_heatmap6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c47606e37a2e495b0e9718eecab3fb74/69813/404_Dendro_and_heatmap6.png","srcSet":"/static/c47606e37a2e495b0e9718eecab3fb74/6df7b/404_Dendro_and_heatmap6.png 750w,\n/static/c47606e37a2e495b0e9718eecab3fb74/69813/404_Dendro_and_heatmap6.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/c47606e37a2e495b0e9718eecab3fb74/de535/404_Dendro_and_heatmap6.webp 750w,\n/static/c47606e37a2e495b0e9718eecab3fb74/48513/404_Dendro_and_heatmap6.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"603e1f83-c425-571a-bd4e-8b8a2e96befe","name":"404_Dendro_and_heatmap7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/311c4bba918e75ceb202176d4ffdb37e/69813/404_Dendro_and_heatmap7.png","srcSet":"/static/311c4bba918e75ceb202176d4ffdb37e/6df7b/404_Dendro_and_heatmap7.png 750w,\n/static/311c4bba918e75ceb202176d4ffdb37e/69813/404_Dendro_and_heatmap7.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/311c4bba918e75ceb202176d4ffdb37e/de535/404_Dendro_and_heatmap7.webp 750w,\n/static/311c4bba918e75ceb202176d4ffdb37e/48513/404_Dendro_and_heatmap7.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"857f9faf-cae6-542c-a422-9ee47b5d56de","name":"404_Dendro_and_heatmap8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/35e3c4de5d92d10c7bf1399fab6bf64b/69813/404_Dendro_and_heatmap8.png","srcSet":"/static/35e3c4de5d92d10c7bf1399fab6bf64b/6df7b/404_Dendro_and_heatmap8.png 750w,\n/static/35e3c4de5d92d10c7bf1399fab6bf64b/69813/404_Dendro_and_heatmap8.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/35e3c4de5d92d10c7bf1399fab6bf64b/de535/404_Dendro_and_heatmap8.webp 750w,\n/static/35e3c4de5d92d10c7bf1399fab6bf64b/48513/404_Dendro_and_heatmap8.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"1d807d2f-42ea-5139-819c-2367ac707311","name":"405_Dendro_and_heatmap_and_rowcolor","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/116cf009a3b47242b4bcddcdf7f9ee28/c3491/405_Dendro_and_heatmap_and_rowcolor.png","srcSet":"/static/116cf009a3b47242b4bcddcdf7f9ee28/31339/405_Dendro_and_heatmap_and_rowcolor.png 750w,\n/static/116cf009a3b47242b4bcddcdf7f9ee28/c3491/405_Dendro_and_heatmap_and_rowcolor.png 924w","sizes":"100vw"},"sources":[{"srcSet":"/static/116cf009a3b47242b4bcddcdf7f9ee28/b40a4/405_Dendro_and_heatmap_and_rowcolor.webp 750w,\n/static/116cf009a3b47242b4bcddcdf7f9ee28/6d8dc/405_Dendro_and_heatmap_and_rowcolor.webp 924w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8409090909090908}}}},{"node":{"id":"617d1371-edd6-527d-9d7e-a2c60fcc66e3","name":"404_Dendro_and_heatmap9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/911a1d00f6c4a1941cb9ed965f124637/69813/404_Dendro_and_heatmap9.png","srcSet":"/static/911a1d00f6c4a1941cb9ed965f124637/6df7b/404_Dendro_and_heatmap9.png 750w,\n/static/911a1d00f6c4a1941cb9ed965f124637/69813/404_Dendro_and_heatmap9.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/911a1d00f6c4a1941cb9ed965f124637/de535/404_Dendro_and_heatmap9.webp 750w,\n/static/911a1d00f6c4a1941cb9ed965f124637/48513/404_Dendro_and_heatmap9.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"25c3d408-0974-522f-95c5-ca0cdbbd66b4","name":"406-chord-diagram_mne1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/60be66298c27891d4079141373d003bb/ec333/406-chord-diagram_mne1.png","srcSet":"/static/60be66298c27891d4079141373d003bb/ec333/406-chord-diagram_mne1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/60be66298c27891d4079141373d003bb/21b1a/406-chord-diagram_mne1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"52612b74-7aca-5326-ae3b-0e42fee81b8e","name":"406-chord-diagram_mne3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f0a2e3c3a2f3a22f9a15661948570301/ec333/406-chord-diagram_mne3.png","srcSet":"/static/f0a2e3c3a2f3a22f9a15661948570301/ec333/406-chord-diagram_mne3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f0a2e3c3a2f3a22f9a15661948570301/21b1a/406-chord-diagram_mne3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e9565909-6a11-5c1e-9872-07d3542c85fc","name":"406-chord-diagram_mne2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/84c6f5dbf339c8afc09fb5f8bd1ac749/ec333/406-chord-diagram_mne2.png","srcSet":"/static/84c6f5dbf339c8afc09fb5f8bd1ac749/ec333/406-chord-diagram_mne2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/84c6f5dbf339c8afc09fb5f8bd1ac749/21b1a/406-chord-diagram_mne2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"45ba9b6c-6559-59f9-abda-817cc0c50d86","name":"503-waffle-chart-introduction-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACb0lEQVR42q2UWXOiQBSF/f8/ZB5mKjGLC5pEZAuMoHFBTdxGB1caRIhiBORMgbEmNRmeZm7d6uqX0+e793Z3CucIkwMJkcI/ROp0MCFk+EObzvWm+jJbzCbz+XS5Gk9n/fF4omlJ5inMNGy0vaXai9rWaJmaMq737JfOdvDs9Nqb5+a603UHmvsy8e3Xo7vf7/fb7dZ1Xc/zUhBZtHOwLkCusL4JFreNb7wv0ZDpUCxBoXd3tH5ZXn2h3n5OsFKn86WiyN1ud7PZpFCV0Kdh5UDyMAvBoqDeVnyFx5OAaOVdVjDyonHN7KZTZ9FbrnRVbY1GI8dxUlBEPN/DyoBkYOaDBdW6Fn2ZQ5ULZRY1blfmjKxA0rQ7mR4Gg6WuNxuNfr9vWVbs3Ety5mJnPnYuu5PZW2+0IqStqsPhMMaufUefgZUHobAuBstiO1vxq4+oi6gKqAsu92gUJOOKPuhW4Ae+7x8OB8/zjsfjqeYSnGzkvC4Ei2IjLXuxLFR41N9rJmnaM+34Mn0cVU1Ch4F2DyMHs3hcFuYyZ0vCviKiGjeMEwxKNNIlz9x8EtfFqKvSI9ZZGIWQUDjcDhhBK0l44lDjXSaqmVw+JIirfJRmDkYx1Ck4uTErzJmz+IR9+VfnKg+ZQYWFcQOSC/UsnJsfNDt7EKCUoTA7miEZXv965xnW6QF9ED+J0UgUHmYWBhWSPJzMmOXnZRG1aM7v2BcPnpGErQi/a36NscsSauc5UydsOwmbScZmz9ifnYdd9FX0VDgV2Eq4UeDKq1bHbHYxaGGgvjVVW+7afD143f3XzyDq3ilxjJji/fvv80d+Ev8CC3FBB1us6AoAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/56cd2dd16157e3b4d82843e39f2abfc2/ec333/503-waffle-chart-introduction-2.png","srcSet":"/static/56cd2dd16157e3b4d82843e39f2abfc2/ec333/503-waffle-chart-introduction-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/56cd2dd16157e3b4d82843e39f2abfc2/21b1a/503-waffle-chart-introduction-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fb060d62-3dd0-56ac-8068-752527c1ff92","name":"500-network-chart-with-edge-bundling","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/358eb0eb8222e01b8836a18d89cc5ea2/ec333/500-network-chart-with-edge-bundling.png","srcSet":"/static/358eb0eb8222e01b8836a18d89cc5ea2/ec333/500-network-chart-with-edge-bundling.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/358eb0eb8222e01b8836a18d89cc5ea2/21b1a/500-network-chart-with-edge-bundling.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"28b9dd58-c001-5c33-b723-f3b1f8856804","name":"506-histogram-with-small-mutliples","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a315b1ee2e1c8bd1719f35704381407d/ec333/506-histogram-with-small-mutliples.png","srcSet":"/static/a315b1ee2e1c8bd1719f35704381407d/ec333/506-histogram-with-small-mutliples.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a315b1ee2e1c8bd1719f35704381407d/21b1a/506-histogram-with-small-mutliples.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5bfa7875-10e7-5725-8d70-88997298b88d","name":"511-interactive-scatterplot-with-plotly-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/93356b5a890f869f90e8535ef3e0ddcc/ec333/511-interactive-scatterplot-with-plotly-1.png","srcSet":"/static/93356b5a890f869f90e8535ef3e0ddcc/ec333/511-interactive-scatterplot-with-plotly-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/93356b5a890f869f90e8535ef3e0ddcc/21b1a/511-interactive-scatterplot-with-plotly-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"03f43b63-e119-5178-80ee-13f28925772d","name":"511-interactive-scatterplot-with-plotly-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8a3e45c971e11eab97eb3c863152893b/ec333/511-interactive-scatterplot-with-plotly-2.png","srcSet":"/static/8a3e45c971e11eab97eb3c863152893b/ec333/511-interactive-scatterplot-with-plotly-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a3e45c971e11eab97eb3c863152893b/21b1a/511-interactive-scatterplot-with-plotly-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d265ba8e-2271-5c30-aadd-7a38602c4053","name":"511-interactive-scatterplot-with-plotly-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f5878593d1f5b90f0d2212106d7357ae/ec333/511-interactive-scatterplot-with-plotly-3.png","srcSet":"/static/f5878593d1f5b90f0d2212106d7357ae/ec333/511-interactive-scatterplot-with-plotly-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f5878593d1f5b90f0d2212106d7357ae/21b1a/511-interactive-scatterplot-with-plotly-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2e3f66f1-e88e-57f5-bd18-1aaa7756fca2","name":"516-line-chart-with-annotations","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bf9c54818db643d7638b46d272a029df/ec333/516-line-chart-with-annotations.png","srcSet":"/static/bf9c54818db643d7638b46d272a029df/ec333/516-line-chart-with-annotations.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bf9c54818db643d7638b46d272a029df/21b1a/516-line-chart-with-annotations.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f12b0c25-865f-5b94-9364-b7230b14235b","name":"529-multi-group-histogram-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a3a190b10ad9abd1027f72692b22e5bc/ec333/529-multi-group-histogram-pandas.png","srcSet":"/static/a3a190b10ad9abd1027f72692b22e5bc/ec333/529-multi-group-histogram-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a3a190b10ad9abd1027f72692b22e5bc/21b1a/529-multi-group-histogram-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b0000c06-c617-5d4c-a912-e55c33f1216b","name":"529-multi-group-histogram-pandas-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ec966b52b07eaaf09f94fdbd7ccdbcf/ec333/529-multi-group-histogram-pandas-2.png","srcSet":"/static/5ec966b52b07eaaf09f94fdbd7ccdbcf/ec333/529-multi-group-histogram-pandas-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ec966b52b07eaaf09f94fdbd7ccdbcf/21b1a/529-multi-group-histogram-pandas-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f0d9e4f3-677e-5240-8eab-348acb27648a","name":"532-episode1-each-line-anakin-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/573b2980f40de0f7eec48cb4ffdefe1e/ec333/532-episode1-each-line-anakin-square.png","srcSet":"/static/573b2980f40de0f7eec48cb4ffdefe1e/ec333/532-episode1-each-line-anakin-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/573b2980f40de0f7eec48cb4ffdefe1e/21b1a/532-episode1-each-line-anakin-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19213dff-4b7d-531c-860d-4cb446417434","name":"534-highly-customized-layout","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7972c27653eb9cd7fa2566f19aad6294/ec333/534-highly-customized-layout.png","srcSet":"/static/7972c27653eb9cd7fa2566f19aad6294/ec333/534-highly-customized-layout.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7972c27653eb9cd7fa2566f19aad6294/21b1a/534-highly-customized-layout.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3fd10066-13ab-58bf-b744-ac9179413703","name":"550-intro-table-with-pandas-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/07b06516a7ff0253dc6c122bba08aaea/ec333/550-intro-table-with-pandas-1.png","srcSet":"/static/07b06516a7ff0253dc6c122bba08aaea/ec333/550-intro-table-with-pandas-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/07b06516a7ff0253dc6c122bba08aaea/21b1a/550-intro-table-with-pandas-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2a3cb39f-6399-5c2b-97fd-94b31539c457","name":"550-intro-table-with-pandas-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0cbec078718cc4ebb726a9ed484be354/ec333/550-intro-table-with-pandas-2.png","srcSet":"/static/0cbec078718cc4ebb726a9ed484be354/ec333/550-intro-table-with-pandas-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0cbec078718cc4ebb726a9ed484be354/21b1a/550-intro-table-with-pandas-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"29fac866-2011-5ea5-a1b9-74202a3ada82","name":"565-arc-diagram-with-arcplot-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/13bfcc90b83aa994e33d07f3bf410361/ec333/565-arc-diagram-with-arcplot-2.png","srcSet":"/static/13bfcc90b83aa994e33d07f3bf410361/ec333/565-arc-diagram-with-arcplot-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/13bfcc90b83aa994e33d07f3bf410361/21b1a/565-arc-diagram-with-arcplot-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ddf27f40-9a6b-5475-95c1-df88246d5d0e","name":"565-arc-diagram-with-arcplot-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/12c35c7422123a457ac83e15fa073e11/ec333/565-arc-diagram-with-arcplot-1.png","srcSet":"/static/12c35c7422123a457ac83e15fa073e11/ec333/565-arc-diagram-with-arcplot-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/12c35c7422123a457ac83e15fa073e11/21b1a/565-arc-diagram-with-arcplot-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"77e5bb7f-6ce6-5e4a-baa8-412d20e2f1db","name":"565-arc-diagram-with-arcplot-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5900ef4d4dc50757d19ff79b2c84a0f4/ec333/565-arc-diagram-with-arcplot-3.png","srcSet":"/static/5900ef4d4dc50757d19ff79b2c84a0f4/ec333/565-arc-diagram-with-arcplot-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5900ef4d4dc50757d19ff79b2c84a0f4/21b1a/565-arc-diagram-with-arcplot-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7f73556-56fe-557a-9786-0fc6812260f2","name":"565-arc-diagram-with-arcplot-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/66c1b380b60d0ded6371ae5893befd41/ec333/565-arc-diagram-with-arcplot-4.png","srcSet":"/static/66c1b380b60d0ded6371ae5893befd41/ec333/565-arc-diagram-with-arcplot-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/66c1b380b60d0ded6371ae5893befd41/21b1a/565-arc-diagram-with-arcplot-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6fdb948c-d220-5782-b828-7c129a5a49d3","name":"80_bivariate_kernel_density_plot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8a3cd177b4c01727b9c901ae1b8ad79/ec333/80_bivariate_kernel_density_plot1.png","srcSet":"/static/b8a3cd177b4c01727b9c901ae1b8ad79/ec333/80_bivariate_kernel_density_plot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8a3cd177b4c01727b9c901ae1b8ad79/21b1a/80_bivariate_kernel_density_plot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"696e8050-25f6-5c37-be2b-2919b7eaad61","name":"animated_chart","childImageSharp":null}},{"node":{"id":"38031ab5-6d1d-5fa3-9399-baba9e1cce9a","name":"animated_scatter","childImageSharp":null}},{"node":{"id":"afaf0d79-f26b-5f0b-aa40-ff33115120e8","name":"basic-sankey-diagram-with-pysankey-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fec6df80c5899ef5b0ab889c6478bc7e/ec333/basic-sankey-diagram-with-pysankey-1.png","srcSet":"/static/fec6df80c5899ef5b0ab889c6478bc7e/ec333/basic-sankey-diagram-with-pysankey-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fec6df80c5899ef5b0ab889c6478bc7e/21b1a/basic-sankey-diagram-with-pysankey-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"abff4d13-634a-53f7-a1c7-eff28d9ba768","name":"circular-barplot-basic","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/747cb357da1247b170774a4e36e8572c/ec333/circular-barplot-basic.png","srcSet":"/static/747cb357da1247b170774a4e36e8572c/ec333/circular-barplot-basic.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/747cb357da1247b170774a4e36e8572c/21b1a/circular-barplot-basic.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"77ac416a-b6a1-5c70-a5a2-5db3c05e4d20","name":"circular-barplot-basic2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/613463b71461d4d274c918321ebd64d7/ec333/circular-barplot-basic2.png","srcSet":"/static/613463b71461d4d274c918321ebd64d7/ec333/circular-barplot-basic2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/613463b71461d4d274c918321ebd64d7/21b1a/circular-barplot-basic2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"951c275f-b016-5c6f-b7bb-53de6c23827a","name":"circular-barplot-basic1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f11e1ec42d63f1857332f5f875a9d02b/ec333/circular-barplot-basic1.png","srcSet":"/static/f11e1ec42d63f1857332f5f875a9d02b/ec333/circular-barplot-basic1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f11e1ec42d63f1857332f5f875a9d02b/21b1a/circular-barplot-basic1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"51229387-3f1e-597d-8244-c014836c874f","name":"circular-barplot-with-groups1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0147adcd0640c7f09b587de1a04d848c/ec333/circular-barplot-with-groups1.png","srcSet":"/static/0147adcd0640c7f09b587de1a04d848c/ec333/circular-barplot-with-groups1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0147adcd0640c7f09b587de1a04d848c/21b1a/circular-barplot-with-groups1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a5f09e3-39c8-5ab8-9732-bfe119bb6358","name":"circular-barplot-basic3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9115d6ef667e7fce262f99dab5a0de23/ec333/circular-barplot-basic3.png","srcSet":"/static/9115d6ef667e7fce262f99dab5a0de23/ec333/circular-barplot-basic3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9115d6ef667e7fce262f99dab5a0de23/21b1a/circular-barplot-basic3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"090647c0-c51d-5369-8f3e-06669bbd6b07","name":"circular-barplot-basic4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4136bf0c2e7028b88be56a9386e907af/ec333/circular-barplot-basic4.png","srcSet":"/static/4136bf0c2e7028b88be56a9386e907af/ec333/circular-barplot-basic4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4136bf0c2e7028b88be56a9386e907af/21b1a/circular-barplot-basic4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2fa20bd5-1c43-587c-b521-5ea2104ad483","name":"circular-barplot-with-groups2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/35a092b1d424f55d269ba24c10027ea7/ec333/circular-barplot-with-groups2.png","srcSet":"/static/35a092b1d424f55d269ba24c10027ea7/ec333/circular-barplot-with-groups2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/35a092b1d424f55d269ba24c10027ea7/21b1a/circular-barplot-with-groups2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"67ecfe5a-cfae-5977-92d2-93e228cd899b","name":"circular-barplot-with-groups3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d699ef943972508752398170b047269a/ec333/circular-barplot-with-groups3.png","srcSet":"/static/d699ef943972508752398170b047269a/ec333/circular-barplot-with-groups3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d699ef943972508752398170b047269a/21b1a/circular-barplot-with-groups3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7fae08b1-8a1c-55cd-931a-88a49f9ea5d3","name":"circular-barplot-with-groups4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAC+klEQVR42oVUzU9TQRDvzYt/gCZ6MurFgydDOCCGIMTwYYgocNCDJppwEo0maBA18hE0RkVEECWRgBSQoCgJUWqhIoIgohiUImALpZTS9r3u2/fezu6Y98qXCDjZy8zub3bnN79ZC/5jQhhrfX/ZLCtPISJwUKkiFo0zFiaEKAqa7rpgSqlCVaZrXcOTPzwhRGTAg6GQ+3UbcbuJpnKAtcGRpPc7Rj84faeqey/W9yEKHcBVWDiWkTnV2DQ/NASIgvN1wf3O6Vzrp6IXg3uvtVv73cjUn/sPOJOSf+XkuB0Or8ejadraz1YV4pnxnqjq2Vfw9lh5V8f3aUSce/9+/Pp1Z0KiMy1N+vZVIHJgq8GMMde054J1YE9+e05t36w/EIkDgMwgYO8M2+ymy5jOGDAw618AcwApFDxb9yn5jv33bMDwI5WYlCNiQAuVfr53xZ53+d0lu9POKBMolmoWKFBH9GvA/2aFm1nGfM74+rj4xriK/odEItzMaIm8TQoGYPAZdlyFyR7jrOArum8E/EH/0Zb0pKZD+ba8zolOnepccIuq6dL8LG27wsui8fIm2pStm/etAo9MjSQ0xGe1Zqa3HCnuLlQlFThYhCEPRXZUYFkUluyABzFkxskROdNNYXIhDG6qBh7F1sdkvcyo6X8qK+EFwnQGctCv2O9K3U+gJh2LtmvWk4EZl6IzgcjMgr2y93BzanRdVGpzSmpzyuj0qAAjbuGcA2MMMTgxyKoS8dYuvLkDHh+ijnI60qEMWFlPBQqwTdrOvzlX+rF0yPXF5Xfpmr7UKkEZ0uE2LN6GN7Yo1tNQdRDzNmPJTry1Gwu2igkHIhIiu+fdKlHF4pAstEpTFW+QUvttLIsiIzbSmqt0V/LyGF6drDScwYbjIESkPZzzpfFalich1D/nE/PjRArO+bwegtrzbFEZ650LyL21TPYtMb+GtoUQqkqFELqmcQCOqI51yUOvGGNU1cLh8MafwWojiiqFFc6NcVg1jP8HGzoTfIP9P7phLEn5FkAvAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/c14571484ba665414feb4cfa3c505680/ec333/circular-barplot-with-groups4.png","srcSet":"/static/c14571484ba665414feb4cfa3c505680/ec333/circular-barplot-with-groups4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c14571484ba665414feb4cfa3c505680/21b1a/circular-barplot-with-groups4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e309ee7e-122f-54ef-ba2e-9644a04a00b4","name":"circular-barplot-with-groups4big","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAYAAACQjC21AAAACXBIWXMAAAsTAAALEwEAmpwYAAADT0lEQVR42o2U3WscVRjG93/w0ovGm15Z6IWIIE3YXFlqYryo1YIUQUpDKSgWqhQ/EBJM0paUtlYFA9JtTT8sRUHdSNMk/TBpm016UUU32c2mJut+ZnZ2ZnbOzDnnV2Z2k0ZNux54L+Y973nmfc7znifCv5bWOgwpJVr/YwPf8/B9nyetyPqPoFgphRCCUqmM68kQPMg5QlAoFLAMA8/zwlxTQE+43PwjS9URfHLlHud+nQ/zQmlyU1Ok33mXlUSCSi7XvEOl6vy+HEsyGP+Nwxen6ToxTqZkgVtj/uUO5na9TuroMXJ3pzGVwheiOWWzXOS9b+/w1tAkz34c5/OxOZCCzOEPmet8hfmuV0n3D5CdSeCi8KWH0uq/gFIqVsol4rNpokfG2NY3yvd3U9TceheulOSTSRbf/4ClAweQlUqDmn4MZenzYGmZzuPX2PLRT4zMLoBfQzWkDkTwpUQKgRY+qWqGxF/TTKanSBaTeDUPjV4H6Au0ktxIGZyZzIRK68YYPbrnOrV0KcX2Sy8RvRBlz497mE3PguQRYHDI06CqBbAfgG+iN1BwFXy5vETH5Q52XN5B/H4cx3HW9iKBuo5lUr0dQ57bjf5sE/bVgeCHoOUGqLCYX2TnDzvputJF6/lWem/0Yq/YoTgR4XnYpoE1fgJ16gXoa0HEdlGrOfXTSoavBK1Qqv5KrqeuEz0fpXukm6E7Q0xkJnAdtw4Y1DrVCvZIDzL2GhzfCgObcW7HsCUI4Qa3h26MhulU2PvzXtovtNM23Mb+X/bj2Osoe76PXTWws0mKuSzi0j7ofwYGt2CNHqNa+jtUt2abKCOLJSocHDtI23Arh0YP0XOzh5mFGaSQ68ZGKwIybmIYep+GI5uRp7ehTz6HGtyKG3sDMdSB/qodrDxCa6bSk8T/jKNshfDEmmlEVlu1LIvicgb1TSd8+hTmxBd4Z3fDqeehvwV9+kV0Xwv6Wi+q0UQwRq7rbjzYWkrKlqCycA996yS1wgLF++PkKzXcs28iv95O/vdbeN91o+xSCKpRTdzGE6yYVviabNsKw/RBXO3Dv/g2tvAxijmsirHmkU8EDM01GBVdj1Vlq5ZFyTBRSqKVCv3wfxns41YAELi11rpp7UN+f2tfoOhQdgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/ee679d772048a1aa6efa120595f2332a/ec33a/circular-barplot-with-groups4big.png","srcSet":"/static/ee679d772048a1aa6efa120595f2332a/ec33a/circular-barplot-with-groups4big.png 643w","sizes":"100vw"},"sources":[{"srcSet":"/static/ee679d772048a1aa6efa120595f2332a/3dabe/circular-barplot-with-groups4big.webp 643w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9595645412130638}}}},{"node":{"id":"951ea129-db42-55b5-b4d9-33131e6f4c3c","name":"custom-legend-with-matplotlib3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/91a4b6679cc6afab2ad4d3cb80647b0a/ec333/custom-legend-with-matplotlib3.png","srcSet":"/static/91a4b6679cc6afab2ad4d3cb80647b0a/ec333/custom-legend-with-matplotlib3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/91a4b6679cc6afab2ad4d3cb80647b0a/21b1a/custom-legend-with-matplotlib3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7c866685-bcce-52ca-a8d9-857a64997a3d","name":"circular-packing-several-levels-of-hierarchy-large","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0f07002dfa904b4ff13dd5e5bd1f655f/c9ea5/circular-packing-several-levels-of-hierarchy-large.png","srcSet":"/static/0f07002dfa904b4ff13dd5e5bd1f655f/c9ea5/circular-packing-several-levels-of-hierarchy-large.png 690w","sizes":"100vw"},"sources":[{"srcSet":"/static/0f07002dfa904b4ff13dd5e5bd1f655f/3a29d/circular-packing-several-levels-of-hierarchy-large.webp 690w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9289855072463767}}}},{"node":{"id":"7198bc64-c1d8-5cc5-8b23-62ed6e0fef68","name":"custom-legend-with-matplotlib4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACiElEQVR42pWU3W7TQBCF/f4PgRBc8ACUIlC5ACQKAoHa0CZpm8b5c5LG9tr7v7MzY7RJGhWJCpgby9Ycnc9nj50BgLXW/+cYY0MImRDCGMPMhEgx0N+GmWJEpaz3LiMi733XdUxITnX/NjtV5r13zj2yw2nPSca4v08POu+ic+CDz9q2fVRMkawkrw9KRNracttYa12GiDvsezPqKPlANcN2jbqO1YzBd4REXSOSjfcopUvYzrmHYsZATsZqps9e67Nje/mOY2BTYQhV5YSwV8PNJBd1bQDCH7A5eiinLv/h5z23vCGksrhbL8p8LIb9u2H/bpLX87mIER5gM6b38ZpMg2UeZYlyHayNwNNxObhcnp8tb0dV2yanEOIee+eMtmWiDpwefVl8eLr6/tJvoyLin2erk7fXX04no5tK65CWkZxzmZTyHpt3mRI4ArcWS2uajsHo0BsU19ebSV4vFs0+8J34gB0jNLLswIn1zaAtj/Kf/aoIQRsDg/5a69A0zns8lCSJd8XGjiyEq3p5Uy0+3n5/0j99O70YtZtLsWrASuetASJ+2LAkVkppayJToZuLavl+Pnx2+enF8Ou39WSuamLmjpG31wct24s74rUUFmHclifT/nHeO857R+Pzqaz79ZI7fqzbe+xdYEC4Mu2rce/54PObSWIGQgn+twoQh1LHxoZGW2szrfX+qDh9bwstLqrioipsBA2etpAHd4iwmRV572p1O0viQ9pquxq3bvRn2C5C0E11PRrd5mNjTAYAm80GALRSQggAKOtaSgkAtaiVUiGEuq53h1KWpWx1VVbFokgNQ0StU5Osc0qln4HZTmJRynvPzFLKGCMRtW1LRIgopWTmXw30fBg8uVGxAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/f2d97dd5fd5e383b54093cfcdad9db36/ec333/custom-legend-with-matplotlib4.png","srcSet":"/static/f2d97dd5fd5e383b54093cfcdad9db36/ec333/custom-legend-with-matplotlib4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f2d97dd5fd5e383b54093cfcdad9db36/21b1a/custom-legend-with-matplotlib4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"df168126-fc38-5a87-a4e3-1eae34655fc1","name":"custom-legend-with-matplotlib5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1c09553fd83df0b172b25da8dec25dbd/ec333/custom-legend-with-matplotlib5.png","srcSet":"/static/1c09553fd83df0b172b25da8dec25dbd/ec333/custom-legend-with-matplotlib5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1c09553fd83df0b172b25da8dec25dbd/21b1a/custom-legend-with-matplotlib5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"20e315f4-ed50-5616-a017-9f98a2a4b378","name":"density-chart-multiple-groups-seaborn5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7b1ee93fdb1d76cc36d843b2384cc360/73582/density-chart-multiple-groups-seaborn5.png","srcSet":"/static/7b1ee93fdb1d76cc36d843b2384cc360/d48f2/density-chart-multiple-groups-seaborn5.png 750w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/95f0d/density-chart-multiple-groups-seaborn5.png 1080w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/73582/density-chart-multiple-groups-seaborn5.png 1326w","sizes":"100vw"},"sources":[{"srcSet":"/static/7b1ee93fdb1d76cc36d843b2384cc360/a171b/density-chart-multiple-groups-seaborn5.webp 750w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/76360/density-chart-multiple-groups-seaborn5.webp 1080w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/39291/density-chart-multiple-groups-seaborn5.webp 1326w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5844645550527904}}}},{"node":{"id":"84be6485-c89c-544a-b819-e2f70bbafd91","name":"custom-legend-with-matplotlib6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACrElEQVR42pVT224TSxD0//8DOiBeDuIhEhJwIkQCIiQHZESMHds4ZC927N3Yuzv3+0wPGjskEUQC+mEeRlNd1dU1PWutlFL/ZSmljDE9jDHnHGIMPgTvwu8KIDjnhUj4XghBKRVjjBCCYjFC/IMCgATeabj3QYTUKCgK3v3ApFMpZ43XWvcopVLK+/sHl5BW7+QAxBC27TwQoqSUd2TfNN/yeLr2dB0Esu08MadxI8HppTVecHOPbPAWNPO45oOXfLgvJofByEDX3mpCDUKyyLqy6LpWGqN7hJCfZIOztl2o7KPO++pyDN6jetNUbVGgr5P12bAusrZaEWvNXbe3g1kVFPPt3AsUSK04cx7KvDmfXn0ZrLJvDUKJSWun9R3ZQRIIPlol8k+rdw/r/p6SbKdlOl4fHnw7Piqyi5Yxc7uqG7cBwu7Wa+Y1X6NK8C5GL4U9HV9+nV2VOVotiTX+Fnwj23tHWBut4psi43h/MR21S6eZUm4yueLctI2Qwt4TEohROTvrqryrPuan/0xO9suzGbo66ypsFOZScLtbMqRKC9/KJoQL4QEqQaaofr88fzw+fjz98KHOLjlywQcADwECAPwSTwjQMMydKWl7sJi+LEYvitGzbFDSdtQs3bURCYBq1s1pt+LditdZh1rSU9tKuQm+4vh5Pnw0OXk1H89QrbxlKZvXZJNPVf9NNXpdDl6V04N1VW56nPOd2z4kkgXrBpvFYLOgRnFrPFzPGWOc9Gfv9v5/+2T436Pjk71pvWhu3eZWewgOArXaQfj1Z56/v/j87+nhk+HzB0dHT0f1YtNzzjVNY6wVnGOMrbUdxpRQay3GmDFmjEEIKyWW8/ZLv8jHlxej+WyQY0QSM2MMAKSUhJAYoxCCsZStm/xQmnoldYJuVwWMU4jwHZFwcj7iThEAAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/766fdb36074c2c7ac30c66a3d4376042/ec333/custom-legend-with-matplotlib6.png","srcSet":"/static/766fdb36074c2c7ac30c66a3d4376042/ec333/custom-legend-with-matplotlib6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/766fdb36074c2c7ac30c66a3d4376042/21b1a/custom-legend-with-matplotlib6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5903e7cf-1c90-5887-88f1-a326afdcc599","name":"heatmap-for-timeseries-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bcedb9c0447e174368939aff1f21e27b/02bb5/heatmap-for-timeseries-matplotlib.png","srcSet":"/static/bcedb9c0447e174368939aff1f21e27b/8a46b/heatmap-for-timeseries-matplotlib.png 750w,\n/static/bcedb9c0447e174368939aff1f21e27b/02bb5/heatmap-for-timeseries-matplotlib.png 1002w","sizes":"100vw"},"sources":[{"srcSet":"/static/bcedb9c0447e174368939aff1f21e27b/85a68/heatmap-for-timeseries-matplotlib.webp 750w,\n/static/bcedb9c0447e174368939aff1f21e27b/8e669/heatmap-for-timeseries-matplotlib.webp 1002w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6936127744510978}}}},{"node":{"id":"698b0ae6-d9ba-54f7-99fe-6ca83ebdb668","name":"heatmap-for-timeseries-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/27cd2069548b530c06b83fdcb3653eda/ec333/heatmap-for-timeseries-matplotlib-square.png","srcSet":"/static/27cd2069548b530c06b83fdcb3653eda/ec333/heatmap-for-timeseries-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/27cd2069548b530c06b83fdcb3653eda/21b1a/heatmap-for-timeseries-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fb9db9d8-64ed-5316-b6a2-c39d9514dee4","name":"hexbin-map-from-geojson-python-orig","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/93b8fcc710d0be4be8d2cc7701cb1492/cb549/hexbin-map-from-geojson-python-orig.png","srcSet":"/static/93b8fcc710d0be4be8d2cc7701cb1492/a830b/hexbin-map-from-geojson-python-orig.png 750w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/3eb11/hexbin-map-from-geojson-python-orig.png 1080w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/cb549/hexbin-map-from-geojson-python-orig.png 1132w","sizes":"100vw"},"sources":[{"srcSet":"/static/93b8fcc710d0be4be8d2cc7701cb1492/3970f/hexbin-map-from-geojson-python-orig.webp 750w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/80634/hexbin-map-from-geojson-python-orig.webp 1080w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/4c4a8/hexbin-map-from-geojson-python-orig.webp 1132w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6651943462897526}}}},{"node":{"id":"33e19493-b753-511a-b0ee-41c8c861b92b","name":"issue-with-stacking","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAQCAYAAAAWGF8bAAAACXBIWXMAABYlAAAWJQFJUiTwAAACw0lEQVR42q2UXUiTURzGR5FJWYaVUdmkskKzDwotMcrUTaQLmx8VSYR0UxS5CCKLPichalnpRK2b6iIIhC66LIoi0SD6ICswCSPn1E3f6Tan73vOL/bO1DLQiw485/9wDvz4P+dwjiEQCKCqKv9rGDyKh0HfID/bHVSdrOemteEPVRVPXhvTqTtcP2bnTuUjfNpICCiE0M2H160kGbLYZsietlIM2WwxmEi12nCpgd9AqZtPzV/JnJ+PecG+ackUtZ894XlsyrGS8vA+A35vCCilRCD42PSZ9Ll5ZM7Ln1qRBZhnWUhLLGJhxQ1uPT8N9BDsbSxya8tX0ufkTgOWjyncgjl6H8tLKjnUeALZuwNEP3LiGX5q/jI1MLIAU5iFjBUHiTtbysa75XS0xYM7FU1VxiOrUtUjZ/wr8vygCjDNycU8Yy87E4uIu1bGwtu1PG7OBlc0I87dSK1/8qWkR+TpXQQBmRF5OsQ024I5zEJaTCHJlmKMFTeIrb7JvRd7oXclqsOI6N41ETgauekLmTNzyAqzkBUERRWQYTxI2tYikg+fZm15GYtr7CTX23j1Lg3cRlTHWsTfQClBU0d439pG8gErSUfOsOV4CetLrrCqsoKY6ltE19jZUFuGtfEoP9o3g8vIiGMNomvNZKCQocgtji4W2etZVlePsa6WhIYqUu9eI/fBeezPCun4tg1ccYiedahdCQhnPMKZgOhajejJmNhhKLJL+ciTphSevtnOy7dJfG5NZKAjFpxLoDcKuqNRO5fpEo6laJ1LEY7liM4oNGcSUusLAYPT8LBEqN9h6Bz4z4P/AngvIj2XEZ5SVCUoG9JjQ3hsaMpVvQb3NOUSYrAaKfzjQL1Dt8KAL/TAe/v8+IZCP5Db7cPrHdZ9X79/zCvKEIPewKj3oXgG/gQKoSGlFnR6/e2FUKf0UmhjX+AvH/CgPH0IEDsAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/8986a84032e596690dc3f7ea1b203463/18a46/issue-with-stacking.png","srcSet":"/static/8986a84032e596690dc3f7ea1b203463/5b225/issue-with-stacking.png 750w,\n/static/8986a84032e596690dc3f7ea1b203463/18a46/issue-with-stacking.png 934w","sizes":"100vw"},"sources":[{"srcSet":"/static/8986a84032e596690dc3f7ea1b203463/1a706/issue-with-stacking.webp 750w,\n/static/8986a84032e596690dc3f7ea1b203463/f8bd8/issue-with-stacking.webp 934w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7965738758029979}}}},{"node":{"id":"151e74a3-83b3-59de-90e5-c90870c0e21b","name":"how-to-use-rectangles-in-matplotlib-legends","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/60fd07267581747954d0b7caa3e516cc/ec333/how-to-use-rectangles-in-matplotlib-legends.png","srcSet":"/static/60fd07267581747954d0b7caa3e516cc/ec333/how-to-use-rectangles-in-matplotlib-legends.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/60fd07267581747954d0b7caa3e516cc/21b1a/how-to-use-rectangles-in-matplotlib-legends.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3d0a84a5-6943-5d21-b447-918bbdf8d8e0","name":"matplotlib_vocabulary","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/b7804/matplotlib_vocabulary.png","srcSet":"/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/f054e/matplotlib_vocabulary.png 750w,\n/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/b7804/matplotlib_vocabulary.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/4f03f/matplotlib_vocabulary.webp 750w,\n/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/c1587/matplotlib_vocabulary.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12a6cadc-1f82-53ec-8ec5-07321dc90a72","name":"streamchart-basic-altair","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/130ae892b642b73e2f4ed3b5a2aa18bf/18042/streamchart-basic-altair.png","srcSet":"/static/130ae892b642b73e2f4ed3b5a2aa18bf/18042/streamchart-basic-altair.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/130ae892b642b73e2f4ed3b5a2aa18bf/5ac0e/streamchart-basic-altair.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.724}}}},{"node":{"id":"e9420645-32b1-5b99-9f20-1294e5529fc8","name":"streamchart-basic-matplotlib1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d717626d20406f5ea7c27a42f662abbe/ec333/streamchart-basic-matplotlib1.png","srcSet":"/static/d717626d20406f5ea7c27a42f662abbe/ec333/streamchart-basic-matplotlib1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d717626d20406f5ea7c27a42f662abbe/21b1a/streamchart-basic-matplotlib1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ee82482e-c7bb-522f-8fd9-35a79a655881","name":"web-ggbetweenstats-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d313509e85045056bb3867abcdb50257/ec333/web-ggbetweenstats-with-matplotlib-square.png","srcSet":"/static/d313509e85045056bb3867abcdb50257/ec333/web-ggbetweenstats-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d313509e85045056bb3867abcdb50257/21b1a/web-ggbetweenstats-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"64a84ed3-d28e-5ba6-ac20-c4551498a808","name":"streamchart-basic-matplotlib3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b7f9fe9fdb4bf8644abcf17a8c11a4c2/ec333/streamchart-basic-matplotlib3.png","srcSet":"/static/b7f9fe9fdb4bf8644abcf17a8c11a4c2/ec333/streamchart-basic-matplotlib3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b7f9fe9fdb4bf8644abcf17a8c11a4c2/21b1a/streamchart-basic-matplotlib3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a8f1c46-074d-5096-8b7a-91ae17db7442","name":"web-heatmap-and-radial-barchart-plastics-square1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c0733680677f98c551e0abf95fc0610b/ec333/web-heatmap-and-radial-barchart-plastics-square1.png","srcSet":"/static/c0733680677f98c551e0abf95fc0610b/ec333/web-heatmap-and-radial-barchart-plastics-square1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c0733680677f98c551e0abf95fc0610b/21b1a/web-heatmap-and-radial-barchart-plastics-square1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a54cf84a-c791-5ed1-9ab8-cc9706e36905","name":"web-heatmap-and-radial-barchart-plastics-square2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/de48db2fa497a2ffce58d4f1017430a1/ec333/web-heatmap-and-radial-barchart-plastics-square2.png","srcSet":"/static/de48db2fa497a2ffce58d4f1017430a1/ec333/web-heatmap-and-radial-barchart-plastics-square2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/de48db2fa497a2ffce58d4f1017430a1/21b1a/web-heatmap-and-radial-barchart-plastics-square2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"066c23b0-a4a1-50f4-9de3-fbf1fd7a13f2","name":"web-horizontal-barplot-with-labels-the-economist-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/225765194bb6e4329a9464e1c102e714/ec333/web-horizontal-barplot-with-labels-the-economist-square.png","srcSet":"/static/225765194bb6e4329a9464e1c102e714/ec333/web-horizontal-barplot-with-labels-the-economist-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/225765194bb6e4329a9464e1c102e714/21b1a/web-horizontal-barplot-with-labels-the-economist-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bb6f49b4-e204-5f10-b24d-ade97bfeb3f6","name":"web-lemurs-parallel-chart-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a06d79cbf58368b04eb4831afcfd7a21/ec333/web-lemurs-parallel-chart-square.png","srcSet":"/static/a06d79cbf58368b04eb4831afcfd7a21/ec333/web-lemurs-parallel-chart-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a06d79cbf58368b04eb4831afcfd7a21/21b1a/web-lemurs-parallel-chart-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c95609d2-fa25-5b59-b2cf-09c9f49e43fc","name":"web-line-chart-small-multiple-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAC7klEQVR42lVUB27jSBDk/3+2wN16T9bap2Qxc3IOTDN9GMle44AGQRa7Ct01hakgmmfNim5W/PmEaFYroiS7k1+Ihtmulpe2uSAVeA6eJ8va06sYPiDI7Hh2HIJg7eXj90+DWogyO1bAqEhzZt0VZpMdqyCq5EX2Ama1WrE7AUGWMgg8gyjBIvACgto9S45C1NEibwYIqvK0p2ho2g6Nw0fT9n2fLHO43ofXtX1Zx/e1/rHzZlGUoms9HQb01k3H+/BrNbTaDXWCaIZP905Q3PYjIygZki3N5JymYxJN7l+SxruhUY8NOmjZEHaZ6HtVRooyB7mXlaRTTAtapg2y/PIcggJ6KVtEBUGlYodcHXG6f5CftRiIanc8/UGKri58x760RJGIOjuWPK+Kh15kx5t/Dwo1ENUTAS92Q2h7edCePUWLdTfe3WDW2fHqU9LxQPtVTPBkRvlUnMWUDH24LcGXXVaFV4nLuxdVYMMy3LfxniXaxnqbmhSkxY2faj/Vixjp+XVXZFF4xuM24p2SndONYAii2gxdSRfOR3f4K9ze/duvdWpWTRyq6eWIT//I9iybc3JsFXhBU7x3se1D068YVRAeHgS5tddsaCL9PtYwa5j1gzAly/xUP3vKuWievciCJUK/3Ha8uD1rMOwbiQo2C1EG3O6alD2jKm2LKULFMP+Zx/H6pqem2Gj5E2Td9Xb8aUmXNCnkWWvUNKdDe3otgQ+quL0bukisUevokL+0IMhZTo50myaPzJTtihd0cGwoYJAlnp6Nng2eDZZ0GrXZiVWjVdW7HZMdozgly7IVXhFl2OqFtZwrCp5XD9qoccv6m8Ed7W6zmBxtPTtr/LfGL4YcDXmZeSfoeKfjG+obMl7x0FBUlZEeUy2yHJ2jw1rWUxBMcni3AwS5qEv2rIQ8SKLZ7ER0Qhn2uAwc/wxWkJGPs5zKhgUUjySx7OgzcN/JdSwVt7/vHQ2z2Z1cDIfZfoPlqf7XFk2OJkX9H1qeaOrxY1BWAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/75907e4ed8e4a89a326cb442d9359a42/ec333/web-line-chart-small-multiple-square.png","srcSet":"/static/75907e4ed8e4a89a326cb442d9359a42/ec333/web-line-chart-small-multiple-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/75907e4ed8e4a89a326cb442d9359a42/21b1a/web-line-chart-small-multiple-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"69df9c04-e473-5e4a-a4b1-f3b48979aaf3","name":"web-line-chart-with-labels-at-line-end-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0c20cdd635ba27ae0830e1ef00b55378/ec333/web-line-chart-with-labels-at-line-end-square.png","srcSet":"/static/0c20cdd635ba27ae0830e1ef00b55378/ec333/web-line-chart-with-labels-at-line-end-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0c20cdd635ba27ae0830e1ef00b55378/21b1a/web-line-chart-with-labels-at-line-end-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"248d65fd-7330-5e7b-a40e-596da96083ba","name":"web-lemurs-parallel-chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/072723be650e8d506696d3df9546220f/f66b1/web-lemurs-parallel-chart.png","srcSet":"/static/072723be650e8d506696d3df9546220f/f66b1/web-lemurs-parallel-chart.png 601w","sizes":"100vw"},"sources":[{"srcSet":"/static/072723be650e8d506696d3df9546220f/9f9c9/web-lemurs-parallel-chart.webp 601w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.2612312811980033}}}},{"node":{"id":"33258338-0f22-50a4-af95-f050790393e1","name":"web-lineplots-and-area-chart-the-economist-square1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/37ce1515b36d5e15216abb0521475e80/ec333/web-lineplots-and-area-chart-the-economist-square1.png","srcSet":"/static/37ce1515b36d5e15216abb0521475e80/ec333/web-lineplots-and-area-chart-the-economist-square1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/37ce1515b36d5e15216abb0521475e80/21b1a/web-lineplots-and-area-chart-the-economist-square1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4256700e-1ef4-5289-a31b-c1546001d68e","name":"web-lollipop-plot-with-python-mario-kart-64-world-records-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d5a776387f85e610eebc065ff847c533/ec333/web-lollipop-plot-with-python-mario-kart-64-world-records-square.png","srcSet":"/static/d5a776387f85e610eebc065ff847c533/ec333/web-lollipop-plot-with-python-mario-kart-64-world-records-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d5a776387f85e610eebc065ff847c533/21b1a/web-lollipop-plot-with-python-mario-kart-64-world-records-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"11d2ce64-3904-5faf-8632-84dad73fb17e","name":"web-lineplots-and-area-chart-the-economist-square2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9cd31fd93ac73cbe5b9cb93c475d052a/ec333/web-lineplots-and-area-chart-the-economist-square2.png","srcSet":"/static/9cd31fd93ac73cbe5b9cb93c475d052a/ec333/web-lineplots-and-area-chart-the-economist-square2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9cd31fd93ac73cbe5b9cb93c475d052a/21b1a/web-lineplots-and-area-chart-the-economist-square2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"63a8eb85-a973-5a75-af71-ac3ae87df05d","name":"web-map-europe-with-color-by-country","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7d4c9157cfa4cf4967b4e35c7e679218/ec333/web-map-europe-with-color-by-country.png","srcSet":"/static/7d4c9157cfa4cf4967b4e35c7e679218/ec333/web-map-europe-with-color-by-country.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7d4c9157cfa4cf4967b4e35c7e679218/21b1a/web-map-europe-with-color-by-country.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"22eaed4c-6bf1-5493-9385-b003c53cd63e","name":"web-ordered-mirror-barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e737a606f0a2370c9a94989a08785bff/ec333/web-ordered-mirror-barplot.png","srcSet":"/static/e737a606f0a2370c9a94989a08785bff/ec333/web-ordered-mirror-barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e737a606f0a2370c9a94989a08785bff/21b1a/web-ordered-mirror-barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"995507bd-22d6-5c5a-af1d-8ecae141e5fb","name":"web-scatterplot-astronaut-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4d8d8e6a720f45aa1e9a769e4b8eb397/ec333/web-scatterplot-astronaut-square.png","srcSet":"/static/4d8d8e6a720f45aa1e9a769e4b8eb397/ec333/web-scatterplot-astronaut-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4d8d8e6a720f45aa1e9a769e4b8eb397/21b1a/web-scatterplot-astronaut-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e282dccf-4285-5564-a35e-0a4b6b71409a","name":"web-scatterplot-text-annotation-and-regression-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAAAsTAAALEwEAmpwYAAACH0lEQVR42nVU2XKjMBDk/79rX/cltRvHDk4cIOE0h24JSb01sqEqyWYolRBoWj1HK0OyCCU5lmWBdh4LYxCcQxiNoigwDAO0kbhcLmjqGto6dP2ArutgjEmDMZaQsgQXI0Lw8N4jxHibQ4APAVprWGvTen+PEeu6wq8rNn/y2QGVUnDO7T/TQ3OI2CzeXznnibEQHFpp9F0PJvi+L6OT6PRPXvc0kIV4Z2psSoHSEvM8YxhHPOQnHIocT+9veG2bxD5L+dEa3y1gHieM0wThDOrhA6eqwKG5oPyoUNbPOJzPOD6fcDgdMS7zjWHTNMjzPIW4Wo2+bVF2JV6qHE3/gWOVoxsr5NUZ+fmEaZoglYTVAuPQItzTklIUI7K6rkGgKT9yBJMC1ivUXYnfj7/w5/kB11RlBcDDB6Si/GRZVVU74CwmcCkheI+qfkPTldDGgEgY6zBzeauwDzurb4AERqBCCHRti6Id8Xgp8F6+YmYc0nkoY1Mul4UlEOPWPcSvI2vbFmxh8DHg5fwX56LCsROYpErVVXaFXX1iaZ1D3/d7E/83ZGoBah3GOYr3AmYNqIcJh6rHVZgUng8xJd+69RvA17BTY0sp0bYdlAtoZoFhZpDGoRkmDNfxk+NPoe4hb5tuUnJQWt9YeZLaTaebFElNtE6y9D75kMpo3gSSbci0oE7fpEXCJ9Z0OVyv1zToGxWQLhFaU/6p7cjoAGL4D3pMO8PE3WHhAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/79c4cb5852b609f2beefeacaaf13600d/83880/web-scatterplot-text-annotation-and-regression-matplotlib.png","srcSet":"/static/79c4cb5852b609f2beefeacaaf13600d/ba1fe/web-scatterplot-text-annotation-and-regression-matplotlib.png 750w,\n/static/79c4cb5852b609f2beefeacaaf13600d/83880/web-scatterplot-text-annotation-and-regression-matplotlib.png 781w","sizes":"100vw"},"sources":[{"srcSet":"/static/79c4cb5852b609f2beefeacaaf13600d/503b7/web-scatterplot-text-annotation-and-regression-matplotlib.webp 750w,\n/static/79c4cb5852b609f2beefeacaaf13600d/813c0/web-scatterplot-text-annotation-and-regression-matplotlib.webp 781w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7042253521126761}}}},{"node":{"id":"e2ce015c-7ddb-51d5-a614-f1c2fb58ba1d","name":"web-stacked-line-chart-with-labels-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3c69a3b02f1d407ee33361a875867137/ec333/web-stacked-line-chart-with-labels-square.png","srcSet":"/static/3c69a3b02f1d407ee33361a875867137/ec333/web-stacked-line-chart-with-labels-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3c69a3b02f1d407ee33361a875867137/21b1a/web-stacked-line-chart-with-labels-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"31911aac-f902-5825-b826-45eaa93a3c28","name":"web-text-repel-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4a100da7ad8eb3d774770ddc94606e3c/ec333/web-text-repel-with-matplotlib-square.png","srcSet":"/static/4a100da7ad8eb3d774770ddc94606e3c/ec333/web-text-repel-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4a100da7ad8eb3d774770ddc94606e3c/21b1a/web-text-repel-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"811d2ce1-d3ba-5db8-9208-4de0c15f4e04","name":"web-stacked-area-charts-on-a-map","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ed1b48dae3c4c44de17e1a20aa56bfb7/ec333/web-stacked-area-charts-on-a-map.png","srcSet":"/static/ed1b48dae3c4c44de17e1a20aa56bfb7/ec333/web-stacked-area-charts-on-a-map.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ed1b48dae3c4c44de17e1a20aa56bfb7/21b1a/web-stacked-area-charts-on-a-map.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7b71de04-9a8b-554e-b3f0-677fbc28a777","name":"web-text-repel-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b3037016e326cacffc605b6ade488f50/d8f60/web-text-repel-with-matplotlib.png","srcSet":"/static/b3037016e326cacffc605b6ade488f50/5737c/web-text-repel-with-matplotlib.png 750w,\n/static/b3037016e326cacffc605b6ade488f50/d8f60/web-text-repel-with-matplotlib.png 893w","sizes":"100vw"},"sources":[{"srcSet":"/static/b3037016e326cacffc605b6ade488f50/2bddf/web-text-repel-with-matplotlib.webp 750w,\n/static/b3037016e326cacffc605b6ade488f50/b481b/web-text-repel-with-matplotlib.webp 893w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7458006718924972}}}},{"node":{"id":"903b670b-bc8c-5d52-8b9d-9d9c20cd001c","name":"world-physical-map","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/9491f5532580556e367ef020febd0239/f7c7d/world-physical-map.jpg","srcSet":"/static/9491f5532580556e367ef020febd0239/44bf9/world-physical-map.jpg 750w,\n/static/9491f5532580556e367ef020febd0239/7dc61/world-physical-map.jpg 1080w,\n/static/9491f5532580556e367ef020febd0239/f7c7d/world-physical-map.jpg 1200w","sizes":"100vw"},"sources":[{"srcSet":"/static/9491f5532580556e367ef020febd0239/64ccb/world-physical-map.webp 750w,\n/static/9491f5532580556e367ef020febd0239/5a6d6/world-physical-map.webp 1080w,\n/static/9491f5532580556e367ef020febd0239/95983/world-physical-map.webp 1200w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6483333333333333}}}},{"node":{"id":"e93a7587-899c-5b83-8cd2-e0af6a1122da","name":"web-time-series-and-facetting-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a41f7395a78b71d3394c85fd140b44b4/ec333/web-time-series-and-facetting-with-matplotlib-square.png","srcSet":"/static/a41f7395a78b71d3394c85fd140b44b4/ec333/web-time-series-and-facetting-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a41f7395a78b71d3394c85fd140b44b4/21b1a/web-time-series-and-facetting-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ee5e9475-8140-5068-addf-d7e1d9e732f7","name":"100_Color_names_python","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ce6eb3553204bdff6e674704e27d0e82/ddb6f/100_Color_names_python.png","srcSet":"/static/ce6eb3553204bdff6e674704e27d0e82/d734b/100_Color_names_python.png 750w,\n/static/ce6eb3553204bdff6e674704e27d0e82/ddb6f/100_Color_names_python.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/ce6eb3553204bdff6e674704e27d0e82/59596/100_Color_names_python.webp 750w,\n/static/ce6eb3553204bdff6e674704e27d0e82/96b3c/100_Color_names_python.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.625}}}},{"node":{"id":"eb4dcb25-0b86-5a60-9052-b494c31ad380","name":"110_Basic_Correlogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dcb37dd7422db7faad2d23716c7d188/13677/110_Basic_Correlogram.png","srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/f054e/110_Basic_Correlogram.png 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/13677/110_Basic_Correlogram.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/4f03f/110_Basic_Correlogram.webp 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/3cd29/110_Basic_Correlogram.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5c6a8aa1-6785-545b-a883-d8f530026374","name":"111_Correlogram_custom1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f664c57cc371c74db6d7a5bd4b09c2f8/13677/111_Correlogram_custom1.png","srcSet":"/static/f664c57cc371c74db6d7a5bd4b09c2f8/f054e/111_Correlogram_custom1.png 750w,\n/static/f664c57cc371c74db6d7a5bd4b09c2f8/13677/111_Correlogram_custom1.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/f664c57cc371c74db6d7a5bd4b09c2f8/4f03f/111_Correlogram_custom1.webp 750w,\n/static/f664c57cc371c74db6d7a5bd4b09c2f8/3cd29/111_Correlogram_custom1.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"752c57bd-f1f9-578f-a749-954bdaad7a5b","name":"111_Correlogram_custom3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7b570e1462920561b054f07bb65d5785/eb400/111_Correlogram_custom3.png","srcSet":"/static/7b570e1462920561b054f07bb65d5785/7423b/111_Correlogram_custom3.png 750w,\n/static/7b570e1462920561b054f07bb65d5785/eb400/111_Correlogram_custom3.png 1002w","sizes":"100vw"},"sources":[{"srcSet":"/static/7b570e1462920561b054f07bb65d5785/d4b39/111_Correlogram_custom3.webp 750w,\n/static/7b570e1462920561b054f07bb65d5785/ac512/111_Correlogram_custom3.webp 1002w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.998003992015968}}}},{"node":{"id":"a397c166-7600-592f-895d-9ebb27b530af","name":"111_Correlogram_custom2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom2.png","srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/f054e/111_Correlogram_custom2.png 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom2.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/4f03f/111_Correlogram_custom2.webp 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/3cd29/111_Correlogram_custom2.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"079c5193-bf1a-553f-808e-8f99b33cd0a4","name":"111_Correlogram_custom5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9c46966a3b4f6ea905993a37651ff35a/13677/111_Correlogram_custom5.png","srcSet":"/static/9c46966a3b4f6ea905993a37651ff35a/f054e/111_Correlogram_custom5.png 750w,\n/static/9c46966a3b4f6ea905993a37651ff35a/13677/111_Correlogram_custom5.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/9c46966a3b4f6ea905993a37651ff35a/4f03f/111_Correlogram_custom5.webp 750w,\n/static/9c46966a3b4f6ea905993a37651ff35a/3cd29/111_Correlogram_custom5.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d0f7214a-0040-577d-84f2-9c1b20ec3e15","name":"111_Correlogram_custom4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3e01479bc98454a51c97dc6432dec4e8/eb400/111_Correlogram_custom4.png","srcSet":"/static/3e01479bc98454a51c97dc6432dec4e8/7423b/111_Correlogram_custom4.png 750w,\n/static/3e01479bc98454a51c97dc6432dec4e8/eb400/111_Correlogram_custom4.png 1002w","sizes":"100vw"},"sources":[{"srcSet":"/static/3e01479bc98454a51c97dc6432dec4e8/d4b39/111_Correlogram_custom4.webp 750w,\n/static/3e01479bc98454a51c97dc6432dec4e8/ac512/111_Correlogram_custom4.webp 1002w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.998003992015968}}}},{"node":{"id":"59c83d8a-f76a-541f-8bef-cde24076273c","name":"111_Correlogram_custom6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom6.png","srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/f054e/111_Correlogram_custom6.png 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom6.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/4f03f/111_Correlogram_custom6.webp 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/3cd29/111_Correlogram_custom6.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8211678e-733a-55b2-ae8c-35bb163a1b5c","name":"111_Correlogram_custom7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ba53f46be6e072e28b463defc220af30/13677/111_Correlogram_custom7.png","srcSet":"/static/ba53f46be6e072e28b463defc220af30/f054e/111_Correlogram_custom7.png 750w,\n/static/ba53f46be6e072e28b463defc220af30/13677/111_Correlogram_custom7.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/ba53f46be6e072e28b463defc220af30/4f03f/111_Correlogram_custom7.webp 750w,\n/static/ba53f46be6e072e28b463defc220af30/3cd29/111_Correlogram_custom7.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"92e70e02-14bb-562c-9aa2-2d27d826fc1e","name":"134_Fighting_overplotting3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAPCAYAAADkmO9VAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACkklEQVR42n1USU8UQRidn+EP8H+Y6FHPnLhooonLyYPRixq9iMaLJiiKkWgmjiyCoow6GodNYEhkEWSYgdma6bUauqu3EYZ5pqprmgHFTr686v6+fvUtryoWBDXIsoJyuQJFUUFME6qq8bUkSdwXBAEajQZ2d/9vjQYQcxwPuk6haRY0zYZhUKiqBV23oShb0MSafSeEHoosxnVriLmuB0JcEOLAMITpzCh0TZjuCAyNkbB3juKdJcMJfT/gZMSgnMTQKOSKidIvBfnZMnKZMgqLVVSLBLpqhzGCiP0XYkuGTcIwIxsbBYKV8QK+98xi5EYKw1eTSHWkMTe8jLUfEnIzJSyn15CdLKKS06FWLV5VROh5viiXcmd5RUWmdx5Dl9/j2akedJ3oxsu2OFJ3vmGscwr9F4fQffI54u0JpB9OYnW6BE22RMkB62FIyHqiKWGGi5+ynKD33BvE21/j3ZURpB9M4MP1z+g81oVbR26j4+g99J8fxM/UKuTK5l4PbZvCNN2o4ZpiobKqITtRQObVHCaezmC2bwHLo2t8o6/3R9F3YRDD15LIJOZ5RU0l/FWyIQZTLREsfckjeTOFxOk+DFx6i/GuaT4gad2AlNdRyetQpE1eGTmsh005lLMqxh5N4fHxJ6K8u0ic6cfCyAqUjU0YQmLNYe6bMjspXDZCpCyQ9/Fjlk/4RVscvWcH+AbrcxI0WUiHERn/EHaTMCpZZKlWt1BckpGbLqG4KGOjSKDKlhA/3WcHdFiLTkio+gPINms5Ra2+PWE7e1Nmh9rzanAcnyOlHnz/N2zbQ+Bvw7ZcUOrDtl3ua42xLCdCpsHt7TpiAMRNssuWEdbr9QhN0wQhhN86rb6dnZ0IGQd7/gA+N0FjAl03pQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/db730859ccf40ebdc85f006373eecb9c/7196f/134_Fighting_overplotting3.png","srcSet":"/static/db730859ccf40ebdc85f006373eecb9c/7196f/134_Fighting_overplotting3.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/db730859ccf40ebdc85f006373eecb9c/70be0/134_Fighting_overplotting3.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"7098a7d2-e664-5e64-b8cf-4ef0a21b150c","name":"242_area_chart_and_faceting","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0d566844ef13d3c241f4a3a4904a11ed/02203/242_area_chart_and_faceting.png","srcSet":"/static/0d566844ef13d3c241f4a3a4904a11ed/f054e/242_area_chart_and_faceting.png 750w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/ae1c8/242_area_chart_and_faceting.png 1080w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/02203/242_area_chart_and_faceting.png 1152w","sizes":"100vw"},"sources":[{"srcSet":"/static/0d566844ef13d3c241f4a3a4904a11ed/4f03f/242_area_chart_and_faceting.webp 750w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/4f506/242_area_chart_and_faceting.webp 1080w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/bc1d2/242_area_chart_and_faceting.webp 1152w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"23a38f38-071c-5ba0-ab4e-757ef6a586b9","name":"199_Matplotlib_style_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cccf2009a260d0e516f54856afd730eb/ac134/199_Matplotlib_style_sheet.png","srcSet":"/static/cccf2009a260d0e516f54856afd730eb/26284/199_Matplotlib_style_sheet.png 750w,\n/static/cccf2009a260d0e516f54856afd730eb/ac134/199_Matplotlib_style_sheet.png 769w","sizes":"100vw"},"sources":[{"srcSet":"/static/cccf2009a260d0e516f54856afd730eb/21030/199_Matplotlib_style_sheet.webp 750w,\n/static/cccf2009a260d0e516f54856afd730eb/120f3/199_Matplotlib_style_sheet.webp 769w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0429128738621587}}}},{"node":{"id":"3d57e4bc-94cf-52ca-8484-afe545ff6a6e","name":"230_Chord_with_plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d038801c652f28ba74aaaebe7e71cfb7/87bf7/230_Chord_with_plotly.png","srcSet":"/static/d038801c652f28ba74aaaebe7e71cfb7/87bf7/230_Chord_with_plotly.png 496w","sizes":"100vw"},"sources":[{"srcSet":"/static/d038801c652f28ba74aaaebe7e71cfb7/10d8b/230_Chord_with_plotly.webp 496w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8629032258064517}}}},{"node":{"id":"885b0abe-b179-568c-a88c-3ccde2b918f1","name":"263_alice_wordcloud","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/56acc4ec085ba37f708561a7743d76f5/db189/263_alice_wordcloud.png","srcSet":"/static/56acc4ec085ba37f708561a7743d76f5/f054e/263_alice_wordcloud.png 750w,\n/static/56acc4ec085ba37f708561a7743d76f5/db189/263_alice_wordcloud.png 900w","sizes":"100vw"},"sources":[{"srcSet":"/static/56acc4ec085ba37f708561a7743d76f5/4f03f/263_alice_wordcloud.webp 750w,\n/static/56acc4ec085ba37f708561a7743d76f5/3987a/263_alice_wordcloud.webp 900w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e5f78813-7cf1-550c-b093-3e8d001463ce","name":"285_Back_Layout3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/11afb5effabce8b45434871db4743215/7b5fe/285_Back_Layout3.png","srcSet":"/static/11afb5effabce8b45434871db4743215/7b5fe/285_Back_Layout3.png 507w","sizes":"100vw"},"sources":[{"srcSet":"/static/11afb5effabce8b45434871db4743215/cc2e8/285_Back_Layout3.webp 507w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8382642998027614}}}},{"node":{"id":"5bd79b99-339b-5569-8e69-e8417d7be332","name":"292_Chloro_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAKCAYAAAC0VX7mAAAACXBIWXMAAAsTAAALEwEAmpwYAAACMElEQVR42n3R3U9ScRzHcf64/oRua21ttrXVcjmdNfSi0QNb05wXGkhihHDOAQWbT2FSiqYeOpxzONJBOYcHUXCCpa3bdwMzXVtefG6+2/e1z+/3dazsVBB0u52IZrNXq/HrxxGnjTqnzUNOj1upc9Kss1fOYdsqeSuNUVSRCwpqQSZtppnfWmXT/IYjbth/QUEvMq2ZeDaDjMtvmdmOImZF1uxZascp5nIRVnLLFMsmx80qR0cVvjdqmOUcqXyeVdPGEfqDhXULySgzLqvcFZw4F1yMqa8J6l4WdgPIVYmQ4cO1MsDwxzGy+QyH+xWSeoJAegrFKrGUK+E4bxfWLCLbFXxf0twYfkjH2CPCmTckCpN82Ami7cdYL0l4N0boibjwfJ7gWXyIB8E+ArKCoJcIadYFKOgWYrbIpJLn5qs+rvXdJrjhZSQ9Qm/iBWHNh2D4cS8P0OHvoWv2Cd2xfkaTSaJGtf3ClnMJPGs5lasyuJjg+vP73PJ2ci/mxJl0Ixl+RGOcx4tP6Yz3c8ffTW9oCFG7fIN/wPOmUraMuPGVUGoGUZ5mQgngUUbxZTy4FgfpibvpEtxMbBmI2VJ75wrw7EDTxh66Vedno8FJs0ZqN8k7ZQ1JyxNWLV4m3hNIG0ht0L4abKX1wRG1wLJh0zjYp1apIGk2k1qxPY/KBnOySVRtFbjY+S/YiqjbBDMWulXhwC6QMAqsmyU+bdtEVIulrM2CUmB+cxcxYzGTK/MbI+qM9U5EIrIAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/150c181941a48b7cf2c971f52e838e33/b0c1f/292_Chloro_folium.png","srcSet":"/static/150c181941a48b7cf2c971f52e838e33/f1e7c/292_Chloro_folium.png 750w,\n/static/150c181941a48b7cf2c971f52e838e33/b0c1f/292_Chloro_folium.png 995w","sizes":"100vw"},"sources":[{"srcSet":"/static/150c181941a48b7cf2c971f52e838e33/c8a45/292_Chloro_folium.webp 750w,\n/static/150c181941a48b7cf2c971f52e838e33/97199/292_Chloro_folium.webp 995w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4964824120603015}}}},{"node":{"id":"234920c0-54c3-5cf9-8a55-fbff2cc9ebc7","name":"300-draw-a-connection-line3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fdc22024fa5d23e3e9f6e9a4b08307c2/e19dd/300-draw-a-connection-line3.png","srcSet":"/static/fdc22024fa5d23e3e9f6e9a4b08307c2/4ec63/300-draw-a-connection-line3.png 750w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/451f9/300-draw-a-connection-line3.png 1080w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/e19dd/300-draw-a-connection-line3.png 1335w","sizes":"100vw"},"sources":[{"srcSet":"/static/fdc22024fa5d23e3e9f6e9a4b08307c2/6c332/300-draw-a-connection-line3.webp 750w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/5ccdd/300-draw-a-connection-line3.webp 1080w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/c3689/300-draw-a-connection-line3.webp 1335w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4861423220973783}}}},{"node":{"id":"709453c5-7683-5b53-843e-b2eec679ed95","name":"313_Bubble_on_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ac8ab8cd79dac6b883edf9be5842d8d7/1a1f4/313_Bubble_on_folium.png","srcSet":"/static/ac8ab8cd79dac6b883edf9be5842d8d7/e7dcc/313_Bubble_on_folium.png 750w,\n/static/ac8ab8cd79dac6b883edf9be5842d8d7/1a1f4/313_Bubble_on_folium.png 993w","sizes":"100vw"},"sources":[{"srcSet":"/static/ac8ab8cd79dac6b883edf9be5842d8d7/ee7ce/313_Bubble_on_folium.webp 750w,\n/static/ac8ab8cd79dac6b883edf9be5842d8d7/8001c/313_Bubble_on_folium.webp 993w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.500503524672709}}}},{"node":{"id":"85c4ced1-bb89-5e8b-acaa-4c74cf13273f","name":"312_Markers_on_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/44434bc001abec3cbd42c734749e36a8/a8be8/312_Markers_on_folium.png","srcSet":"/static/44434bc001abec3cbd42c734749e36a8/8d5a0/312_Markers_on_folium.png 750w,\n/static/44434bc001abec3cbd42c734749e36a8/a8be8/312_Markers_on_folium.png 992w","sizes":"100vw"},"sources":[{"srcSet":"/static/44434bc001abec3cbd42c734749e36a8/e863a/312_Markers_on_folium.webp 750w,\n/static/44434bc001abec3cbd42c734749e36a8/87940/312_Markers_on_folium.webp 992w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.49899193548387094}}}},{"node":{"id":"7b05b0cc-a154-516a-beea-527857b2364b","name":"393_Faceting_and_Radarchart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f09944f2dffd6c067ec1de68d7ced8d9/2bfab/393_Faceting_and_Radarchart2.png","srcSet":"/static/f09944f2dffd6c067ec1de68d7ced8d9/52f05/393_Faceting_and_Radarchart2.png 750w,\n/static/f09944f2dffd6c067ec1de68d7ced8d9/2bfab/393_Faceting_and_Radarchart2.png 793w","sizes":"100vw"},"sources":[{"srcSet":"/static/f09944f2dffd6c067ec1de68d7ced8d9/b6018/393_Faceting_and_Radarchart2.webp 750w,\n/static/f09944f2dffd6c067ec1de68d7ced8d9/fdff2/393_Faceting_and_Radarchart2.webp 793w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0075662042875158}}}},{"node":{"id":"d01ec197-172e-5a79-9faf-7f7a208fa7ad","name":"3d_is_bad","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/704153c642222f714b0a2325772202d2/55a52/3d_is_bad.png","srcSet":"/static/704153c642222f714b0a2325772202d2/55a52/3d_is_bad.png 548w","sizes":"100vw"},"sources":[{"srcSet":"/static/704153c642222f714b0a2325772202d2/f2ba4/3d_is_bad.webp 548w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6478102189781022}}}},{"node":{"id":"715f617b-f7fc-5e85-b4ce-5d33608be4fe","name":"524-area-over-flexible-baseline","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/def67836376777a1f8fea82e13ab2c20/ea2c7/524-area-over-flexible-baseline.png","srcSet":"/static/def67836376777a1f8fea82e13ab2c20/2512b/524-area-over-flexible-baseline.png 750w,\n/static/def67836376777a1f8fea82e13ab2c20/ea2c7/524-area-over-flexible-baseline.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/def67836376777a1f8fea82e13ab2c20/80f13/524-area-over-flexible-baseline.webp 750w,\n/static/def67836376777a1f8fea82e13ab2c20/4538d/524-area-over-flexible-baseline.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6}}}},{"node":{"id":"0424295b-c108-5321-8829-d305a8b35c0e","name":"558-waffle-bar-chart-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8cceb9b59c15068f2bd436ba6679cf27/ec333/558-waffle-bar-chart-3.png","srcSet":"/static/8cceb9b59c15068f2bd436ba6679cf27/ec333/558-waffle-bar-chart-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8cceb9b59c15068f2bd436ba6679cf27/21b1a/558-waffle-bar-chart-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"503dd4c8-7ee4-5c17-9122-33ce8ee4edca","name":"80_bivariate_kernel_density_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAB7CAAAewgFu0HU+AAADFElEQVR42q2Vy28bVRSH+++wBPEfAFKFIrFnhwRql4hKLJCQYNMNUpYlKCIQNUiAgzFEtElK4qR1XJDyaFK5kLRJHNszHs/75Xl4Hh+646Z1nIZKiCsd35kz93xzfz7nnrnE/zwunV7kWUaaJP/ZzgF1w0LqmfQMB0W3n5tmDW3UN2qGg9TTCcPoLLCn2+heih2CFeRDC3PsiLO+MRPPFCvA8/3nwDiOkBQN3UuwghSzf2oJsuHRswOsIMPwk5FnQxN+xezjjwLF/6doJpo3eBboRPC4rbK+c8C97b/pqE7hG4e+EDiUbKG5Q6DYqTeAR0cylfoeUys15ldqyLqLHeYY/kuAIktd1Sh2KBaJIN2Nub/zF5+Wy0zMlrh6c467m3vYYYbxbzuMoghV7aFbLqoTFwEnPYv6zgGTv93inZmbvPZJiYnpOb5dXMLykkL2qfRzwCAIOGkeF0AhtaO5bOw+obSxw3ulH3n1w2le/3iWd3+oMLO4iqw5+AmFihcC4zim2TwuJAspR7LO2oNDJu+sc3mqxCsfzHD5y++YrNb4feuAzcYhjSOZ466JHWTngWEYInU6GLaP6g7QvZjl+7t8fmuVt7/+hTdulLky/yuztS1uVDeYvnOPSv0hfz464USxisx3DX8sKekwKUKy4cWsbzX45u42Xyyvc32pymeLf3CltMRbXy1wtbzMXG2X+t4TJN0bAs0xYDKIi+MjgKafsL3fYnlrn+pmg+/X6rxfWmVipsabUwtc+2mB+dU6R5KOHWWYF9ahYaO6MU6UF1l+eCghax7ltTrX5m/zUfk21ysVfq5u0JSNZ0V+YR3KI3UoFonyccKcB/tNSis1FuubNB53imMoXnph2YifLE3paiZ6Py3ebBXZE40hH55tP8Xqp3iiXCKeNoVh8xDrFXusOYihqDqtrk5HMZBUi07PpK0YyJpd3Hd1p/BJPavwt5+uE3NTUukHwVlglmUMBgM0VSVJEmzbxnXdQkq73S7mVquFqFvhd2ybNE3RNK2IO9dgx0ee58UsggVIlmUkSXrpJ+AfuajQOkxxYzUAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/5443436d64b8b1393cf6ff80638d02f2/3f279/80_bivariate_kernel_density_plot3.png","srcSet":"/static/5443436d64b8b1393cf6ff80638d02f2/f054e/80_bivariate_kernel_density_plot3.png 750w,\n/static/5443436d64b8b1393cf6ff80638d02f2/3f279/80_bivariate_kernel_density_plot3.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/5443436d64b8b1393cf6ff80638d02f2/4f03f/80_bivariate_kernel_density_plot3.webp 750w,\n/static/5443436d64b8b1393cf6ff80638d02f2/d6f60/80_bivariate_kernel_density_plot3.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e363c2ae-4f78-5bdf-b34c-73c2bbef1154","name":"BONUS_area_facet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAKCAYAAAC0VX7mAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAB/UlEQVR42nXSyW7iUBCFYb//Y2XRg5ShQychEGzAxsbznX2vbeBvQQ9Z9ZFK+qSSzqYqOp/PjNMJHybm04VpOjEMgXk6MY4zXS9R2mKMQwiJ94HT+UIIE96PzPOZcRz/+ETk7EC7ymi2JbLVdLWg3u3p93u644GqKGnLir4T5FlMdbPkkKeUZYeUA3Ees8sP5HVB5JShW8T0iwSV1vSbJd3bE2KzpMk+yN/vKeMFVbFl93FPmjxTlns+kgf26Yq263hLn1ls79mVMdE8zXjjsdIyDRPBWqwQeOcYfUD/dQhoKTBaMYYRYxRaC0LwGGto+xbnByLjHO/FgbRq2LU1h0ayyHJeiyNKeapGE5cdaaNZ5z0vWcuu0SRHzf6oaMRAWTvS3CClJ+q14stuydfdO2/HlMc04y7e8CM7EFcdr1nJY1qwLFq+JQXfkyOroufLpuFuXbHOJT9jzdNaEueWaJpnOq2pRI8LAXE9kjFo79F+pNIGZT0uTDTa3fZ2CHTaUQuDHUaE9lSdxbiJaBg82dZyzCxKeKR0tIVFtA4tBvpUIZVDq4E+E/Rpz6g8t1wufOa3IyUd6xdFstIUmaXONIdHRZUYRKKo71vayiAKRfOQUT9keDH867vwObfC6/MqMdA1FmdHTD8gaoNVHq88+ureEfTVEttqTtOJ/+UXApn0VoHHDEIAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/62f69006ab93d6188b89d28283b5c41c/284ed/BONUS_area_facet.png","srcSet":"/static/62f69006ab93d6188b89d28283b5c41c/e7dcc/BONUS_area_facet.png 750w,\n/static/62f69006ab93d6188b89d28283b5c41c/50eb2/BONUS_area_facet.png 1080w,\n/static/62f69006ab93d6188b89d28283b5c41c/373d2/BONUS_area_facet.png 1366w,\n/static/62f69006ab93d6188b89d28283b5c41c/284ed/BONUS_area_facet.png 1728w","sizes":"100vw"},"sources":[{"srcSet":"/static/62f69006ab93d6188b89d28283b5c41c/ee7ce/BONUS_area_facet.webp 750w,\n/static/62f69006ab93d6188b89d28283b5c41c/819dc/BONUS_area_facet.webp 1080w,\n/static/62f69006ab93d6188b89d28283b5c41c/7b8ce/BONUS_area_facet.webp 1366w,\n/static/62f69006ab93d6188b89d28283b5c41c/7e868/BONUS_area_facet.webp 1728w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5}}}},{"node":{"id":"8e31639a-3b64-5a3e-9719-0c1c88c1f724","name":"Spaghetti_Overview","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9e06a509852d4d5dc07b91a552e1fbf5/bc3b9/Spaghetti_Overview.png","srcSet":"/static/9e06a509852d4d5dc07b91a552e1fbf5/bc3b9/Spaghetti_Overview.png 700w","sizes":"100vw"},"sources":[{"srcSet":"/static/9e06a509852d4d5dc07b91a552e1fbf5/f23f0/Spaghetti_Overview.webp 700w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5628571428571428}}}},{"node":{"id":"53983ccd-c63d-5dc7-94b8-a6f50c564cb4","name":"chord-diagram-chord-library","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/61e3eee39f88230270a900c38eb6d3c7/ec333/chord-diagram-chord-library.png","srcSet":"/static/61e3eee39f88230270a900c38eb6d3c7/ec333/chord-diagram-chord-library.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/61e3eee39f88230270a900c38eb6d3c7/21b1a/chord-diagram-chord-library.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"acf1bce0-1def-5e38-bbfc-bba73cfd16ce","name":"manhattan-plot-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7969635b55135c6682aecaf6fc2c2635/ec333/manhattan-plot-with-matplotlib.png","srcSet":"/static/7969635b55135c6682aecaf6fc2c2635/ec333/manhattan-plot-with-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7969635b55135c6682aecaf6fc2c2635/21b1a/manhattan-plot-with-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c4847eb5-707f-5a7c-83cc-6c9765fe1578","name":"web-circular-lollipop-plot-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/281730960d962d17e2dd2548806ab4f0/ec333/web-circular-lollipop-plot-with-matplotlib-square.png","srcSet":"/static/281730960d962d17e2dd2548806ab4f0/ec333/web-circular-lollipop-plot-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/281730960d962d17e2dd2548806ab4f0/21b1a/web-circular-lollipop-plot-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7c0b061-5220-50e4-9330-ed7cb5fe7658","name":"web-highlighted-lineplot-with-faceting-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d0f135405cbfd27f19cc9448fc3ba842/ec333/web-highlighted-lineplot-with-faceting-square.png","srcSet":"/static/d0f135405cbfd27f19cc9448fc3ba842/ec333/web-highlighted-lineplot-with-faceting-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d0f135405cbfd27f19cc9448fc3ba842/21b1a/web-highlighted-lineplot-with-faceting-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f78fe4c1-6436-53d3-a390-6e6d59145660","name":"web-map-europe-with-color-by-country-highres","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/49188c5071a0ba013ca0b3b3f73ebefd/5c91f/web-map-europe-with-color-by-country-highres.png","srcSet":"/static/49188c5071a0ba013ca0b3b3f73ebefd/b42da/web-map-europe-with-color-by-country-highres.png 750w,\n/static/49188c5071a0ba013ca0b3b3f73ebefd/5c91f/web-map-europe-with-color-by-country-highres.png 1008w","sizes":"100vw"},"sources":[{"srcSet":"/static/49188c5071a0ba013ca0b3b3f73ebefd/6f644/web-map-europe-with-color-by-country-highres.webp 750w,\n/static/49188c5071a0ba013ca0b3b3f73ebefd/81387/web-map-europe-with-color-by-country-highres.webp 1008w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9543650793650793}}}},{"node":{"id":"ab5e2af6-8ed1-5bdb-80ec-fd0dae2aebea","name":"web-lollipop-plot-with-python-the-office-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/863a4410431af3bc8d85c51be6df37af/241b4/web-lollipop-plot-with-python-the-office-square.png","srcSet":"/static/863a4410431af3bc8d85c51be6df37af/f054e/web-lollipop-plot-with-python-the-office-square.png 750w,\n/static/863a4410431af3bc8d85c51be6df37af/ae1c8/web-lollipop-plot-with-python-the-office-square.png 1080w,\n/static/863a4410431af3bc8d85c51be6df37af/241b4/web-lollipop-plot-with-python-the-office-square.png 1180w","sizes":"100vw"},"sources":[{"srcSet":"/static/863a4410431af3bc8d85c51be6df37af/4f03f/web-lollipop-plot-with-python-the-office-square.webp 750w,\n/static/863a4410431af3bc8d85c51be6df37af/4f506/web-lollipop-plot-with-python-the-office-square.webp 1080w,\n/static/863a4410431af3bc8d85c51be6df37af/9557c/web-lollipop-plot-with-python-the-office-square.webp 1180w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1169cccb-9e1e-5485-84a2-48c9848050f1","name":"web-multiple-lines-and-panels-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fb0a45599c883504cb8bbaa16cf81828/ec333/web-multiple-lines-and-panels-square.png","srcSet":"/static/fb0a45599c883504cb8bbaa16cf81828/ec333/web-multiple-lines-and-panels-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fb0a45599c883504cb8bbaa16cf81828/21b1a/web-multiple-lines-and-panels-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a2688222-0578-523d-bd7c-c199cc919cc1","name":"web-polar-chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/02d7e43966c1b5d0ab1a4ddaf37b72f4/ec333/web-polar-chart.png","srcSet":"/static/02d7e43966c1b5d0ab1a4ddaf37b72f4/ec333/web-polar-chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/02d7e43966c1b5d0ab1a4ddaf37b72f4/21b1a/web-polar-chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"97590873-4cbf-5f03-b51b-6cbfeffe5ea3","name":"134_Fighting_overplotting6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/632cd143d8116cec17b0b4e50e2a6bdc/7196f/134_Fighting_overplotting6.png","srcSet":"/static/632cd143d8116cec17b0b4e50e2a6bdc/7196f/134_Fighting_overplotting6.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/632cd143d8116cec17b0b4e50e2a6bdc/70be0/134_Fighting_overplotting6.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"6ebe80b9-9a2d-52ee-aee1-8439793efdc6","name":"231_Chord_Bokeh","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9d038fabdac9b188227e1f2b8656e089/dc841/231_Chord_Bokeh.png","srcSet":"/static/9d038fabdac9b188227e1f2b8656e089/dc841/231_Chord_Bokeh.png 498w","sizes":"100vw"},"sources":[{"srcSet":"/static/9d038fabdac9b188227e1f2b8656e089/d045f/231_Chord_Bokeh.webp 498w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.036144578313253}}}},{"node":{"id":"0a877c39-84f8-55e8-a542-e15c65d0d456","name":"281-basic-map-with-basemap6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3792311fb772c0176100eddce90587c6/ec333/281-basic-map-with-basemap6.png","srcSet":"/static/3792311fb772c0176100eddce90587c6/ec333/281-basic-map-with-basemap6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3792311fb772c0176100eddce90587c6/21b1a/281-basic-map-with-basemap6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"37783a91-809e-5e68-9b27-02bf23d50da4","name":"285_Back_Layout4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cab86ee55047d296b1a5a2cfd5859f77/405c5/285_Back_Layout4.png","srcSet":"/static/cab86ee55047d296b1a5a2cfd5859f77/405c5/285_Back_Layout4.png 425w","sizes":"100vw"},"sources":[{"srcSet":"/static/cab86ee55047d296b1a5a2cfd5859f77/0c2e5/285_Back_Layout4.webp 425w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1454d383-8aec-58c1-af8c-d361ca698a6e","name":"285_Back_Layout5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAABP+AAAT/gEHlDmEAAADm0lEQVR42j2VyY4URxCG5/199xv44AOyhLCQ7AFvwoBA2AyeGaa36tpyjVyqqns4flZmNRxSmdVd+jP+JaKuvnx5xHuHiENbh7ucv/4m4gni6+7L8uv+9b+6gsdazePjmSvnLP24w8tArzus6/EyYm2PswMxGKbkyMkiweBEY8USoiYmQ86OeRL67gEvjqtygzYtTnq0a0hRk7Jnmjwp6fryaUmcT5HTEpnniE+RZQk8njOnybDMgUH1xCgroPXlQeN8X4FjXG+W6Ot5mQtoYJk8U3ZM03peJkv0OyQM9KolJSmUDaM6ME8eiWoFrRcoRu9ptWZKlnmW+s5cQKIluCPJ70jScl4E8SMpBq6cNwzqUKsIvsW6Fue7qlGICu0GQtCV1jIJy1zkiKSomELLaY6czxPOjaQUuCpCFoCiyZTVN+oiQ9XQyYDIWKss78xLJOXAPJflq8ZfHjPiFSnFUqFgvamCn2Zf3Zyqc7bqmArdYk7WnE+JmAOSpJpWDDpdzPFuJBbKow0clSYlQyzxiJo8BY420xvLkg29S7iYOBeXp4BEi0TDaZZqTkmAVMqRK+uFz13RquSvR3zDfjS82gQ6rRFRdMaivUN7iwuCloCRQtdVmQo754YVcLTC8xvhzS7QjB3abNkPPZveIP6IhLG6OSVNioY5W5Y5EnOhLUR/rFJ5fzGl08LPHz3X9xOvd5lPrbDtBv5tPFof8HaDSEdOukpSMlgkyVlWYyZ3ic3FlAL47B/H9X3mr03m7WHmOLTsu5YPTcCaA75kLhanS4VrZ6wxcnUvZnnbkUqnDCbw63+Bl58nXtxn/t5lWtVz7Pe83gZu2kj0TQXNBbC6KzUuy6VjSg69G4jRrxU+/+gr4PVdqpV+7g3W7hB3YDtYNuOqUaFcBoQEXfNaIpaTu5hyoXwcHU/eDhXw5X3m+i7zajsxuhHrDuTQoE2H0k01oLSnD+M6baKpbVho+6+xaZXnp/eaX24TL0qFd4nfHyYGq+v0GU1DcDui25DcvppTxpsPpSVVHW+Ffhl131x+8k7x9IOtYH9sFn57WNgowUmDcg3aHfHSIaGvvZyyqxNKilFl6syhupxLhduj4rsf3/D9sxt++HPP0/eKZx9MXe8eWvbtLfvmE4fjHZvDLU37gNVHlDrS9luUalBGcfOwq5P9ajk9crcf2bSWwyg0SuhNpCvL5jreJdh1l/WzUAZpoVf29ZxwzlM+J/8DrnnPMvnNjvsAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/7eefc928e32a2dbe2faddc717cc548c6/405c5/285_Back_Layout5.png","srcSet":"/static/7eefc928e32a2dbe2faddc717cc548c6/405c5/285_Back_Layout5.png 425w","sizes":"100vw"},"sources":[{"srcSet":"/static/7eefc928e32a2dbe2faddc717cc548c6/0c2e5/285_Back_Layout5.webp 425w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6b8d82ce-73aa-55a8-a908-c5b56818cff7","name":"315_Tweet_Surf_Bubble_map1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/661076eb3192d6ccfdffba19f945f1f0/308e8/315_Tweet_Surf_Bubble_map1.png","srcSet":"/static/661076eb3192d6ccfdffba19f945f1f0/0f6bb/315_Tweet_Surf_Bubble_map1.png 750w,\n/static/661076eb3192d6ccfdffba19f945f1f0/218ba/315_Tweet_Surf_Bubble_map1.png 1080w,\n/static/661076eb3192d6ccfdffba19f945f1f0/e9dd2/315_Tweet_Surf_Bubble_map1.png 1366w,\n/static/661076eb3192d6ccfdffba19f945f1f0/308e8/315_Tweet_Surf_Bubble_map1.png 1528w","sizes":"100vw"},"sources":[{"srcSet":"/static/661076eb3192d6ccfdffba19f945f1f0/898bd/315_Tweet_Surf_Bubble_map1.webp 750w,\n/static/661076eb3192d6ccfdffba19f945f1f0/87a9c/315_Tweet_Surf_Bubble_map1.webp 1080w,\n/static/661076eb3192d6ccfdffba19f945f1f0/d1c51/315_Tweet_Surf_Bubble_map1.webp 1366w,\n/static/661076eb3192d6ccfdffba19f945f1f0/f18e1/315_Tweet_Surf_Bubble_map1.webp 1528w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4109947643979058}}}},{"node":{"id":"698871aa-10c0-58fc-b006-c3a510f782b2","name":"86_2D_density_plot_explanation","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b539b1e208bf860710b37cd2c2d97127/0f85a/86_2D_density_plot_explanation.png","srcSet":"/static/b539b1e208bf860710b37cd2c2d97127/47e09/86_2D_density_plot_explanation.png 750w,\n/static/b539b1e208bf860710b37cd2c2d97127/36190/86_2D_density_plot_explanation.png 1080w,\n/static/b539b1e208bf860710b37cd2c2d97127/6d699/86_2D_density_plot_explanation.png 1366w,\n/static/b539b1e208bf860710b37cd2c2d97127/0f85a/86_2D_density_plot_explanation.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/b539b1e208bf860710b37cd2c2d97127/6bbda/86_2D_density_plot_explanation.webp 750w,\n/static/b539b1e208bf860710b37cd2c2d97127/06c4e/86_2D_density_plot_explanation.webp 1080w,\n/static/b539b1e208bf860710b37cd2c2d97127/dc35d/86_2D_density_plot_explanation.webp 1366w,\n/static/b539b1e208bf860710b37cd2c2d97127/f1dfc/86_2D_density_plot_explanation.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.23802083333333335}}}},{"node":{"id":"047e2ecc-4e65-5b09-aca6-28aa84b0b25f","name":"animated_gapminder","childImageSharp":null}},{"node":{"id":"ee452c7c-5947-55f8-8da7-f81283ab935f","name":"how-to-remove-axis-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/12ab724268aadd1feed1325ae7fb671c/80aff/how-to-remove-axis-in-matplotlib.png","srcSet":"/static/12ab724268aadd1feed1325ae7fb671c/f054e/how-to-remove-axis-in-matplotlib.png 750w,\n/static/12ab724268aadd1feed1325ae7fb671c/80aff/how-to-remove-axis-in-matplotlib.png 755w","sizes":"100vw"},"sources":[{"srcSet":"/static/12ab724268aadd1feed1325ae7fb671c/4f03f/how-to-remove-axis-in-matplotlib.webp 750w,\n/static/12ab724268aadd1feed1325ae7fb671c/9a8b1/how-to-remove-axis-in-matplotlib.webp 755w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"66ec868c-ed00-5449-af37-0388661cae5a","name":"parallel-coordinate-plot-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/71d9c4fadd9e66108fc9301f6a553400/ec333/parallel-coordinate-plot-plotly.png","srcSet":"/static/71d9c4fadd9e66108fc9301f6a553400/ec333/parallel-coordinate-plot-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/71d9c4fadd9e66108fc9301f6a553400/21b1a/parallel-coordinate-plot-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa074e7e-badb-5c96-a1af-41cdddf2ada3","name":"web-heatmap-and-radial-barchart-plastics","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/808631fa9cd09b732643d76e925bedea/0786d/web-heatmap-and-radial-barchart-plastics.png","srcSet":"/static/808631fa9cd09b732643d76e925bedea/1e4db/web-heatmap-and-radial-barchart-plastics.png 750w,\n/static/808631fa9cd09b732643d76e925bedea/0786d/web-heatmap-and-radial-barchart-plastics.png 937w","sizes":"100vw"},"sources":[{"srcSet":"/static/808631fa9cd09b732643d76e925bedea/a0cee/web-heatmap-and-radial-barchart-plastics.webp 750w,\n/static/808631fa9cd09b732643d76e925bedea/7ec35/web-heatmap-and-radial-barchart-plastics.webp 937w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7129135538954109}}}},{"node":{"id":"75672aa3-21c3-5b3b-a7a8-b897640e714c","name":"web-highlighted-lineplot-with-faceting-medium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/023e1f6b9e97244120b12395757bd7e6/4fff4/web-highlighted-lineplot-with-faceting-medium.png","srcSet":"/static/023e1f6b9e97244120b12395757bd7e6/62abd/web-highlighted-lineplot-with-faceting-medium.png 750w,\n/static/023e1f6b9e97244120b12395757bd7e6/4fff4/web-highlighted-lineplot-with-faceting-medium.png 976w","sizes":"100vw"},"sources":[{"srcSet":"/static/023e1f6b9e97244120b12395757bd7e6/90996/web-highlighted-lineplot-with-faceting-medium.webp 750w,\n/static/023e1f6b9e97244120b12395757bd7e6/09bc7/web-highlighted-lineplot-with-faceting-medium.webp 976w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5286885245901639}}}},{"node":{"id":"86321572-7e3d-5699-981e-3e102e3dc74e","name":"web-slope-chart-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/710b3b0716333a1e1caedb385cf84295/992a1/web-slope-chart-matplotlib.png","srcSet":"/static/710b3b0716333a1e1caedb385cf84295/c7bd6/web-slope-chart-matplotlib.png 750w,\n/static/710b3b0716333a1e1caedb385cf84295/11116/web-slope-chart-matplotlib.png 1080w,\n/static/710b3b0716333a1e1caedb385cf84295/992a1/web-slope-chart-matplotlib.png 1202w","sizes":"100vw"},"sources":[{"srcSet":"/static/710b3b0716333a1e1caedb385cf84295/5c9b8/web-slope-chart-matplotlib.webp 750w,\n/static/710b3b0716333a1e1caedb385cf84295/57d11/web-slope-chart-matplotlib.webp 1080w,\n/static/710b3b0716333a1e1caedb385cf84295/b5f7d/web-slope-chart-matplotlib.webp 1202w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1713810316139768}}}},{"node":{"id":"84bd45f2-8816-5888-beda-cbf58c276089","name":"285_Back_Layout2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9e10c550a7209143c6b3f0e1b105801c/7b5fe/285_Back_Layout2.png","srcSet":"/static/9e10c550a7209143c6b3f0e1b105801c/7b5fe/285_Back_Layout2.png 507w","sizes":"100vw"},"sources":[{"srcSet":"/static/9e10c550a7209143c6b3f0e1b105801c/cc2e8/285_Back_Layout2.webp 507w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8382642998027614}}}},{"node":{"id":"4cae97d7-5d0f-53ef-9213-283bc4c78488","name":"Overplot_Overview","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/0139d/Overplot_Overview.png","srcSet":"/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/0dee1/Overplot_Overview.png 750w,\n/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/0139d/Overplot_Overview.png 900w","sizes":"100vw"},"sources":[{"srcSet":"/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/a66aa/Overplot_Overview.webp 750w,\n/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/c4412/Overplot_Overview.webp 900w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5622222222222223}}}},{"node":{"id":"b92a9458-264d-5afb-b7be-0411fc5f33f3","name":"web-line-chart-small-multiple","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6e98112779a0f23404de542b8b6c81dd/9dfc8/web-line-chart-small-multiple.png","srcSet":"/static/6e98112779a0f23404de542b8b6c81dd/0e568/web-line-chart-small-multiple.png 750w,\n/static/6e98112779a0f23404de542b8b6c81dd/9dfc8/web-line-chart-small-multiple.png 793w","sizes":"100vw"},"sources":[{"srcSet":"/static/6e98112779a0f23404de542b8b6c81dd/519ed/web-line-chart-small-multiple.webp 750w,\n/static/6e98112779a0f23404de542b8b6c81dd/35fcd/web-line-chart-small-multiple.webp 793w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.5397225725094579}}}},{"node":{"id":"c75e4ebf-4076-5c2e-b6e8-b298c21d2fcb","name":"web-line-chart-with-labels-at-line-end","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c72988277f79abbdf08c6ab4d5eb9fc3/759c5/web-line-chart-with-labels-at-line-end.png","srcSet":"/static/c72988277f79abbdf08c6ab4d5eb9fc3/2512b/web-line-chart-with-labels-at-line-end.png 750w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/45604/web-line-chart-with-labels-at-line-end.png 1080w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/759c5/web-line-chart-with-labels-at-line-end.png 1096w","sizes":"100vw"},"sources":[{"srcSet":"/static/c72988277f79abbdf08c6ab4d5eb9fc3/80f13/web-line-chart-with-labels-at-line-end.webp 750w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/4f9a6/web-line-chart-with-labels-at-line-end.webp 1080w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/cfb26/web-line-chart-with-labels-at-line-end.webp 1096w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6003649635036497}}}},{"node":{"id":"4c507d5c-509a-54ad-8628-9b7901d2af38","name":"web-multiple-lines-and-panels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/24db7/web-multiple-lines-and-panels.png","srcSet":"/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/e7dcc/web-multiple-lines-and-panels.png 750w,\n/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/24db7/web-multiple-lines-and-panels.png 909w","sizes":"100vw"},"sources":[{"srcSet":"/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/ee7ce/web-multiple-lines-and-panels.webp 750w,\n/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/20880/web-multiple-lines-and-panels.webp 909w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.49944994499449946}}}},{"node":{"id":"25f1b5cd-cc16-5baa-8211-f40ab4d8c608","name":"web-scatterplot-astronaut","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/27bfa/web-scatterplot-astronaut.png","srcSet":"/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/d97f0/web-scatterplot-astronaut.png 750w,\n/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/27bfa/web-scatterplot-astronaut.png 879w","sizes":"100vw"},"sources":[{"srcSet":"/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/dfe9f/web-scatterplot-astronaut.webp 750w,\n/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/f89c3/web-scatterplot-astronaut.webp 879w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9897610921501707}}}},{"node":{"id":"6fc23eba-74ec-5dcd-ba90-f0360c96f39d","name":"288_basic_map_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a1b7889224011dcad7e860088130d13c/fe10e/288_basic_map_folium.png","srcSet":"/static/a1b7889224011dcad7e860088130d13c/54263/288_basic_map_folium.png 750w,\n/static/a1b7889224011dcad7e860088130d13c/e5f27/288_basic_map_folium.png 1080w,\n/static/a1b7889224011dcad7e860088130d13c/65bb9/288_basic_map_folium.png 1366w,\n/static/a1b7889224011dcad7e860088130d13c/fe10e/288_basic_map_folium.png 1482w","sizes":"100vw"},"sources":[{"srcSet":"/static/a1b7889224011dcad7e860088130d13c/240bd/288_basic_map_folium.webp 750w,\n/static/a1b7889224011dcad7e860088130d13c/1be92/288_basic_map_folium.webp 1080w,\n/static/a1b7889224011dcad7e860088130d13c/f2ec0/288_basic_map_folium.webp 1366w,\n/static/a1b7889224011dcad7e860088130d13c/60dae/288_basic_map_folium.webp 1482w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4898785425101214}}}},{"node":{"id":"72d4a92a-371b-53bb-aaec-3a7808ddc4c4","name":"564-publication-ready-table-with-plottable","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/2a57d2bb008e9a18805fc34c3f641e6d/24324/564-publication-ready-table-with-plottable.jpg","srcSet":"/static/2a57d2bb008e9a18805fc34c3f641e6d/53ca3/564-publication-ready-table-with-plottable.jpg 750w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/26cd4/564-publication-ready-table-with-plottable.jpg 1080w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/c81da/564-publication-ready-table-with-plottable.jpg 1366w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/24324/564-publication-ready-table-with-plottable.jpg 1730w","sizes":"100vw"},"sources":[{"srcSet":"/static/2a57d2bb008e9a18805fc34c3f641e6d/4512e/564-publication-ready-table-with-plottable.webp 750w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/db9af/564-publication-ready-table-with-plottable.webp 1080w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/08fb6/564-publication-ready-table-with-plottable.webp 1366w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/d4b6f/564-publication-ready-table-with-plottable.webp 1730w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1838150289017342}}}},{"node":{"id":"9ee10d18-a2a3-52dc-a1ba-87acb61130d5","name":"564-publication-ready-table-with-plottable-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e8e66252c292d1504d6286604024031c/1b3f9/564-publication-ready-table-with-plottable-square.png","srcSet":"/static/e8e66252c292d1504d6286604024031c/f054e/564-publication-ready-table-with-plottable-square.png 750w,\n/static/e8e66252c292d1504d6286604024031c/1b3f9/564-publication-ready-table-with-plottable-square.png 762w","sizes":"100vw"},"sources":[{"srcSet":"/static/e8e66252c292d1504d6286604024031c/4f03f/564-publication-ready-table-with-plottable-square.webp 750w,\n/static/e8e66252c292d1504d6286604024031c/c63e7/564-publication-ready-table-with-plottable-square.webp 762w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fcc0aa4c-3d0f-5159-9338-d151b537a594","name":"Seaborn_Cheatsheet_Datacamp","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/540ae71d31e7ffdc8d52b85551b0d054/85c3a/Seaborn_Cheatsheet_Datacamp.png","srcSet":"/static/540ae71d31e7ffdc8d52b85551b0d054/372e6/Seaborn_Cheatsheet_Datacamp.png 750w,\n/static/540ae71d31e7ffdc8d52b85551b0d054/85c3a/Seaborn_Cheatsheet_Datacamp.png 1054w","sizes":"100vw"},"sources":[{"srcSet":"/static/540ae71d31e7ffdc8d52b85551b0d054/54c3a/Seaborn_Cheatsheet_Datacamp.webp 750w,\n/static/540ae71d31e7ffdc8d52b85551b0d054/d7297/Seaborn_Cheatsheet_Datacamp.webp 1054w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7058823529411764}}}},{"node":{"id":"c73a76af-b590-53cb-b9f9-c075a4358a40","name":"choropleth-map-geopandas-python","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f27c57cde1d1eabff6ee8183ff84fd0b/de6cd/choropleth-map-geopandas-python.png","srcSet":"/static/f27c57cde1d1eabff6ee8183ff84fd0b/4ec63/choropleth-map-geopandas-python.png 750w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/451f9/choropleth-map-geopandas-python.png 1080w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/de6cd/choropleth-map-geopandas-python.png 1125w","sizes":"100vw"},"sources":[{"srcSet":"/static/f27c57cde1d1eabff6ee8183ff84fd0b/6c332/choropleth-map-geopandas-python.webp 750w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/5ccdd/choropleth-map-geopandas-python.webp 1080w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/ae09e/choropleth-map-geopandas-python.webp 1125w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4862222222222222}}}},{"node":{"id":"8aa85a18-281c-5745-9e23-f83f8462fb50","name":"web-stacked-line-chart-with-labels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c92b323ab5b21bffd760cb46737716b7/9fd5b/web-stacked-line-chart-with-labels.png","srcSet":"/static/c92b323ab5b21bffd760cb46737716b7/cfdd1/web-stacked-line-chart-with-labels.png 750w,\n/static/c92b323ab5b21bffd760cb46737716b7/347f9/web-stacked-line-chart-with-labels.png 1080w,\n/static/c92b323ab5b21bffd760cb46737716b7/7715b/web-stacked-line-chart-with-labels.png 1366w,\n/static/c92b323ab5b21bffd760cb46737716b7/9fd5b/web-stacked-line-chart-with-labels.png 1502w","sizes":"100vw"},"sources":[{"srcSet":"/static/c92b323ab5b21bffd760cb46737716b7/2afb9/web-stacked-line-chart-with-labels.webp 750w,\n/static/c92b323ab5b21bffd760cb46737716b7/ba35d/web-stacked-line-chart-with-labels.webp 1080w,\n/static/c92b323ab5b21bffd760cb46737716b7/b20ec/web-stacked-line-chart-with-labels.webp 1366w,\n/static/c92b323ab5b21bffd760cb46737716b7/4812c/web-stacked-line-chart-with-labels.webp 1502w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9227696404793609}}}},{"node":{"id":"6a4aaa2d-4b36-53b6-b453-47228fcd458a","name":"pandas_cheat_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAAAsTAAALEwEAmpwYAAADa0lEQVR42i2R208iZwDF5z/sU5OmSZO+NPW56VvbpNkHmza1dtvtdpM221Xb1VRcFXVdF3ZFRLkIiIAgoCgiMsDAMPPNfYBfI+lJztNJTs5FGokuntbB6dZwmlk8vYvvOXi3abTdb1FXPkUsfoD18kOc159jv/4MKzqLKO5hxp9jxP+gt/8YOTzPMP4nkqPUMa7j9Mph6tkNRHUfvRbFvT7EKL3BKb7Cu9hBP11FOV3Fqe3i1SPo9TSieoB7uU//bJtWag1RjSDdZEOUwkvcHAe4TQW5jK3RTAQwGycYfRlD7aL3ZSxVxug1cbQu/n0BkVxATy5gJ5+jx54h736HHnuCJJoFerU0g+sztKsUZiPN4CqOqEUwCkGMyju8myOc2ju0XAA9v4lT2qZ/GsSs7KOlV6i/fYqZCzCubCOJzArttS+5D3yBGpjB2Jihv/QxXnkbTdj4ozEP8H0f3XJwgVGvipJZR5y9wjhdpR76HSXxD37tLZIjBvTbDdTOHa4xpNNqUigUwR4y7LXwLAvf8fBdC7Xfw7Rt/F4VuZajc3uJrbY5zxxxVc5jt0tI3l1uWsHOrUwpTl4iUos4d3k0pY2lDaYJPddG6XZw/Qlj5ZJBMYR2lcC+2KUde4HIr+NfbCENW5cc7m1wHN4iG92hkT+kno2gt+uouoE+FFND17FpNZtousFIvUUrhdFKIUQugHqyjHkWwK/vI4neHdlUglLxnHrlHEeVsdUOrtriQXPFEJgw8my0wUNlF6eRQnkzi7L3Pb1/Z5D//gT5xUcYoUdIY9/BM21s3cQWNo5h41ouriXQdQPXG+NOwHQ97rpDmn0LS21jCA1nNGE0AX884eG6sakgucVNrNhjxME81sEc1sFPmJE5zIMfsQ9/xj1+ghv/FSs2j/b+B4Z7j7DTfyEK24h8EKsYxC3vYacX8EubSEZmGS36FCvyC9rOV+hvvsHc+xonOscws8rgZAU1uYx2soqRCeBnF7EL6zRyYRqnYbrnBwyvEqiV6HQKSVwlGZQPEeUYVjGEVYtgVd/j1I9Q5Bby/R1qu4PoKOg9BcuwGA/qjCyN8WjMZOzDZDI9DrOLZA/uEX0ZXWnj6Abj0YTJ/3toFxHUixhaJYZ5ncC9TcNtkkIpxWz0jGeJIsF8haVMkd9SZbbOq/wHr3njp/2zWVYAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/31e99e6c928a12003bd3ff68077e05b9/a44e7/pandas_cheat_sheet.png","srcSet":"/static/31e99e6c928a12003bd3ff68077e05b9/65f28/pandas_cheat_sheet.png 750w,\n/static/31e99e6c928a12003bd3ff68077e05b9/ef012/pandas_cheat_sheet.png 1080w,\n/static/31e99e6c928a12003bd3ff68077e05b9/ae9d8/pandas_cheat_sheet.png 1366w,\n/static/31e99e6c928a12003bd3ff68077e05b9/a44e7/pandas_cheat_sheet.png 1398w","sizes":"100vw"},"sources":[{"srcSet":"/static/31e99e6c928a12003bd3ff68077e05b9/4caf4/pandas_cheat_sheet.webp 750w,\n/static/31e99e6c928a12003bd3ff68077e05b9/f735f/pandas_cheat_sheet.webp 1080w,\n/static/31e99e6c928a12003bd3ff68077e05b9/26a3c/pandas_cheat_sheet.webp 1366w,\n/static/31e99e6c928a12003bd3ff68077e05b9/2e0d9/pandas_cheat_sheet.webp 1398w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7067238912732475}}}},{"node":{"id":"1df5bfe0-f46e-5a95-8dbd-61af52fd5c27","name":"web-horizontal-barplot-with-labels-the-economist","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cba7385c0c10c556fe34fde05e32a891/83c83/web-horizontal-barplot-with-labels-the-economist.png","srcSet":"/static/cba7385c0c10c556fe34fde05e32a891/7f1c2/web-horizontal-barplot-with-labels-the-economist.png 750w,\n/static/cba7385c0c10c556fe34fde05e32a891/35fac/web-horizontal-barplot-with-labels-the-economist.png 1080w,\n/static/cba7385c0c10c556fe34fde05e32a891/44b51/web-horizontal-barplot-with-labels-the-economist.png 1366w,\n/static/cba7385c0c10c556fe34fde05e32a891/83c83/web-horizontal-barplot-with-labels-the-economist.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/cba7385c0c10c556fe34fde05e32a891/754fd/web-horizontal-barplot-with-labels-the-economist.webp 750w,\n/static/cba7385c0c10c556fe34fde05e32a891/6815b/web-horizontal-barplot-with-labels-the-economist.webp 1080w,\n/static/cba7385c0c10c556fe34fde05e32a891/7a116/web-horizontal-barplot-with-labels-the-economist.webp 1366w,\n/static/cba7385c0c10c556fe34fde05e32a891/46c75/web-horizontal-barplot-with-labels-the-economist.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5916666666666667}}}},{"node":{"id":"a50d3223-fc65-5b85-b804-152d5bcdde82","name":"matplotlib_cheat_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/27348055d276e6f73426b199e1c033dd/cbc70/matplotlib_cheat_sheet.png","srcSet":"/static/27348055d276e6f73426b199e1c033dd/fa601/matplotlib_cheat_sheet.png 750w,\n/static/27348055d276e6f73426b199e1c033dd/9fc62/matplotlib_cheat_sheet.png 1080w,\n/static/27348055d276e6f73426b199e1c033dd/6eb52/matplotlib_cheat_sheet.png 1366w,\n/static/27348055d276e6f73426b199e1c033dd/cbc70/matplotlib_cheat_sheet.png 1398w","sizes":"100vw"},"sources":[{"srcSet":"/static/27348055d276e6f73426b199e1c033dd/b99ea/matplotlib_cheat_sheet.webp 750w,\n/static/27348055d276e6f73426b199e1c033dd/380e4/matplotlib_cheat_sheet.webp 1080w,\n/static/27348055d276e6f73426b199e1c033dd/1b9c3/matplotlib_cheat_sheet.webp 1366w,\n/static/27348055d276e6f73426b199e1c033dd/103f7/matplotlib_cheat_sheet.webp 1398w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7074391988555079}}}},{"node":{"id":"0b9bd70a-5468-53b2-aed9-501d9a4a5b33","name":"seaborn_cheat_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/072ae25b02a30e981aa4b63f51b500a8/78350/seaborn_cheat_sheet.png","srcSet":"/static/072ae25b02a30e981aa4b63f51b500a8/372e6/seaborn_cheat_sheet.png 750w,\n/static/072ae25b02a30e981aa4b63f51b500a8/52574/seaborn_cheat_sheet.png 1080w,\n/static/072ae25b02a30e981aa4b63f51b500a8/9b6f7/seaborn_cheat_sheet.png 1366w,\n/static/072ae25b02a30e981aa4b63f51b500a8/78350/seaborn_cheat_sheet.png 1399w","sizes":"100vw"},"sources":[{"srcSet":"/static/072ae25b02a30e981aa4b63f51b500a8/54c3a/seaborn_cheat_sheet.webp 750w,\n/static/072ae25b02a30e981aa4b63f51b500a8/85e18/seaborn_cheat_sheet.webp 1080w,\n/static/072ae25b02a30e981aa4b63f51b500a8/ccff0/seaborn_cheat_sheet.webp 1366w,\n/static/072ae25b02a30e981aa4b63f51b500a8/1a053/seaborn_cheat_sheet.webp 1399w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7055039313795568}}}},{"node":{"id":"8c818e80-8f5e-54dc-b379-4e77b34a2127","name":"web-highlighted-lineplot-with-faceting","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f734c29b5dcd3755013be74cd20c898e/e6bdb/web-highlighted-lineplot-with-faceting.png","srcSet":"/static/f734c29b5dcd3755013be74cd20c898e/6a387/web-highlighted-lineplot-with-faceting.png 750w,\n/static/f734c29b5dcd3755013be74cd20c898e/eed13/web-highlighted-lineplot-with-faceting.png 1080w,\n/static/f734c29b5dcd3755013be74cd20c898e/89e01/web-highlighted-lineplot-with-faceting.png 1366w,\n/static/f734c29b5dcd3755013be74cd20c898e/e6bdb/web-highlighted-lineplot-with-faceting.png 1459w","sizes":"100vw"},"sources":[{"srcSet":"/static/f734c29b5dcd3755013be74cd20c898e/ceaa4/web-highlighted-lineplot-with-faceting.webp 750w,\n/static/f734c29b5dcd3755013be74cd20c898e/becc6/web-highlighted-lineplot-with-faceting.webp 1080w,\n/static/f734c29b5dcd3755013be74cd20c898e/660d0/web-highlighted-lineplot-with-faceting.webp 1366w,\n/static/f734c29b5dcd3755013be74cd20c898e/0e01f/web-highlighted-lineplot-with-faceting.webp 1459w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5305003427004797}}}},{"node":{"id":"17fb4085-be86-59ab-8a28-e4a92e44d0bd","name":"web-lineplots-and-area-chart-the-economist","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAMCAYAAABiDJ37AAAACXBIWXMAABYlAAAWJQFJUiTwAAACQ0lEQVR42qWSvW/UMByG8xewIFViZmNFbMzMDCDYGBCIgT+iEwMsdEDtAt2YEUgHrTgQVRHfIFrKVeK4a3vX3Ecvl9iXOHYS50HxtacO3bD0yPbr17849usN374jaP4lHAUE/T5FmlIa4yDLZhxpJ63NKAq83e4+rZ0dWu02jUaDVGv+p3l9v0fP9xn0B0ghiKIIEQmSJHGGsixdX2n73S4HwyG+76NP+HDl9RKVEsoJoZiQakOe52TGUOS5M2VZ5iiKAq0NaapRSrl5eVikovLEcYw3lIptP6Q7jhkIRaIz4kOiRCPi1G2uNnR6ffKypLCWiZCI0Zg4kpgsRx8VrKprkzGSasZAJAykIohTklS7gqkxvFmts9dsVsdCjceIzj6Tg5H7oyzPpwV1YUkLi7El2lqquT28t6oZk1EWBaHJuVn/xnxtjZWP3/m89YeNVoffez6ftpu0ewOM1niRjGl1+/zc69EYBOyKmEBpYlPdm8VUkclzxlnBxa9Nzn3Y5sL6Ly6tb3J5fZOraxucr31hqbELmcYzQjButgl3OogwIkgU49QQpAZfxghVvWbJSBnOLtQ4df85pxdecuZhjbkHL5i79wzv7jLztR/O50k5cdmrTqKNwRY5WiUUWYZKNUJKZxyGE24sveL64irXHtW4/aTOrcevubNc58riCk/fb4HN8cIwdJmrkFKSKEUYRVMtThBCuKgIIdHJBEpLWdpp7qx1VFoSxy5W3jQ/iQvqUaasLWfj49jZGpTHAl1p9tDzD9M3gymIFVxmAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7c9aa/web-lineplots-and-area-chart-the-economist.png","srcSet":"/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7f1c2/web-lineplots-and-area-chart-the-economist.png 750w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/35fac/web-lineplots-and-area-chart-the-economist.png 1080w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/44b51/web-lineplots-and-area-chart-the-economist.png 1366w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7c9aa/web-lineplots-and-area-chart-the-economist.png 1858w","sizes":"100vw"},"sources":[{"srcSet":"/static/0bf56da6e8fefa8d0838e7f081b0c7e4/754fd/web-lineplots-and-area-chart-the-economist.webp 750w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/6815b/web-lineplots-and-area-chart-the-economist.webp 1080w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7a116/web-lineplots-and-area-chart-the-economist.webp 1366w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/08587/web-lineplots-and-area-chart-the-economist.webp 1858w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5920344456404736}}}},{"node":{"id":"c7e2c31e-b989-5053-8b11-01867ede14da","name":"532-episode1-each-line-anakin","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/465318db2a8e4d75526429a3e7b1e9d8/21dcd/532-episode1-each-line-anakin.png","srcSet":"/static/465318db2a8e4d75526429a3e7b1e9d8/c949d/532-episode1-each-line-anakin.png 750w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/7ed97/532-episode1-each-line-anakin.png 1080w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/e1e33/532-episode1-each-line-anakin.png 1366w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/21dcd/532-episode1-each-line-anakin.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/465318db2a8e4d75526429a3e7b1e9d8/a83a0/532-episode1-each-line-anakin.webp 750w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/656d8/532-episode1-each-line-anakin.webp 1080w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/de9d0/532-episode1-each-line-anakin.webp 1366w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/52be9/532-episode1-each-line-anakin.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.2286458333333332}}}},{"node":{"id":"1c3c7406-8190-573f-9193-3ceb15da6c37","name":"matplotlib-python-official-cheatsheet1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c3ae28e67938b12bbcd4b6e871459248/d8289/matplotlib-python-official-cheatsheet1.png","srcSet":"/static/c3ae28e67938b12bbcd4b6e871459248/fa601/matplotlib-python-official-cheatsheet1.png 750w,\n/static/c3ae28e67938b12bbcd4b6e871459248/9fc62/matplotlib-python-official-cheatsheet1.png 1080w,\n/static/c3ae28e67938b12bbcd4b6e871459248/6eb52/matplotlib-python-official-cheatsheet1.png 1366w,\n/static/c3ae28e67938b12bbcd4b6e871459248/d8289/matplotlib-python-official-cheatsheet1.png 1753w","sizes":"100vw"},"sources":[{"srcSet":"/static/c3ae28e67938b12bbcd4b6e871459248/b99ea/matplotlib-python-official-cheatsheet1.webp 750w,\n/static/c3ae28e67938b12bbcd4b6e871459248/380e4/matplotlib-python-official-cheatsheet1.webp 1080w,\n/static/c3ae28e67938b12bbcd4b6e871459248/1b9c3/matplotlib-python-official-cheatsheet1.webp 1366w,\n/static/c3ae28e67938b12bbcd4b6e871459248/95bd9/matplotlib-python-official-cheatsheet1.webp 1753w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7073588134626354}}}},{"node":{"id":"425c3c16-db44-5eda-a342-807a75a7d54f","name":"web-lollipop-plot-with-python-mario-kart-64-world-records","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5564d200567162db3b63280c265aa1ec/20435/web-lollipop-plot-with-python-mario-kart-64-world-records.png","srcSet":"/static/5564d200567162db3b63280c265aa1ec/ea847/web-lollipop-plot-with-python-mario-kart-64-world-records.png 750w,\n/static/5564d200567162db3b63280c265aa1ec/4a806/web-lollipop-plot-with-python-mario-kart-64-world-records.png 1080w,\n/static/5564d200567162db3b63280c265aa1ec/e2aad/web-lollipop-plot-with-python-mario-kart-64-world-records.png 1366w,\n/static/5564d200567162db3b63280c265aa1ec/20435/web-lollipop-plot-with-python-mario-kart-64-world-records.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/5564d200567162db3b63280c265aa1ec/57584/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 750w,\n/static/5564d200567162db3b63280c265aa1ec/984df/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 1080w,\n/static/5564d200567162db3b63280c265aa1ec/4a276/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 1366w,\n/static/5564d200567162db3b63280c265aa1ec/9c00f/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"c65f4776-12fc-5e90-91d2-463ba4dc014f","name":"matplotlib-python-official-cheatsheet2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/d8289/matplotlib-python-official-cheatsheet2.png","srcSet":"/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/fa601/matplotlib-python-official-cheatsheet2.png 750w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/9fc62/matplotlib-python-official-cheatsheet2.png 1080w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/6eb52/matplotlib-python-official-cheatsheet2.png 1366w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/d8289/matplotlib-python-official-cheatsheet2.png 1753w","sizes":"100vw"},"sources":[{"srcSet":"/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/b99ea/matplotlib-python-official-cheatsheet2.webp 750w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/380e4/matplotlib-python-official-cheatsheet2.webp 1080w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/1b9c3/matplotlib-python-official-cheatsheet2.webp 1366w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/95bd9/matplotlib-python-official-cheatsheet2.webp 1753w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7073588134626354}}}},{"node":{"id":"d21d01cb-e4e0-5a1f-b105-2005cb8a8760","name":"263_parrot_wordcloud","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a2b4e3115d0f051c9c4e68f399bac705/0c811/263_parrot_wordcloud.png","srcSet":"/static/a2b4e3115d0f051c9c4e68f399bac705/5737c/263_parrot_wordcloud.png 750w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/0e795/263_parrot_wordcloud.png 1080w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/0c811/263_parrot_wordcloud.png 1330w","sizes":"100vw"},"sources":[{"srcSet":"/static/a2b4e3115d0f051c9c4e68f399bac705/2bddf/263_parrot_wordcloud.webp 750w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/3b4fe/263_parrot_wordcloud.webp 1080w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/140fe/263_parrot_wordcloud.webp 1330w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7458646616541353}}}},{"node":{"id":"88fc8200-f5ee-5289-a5d2-d23cfddc951a","name":"Pandas_Cheat_Datacamp","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAABYlAAAWJQFJUiTwAAADYUlEQVR42iWTWWtbZxCGz98r9AeUEkpvC+1VLnrTBAqloY3bJl2hIaGxY0O872tk2bKqWpItWZK1W5Il29qXo7Of7yxPkT0wF8PAM/POy0ie0kbITax2HrNxilDa2MLGq4YRG19jv/0E/++P4PXHsPoIVj/FO3yKkdnCOf4LcfwSee8Hhlvfox++QLJbOfTiIb2Lda4i0+jZbdTLHbzKCaIcws9uQn4XM7nCKLGCUz7Aqx6hVqLohSBeMYCcWKcZmUfPfUCqxHbIHMxSO12jHt+hGF7jOr6O1oijdWqogyZq/w5z2ERrV7EGd3jNC8zoG+z4DF5sGiPyisHeFGbodyStGqWfCyKXwmjFIGYljFwKoBcDmLkDrOp/0Ezh1CKoyTWM9CZufpPR2SJGdhc9Nkt142eM+Bxkl5DM+Dv684/pLzzGWPgSd/UrlOnP8PLbKLqJcFwm4TgOimljAV6/iHy2hJFYwk4u0tj9k1FkBr+whWRpI4a9O+RBG8tU6XRbnKfSYMmM2nWEbuCZDo5t0O+00SZ1v0CrnKBdK2KOWmRix5QvE5h3aSS3EcPJriDOZhDns1ixGezYNOL2gnGngTHqP2xoW3S7HSzhwaCEktlFK4UQ2S36oTeYiUXIriKNbvIcrM5xsrdCZH+JSiJAKb6P3LpiOFaRB8o9UNgmtzcNRmMVRnW0CTCzjRmfRfn3wSDyW0hyt04sckKpkKdWyiHGHexxF1u+RW1XEMrwHugKE3nQQ9VNnHoUZftblJ3vUN9/wXjmc5R/HiF2nyI5joGtGRiyiqkaWJqBZdhYuoyqjLGFj+2DZtnU2yOu+zr64AZFUzFdcADb95lY5+kDJD89jxf6BXE0hXv4HO9wCjcwhXf4I17wOX7oJYRf4B5NYR48w9h8ght9hZ5awUwuIFLLuNkNnOhr/PQC0kS7efwHXuBX7M1vsHee4O4+uR+iJpcZx96jxRcx4svYyXVIzCEu17hOBqgnP9DOhlCqMeRyBKseQ9LLYeRcECMVRCT3sUtH2IUgbiVMr92gdVdn3OygNruo3R66puL2iwh1iLCs+8T37++M0UWyhrcP79VrImQZz/WYtH29x7h0xLhwwrgUQq9FEDdxuD0lk4vyLJTmt0iGhVSRt+dpforleZe94n/EMOHR6j1J0AAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/7dd976df32bf0608fd560f9f34129184/cde67/Pandas_Cheat_Datacamp.png","srcSet":"/static/7dd976df32bf0608fd560f9f34129184/372e6/Pandas_Cheat_Datacamp.png 750w,\n/static/7dd976df32bf0608fd560f9f34129184/86797/Pandas_Cheat_Datacamp.png 1080w,\n/static/7dd976df32bf0608fd560f9f34129184/30c4f/Pandas_Cheat_Datacamp.png 1366w,\n/static/7dd976df32bf0608fd560f9f34129184/cde67/Pandas_Cheat_Datacamp.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dd976df32bf0608fd560f9f34129184/54c3a/Pandas_Cheat_Datacamp.webp 750w,\n/static/7dd976df32bf0608fd560f9f34129184/8a436/Pandas_Cheat_Datacamp.webp 1080w,\n/static/7dd976df32bf0608fd560f9f34129184/51c3e/Pandas_Cheat_Datacamp.webp 1366w,\n/static/7dd976df32bf0608fd560f9f34129184/ab7fe/Pandas_Cheat_Datacamp.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7046874999999999}}}},{"node":{"id":"1a2b26ca-7fa0-59ef-a785-e9db91266cf1","name":"hierarchical-edge-bundling-R","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/feb758cda7aebd8382d35658ff81615a/e3a08/hierarchical-edge-bundling-R.png","srcSet":"/static/feb758cda7aebd8382d35658ff81615a/b0190/hierarchical-edge-bundling-R.png 750w,\n/static/feb758cda7aebd8382d35658ff81615a/fe64e/hierarchical-edge-bundling-R.png 1080w,\n/static/feb758cda7aebd8382d35658ff81615a/e3a08/hierarchical-edge-bundling-R.png 1138w","sizes":"100vw"},"sources":[{"srcSet":"/static/feb758cda7aebd8382d35658ff81615a/84e73/hierarchical-edge-bundling-R.webp 750w,\n/static/feb758cda7aebd8382d35658ff81615a/4f72a/hierarchical-edge-bundling-R.webp 1080w,\n/static/feb758cda7aebd8382d35658ff81615a/364be/hierarchical-edge-bundling-R.webp 1138w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9789103690685412}}}},{"node":{"id":"3addef66-14a9-55a9-a971-340a6ecac44d","name":"web-streamchart-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9dceb7435809fa94d4cab74ce6de9e3e/e186a/web-streamchart-with-matplotlib.png","srcSet":"/static/9dceb7435809fa94d4cab74ce6de9e3e/d008d/web-streamchart-with-matplotlib.png 750w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/6c18a/web-streamchart-with-matplotlib.png 1080w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/d8b8f/web-streamchart-with-matplotlib.png 1366w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/e186a/web-streamchart-with-matplotlib.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/9dceb7435809fa94d4cab74ce6de9e3e/e6249/web-streamchart-with-matplotlib.webp 750w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/df7f5/web-streamchart-with-matplotlib.webp 1080w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/e1a76/web-streamchart-with-matplotlib.webp 1366w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/cf21d/web-streamchart-with-matplotlib.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8125}}}},{"node":{"id":"87046fb7-484f-5217-9179-5bfc1cc170e9","name":"animated_volcano","childImageSharp":null}},{"node":{"id":"cc502661-d631-5701-b053-d1249e89ea65","name":"565-arc-diagram-with-arcplot-0","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/922ff780f2f189ba091c538bf729bb3a/ec333/565-arc-diagram-with-arcplot-0.png","srcSet":"/static/922ff780f2f189ba091c538bf729bb3a/ec333/565-arc-diagram-with-arcplot-0.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/922ff780f2f189ba091c538bf729bb3a/21b1a/565-arc-diagram-with-arcplot-0.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9a1725c1-2913-54e9-8122-e310196c4e54","name":"script_reformat_auto_img","childImageSharp":null}},{"node":{"id":"4d6b5de2-b067-50ba-9bd4-75fb6205db37","name":"web-barplot-with-annotations-and-arrows-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/28ff6cb4ad5ca844f6c14596af199aa4/ec333/web-barplot-with-annotations-and-arrows-square.png","srcSet":"/static/28ff6cb4ad5ca844f6c14596af199aa4/ec333/web-barplot-with-annotations-and-arrows-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/28ff6cb4ad5ca844f6c14596af199aa4/21b1a/web-barplot-with-annotations-and-arrows-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"77f46ec5-8a0b-57b4-a183-da21f2543e96","name":"web-barplot-with-annotations-and-arrows-highres","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/aa04b95d47e136cbd10a6802f846de3f/22209/web-barplot-with-annotations-and-arrows-highres.png","srcSet":"/static/aa04b95d47e136cbd10a6802f846de3f/98dba/web-barplot-with-annotations-and-arrows-highres.png 750w,\n/static/aa04b95d47e136cbd10a6802f846de3f/c9b94/web-barplot-with-annotations-and-arrows-highres.png 1080w,\n/static/aa04b95d47e136cbd10a6802f846de3f/cd7e9/web-barplot-with-annotations-and-arrows-highres.png 1366w,\n/static/aa04b95d47e136cbd10a6802f846de3f/22209/web-barplot-with-annotations-and-arrows-highres.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/aa04b95d47e136cbd10a6802f846de3f/eb902/web-barplot-with-annotations-and-arrows-highres.webp 750w,\n/static/aa04b95d47e136cbd10a6802f846de3f/46263/web-barplot-with-annotations-and-arrows-highres.webp 1080w,\n/static/aa04b95d47e136cbd10a6802f846de3f/d3034/web-barplot-with-annotations-and-arrows-highres.webp 1366w,\n/static/aa04b95d47e136cbd10a6802f846de3f/ba965/web-barplot-with-annotations-and-arrows-highres.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0958333333333332}}}}]}}} \ No newline at end of file +{"data":{"allFile":{"edges":[{"node":{"id":"f3d6a4fd-ea10-50e2-a8de-0aeed5b2306f","name":"101_seaborn_palette1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACYklEQVR42pWUfW+bMBDG8/0/1aRJ/WdVNVVdp+alaUII2Nj4hRAIkDzTnSGh6ZpuSCefgjn/7nnOmQDA6XRC0zRo2w6HQ4umaXn9n2iaDsfjCRMq2HUdrLWwtoQQHllWQErPkWX+Zp7rAqlwmL1KtE0XChLh8XiEtXsI4b4sSO85pMfjVOLb/RLff8yZckRo4FzJHyhV8McUSvlRHn5P6FDlEScWceLw8BxjvpSXgv9CSDSiX5cbg23q8LJUXPz+Kea2ScszoTE5a3hNmKkLnVYFfr1pyMxzwYcXgSgOxUnLum4uhKHt94SZ7FuWHq+xxWxj8HOR4XGh+IB1bLBYaWwTi8VbdmmZRoZcdm7/gXCTeqwTh0Q6vEQGb1uL36sc0dbi7mkLm+8gpMN6o3ncJgPdmFD2hKn0SChSx/qJ3uFFZHD3nGK20v3BAaCuW0zatkVZlsjzPLg8clORIdRa4rBKLHK9YwnIlIep5JXaXsWG93LBQcPTKbjMdCMNE+Gx2lqmUz0JmUAjM1/nvI8uA6314DJpqLUOGqqCKWSvITlLxcgQ0c/g68bweyLTvJ8ARmPzN5dFP4f0ARkxjQyixDFdlFjeo0Y3hygPY8I81+ebkqnQsuj1pIJx6mD07kzNXcjLjFL+jnC4KaQfFSTtUuHPpHxjPv2juCKs6/qsYaZ2IXpzguMhbuVSFtcatnz1UjGc6CAHPSmX/maepvYyNoFQoaoa7HY1jC1QloeQm5B7v2eN9/uG13FO72hP1x1DwfFDWnrvP+R0KP3FhbxCVe05r6qKY3g+FPzsIVnoVn31/AGn1fdFsCq42wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/8019b41a9b51b467cb13952c3648aeb4/ec333/101_seaborn_palette1.png","srcSet":"/static/8019b41a9b51b467cb13952c3648aeb4/ec333/101_seaborn_palette1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8019b41a9b51b467cb13952c3648aeb4/21b1a/101_seaborn_palette1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3001e24f-ef41-5ca5-ad8d-b70a5a72043e","name":"101_seaborn_palette2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a6c0529801b70196c5e1d83c27d6fa26/ec333/101_seaborn_palette2.png","srcSet":"/static/a6c0529801b70196c5e1d83c27d6fa26/ec333/101_seaborn_palette2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a6c0529801b70196c5e1d83c27d6fa26/21b1a/101_seaborn_palette2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9793d727-2be9-5ff3-988d-b7481886ecb2","name":"101_seaborn_palette3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/37e1096dc749faa737c401352c599d17/ec333/101_seaborn_palette3.png","srcSet":"/static/37e1096dc749faa737c401352c599d17/ec333/101_seaborn_palette3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/37e1096dc749faa737c401352c599d17/21b1a/101_seaborn_palette3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9fc8a67a-a31f-5fc5-b09f-6868424ed200","name":"101_seaborn_palette5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/133ddc4d5514ac72428237ca9bc58e22/ec333/101_seaborn_palette5.png","srcSet":"/static/133ddc4d5514ac72428237ca9bc58e22/ec333/101_seaborn_palette5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/133ddc4d5514ac72428237ca9bc58e22/21b1a/101_seaborn_palette5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a4639634-4a98-551d-be81-ceb430a82623","name":"101_seaborn_palette4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bbd020c7a7aa47bb9b5fb414892c3953/ec333/101_seaborn_palette4.png","srcSet":"/static/bbd020c7a7aa47bb9b5fb414892c3953/ec333/101_seaborn_palette4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bbd020c7a7aa47bb9b5fb414892c3953/21b1a/101_seaborn_palette4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"98c007f7-442e-5f30-a9dc-15741f13776b","name":"101_seaborn_palette6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3d8f070982ed80bf6a609f09ced5ea72/ec333/101_seaborn_palette6.png","srcSet":"/static/3d8f070982ed80bf6a609f09ced5ea72/ec333/101_seaborn_palette6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3d8f070982ed80bf6a609f09ced5ea72/21b1a/101_seaborn_palette6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e0d15b3b-9646-504e-9cc5-a72f442017e7","name":"104_seaborn_themes1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1d5699d7f3479cfd411ba57572a30825/f1bb3/104_seaborn_themes1.png","srcSet":"/static/1d5699d7f3479cfd411ba57572a30825/f93c4/104_seaborn_themes1.png 750w,\n/static/1d5699d7f3479cfd411ba57572a30825/f1bb3/104_seaborn_themes1.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/1d5699d7f3479cfd411ba57572a30825/a42be/104_seaborn_themes1.webp 750w,\n/static/1d5699d7f3479cfd411ba57572a30825/e8580/104_seaborn_themes1.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"ed5f13d6-a357-56ab-94d8-bcbbf4a1d8cb","name":"104_seaborn_themes2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5aa25e5d019172ee330aaaef2fb9293f/f1bb3/104_seaborn_themes2.png","srcSet":"/static/5aa25e5d019172ee330aaaef2fb9293f/f93c4/104_seaborn_themes2.png 750w,\n/static/5aa25e5d019172ee330aaaef2fb9293f/f1bb3/104_seaborn_themes2.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/5aa25e5d019172ee330aaaef2fb9293f/a42be/104_seaborn_themes2.webp 750w,\n/static/5aa25e5d019172ee330aaaef2fb9293f/e8580/104_seaborn_themes2.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"9bcdb70e-466c-531c-8add-a325bdb0fcf1","name":"104_seaborn_themes3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1baf1a71fa86d5fb6416eea99ecd8b9b/f1bb3/104_seaborn_themes3.png","srcSet":"/static/1baf1a71fa86d5fb6416eea99ecd8b9b/f93c4/104_seaborn_themes3.png 750w,\n/static/1baf1a71fa86d5fb6416eea99ecd8b9b/f1bb3/104_seaborn_themes3.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/1baf1a71fa86d5fb6416eea99ecd8b9b/a42be/104_seaborn_themes3.webp 750w,\n/static/1baf1a71fa86d5fb6416eea99ecd8b9b/e8580/104_seaborn_themes3.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"e6f8a76f-bed4-5e83-981a-0abf2e80e456","name":"104_seaborn_themes4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8131f69d1468302bd0e7e6228deee8ad/f1bb3/104_seaborn_themes4.png","srcSet":"/static/8131f69d1468302bd0e7e6228deee8ad/f93c4/104_seaborn_themes4.png 750w,\n/static/8131f69d1468302bd0e7e6228deee8ad/f1bb3/104_seaborn_themes4.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/8131f69d1468302bd0e7e6228deee8ad/a42be/104_seaborn_themes4.webp 750w,\n/static/8131f69d1468302bd0e7e6228deee8ad/e8580/104_seaborn_themes4.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"d7db6b81-be82-5a79-95a1-a109078a4ecc","name":"106_seaborn_style_on_plt1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8f1bd12971bffa572eb17a2daf4cd1d7/ec333/106_seaborn_style_on_plt1.png","srcSet":"/static/8f1bd12971bffa572eb17a2daf4cd1d7/ec333/106_seaborn_style_on_plt1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8f1bd12971bffa572eb17a2daf4cd1d7/21b1a/106_seaborn_style_on_plt1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8c0861aa-89b4-5ef2-8ede-aa6b4f3bcfbe","name":"104_seaborn_themes5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8065003a7142bb829c034e3123bd3d32/f1bb3/104_seaborn_themes5.png","srcSet":"/static/8065003a7142bb829c034e3123bd3d32/f93c4/104_seaborn_themes5.png 750w,\n/static/8065003a7142bb829c034e3123bd3d32/f1bb3/104_seaborn_themes5.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/8065003a7142bb829c034e3123bd3d32/a42be/104_seaborn_themes5.webp 750w,\n/static/8065003a7142bb829c034e3123bd3d32/e8580/104_seaborn_themes5.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"4ece95a9-4783-547c-b125-0fe169323b43","name":"10_barplot_with_number_of_observations","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d8d2b8dc9804128563101576bef4b9f6/ec333/10_barplot_with_number_of_observations.png","srcSet":"/static/d8d2b8dc9804128563101576bef4b9f6/ec333/10_barplot_with_number_of_observations.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d8d2b8dc9804128563101576bef4b9f6/21b1a/10_barplot_with_number_of_observations.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"10bf5af9-e51c-5693-8c21-6a2091733452","name":"106_seaborn_style_on_plt2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fe2c63e68b9ac062b90472b85972cd56/ec333/106_seaborn_style_on_plt2.png","srcSet":"/static/fe2c63e68b9ac062b90472b85972cd56/ec333/106_seaborn_style_on_plt2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fe2c63e68b9ac062b90472b85972cd56/21b1a/106_seaborn_style_on_plt2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"779985bb-11bb-5d4f-8bd9-dd4629cbe73e","name":"120_Basic_lineplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/13e8f34664b05600abf9a4b95680b278/ec333/120_Basic_lineplot1.png","srcSet":"/static/13e8f34664b05600abf9a4b95680b278/ec333/120_Basic_lineplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/13e8f34664b05600abf9a4b95680b278/21b1a/120_Basic_lineplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7863a739-6d7f-5121-bd1a-66e014f0c55a","name":"120_Basic_lineplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b32a1f4677641bafbb470aa163fd668f/ec333/120_Basic_lineplot2.png","srcSet":"/static/b32a1f4677641bafbb470aa163fd668f/ec333/120_Basic_lineplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b32a1f4677641bafbb470aa163fd668f/21b1a/120_Basic_lineplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"74f23576-cc87-5026-a088-d75a7deeb4a4","name":"121_Custom_line_plot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/000223b0549e8f79ad6528ec967bfe5c/ec333/121_Custom_line_plot1.png","srcSet":"/static/000223b0549e8f79ad6528ec967bfe5c/ec333/121_Custom_line_plot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/000223b0549e8f79ad6528ec967bfe5c/21b1a/121_Custom_line_plot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"44d0712d-e957-508b-b4af-d9e613a571c3","name":"121_Custom_line_plot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7a69e3bebf47fcc0d3d7645dedd86bae/81bb2/121_Custom_line_plot4.png","srcSet":"/static/7a69e3bebf47fcc0d3d7645dedd86bae/81bb2/121_Custom_line_plot4.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/7a69e3bebf47fcc0d3d7645dedd86bae/ffef7/121_Custom_line_plot4.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"ed933803-792e-5130-a5a1-c37af244c40d","name":"121_Custom_line_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0c76f33d607f093310f68f46d8363ea8/ec333/121_Custom_line_plot2.png","srcSet":"/static/0c76f33d607f093310f68f46d8363ea8/ec333/121_Custom_line_plot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0c76f33d607f093310f68f46d8363ea8/21b1a/121_Custom_line_plot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7c031f57-24d1-5fcb-96eb-02d1561cd05f","name":"121_Custom_line_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9817cf23ca1a68bdae02e0263877cdbd/ec333/121_Custom_line_plot3.png","srcSet":"/static/9817cf23ca1a68bdae02e0263877cdbd/ec333/121_Custom_line_plot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9817cf23ca1a68bdae02e0263877cdbd/21b1a/121_Custom_line_plot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3e609f70-6b5c-59c4-950e-9aded0773aa8","name":"122_Multiple_line_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b184cd1b7fffaa35d6a2dd20a830a84/ec333/122_Multiple_line_plot.png","srcSet":"/static/9b184cd1b7fffaa35d6a2dd20a830a84/ec333/122_Multiple_line_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b184cd1b7fffaa35d6a2dd20a830a84/21b1a/122_Multiple_line_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"98af7f88-3b55-54a4-93c7-9a386af1e225","name":"121_Custom_line_plot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/70af7301f0b8b224639f0739c3850fb9/ec333/121_Custom_line_plot5.png","srcSet":"/static/70af7301f0b8b224639f0739c3850fb9/ec333/121_Custom_line_plot5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/70af7301f0b8b224639f0739c3850fb9/21b1a/121_Custom_line_plot5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7d81887a-73f4-5e11-aa69-712adae2996e","name":"123_Highlight_a_line","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0d4aec335b2be645d345aad85559bc9e/82c11/123_Highlight_a_line.png","srcSet":"/static/0d4aec335b2be645d345aad85559bc9e/82c11/123_Highlight_a_line.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/0d4aec335b2be645d345aad85559bc9e/5f169/123_Highlight_a_line.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4356f4f3-9064-5f45-83ed-379038cba3cf","name":"125_Lineplot_small_multiple","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3ff1bda2b1dca39ef6938a37fcecb386/7d71f/125_Lineplot_small_multiple.png","srcSet":"/static/3ff1bda2b1dca39ef6938a37fcecb386/7d71f/125_Lineplot_small_multiple.png 623w","sizes":"100vw"},"sources":[{"srcSet":"/static/3ff1bda2b1dca39ef6938a37fcecb386/684a0/125_Lineplot_small_multiple.webp 623w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1669341894060996}}}},{"node":{"id":"67030b11-1feb-585b-ad6a-bfae819983f8","name":"124_Spaghetti_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6e7531beac375fe8136ac92551dd66d8/82c11/124_Spaghetti_plot.png","srcSet":"/static/6e7531beac375fe8136ac92551dd66d8/82c11/124_Spaghetti_plot.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/6e7531beac375fe8136ac92551dd66d8/5f169/124_Spaghetti_plot.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"18442853-a2f6-5031-8e1d-700eac2fe554","name":"12_grouped_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5e97c86c104e34f56bb4ee7d6ea8a3e7/ec333/12_grouped_barplot.png","srcSet":"/static/5e97c86c104e34f56bb4ee7d6ea8a3e7/ec333/12_grouped_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5e97c86c104e34f56bb4ee7d6ea8a3e7/21b1a/12_grouped_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b31f7ccb-2657-5be9-93f6-635782deb9ad","name":"12_stacked_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bd240eaca734879ca7c95ea9da37bf4a/ec333/12_stacked_barplot.png","srcSet":"/static/bd240eaca734879ca7c95ea9da37bf4a/ec333/12_stacked_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bd240eaca734879ca7c95ea9da37bf4a/21b1a/12_stacked_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61fc5b69-5f1f-595b-a73a-74a2f9169db0","name":"12_stacked_percent_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c2c83b71d8f84122fca1294f10fb6e61/ec333/12_stacked_percent_barplot.png","srcSet":"/static/c2c83b71d8f84122fca1294f10fb6e61/ec333/12_stacked_percent_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c2c83b71d8f84122fca1294f10fb6e61/21b1a/12_stacked_percent_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"163a02d7-56ec-5bf6-83fe-dbb92a9cc7a0","name":"131_Custom_Matplotlib_Scatterplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6b324e91af1dd6b1c785ce32fabf8e0d/ec333/131_Custom_Matplotlib_Scatterplot1.png","srcSet":"/static/6b324e91af1dd6b1c785ce32fabf8e0d/ec333/131_Custom_Matplotlib_Scatterplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6b324e91af1dd6b1c785ce32fabf8e0d/21b1a/131_Custom_Matplotlib_Scatterplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0695368-b989-583a-9c20-e64bec9e915d","name":"130_Basic_Matplotlib_Scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/305c3661c66551a201234cc4f358190a/ec333/130_Basic_Matplotlib_Scatterplot.png","srcSet":"/static/305c3661c66551a201234cc4f358190a/ec333/130_Basic_Matplotlib_Scatterplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/305c3661c66551a201234cc4f358190a/21b1a/130_Basic_Matplotlib_Scatterplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c8dc7d55-a8f0-5406-a505-fe0bc658ebbf","name":"131_Custom_Matplotlib_Scatterplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/453bded2c6a964e75209d0253832a759/ec333/131_Custom_Matplotlib_Scatterplot3.png","srcSet":"/static/453bded2c6a964e75209d0253832a759/ec333/131_Custom_Matplotlib_Scatterplot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/453bded2c6a964e75209d0253832a759/21b1a/131_Custom_Matplotlib_Scatterplot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1b6f0d97-a2e6-5db6-8c3a-d2488ab9a0b0","name":"131_Custom_Matplotlib_Scatterplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACGklEQVR42q1VO2/UQBDOP6Hi39BSUlOnpaFAQqKAhiZCghoQAhoESEigBFDgIDS8FZILuYvjuzh+7GP26Q95fb7kdL4HUlZaa2a9+818s+PPKzjjsdIYZVnCOdcy7YltLaw1rfumAIUQYKwAkQp2mJJAxkMSQXAOqQzIAFT5zR4hwDmH1noasIpOPIEfRXS6AD/4DGNM8FXyA/nPhyBlGl71PufC+QlASRoiO8TO00sQ+TCs8WgL3UcXkAyj4Kcfb6B/9xziOB6XaSagEBJGE0zRg/d2dMDDGTnOxCoOcbw3kd0cQDFR3P8ZMygrEEsQb94Cy2rKNPyKo/dXIXk2rmHy7T5yJpagLBW0zNHbvA1RJGEt336GvXvnwdK6ZsWf5+i/vAwm1DI1rCmXp6g0vXniA65cknIbYNsol6+hgcz6SDdWcRzXN+mMRvTpDnhat42MOhh8uIms4IspS2Uhkl0kLy6CJfthTRND/+11KDao+/LvG8TrV6CMX9zYDWU3h2Jl+5a31tpFfViOn+WcAL66NO9ntY2E1YS0uwFrKKxlu68RddZCOUIbxdvobj2GMnXg/PcT9NavIeUeJPn0p2eNAh/8gnc1AD/8gmzn1ZimyCIcdTvwozT5/juk3x9A++o8mwQsiiLMKnqQpSBXGmQ95MgnpcL74AsOQTpkzzkLktYqsFWBG9G0QVAnBdad9oP42naBPatfwD8niROorP74hgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/c245ec9384d1f2bb3f48a41d74bc562a/ec333/131_Custom_Matplotlib_Scatterplot2.png","srcSet":"/static/c245ec9384d1f2bb3f48a41d74bc562a/ec333/131_Custom_Matplotlib_Scatterplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c245ec9384d1f2bb3f48a41d74bc562a/21b1a/131_Custom_Matplotlib_Scatterplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"42aa2724-9577-5870-a109-1af8a20cb132","name":"131_Custom_Matplotlib_Scatterplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/777b93ba86d3eba1e698d87ca7887cff/ec333/131_Custom_Matplotlib_Scatterplot4.png","srcSet":"/static/777b93ba86d3eba1e698d87ca7887cff/ec333/131_Custom_Matplotlib_Scatterplot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/777b93ba86d3eba1e698d87ca7887cff/21b1a/131_Custom_Matplotlib_Scatterplot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c147399b-e484-5225-8a55-8eb1fa8c1464","name":"131_Custom_Matplotlib_Scatterplot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c2f8210488f376de9d715d348d2b58cc/ec333/131_Custom_Matplotlib_Scatterplot5.png","srcSet":"/static/c2f8210488f376de9d715d348d2b58cc/ec333/131_Custom_Matplotlib_Scatterplot5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c2f8210488f376de9d715d348d2b58cc/21b1a/131_Custom_Matplotlib_Scatterplot5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1342f218-ba74-53e4-9318-d9d3f0dde6b1","name":"132-basic-connected-scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b5cf6f07f298ff04234cc23bdd5faaeb/b5edb/132-basic-connected-scatterplot.png","srcSet":"/static/b5cf6f07f298ff04234cc23bdd5faaeb/b5edb/132-basic-connected-scatterplot.png 381w","sizes":"100vw"},"sources":[{"srcSet":"/static/b5cf6f07f298ff04234cc23bdd5faaeb/1cc82/132-basic-connected-scatterplot.webp 381w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"999df5e7-2918-57bb-a736-16168e6a8d18","name":"134_Fighting_overplotting1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3be4f68b143d3337b71129e71d0f8c7f/3c0a3/134_Fighting_overplotting1.png","srcSet":"/static/3be4f68b143d3337b71129e71d0f8c7f/3c0a3/134_Fighting_overplotting1.png 434w","sizes":"100vw"},"sources":[{"srcSet":"/static/3be4f68b143d3337b71129e71d0f8c7f/4e0e6/134_Fighting_overplotting1.webp 434w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0184331797235024}}}},{"node":{"id":"42df4e85-1e0e-5e3b-a8ba-3a929dd9fde2","name":"132_Matplotlib-connected-scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4345e2fb7f46aa6e49901a249e8328e4/ec333/132_Matplotlib-connected-scatterplot.png","srcSet":"/static/4345e2fb7f46aa6e49901a249e8328e4/ec333/132_Matplotlib-connected-scatterplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4345e2fb7f46aa6e49901a249e8328e4/21b1a/132_Matplotlib-connected-scatterplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a12c9695-b625-5b88-ab7a-2b3bac78a416","name":"134_Fighting_overplotting10","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/55456b9ad61d583e5e6bca326302157e/a9a7b/134_Fighting_overplotting10.png","srcSet":"/static/55456b9ad61d583e5e6bca326302157e/a9a7b/134_Fighting_overplotting10.png 574w","sizes":"100vw"},"sources":[{"srcSet":"/static/55456b9ad61d583e5e6bca326302157e/5656b/134_Fighting_overplotting10.webp 574w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9878048780487805}}}},{"node":{"id":"25425e9c-b79b-567d-8562-a67ad5332068","name":"134_Fighting_overplotting11","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0e7df6d3e6411edfbec7f6766d8b5003/bb1d2/134_Fighting_overplotting11.png","srcSet":"/static/0e7df6d3e6411edfbec7f6766d8b5003/bb1d2/134_Fighting_overplotting11.png 646w","sizes":"100vw"},"sources":[{"srcSet":"/static/0e7df6d3e6411edfbec7f6766d8b5003/a88ae/134_Fighting_overplotting11.webp 646w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6795665634674922}}}},{"node":{"id":"6aee4ee4-39f8-53f5-b445-ba49de6aaabb","name":"134_Fighting_overplotting4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/21b9917229a44238a3f4125bf2aaa0af/89efd/134_Fighting_overplotting4.png","srcSet":"/static/21b9917229a44238a3f4125bf2aaa0af/89efd/134_Fighting_overplotting4.png 668w","sizes":"100vw"},"sources":[{"srcSet":"/static/21b9917229a44238a3f4125bf2aaa0af/78a6b/134_Fighting_overplotting4.webp 668w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7155688622754491}}}},{"node":{"id":"8e9d445f-5205-511d-80ee-c07849fcb14c","name":"134_Fighting_overplotting5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d5398c49d8d7552e7ca5a9a87a71ab30/7196f/134_Fighting_overplotting5.png","srcSet":"/static/d5398c49d8d7552e7ca5a9a87a71ab30/7196f/134_Fighting_overplotting5.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/d5398c49d8d7552e7ca5a9a87a71ab30/70be0/134_Fighting_overplotting5.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"943931d1-5855-574d-803e-bc266c816ad6","name":"134_Fighting_overplotting8-300x99","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4f3bfca67f75d040a3cac2ec3a99922a/7f754/134_Fighting_overplotting8-300x99.png","srcSet":"/static/4f3bfca67f75d040a3cac2ec3a99922a/7f754/134_Fighting_overplotting8-300x99.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/4f3bfca67f75d040a3cac2ec3a99922a/d28e6/134_Fighting_overplotting8-300x99.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.33}}}},{"node":{"id":"338f5d51-0221-5fcd-bc52-ba4c43a666e4","name":"140_basic_pieplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACnElEQVR42r2UXUhTYRjHF4HF/MgPEhQ/8jsrK6G6CC1vgi4TurLbuhMjnc4122b0QZQlSQQFXigV2sXWdFSGQahIBGVQCmYoZqHk/NYtt/P+4pyz2dYcFUUPPAfe9znP7/0/z3nPo8Fnwud/axr+sa0BF5bdTEw6g4KSCNUs7wkRvhaNPzjjHGd4qE8tPyDJKwmcS9+YnHex5Pbg9XrX3gmjUA24F2aZ/TS21ke3x0tL/xilt/rYbXlK/rnHHLzcTVX7G95/mQ9bQVAP/fHpRRdld/qJrbCSWPmIlOoOxZN1HcSdtpFlcND2ajwoJwQofE/51GN336Itt5Fr6CSj1kG6vnPNZZgMT6qy0z00FaL0B1BSe7Pyup2LVSfYedZGvP456XoHGXp7EDTT4FCUH7n+glWvCBAUVLIv0FoKBg2jlnxqjDoy9XYSarpJq3WQGuDyOqm6k96R6SCVGn8jlKXHhbixC6lOi7BEgiWCd6Y9nDJayK20kX/GSna1lRydle01NpLKH9LSM6IgPFIAUAgJRblnBRryoW4zwhKLZI4F8yao19KhK6T1UAl9BUU82V/MswMlOHILGbvXpmryXafQP6X5KBg2giUOzDFI5i1gimH5QiT6S1lYS/KYTM1mOC+H4fQ0Fru61LwQoO+j0NsINRqoj1eACtQSA3XRvLyaSGFzATfLCviYksWH4sO4Z2fUdgX1MPBCueagaR/UboDzCT9Bo2hsymBr+14qTqbifHDfd0OkMMNBqAHp8wA07FCVmrQKUMhgUzRuYwTHm5IxDlxbdzyF9tD/geYmwF4BV7apKk1RCFnx7SKmB624lJOl3x1fAdNx+SuM9sBwF0wNgrT6q+EQxuQEIa1/2Lr7fzJgZYACEf9/Yn8Hkmxy+tT/M6cAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/f1dde2de49bccafb18c6d3b6309f0bb1/b7804/140_basic_pieplot1.png","srcSet":"/static/f1dde2de49bccafb18c6d3b6309f0bb1/f054e/140_basic_pieplot1.png 750w,\n/static/f1dde2de49bccafb18c6d3b6309f0bb1/b7804/140_basic_pieplot1.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/f1dde2de49bccafb18c6d3b6309f0bb1/4f03f/140_basic_pieplot1.webp 750w,\n/static/f1dde2de49bccafb18c6d3b6309f0bb1/c1587/140_basic_pieplot1.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"83802d99-6ced-5fa6-a6e6-7444cfb3de8b","name":"140_basic_pieplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bee7ca5201b2bf02c817ef44e184fe1a/779ff/140_basic_pieplot2.png","srcSet":"/static/bee7ca5201b2bf02c817ef44e184fe1a/e7dcc/140_basic_pieplot2.png 750w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/50eb2/140_basic_pieplot2.png 1080w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/373d2/140_basic_pieplot2.png 1366w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/779ff/140_basic_pieplot2.png 1600w","sizes":"100vw"},"sources":[{"srcSet":"/static/bee7ca5201b2bf02c817ef44e184fe1a/ee7ce/140_basic_pieplot2.webp 750w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/819dc/140_basic_pieplot2.webp 1080w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/7b8ce/140_basic_pieplot2.webp 1366w,\n/static/bee7ca5201b2bf02c817ef44e184fe1a/f2fb1/140_basic_pieplot2.webp 1600w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5}}}},{"node":{"id":"0f9cc268-0464-5295-ba4d-906bb3cb632a","name":"160_Basic_donut_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACQUlEQVR42r2US2gTURSGZ+EytsUSIypIfYEudSPSRxQj6EIUQUF3PrAgqN2I1kLFhUUNgrgRxGLVNloL1kLrQrAIESlGrI1JY5NGg5hHtRVtmnY6M/eTJJMmk6RB8TG7Offc7/7n3HN/ib/8Sf8XKLSCkCYEQojfBQrIbBIqJMbhRwRtNpHNEL8M1DOVaXh1C25uRb1ggeYF3L10nGMPA7wPf5tTWxqoJ4j4GKJtFzRI0GRCu1ELt22cbrEj1fey6kwPna5PRZVK+cpkBPF7e+GkBO37YMyX7qUQxGUFx0CI1Y19mBse82w4VqB0DqgmewV0fuhh+7UKvA/2gyKj5RyW2fjUG6XyVDe2q89RVJHbqCxQ6KGWjnrWXK9i4MtgGqKphpJUHXrkjgvTiW5eBscNh0mG3skyvrpaXtuqUeTpotepaun/NucopqMdtL8Ipu9QKwacmWFk02ZGa6wpeDGgUNOKP3c9onf5WkL3uwzxgrH5eOAgnqqVzPj9+iTnDbe+Mdp4Fl9FOVP9/Ya4lH/y19ZW3i4sI3yuKaswCU32UodPv/PgXbeekeoatMlJQyVS/gwmEwI7duI2LyZmt6MlEob1xJtB/NtsDC2qZMLhKKjCWHJGwfAw/jorQ2Xl+K1bUmqjF1sIHTqMZ0UVbrOF2OUrRXtc+PT0hNlIhHDzeXwbNuJeugy3ZUmqt8Hde/je92TeB13cHETWHNSJCaZcLuJOJ3IggFCUku4wv33lQAs9TPtDg83cdAkf/GeO/RN7t8ymDVQxLAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/3cba60d891c4d1d26381af442a3f1b01/ec333/160_Basic_donut_plot.png","srcSet":"/static/3cba60d891c4d1d26381af442a3f1b01/ec333/160_Basic_donut_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3cba60d891c4d1d26381af442a3f1b01/21b1a/160_Basic_donut_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7cc30375-24d7-5b8e-ab73-228f5a313b0c","name":"161_custom_donut_plot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/015e1f455c3a2f4deb0592803bf09197/ec333/161_custom_donut_plot1.png","srcSet":"/static/015e1f455c3a2f4deb0592803bf09197/ec333/161_custom_donut_plot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/015e1f455c3a2f4deb0592803bf09197/21b1a/161_custom_donut_plot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f6faea12-5712-5c6d-aad7-d67b1d9646a8","name":"161_custom_donut_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6a44f7afc2783a94a06edb3b4d13672c/ec333/161_custom_donut_plot2.png","srcSet":"/static/6a44f7afc2783a94a06edb3b4d13672c/ec333/161_custom_donut_plot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6a44f7afc2783a94a06edb3b4d13672c/21b1a/161_custom_donut_plot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a2416957-de2c-506f-9b7b-cdbe0f424345","name":"161_custom_donut_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/aea850e7811e6e64fd281d6c9a5e2c5b/ec333/161_custom_donut_plot3.png","srcSet":"/static/aea850e7811e6e64fd281d6c9a5e2c5b/ec333/161_custom_donut_plot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/aea850e7811e6e64fd281d6c9a5e2c5b/21b1a/161_custom_donut_plot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"47be5b4a-24ea-5aaf-91a1-c57edb6de586","name":"161_custom_donut_plot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/db505818445fc4782b3a8c36127430a0/ec333/161_custom_donut_plot4.png","srcSet":"/static/db505818445fc4782b3a8c36127430a0/ec333/161_custom_donut_plot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/db505818445fc4782b3a8c36127430a0/21b1a/161_custom_donut_plot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b060751a-fc73-52ad-86e2-8a0d7394541a","name":"161_custom_donut_plot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACYElEQVR42q2V3UsUURjGz0WXmpKYQULYF9QfUBF+QW1QNxVBQd31QUJQUVCkQuRFUnlRBBEE0oe6ZYKxoF0EbUQmQpK6qZu7ri25m2Ym5uzujDNzfrHjrjW76+KFczMz73vO8z7v8x6eI1jhRyyZkXKFARdQ0yKmlMgsxTIDRhQIhWBWiUNAZBr+/MCcj6Y3EP/4r4DIyMqQMDcDXQ/g0R6MuiK4vopnt85x9qWfr+GZRbbZGSYWyMgUsukgXBZQm4P5sBweO7hS34Co6mDTVRetveOgqUirk9kMgAnqmpQoTUfggoDmo/DTC9K0coqm4+wJsrm6k8JLLt4OjENMwYypKYCmifE9CDNRWsdc7LuXz9CLY6BrcQUXh5Ns8c3QBAUXX+G4+x7dlLbxiSQ7qc9b0fqWKrbcL6Fnqi9Ry7CpYiRATz/9RM75droD07ZiwqadpuGtKKfXUYquxTKeRyPB6MmHUXLOtNDcFbD+k0ztgKrKyK7djJZVWuCZAKWxwDjU1k5H8VaCz9ts8bRj8+34CQZLNqL6fCT1tVNc2DhRfQ1vfh4Rt9sWF6mVfzU20p+7mnBN7T+GcdC4lgnw2JdBhrZtZ6S0DHNuztaJSD2D8QX+/QfwFK5lsqEBMxq15aOf+/DtdTCwpoDfTmdaF/aWkwyGh/FVVDKQm2e9w9U1TNysJ3jyFIMbSvAUFjF5+05GjcVSLjMfDhO+UYd3x04864vxFK2ztA0cOsxs5+slHUlktS5FwejvJ+J+h/KxG83nR+p6VnvLbl+xGKhq+ubUyS/fD7FPehmmK1b6CvgLv0nK0hYcloQAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/6fd86194abc06e75801ff71812886751/ec333/161_custom_donut_plot5.png","srcSet":"/static/6fd86194abc06e75801ff71812886751/ec333/161_custom_donut_plot5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6fd86194abc06e75801ff71812886751/21b1a/161_custom_donut_plot5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12dd2f5d-886c-5481-b2f6-237868936b14","name":"170_Basic_Venn_Diagram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/422e0434ab6fad5699fe9791876166d8/ec333/170_Basic_Venn_Diagram.png","srcSet":"/static/422e0434ab6fad5699fe9791876166d8/ec333/170_Basic_Venn_Diagram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/422e0434ab6fad5699fe9791876166d8/21b1a/170_Basic_Venn_Diagram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ad720d4c-907f-5aaf-a947-207858163473","name":"162_Background_color_donut","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/16480fc1c85e536b2d872f35b7f8dde6/ec333/162_Background_color_donut.png","srcSet":"/static/16480fc1c85e536b2d872f35b7f8dde6/ec333/162_Background_color_donut.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/16480fc1c85e536b2d872f35b7f8dde6/21b1a/162_Background_color_donut.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"227d2c62-e92b-5aa2-83c1-53ab14e0482b","name":"163_Double_Donut_Chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9fa5331723395ca3b0fcf7fed6df4bcf/81bb2/163_Double_Donut_Chart.png","srcSet":"/static/9fa5331723395ca3b0fcf7fed6df4bcf/81bb2/163_Double_Donut_Chart.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/9fa5331723395ca3b0fcf7fed6df4bcf/ffef7/163_Double_Donut_Chart.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"d35c2c7b-374b-56a5-a623-1d59f42d47f6","name":"171_Basic_Venn_3-groups","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9bfd48428c1974f18085d678bcfa8609/ec333/171_Basic_Venn_3-groups.png","srcSet":"/static/9bfd48428c1974f18085d678bcfa8609/ec333/171_Basic_Venn_3-groups.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9bfd48428c1974f18085d678bcfa8609/21b1a/171_Basic_Venn_3-groups.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ede707e-2459-5d19-b838-e0ffa77380e5","name":"172_custom_venn_diagram1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/eb913aa1764c2a4f68c84ac8a1cc4c75/ec333/172_custom_venn_diagram1.png","srcSet":"/static/eb913aa1764c2a4f68c84ac8a1cc4c75/ec333/172_custom_venn_diagram1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/eb913aa1764c2a4f68c84ac8a1cc4c75/21b1a/172_custom_venn_diagram1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5e6827a9-14ff-5527-b333-647f7f30c680","name":"172_custom_venn_diagram2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAChElEQVR42q2V7U/aUBjF/f+TKQKl9xbYXJyZ4sviVJzS4ktUEIfLZHEqShEcTGVTzKxS2/4W0W2iuBlnk/OhvenJOc/Tc9rBE18dfz31vFbcOfaauJfQcRxOT085sywubPvqpWvcIWv79BbhJVmhUKBcqXBUq+EUCtjLyzjpDLZpcvyjzvHZSVNV7bBGuVTGNM2mkPaWr+U71SpuLIYXVPB8fo4iPkpvQ6zNRHidjtD/aZDcXo7zs3Msy2qx3XGbzN7f5yIcBkUBqXEQ0yjMhjGTGnsJwbouCKcU/Jkg2XL2jv0WhS5wMTGB1dmJFVCweiQ7CUFRl+zqGkVD40tCMj8rUbISkVGp1qu/F/SH8Prm4uQENxLBVVU8RXAwKNlJXpHlJ0NsTSqUDY3PuiC6otG52MWiuXg/oX05OylBSjwh+fpGpTSjsmcI8u8UtiZDlAyNHV3yIi15ttDF1OZUi+1WhUdHOFoYpABVpTjQw2p8gLXxfrano5QMwa4u2dQFzzMa/kyAucJcG8IbM7SHhvGCfmoiSS6awxiew4jNkYxNk4v3UtFVUkmJyGoE00HMb2Ybyzc/mUKeYzFEUe6xEzJJv0qjD+sYg/MsjBhsTIXpS6l0prvR8/q/o+fhkh2rsqHsYirrFNU8H3vfszQ0QyI2y8upPiIfwiyZKWzHfkiWXcbiDtHAGYZWIy0qpNQq4+EqijjAyOxy7p4089gufh1tgsJq1qbL5xGKgNC8JpTmnjwOD5yWmT2obRoNh9HRBv5ul26fhRKEQMBlefn8ap/eI+qr0XBZWbEYGakTj1tsb9v39M4DCH/Zqde/Y5rbVCplXNf5/4K96lXvGk/R2I/4BfwE0y/MNY++2fMAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/338000afad80e529a20dafac00922e68/ec333/172_custom_venn_diagram2.png","srcSet":"/static/338000afad80e529a20dafac00922e68/ec333/172_custom_venn_diagram2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/338000afad80e529a20dafac00922e68/21b1a/172_custom_venn_diagram2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"967eaf33-dd3f-5c28-b2da-4596300a0307","name":"172_custom_venn_diagram3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACfElEQVR42q2V60/TYBSH+ceNCls7wm2DKQxMxA9eEgzxEkENGuWmpX07DPiBS2gcY5euwMak28r6PqYdEMZNQniTkzZ50+ec3zk5v3Zwx6fjukspQZ55XryXYVwJbDabHB4e4ro1vKOjayuRl6Y4BwxgW1sW+ew2O84+wqkz/eeAj5kqy7aLXa1SrZXxpcQpOWQy21iWFRZyKfAk51rFY3B1j4eGzQO9yP2fO3RqeXrNDCnzPa9XXrGSXaVeq+O6bpvsjrP9Cs5GuYYibCKiRLdZIqbn6DZtYmmHqLmLauYZ1F+Q1OKIrHlBfnsPpWR8rcy9+QxdixlioogaRAA2HWLpEopZps9cJWUMM7w0Qr6SPx3QKfCEnzs8ojtdImoUUYwCqp5vwdIOEW0nDDW9S8zMMyKeM7DQx4K1cAnwmLhebhARLXkx00YJgMH78i4RLXcMdMIkw2KCgbkePq19bpPdVuF21UMRpfADVdioWhZVL6AaBWLHidRAullgRLxkaCnB963Zq4H1pmTk9x5dRpFYUN3STthDRS8Q1bLhgBRznx6xzpgYJfkzibVrXZR8FirsGlEjkGaHIFXPEdULKIbdqlrYDIl3JH70MrPx5f+rJ33JhFEmojt06hmiIocicqi/gkqL9M9/5ak5xqK1iNf0brLLkqkPR8SfecRn/tIzV6Z3dp/49AED42W+aVvU/YNQ0mXr13HeDELZwiPRL3mSgtExyegYpB5D6pFPyW629exGbtNoNHnz1iOR8InHXZJJGBry0bR6a57yFvbVaPjousvkZIWpKZfNTQ+Qt/PDEzmVyh6WtUkut43vN+/IYI9NVMo7cOzb/AL+AZfCz03jQBk3AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/1234f529ff197f0d2d77e97986d82d8a/ec333/172_custom_venn_diagram3.png","srcSet":"/static/1234f529ff197f0d2d77e97986d82d8a/ec333/172_custom_venn_diagram3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1234f529ff197f0d2d77e97986d82d8a/21b1a/172_custom_venn_diagram3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1179c679-376e-5497-a51d-439dc6cc0ae5","name":"161_custom_donut_plot6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a2676dc55a5d348696769306febe6127/ec333/161_custom_donut_plot6.png","srcSet":"/static/a2676dc55a5d348696769306febe6127/ec333/161_custom_donut_plot6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a2676dc55a5d348696769306febe6127/21b1a/161_custom_donut_plot6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9d98043e-7433-510e-8b09-c0699e33685c","name":"174_Change_Background_color_venn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/203320c264a07c843d5c3ce16b0b09cb/ec333/174_Change_Background_color_venn.png","srcSet":"/static/203320c264a07c843d5c3ce16b0b09cb/ec333/174_Change_Background_color_venn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/203320c264a07c843d5c3ce16b0b09cb/21b1a/174_Change_Background_color_venn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"dc93b6ec-943a-558c-8884-c307f98d2054","name":"173_elaborated_Venn_diagram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af5c47b528ab12fa15147baf96c1fff1/ec333/173_elaborated_Venn_diagram.png","srcSet":"/static/af5c47b528ab12fa15147baf96c1fff1/ec333/173_elaborated_Venn_diagram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/af5c47b528ab12fa15147baf96c1fff1/21b1a/173_elaborated_Venn_diagram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4907090f-2884-5f99-bbcf-d0fd33509550","name":"180_Basic_lolipop_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/907c0f4be3228e60b3ae531a156c214e/ec333/180_Basic_lolipop_plot.png","srcSet":"/static/907c0f4be3228e60b3ae531a156c214e/ec333/180_Basic_lolipop_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/907c0f4be3228e60b3ae531a156c214e/21b1a/180_Basic_lolipop_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f8788c5f-a519-555b-9b78-b0d6f5e927b7","name":"180_Basic_lolipop_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5b49a9b48d3a6f6578380c1ae2c46627/6f7b3/180_Basic_lolipop_plot2.png","srcSet":"/static/5b49a9b48d3a6f6578380c1ae2c46627/6f7b3/180_Basic_lolipop_plot2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/5b49a9b48d3a6f6578380c1ae2c46627/2c0a9/180_Basic_lolipop_plot2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"5a0280bc-5941-5a18-abe8-dcba7371335b","name":"180_Basic_lolipop_plot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/90fdf32d7e4adae8fe4e47e3e4a85e73/f1bb3/180_Basic_lolipop_plot4.png","srcSet":"/static/90fdf32d7e4adae8fe4e47e3e4a85e73/f93c4/180_Basic_lolipop_plot4.png 750w,\n/static/90fdf32d7e4adae8fe4e47e3e4a85e73/f1bb3/180_Basic_lolipop_plot4.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/90fdf32d7e4adae8fe4e47e3e4a85e73/a42be/180_Basic_lolipop_plot4.webp 750w,\n/static/90fdf32d7e4adae8fe4e47e3e4a85e73/e8580/180_Basic_lolipop_plot4.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"368dc0d7-0112-5a2d-bd67-6ba4846801d4","name":"180_Basic_lolipop_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5b0317aa8af7fba9e380b0d670d2944d/6f7b3/180_Basic_lolipop_plot3.png","srcSet":"/static/5b0317aa8af7fba9e380b0d670d2944d/6f7b3/180_Basic_lolipop_plot3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/5b0317aa8af7fba9e380b0d670d2944d/2c0a9/180_Basic_lolipop_plot3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"138fa1a5-27df-501c-9202-9298f2479c5e","name":"181_custom_lolliplot_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e895e33d73417c6f35e367edf84d1fe1/ec333/181_custom_lolliplot_1.png","srcSet":"/static/e895e33d73417c6f35e367edf84d1fe1/ec333/181_custom_lolliplot_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e895e33d73417c6f35e367edf84d1fe1/21b1a/181_custom_lolliplot_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"dd8b0b3f-45bb-5ed4-8da2-752e55e64585","name":"181_custom_lolliplot_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/abad26fb8478e90bea29c4c6b2357b51/ec333/181_custom_lolliplot_2.png","srcSet":"/static/abad26fb8478e90bea29c4c6b2357b51/ec333/181_custom_lolliplot_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/abad26fb8478e90bea29c4c6b2357b51/21b1a/181_custom_lolliplot_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d5955df5-e1af-5fce-9ecc-e9c898255cd8","name":"181_custom_lolliplot_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/546eb71427b46082bed928966f94863a/ec333/181_custom_lolliplot_4.png","srcSet":"/static/546eb71427b46082bed928966f94863a/ec333/181_custom_lolliplot_4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/546eb71427b46082bed928966f94863a/21b1a/181_custom_lolliplot_4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a4ce17b7-e3d1-52a5-a6cd-3eb3355bf79e","name":"181_custom_lolliplot_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/40ffbee87e1aa47a49882dbb22ae3252/ec333/181_custom_lolliplot_3.png","srcSet":"/static/40ffbee87e1aa47a49882dbb22ae3252/ec333/181_custom_lolliplot_3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/40ffbee87e1aa47a49882dbb22ae3252/21b1a/181_custom_lolliplot_3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"516b184d-d770-5d74-9acb-4bf6066ecac1","name":"181_custom_lolliplot_5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/70f186ae7c9e5041b3cf5259c1a76f3c/ec333/181_custom_lolliplot_5.png","srcSet":"/static/70f186ae7c9e5041b3cf5259c1a76f3c/ec333/181_custom_lolliplot_5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/70f186ae7c9e5041b3cf5259c1a76f3c/21b1a/181_custom_lolliplot_5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"576f92c9-8a9a-5db7-ad15-8de9eb6848c8","name":"181_custom_lolliplot_6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1adf9014e2e4652f664033157dbe6fd8/ec333/181_custom_lolliplot_6.png","srcSet":"/static/1adf9014e2e4652f664033157dbe6fd8/ec333/181_custom_lolliplot_6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1adf9014e2e4652f664033157dbe6fd8/21b1a/181_custom_lolliplot_6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"076ec42b-457f-5ea4-b8fa-7d7b108999b8","name":"182_vertical_lolipop_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7ff57b33257b0f9d8c9bed43c93a44e7/ec333/182_vertical_lolipop_plot.png","srcSet":"/static/7ff57b33257b0f9d8c9bed43c93a44e7/ec333/182_vertical_lolipop_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7ff57b33257b0f9d8c9bed43c93a44e7/21b1a/182_vertical_lolipop_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7e339610-5a25-5029-b210-d70ef9891760","name":"183_highlight_a_group_in_lolipop_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ffc7f491567ae3d3ade828c689f354b0/ec333/183_highlight_a_group_in_lolipop_plot.png","srcSet":"/static/ffc7f491567ae3d3ade828c689f354b0/ec333/183_highlight_a_group_in_lolipop_plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ffc7f491567ae3d3ade828c689f354b0/21b1a/183_highlight_a_group_in_lolipop_plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e905a714-6d46-5a0c-9058-f6f4f750b5f8","name":"184_lolipop_plot_with_2_groups","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/40205453983edb0229fb1de1715d5c4d/ec333/184_lolipop_plot_with_2_groups.png","srcSet":"/static/40205453983edb0229fb1de1715d5c4d/ec333/184_lolipop_plot_with_2_groups.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/40205453983edb0229fb1de1715d5c4d/21b1a/184_lolipop_plot_with_2_groups.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a86e471-dcac-58cd-9dcb-6165fb654695","name":"185_lolipop_plot_with_conditional_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAChUlEQVR42q1Ua2vbMBTt//8rXUvL2Ni+DAqDsk/dui2vpmkTyw89bb3sJG1yhuQ4axMzKExwOcKSjo90z70n+M/jpJs455BlKfI8B+cclFIIIVAUBYzRbyc0xiEhBbKMgVKFPOcoqEKaMnBewpgG1i57w7kVttsXhMtlWGgghIOQHpKXkOQOssgghI/fGTOg1PQi5xbbHWMkfH5+ioSUWXAqIXMC+fgdanELnhNw4cC5iSHEMQpxQNi+4RKUaoiMQCVDyPtrlPdXEOkDuKijklbNMR4prGsPY2pwFq46Rrn4gXL8EXp0CbkYQFAOzvXbFPr6CSwlULNvULNrlIMzVIN3UNMrSDIBY/oNCr2DsSuIbIFq8gnV+AOq4QX08Bzl5DPU/AaioFFlUPNaoY1J3Gc5eG21amD9E8R8gCooG12iHF5E0oDl9Avk4ldUGdT8VWgh8iz+bE+YJAm22w2cX0NOv0IPTlENzyOxHp6h+n0KPX6PMlw9mURFYqeMMwU1/wlR5Nh2xt5sNrDWQmsHQaaQyQiKTCCTMRQZRQyJouQBRTrHXabbyA2mqUKWZRBcvTZ2TIpfgTIPJupoE8prMNGA8QZUNMiZB6Eet4nGzaLahcZjYSGFw6ZLSshOqONom2gNvXtwfWANg4xpjNI27vJWKeUG8tA26/W6rRT6D/Myg4wazAJRqvGQa8xzDdlnG2C7r5SuxHqJmUFKDQhtyUP0+tB7B619tEFX7L0Yyo9bFMygeLG3t1KaZg0pLarKoyzbqKoaWjcRu7mu6rimlNtjOHOU5WCf0Ma6N217pI0Jc65F7wOBimq6vU3TxLNHDbZvBH8G44dqYozFbk4IeUVw2LH/AHvi85Zjz2gUAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/686835ecc94e0ae5746f9571e39d8b10/ec333/185_lolipop_plot_with_conditional_color.png","srcSet":"/static/686835ecc94e0ae5746f9571e39d8b10/ec333/185_lolipop_plot_with_conditional_color.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/686835ecc94e0ae5746f9571e39d8b10/21b1a/185_lolipop_plot_with_conditional_color.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"39996861-e41f-5725-be50-22ce8cd6f674","name":"190_Custom_title1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACGUlEQVR42q2VzY7TMBRG5yWQeABYIvEwiFdgBUiINRIPAUuEEBJiAYtZIRixY8ECxAakzoifNjPTdNrUcWwnTev4IDszSdu0nc1E+nTj2Dm6X+61s8cVX3sXN845rK0aOQdCpAzjmCg6pt8f0B8Mwnh53YU6QJNJVHJGLqeYNAlRnA2JB3+Jo39Ef46Ifh9ydjLAiKRWWkuLCeVs1gIzpUhGpzidQCEhT2v5+5mqVepas6ydN3W0KsEY3QIdoESCzSaQy3rhmpwWQXjlEqcSXDoKY5tNMVqvWtZpgpXbgUE6DdlWSUR10sOJGIzEZskqsJwvEOOYKku2AAXOSNzc4H5+wX56hTs9bNYGoFnPcJtlXcOYS2ZvnpM/vIP79hHyrP2Gm4AmnXYte5h/sZgQPX3Mr9s3WOy/hLlu1+SyC5wvFkxHQyq1ZNnDCgVmzOGje+xfv4Z69wKqvC7OLmDHcqhkBnKIfHKfH7duoj68DbBQmOVPshW4VmXfk/b9M/SDu9jvn89holuwTUCTF6TjUVtlNaXqfcUevIb4CBa5b9TNrdQFulXLPrtJhDvugfIZq82ZXWbZ78kAvNgBRuxu8l1Akcq6yt6yBxlxOWiXZRcsT+oMm80vmxd2xiLbvJdzlZGO41AcD/dHl4/+2eq4nfdHnJ9X0zFlWa4dsMCsLNHGhEbX+jwaw8LaJuZF0URbVc24c8Be1S/gP+LyBF8AuV/MAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/fef36eddae2eff0933fb391d6dbe7323/ec333/190_Custom_title1.png","srcSet":"/static/fef36eddae2eff0933fb391d6dbe7323/ec333/190_Custom_title1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fef36eddae2eff0933fb391d6dbe7323/21b1a/190_Custom_title1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4af21d1f-00cc-52f7-bea1-6f47adbcea6e","name":"190_Custom_title2-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/026ddb67160d445ddbc7deefc917a323/ec333/190_Custom_title2-1.png","srcSet":"/static/026ddb67160d445ddbc7deefc917a323/ec333/190_Custom_title2-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/026ddb67160d445ddbc7deefc917a323/21b1a/190_Custom_title2-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9906ba8b-57b7-51cf-b9fb-af774fcbd2ae","name":"190_Custom_title3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/03fa9ff6ee9438bf178e99245c645861/ec333/190_Custom_title3.png","srcSet":"/static/03fa9ff6ee9438bf178e99245c645861/ec333/190_Custom_title3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/03fa9ff6ee9438bf178e99245c645861/21b1a/190_Custom_title3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e8c5b5a3-23f6-5890-8239-5c639dc33706","name":"190_Custom_title2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/00d0be985cc6b29db704071f0de10833/ec333/190_Custom_title2.png","srcSet":"/static/00d0be985cc6b29db704071f0de10833/ec333/190_Custom_title2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/00d0be985cc6b29db704071f0de10833/21b1a/190_Custom_title2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"255e8c6c-24ca-52c4-a451-e83f80f36b3d","name":"190_Custom_title4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/862f610dd5c499a8d0534e1da3204a40/ec333/190_Custom_title4.png","srcSet":"/static/862f610dd5c499a8d0534e1da3204a40/ec333/190_Custom_title4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/862f610dd5c499a8d0534e1da3204a40/21b1a/190_Custom_title4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c958f1c5-8323-5fb6-b09b-87be22a0118a","name":"190_Custom_title5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACM0lEQVR42q2Uy24TMRSG+xqwgBdhzZoH4I1YsAEhVWwQCMEGpC4p3SBaqIQElVArUEtJ2pJMMjfP2HOL7Q/Zk6RJcwEkLP06M7b1zX/G53iD8ajrGiEEUsqp3Ny/jg1rrX/odLp83N/ny8EBu3t7vN3Z4ejoiOPjE4JggDEWrc1KTYGMgfFwQK/zg6h3TtS/oN89JTj7ydnJdwbnXQoRo9JoXkkbZRJSV9UYSAtUWYKWCVQ5lFkbnWoJVQZFukICnUcoJSdAyPKcKPiFySO/AZViHXwcJ8+XEu18HrfA7ApQG0Meh5gsnAKXyoHdeh5j0wArVwDdkGmEXgd0sFph4wtM9xDSwDt1aS8A62ZEMuxjsmgp0KesS8zhB0avH2LPv0GRteuLDseHksZosejQ5glQobaeEd+9jX33CirZOl4OBGMtWTRccGhl6mHB00ds37yOfPIAdHEJWwVsRpp40JsH+jQL8pePeXPjGheb94Gy/cjsL1mZsphJeXIA77cY3rmFeLEJ1jlzkORPQCjKkjQMWod+U4bpfEU/v4f9tA2mGsOWaGkd6rYO27LJsEkfc/IZOziF5so/U3+b8uSUVYJNeuDcuhZcB1vlMEkFcdBrW2/aamI9yFXBurLJfadEMxeBmDqYk1pc03mMknL++kqiEBH2SYd98njoYxYNfBRh4OcmcXbNXV2u5JqmvtLLSlHVtY910/hYVhWqKPy8k3tvRiPKsvJ7XBxp7fdeXrD/efwGpmgDoG8dsD4AAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/0119aa4ea817ad99f48bff954e530501/ec333/190_Custom_title5.png","srcSet":"/static/0119aa4ea817ad99f48bff954e530501/ec333/190_Custom_title5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0119aa4ea817ad99f48bff954e530501/21b1a/190_Custom_title5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"90f0df47-ee1d-50e9-a0bb-0d43349d239c","name":"190_Custom_title6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACQ0lEQVR42q2Uu27UQBSG8xhINJR0vACPwWtABwUdBTW0dDSUSCAkCgSKqBAgkWxuykUkYUMS7/oy48vY49t8aOxdr6PNmgJGOpozc8af/9+emTVmzRjTxb+0tTnAcRz29w/Y2dlt+tFoi83NERsbm2xtbxOGEXZpFMd4nocMQ6QMcV0PIUQnpAMG3pSzn4dcjk9wxiecHu1ztLfN0e5WMy9dhzQMmt67OENMLpDTyyb3nXO01i1wLlWFgkpJyGPQMRQJlAoK1eZZCKmENAQdQTYLHVMlAqWSBdDa8CcX1JEPFqokJhEYJTCJ7Ob60dQT0eRV5KOSHtCajoVHFXmtAnU9BAuw9cjDhC5GtYobYF+hbYn0qcIBoFWqE4z7C3N+APHMTSqXgXlRIlyntXwd0CorU+q9L1SfXmHc8WLdskIzrDAWUGfk629IH9zD/PgIWrUvGbQs/OVvaB8iJ/zwmu+3b5G9fAZ1uoCtAhZlSTC5pI57lpNWmf78jrc3b3D85BGUEUbZ+iCwtaxksLBsYUUKe185vHuH08f3Qds/HF1Vt0qh6VtuFkUYb0zx/CHZi6eQy+thq4AqzZDuZPGXk4B6tE797T1oazG6anMYuGzZeL8xzvHsew5s9FUKy7IiCtymYNXZUzAI+RtQSEkwdajjoFXVhVxcCLOHu+iNqyhYnOX59SU8l9B1musp8qddP8/jwCX0Jkvjds6lyPOrGzuOE/KiIFGKTGsSlaLzvMlVmjZ7Veu8WWPn7Lhf625s/nP7Awg1Ab0XFbdWAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/f9e75e5ac5b1ced37f51d6966869bde2/ec333/190_Custom_title6.png","srcSet":"/static/f9e75e5ac5b1ced37f51d6966869bde2/ec333/190_Custom_title6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f9e75e5ac5b1ced37f51d6966869bde2/21b1a/190_Custom_title6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"53982748-949b-55f7-83fb-ef87fe19b112","name":"190_Custom_title7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4dbc79df3aabc7659a6d2d1930f1c47c/ec333/190_Custom_title7.png","srcSet":"/static/4dbc79df3aabc7659a6d2d1930f1c47c/ec333/190_Custom_title7.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4dbc79df3aabc7659a6d2d1930f1c47c/21b1a/190_Custom_title7.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bbbc129e-2770-54f0-ab6c-5c77bae8bcba","name":"190_Custom_title8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7bd30a68bb90ba4f9858496bb48ecf61/8b216/190_Custom_title8.png","srcSet":"/static/7bd30a68bb90ba4f9858496bb48ecf61/8b216/190_Custom_title8.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/7bd30a68bb90ba4f9858496bb48ecf61/1c0d2/190_Custom_title8.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0902777777777777}}}},{"node":{"id":"86c5c18f-5137-565f-8d7e-1af1dc0a468a","name":"191_Custom_axis1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACF0lEQVR42sWUW08TQRiG+4tNvDB4YZArL/BwITEBFSHGBCR4CAZUCLQCrWjLobZWCpZK03Lcbml3WXZnd+YxU620lXCIJH7Jm51kZ5/93vne3RCXXKHGQilFEAQXkmzSX0DbtrEsC8dxODw8PJdqNasu/Zznea1AvSFoetNZ5bg+g2+X6R1LkCsaCM89BlarVcrlct32WdXYYTket57NcqN/mvTGDoFoAvq+T61WQ0p5bqB9JOgemqdrMMzXfBvwIpbPBdSDME3z8jrUE9Ln+F8sy99E2zkFKIS43A51qNtjo9ftMZJKkd+qkCuZbJct7jyP/ptlVwR0D0XpfDLDfKrA/RcLdA6cAGzPoW5svVRmaX2L3Yr9B+iJgNvDUW4OzBA9Dahh2rLuUJv0paR3LM7VB++IrOQvDmy3HEjF44lFrj+aYu7LJoGUmDUHy3G5NxKrn1ssXaDn5Se6BiNkTgbaJFaLvE/kWCsa9L2Jc6VngsnEd/rHl+jom6zD745EudY7yYdkvt5tx8MpUrltAuG1xkZ/KeFElqfjC6yslYili4yGU2R+7DGX3GQ0nCa7aTCzlOfVbIZswWD68yqvw8sUtvYJfP8YqOOhB6KkRAgfdWQgzUX8ahacErKSRJgpcHeR1TSikkbZG8hA4HluS8RCLaHVN/TVNVD7H1FGHHXw7Zf2Y6iDDGovhtqJoMqJehoaavyxfwI6YuaBxkfe3QAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/5ff13eb5f22e09fdf2869266f70a9565/ec333/191_Custom_axis1.png","srcSet":"/static/5ff13eb5f22e09fdf2869266f70a9565/ec333/191_Custom_axis1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ff13eb5f22e09fdf2869266f70a9565/21b1a/191_Custom_axis1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9b954c44-c432-5f40-871c-19c3a4752fde","name":"191_Custom_axis2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/639565b8eb61f7887cbb81686cbc595f/ec333/191_Custom_axis2.png","srcSet":"/static/639565b8eb61f7887cbb81686cbc595f/ec333/191_Custom_axis2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/639565b8eb61f7887cbb81686cbc595f/21b1a/191_Custom_axis2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3bf816e4-a0e2-58bf-b465-b7731d1a7dc5","name":"191_Custom_axis3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e61676692cb92d388b0053c0ca0bc8a5/ec333/191_Custom_axis3.png","srcSet":"/static/e61676692cb92d388b0053c0ca0bc8a5/ec333/191_Custom_axis3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e61676692cb92d388b0053c0ca0bc8a5/21b1a/191_Custom_axis3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"de99c703-ccb4-598b-939b-631d5ada5864","name":"190_Custom_title9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/195e0e32b93cb20a1ae8c30014111df1/db5f6/190_Custom_title9.png","srcSet":"/static/195e0e32b93cb20a1ae8c30014111df1/db5f6/190_Custom_title9.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/195e0e32b93cb20a1ae8c30014111df1/c5c95/190_Custom_title9.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.9305555555555556}}}},{"node":{"id":"3ccb393c-31af-54e9-82b0-dee9ddc59b5c","name":"191_Custom_axis4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/79bf9c45e02c260fcf1628775e035aae/ec333/191_Custom_axis4.png","srcSet":"/static/79bf9c45e02c260fcf1628775e035aae/ec333/191_Custom_axis4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/79bf9c45e02c260fcf1628775e035aae/21b1a/191_Custom_axis4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b078d891-e630-5fec-b37c-cc2a39279234","name":"191_Custom_axis5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAB2UlEQVR42sWV3WvTYBTG+xcLXiheyJw3Xmy6i6HQoXO9EDoHflChjg3b6tqpNJ113aRdybqVfiiajjZpbJL3zU/eajWtc2u14IEDh3Dyy/PkfUJCTLlCg8H3fYQQE7UM9G9Ay7IwTRPbtul2u2N1p2P2W93nOM4wUC2IwJPOK7vnEXn+jnBMQ699wXV6v4DtdhvDMPq2z6vBhmk73HjwiqvLL9g7/IhwA0DP8+h0OkgpxwZaX13momlmI0n2KyPASSyPBVQH0Wq1pqdQnZB6j//FsvxBtOwzgK7rTlehCvVobNQ8GiPp+1QaJ+j1Fk3D5ObDzL9Z7rmCuWiGmfsJ0oUqi4/eMLNyCnA0h0pYuW6wU27w6cT6CXRcwfxqhmsrCTJnARVMWVYKlUlPSsKxLBfvrJPKVyYHjloW0udePMeVu5ts7R4jpKRl2ph2j4W1ba5HkmzvVbn9+C2zkRQfTgdaaMUa61mdg5rBUkzjwmKcTU1nOb7D5aXv8FtrGS6FN3j5/oj51XT/ekFvIlxnODbqS0nlSkQ3cuRLVV4XDnmSyrOv10nnyzxN5SlWGiS1Es+2dikeNUlk1VzguPEZIbxhhcrWICbByPxploH9YH5DQ6H1/66Dv4BvjqfrDM5mPrcAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/5d8df3df94060bf4f23acd933ada0be9/ec333/191_Custom_axis5.png","srcSet":"/static/5d8df3df94060bf4f23acd933ada0be9/ec333/191_Custom_axis5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5d8df3df94060bf4f23acd933ada0be9/21b1a/191_Custom_axis5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"78eb7d6a-33d8-5c03-9117-af0f564a990a","name":"192_increase_margin1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3a0de36307d90b81a4360dfbfab63c9c/257af/192_increase_margin1.png","srcSet":"/static/3a0de36307d90b81a4360dfbfab63c9c/257af/192_increase_margin1.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/3a0de36307d90b81a4360dfbfab63c9c/27ab5/192_increase_margin1.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"98822ce0-3fe6-59dc-895b-43fcd0b3be08","name":"191_Custom_axis6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/909cd3812cb78608c762722f4e95e46d/ec333/191_Custom_axis6.png","srcSet":"/static/909cd3812cb78608c762722f4e95e46d/ec333/191_Custom_axis6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/909cd3812cb78608c762722f4e95e46d/21b1a/191_Custom_axis6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1eddab67-a36f-5a7c-b16e-fcf6f7175aaa","name":"192_increase_margin2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/375589eb924f0b2b299f882c16dd762a/257af/192_increase_margin2.png","srcSet":"/static/375589eb924f0b2b299f882c16dd762a/257af/192_increase_margin2.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/375589eb924f0b2b299f882c16dd762a/27ab5/192_increase_margin2.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8ab8fa32-8c95-54ba-a335-6f4c61b4a847","name":"192_increase_margin3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsSAAALEgHS3X78AAACZ0lEQVR42r2UPWhTURTH46Dg6CBW3JwqiuAibk5OdXN36CB2kmqXCiEq6FJUSMFScatohKo0FPNhDKZJsAkZbPLSphG1GtPmlSQvyUvyvu9f7k1e8mJqS6R44fAO9x5+93/OPe/YsMfK5XKIxWJIp9OIx+OQZXnXeJvpEEKg63qPGYaBZrMJjuOQSCRQKBSgaVrnnBgtMwy9H1iv11Gr1Rig0Wgwo3tUkSAI4HkekiR1zxoNlKsis5ooQmkr7wHSW/dahLS+RVHB5ekILk6FEMnyIKoEYgKpgmKxyNL+O4j0ALeqEk5OLuLIjbfwJPOAoXSBtC403UEUFqoyTtk9OH7LDV8qD+gWIF20LoMCh+0eDO0EFEURpVKJveq+AOlLViqV/QMOkrJukDZQ+o8Kd6ohbRODEFgbSTMIgms8PqzyWMlVcMbhxbF/SdlUJcoaa5Wj4wuYDX3F+fsB5vcBVVVlKk0gPQhlt/Ey9gOZrVoHTIFUFU3z6dIuQPqnlIUyVDoQSCu1EWcYttFXeOhf76ikwNMOL2vmXYFmylpbIa3dlZkoDo/NwxnIMlCWryEvNHHunh8nJtx4Fv6GCw8CGJpww89t9gPpcHixvAGHexXBtW2MOCOwXXXhjjuNS4+XcODaPKZ86zh714+D119jOvgFw3YvDo29weLnX4Aud4GKokAol/HEl8Lo7EcsJL7jeTiD8bko3id/YibA4eZcFEEuB6c3iUnXJ0Qym3j0bgW3XctIbfAgutodX6xFDIMNSk2RWL2YryqtEvzh66rciVFZPOlMI5u1PeiDWE0n/XumEUuMder9Bjk+v0fPCYi6AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/50b04e01bd46b954874371d1acfd3c30/257af/192_increase_margin3.png","srcSet":"/static/50b04e01bd46b954874371d1acfd3c30/257af/192_increase_margin3.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/50b04e01bd46b954874371d1acfd3c30/27ab5/192_increase_margin3.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"75c12a1d-b996-52b8-9e71-0ef31504c58e","name":"192_increase_margin4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cab095ff041972604abd9a689c401ca4/257af/192_increase_margin4.png","srcSet":"/static/cab095ff041972604abd9a689c401ca4/257af/192_increase_margin4.png 360w","sizes":"100vw"},"sources":[{"srcSet":"/static/cab095ff041972604abd9a689c401ca4/27ab5/192_increase_margin4.webp 360w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4d905298-27b7-56f1-b1d3-53748697decb","name":"193_annotate1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d6412fe914c31dd08cb4ced20673dfd2/ec333/193_annotate1.png","srcSet":"/static/d6412fe914c31dd08cb4ced20673dfd2/ec333/193_annotate1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d6412fe914c31dd08cb4ced20673dfd2/21b1a/193_annotate1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f78e7760-e439-579c-9f1e-22ad2a8d23d0","name":"193_annotate2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9197cadc578f01201da717ba74ad7485/ec333/193_annotate2.png","srcSet":"/static/9197cadc578f01201da717ba74ad7485/ec333/193_annotate2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9197cadc578f01201da717ba74ad7485/21b1a/193_annotate2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0e376e5-c90b-51fb-a1be-189e2d424d74","name":"193_annotate3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/293677e551e102e98a159ce8acebcecc/ec333/193_annotate3.png","srcSet":"/static/293677e551e102e98a159ce8acebcecc/ec333/193_annotate3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/293677e551e102e98a159ce8acebcecc/21b1a/193_annotate3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0389d97-8506-5fd2-b3a4-e9e0ec57b191","name":"193_annotate4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACNElEQVR42q1V2W7bMBDM/39N0Yf2pQUK9ELRJg16xDkd20lsWaQuihRvTbF05DhN3ThAFqBEUNRodnaW2sMzx94wiTEihPDkEePqvgbs+x6cc5RlCSkllFI7D6kUWCUg2hbW2juGzjkIIRLLp4QyAbNSw3mPTqk7QGJXVdVOgLHvYf1qX9ZosNaijyGxXadsjEHbtlsB+9u7dgG5MOByld6sVDjOWsQQkgRrQMbYVoYkt/YxMSF2BEqxPy3x7mSJ0ULg2yVHdOb/Gg6sKhswbixcWD1TNuCq7HCatbjkMo3jeQ1v9R0gVbcoChDbfwU3AZPW4cMpw9vRMrH7fMFT+q0JMM7dL4rWemvKxkdwYfBqlOP9tMaLg2t8POf4OilRtDbpGTeLkl4yBnVd3wNcCgOhfUrx9c8FrkuFaWNxKRwmXK61pPCbRaEL6UfWoZRjD0gTII3H4axCIW0CoKL8uKrBtMdZbRA21Al/A9LCYBvaOOEK+5Myif/7RuBgVuHXdZ0YUzAdkCm/HZDAOC9gXcCYKbw5WuKqVDhbtnh5eIO6c4mpuTU0kXuEYYRWEp/Oc3wZF8kSR/MGJ5nAvF7ZIcQeW0zwENA6BylqfJ8WCXApdAKklH3sH23HB4DUi3NWYrRoUnWHCtrQ73RIPACsqyq1X84KCNmBMZ5sZI1Jc3JB13VpD+lNjZDneVprmgZZlt0/vob2G75CAPTScBKR8ckBdG7SPu99mtPa8KGhy/ae+xfwB3RKFgrtGnoOAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/34f89f9da3803547aaa278e3aed78745/ec333/193_annotate4.png","srcSet":"/static/34f89f9da3803547aaa278e3aed78745/ec333/193_annotate4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/34f89f9da3803547aaa278e3aed78745/21b1a/193_annotate4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f36f4e92-a760-5a16-b167-a89b42b246a0","name":"193_annotate5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b36efcbf801b41f5f8e4c445c55e975a/ec333/193_annotate5.png","srcSet":"/static/b36efcbf801b41f5f8e4c445c55e975a/ec333/193_annotate5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b36efcbf801b41f5f8e4c445c55e975a/21b1a/193_annotate5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"85c6e06e-ccd3-524d-af6a-f50ef874309f","name":"193_annotate7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACTElEQVR42q2V62vTUBTA97cLfhIEv6kf/KCiMjY6rYUq4tAJKyvuWVu6za5ru/SRR5P7SJqkyU+SubG5ra3ogcvJ4+R3z+OekyX+syxdvUmShOl0Ondd2GV6JnA8HmNZFkoptNa3Lt/XOJ5EKIUQ4gb0GjBNU6SU+e63yTRJcy0nMc2hwhOSJJneDXQch9FodGPX9OK9DgmiKaV9g9JBnzPLhfQvPEx/oybx+UeOCunYmnKtT6Xl0Oyas4FZ7gaDwTUPM+RQTHJ9Ymnul+oYrs+ZO6HeGV3x/xZgJoEOaJkttrpVbGUhghg/mtK2NC8225zamp7jo8IkL9Kf+b4GlErimA41o8ar/TeUj4p8qFdZb4x4UG7SczSmDLHkhEZfcGxY83OolUZowcejMi933vK0ssbzyjc2Dvuc2j5xkmCrEC+IEVLN9tD3fQbDQX596pzw6GuBJ5X3rDUKrOxs0DhzGesIEUS5zdyQ87ClxJIBhwPNp+Y2D7+scq9c4nFllT1jO69BFslCwCDwMfoD9joOlZbNesPidfU7z6orlI6KFH4U6I17l/ZzgUmSMvE1B90x73YNNo5MWqambR9TbBRZri3z+efnxT3MDLNO6diKel+gw2lehLzPtctWZ4vN9ublOV0oh64nKO522e26eH6Un8GrpzxN0sU9PO+UIeOsZ+MUU0UzZ99cYPbS8zyE5+J6HsbQRCmJZdt59U3TvNTZ6DIMY/b4yiSO43znrOJSCoIgwHVdwjDMp1EURdi2nT/PwBfh3wn811/ALwbtB8cJw40kAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/8ee670891f25404cd50bb1d856a9b827/ec333/193_annotate7.png","srcSet":"/static/8ee670891f25404cd50bb1d856a9b827/ec333/193_annotate7.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8ee670891f25404cd50bb1d856a9b827/21b1a/193_annotate7.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fc913433-d921-5ec2-bb9b-108ee047f973","name":"193_annotate6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d531396a41a3a1fe3c3a65622c3b9391/ec333/193_annotate6.png","srcSet":"/static/d531396a41a3a1fe3c3a65622c3b9391/ec333/193_annotate6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d531396a41a3a1fe3c3a65622c3b9391/21b1a/193_annotate6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c9d3b0c4-ca1a-5821-b4a6-d96321bc1579","name":"194_matplotlib_subplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/890d88765f0686bd53b47f1cbe51eded/6f7b3/194_matplotlib_subplot3.png","srcSet":"/static/890d88765f0686bd53b47f1cbe51eded/6f7b3/194_matplotlib_subplot3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/890d88765f0686bd53b47f1cbe51eded/2c0a9/194_matplotlib_subplot3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"04ef69c8-ac63-5f3c-b23f-df604d2d4d7d","name":"194_matplotlib_subplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b743c9ae60d99a4680793a2b87e4aca/ec333/194_matplotlib_subplot1.png","srcSet":"/static/9b743c9ae60d99a4680793a2b87e4aca/ec333/194_matplotlib_subplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b743c9ae60d99a4680793a2b87e4aca/21b1a/194_matplotlib_subplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"db006128-6ea5-5df7-8930-b381c0ff783f","name":"194_matplotlib_subplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af06174b4d3dadf4263cf59c2f97060b/ec333/194_matplotlib_subplot2.png","srcSet":"/static/af06174b4d3dadf4263cf59c2f97060b/ec333/194_matplotlib_subplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/af06174b4d3dadf4263cf59c2f97060b/21b1a/194_matplotlib_subplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c3695e9c-5fb7-5ba7-a666-690e637087f8","name":"194_matplotlib_subplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/44e0ff4492eef957de8deb29b267f2ee/ec333/194_matplotlib_subplot4.png","srcSet":"/static/44e0ff4492eef957de8deb29b267f2ee/ec333/194_matplotlib_subplot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/44e0ff4492eef957de8deb29b267f2ee/21b1a/194_matplotlib_subplot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f672fc0d-2f51-51a4-9a8c-4ce46c38e034","name":"194_matplotlib_subplot6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/00f9c0d568d1375c545b82e682381641/ec333/194_matplotlib_subplot6.png","srcSet":"/static/00f9c0d568d1375c545b82e682381641/ec333/194_matplotlib_subplot6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/00f9c0d568d1375c545b82e682381641/21b1a/194_matplotlib_subplot6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e0974c8a-633d-5158-afec-c6425757ff05","name":"194_matplotlib_subplot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/174142211a1ef52fc232afad7d83c58d/88677/194_matplotlib_subplot5.png","srcSet":"/static/174142211a1ef52fc232afad7d83c58d/88677/194_matplotlib_subplot5.png 504w","sizes":"100vw"},"sources":[{"srcSet":"/static/174142211a1ef52fc232afad7d83c58d/355cf/194_matplotlib_subplot5.webp 504w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7638888888888888}}}},{"node":{"id":"e53dac75-81d8-5b7c-95de-0ed859fbf742","name":"194_matplotlib_subplot8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d65fa737b6681f82f9fd0f31eeba3f71/ec333/194_matplotlib_subplot8.png","srcSet":"/static/d65fa737b6681f82f9fd0f31eeba3f71/ec333/194_matplotlib_subplot8.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d65fa737b6681f82f9fd0f31eeba3f71/21b1a/194_matplotlib_subplot8.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9febbd19-3f7d-583f-9e1c-d2b0837e73a1","name":"194_matplotlib_subplot9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACi0lEQVR42q2V6W4TMRSF+6A8CvzhGXgYEKhAUUX5RYNImo0q26Szr7ZnsWcOOk6mSZoKCamWbux47M/n2Hc8F3jhcsGfruvQti2MMf8Zeh/mACQsiiJkWYaiKCClfDaElFBsK4lcCERpjrpUtl8KgbquD0DXdRHHsVX5r9KYzta16XC7TjF1C3ydBliGBZpKHSynaXoC7PaAvjZth6LU2KYKm1jh1zrBzZ8Ql3ceftxHiIoSVXkEzPP8BEiAagzyUmMRCKxjiY9DF1dTH5/vPFzPAjiJQq1347U2dlsegdy7Y+AiEjsV9xE+jTwbP5cJIlljuM2g6t0htHsL2jwFCoE4jjB1c1zNAnyZ+NbK7SqFqDS06dDtJ/f1cTFPgVprBGGIm5mH7zMfomywTSRM21rVtMQxfbqwvevf9fGET4C9ygcvgNEaURggTxPUdYPtdmsPraoqOI4DIYSdzHZZlvbZZuPYRU+ASil7OJzIQWmW2XaSJBbCydxnjuN/9hNcFAKB70I3R3lIyUxs1r2NY0vt3jqDkOVyaYEcz2NssiVkHh+Avu+fJTZBfMZgFlAtHYzHYwyHQwRBgLZtALWCvnsHmfmnlmnj+J3k6uzjHq5WKwwGA8znc7twEsfWqmlKYPAa+vYtZKkPCj3Pe1TIoB1u+mKxsLHZbKxK7h/Ler2C6yfonA/A4A104UCW9blC2phOpxiNRlYNFyKoaZqTvFOVRvbwG+23V0BwDb4wvCAegZxA2GQysTdPf3Ow/7kLQ1YtvPF7tO4l+jw+y0Pa7A+H0b/fvfJDXcDZPiB0l8hjF2WlrROOPwHyFKnI3n37vGM+Ui3BfBaGoa0JkEqhaTS6rrWuzhS+1CfgL48vCWtgyjO/AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/556384b5f0ceefbc481180f062f64571/ec333/194_matplotlib_subplot9.png","srcSet":"/static/556384b5f0ceefbc481180f062f64571/ec333/194_matplotlib_subplot9.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/556384b5f0ceefbc481180f062f64571/21b1a/194_matplotlib_subplot9.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c7e67b28-5bee-5d1b-9dda-7785483bc173","name":"196_matplotlib_call_one_colour1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fc2c9c7c7f7b5533a60dbc725777aea0/ec333/196_matplotlib_call_one_colour1.png","srcSet":"/static/fc2c9c7c7f7b5533a60dbc725777aea0/ec333/196_matplotlib_call_one_colour1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fc2c9c7c7f7b5533a60dbc725777aea0/21b1a/196_matplotlib_call_one_colour1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2506e30a-241f-5bd4-b621-c1cb8bc92be9","name":"196_matplotlib_call_one_colour2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ba7ecdc4315637d4236bd32c93dbb82b/6f7b3/196_matplotlib_call_one_colour2.png","srcSet":"/static/ba7ecdc4315637d4236bd32c93dbb82b/6f7b3/196_matplotlib_call_one_colour2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/ba7ecdc4315637d4236bd32c93dbb82b/2c0a9/196_matplotlib_call_one_colour2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"e1f4d16e-3ad0-5d26-aab8-d07f83a653dc","name":"196_matplotlib_call_one_colour4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ff565b0e336393b4177265487d298b38/6f7b3/196_matplotlib_call_one_colour4.png","srcSet":"/static/ff565b0e336393b4177265487d298b38/6f7b3/196_matplotlib_call_one_colour4.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/ff565b0e336393b4177265487d298b38/2c0a9/196_matplotlib_call_one_colour4.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"a422ccf5-cfeb-5dcb-80a9-89f7cc075656","name":"196_matplotlib_call_one_colour3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b98a2df217649edbf827a4a75b83f4ff/6f7b3/196_matplotlib_call_one_colour3.png","srcSet":"/static/b98a2df217649edbf827a4a75b83f4ff/6f7b3/196_matplotlib_call_one_colour3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/b98a2df217649edbf827a4a75b83f4ff/2c0a9/196_matplotlib_call_one_colour3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"5691ab09-1c55-5c92-a336-41675f1420c9","name":"196_matplotlib_call_one_colour5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAANCAYAAACpUE5eAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA9ElEQVR42q2TCQqEMAxFvf9NBde6a7XDK3w1yCyFKURrWl9+kjYLfx4Zj77vQ1VVYRzHJBuG4bR1XS9g13WhbdtwHEeSGu992LYt2jRNF7Cu66gwdSzLErPjbYA4gf6iEDXsI0XnXATN82yBfHwDAiBF6kX9KNMd/lBYlqUB7PseTTAVH5CUSQCBDJCNKBRI9cFPMCCo4icpBfYWSA2apokp6DgAYg4AY+1Ttw0QB11GCTAW8TGk5K5I/nujDBAlAJVO6ngoJAIHmzqSPm++mRNITaBxak5RFGe38zy3N0VRAEix5rpWpEhdCc5eQDRQ51F3+QUUl/59HMUS8wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/e552fe06ff102dcd83b9f5b85a9e3393/6f7b3/196_matplotlib_call_one_colour5.png","srcSet":"/static/e552fe06ff102dcd83b9f5b85a9e3393/6f7b3/196_matplotlib_call_one_colour5.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/e552fe06ff102dcd83b9f5b85a9e3393/2c0a9/196_matplotlib_call_one_colour5.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"9012bc53-3217-550d-9685-8ca0c574b704","name":"196_matplotlib_call_one_colour6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/16d9e5e37a17640e66420ae8cfae5176/6f7b3/196_matplotlib_call_one_colour6.png","srcSet":"/static/16d9e5e37a17640e66420ae8cfae5176/6f7b3/196_matplotlib_call_one_colour6.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/16d9e5e37a17640e66420ae8cfae5176/2c0a9/196_matplotlib_call_one_colour6.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"d25ae019-e1f9-5d45-b648-389b1f739f2b","name":"197_matplotlib_color_palette1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/46be785325e832bf13308f9a014dfa62/ec333/197_matplotlib_color_palette1.png","srcSet":"/static/46be785325e832bf13308f9a014dfa62/ec333/197_matplotlib_color_palette1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/46be785325e832bf13308f9a014dfa62/21b1a/197_matplotlib_color_palette1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9113babc-0665-59d7-8ca6-9161b4cd6e66","name":"197_matplotlib_color_palette2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a71d8e442c321ebb80e55e14c751b594/ec333/197_matplotlib_color_palette2.png","srcSet":"/static/a71d8e442c321ebb80e55e14c751b594/ec333/197_matplotlib_color_palette2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a71d8e442c321ebb80e55e14c751b594/21b1a/197_matplotlib_color_palette2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a9e74e1a-b114-5da5-83e1-cb886b811d6e","name":"197_matplotlib_color_palette3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d40bf17b594875097969eca2f65100bc/ec333/197_matplotlib_color_palette3.png","srcSet":"/static/d40bf17b594875097969eca2f65100bc/ec333/197_matplotlib_color_palette3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d40bf17b594875097969eca2f65100bc/21b1a/197_matplotlib_color_palette3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7ade1fc3-880a-5dc5-a95d-9181535306eb","name":"197_matplotlib_color_palette5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/514966bcdeabd912b8629a576973dd64/ec333/197_matplotlib_color_palette5.png","srcSet":"/static/514966bcdeabd912b8629a576973dd64/ec333/197_matplotlib_color_palette5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/514966bcdeabd912b8629a576973dd64/21b1a/197_matplotlib_color_palette5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"233346f2-f461-571b-946c-0d0663881a07","name":"199-matplotlib-style-sheets-538-full","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dbc66b17a836978bd1e1d9fdeedbd0ab/0a13d/199-matplotlib-style-sheets-538-full.png","srcSet":"/static/dbc66b17a836978bd1e1d9fdeedbd0ab/0a13d/199-matplotlib-style-sheets-538-full.png 672w","sizes":"100vw"},"sources":[{"srcSet":"/static/dbc66b17a836978bd1e1d9fdeedbd0ab/dda77/199-matplotlib-style-sheets-538-full.webp 672w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6607142857142857}}}},{"node":{"id":"16627c5c-67e5-5995-bf0a-564bb1ebc90a","name":"1_basic_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACPUlEQVR42q2Vy2sTURTGs3BnF4KPunPhytfCQn3gQl2IK8G/oCCIIFSxUambGiG2XUkVLSiluJCiVLAm1qSQaNrGCnVlLVJNDdQSQcxkJplHcmfmzv3kzDD2GU1qBg5zucz85nznnO9OAA2+Av5CCAHOeV0hHC8ch68F6roOTdNQLpdhGEZNoZQ0N1RNg2maK4H0AH31X5cQ3l0xLJztn8LJO+NIf/0J2AzCB5ZKJRQKBVd2rcBfKsPuG6+x5fIIRj/mAMdcAtq27cp1HKdmYF5j2Hszjp3Xooh9ygF8GXAjkgm4pyuO5qtRxGZWAamgJLveDKsCqbOyLDcOWI9kx2/K34DUFFVVG5chwSRJWjE2tFw9RY4QWCwYyMllLEgG9oXG0BzcgGSfqzMbrbcT2NU5iocTWRzuSWJbR2R9IFnPB1JmC5KOzz9KkHTzD1hjtjt7W6+8xIO38zhSDUiSySmcezW0uIMz99Noan/hvuhnScD9oTHs6IigP/WtOpBqR07xMyTg6b5JbLrwHHcTGXePcwG1YuPALaqbBzzam8T2YKS6U2ZzCt5lZWTzOk71TSBwfhi98TkEh2dwqPsNhqa/oyWcwOb2EdxLZnAwnEDTpXW8bFkWJCmPzmfTOBaOYSA1h+tPP6A19AqD419w8fF7tHRF8SSdwbmBNI53xzE0NY+2R5M40RNHanYR4NYSkOaP5DLThFL0LMgqDIpSdMtB1qSm0bpSYSgWvX3GyLJ0qIi1B+zyk/t/fgG/ARzfwd6X4wThAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/454c7afb0b95d7cb2500371d4013956a/ec333/1_basic_barplot.png","srcSet":"/static/454c7afb0b95d7cb2500371d4013956a/ec333/1_basic_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/454c7afb0b95d7cb2500371d4013956a/21b1a/1_basic_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8cd8205c-dcd4-5cc4-a474-1a77b67b454d","name":"199-matplotlib-style-sheets-538","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7bc710adb90abb3b78d41620218eb38a/ec333/199-matplotlib-style-sheets-538.png","srcSet":"/static/7bc710adb90abb3b78d41620218eb38a/ec333/199-matplotlib-style-sheets-538.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7bc710adb90abb3b78d41620218eb38a/21b1a/199-matplotlib-style-sheets-538.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fbfa6b21-db4f-5992-820c-d2a4dbbf24a9","name":"200_Basic_Treemap_with_squarify","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a7a1fdd74ac45c5b820d00aacc8662fa/81bb2/200_Basic_Treemap_with_squarify.png","srcSet":"/static/a7a1fdd74ac45c5b820d00aacc8662fa/81bb2/200_Basic_Treemap_with_squarify.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/a7a1fdd74ac45c5b820d00aacc8662fa/ffef7/200_Basic_Treemap_with_squarify.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"52c8d260-5d53-539b-99ef-2ac1ab599ff4","name":"20_Basic_Histogram_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a2295a03802c9b07633f4df897068e20/ec333/20_Basic_Histogram_seaborn1.png","srcSet":"/static/a2295a03802c9b07633f4df897068e20/ec333/20_Basic_Histogram_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a2295a03802c9b07633f4df897068e20/21b1a/20_Basic_Histogram_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"115d2b37-dd6b-5ab6-bb72-015656e78989","name":"202_Treemap_map_color_to_size","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6252e09df34a7e969ca2306bc232e512/ec333/202_Treemap_map_color_to_size.png","srcSet":"/static/6252e09df34a7e969ca2306bc232e512/ec333/202_Treemap_map_color_to_size.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6252e09df34a7e969ca2306bc232e512/21b1a/202_Treemap_map_color_to_size.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a03fdc2-5437-5323-9395-a0a3e7a25fe3","name":"20_Basic_Histogram_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6824048ccf54073aad51c9daef3768c5/ec333/20_Basic_Histogram_seaborn2.png","srcSet":"/static/6824048ccf54073aad51c9daef3768c5/ec333/20_Basic_Histogram_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6824048ccf54073aad51c9daef3768c5/21b1a/20_Basic_Histogram_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9c104bfa-baa4-5073-84e5-a6847c87525e","name":"21_Display_Rug_and_distribution_on_hist1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4878673a17646f00380a73e2b9085f1b/ec333/21_Display_Rug_and_distribution_on_hist1.png","srcSet":"/static/4878673a17646f00380a73e2b9085f1b/ec333/21_Display_Rug_and_distribution_on_hist1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4878673a17646f00380a73e2b9085f1b/21b1a/21_Display_Rug_and_distribution_on_hist1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"da7b1508-9a9b-5038-a711-bd5dfd6d918c","name":"21_Display_Rug_and_distribution_on_hist3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC80lEQVR42rWU228TRxSH+W9RhSr6UCSkFqFSFSGeqIQKPBDhEmpICKUliW+pY6omLY5xWvAtwaYs2N6Ld53Z2V1fFNtfNeM6lVtCeWhXOtqzO2e+md+cM+cE//Fz4n8DDocjpOwThkOCYEAYDuj3pr4yGfTnxmcx0/eQyeRvQDXYbgscR+LYktfNA57VLCzLx+1IcnmDYrlN1wsxLV//t22Jafp0OsE8sN/vEwQ9HMfHdSXdbsDeyw7fZvdotgWm7ZP4qU7heQtfRHrRTkfiuoH2PU8BJ38BoyhCyp4e1EAv4MXvLvc3ajReuRr6cHOfQuk9gVPoUMtQgQq41+jw9WqJ7d03PC23uJeqaF8BldQpNNC+As8BR6NDgqCvgY4GhlTrDrfXSsSTFb5JlLmzXubHgsFBN/x3oJQ+QgRHUtQklZC7yQormRorGzWW0lUe7xh0u6GOeW/JKkABC8/bemfLmaqGKUttNXhpeEegY3c4mYx12UzPMNCmMjoDKVMJUme6mTcQB9NzPBbo+wIhwj+zHGg5v1ZMHiipqSrL6aqWfWetpOtRKXA604o4VvJshyohSlZ6q8GKkpuqsJyqcD9dJZ4ok9qq68J/p+TZGZqmwD+I2Cm1iSWqLOXq3M2+4F62zlKuwWJmn1yxiekEuN1IKzkmy1LfFNv28f0ehZ06DxZzJGNp1m9vkIilSd5KsRrLkFvLk9+qYdVbuF6ob9c/JM+SYpsC1x/wNPmExxe+ovjhOfJnLlI4/RnFU5+y8/EXbF6+xcNr3/PDYgbXi3Bs/+2SFdCxBG/skN3UE7Lnr5L/4BO2P/qcX06dI3/yLNunL5C9tMCjG49YX0jQMLq6cUyBzEuWMqJl+hiWpPWszm7sO2pXblK9EWfvaoz9LxeoXY9TjCfYXv2Z37JFXjUFRlPgeeH8DgeDAePxmPEEer2+9lWA6kKHh4cIIfSiKk6ZGhuNRrqpqDlhFOnvd3bs2YoKZhgGlmXpt1rsKOYtHfsPgHTJMe4N9/oAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/2d609f2d84bdff3b00e8cffa61da304f/ec333/21_Display_Rug_and_distribution_on_hist3.png","srcSet":"/static/2d609f2d84bdff3b00e8cffa61da304f/ec333/21_Display_Rug_and_distribution_on_hist3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2d609f2d84bdff3b00e8cffa61da304f/21b1a/21_Display_Rug_and_distribution_on_hist3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"549590b0-d241-5917-b5ab-d315b0e386e7","name":"21_Display_Rug_and_distribution_on_hist2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1f161c1d127d9826f0c6bc51cba6c638/ec333/21_Display_Rug_and_distribution_on_hist2.png","srcSet":"/static/1f161c1d127d9826f0c6bc51cba6c638/ec333/21_Display_Rug_and_distribution_on_hist2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1f161c1d127d9826f0c6bc51cba6c638/21b1a/21_Display_Rug_and_distribution_on_hist2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d9010a2a-6105-55c9-90a7-2d5d4a598000","name":"21_Display_Rug_and_distribution_on_hist4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC5ElEQVR42rWU228TRxSH+a8biikh5QW16kMfKlV9SGKv1ya2A22qysa1G0dAQ0FEchOuIbeCvTfvZXbXu1bW/qoZJwEXEvrQrnQ0Rzqz3zm/c2bmEv/xd+l/A45GGUIkRNGIMEyJopRkOPWliTCZiZ/uma4jJpN/AGWw1/OxLIFlCo7eeHSfG/T7Po4dsv7ogK2dHu4gom8EGEaAaQr6/QDbDmeBSZIQhkMsK8BxBJ4b8WLP4k57F8MUmLZH4/4+j/58S+DHKqltCxwnVP5gIIGTd8A4jhFiqIIS6A5CXu+7FO8+Zq1bZ7V7m+/rDZ7s9An86NPAKXSkZMiNAyfk5Z7NjcoKN9cKfFuvcFlfor21TeinmGZwAg2VbAmeAWbZMWGYKKBlC7xBzPbuETm9yDWtxnyxxlxep/qgg/CSTwOFCPD98GRTQOAlbD7bIVfUWShVWShXuKqt8EP7Nq43HcK/liwHI7wRja1NLhc0Fko15ksV5otVbv6k8ezgCNeJMa3g/Aonk7E6NqeS3UFM7WGLK5rOdb3KvF7hy3KNz5YLrG3+QeilGOYFwCDw8U+mJ4O246P9/iPX9BUFOwMuady610H4ydkRO1eyrLBv+Kq6l4c9vvq5yPVS9Qwo/Vz+Ft/dvYPleFjWtI8frfC0h/JWCC9lo7vNXP6kf2fACl8Uqnz9i8Zubw/PSbDs4LwpC3VTDNMnCkbUnzx8N5D3gHIwN6olyg8amKZsTaikfyD5/aH4XkzxXp2cVlZ9k1JnTF9lLl8g3+rgD6Zn8qOSwyjBNoe8enPAN/U8ny+XyRVKXMmXyBXKypSvlVTsanmZ7v4LXHuoKv1AshAxb22HjVf3WX3cZLHZYbHZZqnVmdqv6yy3N1hs/sZic53CeovG0xav+3/huMHsa5OmKePxmIyMaBgpX2ZMk4Tj42N831dJkzRVe2VsnMk2RdN/4ogsyy5+sU8lSNjh4SGGYahVJrvoxf4bf+OvKqX4N0kAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/ad5ac2b83240c9c52ed683f243b04845/ec333/21_Display_Rug_and_distribution_on_hist4.png","srcSet":"/static/ad5ac2b83240c9c52ed683f243b04845/ec333/21_Display_Rug_and_distribution_on_hist4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ad5ac2b83240c9c52ed683f243b04845/21b1a/21_Display_Rug_and_distribution_on_hist4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c9e37623-1f41-5d77-9ee9-1c0754f99e59","name":"220_Sankey_Matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9f5272977cd78a5b2f40e0bb729d64b7/6f7b3/220_Sankey_Matplotlib.png","srcSet":"/static/9f5272977cd78a5b2f40e0bb729d64b7/6f7b3/220_Sankey_Matplotlib.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/9f5272977cd78a5b2f40e0bb729d64b7/2c0a9/220_Sankey_Matplotlib.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"3594ab9b-03fa-58e4-bcb4-b45b29abf456","name":"23-90degree-rotated-histogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7d9ba69e8a220c24d671874bcfd7922d/ec333/23-90degree-rotated-histogram.png","srcSet":"/static/7d9ba69e8a220c24d671874bcfd7922d/ec333/23-90degree-rotated-histogram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7d9ba69e8a220c24d671874bcfd7922d/21b1a/23-90degree-rotated-histogram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ac4b5663-637e-50f0-b79d-f9d1691528f7","name":"240_basic_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACeUlEQVR42rWU30sUURTH/bd6KpR+SW4vEdRrD5E/19ZASoJeiqSEKESCCnqSXHUlhRAspTQksOjFikV6iGznx86POzN3dufHN86Z2W1nNfIhBw7nzjnnfuace86dDvznp+NQgFEUQcoaHMeH6/qs9xPB/hrqfpCxky2OM8AQluWiUrGgKFaq7eZ7w6apgu2TL7bwpazAqDpsV1WBOCUyMI4jCCGhKAKa5nCApomMrlYd6LrAnWebOHJpGk/mP8NzJCqKDV13skAghkPOis2bKQtVtVkrvCGB3nq8ga7+IrqHS7gwtoTydx1V3dmbYRgGsCyHIZpmNzXBqCzSN6fW0dlbRK6wgLMjC7yeKn6CKyTHt5UcpyXbaYkJlL5OJd2YfNeEnblaQk+hhO78PM5fX8TXHRWW6SKK4mxTbNtNM0tKNgwHu78sjD58i86+InIjCawhuTTLR9NbkK6PMIyyY0MZqnR2WnJmP3ctXHuwlmTWBmvN8tzoS2yXlbQTbV2mplB2tuni9tNNHLsyw+fVDmuFnhycw6v1HQZGcfwnQyqZZsoTEotrZRwfmEVP4e+wBvDU0ByW37cB6bFtjzv6bUfFxbElDqQNBwJutAHDMLkppuHyeHT17X9uBwbS2AS1OmaWt7lUOjcK/pfkRko4nd8HyDdFSPTeXcHRyzP81RODqQzMZtct79QQmoI9TaGSTdPFvecf0De+guGJVeQnVjF0/w2vSdN7nnSLkK9//DU2Pv5I0opb7rLn+agaAqblwjAd6FWb1w1NPrKzpHHNeEPs/cHS6Pi+jyAIUKvV4PuS11J6CIMAvpRsT3w+6vU6+yjG89zD+2P/BrxKX0Q2+BytAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/f6735352e0e640ff230df54f7c82c883/ec333/240_basic_area_chart.png","srcSet":"/static/f6735352e0e640ff230df54f7c82c883/ec333/240_basic_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f6735352e0e640ff230df54f7c82c883/21b1a/240_basic_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e0ff3269-54bf-5a1d-9efd-ffff3991df2d","name":"201_Custom_Treemap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/677ac9107fff39e2025bfa8969458b2c/ec333/201_Custom_Treemap1.png","srcSet":"/static/677ac9107fff39e2025bfa8969458b2c/ec333/201_Custom_Treemap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/677ac9107fff39e2025bfa8969458b2c/21b1a/201_Custom_Treemap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8772cef3-5691-5672-bc8e-015db849a96c","name":"241_custom_area_chart1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5e7832e6bba847db2221fb62f3812bec/ec333/241_custom_area_chart1.png","srcSet":"/static/5e7832e6bba847db2221fb62f3812bec/ec333/241_custom_area_chart1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5e7832e6bba847db2221fb62f3812bec/21b1a/241_custom_area_chart1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa78aace-7a9a-5e2c-810c-187ba1889c58","name":"241_custom_area_chart3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/f1bb3/241_custom_area_chart3.png","srcSet":"/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/f93c4/241_custom_area_chart3.png 750w,\n/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/f1bb3/241_custom_area_chart3.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/a42be/241_custom_area_chart3.webp 750w,\n/static/4b486bcf3b59d8b8745b3d6bbf9d18e1/e8580/241_custom_area_chart3.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"71e01200-1365-58f5-80fb-250ff0e035eb","name":"24_Histogram_with_boxplot_on_top","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/85ee3d846a1b7fdfff2097787c8acffc/8043d/24_Histogram_with_boxplot_on_top.png","srcSet":"/static/85ee3d846a1b7fdfff2097787c8acffc/f93c4/24_Histogram_with_boxplot_on_top.png 750w,\n/static/85ee3d846a1b7fdfff2097787c8acffc/8043d/24_Histogram_with_boxplot_on_top.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/85ee3d846a1b7fdfff2097787c8acffc/a42be/24_Histogram_with_boxplot_on_top.webp 750w,\n/static/85ee3d846a1b7fdfff2097787c8acffc/a9262/24_Histogram_with_boxplot_on_top.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"d77f13f8-b496-5ace-9a83-0ab30a35605f","name":"250_basic_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAADm0lEQVR42q2VW0wcZRTHGzWktuWyltSiIpfdQruCgDEx0RcTH4w19qkvhgf7og8NcbUxFCjs7KoxTYgxtbWxsMgCGuXWre2ybTY0PCFIBaVE06hpw6Up2GVl2cvsXH9mZuRWIL74Jf+c880388s53znfNzv4n8eOFUfXdUBD0zRUVf1PaaqGrMhIsoSiKpuBseU4P925z1+LSyQTcZLJ5LYSU6JpdUk3YjDn6XTaAlqRwd/RKCPXw8zNTCPLypbpaLpmWv+vfqpD1XhHvLTcbGFmaQZJlNYiTCSS3JufY2TyAvcWbqMo2rawiYUJyvxlFLUWUdhSSN6X+wn9OQAy6OgWUNc0lmIxZuMRRFliJerV/cWap5QURy8fxe6zU9VZyXMdFZT6nYRuhzcCjUIsLy+bdquh6NYWNN9opqClgKqOCko6yinsquAFXwljf1zFeGUVaMAikcjmyHQdVVNNf/juMM+0H8LpL6O481lebXNy/kwhd71ZaFMBEqqVy2qVjaoZ7fBgmoYdnB7kle6XKWgvpbKjgrbPnibltYE7Exp3ok4FSJqfamsRRqPR1ZRXCnBr8RbHB49T6nPwpP8QR3xOfj69D5r2oAtZqJ7srYEGKB6PWw2LBev7vc+spr21CHtnBQ1fOIh5c0yYKmSBIRP4KMqDQGMYQKPzjTE+P065vxznV6XYu6r45GyRmZ7uzkQVctCEHBCywZMFjRmoUxc3pxxZjJiwRXGRw/2vcdDnoLirkg/PFoM7G03IRhf2gJABnkdA2I0iPEa08XFiU1cRtyqKrmqcGHLxRGshT339PJ5zBmwXCA+DZycJYT/D7pdobnybd055OdxwHmftd4QmZ0GVzDKaQOOAy0mJzyd95LY5eL39IN+eyUUXMpkT7PQ2vcGJhjperOsg/2QIW+0Qe09eJ68uzL4PBghOzm0EmiclnuD0xSNcbt7N9McH6Gl8k+pTn1Le0E9e/SC5dUPk112juD7IgforOOqDOBqC5NcGGdgA/LeZU8kE4+feoqnmGCXvf8NDrjAZ714jy3UFmyvAXlcAm+sSOetke+97dtUEuDQxC9q6CBVF4f7CPBfCv1DTfZOmvgk8PT/wUf8YTd0jePtv4O4ZxdM3Zkro/dG07u5R3L1jjP52BzRl432YFkUkUUSV06aUdArV2FsxiabIyOkUimStGc8MXxITqIpMfDm2kuga0Dq75n1pSbekr/O3W1v/C/gHZG863jry5tcAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/55a61b10aa22068e35054a3481efff1f/ec333/250_basic_stacked_area_chart.png","srcSet":"/static/55a61b10aa22068e35054a3481efff1f/ec333/250_basic_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/55a61b10aa22068e35054a3481efff1f/21b1a/250_basic_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f0f04872-5b40-57ca-b568-3d9a5ddf0d25","name":"243_another_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAB+UlEQVR42pVUaZOaQBD1//+dfMgmH7LuRkWrvAAT2Zh4AOOiXIpyzQy81AyouMmmKlS96p6e5vVVPS3851e+Z68vWhdDURRgjIPzf0P4/c1e1oytKxmlYIzV4FdJKZXgjIFShuM5B73zYUgzhiimN0JKc0TnFHGSI8sZ4pQiyynmm6OUKAskGYN3SDE0PCysSBKLs+MnOMU59mFWEVaZcowMF7/sCMExxWx5QJJSfBpYUBcevDCFou8x+eGjPSL40DGxdWMYmyO+LwPsggRhdCEUDS049IUD/aeP5TbCcO7i1Y/RHpl4Hpv4PNjgeWzhoW+hM7XxONzAWIfSvz9zsCQRwiht9JAzGKs9nsZbKLqDwWyHb6sQXycW+jrBQCfoa0SS9VQCRbXxNCFoj7foaQQjw7sRyorLAi9rF49DEz3VwpehyIJA0Wx0VQs9TRDVkLqFrmrLAN2pjY+KjejcKBkoYKzcOiPhZEld0ciNsEEqbCJYlbUlScVg7jI01q7sl/hROCuNn+8I32QtyXXyJ+F8KXq4qcqZ3tCZmJXesHem5vUs7kXwU9yccsnxUpcsyhQQ0ZtS6lptq8+XezG4c5Lfpsw5Q3A4Ye9HEm5wguMepL7zjlIX2O6Cq3zdhxLE8aVM0ux+l99/Bspq8+UGNGwo6/296NXj8BsfNBYKw6Do6AAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/339331092d18eeca3fec24238930fb57/f1bb3/243_another_area_chart.png","srcSet":"/static/339331092d18eeca3fec24238930fb57/f93c4/243_another_area_chart.png 750w,\n/static/339331092d18eeca3fec24238930fb57/f1bb3/243_another_area_chart.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/339331092d18eeca3fec24238930fb57/a42be/243_another_area_chart.webp 750w,\n/static/339331092d18eeca3fec24238930fb57/e8580/243_another_area_chart.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"5cb83996-31f3-5fbc-8da3-da59a136ae51","name":"251_seaborn_style_on_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8c58047bcb1ec111bbe60d5ea25b91a2/ec333/251_seaborn_style_on_stacked_area_chart.png","srcSet":"/static/8c58047bcb1ec111bbe60d5ea25b91a2/ec333/251_seaborn_style_on_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8c58047bcb1ec111bbe60d5ea25b91a2/21b1a/251_seaborn_style_on_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2a1b9534-2f4a-5adf-aaef-d882d3db4781","name":"252_baseline_and_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/93bfc26109db2cdd50e3d703a399d81d/ec333/252_baseline_and_stacked_area_chart.png","srcSet":"/static/93bfc26109db2cdd50e3d703a399d81d/ec333/252_baseline_and_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/93bfc26109db2cdd50e3d703a399d81d/21b1a/252_baseline_and_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6423be77-4fc3-525a-8985-ee205b3ac52d","name":"253_color_and_stacked_area_chart1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5b26e5e530a323b12305bc4a22526198/ec333/253_color_and_stacked_area_chart1.png","srcSet":"/static/5b26e5e530a323b12305bc4a22526198/ec333/253_color_and_stacked_area_chart1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5b26e5e530a323b12305bc4a22526198/21b1a/253_color_and_stacked_area_chart1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"997c2ace-09fd-5c1f-8880-84a50c94872f","name":"253_color_and_stacked_area_chart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f2ee3dfc5e81305891cc6cd5693e4cc6/ec333/253_color_and_stacked_area_chart2.png","srcSet":"/static/f2ee3dfc5e81305891cc6cd5693e4cc6/ec333/253_color_and_stacked_area_chart2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f2ee3dfc5e81305891cc6cd5693e4cc6/21b1a/253_color_and_stacked_area_chart2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a22de6b4-5cec-5870-ace4-769a68ebc020","name":"255_percent_stacked_area_chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9ff465389024ad20f95a0ea0f82f1e49/ec333/255_percent_stacked_area_chart.png","srcSet":"/static/9ff465389024ad20f95a0ea0f82f1e49/ec333/255_percent_stacked_area_chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9ff465389024ad20f95a0ea0f82f1e49/21b1a/255_percent_stacked_area_chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c98e5a47-2930-5b3a-8785-63cc2f1fad7d","name":"254_pandas_stacked_area_chart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAANCAYAAACpUE5eAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAC+ElEQVR42n2Tf0yUdRzHb42m9sO00MKECMeJ3B2Qf7Q1/3ZaSiWLTZ2tNjZXOUQECbg7ROEqjY3EOWiTgkH6h4MjQGrL6Aew2gRFxy/DJkEEAYO7jrvn7nme7/Nyz91zw9nqu332fb6f7+f72vv7/n4eE9GhaaCqIAT/O/Q6veY/6kzRD78sE9A0gvrs9xMIBP4dksTy4iJ+r5egfsbnC+f9fj+yLK8AQ5pgaWiE6ZJSltrbI0IeUqDp6oEZl4vxzEx8Pb2RvKKghEJIkhQBaiJS2HX5U3qfWsXUnjcQigyacb0HYIH+AcbMKYw9n8BwshlvZ2c4ryjKClDVdD/A2V9NdtEWfo/fgqfzanhTqCqaAVWkAHOZ2VQeSOL8O+n8tcnMkM3KfOOXhCamkAIGUBgKb177BGtDPKVvb2XhtSyk+TkIqmGh0h8TTL2exU+2RKwN6WxutnHxTQt/vpDCvXXP0bdzB0vLHsNDTUVnB7528psjhl31aVx9eSuzqdu5lLuL0b27uZOWweTGBA460tneZOHdWjOvNFgoO2yl+dVUcj57iX98CwZQqCiAp8sJx00MnVlLYXEq7+dsY9UlMycOvcjMhmQKDmfwVr2ZhYrV4HyE8Y/XYP3KyqYmC7V122BxTncOU9Sj3u5vqDpfw2TjEUYrH8dem0xZbRL7PrdwrMDGhep4KH+UDvtuPrAX01q6j9M1CWRcTOHvj+KQPYbCME4I2n+9Rcf3zXT1XmfW/iycjEErW0+w8gkmq56Ek6upceQQV/IdzxT/QHxRN+WubBpq1vLFqfeY9gaNRzEUtvx4nca6cuwdd3HkHWCwKBFbXh2u/IPMFT7N/vwSTLnXWHe0jdi8Fh472klSXhOHjuUTW/At857llcZW5RB9g+N0d9/mct9dqty/cM7dw/GWMcraR6h2/8yHrSO42m5Q0TpAhfsGFe4BTrXdpvDKMGc7BvH6HgDqPqqKghAiEvpaCKJNr4b7UURCqOG/KLoWqowmIud14H3FfkDCN2qiPAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/4f19128398262a6a2af94b9f91e0cae7/6f7b3/254_pandas_stacked_area_chart2.png","srcSet":"/static/4f19128398262a6a2af94b9f91e0cae7/6f7b3/254_pandas_stacked_area_chart2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/4f19128398262a6a2af94b9f91e0cae7/2c0a9/254_pandas_stacked_area_chart2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"6aa4aab6-7290-54fb-ad13-82cd0c429619","name":"25_Histogram_of_several_variables1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ed1834ba55728e1662d59fefedd629ea/ec333/25_Histogram_of_several_variables1.png","srcSet":"/static/ed1834ba55728e1662d59fefedd629ea/ec333/25_Histogram_of_several_variables1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ed1834ba55728e1662d59fefedd629ea/21b1a/25_Histogram_of_several_variables1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"daf18773-9b69-5324-9c5f-87b465178f71","name":"25_Histogram_of_several_variables2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a1a568db61fce8369ed40f46a1bc0ee7/8d33e/25_Histogram_of_several_variables2.png","srcSet":"/static/a1a568db61fce8369ed40f46a1bc0ee7/8d33e/25_Histogram_of_several_variables2.png 700w","sizes":"100vw"},"sources":[{"srcSet":"/static/a1a568db61fce8369ed40f46a1bc0ee7/ec00d/25_Histogram_of_several_variables2.webp 700w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b2fb3067-28dc-5cab-8d14-ecd1ab90d438","name":"261_Custom_Wordcloud1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2d7f0289b1bc78362a0731e98ceedca4/81bb2/261_Custom_Wordcloud1.png","srcSet":"/static/2d7f0289b1bc78362a0731e98ceedca4/81bb2/261_Custom_Wordcloud1.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/2d7f0289b1bc78362a0731e98ceedca4/ffef7/261_Custom_Wordcloud1.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"9236b84c-0b69-59f2-9ce0-3fca53717b8a","name":"241_custom_area_chart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/49fa82b037d1ba65eec013970c0aecc2/ec333/241_custom_area_chart2.png","srcSet":"/static/49fa82b037d1ba65eec013970c0aecc2/ec333/241_custom_area_chart2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/49fa82b037d1ba65eec013970c0aecc2/21b1a/241_custom_area_chart2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2d5dbee9-423b-5a29-8641-7ed277957cd5","name":"261_Custom_Wordcloud2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8559f628b9b39e2129b3a19c1f384115/81bb2/261_Custom_Wordcloud2.png","srcSet":"/static/8559f628b9b39e2129b3a19c1f384115/81bb2/261_Custom_Wordcloud2.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/8559f628b9b39e2129b3a19c1f384115/ffef7/261_Custom_Wordcloud2.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"65835802-1c34-57ba-84f1-64411e79a869","name":"262_Wordcloud_with_a_Mask","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/32b50746351a3ce463812eb2d373e7dc/81bb2/262_Wordcloud_with_a_Mask.png","srcSet":"/static/32b50746351a3ce463812eb2d373e7dc/81bb2/262_Wordcloud_with_a_Mask.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/32b50746351a3ce463812eb2d373e7dc/ffef7/262_Wordcloud_with_a_Mask.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"58455818-06ac-5ffc-97ac-c4c7e49fd0bf","name":"270_Basic_Bubble_plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/46dd6438e23997f45399738af108f2eb/82c11/270_Basic_Bubble_plot.png","srcSet":"/static/46dd6438e23997f45399738af108f2eb/82c11/270_Basic_Bubble_plot.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/46dd6438e23997f45399738af108f2eb/5f169/270_Basic_Bubble_plot.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"54c1dcba-85d5-56e3-b7a4-b092ba0563bf","name":"271_Bubble_plot_customization1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a4efcce72240aa9028428d7ed561b4fe/ec333/271_Bubble_plot_customization1.png","srcSet":"/static/a4efcce72240aa9028428d7ed561b4fe/ec333/271_Bubble_plot_customization1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a4efcce72240aa9028428d7ed561b4fe/21b1a/271_Bubble_plot_customization1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7975ef8-7238-5932-9dfd-9132bb98f0b6","name":"271_Bubble_plot_customization4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACJUlEQVR42q2VS2/aQBSF8/sRIYmyZ4eIyCIoiyyyQJHCI91AmtI4VBUISlMVbPzAHr/nVPeSIbjYCosMGg0ej76599wz4yN8cjtSf6SUSJLk4B7HcWbMAGlyvV5zF0LA87wPexREvJZG13URhME7cLVacU/T9ODUHv8+ovG9gd68hyiOIDyRTZl2jZMYEhKpzAeTLNRm9gzH3WOcfzlHqVPC4PcAaZi+Aw3DgGmaH0aogC/6CyrdCqqDKoPvJ/eQkeRgNhomMYQrYAoTrUkLnVkHYRIWghOZ4Hp0jdOHUzSGDdjChi/8TYS0KwlKGjSfmyh3yyi1S2hP27ygKH1qIhaI002VSbItkKpFFa59rbEuBL39eVsI7P/p4+bHDRbuAsolWyBrA4lABJiZM1wML3ClXcEKLKh3u/qNzTHrR732VNtIsBuhsg0VRaabCudFpYBTa4pKr8JZ1L/V84HKNsrx8u1X1LSlhrvJHQxh5KdsWRb3Q41t+RZe16/bTcklGSCBqCi7Z7IoZdLw7OEM5U6ZC5MbIYHoPNIRKkpV6UoQ0rDarzKYrEPaZ4BUENMyUX+qozVuZSL6HzjSRzjpnfAJaWrN/QhVRK7n4nJ4ifavdsYueW3uzKEZGsI0zE+ZXU/mdtYwdIPTXy6XrKsadV3n+cVywZ51TIfn6R5wHAdRFO1fsLQTLQjDkL1Ji9Szbdv8nsD0bKwM+L7P8/S8d2N/1ifgH5km/XVi8AI0AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/8a17bc472f9c40b2ca06b67f1fd9f39d/ec333/271_Bubble_plot_customization4.png","srcSet":"/static/8a17bc472f9c40b2ca06b67f1fd9f39d/ec333/271_Bubble_plot_customization4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a17bc472f9c40b2ca06b67f1fd9f39d/21b1a/271_Bubble_plot_customization4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"55035767-d525-5246-a072-ef85bc8ec58d","name":"271_Bubble_plot_customization3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABI0lEQVR42q1VXWvEIBC8///X+lruoS+ltNCSD3U1ekn8mGO9JNydlKRUYVmJOM7sjuaEyuO0TlJKCCHkiDFs86NRAFprYYzJWdItH41hGDBNUwkYmV0CPnqLmNJhmcyQ92+A3vvM7p76X0YBKISAlBIxxt3NTPyZfAG4Sq7GkD/sSV5r+vIu8CncxrYAZLtoTZBKQQ7j71KX3OgRw+j3JZMxeP2Sucv/lly9htxhjhBiHUCuI7u9GsPqkhV3+KCxq/mwvDE3O9gpQLsRF+ceJTvnYMcZ/qBvVlOfvw3efgh+ujwCdl0HpQhi6ThLaJomZ17TWoOI8r3nw9c1UhJKCszz/GRsou3V4c0sv+/7nPkABuHgda5127Z5jZaDige21i/gCs8TKvVx+haYAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/032b4ce01e89dff6076e0742d980ffd9/ec333/271_Bubble_plot_customization3.png","srcSet":"/static/032b4ce01e89dff6076e0742d980ffd9/ec333/271_Bubble_plot_customization3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/032b4ce01e89dff6076e0742d980ffd9/21b1a/271_Bubble_plot_customization3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"65fe46f3-7374-5f15-ae0d-d103fc2ea161","name":"271_Bubble_plot_customization2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/14b842b5fc5e1aac1238bc36b25cfec0/ec333/271_Bubble_plot_customization2.png","srcSet":"/static/14b842b5fc5e1aac1238bc36b25cfec0/ec333/271_Bubble_plot_customization2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/14b842b5fc5e1aac1238bc36b25cfec0/21b1a/271_Bubble_plot_customization2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ff4e0550-9c80-52cb-b2bc-2ebac9b6f390","name":"271_Bubble_plot_customization5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/94f74cd6d0a380b6bf3a19452f538db7/ec333/271_Bubble_plot_customization5.png","srcSet":"/static/94f74cd6d0a380b6bf3a19452f538db7/ec333/271_Bubble_plot_customization5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/94f74cd6d0a380b6bf3a19452f538db7/21b1a/271_Bubble_plot_customization5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"59993c7e-60a4-54fb-ba91-549d10a875f7","name":"272_Bubble_plot_with_mapped_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/75ddadb689b3b0f8023daf95c7bdeaeb/ec333/272_Bubble_plot_with_mapped_color.png","srcSet":"/static/75ddadb689b3b0f8023daf95c7bdeaeb/ec333/272_Bubble_plot_with_mapped_color.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/75ddadb689b3b0f8023daf95c7bdeaeb/21b1a/272_Bubble_plot_with_mapped_color.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"13b14eba-5af9-5e62-8fb8-1aadbede9962","name":"281-basic-map-with-basemap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/30947df606155820cfd076e16fccc2cd/ec333/281-basic-map-with-basemap1.png","srcSet":"/static/30947df606155820cfd076e16fccc2cd/ec333/281-basic-map-with-basemap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/30947df606155820cfd076e16fccc2cd/21b1a/281-basic-map-with-basemap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8b0ebec0-257e-596a-aaae-17222f2def5c","name":"281-basic-map-with-basemap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7d57084c449a58916a7786c905aa0957/ec333/281-basic-map-with-basemap2.png","srcSet":"/static/7d57084c449a58916a7786c905aa0957/ec333/281-basic-map-with-basemap2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7d57084c449a58916a7786c905aa0957/21b1a/281-basic-map-with-basemap2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"50fe8d7c-8b1a-5a58-81ca-cf4fadbb44f5","name":"281-basic-map-with-basemap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d86cbbbc08c44232d981aaa2861a518a/ec333/281-basic-map-with-basemap3.png","srcSet":"/static/d86cbbbc08c44232d981aaa2861a518a/ec333/281-basic-map-with-basemap3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d86cbbbc08c44232d981aaa2861a518a/21b1a/281-basic-map-with-basemap3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"26f42ba8-d062-50b0-ad0c-c84cba851f32","name":"281_First-Basemap","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/665d7e2636cbb0e8d42ac654935018fb/fc49a/281_First-Basemap.png","srcSet":"/static/665d7e2636cbb0e8d42ac654935018fb/fc49a/281_First-Basemap.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/665d7e2636cbb0e8d42ac654935018fb/0f7da/281_First-Basemap.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5259259259259259}}}},{"node":{"id":"79ab7028-4548-5780-a183-bb4687ee2a63","name":"281-basic-map-with-basemap4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/423e01c1ed2bb346156fde71813726f7/ec333/281-basic-map-with-basemap4.png","srcSet":"/static/423e01c1ed2bb346156fde71813726f7/ec333/281-basic-map-with-basemap4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/423e01c1ed2bb346156fde71813726f7/21b1a/281-basic-map-with-basemap4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c5021096-1645-5a0e-84d9-406fc531a081","name":"282_Custom_Basemap","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fdfb040a2a6876b325e6dc3a2dadc3b3/81d50/282_Custom_Basemap.png","srcSet":"/static/fdfb040a2a6876b325e6dc3a2dadc3b3/81d50/282_Custom_Basemap.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/fdfb040a2a6876b325e6dc3a2dadc3b3/5e31a/282_Custom_Basemap.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.39444444444444443}}}},{"node":{"id":"f5f13687-8f67-5e8e-9824-0e90f148d6fd","name":"283_Setbounding1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/09beb0536530b60982333f99c6b302e1/5111d/283_Setbounding1.png","srcSet":"/static/09beb0536530b60982333f99c6b302e1/5111d/283_Setbounding1.png 347w","sizes":"100vw"},"sources":[{"srcSet":"/static/09beb0536530b60982333f99c6b302e1/3a69a/283_Setbounding1.webp 347w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0403458213256485}}}},{"node":{"id":"d43f0f94-9cab-5ecd-bbce-3a8d5e38ad88","name":"281-basic-map-with-basemap5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c1eacd83a78d1d1e2e2f650b19d7b125/ec333/281-basic-map-with-basemap5.png","srcSet":"/static/c1eacd83a78d1d1e2e2f650b19d7b125/ec333/281-basic-map-with-basemap5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c1eacd83a78d1d1e2e2f650b19d7b125/21b1a/281-basic-map-with-basemap5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"de05d02a-3b35-55a0-a364-01075586928f","name":"284_Basemap_Projections1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/54fe8c86ad66e8dc7a1b0d1cdd2190b1/bc7b7/284_Basemap_Projections1.png","srcSet":"/static/54fe8c86ad66e8dc7a1b0d1cdd2190b1/bc7b7/284_Basemap_Projections1.png 388w","sizes":"100vw"},"sources":[{"srcSet":"/static/54fe8c86ad66e8dc7a1b0d1cdd2190b1/44789/284_Basemap_Projections1.webp 388w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"09fbe944-2940-5cc8-aa10-403547d8238f","name":"284_Basemap_Projections3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/afcaf26cda826d093def60e0832ac658/f32f1/284_Basemap_Projections3.png","srcSet":"/static/afcaf26cda826d093def60e0832ac658/f32f1/284_Basemap_Projections3.png 472w","sizes":"100vw"},"sources":[{"srcSet":"/static/afcaf26cda826d093def60e0832ac658/d875c/284_Basemap_Projections3.webp 472w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5338983050847458}}}},{"node":{"id":"57fb7b10-e078-5867-874d-df2bc7567994","name":"284_Basemap_Projections4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAADF0lEQVR42oVV2XLaQBDk/78gNodAIMB5imPs8glIIBkQGMxlAZY4K47NVX4I5CHQqZnlkisHVYuG1WzvzPT04MGHz3oNrIWF5WKB8ewdzvCFF9m0x07su/54HB43mHCYzObQqm181psIpOoI6R1egXSd99THNsaz+R9Bd4Arimz1CyXLQTBdh2TYUAp9xIsDxMw+L7KVwgCS4SCUrqP05PCZ1Xq9A94B0ot02YJPsxArDhE3e4gWeojmu+J5YMfMHmKlIfxaC2rF4rPbOD3biM2mzWAnpSGihS6i5gBKzhYgZh9RvqC/By902dentfisqPomwrfJDCG1jlhxwM5Kvotg8hHehA7fxT3bcuYJSs4R4AegdIZK9Dqe7lNOl1tcs9gmTTlrwXuuw5fIwn9lIpSuIXL/zHZEb7nKQKUJGjbSlbYAXC5+4ERvQDH30YX1Ni9ZbTB4ONtCOGPh+KsG77mBiNFxpa8QYdk6lssFPJP5OwKpGjNILykSAhPMDrh2wWQF3kQWx2cZHJ2qkO7KnLqSdzhaTltr4nUyg6c7euEeY4DiAIHbB/ivCmxTtFKyAv91EYHLnABN6AjeVRC5txHOWgLQ7EM2OrCH3+Dpjb7vAc0BpNsyRxLJ2Rwpp5nQ4b3IQdYanG5kUxLqRQKly2XjGQ4BblNmhs0+QmoDR6dpyFqT9xj0LIPAlSlKQLUz+1zXT19SkJKPiJdGCKpNvE1nRMpCkFIQiiAg32Xe1R7cOqnqnoiNX+C6yKwrJIRMHT+JFG6bimibeLHPpIS0hgtQsHqgmA0o7+VtSPozUtu2oa/xdAZZrSNeFCohhSg7mYk0xe+u6yJqdMqKaknicEmPhoJ/J719ZKFUjZv8eNM20k1pk3oX8Y2eaUhsJ49nNwNpOFQseFXBWpwiyTvMuvfCQOCmxHUkVuPcYkP2VSst93BwT9cVyi0aXzVIus0KoIN0AT9LIyaA3pHPg+UAq9X/B+x0Pkem2sFJtsEKkPUOwkaHW4P2tGqHff45YA//ArbGcrnE63QGe/jCi6RFe+v16q9/Ab8BQ45ssVsQvbAAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/ac9c46f7e5ad8565f50d1a9c2ca6f044/55499/284_Basemap_Projections4.png","srcSet":"/static/ac9c46f7e5ad8565f50d1a9c2ca6f044/55499/284_Basemap_Projections4.png 316w","sizes":"100vw"},"sources":[{"srcSet":"/static/ac9c46f7e5ad8565f50d1a9c2ca6f044/e9f33/284_Basemap_Projections4.webp 316w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bb057afe-bbf3-53ec-b833-35bf21634b79","name":"284_Basemap_Projections5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fa4f7ef49e4a93a1f4d8e01cadb53786/55499/284_Basemap_Projections5.png","srcSet":"/static/fa4f7ef49e4a93a1f4d8e01cadb53786/55499/284_Basemap_Projections5.png 316w","sizes":"100vw"},"sources":[{"srcSet":"/static/fa4f7ef49e4a93a1f4d8e01cadb53786/e9f33/284_Basemap_Projections5.webp 316w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3a915a77-2bd6-5bb6-8e56-95b53eb89221","name":"284_Basemap_Projections6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/53ee6851f9c491bad79ee34bcea4790b/047bb/284_Basemap_Projections6.png","srcSet":"/static/53ee6851f9c491bad79ee34bcea4790b/047bb/284_Basemap_Projections6.png 472w","sizes":"100vw"},"sources":[{"srcSet":"/static/53ee6851f9c491bad79ee34bcea4790b/06faa/284_Basemap_Projections6.webp 472w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4216101694915254}}}},{"node":{"id":"0b8a63e7-cd22-5804-91b2-b3f64887b4d6","name":"286_boundaries1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c7690ca279576efa89c050615a9eef76/4a477/286_boundaries1.png","srcSet":"/static/c7690ca279576efa89c050615a9eef76/4a477/286_boundaries1.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/c7690ca279576efa89c050615a9eef76/cd32c/286_boundaries1.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.437037037037037}}}},{"node":{"id":"7d5e578b-561b-5ec5-9ce5-b5ef32881a17","name":"286_boundaries3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dadb6ba16a29048b36ebc6711f57e44f/1a3df/286_boundaries3.png","srcSet":"/static/dadb6ba16a29048b36ebc6711f57e44f/1a3df/286_boundaries3.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/dadb6ba16a29048b36ebc6711f57e44f/959a0/286_boundaries3.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4462962962962963}}}},{"node":{"id":"7074a2a4-9268-511f-bb5c-d9ef3735b514","name":"2_horizontal_barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e14dc04119a7fb86a9b12a8e394e9a8c/ec333/2_horizontal_barplot.png","srcSet":"/static/e14dc04119a7fb86a9b12a8e394e9a8c/ec333/2_horizontal_barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e14dc04119a7fb86a9b12a8e394e9a8c/21b1a/2_horizontal_barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"126c69ef-75e7-5ddd-af67-1f1dec42576b","name":"300-draw-a-connection-line1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e46246e95df2aa56f59eb12b71c3ad6e/ec333/300-draw-a-connection-line1.png","srcSet":"/static/e46246e95df2aa56f59eb12b71c3ad6e/ec333/300-draw-a-connection-line1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e46246e95df2aa56f59eb12b71c3ad6e/21b1a/300-draw-a-connection-line1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e7fabf6c-63e1-5cf9-a7e2-0214448dadd1","name":"300-draw-a-connection-line2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8d858454fe0c40c3a97a5a32a4c7119/ec333/300-draw-a-connection-line2.png","srcSet":"/static/b8d858454fe0c40c3a97a5a32a4c7119/ec333/300-draw-a-connection-line2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8d858454fe0c40c3a97a5a32a4c7119/21b1a/300-draw-a-connection-line2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fe2a98bc-1443-5aa2-bead-0cb2eb96c13e","name":"30_Basic_Box_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b3c5b2c9befeb3cd0868a2419d78a43c/ec333/30_Basic_Box_seaborn1.png","srcSet":"/static/b3c5b2c9befeb3cd0868a2419d78a43c/ec333/30_Basic_Box_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b3c5b2c9befeb3cd0868a2419d78a43c/21b1a/30_Basic_Box_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"578ddba1-c2ad-51e9-a562-e68c188c1249","name":"30_Basic_Box_seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c939a6e880518efec326971629b914bc/ec333/30_Basic_Box_seaborn3.png","srcSet":"/static/c939a6e880518efec326971629b914bc/ec333/30_Basic_Box_seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c939a6e880518efec326971629b914bc/21b1a/30_Basic_Box_seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb31aa42-13cb-56e7-8bd4-998685d3a2ff","name":"30_Basic_Box_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b24423d132504f582c93e34dda747ae5/ec333/30_Basic_Box_seaborn2.png","srcSet":"/static/b24423d132504f582c93e34dda747ae5/ec333/30_Basic_Box_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b24423d132504f582c93e34dda747ae5/21b1a/30_Basic_Box_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7d2e1d46-122b-5f99-87e1-d26fe1239b3d","name":"284_Basemap_Projections2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAMCAYAAABiDJ37AAAACXBIWXMAAA7DAAAOwwHHb6hkAAACQElEQVR42m2TWXOiQBSF/f/Pk6rgwiJonJepCY57jNpssgVj3AARQTNT8yvOFJfJ8pCHU3276/D17dNNJcz/oOuEGK1OGAYJhk8xflkvUI0AP+cOVM3HMDhi4IXo+9F/T0LjwI/ou/HqBNUJ8XJ6RcWJruBYBNnJwWshGvMdatM16rMNvv2Y4eaeQTQTkmSlEI0EgnFEY7bFbd+GoEeQzAQci6HtMlT84xW1SYDm4wrCwxOEiQ9xGkAxIwhjj+qOl6O9TCDNX6DoB4jTFeo9HTWVod4zIIxsguvrGBUvvuJ26IEfLMGpGqpdDdJ8A2mxgayHaC0TtO2U5rWegaqqgVMZ+UgqQ2Ng4UY1oBVA//gKQY/x3b+AH7vg1AXqfYvqAtR2MyhWjMbYRa1notrVP2BdjfyytgOvH2EeLqj48St4PUbHv6DJtuDuF6j1TShmjLZzJmCT7cAXUTw+U5fUocrA3c/BTzyKo8jV3OefgG5GgCKnpran+s7N0XYy1Ic2dVLAilqcPaMxctEYOVCsI2VcML4E3rkZZCNEfbBEc7GltSJLfuxR9xLb0kYt+0Q+xUpw55zLI38FLNSy0/e8WssTOv4Vsr4H12VlFG9eO4UwDSA9BmWHh7y8FLG4FDejnUpl1JGsH9ChY5/paDLbffKUwCJXceKDZyHMfYaKG11RZTEUO0NzeSZJ5gn8Yk+P/W2taZ8hOx+eNxUexcnBLaLyYUeXv+j5MR7WZ0ye03cVv9Pneamv1x7WKTE26W/8A0GXD73Uzo5VAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/caa7023701647c5b754783d4cdef1703/5ba24/284_Basemap_Projections2.png","srcSet":"/static/caa7023701647c5b754783d4cdef1703/5ba24/284_Basemap_Projections2.png 472w","sizes":"100vw"},"sources":[{"srcSet":"/static/caa7023701647c5b754783d4cdef1703/66ae5/284_Basemap_Projections2.webp 472w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6186440677966102}}}},{"node":{"id":"d537069b-c172-5fbb-aad4-921a39c3c42a","name":"315-a-world-map-of-surf-tweets","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b609b370e8820c42792206b62103af4b/ec333/315-a-world-map-of-surf-tweets.png","srcSet":"/static/b609b370e8820c42792206b62103af4b/ec333/315-a-world-map-of-surf-tweets.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b609b370e8820c42792206b62103af4b/21b1a/315-a-world-map-of-surf-tweets.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bebeedc0-f524-56a5-ae29-09b4d065941e","name":"31_Horizontal_Boxplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c816db9522c04ba4714dbe32845efa4f/ec333/31_Horizontal_Boxplot_Seaborn.png","srcSet":"/static/c816db9522c04ba4714dbe32845efa4f/ec333/31_Horizontal_Boxplot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c816db9522c04ba4714dbe32845efa4f/21b1a/31_Horizontal_Boxplot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6996cfcb-764f-5327-afd2-b43836b756d5","name":"320_Network_start_simple","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABJklEQVR42q2UO47CMBRFs2Y2AVugoqFkAxSIHSCEKCihi6YYnOdPYvy5o7xxRkRMIkjyJCuRI5/c9/HNMHFknV9C4MfjdML3YsHvcRQw/h53eQ7a71t7w4ApnHMgKSdI+QlYCDEdsA4igvd+OmBBxEpHA2NqgshzuLJEbwPTVGRdIIbFiFrX12wG2m5B3sMoxenXikOC9CpsVNWHpJTcYX+/wxsDFwLKsuSa8ioKUFWBzmeo9foJ2ChKQGMMhBCoqqq3XqFWCsBeLtCr1atCay2DtNatH3x89R7HI+T1ikJr+De72dsUOZ9D7HatOzzaHJTWXOghab4AG4BS6g+KNDaDFf4LHeuHDdQ4B3E4INxub9tW92AnE5DLJexmgzTl07rNJyn/AMfdKqze9XxvAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/4953218af5d1e2f728b16f6fc8a930f8/ec333/320_Network_start_simple.png","srcSet":"/static/4953218af5d1e2f728b16f6fc8a930f8/ec333/320_Network_start_simple.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4953218af5d1e2f728b16f6fc8a930f8/21b1a/320_Network_start_simple.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7f07ce34-ce79-52af-9af5-42a2f67be6fb","name":"321_Network_custom_look1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ea8396d8e76529bdfd4621dbf3e5d2d0/ec333/321_Network_custom_look1.png","srcSet":"/static/ea8396d8e76529bdfd4621dbf3e5d2d0/ec333/321_Network_custom_look1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ea8396d8e76529bdfd4621dbf3e5d2d0/21b1a/321_Network_custom_look1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b6d80028-a0cd-50b5-a70e-2ea5d01d66a9","name":"321_Network_custom_look2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e9cf67943c51efef4d4b09ca093fe1c6/ec333/321_Network_custom_look2.png","srcSet":"/static/e9cf67943c51efef4d4b09ca093fe1c6/ec333/321_Network_custom_look2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e9cf67943c51efef4d4b09ca093fe1c6/21b1a/321_Network_custom_look2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"90829be3-a1e9-5687-9e40-aaec2d8c1fd5","name":"321_Network_custom_look3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABiUlEQVR42q2UO0tcQRiG58eopEghlkq6ENA62IrWlgabaLNpxS5/wWDSqBgiiEkRmxAhKUIIK4puavfMzDm7e+b2hHNBE8zuzrK+zZnDzPfMd3kZwTgKofpeXsDRITiPiA5qteD0pPx3zmGNwTpLNzW4lacwI2B3LwJIDVyehwlBd+ctElDtNjJJ6LoAW69gYQZ+/IzPMDRe4ucm8d++V1d4f3fGB+i5cili26WlIpd6cFtCiAcW5RV9G6ZoYJIk5TAeBGitLYExigZKKSOBfzW0nzqdDlmajpBh20DP9x/I7xuMsZHA5i9YfUzYXsO6ojxTlmjzHgUivD/ALU0Q9t/VnvNDgB+PYVrgF5+gZYZONVopdNJGAaaxCVMCt7FeGdrZiJI/fILzy3smrfwi4c0+6XWLLM/rrTC+DwsppUjr4fSDittsBtxa9q3eL6Baa/rFidGevypYK43OUugC+RjAElpPOWte4daewesX4MYA3trm81eYFfD8ESgz+mvzX+0dwJezf1zxB1bYEF+vhFwNAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/600a3af4ed29149b3b90926ab28d5129/ec333/321_Network_custom_look3.png","srcSet":"/static/600a3af4ed29149b3b90926ab28d5129/ec333/321_Network_custom_look3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/600a3af4ed29149b3b90926ab28d5129/21b1a/321_Network_custom_look3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a7285444-568f-5bf0-a18c-601fecbb52d1","name":"322_Network_layout1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0b59bcc245e6ba7803450a410b892e9f/ec333/322_Network_layout1.png","srcSet":"/static/0b59bcc245e6ba7803450a410b892e9f/ec333/322_Network_layout1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0b59bcc245e6ba7803450a410b892e9f/21b1a/322_Network_layout1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5f7e13db-78cb-5486-8dc4-f490b00fcf55","name":"321_Network_custom_look4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4e5746261d7b652927ebcbd813a21e88/ec333/321_Network_custom_look4.png","srcSet":"/static/4e5746261d7b652927ebcbd813a21e88/ec333/321_Network_custom_look4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4e5746261d7b652927ebcbd813a21e88/21b1a/321_Network_custom_look4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6e9cfcfa-20ea-583f-aae9-eb77b3a9047b","name":"322_Network_layout4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/be9fd152a94ec65c1a152ad79d3b50ce/ec333/322_Network_layout4.png","srcSet":"/static/be9fd152a94ec65c1a152ad79d3b50ce/ec333/322_Network_layout4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/be9fd152a94ec65c1a152ad79d3b50ce/21b1a/322_Network_layout4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ce471060-e69d-57e0-a950-29eb2fd2ab53","name":"322_Network_layout3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dedf92af49f558b1adf630dad5212d76/ec333/322_Network_layout3.png","srcSet":"/static/dedf92af49f558b1adf630dad5212d76/ec333/322_Network_layout3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/dedf92af49f558b1adf630dad5212d76/21b1a/322_Network_layout3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9fbd5288-5599-552f-badd-a264ca8ca9fc","name":"322_Network_layout5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3858af7f899456b201283c3f2b451843/ec333/322_Network_layout5.png","srcSet":"/static/3858af7f899456b201283c3f2b451843/ec333/322_Network_layout5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3858af7f899456b201283c3f2b451843/21b1a/322_Network_layout5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a04eed3-23da-52d1-b24d-b15f22b16ef5","name":"322_Network_layout2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a423b87ad04a47b4350afcf4483cc74c/ec333/322_Network_layout2.png","srcSet":"/static/a423b87ad04a47b4350afcf4483cc74c/ec333/322_Network_layout2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a423b87ad04a47b4350afcf4483cc74c/21b1a/322_Network_layout2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8576f57c-f718-5d89-bebe-83cec066e977","name":"323_Network_direction1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/137a3f7e1931057348f798cfdde84f6f/ec333/323_Network_direction1.png","srcSet":"/static/137a3f7e1931057348f798cfdde84f6f/ec333/323_Network_direction1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/137a3f7e1931057348f798cfdde84f6f/21b1a/323_Network_direction1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eb0819eb-0820-5528-81c0-47a4d7117484","name":"323_Network_direction2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0ce06893cbd99e73c35da5ee9407cf23/ec333/323_Network_direction2.png","srcSet":"/static/0ce06893cbd99e73c35da5ee9407cf23/ec333/323_Network_direction2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0ce06893cbd99e73c35da5ee9407cf23/21b1a/323_Network_direction2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0416099d-3de8-5491-8917-a982327feda1","name":"324_Network_mapcolor1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABXUlEQVR42q2VO07DQBRFvQW2whJoaNkAHVtgCVBAwQpYAE0aCj5CSFQUhIIoQgoChBJIBPnZM/bMML+LZnBQLLA1IX6SZUuWztz37n12hIqyFsikgTIWoRVVvWQSaHb66I+zeoDSAN1RhgkV9QBdKaVAkqQ+oKs4jmGMqQ9ICIEQoj6glNKr/La+BqC1Fiml/r60QpNDbtvPODq5gS6Z5eysSuC8nrXNPUQrG2icNwEjEScJKKVI0xQkExgMp2EKZ23uH55ifesAT70Pf5Sbq4uU1gpCGVAuvYAoLF0WnKU/7S9tCmMMhNKC4lKg1BYPA4Ih+awMtmsvKIeEG1y2XtHuTmBzB+dVuFkli6yem0vMNQgTXgnnvAB1sNAt+TVDt69uzdzlno0PNMEiFf2VPS0F7nsjbDdaOL57CzKjFKjzr/PV4xiruxfYOesUNuHfsZHa4Pplivfc/dCfwBcIkCPRYCGWwwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/9b81cba299b35b69641770562feac374/ec333/324_Network_mapcolor1.png","srcSet":"/static/9b81cba299b35b69641770562feac374/ec333/324_Network_mapcolor1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b81cba299b35b69641770562feac374/21b1a/324_Network_mapcolor1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0def646b-2cfa-57ed-87b4-c3dcd68e582f","name":"324_Network_mapcolor2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c44c39303f524269a607ee6f4febd21b/ec333/324_Network_mapcolor2.png","srcSet":"/static/c44c39303f524269a607ee6f4febd21b/ec333/324_Network_mapcolor2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c44c39303f524269a607ee6f4febd21b/21b1a/324_Network_mapcolor2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3b52433b-592e-508a-b30c-0cd564d9cd8e","name":"325_Network_mapcolorttoedge2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6baa29e58b6099ccb0206ed84affd6b6/ec333/325_Network_mapcolorttoedge2.png","srcSet":"/static/6baa29e58b6099ccb0206ed84affd6b6/ec333/325_Network_mapcolorttoedge2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6baa29e58b6099ccb0206ed84affd6b6/21b1a/325_Network_mapcolorttoedge2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b245bee7-baa8-5f7f-946a-1649a7507a7b","name":"325_Network_mapcolorttoedge1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/784c0161a664ee81bb52e41ae8fa411a/ec333/325_Network_mapcolorttoedge1.png","srcSet":"/static/784c0161a664ee81bb52e41ae8fa411a/ec333/325_Network_mapcolorttoedge1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/784c0161a664ee81bb52e41ae8fa411a/21b1a/325_Network_mapcolorttoedge1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"20ef2340-e280-5efb-a03e-226765626475","name":"326_Network_background_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/846091e9860c821922157eefabf34ddc/ec333/326_Network_background_color.png","srcSet":"/static/846091e9860c821922157eefabf34ddc/ec333/326_Network_background_color.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/846091e9860c821922157eefabf34ddc/21b1a/326_Network_background_color.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"042e9702-a7b7-59ba-bd73-6902a00ece71","name":"327_Network_from_correlation","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/50e98ebb53c694e078d51af7a6171f16/ec333/327_Network_from_correlation.png","srcSet":"/static/50e98ebb53c694e078d51af7a6171f16/ec333/327_Network_from_correlation.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/50e98ebb53c694e078d51af7a6171f16/21b1a/327_Network_from_correlation.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7d4277ad-e669-5e42-83c3-8a72bd50785f","name":"32_Custom_Boxplot_Appearance_Seaborn1-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d73c131d13f300c2853430a7d782d78c/ec333/32_Custom_Boxplot_Appearance_Seaborn1-1.png","srcSet":"/static/d73c131d13f300c2853430a7d782d78c/ec333/32_Custom_Boxplot_Appearance_Seaborn1-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d73c131d13f300c2853430a7d782d78c/21b1a/32_Custom_Boxplot_Appearance_Seaborn1-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"187f8885-da78-57a5-9183-92741aac688c","name":"32_Custom_Boxplot_Appearance_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/77de5ac836fe6f8aba0bcab7d2cde373/ec333/32_Custom_Boxplot_Appearance_Seaborn1.png","srcSet":"/static/77de5ac836fe6f8aba0bcab7d2cde373/ec333/32_Custom_Boxplot_Appearance_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/77de5ac836fe6f8aba0bcab7d2cde373/21b1a/32_Custom_Boxplot_Appearance_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7e0181d2-37e6-5ba6-95fb-c215b33df52e","name":"32_Custom_Boxplot_Appearance_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f5f51b71e4e57cac514bc4e6d8742271/ec333/32_Custom_Boxplot_Appearance_Seaborn2.png","srcSet":"/static/f5f51b71e4e57cac514bc4e6d8742271/ec333/32_Custom_Boxplot_Appearance_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f5f51b71e4e57cac514bc4e6d8742271/21b1a/32_Custom_Boxplot_Appearance_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a3bd2147-433d-5bc4-88fc-c3453aa10a9c","name":"33_Custom_Boxplot_color_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAC/klEQVR42rWUy44bRRSG/RhseAUWLHgBXoINO5AQQQgBUhawYgMbgiBZIKIQAkIBoYAyChBClABRLs6MEk/suXXal572uG/V3dVXZya2P1Tl6ZYnFpcFlPSr61SX/vrrnP9Ug/94NP4XwigKKctH5Pm/R5IURFFKkpQUxT6z2SGhmjx+fECWjXEciecl/wjfzzBNm9XVdWw7IAgyZoeMWmFR5PpEtVH9XEa6gAwhclw3ptvdI4pKvX6EUAXqGq6rTk+XoAjCsKhjReK5kl7XRsZjQpEvK5Qy05uPqpmj2x3S6TzEcSKEyOhbHu3NPqv3Ntk297Bs/8kq/7XCQORYuz6dDRNf5EQi5e1TKzz3+lmeP/4Vzx47zUfnr2uW6WxGQwiB73vk+RjfT5bUhUGCsxdgGgNCkSKF5KUPvuXpF0/yzCuf8dQLJ3jvzGVNOJnOaAyHQ9I0oSwPtMLFYjhOzLlf7nLyUpNTK7f5ZOUOzfWHnL14k2MfXuDNj7/ntRMX+O7KKlUtGq7r4jiOto1SqPI0GoVaneOEvHvuMq9+fpU3vrzGy5/+yKUbLfaLfXwnxOrZZLIgChdsY9s2eZ4zHs8V7uwMaLW2dP4U+fvfXOP417/zzvk/eOuLX7lyu02e7jOwfDY2u3heqgtVE06nU6SUZFlJIsc6T9ZgRJ4eIIIMozvkwUaP5lqHLcNm1/YJwxzL8jAMi+Ew0HFNOP/OdBs172/TvL/DjWabtXWDXt8hkY/wvYRBf6TnKreVN5Ufq2ZYIJyRZxnDPY8frjb56Vabn2+1ufjbGg86JnFUYhi7tFqbjEZRXX3Pk3XbHbmymkynE91624bNlrHLvXUDozvCHgaH1Z4XynVl7U/V01W81MtJIknTklAUOic7232isDhyPYUqrkiqeIlQDVVlEWb0ejamaSFEQixL4lg9U3kNFc/X1FVTvSZluUxYDdU5ypvVBuUCy7IwTZMkSep9cRzT7/e15f72xVYECotDGV+RFkVRr6kDJ5NJfXBF+CeFateyY9BujwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/f1babd4330fc679adf47aa19dfcf5ea9/ec333/33_Custom_Boxplot_color_Seaborn1.png","srcSet":"/static/f1babd4330fc679adf47aa19dfcf5ea9/ec333/33_Custom_Boxplot_color_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f1babd4330fc679adf47aa19dfcf5ea9/21b1a/33_Custom_Boxplot_color_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"91206d83-57dc-5265-b83b-786344bbd920","name":"32_Custom_Boxplot_Appearance_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f67650329d028e93a24127670e115c26/ec333/32_Custom_Boxplot_Appearance_Seaborn3.png","srcSet":"/static/f67650329d028e93a24127670e115c26/ec333/32_Custom_Boxplot_Appearance_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f67650329d028e93a24127670e115c26/21b1a/32_Custom_Boxplot_Appearance_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"80b3309c-0748-5555-9a52-429c481bf7c8","name":"33_Custom_Boxplot_color_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/85e1dea2b8e5fe5691039e86a0dd7cf0/ec333/33_Custom_Boxplot_color_Seaborn2.png","srcSet":"/static/85e1dea2b8e5fe5691039e86a0dd7cf0/ec333/33_Custom_Boxplot_color_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/85e1dea2b8e5fe5691039e86a0dd7cf0/21b1a/33_Custom_Boxplot_color_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aca4ac80-cee5-5443-a195-f96e755200fa","name":"33_Custom_Boxplot_color_Seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cf3ab8413d8650efc837c7b4d41cbeb0/ec333/33_Custom_Boxplot_color_Seaborn4.png","srcSet":"/static/cf3ab8413d8650efc837c7b4d41cbeb0/ec333/33_Custom_Boxplot_color_Seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cf3ab8413d8650efc837c7b4d41cbeb0/21b1a/33_Custom_Boxplot_color_Seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ad775722-aba5-5e94-a074-c9f4ae093446","name":"33_Custom_Boxplot_color_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0701aa0990e11b5281d4dd060185b386/ec333/33_Custom_Boxplot_color_Seaborn3.png","srcSet":"/static/0701aa0990e11b5281d4dd060185b386/ec333/33_Custom_Boxplot_color_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0701aa0990e11b5281d4dd060185b386/21b1a/33_Custom_Boxplot_color_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eaf05e87-ab67-5dbe-82c8-fc0b0940ae55","name":"33_Custom_Boxplot_color_Seaborn5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d55112fb9cb7e5ca8e750d29f75e56a2/ec333/33_Custom_Boxplot_color_Seaborn5.png","srcSet":"/static/d55112fb9cb7e5ca8e750d29f75e56a2/ec333/33_Custom_Boxplot_color_Seaborn5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d55112fb9cb7e5ca8e750d29f75e56a2/21b1a/33_Custom_Boxplot_color_Seaborn5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"95827650-927b-5e1c-b373-6c5dab2b4d0b","name":"35_Specific_order_Boxplot_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn1.png","srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/21b1a/35_Specific_order_Boxplot_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e2314f93-5e52-58d5-a21d-93536728bec0","name":"34_Grouped_Boxplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bebc9e8f0eff966c3456681b6f14f141/3f279/34_Grouped_Boxplot_Seaborn.png","srcSet":"/static/bebc9e8f0eff966c3456681b6f14f141/f054e/34_Grouped_Boxplot_Seaborn.png 750w,\n/static/bebc9e8f0eff966c3456681b6f14f141/3f279/34_Grouped_Boxplot_Seaborn.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/bebc9e8f0eff966c3456681b6f14f141/4f03f/34_Grouped_Boxplot_Seaborn.webp 750w,\n/static/bebc9e8f0eff966c3456681b6f14f141/d6f60/34_Grouped_Boxplot_Seaborn.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e72de937-8444-5992-93e6-7c644cb04213","name":"35_Specific_order_Boxplot_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn2.png","srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/ec333/35_Specific_order_Boxplot_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8463399b9f613a3f1d4ab905dc473e6/21b1a/35_Specific_order_Boxplot_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bb320cdd-1608-5de0-ab86-6968bb350245","name":"36_Boxplot_with_Jitter_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b6db70ceba56ab99c4983b5ee758f47f/ec333/36_Boxplot_with_Jitter_Seaborn.png","srcSet":"/static/b6db70ceba56ab99c4983b5ee758f47f/ec333/36_Boxplot_with_Jitter_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b6db70ceba56ab99c4983b5ee758f47f/21b1a/36_Boxplot_with_Jitter_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4b136278-e07c-530e-9881-a0348ea18549","name":"370_3D_scatterplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/251a4ae2089ef860405c850868273b8e/6f7b3/370_3D_scatterplot.png","srcSet":"/static/251a4ae2089ef860405c850868273b8e/6f7b3/370_3D_scatterplot.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/251a4ae2089ef860405c850868273b8e/2c0a9/370_3D_scatterplot.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"39d64b83-32d6-56a2-ba8b-13bbc4c5f7a8","name":"372_3D_PCA_result","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/405ade16e8604203f4f6a6353fdc74aa/0e450/372_3D_PCA_result.png","srcSet":"/static/405ade16e8604203f4f6a6353fdc74aa/0e450/372_3D_PCA_result.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/405ade16e8604203f4f6a6353fdc74aa/565c6/372_3D_PCA_result.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"b212fb4f-d454-516a-adeb-3b1a1656cc18","name":"390_basic_Radarchart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b36540fe41bf7c5c5b415dd0f08fcb07/ec333/390_basic_Radarchart.png","srcSet":"/static/b36540fe41bf7c5c5b415dd0f08fcb07/ec333/390_basic_Radarchart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b36540fe41bf7c5c5b415dd0f08fcb07/21b1a/390_basic_Radarchart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"52f76048-4b95-5043-a1a8-b0f65aca4437","name":"38_Number_of_obs_on_boxplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a5a7665397b68342eee0e85000818184/3f279/38_Number_of_obs_on_boxplot_seaborn.png","srcSet":"/static/a5a7665397b68342eee0e85000818184/f054e/38_Number_of_obs_on_boxplot_seaborn.png 750w,\n/static/a5a7665397b68342eee0e85000818184/3f279/38_Number_of_obs_on_boxplot_seaborn.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/a5a7665397b68342eee0e85000818184/4f03f/38_Number_of_obs_on_boxplot_seaborn.webp 750w,\n/static/a5a7665397b68342eee0e85000818184/d6f60/38_Number_of_obs_on_boxplot_seaborn.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa0a57b1-9b1a-5be6-a576-c63870606f2a","name":"391_Several_indiv_Radarchart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAASCAYAAABb0P4QAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACc0lEQVR42pWU624bOQyF8/4P1u7+WqBYGPE6Gc2MRo5d3+eq0e0rKNdO06ZBdwACGog6PCQP+cAffrvdjuPxmM8ppd/6PXwEEkJgGIZsu/2B/eHIMPT0w5Dv/heggHRdh/eOmCJFM/JUD/gYCd7Ttm32+Znxu4ACNE3TlWWM1JuJQlmKYqJcW9x3dtNk6br2Y8C+77OjfD449HaiqqHRHl17ak0Gnd2cfay1+c27gPM83y9DcGyODlUHmiZSlhalJhodqOpIs3U4P98zkrdvAKWLVVXhvSfGwO58BRNWxnBll88JrT1lHTFfZ5z4BwlSs9/vXwEF6HK5kFKkGyaW5UhVOtYm0KyhrBxFadEGjInoyrEsJnbngRQD5/M5d/4OGGPM1PM5BMY5oPQF9Y9Cf6kxyy1mtccsmtycVTXQjo4Q/F0Vzrn3AcVJ+hZtz/Fxhfq7QH1+pv5LoT4t2eoNc0w5m5sePwSU9AXQ9xcwik7VbBclzb8lh2UBO50fi1rE96YOwXj4WX8S8c6wO+LVE7FpwDQk0xAbQyifCGN7DZqbGLPQf5GNiHkcR5E+PkQ4f8Uqhdea0DQErXFaY4tnOG2uPinlN7dBeAMoipdO3xjatSKWhWiGVFckLSzXRG2w5YoYpCnxuzrS+5MiKUjqMSWCHQinLWFnCJuaYBShXhHKZ7z6j9ge6McJ79zrpAjt2UemcczUpR5S4LUxWf2vU5og+mzJTbjDCy/lE5dL+2ZBPEwyi8PA4+Mji8UiF1dSOJ1OuS7CVszaCWtnur6n7Xus85zO5yzoN+tLosWpZ7PZsnl5uRf3RzmJyRIQu/3/bsF+A7mXdBen0SrtAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/881f4601366df64d42694eed2192a5f7/05607/391_Several_indiv_Radarchart.png","srcSet":"/static/881f4601366df64d42694eed2192a5f7/05607/391_Several_indiv_Radarchart.png 476w","sizes":"100vw"},"sources":[{"srcSet":"/static/881f4601366df64d42694eed2192a5f7/0db9a/391_Several_indiv_Radarchart.webp 476w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8865546218487395}}}},{"node":{"id":"6a915b16-f18b-5d79-854c-aef600544e6a","name":"393_Faceting_and_Radarchart-300x80","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAFCAYAAABFA8wzAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA9UlEQVR42k2QT0/DMAzF+/2/CYddEXfEdReEBCe0Tuu6dnS0zR/HSfihBBXwJX7P79mOG4CvnJnWmZQSW5R8WQ0xxn9cxruFlP64Ul/X9dfbpBgZlk8ej28cbiMFqypBhBQVEakmjRkxR2R5wYsSo/7oQqj1oiu4KcbXa8fD+zP7/oC1Fu8dxgnnYUYk4L1gzRUdd8iwI0aPta7qnHN0XUff9xhjaEpXDcrNGSQIQQI5R87DwtO+5XSZ6xcLrx/36HiHykTQhGoZ5mnblnEc66ZNyqlOKWB7y03nxdBdZk79RM6p3s+tPeonnLXknKu2NNy8hfsGRLiCHUeiresAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/7883ac81366ab77ae190df88799c81ef/edda3/393_Faceting_and_Radarchart-300x80.png","srcSet":"/static/7883ac81366ab77ae190df88799c81ef/edda3/393_Faceting_and_Radarchart-300x80.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/7883ac81366ab77ae190df88799c81ef/7cbb9/393_Faceting_and_Radarchart-300x80.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.26666666666666666}}}},{"node":{"id":"f75558d6-f87e-5c32-909a-f32b3c95390c","name":"39_Bad_boxplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4ab60a39b80b037dd02511108620b97c/fb791/39_Bad_boxplot1.png","srcSet":"/static/4ab60a39b80b037dd02511108620b97c/fb791/39_Bad_boxplot1.png 434w","sizes":"100vw"},"sources":[{"srcSet":"/static/4ab60a39b80b037dd02511108620b97c/6d5a3/39_Bad_boxplot1.webp 434w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9723502304147464}}}},{"node":{"id":"0e669dc6-5061-56c0-885d-9d5683a97c85","name":"39_Bad_boxplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/84d8fbdafb2f2e5e52065bc18e654f7b/55948/39_Bad_boxplot2.png","srcSet":"/static/84d8fbdafb2f2e5e52065bc18e654f7b/55948/39_Bad_boxplot2.png 658w","sizes":"100vw"},"sources":[{"srcSet":"/static/84d8fbdafb2f2e5e52065bc18e654f7b/dbf06/39_Bad_boxplot2.webp 658w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7264437689969605}}}},{"node":{"id":"fad88dc5-e620-5a2b-b5ba-d25323678956","name":"39_Bad_boxplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1d8343ea466e0c74a4310b66b18bbd6e/de8b2/39_Bad_boxplot3.png","srcSet":"/static/1d8343ea466e0c74a4310b66b18bbd6e/de8b2/39_Bad_boxplot3.png 665w","sizes":"100vw"},"sources":[{"srcSet":"/static/1d8343ea466e0c74a4310b66b18bbd6e/36b61/39_Bad_boxplot3.webp 665w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.718796992481203}}}},{"node":{"id":"afd7aaf5-4030-5fc7-a0f3-b6a872c3385a","name":"3_control_color_barplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0a2be878bfa1c694464391883742ed06/ec333/3_control_color_barplot1.png","srcSet":"/static/0a2be878bfa1c694464391883742ed06/ec333/3_control_color_barplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0a2be878bfa1c694464391883742ed06/21b1a/3_control_color_barplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bcb2e7df-e0ad-5c7b-bcba-169707f89223","name":"39_Bad_boxplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/43eb8bb664e89968acd0ec1aace1fe03/55948/39_Bad_boxplot4.png","srcSet":"/static/43eb8bb664e89968acd0ec1aace1fe03/55948/39_Bad_boxplot4.png 658w","sizes":"100vw"},"sources":[{"srcSet":"/static/43eb8bb664e89968acd0ec1aace1fe03/dbf06/39_Bad_boxplot4.webp 658w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7264437689969605}}}},{"node":{"id":"7945e238-3cf1-5d64-915f-b96ca0e7659d","name":"3_control_color_barplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fae380566c9d7b9f4426362bc8026696/ec333/3_control_color_barplot2.png","srcSet":"/static/fae380566c9d7b9f4426362bc8026696/ec333/3_control_color_barplot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fae380566c9d7b9f4426362bc8026696/21b1a/3_control_color_barplot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"84e2955f-6f43-5708-a5d2-01225ab07741","name":"3_control_color_barplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/eba6138030f0101852389c7236a9dd8c/ec333/3_control_color_barplot3.png","srcSet":"/static/eba6138030f0101852389c7236a9dd8c/ec333/3_control_color_barplot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/eba6138030f0101852389c7236a9dd8c/21b1a/3_control_color_barplot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"27be0656-9c65-5d6f-b313-fa0c2895cbae","name":"3_control_color_barplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAB2UlEQVR42q2VbU+rQBCF/f8/xrSJxjT6oU1MbCDWktTG2hRKpVAQFmGBvrDsMVNEL7231Xq7yYTJZnl2zuxZOMOJx1mVSCkhhPhxFIWAlGVQ/hcwSRJwzpFlGdI0/TY4T+G6ZYRhgvV6XQfSItr5uyFl+TRNiXY7RKfDcH+/ghDZFzCKIgRBsJX9U6CuS0wmC7y82NC0rA7M83wrtyiKo4CjkQtdd/DwsAP8jWQCPj+7MIx/AKmhJPvYCvcC6WQZY6cDHiO52vMgkA4ljuPTVUgw3/drtqF010Xk3acnAkkoCtnml5Ir8Hwuoao+RqMFzs+XME1vv23o6lVAelAlg0GxhVSD8sdHD7Zto9k8ACTJdFOEKF/mHGi3GcZjG4qS1SocDDxYlo1G4wCQekc3paqQgIoSwPPm6PVSRBFZCzCMEjiblRVOpx4mkz2S4zjFcLjBeFxgOCygqgEYm+P2NsXFBcfdXYBGYwVdf4VtO2g2M1jWK0zTQb+/AxRiA8vycXW1QLdr4vo6xM2NC02botOhL4oDTTPQaoVQVQeqauLy8g39vo1ud4ZeL4QQyy8g+Y/kLpcbMBZte5kkK3je20e+hu8nyPNqvlzDOc3zz97XJP9hkv/6BbwD3NoGUjbyxeEAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/dba49f44ee0a78b4b7364a0ed4bcbe30/ec333/3_control_color_barplot4.png","srcSet":"/static/dba49f44ee0a78b4b7364a0ed4bcbe30/ec333/3_control_color_barplot4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/dba49f44ee0a78b4b7364a0ed4bcbe30/21b1a/3_control_color_barplot4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8ff9e2cc-0524-5825-ae85-767f15925fba","name":"401_custom_Dendrogram1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5f6446a88ff38443631625f313fdbb8c/54120/401_custom_Dendrogram1.png","srcSet":"/static/5f6446a88ff38443631625f313fdbb8c/54120/401_custom_Dendrogram1.png 437w","sizes":"100vw"},"sources":[{"srcSet":"/static/5f6446a88ff38443631625f313fdbb8c/a8f73/401_custom_Dendrogram1.webp 437w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1395881006864987}}}},{"node":{"id":"930067e7-72ca-5add-b713-574cd480a85c","name":"401_custom_Dendrogram2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAANCAYAAACpUE5eAAAACXBIWXMAAA7DAAAOwwHHb6hkAAABqUlEQVR42q2S64rbMBBG8/7Ptj8SutBAm2wdX2L5JseWbPkinSK5JCmkZaEVfEgzkg7fDLOr65o4jum6jmEY6DpNVWnq+s/y91JqtH5IKUXf9+wApmkKML+axpGmjrZ14fxKVeVIEoe1Duc2WWsDdOfpURQxDGMA3m4Orfnrcg7qGqx9zrngNDg0xtyB3plSj4+v5EGvgMHhPM/4Pv4Ph3dgVVX3Hv4z0Ace9lmHy+JbBHkO47jFvwHHcQxj81ng9bq588CmgSzbHMOTQ1+21lvJ8uZQv4D2aST8vq6OsvS/fezrXSnFymxWrLPbHPpykzRFCsGYZ8i0ok1LdHJhlJJlWVitZVkXjJnIUsPqLEZP9JFk7A0qadGiox+8Q+eYloXOe59nJpGj3r9gLjFLVWE+Ppj8HaBlQlvEKHlmkYbhmwz5KVOMP27cCrmV3ClFejhQHY/U5zP52xtivw9nGceI/YEmuVBk32nKJOxlFFF+vVKfcor3lOKY0aTlY7BzIcj8o7KkaVuapiE6nSiKgq7vEbkI81oIgRCC+HIhz3OKXJAkScj59v0E0ODuCFULD5kAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/b49a8f123ba94aa471c673f9b061d378/5e25a/401_custom_Dendrogram2.png","srcSet":"/static/b49a8f123ba94aa471c673f9b061d378/5e25a/401_custom_Dendrogram2.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/b49a8f123ba94aa471c673f9b061d378/99940/401_custom_Dendrogram2.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.662109375}}}},{"node":{"id":"3282200d-c4f2-5ee3-a758-9decb61ae4de","name":"400_Basic_Dendrogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8054f66fc6e2c8cfd7ceede606ec73bd/fd49f/400_Basic_Dendrogram.png","srcSet":"/static/8054f66fc6e2c8cfd7ceede606ec73bd/fd49f/400_Basic_Dendrogram.png 456w","sizes":"100vw"},"sources":[{"srcSet":"/static/8054f66fc6e2c8cfd7ceede606ec73bd/313fa/400_Basic_Dendrogram.webp 456w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9802631578947367}}}},{"node":{"id":"9f47da61-f72d-55aa-b5ed-faee40efc6e6","name":"401_custom_Dendrogram3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e86655dad252f68d3492d43da419d25c/5e25a/401_custom_Dendrogram3.png","srcSet":"/static/e86655dad252f68d3492d43da419d25c/5e25a/401_custom_Dendrogram3.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/e86655dad252f68d3492d43da419d25c/99940/401_custom_Dendrogram3.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.662109375}}}},{"node":{"id":"d5299272-a846-574d-9b16-2c0379edddff","name":"401_custom_Dendrogram4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af30be0b666e717d2a2ae7b206e37c21/34cf8/401_custom_Dendrogram4.png","srcSet":"/static/af30be0b666e717d2a2ae7b206e37c21/34cf8/401_custom_Dendrogram4.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/af30be0b666e717d2a2ae7b206e37c21/1366b/401_custom_Dendrogram4.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.66015625}}}},{"node":{"id":"086aea70-c6e6-56f5-ab2f-baebccac97ca","name":"401_custom_Dendrogram5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f914d982b3c0549ac1d8c0793ff44eee/34cf8/401_custom_Dendrogram5.png","srcSet":"/static/f914d982b3c0549ac1d8c0793ff44eee/34cf8/401_custom_Dendrogram5.png 512w","sizes":"100vw"},"sources":[{"srcSet":"/static/f914d982b3c0549ac1d8c0793ff44eee/1366b/401_custom_Dendrogram5.webp 512w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.66015625}}}},{"node":{"id":"76826e97-81da-553f-a2e2-582cd84ac709","name":"401_custom_Dendrogram6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/909f34e4c85f94c54a7d2178f33e9b6d/5af72/401_custom_Dendrogram6.png","srcSet":"/static/909f34e4c85f94c54a7d2178f33e9b6d/5af72/401_custom_Dendrogram6.png 593w","sizes":"100vw"},"sources":[{"srcSet":"/static/909f34e4c85f94c54a7d2178f33e9b6d/b2c11/401_custom_Dendrogram6.webp 593w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5649241146711635}}}},{"node":{"id":"4e0014a2-3bf1-5ef8-bbbb-f626c673a01d","name":"402_leaf_labal_color","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/459bedfe8333ce59d0b791451bc65c7f/ea7b6/402_leaf_labal_color.png","srcSet":"/static/459bedfe8333ce59d0b791451bc65c7f/ea7b6/402_leaf_labal_color.png 519w","sizes":"100vw"},"sources":[{"srcSet":"/static/459bedfe8333ce59d0b791451bc65c7f/48965/402_leaf_labal_color.webp 519w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7861271676300579}}}},{"node":{"id":"4da313d5-0643-5c31-8e99-e846cb17ad9a","name":"401_custom_Dendrogram7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e1772273f562158100d071688fb1135f/5af72/401_custom_Dendrogram7.png","srcSet":"/static/e1772273f562158100d071688fb1135f/5af72/401_custom_Dendrogram7.png 593w","sizes":"100vw"},"sources":[{"srcSet":"/static/e1772273f562158100d071688fb1135f/b2c11/401_custom_Dendrogram7.webp 593w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5649241146711635}}}},{"node":{"id":"10836f10-d48c-5127-b01e-109cca955c13","name":"40_Basic_Scatterplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/de38151fce7b02b60c26307296fc658d/ec333/40_Basic_Scatterplot_seaborn.png","srcSet":"/static/de38151fce7b02b60c26307296fc658d/ec333/40_Basic_Scatterplot_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/de38151fce7b02b60c26307296fc658d/21b1a/40_Basic_Scatterplot_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c3cac65f-37ed-597b-b7ac-e46372ac9529","name":"40_Scatterplot_with_regression_fit_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/86268db8759fc9731c4814093da6f25c/ec333/40_Scatterplot_with_regression_fit_seaborn.png","srcSet":"/static/86268db8759fc9731c4814093da6f25c/ec333/40_Scatterplot_with_regression_fit_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/86268db8759fc9731c4814093da6f25c/21b1a/40_Scatterplot_with_regression_fit_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"48e9aa93-73e0-5162-9251-b80c165a2e67","name":"41_Scatterplot_change_marker_color_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAADLUlEQVR42rWU228bVRCH+/cicauCygMIoQok2ocKhCoKparUBwTiIeLmppBAijFxHDdO7ZjG113be7/f7Rj7Q3u2iesm4glWmp09O6vvzPzOzF7hP76u/C9A3/dI0ylx/IJFGUk6x9MtIj8mTmbr8RcsSWbrwOVyIQK67mOaIaYRYDkJuuYyOGyjT2xMKxQxwwgueMuKWC5fKjlJpphmgG2H2E7MpCMzanVRBwq2E2FZoYi97HOobefA5QoYBD5BkBRBqwDmIPmwzfhEYtzu43ipiJ0Dn4Py7BwnXmV4Rs5LztN3/CnayKT+4GvapR36+0/RZB3Tigo5zAKaS5LDun8cIB22L9dQU1yU7ojO7h4H979iUDsScMuOcIIZtltALDNAOjrB1D20sYWpOizPgJ7n4Ti2KDkvQ3rS4vGHNyi98hrNzR/FBoZi03m8hyapWE4sytdHhgDna9dNVhqOx2Om04wsmzPujGh9v0X1i/tUPvmMQa0pZMh1bHyzSe3LBxyXduiWa0x6k/PS1w7FMAyiKBJ916nU2fv0Djvvvs/42VBkMGr36ez+iTpUqd65x8PXN9h6Y4NueR9Tc5n0xutATdOwbAvXcDj69jvkxl9Ub99FkzR6lQN2P/iI8s1b/PredX6/cYuHr16lX6lzXNpmsN/g2XYZx760D0+Z9BWho5csUAYqmmzw6Oo1yjc/5tHG22y9+RaDgyb62EQZqvTyEz46wTL81aHkt9lsShSmmHZc9OBQQWq0Gdab/HLtHaqf3xPadX6roEoahuZi27GYqH7t6UVgGIaEYYqhulimT3PzJ0atDu3SNnu37xJkiKkZ1ltCW1MAI2wrwlAdHOeSktPp38jtAZPuiNFxD3WoMcwnpSMLSOuHn8Vp541vWWcNXkzKhdHLslRkqBtFG+TaKUMdO28JN0VudelVG0Jf4znIMFY+L38twziOSJIM140IwgxDUjBkBT/M8LyYMJ4RpnOCIMX3E/FuZcV6LcOzK45j0jQlzbLC0pQgCMh71fd94afTqfhuNpsJf3p6iuu6zOfzi8CzXWB5/pyPpizL6LqOJEksFot//WP/A4WM1SydCGrlAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/2fe5e9d2b8038db2e5d699263952e68b/ec333/41_Scatterplot_change_marker_color_seaborn.png","srcSet":"/static/2fe5e9d2b8038db2e5d699263952e68b/ec333/41_Scatterplot_change_marker_color_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2fe5e9d2b8038db2e5d699263952e68b/21b1a/41_Scatterplot_change_marker_color_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2d6285b0-420d-5c85-9ad3-58ba5d5c237d","name":"41_Scatterplot_change_marker_shape_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f8433bcc7c04cde124bfa2cd50f8c15c/ec333/41_Scatterplot_change_marker_shape_seaborn.png","srcSet":"/static/f8433bcc7c04cde124bfa2cd50f8c15c/ec333/41_Scatterplot_change_marker_shape_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f8433bcc7c04cde124bfa2cd50f8c15c/21b1a/41_Scatterplot_change_marker_shape_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"990bc0bd-08db-5982-9f6b-11ff94458adb","name":"42_Scatterplot_custom_linear_fit_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/776469f24ef30c890b3c850ca5825685/ec333/42_Scatterplot_custom_linear_fit_seaborn.png","srcSet":"/static/776469f24ef30c890b3c850ca5825685/ec333/42_Scatterplot_custom_linear_fit_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/776469f24ef30c890b3c850ca5825685/21b1a/42_Scatterplot_custom_linear_fit_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ffafc6b-5d81-54e0-bee0-0df4aa774d92","name":"43_seaborn_map_color_to_a_avariable1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9a0555f061117c26ce2e76eae1c2abf6/82c11/43_seaborn_map_color_to_a_avariable1.png","srcSet":"/static/9a0555f061117c26ce2e76eae1c2abf6/82c11/43_seaborn_map_color_to_a_avariable1.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/9a0555f061117c26ce2e76eae1c2abf6/5f169/43_seaborn_map_color_to_a_avariable1.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2ad37a04-e972-5d37-bfc9-e21bdf77db3a","name":"43_seaborn_map_color_to_a_avariable2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1b457b8e9c553b974c579a193d935faf/82c11/43_seaborn_map_color_to_a_avariable2.png","srcSet":"/static/1b457b8e9c553b974c579a193d935faf/82c11/43_seaborn_map_color_to_a_avariable2.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/1b457b8e9c553b974c579a193d935faf/5f169/43_seaborn_map_color_to_a_avariable2.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3d4b6ae8-cb87-5b60-b38a-4af548a29ec5","name":"43_seaborn_map_color_to_a_avariable3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3ca9dc2b44a9bad677102fca1b810683/82c11/43_seaborn_map_color_to_a_avariable3.png","srcSet":"/static/3ca9dc2b44a9bad677102fca1b810683/82c11/43_seaborn_map_color_to_a_avariable3.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/3ca9dc2b44a9bad677102fca1b810683/5f169/43_seaborn_map_color_to_a_avariable3.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb36dfda-e18d-53c3-a53e-b993c04dafad","name":"44_seaborn_control_axis_limits","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/81996ae21fdabb18c17af42350e7a864/82c11/44_seaborn_control_axis_limits.png","srcSet":"/static/81996ae21fdabb18c17af42350e7a864/82c11/44_seaborn_control_axis_limits.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/81996ae21fdabb18c17af42350e7a864/5f169/44_seaborn_control_axis_limits.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5b3a6aae-2057-51fc-983b-d8b5e80fe002","name":"45_set_color_of_each_point_in_scatterplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5becc57e581b53ca01edff2e46607fd4/ec333/45_set_color_of_each_point_in_scatterplot_seaborn.png","srcSet":"/static/5becc57e581b53ca01edff2e46607fd4/ec333/45_set_color_of_each_point_in_scatterplot_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5becc57e581b53ca01edff2e46607fd4/21b1a/45_set_color_of_each_point_in_scatterplot_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4f898d0c-3069-5cb2-85e2-428ae45dd93a","name":"43_seaborn_map_color_to_a_avariable4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2aec6e1cd502a5714cf1af7be8f532f3/82c11/43_seaborn_map_color_to_a_avariable4.png","srcSet":"/static/2aec6e1cd502a5714cf1af7be8f532f3/82c11/43_seaborn_map_color_to_a_avariable4.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/2aec6e1cd502a5714cf1af7be8f532f3/5f169/43_seaborn_map_color_to_a_avariable4.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ef9334a2-8970-5057-9802-8b0d54887390","name":"46_add_text_annotation_scatterplot_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/518d80bfb8ae2794b3c02a07809a008f/ec333/46_add_text_annotation_scatterplot_seaborn2.png","srcSet":"/static/518d80bfb8ae2794b3c02a07809a008f/ec333/46_add_text_annotation_scatterplot_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/518d80bfb8ae2794b3c02a07809a008f/21b1a/46_add_text_annotation_scatterplot_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"82f9f65d-56cc-566f-b29d-667cf7be41b4","name":"46_add_text_annotation_scatterplot_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/885721c264396ea36fa1130852cd45e8/ec333/46_add_text_annotation_scatterplot_seaborn1.png","srcSet":"/static/885721c264396ea36fa1130852cd45e8/ec333/46_add_text_annotation_scatterplot_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/885721c264396ea36fa1130852cd45e8/21b1a/46_add_text_annotation_scatterplot_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9d720a64-dca1-5c56-97a4-927f6fcc9c7e","name":"4_add_title_and_axe_labels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/febceeeb80d845a51cfa7e304d9adea8/ec333/4_add_title_and_axe_labels.png","srcSet":"/static/febceeeb80d845a51cfa7e304d9adea8/ec333/4_add_title_and_axe_labels.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/febceeeb80d845a51cfa7e304d9adea8/21b1a/4_add_title_and_axe_labels.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a32961ac-c937-5291-ad4c-62a591daf408","name":"46_add_text_annotation_scatterplot_seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ec9e08297bb52e04f4f6e3ea9cd790dd/ec333/46_add_text_annotation_scatterplot_seaborn3.png","srcSet":"/static/ec9e08297bb52e04f4f6e3ea9cd790dd/ec333/46_add_text_annotation_scatterplot_seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ec9e08297bb52e04f4f6e3ea9cd790dd/21b1a/46_add_text_annotation_scatterplot_seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4f90066d-7f76-573f-9968-52ad77243315","name":"501-parallel-plot-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABqUlEQVR42rWU247bMAxE8//fGMRokaRwItuyLPEmkipsY91NscUu0HYwT4QO6BEpn9pf6PTvYXe3TZ/A+7mU0jAM4zjGGKdp6rrufD5fLpe9OM/ztMnM3P0XzMxEGGPs+z6E9ehz0zRNIYTH4/F8PodhCCGM45hyzADjNIfwNLMTEWm1ryQUY1JclvT9W3e5dIi4dmasQspvFlYzN/M9/P6dWLFIaa3lNPW37na7V5EVtlqbqdWqsrqyCDDEwih7T6wAG9lagwxpWu4/7kR0YiLJi0LRAgagq4shWMk0RpoLMqDiPoTWGhEdd7Z1/mgk7tqa53kcHw/letT/DLs1sybYGBomyAFxagyl7/HRW5ldChG+wAUiwAhlgBJWU0LKiRJUbG5u2ppxQRyiToEQ3sFEDFEraxV1O1ytevP3Qbj6EAoCfp75kLmTaMYKXKv6S2YiSkDACqyi6/7pZvdWzQtpIeVqx1K+wIgISNuAFUgW4AU4I4e5pLLWt322Qy9wSul6vS4piQgzy2Ymut3uJRcRoTcxcwgBAF5e1bGDv73KD4v/+WfwRfgnZ4uWIKXL4QoAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/5d790f324464b23dfa31188d62ce127c/ec333/501-parallel-plot-seaborn.png","srcSet":"/static/5d790f324464b23dfa31188d62ce127c/ec333/501-parallel-plot-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5d790f324464b23dfa31188d62ce127c/21b1a/501-parallel-plot-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa828e3b-cbe4-572a-aa73-1c994674c583","name":"502-violinplot-and-swarmplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2359e1fff42b6e941e7360e1fbf02a9e/ec333/502-violinplot-and-swarmplot.png","srcSet":"/static/2359e1fff42b6e941e7360e1fbf02a9e/ec333/502-violinplot-and-swarmplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2359e1fff42b6e941e7360e1fbf02a9e/21b1a/502-violinplot-and-swarmplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ed1ed3d-a7bf-50bc-9fe2-332069d95ea0","name":"503-waffle-chart-introduction-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8a9228e899716825705f2df9baf865b8/ec333/503-waffle-chart-introduction-1.png","srcSet":"/static/8a9228e899716825705f2df9baf865b8/ec333/503-waffle-chart-introduction-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a9228e899716825705f2df9baf865b8/21b1a/503-waffle-chart-introduction-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f67e2ca4-4692-5632-a7b0-63f2c44f9cd4","name":"503-waffle-chart-introduction-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/51538a94517d2b588ffe1e8bbeab6325/ec333/503-waffle-chart-introduction-3.png","srcSet":"/static/51538a94517d2b588ffe1e8bbeab6325/ec333/503-waffle-chart-introduction-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/51538a94517d2b588ffe1e8bbeab6325/21b1a/503-waffle-chart-introduction-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3a4d9515-6516-5c52-85ac-7aa029f5c716","name":"504-histogram-with-colored-tails","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/55fe07dc18483292e405a109d5ea21e9/ec333/504-histogram-with-colored-tails.png","srcSet":"/static/55fe07dc18483292e405a109d5ea21e9/ec333/504-histogram-with-colored-tails.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/55fe07dc18483292e405a109d5ea21e9/21b1a/504-histogram-with-colored-tails.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8fe8e473-d2f7-5513-992a-4eed08f59337","name":"505-Introduction-to-swarm-plot-in-seaborn-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/597aa83a266c0df92429b0fce7a0b037/ec333/505-Introduction-to-swarm-plot-in-seaborn-2.png","srcSet":"/static/597aa83a266c0df92429b0fce7a0b037/ec333/505-Introduction-to-swarm-plot-in-seaborn-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/597aa83a266c0df92429b0fce7a0b037/21b1a/505-Introduction-to-swarm-plot-in-seaborn-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"55649a55-3480-57e2-beeb-bd46da53673a","name":"505-Introduction-to-swarm-plot-in-seaborn-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6a0913223c65bb4b86319718d06dd03c/ec333/505-Introduction-to-swarm-plot-in-seaborn-1.png","srcSet":"/static/6a0913223c65bb4b86319718d06dd03c/ec333/505-Introduction-to-swarm-plot-in-seaborn-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6a0913223c65bb4b86319718d06dd03c/21b1a/505-Introduction-to-swarm-plot-in-seaborn-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8f923a8b-61ec-51ed-b7a0-61a159ca1384","name":"505-Introduction-to-swarm-plot-in-seaborn-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/84d12d0280ab4ad07c75378e87eee7ac/ec333/505-Introduction-to-swarm-plot-in-seaborn-3.png","srcSet":"/static/84d12d0280ab4ad07c75378e87eee7ac/ec333/505-Introduction-to-swarm-plot-in-seaborn-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/84d12d0280ab4ad07c75378e87eee7ac/21b1a/505-Introduction-to-swarm-plot-in-seaborn-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"165794ce-cd87-52f5-b2cf-2f78a75e9873","name":"508-connected-scatter-plot-seaborn-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACFklEQVR42qVUZ2/bMBT0//9R/tCRNEFWGzixrdiWhyTycYikhiUuFRIdx21So0WJw+FB0umO6426/xijD596751zgZ1z1lrn7Mdi77217gjvuzwXaZoBEIQwQjjUWpvhRwc453tx2xoACSAJeWMAibEACJCnH1CqNlvGeTkyxihVUqoIkZTKE1aEqMADZACAzHkRbyjnRe/cNO1759/46MmY2qX8aY4YK0fe+7puCFFnxEPRp9gmfLWm0RKuHjaMFSPnbFlWH8U+hpecFUmaP0VofLm4etjMFjhJcymr3rlt9Z9ib7aMgJq+4Iu7+PZxdz9JJrNsm3CERS/OsuzE+Y0ZVYTK+RKWa3o/SaYvOFpBhgRCgvMCQPZirVut7dE5GOKh/vGcfr5ZTWZZmPMu4a9LozCWQlS/bBUhMstEL5umX+/i8eUiWsF6yxgrQqLjQgAMsbvO75uWhs2k6jnC8ZZdf998uYkfZxljxWmiV1YYi97Ze7/fN0maL2IyX8LF7fribv0coQyJcDzOiZ1z+30zX8L42+LT9ep+kixigpA4TuQ9Quxe3HWd1ma949MX/BThDInXqGo4UgWAAggRDkxpgZCUsu7F1jrGct0aKVRdt3muqqqRsqyqJs+VlGVRVAPXQoRXRV23nIvDfdZaB/beG2OGm2y9dxijsiycc8YYa60xJtTee63b0fle4Yfxb53kL9vQT8tIaQC+IVZsAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/e9b670f78fc37eeabe7ac9c1bc9e4a1f/ec333/508-connected-scatter-plot-seaborn-1.png","srcSet":"/static/e9b670f78fc37eeabe7ac9c1bc9e4a1f/ec333/508-connected-scatter-plot-seaborn-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e9b670f78fc37eeabe7ac9c1bc9e4a1f/21b1a/508-connected-scatter-plot-seaborn-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b27f550f-9291-5216-ba89-9a88acfc5d0f","name":"508-connected-scatter-plot-seaborn-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3058d51984af2a5f66d891da12506292/ec333/508-connected-scatter-plot-seaborn-2.png","srcSet":"/static/3058d51984af2a5f66d891da12506292/ec333/508-connected-scatter-plot-seaborn-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3058d51984af2a5f66d891da12506292/21b1a/508-connected-scatter-plot-seaborn-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7cf37c63-3db8-5a5c-ae1c-d89044441d46","name":"508-connected-scatter-plot-seaborn-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f3a4184c48b50931f9f670cfe576a830/ec333/508-connected-scatter-plot-seaborn-3.png","srcSet":"/static/f3a4184c48b50931f9f670cfe576a830/ec333/508-connected-scatter-plot-seaborn-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f3a4184c48b50931f9f670cfe576a830/21b1a/508-connected-scatter-plot-seaborn-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e3175ca2-d65d-5068-8752-ae7d79fba22b","name":"509-introduction-to-swarm-plot-in-matplotlib-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cadf05d8f05efb428fc2b73c890991bc/ec333/509-introduction-to-swarm-plot-in-matplotlib-1.png","srcSet":"/static/cadf05d8f05efb428fc2b73c890991bc/ec333/509-introduction-to-swarm-plot-in-matplotlib-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cadf05d8f05efb428fc2b73c890991bc/21b1a/509-introduction-to-swarm-plot-in-matplotlib-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bf97de99-e0ab-5693-8a6a-3775fb814168","name":"509-introduction-to-swarm-plot-in-matplotlib-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a08628697c715972fec1a5b139fd4d3e/ec333/509-introduction-to-swarm-plot-in-matplotlib-2.png","srcSet":"/static/a08628697c715972fec1a5b139fd4d3e/ec333/509-introduction-to-swarm-plot-in-matplotlib-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a08628697c715972fec1a5b139fd4d3e/21b1a/509-introduction-to-swarm-plot-in-matplotlib-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a2ffeca-d1dc-5f46-8e06-c4f76a619bae","name":"508-connected-scatter-plot-seaborn-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2614218f84c089b32fa9fd2e006447b6/ec333/508-connected-scatter-plot-seaborn-4.png","srcSet":"/static/2614218f84c089b32fa9fd2e006447b6/ec333/508-connected-scatter-plot-seaborn-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2614218f84c089b32fa9fd2e006447b6/21b1a/508-connected-scatter-plot-seaborn-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"626f98e2-c933-5c2a-aaf7-6f1e00b7a3f4","name":"50_Basic_Violin_seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/65d86ecd92d86c495ca5d75d8b809286/ec333/50_Basic_Violin_seaborn1.png","srcSet":"/static/65d86ecd92d86c495ca5d75d8b809286/ec333/50_Basic_Violin_seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/65d86ecd92d86c495ca5d75d8b809286/21b1a/50_Basic_Violin_seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b693ad2c-9a1e-589a-bf91-78953ac218b0","name":"50_Basic_Violin_seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c619290bcad0f79b82315ca96ac5112e/ec333/50_Basic_Violin_seaborn2.png","srcSet":"/static/c619290bcad0f79b82315ca96ac5112e/ec333/50_Basic_Violin_seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c619290bcad0f79b82315ca96ac5112e/21b1a/50_Basic_Violin_seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fcb5caa8-3366-51a5-8ec2-702105465374","name":"50_Basic_Violin_seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/de742b767392a2c018d67642769ed4f5/ec333/50_Basic_Violin_seaborn3.png","srcSet":"/static/de742b767392a2c018d67642769ed4f5/ec333/50_Basic_Violin_seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/de742b767392a2c018d67642769ed4f5/21b1a/50_Basic_Violin_seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"56ea1288-7566-51af-8624-8c235b4b3ba6","name":"509-introduction-to-swarm-plot-in-matplotlib-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/75ac7ba9a765248ed7b99ba3013e7c9a/ec333/509-introduction-to-swarm-plot-in-matplotlib-3.png","srcSet":"/static/75ac7ba9a765248ed7b99ba3013e7c9a/ec333/509-introduction-to-swarm-plot-in-matplotlib-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/75ac7ba9a765248ed7b99ba3013e7c9a/21b1a/509-introduction-to-swarm-plot-in-matplotlib-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"63616f77-6c9c-586b-aff6-58e751944373","name":"513-add-logo-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1f04a683c4c317f3ba9b623a60de28c8/ec333/513-add-logo-matplotlib.png","srcSet":"/static/1f04a683c4c317f3ba9b623a60de28c8/ec333/513-add-logo-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1f04a683c4c317f3ba9b623a60de28c8/21b1a/513-add-logo-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e11ba9e7-a4a5-5386-b984-ec794bb1486b","name":"514-interactive-line-chart-plotly-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABXElEQVR42sWU246DIBCG+/7v2O3BCoiD4AFQkHED1ha92GSzaXbyXyD6zUmG0/IHO/0r3A+6kZ1UXS2kHaffwfMcnPeT8+PknA9zwJ8VcAkBEfGZNuGWgOXSVtKyxuSqkl6PVOjBztM0e+8jjIiVsOeHvhJdCcOEOfBsD+vRv9NGXKC1RJiiiuLS0Ca5eGkl05qC1naD5xBCwFpZKmJ6N2IupSFgaB5/xZJIDrfd4JyPkSF+QcAUzHw9zJVoAqas486NmjuNro9wP2jnPbRjHo2mEs5F9HIu4vrOzINHvsxhTFZLQ7bE6FYnbXburjS9zeG12wf47WKrNsbkMYsb1WbfbQRlKezbe/hhm5cL0Z32uxNWNQMVmSCKCc2EzveZGEret73bDYbqBg6qFk9xkFUtCYOSAa8lCCWaFpI4KNX2x6nCzdK5XZzzbafbbliP8cE+PM+IyxbjA5fBNyO2hjebeLEuAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/17e4b722fed12f6847afb1cee89bc6fe/ec333/514-interactive-line-chart-plotly-1.png","srcSet":"/static/17e4b722fed12f6847afb1cee89bc6fe/ec333/514-interactive-line-chart-plotly-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/17e4b722fed12f6847afb1cee89bc6fe/21b1a/514-interactive-line-chart-plotly-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a243df9f-7fab-5c88-8ad9-746cce3a82e2","name":"514-interactive-line-chart-plotly-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6fa45460b565cb223d7a6ad30bed375b/ec333/514-interactive-line-chart-plotly-2.png","srcSet":"/static/6fa45460b565cb223d7a6ad30bed375b/ec333/514-interactive-line-chart-plotly-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6fa45460b565cb223d7a6ad30bed375b/21b1a/514-interactive-line-chart-plotly-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cbfcb4c7-f7c7-5a53-9042-e38ae1679f99","name":"514-interactive-line-chart-plotly-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7351d10a6e1e9f71ac3fafbb19066bdc/ec333/514-interactive-line-chart-plotly-3.png","srcSet":"/static/7351d10a6e1e9f71ac3fafbb19066bdc/ec333/514-interactive-line-chart-plotly-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7351d10a6e1e9f71ac3fafbb19066bdc/21b1a/514-interactive-line-chart-plotly-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"56eabf2f-20cf-5e57-9f55-a7c3f3c0d94e","name":"515-intro-pca-graph-python-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/83646b0858a2c965284894aa888cf081/ec333/515-intro-pca-graph-python-1.png","srcSet":"/static/83646b0858a2c965284894aa888cf081/ec333/515-intro-pca-graph-python-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/83646b0858a2c965284894aa888cf081/21b1a/515-intro-pca-graph-python-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9cdd7fe9-c82a-5832-9805-d6719b2dd0c2","name":"515-intro-pca-graph-python-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/830439049414b37d6b3309d457113177/ec333/515-intro-pca-graph-python-2.png","srcSet":"/static/830439049414b37d6b3309d457113177/ec333/515-intro-pca-graph-python-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/830439049414b37d6b3309d457113177/21b1a/515-intro-pca-graph-python-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b883d85-54a9-5b4d-bea0-67215406d9f6","name":"520-interactive-barplot-with-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5c0dcc0d5ff9bc1202feddb75d7b7e9f/ec333/520-interactive-barplot-with-plotly.png","srcSet":"/static/5c0dcc0d5ff9bc1202feddb75d7b7e9f/ec333/520-interactive-barplot-with-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5c0dcc0d5ff9bc1202feddb75d7b7e9f/21b1a/520-interactive-barplot-with-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"78fc8652-4ae9-5da9-aa71-a1c9fb6ac971","name":"515-intro-pca-graph-python-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6d004173952f523438280aa608b09261/ec333/515-intro-pca-graph-python-3.png","srcSet":"/static/6d004173952f523438280aa608b09261/ec333/515-intro-pca-graph-python-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6d004173952f523438280aa608b09261/21b1a/515-intro-pca-graph-python-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2576cded-fec8-5cfd-a707-6eeb82ac9e51","name":"51_Horizontal_violinplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2a1231873b49c4e8f1f361b8aea090d1/ec333/51_Horizontal_violinplot_Seaborn.png","srcSet":"/static/2a1231873b49c4e8f1f361b8aea090d1/ec333/51_Horizontal_violinplot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2a1231873b49c4e8f1f361b8aea090d1/21b1a/51_Horizontal_violinplot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e89c13a9-b05c-5ae7-9c57-8dc32487ab22","name":"522-plotly-customize-title","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/965839dc1de46a715c3d8a00066107ad/ec333/522-plotly-customize-title.png","srcSet":"/static/965839dc1de46a715c3d8a00066107ad/ec333/522-plotly-customize-title.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/965839dc1de46a715c3d8a00066107ad/21b1a/522-plotly-customize-title.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b8890a6-07d8-5d15-aaab-be32b47e0e1a","name":"523-plotly-add-annotation-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/02c5dcf8453add26919edf69975f8d90/ec333/523-plotly-add-annotation-2.png","srcSet":"/static/02c5dcf8453add26919edf69975f8d90/ec333/523-plotly-add-annotation-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/02c5dcf8453add26919edf69975f8d90/21b1a/523-plotly-add-annotation-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4997fb80-dd63-5dc3-a57d-e6ef61b285a4","name":"523-plotly-add-annotation","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4a3af1b17754b9964b03ddeef080a495/ec333/523-plotly-add-annotation.png","srcSet":"/static/4a3af1b17754b9964b03ddeef080a495/ec333/523-plotly-add-annotation.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4a3af1b17754b9964b03ddeef080a495/21b1a/523-plotly-add-annotation.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7758832a-e868-5750-b2a2-c0715c6e316a","name":"524-area-over-flexible-baseline_square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c06b980df6bc63536a515e5ad6692f30/ec333/524-area-over-flexible-baseline_square.png","srcSet":"/static/c06b980df6bc63536a515e5ad6692f30/ec333/524-area-over-flexible-baseline_square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c06b980df6bc63536a515e5ad6692f30/21b1a/524-area-over-flexible-baseline_square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4333c23f-874d-5177-bca9-759e11eb56a5","name":"527-introduction-to-histogram-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f655ece1385379eda0a39c6d6149445d/ec333/527-introduction-to-histogram-with-pandas.png","srcSet":"/static/f655ece1385379eda0a39c6d6149445d/ec333/527-introduction-to-histogram-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f655ece1385379eda0a39c6d6149445d/21b1a/527-introduction-to-histogram-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ea919557-d568-59b4-8f1a-654f1424f302","name":"525-line-chart-log-transform","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAABWklEQVR42qVU13KEMAzk/3+UAYdDbnJRcUIZwjVyM9kXNJbWu9iSu/YKeo/2Bl37BzpVlRNUNec8jmPf98MwGGP6vh/H8ShgFl3LFnIIAQC8926F9x4AzIppmowxwzBM0+Scs9Z650PwXzeYAVS1M8YQkYgQEa84LGymtmBPsdhYLJYYo4h0zrla65Y+eeNzwLJYzZVuIcdcVQURFzIiElFr7RC5E9x/T2NemMTSmopqSmkhb5/tes5XdQSi6hL5TCq/BTnnXZmZ35Ez8Rxrocfdd/KFciwEWHgV1M/JLGJTjYXO/fWCfLatu1WZYyn89iBeK6u2kMmlyuvKR+SttLIAVqz8cNrt2rYIZ1bAyqLPV/WHcsSl45hZ12Y6GuthZs4tuHcYEWFKJWfnXEqplIKIzrlSSghhnmdE3BYBoKwAAGvt3Tw/OwQARHwukGMk//UYXOSu36Af8jfUsZxhyf9m8wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/adfc74e63ec038be86c81db998b18a84/ec333/525-line-chart-log-transform.png","srcSet":"/static/adfc74e63ec038be86c81db998b18a84/ec333/525-line-chart-log-transform.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/adfc74e63ec038be86c81db998b18a84/21b1a/525-line-chart-log-transform.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b97544a-f9b4-5790-b507-efce87c92198","name":"528-customizing-histogram-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3f9246a3145526756ec6a9babbcdf24c/ec333/528-customizing-histogram-with-pandas.png","srcSet":"/static/3f9246a3145526756ec6a9babbcdf24c/ec333/528-customizing-histogram-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3f9246a3145526756ec6a9babbcdf24c/21b1a/528-customizing-histogram-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b88ac61e-10c7-59f4-a979-10f64aa209d3","name":"529-multi-group-histogram-pandas-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/07acdd350c2078f7b263e0ce93abe9b2/ec333/529-multi-group-histogram-pandas-1.png","srcSet":"/static/07acdd350c2078f7b263e0ce93abe9b2/ec333/529-multi-group-histogram-pandas-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/07acdd350c2078f7b263e0ce93abe9b2/21b1a/529-multi-group-histogram-pandas-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b5e58123-814c-5780-9d1a-de67ef1b7290","name":"52_Custom_violinplot_Appearance_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/273d39ff42a95083ef925401c71dc87f/ec333/52_Custom_violinplot_Appearance_Seaborn1.png","srcSet":"/static/273d39ff42a95083ef925401c71dc87f/ec333/52_Custom_violinplot_Appearance_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/273d39ff42a95083ef925401c71dc87f/21b1a/52_Custom_violinplot_Appearance_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"577b8674-ea2c-56dd-a49a-f7255db8e480","name":"52_Custom_violinplot_Appearance_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9949202ced3a271d6d4c67c5727770c5/ec333/52_Custom_violinplot_Appearance_Seaborn3.png","srcSet":"/static/9949202ced3a271d6d4c67c5727770c5/ec333/52_Custom_violinplot_Appearance_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9949202ced3a271d6d4c67c5727770c5/21b1a/52_Custom_violinplot_Appearance_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7b4cf9f3-6dd2-5ecf-b428-6f122d90b52d","name":"531-customizing-linecharts-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a033ff057afb6ec52a44f0c95861d03b/ec333/531-customizing-linecharts-with-pandas.png","srcSet":"/static/a033ff057afb6ec52a44f0c95861d03b/ec333/531-customizing-linecharts-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a033ff057afb6ec52a44f0c95861d03b/21b1a/531-customizing-linecharts-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7512dbc0-69a4-56d0-b53d-d370f9b47c3d","name":"530-introduction-to-linechart-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cbaf43abbaaa83990284760a73d2446f/ec333/530-introduction-to-linechart-with-pandas.png","srcSet":"/static/cbaf43abbaaa83990284760a73d2446f/ec333/530-introduction-to-linechart-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cbaf43abbaaa83990284760a73d2446f/21b1a/530-introduction-to-linechart-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6fffa8c8-a9f2-5d68-a17e-c4d1421e7502","name":"533-introduction-boxplots-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA00lEQVR42rWUyY7EIAxE8//fmWNQFOwy8eCYUTe5sbQmrakbKh62vLCUqfytkbuUL3TDVyN3zzmv6xpCuHpy9xdsZsysqmejCreWqjLzC66HbmIAzKxrpZQWdz+OYwSLyAwupeScn8OTyDHGkXXD+lZrM3MkYkBE+nAIYVQwocN/xBRg6sNENMpNAL/MLAP4c8EiUSQi5hkM4DzPblWI6EPBnrfK3SfPf5iweiOl5O7t6O/7LiJdC8BSV0pE2q1Q1W3bai9a9448UQiBmf/zM3gG/wJtFZ+IO1NWXgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/c2e702745bc7814e7e349573a148503e/ec333/533-introduction-boxplots-matplotlib.png","srcSet":"/static/c2e702745bc7814e7e349573a148503e/ec333/533-introduction-boxplots-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c2e702745bc7814e7e349573a148503e/21b1a/533-introduction-boxplots-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"51bc2aca-6283-5d99-95f3-c81b9901a9c4","name":"532-linecharts-mutliple-groups-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/732823b7907c3a68e24aee3ce68c74a8/ec333/532-linecharts-mutliple-groups-with-pandas.png","srcSet":"/static/732823b7907c3a68e24aee3ce68c74a8/ec333/532-linecharts-mutliple-groups-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/732823b7907c3a68e24aee3ce68c74a8/21b1a/532-linecharts-mutliple-groups-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0fb96eb7-49cd-5742-89db-f2b36121b7a6","name":"536-customizing-scatter-plots-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e33b052b1b16d697e4d7772fb51ef34b/ec333/536-customizing-scatter-plots-with-pandas.png","srcSet":"/static/e33b052b1b16d697e4d7772fb51ef34b/ec333/536-customizing-scatter-plots-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e33b052b1b16d697e4d7772fb51ef34b/21b1a/536-customizing-scatter-plots-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"41028878-8022-5f50-84f6-a535d7b263b4","name":"535-introduction-to-scatter-plot-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ef32b94fa7ee885035ac800ef6db93a3/ec333/535-introduction-to-scatter-plot-with-pandas.png","srcSet":"/static/ef32b94fa7ee885035ac800ef6db93a3/ec333/535-introduction-to-scatter-plot-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ef32b94fa7ee885035ac800ef6db93a3/21b1a/535-introduction-to-scatter-plot-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61c61cbb-502d-5701-905b-39fca2e6e8b1","name":"538-introduction-to-barplot-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ca164b641801b0f1479479ebeb0bfed9/ec333/538-introduction-to-barplot-with-pandas.png","srcSet":"/static/ca164b641801b0f1479479ebeb0bfed9/ec333/538-introduction-to-barplot-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ca164b641801b0f1479479ebeb0bfed9/21b1a/538-introduction-to-barplot-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"856be492-45bf-54d0-858f-27b728e3cd90","name":"537-scatter-plots-grouped-by-color-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2d23b4e60c123c4627f9559dd7f8636d/ec333/537-scatter-plots-grouped-by-color-with-pandas.png","srcSet":"/static/2d23b4e60c123c4627f9559dd7f8636d/ec333/537-scatter-plots-grouped-by-color-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2d23b4e60c123c4627f9559dd7f8636d/21b1a/537-scatter-plots-grouped-by-color-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7f168a3-3fed-56e2-959a-4f0d1c84f1df","name":"53_Custom_violinplot_color_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAADB0lEQVR42rWUW2tcVRTH80V88MFv4LPPfgAf9MkXW198EsQH8cVSCIIXrBTRQtMiCFWJCs0F1NAkNDGdNmmaGZu5JDNzMjPnts91n1syMz/ZezKTW7EIdsOfc2Gd31prr/8+U/zPa+qFAYuiTxRlxHH+nyVlznB4DqhedrsBphk+V5YVYRguj7d3se0IywoZHhOnRtUVBIHEtmMc5/nyRELLENye/QPbDnFdeRYIQ+I405lUxmdJgUbVRBpYbXR555MbGB0f4UoGZ4GQJIVu5zxIZT84cKlUGnheimkGBH7Ko+06r79/naYh8IRkMDgF7PePiKJUl+840UTqOfATKtU2d+aWCf1EA5O4YO7eJq9e+oLS9h5xmDEYDEbAPM8RQpBlRzr4dHWmFRIHOYtrO3x041csK9AtyzBjemaRl9/4mO9+uU8WFxz1j4FpmtLtdiiKAb1eMNn48X6FQjIzv867X/1MuWro/bOtgMuf3uGVt67y4TfzyEDSH7ecZTmG0dZDUaBOx6FeNxAiwXUjTNPnyveLvD09w9xfTwk9SRwkXL25wEtvTvPt7H1ymZ9UmGUZ7XaLJD3EEymPHu+ytFLC9zM9vepejw9uLnDp8x+49fsWwvIJw5yVjQqvvXeN8u6BHtJkKCP/DMnSQ9oti+WHu8wtb1JvdHR7Zs/js5/ucfnrWZZKVQIhdSfNtsuXt+9qq7lufNaH/X4f34tY3azx58Mavy09YO1Ji8ZehzQuWNooc+XWXVx79LFwY4yOy+raJq4TXQQOhwOCIGZ9q34MLLG+06TZMgn8jL+rBj8urOjWTGt0MgzD4UFpW98riw3PGztNDzkwHJZLT5lf3WK/2dODUe0pY5crDYRIdYuOMzJ7uVx/NlCZMgwThJuwU9ljbeMJvj4Vox/B+Oip+xOFp3x7YQ+PkDIjCBKEUAFqkql+VvJ9Jal18k7iebG+qtgLLY+Xbdv0er1JgKq+1WpRq9UIw3AS5/s++/v7SCn//Y+tQONzOV4qgYImSXImTrljnHgM/AcMi9eKrfOmsQAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/94508d7162c1c078edc22bfec5d8a583/ec333/53_Custom_violinplot_color_Seaborn1.png","srcSet":"/static/94508d7162c1c078edc22bfec5d8a583/ec333/53_Custom_violinplot_color_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/94508d7162c1c078edc22bfec5d8a583/21b1a/53_Custom_violinplot_color_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12583ae5-114c-5584-8d1d-190e3cc7da27","name":"539-customizing-barplot-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/71c736166270501d340ee04589702889/ec333/539-customizing-barplot-with-pandas.png","srcSet":"/static/71c736166270501d340ee04589702889/ec333/539-customizing-barplot-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/71c736166270501d340ee04589702889/21b1a/539-customizing-barplot-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6503fb9a-d1f2-57c7-9571-0243314e71a1","name":"53_Custom_violinplot_color_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ca37e22d2c7f6197d9ce4e37c01de0fe/ec333/53_Custom_violinplot_color_Seaborn2.png","srcSet":"/static/ca37e22d2c7f6197d9ce4e37c01de0fe/ec333/53_Custom_violinplot_color_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ca37e22d2c7f6197d9ce4e37c01de0fe/21b1a/53_Custom_violinplot_color_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"726dfa46-b101-5f1f-9cc3-1ffaa92557dd","name":"53_Custom_violinplot_color_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/be42eb2a29aa0c60f1d20d83fcbbba55/ec333/53_Custom_violinplot_color_Seaborn3.png","srcSet":"/static/be42eb2a29aa0c60f1d20d83fcbbba55/ec333/53_Custom_violinplot_color_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/be42eb2a29aa0c60f1d20d83fcbbba55/21b1a/53_Custom_violinplot_color_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"58bf4328-2561-5a62-8798-610ee97c00aa","name":"53_Custom_violinplot_color_Seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/511e78aca1407f829ca79081f60137a3/ec333/53_Custom_violinplot_color_Seaborn4.png","srcSet":"/static/511e78aca1407f829ca79081f60137a3/ec333/53_Custom_violinplot_color_Seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/511e78aca1407f829ca79081f60137a3/21b1a/53_Custom_violinplot_color_Seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"21202573-1761-51cc-81ce-11a3f71cf567","name":"540-barplots-grouped-by-color-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAADWklEQVR42n2SzW8bRRjGVyBa6lIqkbZWoQEuCJC4IUpACBK1gUM58KcgmraJY7uq26Y5IE5NQBGHJuIQmw9F4kYqcaASn3WSliTUjpvE69049n7N7Hh3dmbeGbT+iDhYPHr00yPtPrO7776a6knwSPAIBGsRvP14yzR0Q6+WS//U9F29uqNXd3a3K7XqLmdUcCaEAABNShk3BbiEBkIRBoRJC3O3BTYRTcQcIjq2feYG4HNocWi1Wo7jaN3HMhr8kVPFCXE/o4ppUczKlQwUs7CSlR2uZKGYlb+lxL1L8q8pKahPWlq9Xrdsx7XqO1df2Rs/bkwm9yYGjFTSTJ0wUqfM2CfM1Elj4qSZSbL519mdV/l3w5z6CBPNdV0SEGSj3POZySfHss+Mpw9fzhwdzzx9JZNo+8iVbGJ88qlLN09fpTgA4MA5APi+331tzvjG8mZ5eevRcql8N2ZpuRz7bpePfipt/VwBDgJAtkUI6X2zEEEQxAFAKSlASCmhrW6Qsl2L7+xTJpYBxGKoITr0mxw3YndDTBk6IrBl6EjqEd/XOGcCJAtx8O0bKp+Ewkuq8AIUXpQxB9vhDBQGZWEQ8oMwN8DnkvDlMVh4zXcbWrVare/vN+v1wrlPFt8cyb/zUf7sufzQh/mz5/NDo3F4ezQ/NLr41vkfRi7QP2f4wzm+OsvX55FraxLiJaGt6KsL39x+d352ZGHm/YWZ4TY/WJgd7vL2e3e+/niRhRyU7DswrBQXgnYoJQOIAKLe4CAeFXDBIwlcAic+OVhPEQRhZ09lh1IJOOj1ylL2mzanwf3P1dqUWJ1Wa7fE6rRcnYaVKXjwhRQUpOpfbjYbjushp2Heetm5lrBuDDi5Z63rz9nXj1u5Y9b0GXtLt3WP0ShiDEDEf0fEByGENMuysI89y7t2eiL1xKeZo2OThz5LJ8bShy+mj1zMJMZShy7nTmUDL5BKEpdiJwxpGIZhXD5Yz7WlB+tLG38vrf+HGzG/f7j54wanTClV//X36i/3NiuVcqlkGEavzLkf+BFEAQs6pILG5JQDD6LQ9VzHRdiquPslvban61XTNLtlxlgYhBhhjLCPfYww8hBGuKbXtiuPTcNECHmuh5Dvetj3sdeWpv5XhBDbtimlfa/+C+2U6L65Xl8MAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/064666c28c0f3da82eda6a22f0802a3c/ec333/540-barplots-grouped-by-color-with-pandas.png","srcSet":"/static/064666c28c0f3da82eda6a22f0802a3c/ec333/540-barplots-grouped-by-color-with-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/064666c28c0f3da82eda6a22f0802a3c/21b1a/540-barplots-grouped-by-color-with-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cead5a47-7ad1-5979-90e3-54af1b2e33f7","name":"542-custom-boxplots-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAz0lEQVR42u2S0Q7BMBiF9/5vIsgSL+CGRIyNbqGGqg3RbV1m2tmCTlI3IkWExI0v5/bknJz/18oP0P7m75qF1CuzuKMUojyJ8ix1EkoUyUJG7ULWA37fwD0D983lMT8qkjOeFDlHMwAhpJQSSRxHjjltAK/WdevWXG+73mIVRWEgoZTOpi7Z+tohS4vigBdjhBBjLJHwjLk21g1UaY2qnUm9Cckm3O/TnYQx5nnLgKwf1k4pHzpr2/KB6YPBSl37ZtZ3Ec9OdZ38qv9v/9x8AcR3mYhefSuBAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/a1d96851fea92ef0ed6fbe7d6d2bac12/ec333/542-custom-boxplots-matplotlib.png","srcSet":"/static/a1d96851fea92ef0ed6fbe7d6d2bac12/ec333/542-custom-boxplots-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a1d96851fea92ef0ed6fbe7d6d2bac12/21b1a/542-custom-boxplots-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fc2cdfe2-948e-5fdf-9d21-89bfc5db9d77","name":"541-waffle-chart-with-additionnal-grouping","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9b6216f0ef9198d06e08154e2e5c37f7/ec333/541-waffle-chart-with-additionnal-grouping.png","srcSet":"/static/9b6216f0ef9198d06e08154e2e5c37f7/ec333/541-waffle-chart-with-additionnal-grouping.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9b6216f0ef9198d06e08154e2e5c37f7/21b1a/541-waffle-chart-with-additionnal-grouping.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ccf55665-359a-5e9e-90f9-29186370bf03","name":"54-grouped-violinplot-Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3e42a5baf3dbdd8406384bfaffdc0aec/ec333/54-grouped-violinplot-Seaborn2.png","srcSet":"/static/3e42a5baf3dbdd8406384bfaffdc0aec/ec333/54-grouped-violinplot-Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3e42a5baf3dbdd8406384bfaffdc0aec/21b1a/54-grouped-violinplot-Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e7ef359f-edd5-5494-9592-c4eaebbfc08f","name":"547-stacked-barplots-with-pandas-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/56846884b02e6f776ae084d19519a357/ec333/547-stacked-barplots-with-pandas-1.png","srcSet":"/static/56846884b02e6f776ae084d19519a357/ec333/547-stacked-barplots-with-pandas-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/56846884b02e6f776ae084d19519a357/21b1a/547-stacked-barplots-with-pandas-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8142bf66-27c1-53e0-ac92-43b2f9fa9186","name":"547-stacked-barplots-with-pandas-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/14bf1c44e0bfd3eda6f078bf9d667c82/ec333/547-stacked-barplots-with-pandas-2.png","srcSet":"/static/14bf1c44e0bfd3eda6f078bf9d667c82/ec333/547-stacked-barplots-with-pandas-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/14bf1c44e0bfd3eda6f078bf9d667c82/21b1a/547-stacked-barplots-with-pandas-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"62c25ed2-aa77-5135-9aa2-0f8eb628a31d","name":"543-grouped-boxplots-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/94cceb63bc735bec3f4b4e763bc8eb46/ec333/543-grouped-boxplots-matplotlib.png","srcSet":"/static/94cceb63bc735bec3f4b4e763bc8eb46/ec333/543-grouped-boxplots-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/94cceb63bc735bec3f4b4e763bc8eb46/21b1a/543-grouped-boxplots-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a52c72c-a6cd-596e-9e5f-059b05803c8d","name":"54_Grouped_violinplot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/042aa0957c5b2847a5d96cf3e35cbf08/ec333/54_Grouped_violinplot_Seaborn.png","srcSet":"/static/042aa0957c5b2847a5d96cf3e35cbf08/ec333/54_Grouped_violinplot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/042aa0957c5b2847a5d96cf3e35cbf08/21b1a/54_Grouped_violinplot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"87ede479-c9e5-5c72-ace9-8ddf154fb0d3","name":"548-intro-candle-stick-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ffc9950947f23a7774f7e948a958c9e6/ec333/548-intro-candle-stick-matplotlib.png","srcSet":"/static/ffc9950947f23a7774f7e948a958c9e6/ec333/548-intro-candle-stick-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ffc9950947f23a7774f7e948a958c9e6/21b1a/548-intro-candle-stick-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b2301b2-265a-5428-9188-1dc7db3e290a","name":"549-candle-stick-with-moving-average","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a967a8cd965f7ec78f4628b5a22bcbe2/ec333/549-candle-stick-with-moving-average.png","srcSet":"/static/a967a8cd965f7ec78f4628b5a22bcbe2/ec333/549-candle-stick-with-moving-average.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a967a8cd965f7ec78f4628b5a22bcbe2/21b1a/549-candle-stick-with-moving-average.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a6687251-2a4e-5379-b561-cb91846c536c","name":"551-student-t-test-visualization-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c6babbf9d85e9084d6ab65ee96dbf2fb/ec333/551-student-t-test-visualization-1.png","srcSet":"/static/c6babbf9d85e9084d6ab65ee96dbf2fb/ec333/551-student-t-test-visualization-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c6babbf9d85e9084d6ab65ee96dbf2fb/21b1a/551-student-t-test-visualization-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"301b98ff-51b6-5075-9d58-a706734ad9a2","name":"551-student-t-test-visualization-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1c417f3562823141207ecde33ff8e8ae/ec333/551-student-t-test-visualization-2.png","srcSet":"/static/1c417f3562823141207ecde33ff8e8ae/ec333/551-student-t-test-visualization-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1c417f3562823141207ecde33ff8e8ae/21b1a/551-student-t-test-visualization-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12126e81-6e83-514e-8a87-a6210a127d35","name":"552-table-combined-with-plot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/05266036dd613c43e7fd608844edc6f5/ec333/552-table-combined-with-plot.png","srcSet":"/static/05266036dd613c43e7fd608844edc6f5/ec333/552-table-combined-with-plot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/05266036dd613c43e7fd608844edc6f5/21b1a/552-table-combined-with-plot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"11384f24-e620-5e99-bed4-aa8a6dbf0bbb","name":"553-intro-candle-stick-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/292fe96bfb58d1d0a5fc626da12c5938/ec333/553-intro-candle-stick-plotly.png","srcSet":"/static/292fe96bfb58d1d0a5fc626da12c5938/ec333/553-intro-candle-stick-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/292fe96bfb58d1d0a5fc626da12c5938/21b1a/553-intro-candle-stick-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b4b6c121-5f15-576f-8de6-e66570bd2399","name":"554-custom-candle-stick-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5bd1befcc337316581e88a52037a295b/ec333/554-custom-candle-stick-plotly.png","srcSet":"/static/5bd1befcc337316581e88a52037a295b/ec333/554-custom-candle-stick-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5bd1befcc337316581e88a52037a295b/21b1a/554-custom-candle-stick-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5d8331ed-c20e-57f4-ae02-20926cffc352","name":"555-candle-stick-with-moving-average-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9e631987315a6c2f8c5b5c8d8f9ba617/ec333/555-candle-stick-with-moving-average-plotly.png","srcSet":"/static/9e631987315a6c2f8c5b5c8d8f9ba617/ec333/555-candle-stick-with-moving-average-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9e631987315a6c2f8c5b5c8d8f9ba617/21b1a/555-candle-stick-with-moving-average-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"47bc7327-8311-593d-814a-b715618b7324","name":"556-visualize-linear-regression-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f9728ce4e236dc0b3c240e42b4c83340/ec333/556-visualize-linear-regression-1.png","srcSet":"/static/f9728ce4e236dc0b3c240e42b4c83340/ec333/556-visualize-linear-regression-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f9728ce4e236dc0b3c240e42b4c83340/21b1a/556-visualize-linear-regression-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8c2f7223-b560-5562-83d0-9975d7437e08","name":"556-visualize-linear-regression-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/63b67488fd6bf5e7f3687f5682189569/ec333/556-visualize-linear-regression-2.png","srcSet":"/static/63b67488fd6bf5e7f3687f5682189569/ec333/556-visualize-linear-regression-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/63b67488fd6bf5e7f3687f5682189569/21b1a/556-visualize-linear-regression-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a6cb7360-d406-5ac1-bf48-f06507d7d0c7","name":"557-anova-visualization-with-matplotlib-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7ab1015d34ea8aeefec9796d2ff16259/ec333/557-anova-visualization-with-matplotlib-1.png","srcSet":"/static/7ab1015d34ea8aeefec9796d2ff16259/ec333/557-anova-visualization-with-matplotlib-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7ab1015d34ea8aeefec9796d2ff16259/21b1a/557-anova-visualization-with-matplotlib-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cf9ae4ad-47ac-5956-9080-146b91a7f6a2","name":"557-anova-visualization-with-matplotlib-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e08028f4e1b09c0c6a4e3833a84642fd/ec333/557-anova-visualization-with-matplotlib-2.png","srcSet":"/static/e08028f4e1b09c0c6a4e3833a84642fd/ec333/557-anova-visualization-with-matplotlib-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e08028f4e1b09c0c6a4e3833a84642fd/21b1a/557-anova-visualization-with-matplotlib-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"39a12991-ff65-5cc0-97bf-9003c9742220","name":"558-waffle-bar-chart-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/088e809d53e2a12fe11531f2ccbe2f45/ec333/558-waffle-bar-chart-1.png","srcSet":"/static/088e809d53e2a12fe11531f2ccbe2f45/ec333/558-waffle-bar-chart-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/088e809d53e2a12fe11531f2ccbe2f45/21b1a/558-waffle-bar-chart-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c0262be1-489a-5ce4-b9f1-3254e7a7b849","name":"557-anova-visualization-with-matplotlib-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/66a28453f8621705d6356fcafe965571/ec333/557-anova-visualization-with-matplotlib-3.png","srcSet":"/static/66a28453f8621705d6356fcafe965571/ec333/557-anova-visualization-with-matplotlib-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/66a28453f8621705d6356fcafe965571/21b1a/557-anova-visualization-with-matplotlib-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"95f2482c-a883-583c-9a98-f0430ba9c4f7","name":"558-waffle-bar-chart-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/426d93810d39a32999784ed70e002869/ec333/558-waffle-bar-chart-2.png","srcSet":"/static/426d93810d39a32999784ed70e002869/ec333/558-waffle-bar-chart-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/426d93810d39a32999784ed70e002869/21b1a/558-waffle-bar-chart-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0ec8300e-74b1-518b-ab8a-26929e9116a5","name":"55_Specific_order_violinplot_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fca761b0011421ddb566511156b9e586/ec333/55_Specific_order_violinplot_Seaborn1.png","srcSet":"/static/fca761b0011421ddb566511156b9e586/ec333/55_Specific_order_violinplot_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fca761b0011421ddb566511156b9e586/21b1a/55_Specific_order_violinplot_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c38b14fc-f291-5bee-80ff-429c50c3527d","name":"55_Specific_order_violinplot_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1037bb2b03dcadbf167fbc014916f5d2/ec333/55_Specific_order_violinplot_Seaborn2.png","srcSet":"/static/1037bb2b03dcadbf167fbc014916f5d2/ec333/55_Specific_order_violinplot_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1037bb2b03dcadbf167fbc014916f5d2/21b1a/55_Specific_order_violinplot_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"81272ee8-fe04-5bbe-ada1-bfa141ba8152","name":"560-introduction-plottable","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5af143b06b5ebe5e21ee374134f54095/ec333/560-introduction-plottable.png","srcSet":"/static/5af143b06b5ebe5e21ee374134f54095/ec333/560-introduction-plottable.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5af143b06b5ebe5e21ee374134f54095/21b1a/560-introduction-plottable.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2b85c17f-1ab8-5401-a282-b5e27f2b4e70","name":"561-control-colors-in-plottable-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6c301919a91ac2581f54b6df4597401c/ec333/561-control-colors-in-plottable-1.png","srcSet":"/static/6c301919a91ac2581f54b6df4597401c/ec333/561-control-colors-in-plottable-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6c301919a91ac2581f54b6df4597401c/21b1a/561-control-colors-in-plottable-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"01f6d3a5-0620-59b7-a66a-8f29f98d8eab","name":"561-control-colors-in-plottable-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACTElEQVR42o2TbU/bMBSF+/9/wSQ+bELTPiBNgpaQSmwa06aNiRXKaOM2pVFLk7RdyJuTOHH8NiW3pGVDsCPLulbusR4fxy1VSwhRlqUQApacc8ZYs2SMlWUJbVAzxpRSLSmlUgpjjBCK4xi61+u1ZVmEEFguFovJZKKUCsNwOp3OZjPHcSoz7EQpLYqCUlrWgmVdVCPPc0Ly3baiKIQQLYxx9I/CKEoxnq+84ytTuzL169v2pXltOWmCwzDEGCdJQiltqQcxxgAbDhISbxZ43fFKQ/b+2cXehx9oHUGn67qO40gpqzOLWpxzyAzEOF3hRDMWmrFoX08PeiZahVWWQhBC0jStzGADNTWE6SV552Z+PJh3x07bsI1loJRkjMkHbbE553meN9gxuZ+HXne81JB9cD54fdZrsH3f32KDOOeUUjBLqSgjbhSfIPt4eHd4OXl3PjRqbClllmVxHL+M3b6ZdwZzffQSthBig60q7LxM7SjUkaOPnKP+7ZvPl2gVQGeapr7vVz/JM2YnisB82L/d/9JH6xA68zzfmJ/FJp1BlbaO7I7h7GLD4R8FVhTFJm0ILI41wz5B9lF/+vbbDWBLpbaB7V5VlmXNVSVFuAgDfeTq5vL9T7R3+h1+korI8yzL+l/s7sh+Ou2mgif9cM+SC7rCqWbY2vCu/cs66Jlwz0JKQghE++hhYIwb7CD7PQs8fbzsDO/2P1286n4dLv36q4In/ci8K1nPQUZPTffUdD9OlvrImdxvt4b5afNmCylLITaDCyHlXw1/AONya88rBSytAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/f20ae901b4b82ec9d35b8cd192979653/ec333/561-control-colors-in-plottable-2.png","srcSet":"/static/f20ae901b4b82ec9d35b8cd192979653/ec333/561-control-colors-in-plottable-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f20ae901b4b82ec9d35b8cd192979653/21b1a/561-control-colors-in-plottable-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4fa877cc-3b1f-5e2e-805c-9011b3bf1350","name":"561-control-colors-in-plottable-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3c715b96271d13bdb8ca8f0af4c1a2a6/ec333/561-control-colors-in-plottable-3.png","srcSet":"/static/3c715b96271d13bdb8ca8f0af4c1a2a6/ec333/561-control-colors-in-plottable-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3c715b96271d13bdb8ca8f0af4c1a2a6/21b1a/561-control-colors-in-plottable-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aff804eb-6943-5d7d-ba98-90c3aa9a58de","name":"561-control-colors-in-plottable-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a772033c2703ff98385dbaaadfb7dff0/ec333/561-control-colors-in-plottable-4.png","srcSet":"/static/a772033c2703ff98385dbaaadfb7dff0/ec333/561-control-colors-in-plottable-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a772033c2703ff98385dbaaadfb7dff0/21b1a/561-control-colors-in-plottable-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19708990-412e-5075-9efe-93f65ecf7606","name":"561-control-colors-in-plottable-5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9ceacdb18d07b38208ff02955c7ccda4/ec333/561-control-colors-in-plottable-5.png","srcSet":"/static/9ceacdb18d07b38208ff02955c7ccda4/ec333/561-control-colors-in-plottable-5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9ceacdb18d07b38208ff02955c7ccda4/21b1a/561-control-colors-in-plottable-5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a94890c9-cd99-5fc6-ba5b-73ce2d044eaa","name":"562-add-images-in-plottable-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7f3c5210e6aebf2a3b6b85028cb3f3a3/ec333/562-add-images-in-plottable-2.png","srcSet":"/static/7f3c5210e6aebf2a3b6b85028cb3f3a3/ec333/562-add-images-in-plottable-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7f3c5210e6aebf2a3b6b85028cb3f3a3/21b1a/562-add-images-in-plottable-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"80bcad5d-bc4d-598e-a373-60a101e29e62","name":"562-add-images-in-plottable-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/af4e05cfbb81a903802270270e4fb1ce/ec333/562-add-images-in-plottable-1.png","srcSet":"/static/af4e05cfbb81a903802270270e4fb1ce/ec333/562-add-images-in-plottable-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/af4e05cfbb81a903802270270e4fb1ce/21b1a/562-add-images-in-plottable-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a615db88-0192-59c3-88b8-5721223a76ab","name":"563-graph-in-plottable-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9cfd4d3bfaa13f4e52ffa31837eae305/ec333/563-graph-in-plottable-1.png","srcSet":"/static/9cfd4d3bfaa13f4e52ffa31837eae305/ec333/563-graph-in-plottable-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9cfd4d3bfaa13f4e52ffa31837eae305/21b1a/563-graph-in-plottable-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bcd120b8-0e58-596a-b713-ba4d8bbef9b6","name":"563-graph-in-plottable-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/24171f0871f187c1773c6600ee0509e7/ec333/563-graph-in-plottable-3.png","srcSet":"/static/24171f0871f187c1773c6600ee0509e7/ec333/563-graph-in-plottable-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/24171f0871f187c1773c6600ee0509e7/21b1a/563-graph-in-plottable-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6f8d4f05-54f6-53e6-a5ca-1a3b33ecba2b","name":"563-graph-in-plottable-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/62845f141c5bc2750d812aed59406938/ec333/563-graph-in-plottable-2.png","srcSet":"/static/62845f141c5bc2750d812aed59406938/ec333/563-graph-in-plottable-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/62845f141c5bc2750d812aed59406938/21b1a/563-graph-in-plottable-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2d87d93c-a609-5b10-ac31-48038d372137","name":"563-graph-in-plottable-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/74685c883f7dbb9f5a603592a4112de2/ec333/563-graph-in-plottable-4.png","srcSet":"/static/74685c883f7dbb9f5a603592a4112de2/ec333/563-graph-in-plottable-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/74685c883f7dbb9f5a603592a4112de2/21b1a/563-graph-in-plottable-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19a5d1a7-67d8-526c-8738-e5d08546d8c7","name":"563-graph-in-plottable-5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAC4UlEQVR42q1US2tUSRS+/1FmIa4GBgTd68KBUURQEUVwIeJiGFHQRSD4iImimPQkM4MzBmPS3Zrbnc7t531V3VvvOqeqhtudxUTcOR9nU4/vVJ3vO5wofAei7yV77ymlVVV570MIAJBlmRBicaOu6zRNpZSLpda6KIojMiBagMHh4cFgYKxFRCF4t703GiYA4L2fTqftTrfIc0R06OqqHg5HCIiIUVnkJE8ZJYwSUhaEVpQpoYAJQwgtCanrWnDGOCdlmeVZXmSEllmWVpRG0NuUK1fU2zvyxWXo/xm8hnjJ9pah/9RbHkJg2aiztcrLzAX3cPvC/e0z9/45vdy9TimJkIxs7w97+MHGW1gk3gGQGGkPyRePtpHASDH+DJw47zuzjd3Zq53pWifdlFJGUGdm0jGzfTOLmzrAgqpBVdiU5dA5qwQjqXUewHamBx9H+58mPcaVViqC/ZZ4+ot8dUO+vhkcel3a7iPbeeDynSO1s9HOxnNOCvDu/Nq1n1YunFm92CeJFipCo4ATYAXwEgHQOXSIYBAa5eeAIEuHFtExU02K6aSY0orOv51sw3i3ecI7H4LTBKu+b8x3R7ZrOYzb2lilzOOH65IrtGC04ZxHjVSjnTkXG7LMsWgfI1ubZbkxWkp9/+5LzoTWWinFGIvAKCuI1QIQARrvnfdwDBa1wPmpUKKklZxDax1BvCmWzkFvayFPI9jer67qLQoJIYh8uPvXutIGEU/8fOvHa/eE4For2jRJnZrkI7DcheC8R9DAZ2iVC6ERr/FOG60AnQV48/7zxnbf6mB1UNJEQMf24L0dfDDxlhn87axCMUM+xTpBWfoQjGRkHBvJ0GFZt/J6LclWkuxFxUYRxL+LZ5fkm9ty9ap6d9fzif3yxO4vmfZvOLdaFONua5mniQu+9ens+t4PrfapVvvk4WQzCh4D6oDWowlNP/rjMYdb7AdAA6gX4Rx+cxh8Tf5Pmv9vkvwLrMplOQYSVM8AAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/3d8d25e53e45b5d25b8faa0470ac6786/ec333/563-graph-in-plottable-5.png","srcSet":"/static/3d8d25e53e45b5d25b8faa0470ac6786/ec333/563-graph-in-plottable-5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3d8d25e53e45b5d25b8faa0470ac6786/21b1a/563-graph-in-plottable-5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5f107e73-758e-51fe-9c2b-34f014e34132","name":"58_Number_of_obs_on_violinplot_seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAADGUlEQVR42rWU/WscRRjH89+JP4kKNbQqiBGEIlrfSsUXioqaCiJSG2naqLQ2hZpI0MYqmkI5aEqJqOnl5S5J72339mVuZ3Zn35K9+5Td6yW9plgEHXjY2WH4PN/nO8/MCP/xGPnfgGma4fsxQZD869A6ode7D5gvGoak3VYPDcvyaTRclv+uYFkBlqXo3SWO9NWlSKmx7QDHeXi4IsRoOCzMzGHZPsLVw0DoEQRxkcm2/QdGDirmlsIVEberTS68/R7tlsAVml63N1xyGKZFOftBmlbLZXVlEyEirLZEeDGrf61x/sXDGHW7UDwEzLIdfD/CthWO4+9G/i+9mFvrVc5f/h7fS7DaHjLYYWmhxNdPHaTy5yqeSuh2u31gkiQIIYjjHdptOaSubUm0yvix9BsvnTrat8RSCH+bq5PfcOqJJ7lxaQ5PZ3SzrA+MogjDaJGmXUxT9k139S7Q72xzcm6Kxz95luX1KlLEmJbi8vsfMXVglKuff4mjUnoDhXGc0GjU0UFcwIyWoFptIITGdQNMs8Nb337AofEXmCn9jPZSXJWwMHGGyUceZfHiLDK8R2Ecx9TrNXSYEqiU+d9vcvbCFSK9jWNrVjdqjE0cYfTEGF/MT6GcGKESlhf/4Nxzz7O1dpuOF+952O+fXuGhabi8+uE0B49MsLJWR8mItil597txHht/his3rqE6KbYT0KpZ/DJ1rvA1r2SoD7Msw1eadz6b5dDrZxk7dobDx6epVBskusev16/x5uRxhKNxXL8AGC2Hm9eX7nruDwNzuTqI+PT0PAdeOc3oyyc5emKWWq2N9BLK6xtMz/+A8tLioPJDazYdlpZuFfO8xe67KRBF2ziW5I2PL/L0a1+xsWkgvai4js2mS3llAyHCosRcVd7s5fLmg4G5QinDoolLi2VmfioR+Cmm2X8IBlcvn++Fuqdv93m4QxjGeF6I18k9kUgZ9ZPIsL/u6SL21jSdTlB8lYr2lzwYtm1jmubuhlx9rVajUqmglNrd53keW1tbaK3/+cXOQYOeGow8QQ4Nw3BoX94dg8QD4B35rstyvWYzDgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/6adb1e66f67cbc421c3c1311811c71cc/ec333/58_Number_of_obs_on_violinplot_seaborn.png","srcSet":"/static/6adb1e66f67cbc421c3c1311811c71cc/ec333/58_Number_of_obs_on_violinplot_seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6adb1e66f67cbc421c3c1311811c71cc/21b1a/58_Number_of_obs_on_violinplot_seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e38bd035-583e-5292-9cd7-eff4636b28b5","name":"5_custom_space_between_bars","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ef338f5dd2c20b1440b4952187f3cc12/ec333/5_custom_space_between_bars.png","srcSet":"/static/ef338f5dd2c20b1440b4952187f3cc12/ec333/5_custom_space_between_bars.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ef338f5dd2c20b1440b4952187f3cc12/21b1a/5_custom_space_between_bars.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eb027062-1b4b-5cf9-82a6-e136138a414f","name":"5_custom_width_of_bars","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2586738962d97c6ae8ccd50a8d9d505b/ec333/5_custom_width_of_bars.png","srcSet":"/static/2586738962d97c6ae8ccd50a8d9d505b/ec333/5_custom_width_of_bars.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2586738962d97c6ae8ccd50a8d9d505b/21b1a/5_custom_width_of_bars.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"34cf7c63-efa8-5fce-9f80-ceb66f53d644","name":"6_change_texture","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8d92ac4d3f9fae771c380754f97ce53a/ec333/6_change_texture.png","srcSet":"/static/8d92ac4d3f9fae771c380754f97ce53a/ec333/6_change_texture.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8d92ac4d3f9fae771c380754f97ce53a/21b1a/6_change_texture.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a78704a8-91ac-5c1b-a06d-24a00d64239e","name":"70_Basic_density_plot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0fcbf3dc2c9aee3b29778ce8d64abf50/ec333/70_Basic_density_plot_Seaborn.png","srcSet":"/static/0fcbf3dc2c9aee3b29778ce8d64abf50/ec333/70_Basic_density_plot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0fcbf3dc2c9aee3b29778ce8d64abf50/21b1a/70_Basic_density_plot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"38bb1cf6-98f6-5a76-b94f-77283955b326","name":"71_Shaded_density_plot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3c0ea6a8f991471260b4570d8a46be8a/ec333/71_Shaded_density_plot_Seaborn.png","srcSet":"/static/3c0ea6a8f991471260b4570d8a46be8a/ec333/71_Shaded_density_plot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3c0ea6a8f991471260b4570d8a46be8a/21b1a/71_Shaded_density_plot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f6113475-ac4b-503e-9b78-1199b6b69012","name":"73_Control_bandwidth_densityplot_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/43fbe058a8ee6b89985b29d59ac3d984/ec333/73_Control_bandwidth_densityplot_Seaborn2.png","srcSet":"/static/43fbe058a8ee6b89985b29d59ac3d984/ec333/73_Control_bandwidth_densityplot_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/43fbe058a8ee6b89985b29d59ac3d984/21b1a/73_Control_bandwidth_densityplot_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9200456c-5115-53de-af90-bd631dfafe52","name":"72_Horizontal_density_plot_Seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c6c24eefa2c0c6666697c54642a039d1/ec333/72_Horizontal_density_plot_Seaborn.png","srcSet":"/static/c6c24eefa2c0c6666697c54642a039d1/ec333/72_Horizontal_density_plot_Seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c6c24eefa2c0c6666697c54642a039d1/21b1a/72_Horizontal_density_plot_Seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d28b7dc5-3d67-5638-b0c7-e833d8e08a20","name":"73_Control_bandwidth_densityplot_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/780b10236a7fbb2b3d9b76c6318cbced/3f279/73_Control_bandwidth_densityplot_Seaborn1.png","srcSet":"/static/780b10236a7fbb2b3d9b76c6318cbced/f054e/73_Control_bandwidth_densityplot_Seaborn1.png 750w,\n/static/780b10236a7fbb2b3d9b76c6318cbced/3f279/73_Control_bandwidth_densityplot_Seaborn1.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/780b10236a7fbb2b3d9b76c6318cbced/4f03f/73_Control_bandwidth_densityplot_Seaborn1.webp 750w,\n/static/780b10236a7fbb2b3d9b76c6318cbced/d6f60/73_Control_bandwidth_densityplot_Seaborn1.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"76ff6db7-c521-5eb7-ac86-034449b7cc02","name":"74_density_plot_multi_variables","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e70af56026655cbe74907d5a065c0da6/ec333/74_density_plot_multi_variables.png","srcSet":"/static/e70af56026655cbe74907d5a065c0da6/ec333/74_density_plot_multi_variables.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e70af56026655cbe74907d5a065c0da6/21b1a/74_density_plot_multi_variables.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"221c2acd-dc86-50c0-be53-3062b4343b7a","name":"7_custom_axis_name","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/95f837f6049fcc4007828b632ff6385c/ec333/7_custom_axis_name.png","srcSet":"/static/95f837f6049fcc4007828b632ff6385c/ec333/7_custom_axis_name.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/95f837f6049fcc4007828b632ff6385c/21b1a/7_custom_axis_name.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e9c45006-3afa-5d7d-8999-144b3fdc0534","name":"7_custom_label","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1f9671590151762501520634e0fccfba/ec333/7_custom_label.png","srcSet":"/static/1f9671590151762501520634e0fccfba/ec333/7_custom_label.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1f9671590151762501520634e0fccfba/21b1a/7_custom_label.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d6fb9078-2a98-5c40-95be-89a35120bfd7","name":"7_increase_margin","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACRklEQVR42q2UTWsTURSGA/6CorYggm51IboQdKvgLxAEXQoutbZ+rCpUUBc2bkRT+g/sQklKmzTWNBuzEEGrok1NbUiTyWQmX/N95yuvnCQ3pDptovTCzLxchmfec857J4TuUlUViqLAMAzour7nZRg66oqKxKc8Fj5u4Zcgw7FZmxOim2VZaDab8H0fg1ar1XnKGsOJBwmM3VnA0pcS4NlocSC5ajQa/w6cimNsMoalteJOIId6nrc/QOpftVpFi7+9Hw6p2cM4dL0OUVIZTk4lgoGMsf8bym4Oacr1en0g0HZ9vFjNIZzMIp2VcOZhEqMT0eGGojMXDdMGcz34XVuK5eDo3QUcuDGPZ2+zOP/kHQ7djgYPpVar9RxSny5HMjg8EcVserNTKgCNuTg9vYwjkzG8TOdw7vFKMJAPxe06dDwfF8NphK6/wszyOtZFDfGvIn6UVZyaTmLkVhTPUzmcfbSCkfEoFv8EkjMaykz8G67NZTD/IY+rcxkcvPka4cR3XIm8x+j4G0RSG7gUXsWxezHMpjZw4WkKx+/HEP9c2Al0Xbfdw7xYxVpuG1JTg1ht4GdBQFMzIEh1bG6XoWgmipUacgUBim6iUJaxVapA1c1ehkP9U2TMQlkQ2toyTQilUlubpAP2qSo6EJ04BQBt20alUgHPpiRJPR20r2laO25DAwdpAlI69gQWi0XwsHNNJQdp+n9yt7sC+8vs17Is9z7ENTmkPvavv4CiKPYgXBMkSA8smTYdxwHP5iBNR5Ui1+/wN7yT0QubXb2RAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/b86917cda2b700268201b52008fe66cb/ec333/7_increase_margin.png","srcSet":"/static/b86917cda2b700268201b52008fe66cb/ec333/7_increase_margin.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b86917cda2b700268201b52008fe66cb/21b1a/7_increase_margin.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"72f0c164-da25-5c09-9d79-43a49c4ad317","name":"80_bivariate_kernel_density_plot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4ea14e6a13029f998460879ea3e197b7/ec333/80_bivariate_kernel_density_plot2.png","srcSet":"/static/4ea14e6a13029f998460879ea3e197b7/ec333/80_bivariate_kernel_density_plot2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4ea14e6a13029f998460879ea3e197b7/21b1a/80_bivariate_kernel_density_plot2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb327e59-8b2c-54fc-b4d4-25d68cd03641","name":"82_seaborn_jointplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsSAAALEgHS3X78AAADRElEQVR42o1UaY/TSBDN//8d+wkBQkLMjnaAQTAnMJCBORLiXI6Pdrfb7aPtJHaSh6qcSbLHh22pZJfd/arq1avuYLsWiwbzqobJ5hCxRVUtsZjXWC4aqKREIHP2aV9V1TtrmjUOV+fpJUksYlXguuvhjzf3OD4f4uRyhLeXY7x428Pzk0c8DCJ4gYGOC8RxDikzDvyfgFIV+PBliqMzBy/f91uQrb1818er0wFevOvznvuBxIMjMZwmnPG/AKuqgrULhDJHpArI2EJpC0kWF1C6hJA5vEDDCxO4fmvkLxZPNCyxWq1bwNVqBWNKxFxKwSUl2sL1DPwghSEOA43BYIqZG8H3FDw3gusKZFkFpQqEoWHQXckEGMkcSuUIRQZnHGM6S9iX/J2CWTZ6Z19ZmLTic5HIuEkMaK2FMZYPs8UFvCBlYAKlBuyB98bNSdpEqEHzeY3OZrPZZxhlvGk41bjrRxhNNWa+4Wyk3AMSLUTFr5GCH+XoOXLXcc5wWdfI0hKub+BMYpx+nuD7Q8gckpS0LvhJQIFIMXY1vzM9MsfNfYBEFy1gnudccpZWHJUAjz45uLr1ODvK+tt9uMuU9HpYMqnhz/MhU0Md7wghsFwukedzTv22J/D5hw/PNzCJ5SCUEWVx1xfoPobw/BQ6tgwYxRYnl2P4gWkBoyhClqXwRYYvP30cnw1x1Z0xX8Tj9a2H/lDhquvh1ftf+Hjjoj9SzC9pUZsSR2dDHH10EKoCHcputWoQRjlLhUok7ij66fUEZzcunv31yDR8uws4EI3goyPbKtKKp+nkYoTCLvY6JA6JFxK0lAWDfr3zcfF9xtmRyWjf6YmbwA9Tls3x+Yj9etnsdUhkU1aul3CpE1fj9YcBlztyNQeYesmuGaFI2YjDi+4MscpRzf8xKUQ+HSJ9UVd7QwWjLfsEyHo8mBySilAFbvsCSuZ7Ha7X7SwLkfGPaFtavJ2YnqP4WyuXA5HLnO/PQGTM/W70yrJEmlYMQNfYeJZAa8uCpkDEb5KUu29PRvvplkrT9oJg2RzeZcRl0zQcoK7rLbcGxqTQOkFdN3zV0R56kkJoL63NZg0a407rbP52ST75dFApCaUUjDH4P+s3MjndnmqZrJgAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/09ca3360e7578afa8bd2a2b90fa0ca1c/78120/82_seaborn_jointplot1.png","srcSet":"/static/09ca3360e7578afa8bd2a2b90fa0ca1c/78120/82_seaborn_jointplot1.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/09ca3360e7578afa8bd2a2b90fa0ca1c/18bed/82_seaborn_jointplot1.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e896d6f4-4f88-5fd1-a4b1-45fdbee50ca7","name":"82_seaborn_jointplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4ebcc3d60105e0f25fa240702838276c/78120/82_seaborn_jointplot2.png","srcSet":"/static/4ebcc3d60105e0f25fa240702838276c/78120/82_seaborn_jointplot2.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/4ebcc3d60105e0f25fa240702838276c/18bed/82_seaborn_jointplot2.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"45ccf810-1c20-51a8-a152-fd5c87a1661f","name":"82_seaborn_jointplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/68f94b7cb42ecba75c8a60048d5948a6/78120/82_seaborn_jointplot3.png","srcSet":"/static/68f94b7cb42ecba75c8a60048d5948a6/78120/82_seaborn_jointplot3.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/68f94b7cb42ecba75c8a60048d5948a6/18bed/82_seaborn_jointplot3.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"01a68d5e-3c54-5dbd-849e-53d457f04b5c","name":"82_seaborn_jointplot5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/34e9192810f9d5e7599aee0af01daae1/78120/82_seaborn_jointplot5.png","srcSet":"/static/34e9192810f9d5e7599aee0af01daae1/78120/82_seaborn_jointplot5.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/34e9192810f9d5e7599aee0af01daae1/18bed/82_seaborn_jointplot5.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8412d8a8-65ac-5242-b32f-426bd934a373","name":"82_seaborn_jointplot4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsSAAALEgHS3X78AAAD9ElEQVR42o2U248URRTG5x/0xUTjk08mPuiTCQ8+EaMvxHBRSdSIGBMwSsCIoCwBdl1cWLMo7IVZZqZnpufSM32pvld193TP7vxM1yC76IuVnJyqpM9XX3/1ndPg+ZrN5uRFhfJnpIOMXJUUZUVRVahpjjQVRTmnqL/LqhcxPzjk+Gr8swkDhRdLhqsOzQ8NjG+HdC+P6H43pnWuT+vTPta2jzOM8SKJF6Q4IiHPy38BLpabaKowr07oXRxhfGLSOdvHOGdinDV17p4fYJw2Gf4wwd4KsLd83P2IWTn/L8OiyMlkSTyUxGNJMlEkdkYwkIQDRWpnROMUzwzxzRi/GyGMEGGGGlDLlZccHBwuAefzOVGUIUKJCCR+JAkzxf66i7ntEyqFNfXpdIeMLBdrKhhaLoOxQxLn+EJh2/XvV0ca1oCuk+L7Eqsbs3/bpr3u6gs8J0V4UhcuQ+qzEBIZFAg7xXGPASqliCKF8GrAlOk04dmGR78Z0rzrENTMRYrnpTr7YpndKCV1c3w7xRUJRVHRWCwWRwzdBD/LaP5qs/HlgMc/Tej/5WspapY1YB2BVAx2Ah5+PkC0U5zt4MWLa4ZlWRGrXBfv/jzl1okWD78w6f0p8ANJmCrNMkgUVieiuWLjBZKplRCZCmvV1WzzrKSRpikylaRZTn8n4P6FIVde3+HGiRbNVYexEfHbqS7tRz6OnWi29jRZyhNK7YD+NyNsM9SN0HAch6osiVXB5tcD7p3pcfv9NsYTn6jMaG167K7Y3PnA4O6ZPuvnTTpbQrtAJJLEUpiXxthWtAR0HZdExQx2I9ZOdrj+5h4PTvcZtUK2Lo/Z/LjH7j2H9ZMdrr66za33Wuz9YtOuH+2xjwxyehdGdC4OSQeKxmxWcsicwW7I4x8txsOY7iMf0wi5/s4+199ucuW1Hb5/Y4fbHxl090M2PjN58NWQ9qaHigs6p/sYl0fkaXnkw0TlWp8oUxq0ueawcqLFlbeecuPdfe6c6tFrhzhWgu2m7K3YtB56qCDXGk57IcV8fuTDMJBEUmFsetw/1aPzu8u1V57w9KZN656jf7G95mrz168+7cdalvpRxjcdPSyK/BjDOMnYX60LXa1dfy/gj0sjvESxfc2iueZqq3juc4PXLZpI4pFi+kDg+umRDw8ODrSxJ6MY100x2xFO3W6hpL/ts3lxyGQYa5ssu+UIWIYFYpK83Hp5nhPHOUEkEU7Ks7vO0tCBIooz0qLQue7zIKhD6X0dSs10bX3JbHZsOCy1zKiqirzMda7PURQRBhFBEFJVc315PZ2KomA2m5Flua5dLA6p27ixPCxeGpKLw+W5LhTCQwihgf/P+htRJ8UrL56YpwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/3edb45b6557ac4a1366a34b6275098ee/78120/82_seaborn_jointplot4.png","srcSet":"/static/3edb45b6557ac4a1366a34b6275098ee/78120/82_seaborn_jointplot4.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/3edb45b6557ac4a1366a34b6275098ee/18bed/82_seaborn_jointplot4.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c4928f84-609b-5bff-8904-8302d1591d4f","name":"82_seaborn_jointplot7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsSAAALEgHS3X78AAACcUlEQVR42o1UuaoqQRT0G/QjTPwRA3NDFfwIMTAQM8VEEEzETxBBDEwMXFBREPd9x33ft3OpfrT2jPfxXsPhzPR0V9epOj0Kko3X68Xy6XSi9XpNq9WK5dvt9rXmt6H4DWyz2VCj0aBWq8Wi2WyyvNvt6F9DIQIhL5dLqtfr1G63vwKgk8mEDoeDhPEX4PP5pNFoRN1ul23s9/vU6/UkgflyuUyVSoVlHFqtVtnaL8DtdkuLxYKOxyMLMBADc9BxPB4zTRHz+ZxmsxkjAUISQGxCqcj7/Z5pxQPvPOSH4X04HErKV3BHOSBAkGEMTp9Op+95+QGYhxzX61UKiM0ckIPlcjmKRqNMp78xxlpoy92HqQwQJ4iA+Xye3G43eb1eKhaLbDOqQMgBO50O0/YNCHQIDFOwASX6/X7S6/Vks9koHo9TNptljCEBDORaI8Nl9OnlcvlTMsDwEc5B5EKhQHa7ncxmM/l8PopEIuR0OslgMJDVaqVEIsEk4Sw54GAw+ACiWQGIBalUilwuFwPxeDxkMplIo9GQSqUirVZLgUCASqXSmylMAfNarcZaS/F4PBhdAGIBSsbHZDJJDoeD1Go1KZVK0ul0DAwHornBUiwZoPf7/eMyNMQC6AjwTCbDWBqNRrJYLBQMBtltAjMwkZd8Pp8/bYMX0WXokU6nKRwOUygUolgsxu4xN0I0BW0DySRtA6fFm8KvIq4WNAIY11jsR942qErS2BwQHzgD3nc8frvjvBpoJwHEXQRtMIIpYuYBxuIcnhEwQ/zhvv+HOAVMoCeecTpuEAwQDcMcuoL/E0V2X39s+UBLAQxyQMP/GT+SUcoBD2jyvAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/61830208e9f2a71e3bdc342093874671/78120/82_seaborn_jointplot7.png","srcSet":"/static/61830208e9f2a71e3bdc342093874671/78120/82_seaborn_jointplot7.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/61830208e9f2a71e3bdc342093874671/18bed/82_seaborn_jointplot7.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"875a0bb3-c237-565d-b36e-a80127073cc6","name":"82_seaborn_jointplot6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/253e339ff08c2e0600cdbb1683a61339/78120/82_seaborn_jointplot6.png","srcSet":"/static/253e339ff08c2e0600cdbb1683a61339/78120/82_seaborn_jointplot6.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/253e339ff08c2e0600cdbb1683a61339/18bed/82_seaborn_jointplot6.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6572a6ae-79e9-5b21-a44d-392c54263749","name":"82_seaborn_jointplot8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5115d38a0de576df43cc26df12c9f764/78120/82_seaborn_jointplot8.png","srcSet":"/static/5115d38a0de576df43cc26df12c9f764/78120/82_seaborn_jointplot8.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/5115d38a0de576df43cc26df12c9f764/18bed/82_seaborn_jointplot8.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b781062-4259-5bbe-bfc1-215540d329b2","name":"83_2D_Histogram_matplotlib_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4989a742456278daaa9d14b3ec63a47f/ec333/83_2D_Histogram_matplotlib_1.png","srcSet":"/static/4989a742456278daaa9d14b3ec63a47f/ec333/83_2D_Histogram_matplotlib_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4989a742456278daaa9d14b3ec63a47f/21b1a/83_2D_Histogram_matplotlib_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d67c0d46-d08a-583c-8d62-4a4f1b69b435","name":"82_seaborn_jointplot9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e07ae94ca53af8b2022eccbc15653f9d/78120/82_seaborn_jointplot9.png","srcSet":"/static/e07ae94ca53af8b2022eccbc15653f9d/78120/82_seaborn_jointplot9.png 432w","sizes":"100vw"},"sources":[{"srcSet":"/static/e07ae94ca53af8b2022eccbc15653f9d/18bed/82_seaborn_jointplot9.webp 432w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7decd3aa-e171-56e2-9638-f90d14fa85b4","name":"83_2D_Histogram_matplotlib_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAB8ElEQVR42q2Vu47UMBSG98GgAQkJGgpoeABqOp4A0SHegJ6Wjp6lgoYCidsyszMTJ/EldpyLk038I9sJm6xIhkVYOvKJc/zlP76cnOA/t5PR6boOjTFom+afzFo7AAdHpDFktEVBI286PXib+lefx1hJdii0vlRY1waU7NEXAqhzoFLHrR77HK3i0FOg1gXI+Qa95iGolKtmiww2Z7538U1GofN8voa5oOgUWwGGySgELNvDKhrGK4VWsbnC3lokhx36fEGhU2IKWJXAfj6Fjc9gx3cOKB1wotDtS7oEdOvaVrDJGS5ePUN/+gYoJzHXStkpc7DDF5BH91A9fwKUfABmyylfdB3i3Xau0MGaEoi+4t3tm/h0/w7Ad7BGh3drCt0a+mMzAt2EWgN8i28P7+L9rRtepf/AFLa0hrOUfaCDMpgXT8EePwiw9g+wpZRrYxBtf4ZzOAT1H96ie/0SoJtl2FrKIiHo8rApNj1H//0jrEqBuliGHU3ZATWHFVGAVJPdXANeTZlxjv3mB6wW4VoduXpHU3bHRtIEndtl85fFoVosDqF8KU5RMQKTpTAZ9X0tLv1Gjj0bYoLvxksWz8uXa65IyiwDiSIwShETAs4Zkjj2lgkBmqZQUiJNEm9KKsQk8vPwu8AutLECX/cX8Av4HgQS0Bp9QwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/696b45928da0b415e41d085f954a1bbc/ec333/83_2D_Histogram_matplotlib_4.png","srcSet":"/static/696b45928da0b415e41d085f954a1bbc/ec333/83_2D_Histogram_matplotlib_4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/696b45928da0b415e41d085f954a1bbc/21b1a/83_2D_Histogram_matplotlib_4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ed02e0ad-05d6-563e-a421-af450ca465b7","name":"83_2D_Histogram_matplotlib_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0e9a0a250dd704d42726b596cb57db84/ec333/83_2D_Histogram_matplotlib_3.png","srcSet":"/static/0e9a0a250dd704d42726b596cb57db84/ec333/83_2D_Histogram_matplotlib_3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0e9a0a250dd704d42726b596cb57db84/21b1a/83_2D_Histogram_matplotlib_3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cea7f9ad-5ca1-53af-95a5-71558372b359","name":"83_2D_Histogram_matplotlib_6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/68f9d289dcff3659163fbf5a38d7c183/ec333/83_2D_Histogram_matplotlib_6.png","srcSet":"/static/68f9d289dcff3659163fbf5a38d7c183/ec333/83_2D_Histogram_matplotlib_6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/68f9d289dcff3659163fbf5a38d7c183/21b1a/83_2D_Histogram_matplotlib_6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"45d268cc-399b-5d55-8b6f-bd80d8bca0c4","name":"83_2D_Histogram_matplotlib_5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/909801be94d3684b1fb50ad9db094669/ec333/83_2D_Histogram_matplotlib_5.png","srcSet":"/static/909801be94d3684b1fb50ad9db094669/ec333/83_2D_Histogram_matplotlib_5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/909801be94d3684b1fb50ad9db094669/21b1a/83_2D_Histogram_matplotlib_5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"921d77ae-d65d-5de5-960c-435a7daeb8bf","name":"83_2D_Histogram_matplotlib_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2b92b03237ed2f655ae8b6f62c2bbb6e/ec333/83_2D_Histogram_matplotlib_2.png","srcSet":"/static/2b92b03237ed2f655ae8b6f62c2bbb6e/ec333/83_2D_Histogram_matplotlib_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2b92b03237ed2f655ae8b6f62c2bbb6e/21b1a/83_2D_Histogram_matplotlib_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b8cc912c-cae5-547f-adcb-788126a8c895","name":"84_hexbin_matplotlib_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/98241a98d434f17c49eb3c1f0ab76c36/ec333/84_hexbin_matplotlib_1.png","srcSet":"/static/98241a98d434f17c49eb3c1f0ab76c36/ec333/84_hexbin_matplotlib_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/98241a98d434f17c49eb3c1f0ab76c36/21b1a/84_hexbin_matplotlib_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bf3a1401-5da9-539e-bb77-0a82fc2f6285","name":"84_hexbin_matplotlib_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/66c187d4b31bdc0e2837ddee5a78de62/ec333/84_hexbin_matplotlib_2.png","srcSet":"/static/66c187d4b31bdc0e2837ddee5a78de62/ec333/84_hexbin_matplotlib_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/66c187d4b31bdc0e2837ddee5a78de62/21b1a/84_hexbin_matplotlib_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a027975-9ab9-5864-a3cc-bdd93ca070b3","name":"84_hexbin_matplotlib_5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b0169358c06e3b75cb68f608c3e5ebb3/ec333/84_hexbin_matplotlib_5.png","srcSet":"/static/b0169358c06e3b75cb68f608c3e5ebb3/ec333/84_hexbin_matplotlib_5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b0169358c06e3b75cb68f608c3e5ebb3/21b1a/84_hexbin_matplotlib_5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"23c816ab-88f8-53f7-8fa2-e432eb94a2d0","name":"84_hexbin_matplotlib_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2f5e8138eae48c6cd0f3726fe17d11c4/ec333/84_hexbin_matplotlib_3.png","srcSet":"/static/2f5e8138eae48c6cd0f3726fe17d11c4/ec333/84_hexbin_matplotlib_3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2f5e8138eae48c6cd0f3726fe17d11c4/21b1a/84_hexbin_matplotlib_3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c397b73d-d754-500b-a835-f56479f863af","name":"85_2D_density_plot_matplotlib_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/496ca47577ad942414373632f66b24f8/ec333/85_2D_density_plot_matplotlib_1.png","srcSet":"/static/496ca47577ad942414373632f66b24f8/ec333/85_2D_density_plot_matplotlib_1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/496ca47577ad942414373632f66b24f8/21b1a/85_2D_density_plot_matplotlib_1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0d23fb4a-6193-5a3e-a9f3-3e5b5a360ccd","name":"84_hexbin_matplotlib_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f026ec5924aff78f74e505d77979a753/ec333/84_hexbin_matplotlib_4.png","srcSet":"/static/f026ec5924aff78f74e505d77979a753/ec333/84_hexbin_matplotlib_4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f026ec5924aff78f74e505d77979a753/21b1a/84_hexbin_matplotlib_4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"36194e8d-d882-5dbd-a2df-ed90a6eeb6fb","name":"85_2D_density_plot_matplotlib_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5d48db92ad58a6551187232461480587/ec333/85_2D_density_plot_matplotlib_2.png","srcSet":"/static/5d48db92ad58a6551187232461480587/ec333/85_2D_density_plot_matplotlib_2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5d48db92ad58a6551187232461480587/21b1a/85_2D_density_plot_matplotlib_2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7b0d3905-6e37-50e9-b071-90108ef4c8b0","name":"85_2D_density_plot_matplotlib_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3a9c4e8009282072dc05b4b71ee03531/f1bb3/85_2D_density_plot_matplotlib_3.png","srcSet":"/static/3a9c4e8009282072dc05b4b71ee03531/f93c4/85_2D_density_plot_matplotlib_3.png 750w,\n/static/3a9c4e8009282072dc05b4b71ee03531/f1bb3/85_2D_density_plot_matplotlib_3.png 768w","sizes":"100vw"},"sources":[{"srcSet":"/static/3a9c4e8009282072dc05b4b71ee03531/a42be/85_2D_density_plot_matplotlib_3.webp 750w,\n/static/3a9c4e8009282072dc05b4b71ee03531/e8580/85_2D_density_plot_matplotlib_3.webp 768w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"e51ff198-feef-55a9-a609-5184164c9e83","name":"86_2D_density_plot_explanation-300x71","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5e975cb7f2d387c920c5ec9b421cb132/4979d/86_2D_density_plot_explanation-300x71.png","srcSet":"/static/5e975cb7f2d387c920c5ec9b421cb132/4979d/86_2D_density_plot_explanation-300x71.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/5e975cb7f2d387c920c5ec9b421cb132/1d297/86_2D_density_plot_explanation-300x71.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.2366666666666667}}}},{"node":{"id":"7c98f8b6-d93e-55a3-a183-f53b98719206","name":"8_confidence_interval","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/965d398e6bbe02dde30d32804d0caf13/ec333/8_confidence_interval.png","srcSet":"/static/965d398e6bbe02dde30d32804d0caf13/ec333/8_confidence_interval.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/965d398e6bbe02dde30d32804d0caf13/21b1a/8_confidence_interval.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"dd40d004-c6a5-5856-bd4d-0d34e3deb018","name":"90_Input_format_for_heatmap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/07d5cd14847ba8ab662273a1854f0463/ec333/90_Input_format_for_heatmap1.png","srcSet":"/static/07d5cd14847ba8ab662273a1854f0463/ec333/90_Input_format_for_heatmap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/07d5cd14847ba8ab662273a1854f0463/21b1a/90_Input_format_for_heatmap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5762e954-432b-5849-b2df-ad77cca5c674","name":"90_Input_format_for_heatmap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6dd8b05ddd1ea836535c6b8ac9639ab0/ec333/90_Input_format_for_heatmap2.png","srcSet":"/static/6dd8b05ddd1ea836535c6b8ac9639ab0/ec333/90_Input_format_for_heatmap2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6dd8b05ddd1ea836535c6b8ac9639ab0/21b1a/90_Input_format_for_heatmap2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d14a4fc2-a4de-5c47-a7e7-8976410eeb63","name":"90_Input_format_for_heatmap2bis","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/183641076da3eac58b98a9b8089d1b7a/ec333/90_Input_format_for_heatmap2bis.png","srcSet":"/static/183641076da3eac58b98a9b8089d1b7a/ec333/90_Input_format_for_heatmap2bis.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/183641076da3eac58b98a9b8089d1b7a/21b1a/90_Input_format_for_heatmap2bis.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"227a3c2f-6df0-593e-9bd1-5bbbd7d4a27a","name":"90_Input_format_for_heatmap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/812856fb2ba946bbf8558d62126e754b/ec333/90_Input_format_for_heatmap3.png","srcSet":"/static/812856fb2ba946bbf8558d62126e754b/ec333/90_Input_format_for_heatmap3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/812856fb2ba946bbf8558d62126e754b/21b1a/90_Input_format_for_heatmap3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"299ac5c0-1b04-584c-9aa0-8df25631a0c2","name":"91_Custom_heat_control_lines","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ffaa45eaf0794f88dd103a51662a59e0/ec333/91_Custom_heat_control_lines.png","srcSet":"/static/ffaa45eaf0794f88dd103a51662a59e0/ec333/91_Custom_heat_control_lines.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ffaa45eaf0794f88dd103a51662a59e0/21b1a/91_Custom_heat_control_lines.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"eae85c02-4cf8-5cc1-b7f9-87eff15700e7","name":"91_Custom_heat_annotate_cells","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/da320d50870c60a0ea1cfd5130153b9d/ec333/91_Custom_heat_annotate_cells.png","srcSet":"/static/da320d50870c60a0ea1cfd5130153b9d/ec333/91_Custom_heat_annotate_cells.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/da320d50870c60a0ea1cfd5130153b9d/21b1a/91_Custom_heat_annotate_cells.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"181c99e7-e2d4-5ada-b987-116f2d05024d","name":"91_Custom_heat_hide_axis_label","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEG0lEQVR42q2Uy1OTVxiH/S+66nTRmXaHXbRTu+qM1WGmXpAZFFtbqk5ntDYVKGqUCIlCBIyFcBFMSECTYIgQEBE1lUsQCJFACgUJRAakmqKhCEUSLh/J00kINWVY9mzec/nOc37v+53z20KkBYMQDATDnVAMBAIEgoHIQtRcOK71g6H50HpU28L/3LaEVQEj9hGsmiY8HQ7aKiyUZGm5r7nNbO8gr/oHqS2qozBbTaXCgCGvmkadhR7bb3S194T3hxSHgYHVtU7L9V+5ekBKf6kBeWw6sR8mkJN4Gnd5NTa1ntTPk9n2biwHPvqGpJgj/LTvLPprNajz9eH9q8JqJOVIDRY9f7A4PsQb7xSyvZkMNzUjDDmpkhRw4NPDjFXX8f0XJ6hKL0Sdls2enUe4a7BQq7mzBlxdVxiR6nrUh152FU2uFunu82Qdk9JRZaTfaOZqcg614hJO7UyjKVvN3YvFZB3NosXURr2qAQHhbcrrUu9pH7D7vf3s+CAe2S4JMe9sJy9FitDfg6u6PnzIpV2ZWC9X4ijQYc29RZe5k1ZDy1oNVzfUcLDRRtG+TKRfSkjYehjRNhEPM8vRpmWz/eM4PE4Hkr3pNMjKmDDU0V1gwtlop/tW++bAPnMn6sQszKdKKEnJw5xzg8GKehqkStIPpjLWaOGBqh5VuhLzxUKm2u0MW3p5bGpjcXWZ9dvyL7DLaKXyu0uM36znr04rK68meNltY0RbzajKRHumCma8SFLl/JggAmGGp61Ohpu61x7Geg3Xyd6hEVz6mjDQllvBa/contYuei6WM1BqxNvn4OejYvbEHEIjLiI452Gyc4Dxlt4NwMi1eTP2lKEKIy1yDV1Z5cw/ddOuv436Wyn2yzqeWx+REneS2PcTuCZWwt9/MuUYZqKtB58QlfI6eW7Qxb1zxcjjpDiLdAhjLhTpCvbHfIXlTBkORSXGY0oStyYhPSGDeS/TAy5eOn6PKNwAfGkfoOeKll6NCecv15F9LUGVoWSs+SGuhgfkHZTRUXqTx9oqjGeVmORVvHa5mX0yEjGXDUCv8wlDqpuM19xh1NhI7jE51y+U4b7fjE1Xz+mdZ7CVVuHvs2O5oiMjIZv58WfMjI4w7/dHuU2E7H8xidto5rFCz+KLcVjyYlLoOP6JCEX8BeRxmTQmK5kfctFa18zJ3edY8HjweZ4jRCzuPz9lbnSUZ7V1DBhqOZF4khviYs7HSzj+2Q9UHMohY8dZzu1IozK5GLP4GqbTpfinX7E8O/3WUKMVzj+bZNpmY9LeTVK8iFKREqWokKLUQqz5NdwQa8k9no86tYzWXCNucxuCb4HAkn9zgw09bt/CAkuLiwiCgN/vQ1gJRT8rKyvh6PP5wt+FxsvLy5sbbPQg2s43Wvtmdr8Z8B9S7zVykymn+QAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/70cac61c035d74adc0c22bb1478dc2f0/ec333/91_Custom_heat_hide_axis_label.png","srcSet":"/static/70cac61c035d74adc0c22bb1478dc2f0/ec333/91_Custom_heat_hide_axis_label.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/70cac61c035d74adc0c22bb1478dc2f0/21b1a/91_Custom_heat_hide_axis_label.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d0d70931-5f42-5616-93e7-cd254dd4da3a","name":"92_Control_color_heatmap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e6436b205fb9d711f512061dd69f2ba2/ec333/92_Control_color_heatmap1.png","srcSet":"/static/e6436b205fb9d711f512061dd69f2ba2/ec333/92_Control_color_heatmap1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e6436b205fb9d711f512061dd69f2ba2/21b1a/92_Control_color_heatmap1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"68700240-3b73-5401-8326-372eac2b3490","name":"91_Custom_heat_hide_colorbar","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/72d444addca5a89853085ae9318cbd4d/ec333/91_Custom_heat_hide_colorbar.png","srcSet":"/static/72d444addca5a89853085ae9318cbd4d/ec333/91_Custom_heat_hide_colorbar.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/72d444addca5a89853085ae9318cbd4d/21b1a/91_Custom_heat_hide_colorbar.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"67180378-a784-5461-baab-2a0bbff51391","name":"91_Custom_heat_hide_some_axis_label","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAEE0lEQVR42q2V+09TZxzG+V8Woz9syxLNkhnnXJQl25xOtyGwLFymQQHLaKZEBQwgAq3ouIOTcrHcKqWWW7mXChUK5VJupdws1w1FJgQo0MtnoQUFXfbDsm/yTc45b87nPO/zvu9z3NhVDrvjdePYfuZwOJvtdtjtrvvdY7vKjf+53JxfBZbMM5iUGjoKGukpVrMwNIJjY5mlyVnGqrQs9vazMmSkOkdJdbEK2EDf3ktrs84Jstvtb4A2wKzuoDxQhMT7NhLvWIaV1az/acZU00rpxXh0ablMFJUReUZI1PmbYFum8Hc5WXfynSCb1eYC2m0ucq2kltgTYZQLkgk6LEBfrGAk7zHR31zh4D53Pt7vTtTJa8gD7mEsqgBWqClu4NF9pQto2wbumDqo1lObIGGwpApFgoTOrELMynqKYx5w6n1PTn3kRUl4Gv2ZMupF2aikFTTJmlFkKbFiZUeYc1E27XZWZ8y86m1jxWzEMmqgXZTDZJOWvqZ2rh8PI/T4r/SWVbCs1ZBzOY7g09doLW2hSdro8tD2lofPu/vpS8vHmFvKvK4V5fX7iL6NQh6eRefDIg7tc+fEgR/IDxUzJVfy0qCnu7KdthLNu8Cty7n2XgzJeYyVlDOhqOKeTwyhR0LJ8hdReSsL3yP+RP50g5YMKX25JbRIlQzV6tHJ1FhsG669uxs4/aQLQ0o+UzW16EQ5BHx+iQtHgog/fZO4kxHk+iQyWV2PpV+HIiaTcK9YRhq7MFa1bR+KHYV2F3C8rpMUrwg8P/PD87APR987Q7ogDpNETrkgiXJBKn8Nm6hIl+H9gS+C7yOY0PRgVne9C9wSO1HfSaZnJOePBjhb+KWA9JBYSiOSyfaLR+Rxg/EmLQ2Zj4jxCicnPoc53QDmZj1rts29U95alGdNndQJk6gUpiG/lIQpo4SYH6/yxX4PQo4JOXrgNFXRKcxVVPPiqYa1qVFe9g/zR4fB+T6Otzxc6jOSdzmarz48izzoLotPnhIZeIOzhzzQ3M4mLyCOCfUTnilUTDyuwba6wCvTGIsDw6+DYo/CtbFxKhKS8fvan+KLiYwp6kgJiyPy3C/0JRcgDRAzPzCAobAKdUI+88ZRVsyTLJpMWKzWXQqBdauVlelJFnUtzDQ28sBXxENfMe3iPEwSGUphEucO/ox5yIQqQ0nUsSvURj9kdXaW5Skzlo3NN2mzY6aqoIb04FhG5UqCPw0m6JNgxN9FUn01lQ5xNirxfepFUrQPyniaKkWfKsOy8JyNxRc7wbkdDtvAyqIGUoS/Ma1u4VbgHaIuiEgLSaPxroxplZqlnm40iTLG6rUsDxqYqtNiW1vFvr72zwG7lWcWi2XP4FaCrFvW95i+NSPrpvVfAnb3L+CtOP8vif034e08kAsrUk0AAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/ce4e4b20e89d520b2c054129467596a2/ec333/91_Custom_heat_hide_some_axis_label.png","srcSet":"/static/ce4e4b20e89d520b2c054129467596a2/ec333/91_Custom_heat_hide_some_axis_label.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ce4e4b20e89d520b2c054129467596a2/21b1a/91_Custom_heat_hide_some_axis_label.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d7258ed4-9d46-56b8-80e2-ec745ebe0b7e","name":"92_Control_color_heatmap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7f1d24bbc6293a4b000f049604a7b387/ec333/92_Control_color_heatmap3.png","srcSet":"/static/7f1d24bbc6293a4b000f049604a7b387/ec333/92_Control_color_heatmap3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7f1d24bbc6293a4b000f049604a7b387/21b1a/92_Control_color_heatmap3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"35d703ff-e2e1-5ead-af00-9e705289c1a4","name":"92_Control_color_heatmap4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8a5657963d832f27ddd31bc24a3fac49/ec333/92_Control_color_heatmap4.png","srcSet":"/static/8a5657963d832f27ddd31bc24a3fac49/ec333/92_Control_color_heatmap4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a5657963d832f27ddd31bc24a3fac49/21b1a/92_Control_color_heatmap4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"96992e1b-fabe-5e33-baef-a3e52664e5a7","name":"92_Control_color_heatmap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0d457ab731aaa4df7693aecae6238f78/ec333/92_Control_color_heatmap2.png","srcSet":"/static/0d457ab731aaa4df7693aecae6238f78/ec333/92_Control_color_heatmap2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0d457ab731aaa4df7693aecae6238f78/21b1a/92_Control_color_heatmap2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ed513145-ca66-5b55-82a3-2299593cbb6a","name":"92_Control_color_heatmap5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d1168c2f169f79c3a9c8f1e1a510fda5/3f279/92_Control_color_heatmap5.png","srcSet":"/static/d1168c2f169f79c3a9c8f1e1a510fda5/f054e/92_Control_color_heatmap5.png 750w,\n/static/d1168c2f169f79c3a9c8f1e1a510fda5/3f279/92_Control_color_heatmap5.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/d1168c2f169f79c3a9c8f1e1a510fda5/4f03f/92_Control_color_heatmap5.webp 750w,\n/static/d1168c2f169f79c3a9c8f1e1a510fda5/d6f60/92_Control_color_heatmap5.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"def63343-335c-5622-a7dd-11a79bde9779","name":"92_Control_color_heatmap6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bf04a616f79fce7bafd95457b15f9e5a/ec333/92_Control_color_heatmap6.png","srcSet":"/static/bf04a616f79fce7bafd95457b15f9e5a/ec333/92_Control_color_heatmap6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bf04a616f79fce7bafd95457b15f9e5a/21b1a/92_Control_color_heatmap6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"05c44805-2a84-58fa-b916-ccbf3c17af78","name":"92_Control_color_heatmap9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/da7489f364592c14264d9aa759c738b6/ec333/92_Control_color_heatmap9.png","srcSet":"/static/da7489f364592c14264d9aa759c738b6/ec333/92_Control_color_heatmap9.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/da7489f364592c14264d9aa759c738b6/21b1a/92_Control_color_heatmap9.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6deaa48f-7d34-5b6b-9cd3-d212a6cabb9b","name":"92_Control_color_heatmap8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/51b459b1b6eacc174f7e76c209151a1e/ec333/92_Control_color_heatmap8.png","srcSet":"/static/51b459b1b6eacc174f7e76c209151a1e/ec333/92_Control_color_heatmap8.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/51b459b1b6eacc174f7e76c209151a1e/21b1a/92_Control_color_heatmap8.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d73548c3-be59-51ee-b005-31e0d7315e46","name":"92_Control_color_heatmap7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/748ec6ba4a93f2b3a18bc8730c8c4497/ec333/92_Control_color_heatmap7.png","srcSet":"/static/748ec6ba4a93f2b3a18bc8730c8c4497/ec333/92_Control_color_heatmap7.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/748ec6ba4a93f2b3a18bc8730c8c4497/21b1a/92_Control_color_heatmap7.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1e8001d1-3b14-5bc7-8d3e-dfd3033221e5","name":"94_Heatmap_Normalization_Seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0392744e4ff604d8c56655b310c043a9/ec333/94_Heatmap_Normalization_Seaborn2.png","srcSet":"/static/0392744e4ff604d8c56655b310c043a9/ec333/94_Heatmap_Normalization_Seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0392744e4ff604d8c56655b310c043a9/21b1a/94_Heatmap_Normalization_Seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3917fd7f-2370-52ea-9262-266096180e9f","name":"94_Heatmap_Normalization_Seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a9b554b469353cf3f4bd16ca2313d60c/ec333/94_Heatmap_Normalization_Seaborn1.png","srcSet":"/static/a9b554b469353cf3f4bd16ca2313d60c/ec333/94_Heatmap_Normalization_Seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a9b554b469353cf3f4bd16ca2313d60c/21b1a/94_Heatmap_Normalization_Seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6f141157-3c7b-5f81-bc0b-843d9d2953e4","name":"94_Heatmap_Normalization_Seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c04832ee049c542c659427ee6cc09f9d/ec333/94_Heatmap_Normalization_Seaborn3.png","srcSet":"/static/c04832ee049c542c659427ee6cc09f9d/ec333/94_Heatmap_Normalization_Seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c04832ee049c542c659427ee6cc09f9d/21b1a/94_Heatmap_Normalization_Seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"46e8801e-f652-5b90-92fb-e56f65e9694e","name":"94_Heatmap_Normalization_Seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b6f8d53d94014dc7372286f7a7cf2b3c/ec333/94_Heatmap_Normalization_Seaborn4.png","srcSet":"/static/b6f8d53d94014dc7372286f7a7cf2b3c/ec333/94_Heatmap_Normalization_Seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b6f8d53d94014dc7372286f7a7cf2b3c/21b1a/94_Heatmap_Normalization_Seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"341a9809-e113-5ae5-b199-b265f95ec83f","name":"9_plotting_factor_vs_factor","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3477412c531f53a612cd395132e3b773/ec333/9_plotting_factor_vs_factor.png","srcSet":"/static/3477412c531f53a612cd395132e3b773/ec333/9_plotting_factor_vs_factor.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3477412c531f53a612cd395132e3b773/21b1a/9_plotting_factor_vs_factor.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"759c3e1f-8c0f-58e9-901a-b0745889e31e","name":"Logo_PGG_light","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/f53b10e8926d388f13305f0eb09e61e0/f9edd/Logo_PGG_light.jpg","srcSet":"/static/f53b10e8926d388f13305f0eb09e61e0/f9edd/Logo_PGG_light.jpg 240w","sizes":"100vw"},"sources":[{"srcSet":"/static/f53b10e8926d388f13305f0eb09e61e0/8d565/Logo_PGG_light.webp 240w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9d0df698-3d60-546d-9a85-0326eb25f591","name":"BoxDanger_Overview","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1c254b70dcee725fb8bda48da4bee2bf/86bab/BoxDanger_Overview.png","srcSet":"/static/1c254b70dcee725fb8bda48da4bee2bf/86bab/BoxDanger_Overview.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/1c254b70dcee725fb8bda48da4bee2bf/cd07d/BoxDanger_Overview.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5619999999999999}}}},{"node":{"id":"81ef055e-c00d-5957-8183-6acb2799b919","name":"area-fill-between-two-lines-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fc7fc866e9572230b8313ff1840c309b/ec333/area-fill-between-two-lines-in-matplotlib.png","srcSet":"/static/fc7fc866e9572230b8313ff1840c309b/ec333/area-fill-between-two-lines-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fc7fc866e9572230b8313ff1840c309b/21b1a/area-fill-between-two-lines-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fe73acb4-6c4a-5e27-9857-3deb1142af60","name":"basic-barplot-with-seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ad85b399991cfb560869fb9d8774e87b/ec333/basic-barplot-with-seaborn1.png","srcSet":"/static/ad85b399991cfb560869fb9d8774e87b/ec333/basic-barplot-with-seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ad85b399991cfb560869fb9d8774e87b/21b1a/basic-barplot-with-seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"83073ce2-5251-5d2b-9649-0629cf56c1a3","name":"basic-barplot-with-seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/42f273aa01c29a1437ed4f234df54bf7/ec333/basic-barplot-with-seaborn2.png","srcSet":"/static/42f273aa01c29a1437ed4f234df54bf7/ec333/basic-barplot-with-seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/42f273aa01c29a1437ed4f234df54bf7/21b1a/basic-barplot-with-seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"00255396-be88-538a-b06e-788e86cbf5f9","name":"basic-barplot-with-seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/afef2bfe3a3fe1d38c104b29b70353e8/ec333/basic-barplot-with-seaborn3.png","srcSet":"/static/afef2bfe3a3fe1d38c104b29b70353e8/ec333/basic-barplot-with-seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/afef2bfe3a3fe1d38c104b29b70353e8/21b1a/basic-barplot-with-seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6f7f51ca-a42c-5b8e-b071-14263581fbc0","name":"basic-histogram-in-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f651ec86221f5b46444153cb0ff7c6a7/ec333/basic-histogram-in-matplotlib2.png","srcSet":"/static/f651ec86221f5b46444153cb0ff7c6a7/ec333/basic-histogram-in-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f651ec86221f5b46444153cb0ff7c6a7/21b1a/basic-histogram-in-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"72cb61fd-20e3-5aa6-a628-9a6ecc8fcca6","name":"basic-histogram-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACa0lEQVR42r3Qz2vTYBgH8OJJUFjRw0qm7dapOCbixW5DPAiC/gH+B6IMsW6daZd10q5ivUwPE4sexi6CP2BpszTJfrWCY7tMD8LSqSCKHaiwLW2SJXnTN29eaes2NzvFHfzyHMJDPjxfXodRCVgPhmZ1rJK5ua0VwzAcsiwjhHAlmmGGns93P319dWQus7CEMUbIxjukjAEAaP0XSdEOk8zBwNieKy+GJkWMMbTQThgA4NB1feOypOqttzhvn3DgRvJx9l0Z//myoii2bdvruKWfa6R4p59+lFn8O67WxrvD22r/G1ZVdfPB/mttwzBKEBomtBD6Likt/elt2LZtUILVsRDagrFlPpv90BbjL97PnrsrNAYZb1iou/4TY4w/fpUuDE6dH8ycjY9nF/IYY6tSp4IxHpoQ93aOHgrxru6Um2Sat2Lxy3IDybpIzulP0fOfKhhtYCsxnXP66SNhwUOmPL/hXH65mUo3UbwrwDBvPm/DMDGdq/PTzWHBTda4nMsve6m0h+Lra2H74ZTo3C22ElPir5e9YcHpT97j3pqmWVD1ucV8Fbt6mCcz7w1gfltVZA3Uru2heHeQPRpKnogIrRHhOJX0hNjyMsQe602ejI439bKXh2dNQy+/9oNJcd812k0JRCBJ9KSIINdAsvVdo/UkV54umrg5RgQ5orykiRC/389cSsxUcMkYeSm29KXOxCfaYmlfdKwjPnF6gO2Isb4Y13Fn3BdJtVU/Btj2GNt+mz8V5TuHX2mq4rAsC1pIKqrymq7qYLWoaKC0Ism6CVcK8ppuFpS1oqqpOlgpVJdFDUCpKEMIfwDXDap4fuo7DAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/b9ecf239d6ee4eb0018bca20271c69c2/ec333/basic-histogram-in-matplotlib.png","srcSet":"/static/b9ecf239d6ee4eb0018bca20271c69c2/ec333/basic-histogram-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b9ecf239d6ee4eb0018bca20271c69c2/21b1a/basic-histogram-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2699a910-c908-5f5f-8e0e-1452f7c35b8c","name":"basic-histogram-with-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c930e8b5b23a1881c07f49007566e81a/ce19a/basic-histogram-with-pandas.png","srcSet":"/static/c930e8b5b23a1881c07f49007566e81a/ce19a/basic-histogram-with-pandas.png 690w","sizes":"100vw"},"sources":[{"srcSet":"/static/c930e8b5b23a1881c07f49007566e81a/1bb27/basic-histogram-with-pandas.webp 690w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7434782608695651}}}},{"node":{"id":"13f18d9c-0db0-5dc5-b2ba-885f01f9ccf5","name":"basic-sankey-diagram-with-pysankey-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f98f5830733df72932811e7006323683/ec333/basic-sankey-diagram-with-pysankey-2.png","srcSet":"/static/f98f5830733df72932811e7006323683/ec333/basic-sankey-diagram-with-pysankey-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f98f5830733df72932811e7006323683/21b1a/basic-sankey-diagram-with-pysankey-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6d4b9325-e406-5b9f-bc07-4af6b9f5d3e6","name":"basic-time-series-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0eecd6a977ee6cb47315c833f6d5b663/ec333/basic-time-series-with-matplotlib.png","srcSet":"/static/0eecd6a977ee6cb47315c833f6d5b663/ec333/basic-time-series-with-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0eecd6a977ee6cb47315c833f6d5b663/21b1a/basic-time-series-with-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"be4de15f-e228-5a32-b392-b4f94b3bd4bb","name":"bubble-plot-gapminder","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d47f2d48a4de2911dedc1c6dcf4f018f/ec333/bubble-plot-gapminder.png","srcSet":"/static/d47f2d48a4de2911dedc1c6dcf4f018f/ec333/bubble-plot-gapminder.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d47f2d48a4de2911dedc1c6dcf4f018f/21b1a/bubble-plot-gapminder.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"17f69691-2381-5662-ac89-c4d697021038","name":"bubble-plot-with-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cabb5e7de29aeddc34c6ca19028da351/ec333/bubble-plot-with-seaborn.png","srcSet":"/static/cabb5e7de29aeddc34c6ca19028da351/ec333/bubble-plot-with-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/cabb5e7de29aeddc34c6ca19028da351/21b1a/bubble-plot-with-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ee650aa1-1ba1-5dad-a33c-1e988274637d","name":"circular-packing-1-level-hierarchy1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA2ElEQVR42qVUWw7DIAzj/hfOwzGbVksMbdDu4Z+2UAc7GNrtD7TdRD/wNbn3DqAOADgpsSDPBJIAPiVr2XmkqvqENZmkpEbEPOjuNWHW1YY2kqodEe6udzN7ESJpJB/kpSsAcWBpeFhru34CyMxdq2Sh7ZpZVe5+koIHuaqW02rVBfk32dqapsdyWXdXV3dBarKnDwGAmfGAmb3rUnifIZEHkhFhZiMnmWlmyon+GZu8iCfJzIwIqZDykbNtPOdOqhGq8n5ars/zbG93ttrldbHcjk/JJzfJHX6upnSL2lFQAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/eb523cb305b72d7255893e6a6fa19d8b/ec333/circular-packing-1-level-hierarchy1.png","srcSet":"/static/eb523cb305b72d7255893e6a6fa19d8b/ec333/circular-packing-1-level-hierarchy1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/eb523cb305b72d7255893e6a6fa19d8b/21b1a/circular-packing-1-level-hierarchy1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5e8796c3-7227-5115-9346-1595dd84ce54","name":"circular-packing-1-level-hierarchy2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c6a9eb550bf609cb1133328b064d071c/ec333/circular-packing-1-level-hierarchy2.png","srcSet":"/static/c6a9eb550bf609cb1133328b064d071c/ec333/circular-packing-1-level-hierarchy2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c6a9eb550bf609cb1133328b064d071c/21b1a/circular-packing-1-level-hierarchy2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ea15d657-d178-505b-8b03-8277b3c26508","name":"circular-packing-1-level-hierarchy3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4e37b462df7b55eb623404e6d2fee299/ec333/circular-packing-1-level-hierarchy3.png","srcSet":"/static/4e37b462df7b55eb623404e6d2fee299/ec333/circular-packing-1-level-hierarchy3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4e37b462df7b55eb623404e6d2fee299/21b1a/circular-packing-1-level-hierarchy3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"07fc4518-eb82-5758-be45-b58012679671","name":"circular-packing-several-levels-of-hierarchy","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7b2a27151d0583f65cd7b3aa86e7c7b6/ec333/circular-packing-several-levels-of-hierarchy.png","srcSet":"/static/7b2a27151d0583f65cd7b3aa86e7c7b6/ec333/circular-packing-several-levels-of-hierarchy.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7b2a27151d0583f65cd7b3aa86e7c7b6/21b1a/circular-packing-several-levels-of-hierarchy.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f8497bcb-1111-5cc5-9b60-b6cf254945d0","name":"custom-fonts-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAANCAYAAACpUE5eAAAACXBIWXMAAAsTAAALEwEAmpwYAAABWElEQVR42q1T7WqDQBD0/d+j0Dfoz9IHSKL+SAxqDQZCEhtE48edF50ySy+YYEFKF4Zdd2/ndvdWZxgGUOI4RhRFcF0XYRjC932sVivxLxYLLJdLsennGcY8zxPbI7ZbmGGA0/c9iqKA1hpKKbRtK5qwvjFsvK5rNE0DpTX6rsOL7yM8n+GwwqqqYCv9qzCfBTi86V8JkySZRWijWdPgNQgefA+Eu91OZjFFODwlUQxnrvXvFZKQbc9pmWemwIe9E3IVnlvuf+z3NIV7Oon9dblgs9mAI/pMEgRBIFiv1+IzxqDrOjjH41Eq7EeElvzcNMiVEvt2u0kCEwlWw2+CFVKkQibPbXnWK/MjL0u8xTG0MfeZWNg5jWc4jo/BpRfCqq7xEUWy9aptZaZskTrPc1yvV2RZhrIs5a+iZtvcDnZHm7474dRLWvtwOGC/3yNNU9EEL5s6S/kGrXjyBeHblgwAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/54e552ab33ae1b57f66e55518e8f28b5/b995c/custom-fonts-in-matplotlib.png","srcSet":"/static/54e552ab33ae1b57f66e55518e8f28b5/b995c/custom-fonts-in-matplotlib.png 750w","sizes":"100vw"},"sources":[{"srcSet":"/static/54e552ab33ae1b57f66e55518e8f28b5/5ab4c/custom-fonts-in-matplotlib.webp 750w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6573333333333333}}}},{"node":{"id":"05dae169-ec75-5109-9638-1856c955ac5f","name":"connected-scatterplot-for-evolution","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/399d2ee1c3e9ea6d602e903ed6ef4f80/ec333/connected-scatterplot-for-evolution.png","srcSet":"/static/399d2ee1c3e9ea6d602e903ed6ef4f80/ec333/connected-scatterplot-for-evolution.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/399d2ee1c3e9ea6d602e903ed6ef4f80/21b1a/connected-scatterplot-for-evolution.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"342c9061-a240-526a-9826-bfdd475e56f0","name":"custom-legend-with-matplotlib1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACkklEQVR42pWU227bRhCG9f4P0YsGaB+gSQOkvWjaOjYUO4mlWqpjRSebB1nULrkn7s7OzBYklUBBErQd8IIA55v/39kZjgDAOef/ZzjnQggjKaW1lpmJsH/+JZgJIEppvG9HROS9TyklIg4u/bcYqFEI4Qh3wV/mcbCJ8PjOXYJWwZiOGzVN07btN+ojB8cYhqJEHCOllGKkXamca0eIeKLcFR90UFfUavIa1SMTJe7Ouyt1Ssk5EMJ2tofunahFDg515e7O29WV37zl6NlJhJDnKnuop9f5dFLkWQ0xfMU2I8Rm57N5yGeuXMaIxf1+/WF3/a748/fl+GL716RY3O0R4dQ2DySDo6bEVpMVVlvv8fptdnG2Pj/bXL2+ryqbUrI2HG0PyuRtd7boXT4v3/y0m/8WoCuKkc7/WP/w5M2L57dX43spu+tExLZtT2wz9f0iCpZCu5Ols01KSRzc+eVqPN5M3uW388cQ+nYidfAn2xGhsXVCaA4Pd+rwbH0zPxQAtmn85eW22puyUFr7T0PSwW3beu8xsYvhVpRLUZytJ9/NXv2ynS3qx5koa3BC2Vq2iIO1E1gpZZyLTIWpZ6J4+XD7/fzVj+/Hr3frzNTITMzYXzLzZ+PZwYl4p6RDWDXVr9v5883Nz+vp09Vkq8XskFNPnHJ8nLYeds4NDQPC3DZPV5Mnf1+82Nws6kcgVOC/tRgdbIwZ4M4b870W0+phWmU2BgP+qPyRiYTK2yLPhRCfdVv3qd1naIn5q4IRQEmxWHxYLpfGmBEA7Pd7ALDa1HUNAAcplVYAIKU0/e4JIYa/zX5fSaGqqsqyrJswRDTG9LvitNb96HWRUlJKee+ZuWmaGCMRNU1DRIiolGLmfwDcH3pc4YkA6AAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/c7f8195cd67734143e4613daea381e37/ec333/custom-legend-with-matplotlib1.png","srcSet":"/static/c7f8195cd67734143e4613daea381e37/ec333/custom-legend-with-matplotlib1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c7f8195cd67734143e4613daea381e37/21b1a/custom-legend-with-matplotlib1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61c1f0da-e81d-571d-a532-8caeb5acb231","name":"custom-legend-with-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2719ca270fcbd51215d1472cb1a66ae3/ec333/custom-legend-with-matplotlib2.png","srcSet":"/static/2719ca270fcbd51215d1472cb1a66ae3/ec333/custom-legend-with-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2719ca270fcbd51215d1472cb1a66ae3/21b1a/custom-legend-with-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cacf465c-f949-5325-aeba-541f6831a01a","name":"density-chart-matplotlib-csv","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0c73c68d5f044ed80cfb4f62830924d7/ec333/density-chart-matplotlib-csv.png","srcSet":"/static/0c73c68d5f044ed80cfb4f62830924d7/ec333/density-chart-matplotlib-csv.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0c73c68d5f044ed80cfb4f62830924d7/21b1a/density-chart-matplotlib-csv.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1ca28f02-2f63-595f-954c-8797a8817464","name":"density-chart-matplotlib-vector","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/716fae46abf64c321142234f4c845784/ec333/density-chart-matplotlib-vector.png","srcSet":"/static/716fae46abf64c321142234f4c845784/ec333/density-chart-matplotlib-vector.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/716fae46abf64c321142234f4c845784/21b1a/density-chart-matplotlib-vector.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"acad666a-3ab0-5609-a02d-b30dccbdabc9","name":"density-chart-multiple-groups-seaborn2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/db925d0cc0df599dc0e63e0318bdcb4d/ec333/density-chart-multiple-groups-seaborn2.png","srcSet":"/static/db925d0cc0df599dc0e63e0318bdcb4d/ec333/density-chart-multiple-groups-seaborn2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/db925d0cc0df599dc0e63e0318bdcb4d/21b1a/density-chart-multiple-groups-seaborn2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9caacfa4-689c-5f0d-9a11-2e75b8252da7","name":"density-chart-multiple-groups-seaborn1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/80b542a4bb78af5c816693fdb965174f/ec333/density-chart-multiple-groups-seaborn1.png","srcSet":"/static/80b542a4bb78af5c816693fdb965174f/ec333/density-chart-multiple-groups-seaborn1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/80b542a4bb78af5c816693fdb965174f/21b1a/density-chart-multiple-groups-seaborn1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b857fdd7-dac4-57b3-9b48-9878ff15f588","name":"density-chart-multiple-groups-seaborn3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/813b110c625b6e971962e334d2bab6c2/ec333/density-chart-multiple-groups-seaborn3.png","srcSet":"/static/813b110c625b6e971962e334d2bab6c2/ec333/density-chart-multiple-groups-seaborn3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/813b110c625b6e971962e334d2bab6c2/21b1a/density-chart-multiple-groups-seaborn3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"73c247b2-618c-531e-9aee-cc75bb2dcea6","name":"density-chart-multiple-groups-seaborn4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/43608495fbb0cb79197125d45ef608d3/ec333/density-chart-multiple-groups-seaborn4.png","srcSet":"/static/43608495fbb0cb79197125d45ef608d3/ec333/density-chart-multiple-groups-seaborn4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/43608495fbb0cb79197125d45ef608d3/21b1a/density-chart-multiple-groups-seaborn4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"315e2938-30fa-58f3-9eab-9caaf36fb4ba","name":"density-mirror","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/180b8359c18b9dbe9686eee719878ef5/ec333/density-mirror.png","srcSet":"/static/180b8359c18b9dbe9686eee719878ef5/ec333/density-mirror.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/180b8359c18b9dbe9686eee719878ef5/21b1a/density-mirror.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"64e1956e-776a-52c2-a73c-efacfb430860","name":"density-mirror-histogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/67878700d7e34db96954081095b0be00/ec333/density-mirror-histogram.png","srcSet":"/static/67878700d7e34db96954081095b0be00/ec333/density-mirror-histogram.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/67878700d7e34db96954081095b0be00/21b1a/density-mirror-histogram.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e1e7fab5-d140-5ce7-a142-313fe6390439","name":"error-bars-on-barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1cce5f008cb9b891a5694cf788bb49b6/ec333/error-bars-on-barplot.png","srcSet":"/static/1cce5f008cb9b891a5694cf788bb49b6/ec333/error-bars-on-barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1cce5f008cb9b891a5694cf788bb49b6/21b1a/error-bars-on-barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d523bdfe-3558-5df3-a7ec-957ca1a69199","name":"github","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dbbdce0a7034ff3c4e98de107dd2b00f/37ed9/github.png","srcSet":"/static/dbbdce0a7034ff3c4e98de107dd2b00f/37ed9/github.png 121w","sizes":"100vw"},"sources":[{"srcSet":"/static/dbbdce0a7034ff3c4e98de107dd2b00f/368a5/github.webp 121w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6b5ed5ca-fbae-53aa-9040-09a5d4fc92a1","name":"diff_eucl_cor","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsTAAALEwEAmpwYAAACvklEQVR42o2ViW7jNhRF/f+f1SKZbmg702AGSbzKlizuFOVFm3UKUs4kbgNMBFyZpq6uyKd37Nk4jjRNw+l0pu162r7neG44Nx1NNzCMMAKvvhNd1yUdj0fO5zN936frUbN4OhwOOLXHyS1eZjixwZcLquIRv/2bg92n0ENdY4zBOZdkrU16GYcQmF1iYB1w699wyzv86lOSW/+O237GZv9QO8E4Qh0CWusU+l/F+aqqmCml0jZ0vGArjKuvCknaekKoiUdd1x8LjHWYjBqjrzKTtFaEUKXAWJofBkop0wrfM0WpaAzhzQrV94elIGPR1qGMo6oCM+99WqE1GmfN/2V0ql0KPBxSWazzad5pgVMFVXyZYkXtNbNojK+/kIpCanZCkwnNqtQsS81jrpBu2nIdPOX8HjG/p3y+o3i+Y/t0R/b0icW3n1FiMwXG/troirlwrHXFWjlyW1EYT2kr/HWFx9OJVbFjUeRspGIjNbmpyG1N6c+4cJgCSY17oe+6OKLvW0ZGhmvDtm37YuNyuTD0Q5p/9Xfp/rZppsaONxybjm4YafshUXJqujQeYgO+JeV8put7uq5PtX8h5XL1XUmp8bsHqvwBv3/ElcuJFplh5ZZQ+amxr6S8EPIuKUJIjscDNn/Cbr/gNn8lavzqfiJm/hO1zhJ6HyYlNbbxV1Kq75REYrRx6ckfJiV+uSHF3BIzkRI+TkpRFBPL7xj1D0nRt0TFwLIsU2AkxZpbSvx7pLhISsC6iZhETfy0U2lm8RS3XAiZKNmUEyXzveJ5r/m2k7ekLH5BrP5ArD8jsq/sskfW2yVP6wXSXNFr2pbMBFbSkbvATnukrxHWo6saV70hJc/YFktUucAWXwnFA373J3b9K5XKXkmJh1EKKQRiv0dJSbnfp5/6YRhuSJFSIaRil5eIyH9R0qa/hZ5/ATDG8KJZRt5pAAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/df22b6a0a61bedf49c2792f750b246a7/ec333/diff_eucl_cor.png","srcSet":"/static/df22b6a0a61bedf49c2792f750b246a7/ec333/diff_eucl_cor.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/df22b6a0a61bedf49c2792f750b246a7/21b1a/diff_eucl_cor.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"20b71485-ebce-5a69-898a-95a4ca068ef9","name":"grouped-barplot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAC30lEQVR42qXSy08TYRAA8P4/xoM3g0HjBfXgMxgCytMCUkwI4sWEcMADxgIBS58s2AeUSnmoJRIPBqStbWkrUKC0WNpCu99ud7vd3UIppLt8ZikqhAMJfJnTzPwyM8kn4nk+l+NORypFJxIkSSYBwCmKzid5jocHkMvxe9k9juNFHMcxTAbDGBxnjwcANIqmUEDH4xQANIYzJLG9urE14/P9WtuwuZYIghZBCNPpLIrSGMacChbH2BS5myR2YijFJrMm+1ypusPi8gSCgKLYIwxQBsfY4xIFNAAMClLfF5dca8Ekmc4w+6N2a5n6rXVllUnuMmxGxOVyNL0ttGK0sJ6wv4BT1PY2k92Mk3Xa3rax4Tl3KBymxhy2CkT6Sml+KbVE4klhMkpSrWad0TabTe+TRDqBp1Nk5sd8aGp29XcUbzIq6lSqQrFCOeK0eJyViLS4TXOjRhUI4wLeTBBVSFeryWj47HUuREMxbD6w/rzDXNTQvxyMN5uUYqWqoFouNzosXmcFIi1tH7glGQhGEgKOALzRIHsmU18p7UHG5ifctor+zsetyP0mrS8YazYpa5WqazVyhdFh8RzhogbkEPN8GOASg6xWrrlWLddNesfd1qcaaXErcq9Ju7x+Ak95T2KWpmME1aB/L5ZrCqr6tJOe8Xlr+V98xuT9bHYrQZ4TQwjDAJMYZHmsm/RMuP/jM9aGEEYxQmI47+QofgEcAYl/a5/jZvwCN+PEi6G+ekV/YY1S/8k74bZVIl0lbQMPm/W+YKzlo7pepb4uVgrf0+uqGuh68mbwTuPgEd4AeAXyrqxbdqm4U21yjvyceSBrv90ivylWL/g363Q9ZT29l0s6uz9Yx122R/L2u68VV8v7/CFMwBSbtiy5Rq12zZhj0Q/86Oao2zo07TR+XcAIZnrFbbYLJbcvFgBxs8c6/M2h/+Il6R3RweGDEMIDHp54Qj6TyQhVnof5nnyaP+r8A2bUXd8iq94+AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/d992c0ea71562aadf4f30e14a7edc48b/ec333/grouped-barplot1.png","srcSet":"/static/d992c0ea71562aadf4f30e14a7edc48b/ec333/grouped-barplot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d992c0ea71562aadf4f30e14a7edc48b/21b1a/grouped-barplot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"50786d6f-de8f-5dd8-b1a7-7668fe14d8dd","name":"grouped-barplot2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e9c78a625748042ed90e4a1b8babd7dd/c45ef/grouped-barplot2.png","srcSet":"/static/e9c78a625748042ed90e4a1b8babd7dd/f92db/grouped-barplot2.png 750w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/c2008/grouped-barplot2.png 1080w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/8059b/grouped-barplot2.png 1366w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/c45ef/grouped-barplot2.png 1393w","sizes":"100vw"},"sources":[{"srcSet":"/static/e9c78a625748042ed90e4a1b8babd7dd/bb46a/grouped-barplot2.webp 750w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/0c3f9/grouped-barplot2.webp 1080w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/9f7ca/grouped-barplot2.webp 1366w,\n/static/e9c78a625748042ed90e4a1b8babd7dd/5d5d1/grouped-barplot2.webp 1393w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.33094041636755206}}}},{"node":{"id":"c5278ead-9156-53e2-8092-49f1d2d76a46","name":"hexbin-map-from-geojson-python-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAu0lEQVR42tVTyw7DMAjL/39xwJhOqjdKM23a41QfKhJqQxwytj8wrkuOCJJf0WLHyMw5p7t/wsnMiAAgytAWSYkpqGVmqo4CdzezuQPA/cwAlDCzHuABd48Ipdz9RCYpPSVK/lVgZge5qwpLC3aGPDra7jlpV7XejpgRcZAzU/Ll5JuaANYhkb3V80KoL4AaiiEzS4JkOe8NWi6zNJTTNdYRSGpff9eFreOpiXkeJgByRXIAeoHLP8mfyTeFh6KQxQKCjgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/78d3df3519207c8c2875b789ebdc5333/ec333/hexbin-map-from-geojson-python-1.png","srcSet":"/static/78d3df3519207c8c2875b789ebdc5333/ec333/hexbin-map-from-geojson-python-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/78d3df3519207c8c2875b789ebdc5333/21b1a/hexbin-map-from-geojson-python-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"42b679be-5955-556a-8d65-1149cb3ce641","name":"hexbin-map-from-geojson-python-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAA5ElEQVR42tWTzY6DMAyEef+nRSL+ix2zaqY1EXvZbU+dAwpOvrFxzHZ+oO174d57RPwL6727+wM+jkNV/8Jkpk/t+66qz7LHGDAr4TUzkWeMcZ6nqrbWjqmI2KqM1hoRMXN7iYiAEZGZZSYO4GlmV2YRwUa5MLOIlONKMvOV2d1pCtvrOXoJFoiY2XVVN3itfE1bC7RgqzaaGTOrarngQ6CKoBH3IcnMMQYsVqa1Vi7uHhG4ggeMWykL8FUF1qqK9hb2hFVVRNZoTq2ne+8i4u738Yyp38MUEehKDdYt7Xf/km/DP6e1njebb+m9AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/1b332418022792661fba22184cc13257/ec333/hexbin-map-from-geojson-python-2.png","srcSet":"/static/1b332418022792661fba22184cc13257/ec333/hexbin-map-from-geojson-python-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1b332418022792661fba22184cc13257/21b1a/hexbin-map-from-geojson-python-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8702fc48-8342-5114-b97c-0386ed61812a","name":"hexbin-map-from-geojson-python-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d240577e9f04149329709cf74f017cef/ec333/hexbin-map-from-geojson-python-3.png","srcSet":"/static/d240577e9f04149329709cf74f017cef/ec333/hexbin-map-from-geojson-python-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d240577e9f04149329709cf74f017cef/21b1a/hexbin-map-from-geojson-python-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7f89c3e3-fb23-5147-9641-e406b4e9ff8d","name":"line-chart-dual-y-axis-with-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2e3034f7fbf6f2c2c039c807dc672d08/ec333/line-chart-dual-y-axis-with-matplotlib2.png","srcSet":"/static/2e3034f7fbf6f2c2c039c807dc672d08/ec333/line-chart-dual-y-axis-with-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2e3034f7fbf6f2c2c039c807dc672d08/21b1a/line-chart-dual-y-axis-with-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"41143d4c-7741-52a1-b1cd-ebfc0cde6e2e","name":"line-chart-dual-y-axis-with-matplotlib3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/568b835bc9ba228d12038801d4d297da/ec333/line-chart-dual-y-axis-with-matplotlib3.png","srcSet":"/static/568b835bc9ba228d12038801d4d297da/ec333/line-chart-dual-y-axis-with-matplotlib3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/568b835bc9ba228d12038801d4d297da/21b1a/line-chart-dual-y-axis-with-matplotlib3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19e0104f-8dd6-5c60-9b99-87bbe6097725","name":"line-chart-dual-y-axis-with-matplotlib1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACG0lEQVR42n2U2Y7bMAxF8///1Jd+QIF5KDpAU0/iIInj2NG+UCSlQla2ToO5T5LFq0ORklflScystXZPstYCgHMuLCr/avU8IaKu6zabzXa77ft+t9t1XTdNU9/3wzDs9/uc8wtzSgBQ98ZFRHQfAEAbp5QaHyLwsstqyZaEtrPDkq+eZ903QiImjpgmLTGlqzmm5LzvJQvPpZRcXisvKwcjT1pqB/lG5hgjl7Kek4Gv/IlpMCoCxAhXMiA67+sa5fWUfMqvsFWDUSI4IhKmxq+Q2cYAMbagiPn3lAK+8OsY3sfDUt0UQo1fJabZaljSaI1o/viffz0PKvpmVjZQrmSS3sYbucmnBz/fsEct2yoiShtFyNUsXL1GnziNb5f6iWB/jft7JogobJBxMY9GfSLf/LyT3Eu7ng8R8VHzlKwPuZ1ZBd/O/Fzbxpm9/d4dPy6+VSRfzehbwWoahH659PmpwR5hMGon51z4ZGkrMPGDbHy4monIe59LAcJEZCC8Hftv659npxNTM8jAf+Y0uzpNiOFOzszCqPfz8UNMb0P/Y7/5EGcDnx8gcjkY3im2IRl3I9duSTlrpbTW1nrv6/UDsNaGEKytjTTGAED0blL2LMzjYSilpmmSQlzmSwjhNJ6EEOP53L7X8Thaa6WU4zhmrrq+58zsXL2uzrlSSgghpRRjRESl1OVyQUQAyDk7517/DF6KmYnoi4C/1deOr8ZseFQAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/1d840fe37ca3cd162ea9b772b2617884/ec333/line-chart-dual-y-axis-with-matplotlib1.png","srcSet":"/static/1d840fe37ca3cd162ea9b772b2617884/ec333/line-chart-dual-y-axis-with-matplotlib1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1d840fe37ca3cd162ea9b772b2617884/21b1a/line-chart-dual-y-axis-with-matplotlib1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"61f605a1-f66d-52d9-9a8f-bcb5a1d61aae","name":"map-read-geojson-with-python-geopandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f12ad2d46596273d3a23426e8bc30a6d/ec333/map-read-geojson-with-python-geopandas.png","srcSet":"/static/f12ad2d46596273d3a23426e8bc30a6d/ec333/map-read-geojson-with-python-geopandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f12ad2d46596273d3a23426e8bc30a6d/21b1a/map-read-geojson-with-python-geopandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6b88c632-bee8-511b-b898-945d2509b265","name":"new-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/77d2e25b963ddec40a0f07eb4e0ec2bd/467ee/new-1.png","srcSet":"/static/77d2e25b963ddec40a0f07eb4e0ec2bd/467ee/new-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/77d2e25b963ddec40a0f07eb4e0ec2bd/ffdaa/new-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4854166666666667}}}},{"node":{"id":"a63032bf-bea7-5cba-abfc-2edae79e8aaa","name":"new-0","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/72ef5b85df176c72049a42d76cd17947/467ee/new-0.png","srcSet":"/static/72ef5b85df176c72049a42d76cd17947/467ee/new-0.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/72ef5b85df176c72049a42d76cd17947/ffdaa/new-0.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4854166666666667}}}},{"node":{"id":"76f67e42-a4c5-58d0-8c3a-64984221aa9c","name":"pie-plot-matplotlib-basic-add-labels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fb48b03d8cef102a7aacab3f62d288e7/ec333/pie-plot-matplotlib-basic-add-labels.png","srcSet":"/static/fb48b03d8cef102a7aacab3f62d288e7/ec333/pie-plot-matplotlib-basic-add-labels.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fb48b03d8cef102a7aacab3f62d288e7/21b1a/pie-plot-matplotlib-basic-add-labels.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a4abcede-5ac8-5d7d-919c-5f6b7ccc413a","name":"pie-plot-matplotlib-basic-add-padding","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAADAUlEQVR42pWUa0iTYRTHX0qJqBRvqdNZ6mZ7VUhrVtAnL2RB9aELiVF+EZm3EjWdhjMVY4FlWGh+6YOEKealqWgRaQohgkLt6vTNuTmZ03Repu7d+zwn3Mp5K+lwvhw4v3MO5znPn4C/GcaAGEBWQAzGeNcUYnNA07TBYNBpJ8xm8/ZSAAjvAVtmZ4zTc0uWNTNo+uHrS+gpZwZfK6fmVq0IdvDE9lEBYLQbas6D6DAWOkE2Yargnyr9eKGy77Ny2p7CMIzVakUIEdtQ1CuGAmcodIZiV1TiCSKngZoUtqjvaFazd7akupcCwFqdTq1Wz87OEshmmLFiAEbxHvKdcNEhXOIOxS5WkSuUHax9Ue6W18MRSo7ld3hmtTUP6QDAQts66/X6EfXIwk/T9OpMcsv1/rpLIA7ChQdQsQsSHYHHXhlVDW7ZXUHC9kBhp2+O5Ez5p/kV2j4nwTDMGr0GAM1Uq3d9SMC7qNyWy1OvzkGRCwj3WSojosUf/B50BBV0BAo7OIWdXlltjYNaAGAQJmw11vekrq54mxb/5Nm1hLqrN9pvtXUmQRVbUX3Tq6jfPbfTM6/LI6/LW9i9P1OS2SS1bR47FqZLvEN5sCbD+T/4Z4euxDXdT1A9TxusfZpS1prxqD69pCG9pCGztDH54Zua+i+bnsrWWStI/R7AlpE8OYerCuRQfsdVwaQqgj8eeXI8MuK3809TXI4xN8dO2cZmGAAwiMVSH19laJjiBE/BI+UkqeDxFFyujBuy4XKS/OblPV3x1E7ZOqP16zEPDMiDghU8ch3+h3O5K8PDdorYfFtagUDqw1KGhe+KKcPCpT6+usx7G/lbYFqvH4uNk7H81ocnQx0kGaoMDZP6ssbiL9IGww74T2zRaDSJt2X+bJk/Wx7MkXO48mCOPdTcTaJ1k44vsOvHwBbLokSiT02jYmJV/KjR6BitINUkkWCa3kzugO0Xg9AqQgvLy0tGI15YROYVR+mtqkDs1AcGIe3EBEVR8yaTXQZsqoL2UJL/tV+Zy42+mk4PogAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/2406244aa9ea16bdb89b053085c27ff4/ec333/pie-plot-matplotlib-basic-add-padding.png","srcSet":"/static/2406244aa9ea16bdb89b053085c27ff4/ec333/pie-plot-matplotlib-basic-add-padding.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2406244aa9ea16bdb89b053085c27ff4/21b1a/pie-plot-matplotlib-basic-add-padding.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2135b70c-1aeb-5759-b434-a16f2b548fef","name":"pie-plot-matplotlib-basic-colors","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACuklEQVR42qWU/08ScRjH+dtac6ZtuqxmpWvTcsFKmTQ2f6lW7QDjyyHInehS28pMayrgfU7E0FPAL4W6XInUmAoI5rgTx3EHd9eOSyQT19Z7z267H17v5/N57v2cTCgvnv9d5SQrfcnlcqlUKpncz2azfxmJOg9mGCYmaofOZsk0vx1nI9HcTiwTS+zzxxZlYUkHFO9bpTEi7fBSGEEPfti4fk8NWfu3o3vFI3Ac9ydcMA1FaIf30Dmbxoj05BzlXc4b+9yVDfKKm/frFR2rG5s5lg1/F8WyrEyyyRecduPMOCH2BIQEH3oCTId2sPKWoq5FfanxQb2iI7IbEwSeYRie52XJZHIrtJU8+MlRR2HDSGBkDSzSroUMNkeB+SOMoJpUUPXt1tpm1ZW7Dy/ekENdL4uXl+XzeaYwW9L/JaIwRZXWTaNjdirm9NPAR4+CSF2LuqapvbZZVdusqmlqv9qi3o0lJF5WtCFWPg6/Qr32/jUNuvV8IPh62RfIWwYWKurl1Y3Kqoa2qoa2y43KC9fk7rlFQRDyHHcysHcrE8+AWT9jh932Hpd95A3ixqfgoVH50ydtWk2rBmrVQEqd9s7jR9MBvyAIXCk8/hnTOc0wQI0A0eOIzm3rxC1mN2Lx9Fo8dqmsM70GvHttZ0OE+QLM8eKoiVAAcsAw3mMEiBEgJrFEIwNmK60Xk93bB9HTd46TCQOwSeSZZcLRTpdlcP6tlJCTkPCFiIB1DzRhKjY/DQNU6zR/jYVOPlVpMGk2O+R/DzlMRoDAOGrCURMQnzCO6jGbxgHPfvOdnW2peYalsXWPfrIbcsBaZ5fOZdE6uzROs3W671Nk9TjEZRZDskik9xfCS2NBbHhxbCKIL/0Ikhnqn7aK47jEXiIejZMpUijpxQvn7nMRJikyRaZompYYvszfRCb8h34Bw5DtpdFgfvoAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/5400af23f18a16a32da5df8fe754f9ca/ec333/pie-plot-matplotlib-basic-colors.png","srcSet":"/static/5400af23f18a16a32da5df8fe754f9ca/ec333/pie-plot-matplotlib-basic-colors.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5400af23f18a16a32da5df8fe754f9ca/21b1a/pie-plot-matplotlib-basic-colors.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"541a4779-f9fc-58e6-9ed8-e572f5070816","name":"pie-plot-matplotlib-basic1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e224fbd1a4d94f2b51b17ed77a47eb82/ec333/pie-plot-matplotlib-basic1.png","srcSet":"/static/e224fbd1a4d94f2b51b17ed77a47eb82/ec333/pie-plot-matplotlib-basic1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e224fbd1a4d94f2b51b17ed77a47eb82/21b1a/pie-plot-matplotlib-basic1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5758a7be-2305-56f2-8f5e-ef564a83da4f","name":"pieChartIssue","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3a6969886e3ae840fdf4c900b68f4001/bf686/pieChartIssue.png","srcSet":"/static/3a6969886e3ae840fdf4c900b68f4001/bf686/pieChartIssue.png 739w","sizes":"100vw"},"sources":[{"srcSet":"/static/3a6969886e3ae840fdf4c900b68f4001/3b93b/pieChartIssue.webp 739w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.3261163734776725}}}},{"node":{"id":"0d2226b0-c749-5afd-ac88-658584b11f7a","name":"raincloud-plot-with-matplotlib-and-ptitprince","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2faf06895cc7c87dfa3621ddd06b706a/ec333/raincloud-plot-with-matplotlib-and-ptitprince.png","srcSet":"/static/2faf06895cc7c87dfa3621ddd06b706a/ec333/raincloud-plot-with-matplotlib-and-ptitprince.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/2faf06895cc7c87dfa3621ddd06b706a/21b1a/raincloud-plot-with-matplotlib-and-ptitprince.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"605aa7db-ead7-569a-a696-22078a8871fe","name":"quick-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/50a38036d77de817e6e79262cb050169/ec333/quick-pandas.png","srcSet":"/static/50a38036d77de817e6e79262cb050169/ec333/quick-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/50a38036d77de817e6e79262cb050169/21b1a/quick-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e5f35643-a880-55fd-a604-ec9f13f31e12","name":"ridgeline-graph-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e6d92c70b662866f7885d999cffcbd0f/ec333/ridgeline-graph-plotly.png","srcSet":"/static/e6d92c70b662866f7885d999cffcbd0f/ec333/ridgeline-graph-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e6d92c70b662866f7885d999cffcbd0f/21b1a/ridgeline-graph-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d8b47850-88ce-540f-9725-07e5fb68810d","name":"sankey-diagram-with-python-and-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/80e7603b2e559d87b07db01d592f3e35/ec333/sankey-diagram-with-python-and-plotly.png","srcSet":"/static/80e7603b2e559d87b07db01d592f3e35/ec333/sankey-diagram-with-python-and-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/80e7603b2e559d87b07db01d592f3e35/21b1a/sankey-diagram-with-python-and-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"602d881b-b573-5d41-a7e0-5fffc2dae64c","name":"ridgeline-graph-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7612ecd9743f0c9db69b913b8c12b033/ec333/ridgeline-graph-seaborn.png","srcSet":"/static/7612ecd9743f0c9db69b913b8c12b033/ec333/ridgeline-graph-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7612ecd9743f0c9db69b913b8c12b033/21b1a/ridgeline-graph-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a8ba0d56-a684-5638-bbc9-3d761bdfed4c","name":"scatterplot-and-log-scale-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ccb06542a2b393acca6730c101bb0204/ec333/scatterplot-and-log-scale-in-matplotlib.png","srcSet":"/static/ccb06542a2b393acca6730c101bb0204/ec333/scatterplot-and-log-scale-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ccb06542a2b393acca6730c101bb0204/21b1a/scatterplot-and-log-scale-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"0b1bf70e-a7cc-5624-87f0-85333e9039b1","name":"script_reformat_img","childImageSharp":null}},{"node":{"id":"b1609d48-7e3a-5b23-a923-076b2b68e20b","name":"script_reformat_img_color","childImageSharp":null}},{"node":{"id":"1e0f0c66-30fc-57c2-aa5c-9e0e22c0e667","name":"scatterplot-with-regression-fit-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f8ace430a48d04376abc3170aac20055/ec333/scatterplot-with-regression-fit-in-matplotlib.png","srcSet":"/static/f8ace430a48d04376abc3170aac20055/ec333/scatterplot-with-regression-fit-in-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f8ace430a48d04376abc3170aac20055/21b1a/scatterplot-with-regression-fit-in-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e54e0708-0445-5d08-809c-8e1451e7a875","name":"stacked-barplot-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b7fa395553296aeb6ac071fc7a224024/ec333/stacked-barplot-seaborn.png","srcSet":"/static/b7fa395553296aeb6ac071fc7a224024/ec333/stacked-barplot-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b7fa395553296aeb6ac071fc7a224024/21b1a/stacked-barplot-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9a46873d-a667-5c22-83d4-a7e22a19f69d","name":"script_reformat_gif","childImageSharp":null}},{"node":{"id":"1316c723-cb90-5aa6-a25e-a190f2beef3b","name":"seaborn-title-customization","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6f58199fcb8786c2f45af45a9a213bdd/ec333/seaborn-title-customization.png","srcSet":"/static/6f58199fcb8786c2f45af45a9a213bdd/ec333/seaborn-title-customization.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6f58199fcb8786c2f45af45a9a213bdd/21b1a/seaborn-title-customization.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"045de91c-f828-5fa9-a53b-dc9e7d559767","name":"stacked-percent-barplot-seaborn","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAADd0lEQVR42oXU21MbVRgA8NNKgDJDbchFxLQPOqM++qZP+jf45owOWlvIpC0FCtRxRkYy1JHaFCU4oXUYi21IMqHFQEovIRHQtLhns5sESfaSTTab24ZcBKKOM7nsOmlTRCx6ns53vvmd7zvn4QOiKFYqgvhklUqVcrmyExaL5Z19uVxLFUtlQaiUSmUgigJNpycmlq9eXRkfdyFIxOkM6vXOiYnla9fcodDG5ORPV64sj405V1ao1VXm8ujihZG7ev1COMwDURQdjvXGRk1z8xkAjo+Pu7q6TAB80NioUakG3G5aqextajoFQPvgoG1k5C4A7TJ5t1R6FkK2il0uQirtVirPSSRqg2Gpv98qqVfLFT0vv/LJgwehY8c+ksl6AOjQau06nQOAk3J5r1zeg6KP8OJi8MiRswpFb11dp8GwdPrUNADt9XXqttY+tzt09Oj5lpZuAE5qtfM63X0ATigU/8CBGpao9WNO0xz2bteNjvOWvmEbRFmVakAm2x87ncRjLKlXj+oc5Na2jWQXQtwPsRTui73Q1v+o7X1xrW2JRP3lZYcvmb3+MGiB5PxaGPNy/4MdjsBu7OdzRoSwYtTtAIt5uedb+6TSbgBODA39CwtC0eUin4rtARb3x1586eM21UDDIc2FzxYuXfqPN+/GOG3zM0ws963D9809fGwOwSLpYa39wIGOvb/dIu95rrWv4ZDmq9HFx3gGp20+JpLMz/0Snl1jTBhJ5TeHh+wHn+lUKs8pFL01fP/euuRgZ1ODBoD3v/j8zlo6b0SCNZzIz3pDMzh94+cgkd38dNAGwPFnD3cdbj4DkUgV4/74O+qp905ff/vDyVm718OlpyGxBxsRYp3PfW1YevW1oTfeuvj6mxf9a/EqTuQKt6noHZqbp6KBePYhlTB7yD3Y5CFRJoUxqeq9GGVFyVSuAERBYNO/WlDK6qGmIekLp1fphGkfjEd4M0be8tEzOJ3K/1atHMtsz+DULS9twSg/W8VmjLyJ03P+Kv7eF7rppc3YLuzdhaMbW0ZImD3Ud5DAGP5HIj6FBKdR0orRTCxn8VAmlJxCgqtUAoZSU0jQ7KGMkEhmC1WcL/yBxTdgJIlyfCJXiGQ2Icej0ZQ/kcnkC75EBrJJGOW57FY8tw05HrJJPL6x/fufYGfKiMLfw2jnqFgsPiX1JPwLMeALQhmIb+MAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/95d270f1f073385861f8d3bf5f57165d/ec333/stacked-percent-barplot-seaborn.png","srcSet":"/static/95d270f1f073385861f8d3bf5f57165d/ec333/stacked-percent-barplot-seaborn.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/95d270f1f073385861f8d3bf5f57165d/21b1a/stacked-percent-barplot-seaborn.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a050cf84-dd62-5ebd-bb14-d3638c1d2aec","name":"streamchart-basic-matplotlib2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6af67efeae92b90c2073297c53adfc19/ec333/streamchart-basic-matplotlib2.png","srcSet":"/static/6af67efeae92b90c2073297c53adfc19/ec333/streamchart-basic-matplotlib2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6af67efeae92b90c2073297c53adfc19/21b1a/streamchart-basic-matplotlib2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"59ec9822-d35c-5054-81cf-4c5aa50dc3b8","name":"streamchart-basic-matplotlib4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8284429d61d25e5126b0c0c5c6e52b73/ec333/streamchart-basic-matplotlib4.png","srcSet":"/static/8284429d61d25e5126b0c0c5c6e52b73/ec333/streamchart-basic-matplotlib4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8284429d61d25e5126b0c0c5c6e52b73/21b1a/streamchart-basic-matplotlib4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f9a262c2-88a4-5584-9baf-6ef7df095dcf","name":"twitter","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAALCAIAAADwazoUAAAACXBIWXMAAAsTAAALEwEAmpwYAAAAr0lEQVR42pWSMQ6EIBBFZ8DGhljYcQJjhXgBA53BylDYGApuQElBPPkmkpjNxmTh1f/xhwGAN8gNIgIAIhJCoBa8qTBzm9baWtv3PQAwxuZ5LpJzz7Is13VZa9u2dc5N0/ScW1S+rutxHCklIUSp+fhd18UYvffjOD4TlWKM2ff9PE/nXL78//KcUEpt2wYAUsoYYwihYnLOedM0OT0MgxCCUlr3yHV7+jG/f9tr7gPK1xqVQGhJ9wAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/b598fb45055dd21a5088c0d4c63b0197/f7030/twitter.png","srcSet":"/static/b598fb45055dd21a5088c0d4c63b0197/f7030/twitter.png 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/b598fb45055dd21a5088c0d4c63b0197/9598b/twitter.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5599999999999999}}}},{"node":{"id":"647aec00-ba8c-592b-9db2-6b74e870c8b1","name":"web-bubble-plot-with-annotations-and-custom-features","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/14cebbe158524f13097c3f8ef89a8805/ec333/web-bubble-plot-with-annotations-and-custom-features.png","srcSet":"/static/14cebbe158524f13097c3f8ef89a8805/ec333/web-bubble-plot-with-annotations-and-custom-features.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/14cebbe158524f13097c3f8ef89a8805/21b1a/web-bubble-plot-with-annotations-and-custom-features.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ea6bd749-84d7-5254-b201-b393389f525c","name":"web-circular-barplot-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7baf2dc9b9b9bb27990da404fdbad381/ec333/web-circular-barplot-with-matplotlib-square.png","srcSet":"/static/7baf2dc9b9b9bb27990da404fdbad381/ec333/web-circular-barplot-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7baf2dc9b9b9bb27990da404fdbad381/21b1a/web-circular-barplot-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1cefd983-bf7d-57a1-9ff3-c8ab60e44aaa","name":"web-histogram-with-annotations","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4e8b4c60875904ab974a1211f5370d51/ec333/web-histogram-with-annotations.png","srcSet":"/static/4e8b4c60875904ab974a1211f5370d51/ec333/web-histogram-with-annotations.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4e8b4c60875904ab974a1211f5370d51/21b1a/web-histogram-with-annotations.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"27018d66-9e4f-5a3f-90ca-74470894859a","name":"web-population-pyramid","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b2f916ef53da1e00ff80bb24103ccc00/ec333/web-population-pyramid.png","srcSet":"/static/b2f916ef53da1e00ff80bb24103ccc00/ec333/web-population-pyramid.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b2f916ef53da1e00ff80bb24103ccc00/21b1a/web-population-pyramid.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"93a37d40-ef90-5d50-8117-8e6bc2a06daa","name":"web-radar-chart-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/359724279d897ed23ecc95ce7450578f/ec333/web-radar-chart-with-matplotlib-square.png","srcSet":"/static/359724279d897ed23ecc95ce7450578f/ec333/web-radar-chart-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/359724279d897ed23ecc95ce7450578f/21b1a/web-radar-chart-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c9e94280-931d-5991-96d6-5c0c03d2ca12","name":"web-scatterplot-with-images-in-circles","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4403451a2fbab01dd0873a9c8e828a1e/ec333/web-scatterplot-with-images-in-circles.png","srcSet":"/static/4403451a2fbab01dd0873a9c8e828a1e/ec333/web-scatterplot-with-images-in-circles.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4403451a2fbab01dd0873a9c8e828a1e/21b1a/web-scatterplot-with-images-in-circles.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"06b5a43d-d8b1-57f9-8a15-cabb5c3160c7","name":"web-scatterplot-text-annotation-and-regression-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3e44b1bfbf56bcfac5c15dde0f471666/ec333/web-scatterplot-text-annotation-and-regression-matplotlib-square.png","srcSet":"/static/3e44b1bfbf56bcfac5c15dde0f471666/ec333/web-scatterplot-text-annotation-and-regression-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3e44b1bfbf56bcfac5c15dde0f471666/21b1a/web-scatterplot-text-annotation-and-regression-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e669d1cb-ff9a-5653-b039-8ec38c8f52b5","name":"web-slope-chart-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a0cf30871d901f03890383dc3ca60905/ec333/web-slope-chart-matplotlib-square.png","srcSet":"/static/a0cf30871d901f03890383dc3ca60905/ec333/web-slope-chart-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a0cf30871d901f03890383dc3ca60905/21b1a/web-slope-chart-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7be6f514-49a2-5a09-9c3e-446e57942a54","name":"web-tornado-chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e057dd55849ec3b871e084bf184283b8/ec333/web-tornado-chart.png","srcSet":"/static/e057dd55849ec3b871e084bf184283b8/ec333/web-tornado-chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e057dd55849ec3b871e084bf184283b8/21b1a/web-tornado-chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ca749a42-fe68-5940-866a-d9f0363c2c2e","name":"120_Basic_lineplot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/405d07c26f53cf1875e0e81b7e280c72/ec333/120_Basic_lineplot3.png","srcSet":"/static/405d07c26f53cf1875e0e81b7e280c72/ec333/120_Basic_lineplot3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/405d07c26f53cf1875e0e81b7e280c72/21b1a/120_Basic_lineplot3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"cb654187-f0c5-5bc2-8924-8275d032490c","name":"125_Lineplot_small_multiple_v2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e4fbfe2428a71e04229bf41266281249/7d71f/125_Lineplot_small_multiple_v2.png","srcSet":"/static/e4fbfe2428a71e04229bf41266281249/7d71f/125_Lineplot_small_multiple_v2.png 623w","sizes":"100vw"},"sources":[{"srcSet":"/static/e4fbfe2428a71e04229bf41266281249/684a0/125_Lineplot_small_multiple_v2.webp 623w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1669341894060996}}}},{"node":{"id":"5e5d59ce-c60a-5875-a586-3b17d2004c42","name":"134_Fighting_overplotting2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/92e288f8ac1efcf21f6f1eeda3bb239e/7196f/134_Fighting_overplotting2.png","srcSet":"/static/92e288f8ac1efcf21f6f1eeda3bb239e/7196f/134_Fighting_overplotting2.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/92e288f8ac1efcf21f6f1eeda3bb239e/70be0/134_Fighting_overplotting2.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"9c441a12-86dd-5eb3-8ba8-1fc140b246db","name":"134_Fighting_overplotting12","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAAA7DAAAOwwHHb6hkAAACYElEQVR42nWT3U/TUBiH93+beOcN8cIbE4MxMcYr0aiJEoIiBlAQVMpgzMk6ttK1Pf3+WLd+bDymLftSbPLLed++5zznvD2/1uCa4XCIpgkURUUIC00z6PcNhLAxDLPMq1Gg6+ZNzSJN8yXl+Zja9XUBTLCsCNMMsaxKRfw/3VY3DB/fH1bAOB6VwCnsX0ULKgABQgTzzYWHEB5+MKRWtDwapbNdFyG35bYdovU9el0bywyw7Yh+r4XaaxMESXXC0SgpF2l6MIMYwqdvOBXMDOjtHaH9usT1h8i/Bfs77RLsODHy2Sad8x3CMJsDixZasoWqebhOzFm3w5fWMYbpl8D6ygPa7z4QJBOkwy4vnh6iXrk4bkzr+CUX9feEYU4ty3OyLENRXdY2mzTbgoGf8LFxwJODNYTpY1sR8sY2qtTEH6Sc/FB4vrqP0nNw3AHt+jpyY3t+wjzLuVQc7j7aY19SSKKMt9In7n9+jC7cEni5tYt6eoEXJTQklY03p/RVF8cZoMgSSues+oZACez0HO483OXrscIoTFk/3eXZ4Ws008PWPU7urSCvb+HGOUrXov7zCl3zy0sRhomhWwTVLUOe52XLq69OkJoakT/iu9zkqN3AtgeYwqe38w3tXMZ2Y4QRoPX9JWsVd1D6sLBNkqQIM0Rq6iiqh2MP0IXHlWEjzADLHmDZEZYZ/uXXRW+Gy8YWIiylG0E5mmY0e1fq5o9YercgwwjwvLhqOU2zsn/XjfH9uIyLsZhQxNN8sTaN53MHxHFaAafPZDKZxcXJJ5PxLC+sNa0XtfF4vLRuWvsDOwgVQNwxe0gAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/734cfbc87cf78b6d2e6902dc9360d3ed/de8b2/134_Fighting_overplotting12.png","srcSet":"/static/734cfbc87cf78b6d2e6902dc9360d3ed/de8b2/134_Fighting_overplotting12.png 665w","sizes":"100vw"},"sources":[{"srcSet":"/static/734cfbc87cf78b6d2e6902dc9360d3ed/36b61/134_Fighting_overplotting12.webp 665w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.718796992481203}}}},{"node":{"id":"71c01f22-38b7-5b07-adb1-6b959967d9b7","name":"134_Fighting_overplotting7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/88aadd07aae78925de0d7b3a69cd1239/b0a37/134_Fighting_overplotting7.png","srcSet":"/static/88aadd07aae78925de0d7b3a69cd1239/b0a37/134_Fighting_overplotting7.png 470w","sizes":"100vw"},"sources":[{"srcSet":"/static/88aadd07aae78925de0d7b3a69cd1239/b7bc4/134_Fighting_overplotting7.webp 470w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.04468085106383}}}},{"node":{"id":"bc031b04-ca1d-53be-a210-13402acaa1c7","name":"134_Fighting_overplotting8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/2bf0e1711af6cd7d52db17e16e4e35f1/45703/134_Fighting_overplotting8.png","srcSet":"/static/2bf0e1711af6cd7d52db17e16e4e35f1/f92db/134_Fighting_overplotting8.png 750w,\n/static/2bf0e1711af6cd7d52db17e16e4e35f1/45703/134_Fighting_overplotting8.png 843w","sizes":"100vw"},"sources":[{"srcSet":"/static/2bf0e1711af6cd7d52db17e16e4e35f1/bb46a/134_Fighting_overplotting8.webp 750w,\n/static/2bf0e1711af6cd7d52db17e16e4e35f1/fb38c/134_Fighting_overplotting8.webp 843w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.3309608540925267}}}},{"node":{"id":"326178c6-7021-5ec4-a31f-4ea9ca7cfda4","name":"134_Fighting_overplotting9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1bec5d78b45fbc334b1b0073464b068b/c58b9/134_Fighting_overplotting9.png","srcSet":"/static/1bec5d78b45fbc334b1b0073464b068b/c58b9/134_Fighting_overplotting9.png 614w","sizes":"100vw"},"sources":[{"srcSet":"/static/1bec5d78b45fbc334b1b0073464b068b/9c954/134_Fighting_overplotting9.webp 614w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6791530944625407}}}},{"node":{"id":"622480d8-3b53-59cf-83e7-353df87a01be","name":"150_Parrallele_plot_with_pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6618f6100a643dc0d097d6e69beefec4/ec333/150_Parrallele_plot_with_pandas.png","srcSet":"/static/6618f6100a643dc0d097d6e69beefec4/ec333/150_Parrallele_plot_with_pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/6618f6100a643dc0d097d6e69beefec4/21b1a/150_Parrallele_plot_with_pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8a9e9a8e-ce43-55a6-8da6-c16a2c355066","name":"197_matplotlib_color_palette9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5c1a28d8b6eae93b27a50d73bbef8455/ec333/197_matplotlib_color_palette9.png","srcSet":"/static/5c1a28d8b6eae93b27a50d73bbef8455/ec333/197_matplotlib_color_palette9.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5c1a28d8b6eae93b27a50d73bbef8455/21b1a/197_matplotlib_color_palette9.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fd8ac06b-5bf2-5135-bcca-3463112c1616","name":"197_matplotlib_color_palette4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7f3ebb8d32ff1aa05cff819d807ec7b9/ec333/197_matplotlib_color_palette4.png","srcSet":"/static/7f3ebb8d32ff1aa05cff819d807ec7b9/ec333/197_matplotlib_color_palette4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7f3ebb8d32ff1aa05cff819d807ec7b9/21b1a/197_matplotlib_color_palette4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d8720a4b-35c3-533b-a39b-bc02f7a1a21e","name":"260_Basic_Wordcloud","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAD1ElEQVR42rWUW09UZxSGN7BhZvb5OLP37DnLDMKAMIActMoAIpYiVFCjSRNvWq+aiu11ta2tFASExvSySdsYmzS98rp/of0tZQYbZWaeRtBWIOlVu5I3WWtdPPnW+lZegVfRaDSo12v/qkajRq22r9e91/nrEPiPQ6jX63vJb7//ymef3+TOndvcvXuL1QdLfHn/Fl/c+4jHP97m4fotvtlcYm11ia+Xl9ja/Jjl+7f56t6HfP/dpzx//nwfuLu7u5dsbKzQLAr4CRE/IWCZAqoioClNlE5IZDMiHYVmgqAZxxLwXAHTaCKZFjg7nqFarR4Erm88YHRKYHTcYOaKwVtlC0MyyCZccgUPzUhz4nQCL2szcMZkeEyiLWziBhq54gCVyiHgD4/XKc8KCILA9ILKhcsqZy7IFHpaef8Tg1Onfd59z6WpNcLUvEZpNESzqONldPK9/VS2KweBm1sPKF8U6BtSGXtbIdfRxtS8zPQlles3LYZGHSZmbRTL5PSkwqnJEGHJIaxKpAtdR0deXl7Ze92xvIGlmcgRCS3q4iVjJNIBhhXg+Qa60YbhGsTiIrLmIIgKmeO9R4Eba5t7wLCo09okIbZEsFP9mPFezKAP1cmiRgvofhHZSiFZOQwvj+TkSBe6qVZ3DgLXVtb2gLIfJWTZtLlR1PYiWq6IlulElFUUJ42ayBO2YoRtn7DpImou2a5+qtVDO1xdWaUpFMNJdSApFoqdRLJ8Qk6MFllB11OIrRHEpEfYiyMl0kTcGC2WS7rQc3Tkzc1viUSOE8RP4VpFpJCFIScIgmEsvZ20N0KQGEFWYtjGMXynF1vL4Tol8oVBKtt/HLrD9Uf4qWHyxQzxVJJ0rkxEdoj5JaSwReAOYJhZUumzuLEilt1O9tgEjleirzRDpbJ9+FMeITsufodENGfRXniHFjGMqiVx7E5iTufemWh6FtPuxHF7MIwcES1DvnDy6A4frm8hCM3oikssyOJEc+iOi+G6aGYKsc3CjHqkcx5+PIofj5FI2pimSCYb/2eHtdo+8Kenj7DTAr1nbYrDBqWyTueQSvlylK4RDSsWomNQJ1+U6BtV6R6UKXRJdA+FmL/RRXVn5yDwydMtTl4SGDhvUJpSKAwqaE4L/dMKI3M6WrSJeD5EUAhxfDTC0KxOz5hKdznExOUcO8/+Bu6b48+/POHM+CALC7NcvTrH9NR5yuNjLFybYmZugrnFc1y6do6Li5PMLU4yMz/B4vXzXJgd48YHV3j27M+DBtuoN6i9qFPb3dfL+qWLv3jV232pN/Lam/WL+v/n2H8BVca+F4cuNdkAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/13ddad6155da08a4c3f89bca21260611/ec333/260_Basic_Wordcloud.png","srcSet":"/static/13ddad6155da08a4c3f89bca21260611/ec333/260_Basic_Wordcloud.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/13ddad6155da08a4c3f89bca21260611/21b1a/260_Basic_Wordcloud.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8dadb966-a679-599b-a2fb-78f83e386413","name":"261_Custom_Wordcloud4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d206e06ac7661532301cfbe300cbb890/81bb2/261_Custom_Wordcloud4.png","srcSet":"/static/d206e06ac7661532301cfbe300cbb890/81bb2/261_Custom_Wordcloud4.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/d206e06ac7661532301cfbe300cbb890/ffef7/261_Custom_Wordcloud4.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"9f4e0b15-ce33-5103-9fae-8d2c6fccfd44","name":"261_Custom_Wordcloud3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAPCAYAAADkmO9VAAAACXBIWXMAAA9hAAAPYQGoP6dpAAACYElEQVR42q2Uz04TcRDHFynb0t39/bZLd7fb3YW2YilCW0wIEoJRE3wAzzwJxT+AxoOaEOMbUCiNvoAnL0opBSVejScvhvIAJED4mKCYmID1wFxmModPvjPfzChccihnxcnJyWn+sfed7c8faO3u0Ght0/zUorW7xWZrk62dLZrbTRqNBh83Nmg2mxweHp4PPD4+Os3Lrx9x934X6eEUESeNnpJkJl1SwxbJnMQakLhZgZ4IcO0M++39vwT9AR4d/QJW5udwQwWv5NPlpYiNDKIPeWiFkIiTQE37eF4Mw/ZJO8OdgY8XKxQnFZxhD9XvRxspEC8XiRcKqH1JtEyevj4LzUqTtvOdgUtPK+SKCrYXo8dw0a1+4okB4jKN7oQYQYiWdIknMrh2lnZ77wLg7x2+WH6AtBVmZyXTN2OUSjrlksGtqThDQxEmJqKkwiiq8LEs9x/A3woXFisEeYWp6SSjY4IwG6dY1iiXY8zciXLvtkpuRBAxUjhOhna7fT7wzOWXrx5SnFJwvSSqfY2Yl0O1Q1RhYYoegpyJDCS9ZoiXLnTe4cJShf4xhWQ2xEpcxRQhpsyc1sLoJ675XOmO0CsD/KD4Hy4vzBEMKQS5IlLkkGYGIXx03UHXPITuI40Awx48VXjhyGfAxSfzXJ9QyA4OIIIA6bnkb0hyowaFcQPft9F6bHqFizStzi4/ez7H+IxC0jHpcj0iCZMeS6B6DlHXQk15dGuCLs1BF/Ji4Fnj67cvvHu/Qr1ep7pWo1qrsbK6RrW2zspqjer6Oqu1daq1OvU3bzk4ODj/li/r2/wEt4I9gl+ol1EAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/e0457a36f6d8f7f0763d93517af267a1/81bb2/261_Custom_Wordcloud3.png","srcSet":"/static/e0457a36f6d8f7f0763d93517af267a1/81bb2/261_Custom_Wordcloud3.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/e0457a36f6d8f7f0763d93517af267a1/ffef7/261_Custom_Wordcloud3.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"c17cf5b8-87f1-580e-9ba5-d22a4b353330","name":"261_Custom_Wordcloud5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/18a92916d49838afde0c6e9f46525578/81bb2/261_Custom_Wordcloud5.png","srcSet":"/static/18a92916d49838afde0c6e9f46525578/81bb2/261_Custom_Wordcloud5.png 640w","sizes":"100vw"},"sources":[{"srcSet":"/static/18a92916d49838afde0c6e9f46525578/ffef7/261_Custom_Wordcloud5.webp 640w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.75}}}},{"node":{"id":"78faa24c-c86d-5d0f-9c91-82c95b0a3a3a","name":"285_Back_Layout1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a6e44405546ba8d37dc19894ae593b6b/7b5fe/285_Back_Layout1.png","srcSet":"/static/a6e44405546ba8d37dc19894ae593b6b/7b5fe/285_Back_Layout1.png 507w","sizes":"100vw"},"sources":[{"srcSet":"/static/a6e44405546ba8d37dc19894ae593b6b/cc2e8/285_Back_Layout1.webp 507w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8382642998027614}}}},{"node":{"id":"08ff6452-bf08-5335-860b-04e786ff154c","name":"286_boundaries2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/efd21283b7732d925df8d9fc09dc1c77/1a3df/286_boundaries2.png","srcSet":"/static/efd21283b7732d925df8d9fc09dc1c77/1a3df/286_boundaries2.png 540w","sizes":"100vw"},"sources":[{"srcSet":"/static/efd21283b7732d925df8d9fc09dc1c77/959a0/286_boundaries2.webp 540w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4462962962962963}}}},{"node":{"id":"c2a2c818-76c8-5585-8f3a-6001c6f99130","name":"310_basic_bubblemap","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0ec0853bc5cec3672fb80d7a81b3da69/4b3b7/310_basic_bubblemap.png","srcSet":"/static/0ec0853bc5cec3672fb80d7a81b3da69/4b3b7/310_basic_bubblemap.png 734w","sizes":"100vw"},"sources":[{"srcSet":"/static/0ec0853bc5cec3672fb80d7a81b3da69/aa68a/310_basic_bubblemap.webp 734w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5095367847411444}}}},{"node":{"id":"0ea6caf4-8c7c-53e7-a9a8-5909260b29d5","name":"312-add-markers-on-folium-map1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/dcb79141c962247647fe9f8ba253dfce/ec333/312-add-markers-on-folium-map1.png","srcSet":"/static/dcb79141c962247647fe9f8ba253dfce/ec333/312-add-markers-on-folium-map1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/dcb79141c962247647fe9f8ba253dfce/21b1a/312-add-markers-on-folium-map1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b0c1c945-876c-5f21-9e6f-04d4f5642703","name":"312-add-markers-on-folium-map2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/62777b9a9eaadec8bf8b83cba581cd2b/ec333/312-add-markers-on-folium-map2.png","srcSet":"/static/62777b9a9eaadec8bf8b83cba581cd2b/ec333/312-add-markers-on-folium-map2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/62777b9a9eaadec8bf8b83cba581cd2b/21b1a/312-add-markers-on-folium-map2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1800d598-072e-5bca-9548-ebb3925271a8","name":"365_data_science_banner","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/bb81f70bb73cf94e8a0bd36168f38d32/61162/365_data_science_banner.jpg","srcSet":"/static/bb81f70bb73cf94e8a0bd36168f38d32/61162/365_data_science_banner.jpg 300w","sizes":"100vw"},"sources":[{"srcSet":"/static/bb81f70bb73cf94e8a0bd36168f38d32/1880e/365_data_science_banner.webp 300w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8333333333333334}}}},{"node":{"id":"d0643ce8-81cb-5e49-ba75-439da6f2b115","name":"371_3D_Surface_plot_volcano_2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4d808c54172524e161d3436a4b016729/0e450/371_3D_Surface_plot_volcano_2.png","srcSet":"/static/4d808c54172524e161d3436a4b016729/0e450/371_3D_Surface_plot_volcano_2.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/4d808c54172524e161d3436a4b016729/565c6/371_3D_Surface_plot_volcano_2.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"8add34fa-624f-5b4c-9dcf-9df1b8d10d5a","name":"371_3D_Surface_plot_volcano_1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cadf50343281c55159f5c5a6896e1c7f/0e450/371_3D_Surface_plot_volcano_1.png","srcSet":"/static/cadf50343281c55159f5c5a6896e1c7f/0e450/371_3D_Surface_plot_volcano_1.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/cadf50343281c55159f5c5a6896e1c7f/565c6/371_3D_Surface_plot_volcano_1.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"86773254-e916-54cd-a331-3a484f692ca9","name":"371_3D_Surface_plot_volcano_3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/175939ab914017ac4bb302a6bb607d8b/0e450/371_3D_Surface_plot_volcano_3.png","srcSet":"/static/175939ab914017ac4bb302a6bb607d8b/0e450/371_3D_Surface_plot_volcano_3.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/175939ab914017ac4bb302a6bb607d8b/565c6/371_3D_Surface_plot_volcano_3.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"836e7f11-df0a-52ae-a5ec-a58dcacdd67f","name":"371_3D_Surface_plot_volcano_4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAAAsSAAALEgHS3X78AAACBUlEQVR42q2Uv2vUYBjHD8c69PovqAgi/gt2U5cDHV06dHNwEkGwKi4iOLhK0clBnMSCDi6O/kKhlLbcibbJeUne903eN0nvLrkkdx9JrkXLmUUa+EDgffJ53jf5PmlwxFfj4CbLCpIkJ03/j8lkclgYRQmuGyFljBBTpIjwTR8hNJ6rESJEiGi6Jv/geRFFMZ4VlsUHRb4fo4cp0gtxVYIb7OF5EiECPK+kbGCqZ5Ta+7ew7FSJgpAoHeO9e4/dOsPw4RWira/4Kt6X+vsoXNfHthV5XiM0JiYsGWQMHl9kvNSgeNBgvb1M2wzoK0kgFdKbSh3HZ3dX1O9Q65DQjFHhB3R3js7PE5jNJs/lBa5vu2x+D9jsBbiBQnhToWXJeqEKIvIo48XgC/dY5i4r3OcmTyZLXEpfMvdoxPEWrDxLGEQ+dldhWeUOJzVHDmN6O32urcec3nFY2LI5pT6zmL3mZNiheQeOzWvmFz6ytvYDrTWWpeqFYRizsRXhdENefRtw9WnO5TcF594WNG+MaZ7NWDy/werqJzodh25XVl+6NjaOqwkCg+8b4sDQ14ZRpGlvx7Raktu3LHpOiDEa2xZ4nqliVvsOy0XHMRW/erqi2wuqBkr5laiMSnnMMn8lZdBnhHleVCM0Gh0mTTNGaU6/n5IkWTWew+Goyt3fdTOjd1Q/h99qRg1DJGlkXgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/4b608b554dbe6a4542ea7e5f47bb91c2/0e450/371_3D_Surface_plot_volcano_4.png","srcSet":"/static/4b608b554dbe6a4542ea7e5f47bb91c2/0e450/371_3D_Surface_plot_volcano_4.png 576w","sizes":"100vw"},"sources":[{"srcSet":"/static/4b608b554dbe6a4542ea7e5f47bb91c2/565c6/371_3D_Surface_plot_volcano_4.webp 576w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6875}}}},{"node":{"id":"315e7aa1-a8d2-5578-bf84-e74486c354ae","name":"393_Faceting_and_Radarchart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAFCAYAAABFA8wzAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAA+klEQVR42kWQS0/DMBCE8///CRISR7gj9doDXHpBkKrNg7akcfzcdT5kV1BLljzj2dnRNADrunIxM6rC31FV5nlBRP+5nFecm8n5zokIxhhyzhU3KsIwT7zud3xeRgpOKRFjRCQSQqg4iRKWPWF+J8S7pvwX0/IuXBNDYHc68vzxxnb4wjlXr1k83XglhIjzAbuckNMjYXxCksNah/c3bdd19H2PtZambo+RizWEdNuikjgOVzbblkM/1Spq0vML6fuBFM7EpKQU8d7Tti3jONakTemqOGuSuq2QpY/pajgME4f+h6yK6oozHdGdcc6imqu2GJYQZbZ4/QJBT4ID3Vp+EAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/da4b0361d039064b28267032be503a22/973fd/393_Faceting_and_Radarchart.png","srcSet":"/static/da4b0361d039064b28267032be503a22/a7d29/393_Faceting_and_Radarchart.png 750w,\n/static/da4b0361d039064b28267032be503a22/973fd/393_Faceting_and_Radarchart.png 1020w","sizes":"100vw"},"sources":[{"srcSet":"/static/da4b0361d039064b28267032be503a22/b8b05/393_Faceting_and_Radarchart.webp 750w,\n/static/da4b0361d039064b28267032be503a22/fb6b2/393_Faceting_and_Radarchart.webp 1020w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.26666666666666666}}}},{"node":{"id":"9b872ca8-7ae4-596b-82fb-8776e187b4f8","name":"404_Dendro_and_heatmap1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAARCAYAAADdRIy+AAAACXBIWXMAAA7DAAAOwwHHb6hkAAADI0lEQVR42n2UbWhTZxTHnyS9SZr0jXat1DTatDoKsn0aYx/GGL4Vo6CWyj4OYQWZIJNJmTq21bJSprhREeo3Y1qbNtHaoggiit82UQbVLmlaE22bFkp1qZikeetv3Ocm1qXFA/977gv3d//nnOe5Ijv5F7HoK94X6XR6jVKplMyFIZ6c6OLFuF9erKyskMlkcsqSzWpKJpO585WcsmTSGRLxBNlM5v/Ay+fczE5H3gLXi0zBS/l7ElwIVA/qAzXGnwbo7DzPmc5znP7xVzo6zkr99HO3zF1df/Bb9wW6u3vw9PRz93cvj333WXz5kui/UQ2ofiEej8sLl+sqQhSh15chRAlClL6jMnSiAqvBjl7U0GD9mCb9Rxx2thEOh4lEItKYUBubtz3guY4Q1ZgtmzGa7VImcx0msx1zsZ1iyyZqKpooL91Cs207LTXNHGs9jt/vZ35+XnIkMF/yFfcgQlShmOowKBspMtooUrOyEcVow2iqo9zaiNlST1utk9PVrXR8dYpQ6Blzc3NyUDmgNozLrgGE+ECCDDlQIbCqbCslVgcHanfxdbWTE63fS4czMzNaD9916HJpDt8HrCzdSqnVwc7aHbRU7qW99QdC4RALCwurwHRa66G7z4sQlaslK7Z1gFuwWBy01H/Jd43NnD3cjj/gJxgMkk6lEOqKTyZTEtjf75MlKybbGmAeWlHSgNHioKfxc25u283FI6eYmpqUJavmJPDNm5gE9rm9csqrQA2i5Iaj5jKLA6XYQe+Hn3HPvofe/R1MTgWJzM5qJau7IxaL5xxeK3C4to8q0GBy4P7iEx5+uptLB88QmPiHiYkJuZ7lTkkkEuuXnHP31qFiw2qpxyBq8fSeZ/qXHm7vaOfZdJhAICCXjgQuLy+v79BY0EMVWLwZva4O98kjvP72KGP7jjMeDEiHS9GoBszvFLfsYQV6/QZ0upo10us2YDVuQggbfd84mT50iDvOk4RehAmFQsRiMQ2Y/8s8fz7DkHeU68O38PpGGRoawesdwecbZXBwmEHPML6hETwDN5j6+0/mHj4i8GCMpddLLC4uSuB/emV3uB02r4IAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/9886cc2deae58c315ca865b00ea6c228/b28bc/404_Dendro_and_heatmap1.png","srcSet":"/static/9886cc2deae58c315ca865b00ea6c228/0609c/404_Dendro_and_heatmap1.png 750w,\n/static/9886cc2deae58c315ca865b00ea6c228/b28bc/404_Dendro_and_heatmap1.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/9886cc2deae58c315ca865b00ea6c228/83ae5/404_Dendro_and_heatmap1.webp 750w,\n/static/9886cc2deae58c315ca865b00ea6c228/745ab/404_Dendro_and_heatmap1.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8517699115044248}}}},{"node":{"id":"de80d00a-2769-5447-b81e-d589e4e5453e","name":"404_Dendro_and_heatmap11","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAARCAYAAADdRIy+AAAACXBIWXMAAA7DAAAOwwHHb6hkAAADSUlEQVR42n2U329TZRjHz2l7+mN0HVuplP7Y6Ajlyn+AG+OFZj8CWzaNMcwbLzABvTEkekEGVWIWXLzgzislIVnpthrmzLwARaMgCQZjljHasY5uGVlcLIUVenpOz8e879kq6uabPHne9817Pud53u/zvEo9/wsbj/5ka9TrdWq1mrRqtdowwzDknmma/N9Qfj/1CQ9m79orC2q6jqHr8sMtEzB7bqDruvypMNO0/T+AF0cvsbq8KhfiQM000U2TmmFsG4Gxw34DaFqWPGSISJ5UqP02S/VSmtW5Wb74coxUapThMyMMD4+QSn3K2bPnOXfuM0ZGLvBRapTxy1colUqsr69TLpdRBMyqW5J+I/s9J8I9HG87TKQlieoMoij+TWtGUQKbvpmAFkdVgrzy8iBLhQLLy8vyWiQQywZeHfuW/j3dvNTeRZNnP5onhtfXjtsbx+ON4/UJH0PzRIkFXyTkS9LfO8T8/Dxra2tYlrUJrFsI7Yrpa0zvHuDD9jcI+jpxuaNo7hhOLYJLi6DJdRSXO0Jb4CBNzjhHe45RKCyysrIiBWsAxVhIX+Niaz8n4wO0+Tpxum3IdsA9LUkC2n6Odh9jbm5OpixFkfVV1UXFcCfzHR+HBnmnY5BWXycOAdH+C3Rq+wi1HJLA/t63WFpakilLoCw/066l25nrfBB8neOJ13YECi+AwUCSZleHTFncYbFYlDWp2AVtIZB/3LrJrZPvceHt0+xtPYTDtU8KI4HuKG5PrJFyMHCQXY44fT1D5PN57t3L2Xe4BawCG7evsn5igM/jfYR9CZwCsp0oWoTd/gNSFJHywkL+b5W3ek7Uf2n+Jo/Ov89M6AhRbwKnJyaj+jdQWIv/AF5HVIoiUhZRil5XGo+CBZXSCk9m0swku4k27QwU8+ZdnbjVCH29Q9y/v0Aul5Pd0gCKPn78uISVu8HDd7tIBBOoWgzPDhEG/DbwyGaEwiqVynMR1i2ePitTu/MTvx5+lUhTO4oaxukIoyghFPUFVEcYVd0r535vBy4lTG/XmxQKBRYXF9nYeA5ovyQ65QdFiuM/8lVmionsNNnJaSYmv2Z8YoqxdJZs9hsymStMjk9xeSzLD9d/lo+CSFdE+BdEgoQ/dTC3XgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/7ec6b0de0b0c39b77521eb60c3200dc3/b28bc/404_Dendro_and_heatmap11.png","srcSet":"/static/7ec6b0de0b0c39b77521eb60c3200dc3/0609c/404_Dendro_and_heatmap11.png 750w,\n/static/7ec6b0de0b0c39b77521eb60c3200dc3/b28bc/404_Dendro_and_heatmap11.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/7ec6b0de0b0c39b77521eb60c3200dc3/83ae5/404_Dendro_and_heatmap11.webp 750w,\n/static/7ec6b0de0b0c39b77521eb60c3200dc3/745ab/404_Dendro_and_heatmap11.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8517699115044248}}}},{"node":{"id":"225874c8-9282-5c56-971a-c073eaff768c","name":"404_Dendro_and_heatmap12","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e8d509d3e73a061d73d3715813e8b786/69813/404_Dendro_and_heatmap12.png","srcSet":"/static/e8d509d3e73a061d73d3715813e8b786/6df7b/404_Dendro_and_heatmap12.png 750w,\n/static/e8d509d3e73a061d73d3715813e8b786/69813/404_Dendro_and_heatmap12.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/e8d509d3e73a061d73d3715813e8b786/de535/404_Dendro_and_heatmap12.webp 750w,\n/static/e8d509d3e73a061d73d3715813e8b786/48513/404_Dendro_and_heatmap12.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"38f9cc1d-16d0-5c30-81d2-e9e2c9273cd3","name":"404_Dendro_and_heatmap10","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ef4c23e72742284d9f83c7b5276673e3/69813/404_Dendro_and_heatmap10.png","srcSet":"/static/ef4c23e72742284d9f83c7b5276673e3/6df7b/404_Dendro_and_heatmap10.png 750w,\n/static/ef4c23e72742284d9f83c7b5276673e3/69813/404_Dendro_and_heatmap10.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/ef4c23e72742284d9f83c7b5276673e3/de535/404_Dendro_and_heatmap10.webp 750w,\n/static/ef4c23e72742284d9f83c7b5276673e3/48513/404_Dendro_and_heatmap10.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"45a8539f-de23-55bd-8518-5e6ac2a721b6","name":"404_Dendro_and_heatmap3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/92126a2443ce34f9f5fd8cb7c12431c3/b28bc/404_Dendro_and_heatmap3.png","srcSet":"/static/92126a2443ce34f9f5fd8cb7c12431c3/0609c/404_Dendro_and_heatmap3.png 750w,\n/static/92126a2443ce34f9f5fd8cb7c12431c3/b28bc/404_Dendro_and_heatmap3.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/92126a2443ce34f9f5fd8cb7c12431c3/83ae5/404_Dendro_and_heatmap3.webp 750w,\n/static/92126a2443ce34f9f5fd8cb7c12431c3/745ab/404_Dendro_and_heatmap3.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8517699115044248}}}},{"node":{"id":"7659d2ca-d709-5b5a-af20-b69dd52c5800","name":"404_Dendro_and_heatmap4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/742b55ae7cbc8e0863da7da6f2c75a91/69813/404_Dendro_and_heatmap4.png","srcSet":"/static/742b55ae7cbc8e0863da7da6f2c75a91/6df7b/404_Dendro_and_heatmap4.png 750w,\n/static/742b55ae7cbc8e0863da7da6f2c75a91/69813/404_Dendro_and_heatmap4.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/742b55ae7cbc8e0863da7da6f2c75a91/de535/404_Dendro_and_heatmap4.webp 750w,\n/static/742b55ae7cbc8e0863da7da6f2c75a91/48513/404_Dendro_and_heatmap4.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"49b40020-d4a7-5568-a62c-fadec9b5d681","name":"404_Dendro_and_heatmap5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap5.png","srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/6df7b/404_Dendro_and_heatmap5.png 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap5.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/de535/404_Dendro_and_heatmap5.webp 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/48513/404_Dendro_and_heatmap5.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"71d9d150-fc75-54a4-b7ab-8b52e73827b6","name":"404_Dendro_and_heatmap2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap2.png","srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/6df7b/404_Dendro_and_heatmap2.png 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/69813/404_Dendro_and_heatmap2.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ef913cd2208649d2cdaff7774ad9485/de535/404_Dendro_and_heatmap2.webp 750w,\n/static/5ef913cd2208649d2cdaff7774ad9485/48513/404_Dendro_and_heatmap2.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"f1f36a09-8437-5c6c-89c5-747b99bf3893","name":"404_Dendro_and_heatmap6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c47606e37a2e495b0e9718eecab3fb74/69813/404_Dendro_and_heatmap6.png","srcSet":"/static/c47606e37a2e495b0e9718eecab3fb74/6df7b/404_Dendro_and_heatmap6.png 750w,\n/static/c47606e37a2e495b0e9718eecab3fb74/69813/404_Dendro_and_heatmap6.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/c47606e37a2e495b0e9718eecab3fb74/de535/404_Dendro_and_heatmap6.webp 750w,\n/static/c47606e37a2e495b0e9718eecab3fb74/48513/404_Dendro_and_heatmap6.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"603e1f83-c425-571a-bd4e-8b8a2e96befe","name":"404_Dendro_and_heatmap7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAARCAYAAADdRIy+AAAACXBIWXMAAA7DAAAOwwHHb6hkAAAEIklEQVR42n2Uf0yUdRzHnzyCCwbSuRDkh8tQkzYxTZOKglCJH0UiOH+k/iGp6ISEKQGbtGyZ5oTmnFYYVrLhNAwiIUbWdG4p/rpO9O4870AE5DhALuGe+/Hcqz3Pobna+myfPft+9zzvvT7vz+fzCB5TOyODVh4Pr9eL2+3+T3o8HiX/LwR92R4Gu7p9QpKE1+XGOSbicrkevSRJEqLoZHR0DLvdjmN0DJfowuVy43a5FYCHKRz59Ci9d/t8gvguJY+E0+nCITqVj7xen6hMJz8lr4Rb8vhE/k2oEIyXIXZa6K+uxXikBdF6D9f9fryOAa5dvcRnew5QWXmYffsP0/5lE82HfuCryqO0NZ5haGiI/v5+hV6Qy5Rkf4CR0z9hmDGPUxGrGNFexmVohbNNVOUXIgh+qCaEIghB5Acm8XJAPIFCBJvTN2G2mDEajPT09CDIXnlk0wFbayvtC9KpfiGPYf2f9BYXYZv3Gp9Pn4vgNwW1OhpVQCTZYclkTU0nQ5NE5bISOm7ewGw2+0qWu4fkc6Kz9gzfBi4lf84a7hm0WDaW0TtnEftmzUfwjyTwqWiEJyPYEZ7FvmnreFeziA05BVgsFjotnTidTp+gd1zwVt1vVPgtImFqMt26y4jVFfS/kclOzXwEIRjVExoEv3DWR2bxybS1pAcnsuLtPG4Zjeh0OqxW6zih1yc4cO0qbVuKOZBbwp3bOmxlW7gclUh9RgHHams4+EUVk555npmBcSyOXsLWGW/SUFDMDb0Bo9GojJrioeIjXq60nKcqfSOn39/KNylrKYjLYKMmhYbt+8Fro/uXFsI00cQGx7MrNo0zc99BV7obvdGolK3MoSiKOEWnQthW18qKoGQqw9/iUEgiOeEpJAW9ztcf7MbdcYU/VpWQm5bDe7HZ1C3M4+Jz2bSnFXFdfxOjwYCsJcjD6nA4FMGm483EaxKImvQiKnU0EU/HMds/nsqiXTgunEebUYhkM3M+eRsXZ+dgTF2NuXQvJrOZvj7fcggy5oMHD5TDse9P4D9hCmEhM1H5hSOoIwgUpvJRxR7QXsXwbC5jpuuYUvPoKypEOlyO4+BeOvR6bDbbP5vyiPBEM5HqWaj9I1k5cQ5rQheyPuhVylPXU7FpG2Wxixk06RjOX013UTn1qzdTs2YdXd3dylArTZGF5AWX4/eTv7IqLIMdmhSuRC2lKmY5jTErKQtdgFqYSOn0JQyatFiWb6BGk0l5QAo12Zu5fqODAav1sV2WJOVQX9vArIDZvBLyEtGqGGaGzuPDyVksD05gshBBTWwm9w1a7B9vR7cwg3OaVLTLdmKy3FYIlS4//P/JcafrLj+e+JnG+ha+qztFw8lmbtaf48LJNprqGhhuPIc4bGPsLyv2Cxe5d7yJvrOXGLHblQ7LhH8DT5b5A3AaWHYAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/311c4bba918e75ceb202176d4ffdb37e/69813/404_Dendro_and_heatmap7.png","srcSet":"/static/311c4bba918e75ceb202176d4ffdb37e/6df7b/404_Dendro_and_heatmap7.png 750w,\n/static/311c4bba918e75ceb202176d4ffdb37e/69813/404_Dendro_and_heatmap7.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/311c4bba918e75ceb202176d4ffdb37e/de535/404_Dendro_and_heatmap7.webp 750w,\n/static/311c4bba918e75ceb202176d4ffdb37e/48513/404_Dendro_and_heatmap7.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"857f9faf-cae6-542c-a422-9ee47b5d56de","name":"404_Dendro_and_heatmap8","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/35e3c4de5d92d10c7bf1399fab6bf64b/69813/404_Dendro_and_heatmap8.png","srcSet":"/static/35e3c4de5d92d10c7bf1399fab6bf64b/6df7b/404_Dendro_and_heatmap8.png 750w,\n/static/35e3c4de5d92d10c7bf1399fab6bf64b/69813/404_Dendro_and_heatmap8.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/35e3c4de5d92d10c7bf1399fab6bf64b/de535/404_Dendro_and_heatmap8.webp 750w,\n/static/35e3c4de5d92d10c7bf1399fab6bf64b/48513/404_Dendro_and_heatmap8.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"1d807d2f-42ea-5139-819c-2367ac707311","name":"405_Dendro_and_heatmap_and_rowcolor","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/116cf009a3b47242b4bcddcdf7f9ee28/c3491/405_Dendro_and_heatmap_and_rowcolor.png","srcSet":"/static/116cf009a3b47242b4bcddcdf7f9ee28/31339/405_Dendro_and_heatmap_and_rowcolor.png 750w,\n/static/116cf009a3b47242b4bcddcdf7f9ee28/c3491/405_Dendro_and_heatmap_and_rowcolor.png 924w","sizes":"100vw"},"sources":[{"srcSet":"/static/116cf009a3b47242b4bcddcdf7f9ee28/b40a4/405_Dendro_and_heatmap_and_rowcolor.webp 750w,\n/static/116cf009a3b47242b4bcddcdf7f9ee28/6d8dc/405_Dendro_and_heatmap_and_rowcolor.webp 924w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8409090909090908}}}},{"node":{"id":"617d1371-edd6-527d-9d7e-a2c60fcc66e3","name":"404_Dendro_and_heatmap9","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAARCAYAAADdRIy+AAAACXBIWXMAAA7DAAAOwwHHb6hkAAAEL0lEQVR42n2Ue1BUdRTHbznq9E81aTM6vYYsFXAkCGh4+RgeCpmoS0pojAWBu0auChmIwargg5TQSaF8VD4qxULR2lFKy0QDfG4guysLWMjwcJUN2N179+6n2bswNuNMZ+bcub+Z33zv55zzPVe4Yf2Gnnt3+G+43W4kSXooXS6Xkv8XQrb+KG1dncpBdsuIsgu7w4koDgKikm5ZRHSI2Afs/GPrZ2DQjtMpIYkuJElWAIZT2F9+ls47PUNoXjqXLON0ygw63DglNzJuZNlLJ8sybllW3j13HyL0PIbLMN/r4rMrFzhYewmb9QB2WwWS/VMsDfs4vOkkR7cfp/KT43xdU8eh7y9wsKKGX85cx2q9S1dXFzabDcHzRWlI8Kj5D56oWIt/oY6/jS9jan+e8+1+bF4XTpAwh4gRCYQL8fjOzSPYdzlBo1PRpJdjsbRgMpno6OhAEEUR0SUp5Z4w1jF5t46ovK303gpkmX4ZY4+UEZD+IfGCitiRi4h75E2mzcwnNraYsGmFqAu+oqmxEYvF4i3ZM73hTlRevsILq0uYs3g9d5unoj6RyTOHSwjO0BIvzCNudBKxgoqglA0ErthBcLSOnPS9WFpbaGtrw+kUvYLyUHMrGwyMX7KN10PX0WUIoOjaAnyPbcTvrTVECSoiHk0mRlDx2vwiQjQ7CQ5fy6qFZRjNRgwGA93d3cOEXsHLbb+TtW8p2R+r6TdMIqMmjafKyli6VcOligB+3BrKgifnEflcBtGRBYQl55NVsRvjzWalh572eXsoerzm5vzFWtJy1WjK1aTkZxCXkof//DKK974Lkg/19RHEjVER5bOKkPc24V9awMqTuzEZTbS2tnp96HA4cDhFhbBab8A3rgQ/zRZe1GxgWkwhQSHFlGxJpqM9EPX+THITZhOTqCO6eD2TdqzjjS+P0NzUiNFoxKMleDxotzsUQX11HTP8c4h/NovZI5JIGJdB8MR8dqxXYbwVStKBbPrvTmbu53lM3VXEzEMf8JG+HEuLhc5O77YJHsyB/gGv4MFzTB+VQtzYNGaNWECCoCL8MS17dIlctYbx0p5tWNunMOtQLuk171BomI3u2naam27S29v7YFMcQ4SnqxuIGqcmZlQSIdPfJzR6BQHxBajV6ZRqY4hZvJw+sy+Jp7Vk/ZRBZukSUjft4a/bbYqplaF4hCTJuymnaq4TklBE0MJcfHZuI1Bbim9RGX6L1vDqyCXELtZw3+RHYmU243Mq8EkuIn3jLhob/6S7p+cBoSx7bXPq2EXCJmiJnLqSiDEpzJywmldSSwieoSXs8WTCc1ZjNU9k1W9vM+ULHU9vLmbRd99iabmlECpTHv7/eaLzdg9nqur5ufoKZw/8Sk1VHafqG9Gfa0BfVcsJ81X6+/QM3v+B2vYLHL5xlfNmE7a+PmXCHsJ/ATt8BO+FQ0+4AAAAAElFTkSuQmCC"},"images":{"fallback":{"src":"/static/911a1d00f6c4a1941cb9ed965f124637/69813/404_Dendro_and_heatmap9.png","srcSet":"/static/911a1d00f6c4a1941cb9ed965f124637/6df7b/404_Dendro_and_heatmap9.png 750w,\n/static/911a1d00f6c4a1941cb9ed965f124637/69813/404_Dendro_and_heatmap9.png 904w","sizes":"100vw"},"sources":[{"srcSet":"/static/911a1d00f6c4a1941cb9ed965f124637/de535/404_Dendro_and_heatmap9.webp 750w,\n/static/911a1d00f6c4a1941cb9ed965f124637/48513/404_Dendro_and_heatmap9.webp 904w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8539823008849557}}}},{"node":{"id":"25c3d408-0974-522f-95c5-ca0cdbbd66b4","name":"406-chord-diagram_mne1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/60be66298c27891d4079141373d003bb/ec333/406-chord-diagram_mne1.png","srcSet":"/static/60be66298c27891d4079141373d003bb/ec333/406-chord-diagram_mne1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/60be66298c27891d4079141373d003bb/21b1a/406-chord-diagram_mne1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"52612b74-7aca-5326-ae3b-0e42fee81b8e","name":"406-chord-diagram_mne3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f0a2e3c3a2f3a22f9a15661948570301/ec333/406-chord-diagram_mne3.png","srcSet":"/static/f0a2e3c3a2f3a22f9a15661948570301/ec333/406-chord-diagram_mne3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f0a2e3c3a2f3a22f9a15661948570301/21b1a/406-chord-diagram_mne3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e9565909-6a11-5c1e-9872-07d3542c85fc","name":"406-chord-diagram_mne2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/84c6f5dbf339c8afc09fb5f8bd1ac749/ec333/406-chord-diagram_mne2.png","srcSet":"/static/84c6f5dbf339c8afc09fb5f8bd1ac749/ec333/406-chord-diagram_mne2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/84c6f5dbf339c8afc09fb5f8bd1ac749/21b1a/406-chord-diagram_mne2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"45ba9b6c-6559-59f9-abda-817cc0c50d86","name":"503-waffle-chart-introduction-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/56cd2dd16157e3b4d82843e39f2abfc2/ec333/503-waffle-chart-introduction-2.png","srcSet":"/static/56cd2dd16157e3b4d82843e39f2abfc2/ec333/503-waffle-chart-introduction-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/56cd2dd16157e3b4d82843e39f2abfc2/21b1a/503-waffle-chart-introduction-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fb060d62-3dd0-56ac-8068-752527c1ff92","name":"500-network-chart-with-edge-bundling","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/358eb0eb8222e01b8836a18d89cc5ea2/ec333/500-network-chart-with-edge-bundling.png","srcSet":"/static/358eb0eb8222e01b8836a18d89cc5ea2/ec333/500-network-chart-with-edge-bundling.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/358eb0eb8222e01b8836a18d89cc5ea2/21b1a/500-network-chart-with-edge-bundling.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"28b9dd58-c001-5c33-b723-f3b1f8856804","name":"506-histogram-with-small-mutliples","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a315b1ee2e1c8bd1719f35704381407d/ec333/506-histogram-with-small-mutliples.png","srcSet":"/static/a315b1ee2e1c8bd1719f35704381407d/ec333/506-histogram-with-small-mutliples.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a315b1ee2e1c8bd1719f35704381407d/21b1a/506-histogram-with-small-mutliples.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5bfa7875-10e7-5725-8d70-88997298b88d","name":"511-interactive-scatterplot-with-plotly-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAACpElEQVR42p1Sy07bQBT1r3bTTbdVN+2KRVlUFRXqoqiCBQhRhHiIhwSFtiTkRQkxje0k5G079nhsz9gT2zNJSEjlGAgNIKFaR9Y5vnfmWOdertPr/zc4gIIIxi15KP8p2YGBRx8dxul2EAGg4I5PyDFH1HAZQFSzg6biPM8ZUwNTgANFJRUBQsLKonG8cP4859G7Ucf1iq0AIivO5tvDb692nz4cESswXKpqpHShA4dmd8vbU7/ii/zWu6PMusSBUV8YA7ohAFEDBdBluumbXlc6VVNrgniiyE1n/1Ny+cX2z7mz2CIPbPqIcwt4GvRrJQs4VLcDVSV77+OZDWnvYzy+xMfmc39O6mXBkGWXAxM5YVqRYEv3FEgqFTO9LiZ38ptTR+Kp/HunWM4bxWyrWcNVCTbqKHTWrABgCgkDNpVV0pSdimhmPkuJmXz8A7/58nD/TbIhItX0gMuAS6HDwoFhGjpDwmTFrRVMk3ZUnTSqWIoridcX0hc5O10qzKmlr2rrsm0QBqybdKJEOQ36LdO7zBnJFYGP1TIbUmw+l9kqxJf48++VRh0ZXkfRSQu2H6bDVUvW/nSS/1E7WfkjJOWDmfTBbCq1JqRXxWrBhKQDHFor2rLiAkwnD6dWhYPZlJBoFs+0csFILudLOVDidaXpQMKiVkiY4dCHy8cdL+RSG2J2tywk5HrVDrsxVfX2/YWZwNhZSDTFtCKdtlRAwp9EdLzM6AYGGvP7kmvUcYkHOqbAproVjk2zouupdisBotFE72REOOx1naBnuwzYnu0yRDqIdCyHmjhwvB72uq5/BZFvOTQq2S7TLS/i3PB6GGI4DCgbXI/YcNjvD0jb73Z7jHUp6xDPv7rqR6XBYOD5NOLc8IknoAyaCJpIaRkBZY/2/AXfYzmDOUyiQgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/93356b5a890f869f90e8535ef3e0ddcc/ec333/511-interactive-scatterplot-with-plotly-1.png","srcSet":"/static/93356b5a890f869f90e8535ef3e0ddcc/ec333/511-interactive-scatterplot-with-plotly-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/93356b5a890f869f90e8535ef3e0ddcc/21b1a/511-interactive-scatterplot-with-plotly-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"03f43b63-e119-5178-80ee-13f28925772d","name":"511-interactive-scatterplot-with-plotly-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8a3e45c971e11eab97eb3c863152893b/ec333/511-interactive-scatterplot-with-plotly-2.png","srcSet":"/static/8a3e45c971e11eab97eb3c863152893b/ec333/511-interactive-scatterplot-with-plotly-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8a3e45c971e11eab97eb3c863152893b/21b1a/511-interactive-scatterplot-with-plotly-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d265ba8e-2271-5c30-aadd-7a38602c4053","name":"511-interactive-scatterplot-with-plotly-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f5878593d1f5b90f0d2212106d7357ae/ec333/511-interactive-scatterplot-with-plotly-3.png","srcSet":"/static/f5878593d1f5b90f0d2212106d7357ae/ec333/511-interactive-scatterplot-with-plotly-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f5878593d1f5b90f0d2212106d7357ae/21b1a/511-interactive-scatterplot-with-plotly-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2e3f66f1-e88e-57f5-bd18-1aaa7756fca2","name":"516-line-chart-with-annotations","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bf9c54818db643d7638b46d272a029df/ec333/516-line-chart-with-annotations.png","srcSet":"/static/bf9c54818db643d7638b46d272a029df/ec333/516-line-chart-with-annotations.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/bf9c54818db643d7638b46d272a029df/21b1a/516-line-chart-with-annotations.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f12b0c25-865f-5b94-9364-b7230b14235b","name":"529-multi-group-histogram-pandas","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a3a190b10ad9abd1027f72692b22e5bc/ec333/529-multi-group-histogram-pandas.png","srcSet":"/static/a3a190b10ad9abd1027f72692b22e5bc/ec333/529-multi-group-histogram-pandas.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a3a190b10ad9abd1027f72692b22e5bc/21b1a/529-multi-group-histogram-pandas.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b0000c06-c617-5d4c-a912-e55c33f1216b","name":"529-multi-group-histogram-pandas-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5ec966b52b07eaaf09f94fdbd7ccdbcf/ec333/529-multi-group-histogram-pandas-2.png","srcSet":"/static/5ec966b52b07eaaf09f94fdbd7ccdbcf/ec333/529-multi-group-histogram-pandas-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5ec966b52b07eaaf09f94fdbd7ccdbcf/21b1a/529-multi-group-histogram-pandas-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f0d9e4f3-677e-5240-8eab-348acb27648a","name":"532-episode1-each-line-anakin-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/573b2980f40de0f7eec48cb4ffdefe1e/ec333/532-episode1-each-line-anakin-square.png","srcSet":"/static/573b2980f40de0f7eec48cb4ffdefe1e/ec333/532-episode1-each-line-anakin-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/573b2980f40de0f7eec48cb4ffdefe1e/21b1a/532-episode1-each-line-anakin-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"19213dff-4b7d-531c-860d-4cb446417434","name":"534-highly-customized-layout","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7972c27653eb9cd7fa2566f19aad6294/ec333/534-highly-customized-layout.png","srcSet":"/static/7972c27653eb9cd7fa2566f19aad6294/ec333/534-highly-customized-layout.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7972c27653eb9cd7fa2566f19aad6294/21b1a/534-highly-customized-layout.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3fd10066-13ab-58bf-b744-ac9179413703","name":"550-intro-table-with-pandas-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/07b06516a7ff0253dc6c122bba08aaea/ec333/550-intro-table-with-pandas-1.png","srcSet":"/static/07b06516a7ff0253dc6c122bba08aaea/ec333/550-intro-table-with-pandas-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/07b06516a7ff0253dc6c122bba08aaea/21b1a/550-intro-table-with-pandas-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2a3cb39f-6399-5c2b-97fd-94b31539c457","name":"550-intro-table-with-pandas-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0cbec078718cc4ebb726a9ed484be354/ec333/550-intro-table-with-pandas-2.png","srcSet":"/static/0cbec078718cc4ebb726a9ed484be354/ec333/550-intro-table-with-pandas-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0cbec078718cc4ebb726a9ed484be354/21b1a/550-intro-table-with-pandas-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"29fac866-2011-5ea5-a1b9-74202a3ada82","name":"565-arc-diagram-with-arcplot-2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/13bfcc90b83aa994e33d07f3bf410361/ec333/565-arc-diagram-with-arcplot-2.png","srcSet":"/static/13bfcc90b83aa994e33d07f3bf410361/ec333/565-arc-diagram-with-arcplot-2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/13bfcc90b83aa994e33d07f3bf410361/21b1a/565-arc-diagram-with-arcplot-2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ddf27f40-9a6b-5475-95c1-df88246d5d0e","name":"565-arc-diagram-with-arcplot-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/12c35c7422123a457ac83e15fa073e11/ec333/565-arc-diagram-with-arcplot-1.png","srcSet":"/static/12c35c7422123a457ac83e15fa073e11/ec333/565-arc-diagram-with-arcplot-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/12c35c7422123a457ac83e15fa073e11/21b1a/565-arc-diagram-with-arcplot-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"77e5bb7f-6ce6-5e4a-baa8-412d20e2f1db","name":"565-arc-diagram-with-arcplot-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5900ef4d4dc50757d19ff79b2c84a0f4/ec333/565-arc-diagram-with-arcplot-3.png","srcSet":"/static/5900ef4d4dc50757d19ff79b2c84a0f4/ec333/565-arc-diagram-with-arcplot-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/5900ef4d4dc50757d19ff79b2c84a0f4/21b1a/565-arc-diagram-with-arcplot-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7f73556-56fe-557a-9786-0fc6812260f2","name":"565-arc-diagram-with-arcplot-4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/66c1b380b60d0ded6371ae5893befd41/ec333/565-arc-diagram-with-arcplot-4.png","srcSet":"/static/66c1b380b60d0ded6371ae5893befd41/ec333/565-arc-diagram-with-arcplot-4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/66c1b380b60d0ded6371ae5893befd41/21b1a/565-arc-diagram-with-arcplot-4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6fdb948c-d220-5782-b828-7c129a5a49d3","name":"80_bivariate_kernel_density_plot1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b8a3cd177b4c01727b9c901ae1b8ad79/ec333/80_bivariate_kernel_density_plot1.png","srcSet":"/static/b8a3cd177b4c01727b9c901ae1b8ad79/ec333/80_bivariate_kernel_density_plot1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b8a3cd177b4c01727b9c901ae1b8ad79/21b1a/80_bivariate_kernel_density_plot1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"696e8050-25f6-5c37-be2b-2919b7eaad61","name":"animated_chart","childImageSharp":null}},{"node":{"id":"38031ab5-6d1d-5fa3-9399-baba9e1cce9a","name":"animated_scatter","childImageSharp":null}},{"node":{"id":"afaf0d79-f26b-5f0b-aa40-ff33115120e8","name":"basic-sankey-diagram-with-pysankey-1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fec6df80c5899ef5b0ab889c6478bc7e/ec333/basic-sankey-diagram-with-pysankey-1.png","srcSet":"/static/fec6df80c5899ef5b0ab889c6478bc7e/ec333/basic-sankey-diagram-with-pysankey-1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fec6df80c5899ef5b0ab889c6478bc7e/21b1a/basic-sankey-diagram-with-pysankey-1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"abff4d13-634a-53f7-a1c7-eff28d9ba768","name":"circular-barplot-basic","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/747cb357da1247b170774a4e36e8572c/ec333/circular-barplot-basic.png","srcSet":"/static/747cb357da1247b170774a4e36e8572c/ec333/circular-barplot-basic.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/747cb357da1247b170774a4e36e8572c/21b1a/circular-barplot-basic.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"77ac416a-b6a1-5c70-a5a2-5db3c05e4d20","name":"circular-barplot-basic2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/613463b71461d4d274c918321ebd64d7/ec333/circular-barplot-basic2.png","srcSet":"/static/613463b71461d4d274c918321ebd64d7/ec333/circular-barplot-basic2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/613463b71461d4d274c918321ebd64d7/21b1a/circular-barplot-basic2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"951c275f-b016-5c6f-b7bb-53de6c23827a","name":"circular-barplot-basic1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f11e1ec42d63f1857332f5f875a9d02b/ec333/circular-barplot-basic1.png","srcSet":"/static/f11e1ec42d63f1857332f5f875a9d02b/ec333/circular-barplot-basic1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f11e1ec42d63f1857332f5f875a9d02b/21b1a/circular-barplot-basic1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"51229387-3f1e-597d-8244-c014836c874f","name":"circular-barplot-with-groups1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0147adcd0640c7f09b587de1a04d848c/ec333/circular-barplot-with-groups1.png","srcSet":"/static/0147adcd0640c7f09b587de1a04d848c/ec333/circular-barplot-with-groups1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0147adcd0640c7f09b587de1a04d848c/21b1a/circular-barplot-with-groups1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7a5f09e3-39c8-5ab8-9732-bfe119bb6358","name":"circular-barplot-basic3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9115d6ef667e7fce262f99dab5a0de23/ec333/circular-barplot-basic3.png","srcSet":"/static/9115d6ef667e7fce262f99dab5a0de23/ec333/circular-barplot-basic3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9115d6ef667e7fce262f99dab5a0de23/21b1a/circular-barplot-basic3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"090647c0-c51d-5369-8f3e-06669bbd6b07","name":"circular-barplot-basic4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4136bf0c2e7028b88be56a9386e907af/ec333/circular-barplot-basic4.png","srcSet":"/static/4136bf0c2e7028b88be56a9386e907af/ec333/circular-barplot-basic4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4136bf0c2e7028b88be56a9386e907af/21b1a/circular-barplot-basic4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"2fa20bd5-1c43-587c-b521-5ea2104ad483","name":"circular-barplot-with-groups2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAC8ElEQVR42o2U20tUURTG56k/IHqKIvAlQuoxsLIgSCyvD12s9KWIHizKLAyii4ViZlEpFoyCMyEmeckMzHIUMzMzdUa8TirO6Iy3mZzLPnufy157xczoOKlFH+flnLN/56z9fWttHa6TEIFrVQACADeSLoIJEKqqMiqFH3LOvYRIlIqg/gr7CfEQJjNa1z0x6vQgoiaEy+GwG43M4fRJ0vr/6yJv7jcOdozNpZZ8uVf7IwBrfCrz0mR6hs34ym02q4iC8w3gUEE9VkdOdc+dur5dtz/UW2ZRoWOxh6zxRyczL8+0t8/Z7aqqbgQLVKh/YGI64XnH3ryWrNf9w04fIrIxq1tfNpGQOJ6SQsZGgythLSwzOjI5na7vir7bXNo2Hq4l5Ds1m2l/v0DUuKrIiqzKwCFizwJ+ebwXDd0XDD2yFngBIW+FCPnkYu7C7w+vtWRdN2W3Wls54wLFH4ZpiH4N1kQigkXMeKfja+Lia+LK+8qoj4bW6ELZ+l1O7CpFUy7OWkKFrIGpRk82Hk+qTbjZkvNxolmRFADQSbLqd1pZ4w18uhtvbcL2wmBX8TXNY/PZ4t4cSXt3KuP92fzOPOqlHLhOIFKPi7QW4bM9WBiFFYkoe5f5QKMCBD9kGKw4WHXgTGOaoddAKOHBwHVM0ciCXWp77OssE+XxWLBDNOWgJofbHBHnpbnk+qR9VTGp9SmJdcdGHSNCC+6Zcw6cq4ieoVZ4GYtFO/FRFFaeQEs12r/h0FvsNaIA05Qp+1NWSXfxwLTFtmhTZXUlKgFUQ/mbHh9swYLttP4KlMZg7mZ8Eo352zB/Kzp6EZEQn91tZ4SFh2Q5Kkkii16qNFwV+sNkxMQastnnYvFiP69IZtXnsO48rNjOgcNKFuGchV9i7nmHcP30eZbcrgWHV9MqT4MhaXbRTb6Wc2kpHNsGUwUAjAVKkmVZAOcAynATMTdomiYx2U/Ivw6D1aZYEaGyx08BBAYT+x848gDikTO0Hv4NZR4r7mBHxEUAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/35a092b1d424f55d269ba24c10027ea7/ec333/circular-barplot-with-groups2.png","srcSet":"/static/35a092b1d424f55d269ba24c10027ea7/ec333/circular-barplot-with-groups2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/35a092b1d424f55d269ba24c10027ea7/21b1a/circular-barplot-with-groups2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"67ecfe5a-cfae-5977-92d2-93e228cd899b","name":"circular-barplot-with-groups3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d699ef943972508752398170b047269a/ec333/circular-barplot-with-groups3.png","srcSet":"/static/d699ef943972508752398170b047269a/ec333/circular-barplot-with-groups3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d699ef943972508752398170b047269a/21b1a/circular-barplot-with-groups3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7fae08b1-8a1c-55cd-931a-88a49f9ea5d3","name":"circular-barplot-with-groups4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c14571484ba665414feb4cfa3c505680/ec333/circular-barplot-with-groups4.png","srcSet":"/static/c14571484ba665414feb4cfa3c505680/ec333/circular-barplot-with-groups4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c14571484ba665414feb4cfa3c505680/21b1a/circular-barplot-with-groups4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e309ee7e-122f-54ef-ba2e-9644a04a00b4","name":"circular-barplot-with-groups4big","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ee679d772048a1aa6efa120595f2332a/ec33a/circular-barplot-with-groups4big.png","srcSet":"/static/ee679d772048a1aa6efa120595f2332a/ec33a/circular-barplot-with-groups4big.png 643w","sizes":"100vw"},"sources":[{"srcSet":"/static/ee679d772048a1aa6efa120595f2332a/3dabe/circular-barplot-with-groups4big.webp 643w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9595645412130638}}}},{"node":{"id":"951ea129-db42-55b5-b4d9-33131e6f4c3c","name":"custom-legend-with-matplotlib3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/91a4b6679cc6afab2ad4d3cb80647b0a/ec333/custom-legend-with-matplotlib3.png","srcSet":"/static/91a4b6679cc6afab2ad4d3cb80647b0a/ec333/custom-legend-with-matplotlib3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/91a4b6679cc6afab2ad4d3cb80647b0a/21b1a/custom-legend-with-matplotlib3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7c866685-bcce-52ca-a8d9-857a64997a3d","name":"circular-packing-several-levels-of-hierarchy-large","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0f07002dfa904b4ff13dd5e5bd1f655f/c9ea5/circular-packing-several-levels-of-hierarchy-large.png","srcSet":"/static/0f07002dfa904b4ff13dd5e5bd1f655f/c9ea5/circular-packing-several-levels-of-hierarchy-large.png 690w","sizes":"100vw"},"sources":[{"srcSet":"/static/0f07002dfa904b4ff13dd5e5bd1f655f/3a29d/circular-packing-several-levels-of-hierarchy-large.webp 690w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9289855072463767}}}},{"node":{"id":"7198bc64-c1d8-5cc5-8b23-62ed6e0fef68","name":"custom-legend-with-matplotlib4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f2d97dd5fd5e383b54093cfcdad9db36/ec333/custom-legend-with-matplotlib4.png","srcSet":"/static/f2d97dd5fd5e383b54093cfcdad9db36/ec333/custom-legend-with-matplotlib4.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/f2d97dd5fd5e383b54093cfcdad9db36/21b1a/custom-legend-with-matplotlib4.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"df168126-fc38-5a87-a4e3-1eae34655fc1","name":"custom-legend-with-matplotlib5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/1c09553fd83df0b172b25da8dec25dbd/ec333/custom-legend-with-matplotlib5.png","srcSet":"/static/1c09553fd83df0b172b25da8dec25dbd/ec333/custom-legend-with-matplotlib5.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/1c09553fd83df0b172b25da8dec25dbd/21b1a/custom-legend-with-matplotlib5.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"20e315f4-ed50-5616-a017-9f98a2a4b378","name":"density-chart-multiple-groups-seaborn5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7b1ee93fdb1d76cc36d843b2384cc360/73582/density-chart-multiple-groups-seaborn5.png","srcSet":"/static/7b1ee93fdb1d76cc36d843b2384cc360/d48f2/density-chart-multiple-groups-seaborn5.png 750w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/95f0d/density-chart-multiple-groups-seaborn5.png 1080w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/73582/density-chart-multiple-groups-seaborn5.png 1326w","sizes":"100vw"},"sources":[{"srcSet":"/static/7b1ee93fdb1d76cc36d843b2384cc360/a171b/density-chart-multiple-groups-seaborn5.webp 750w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/76360/density-chart-multiple-groups-seaborn5.webp 1080w,\n/static/7b1ee93fdb1d76cc36d843b2384cc360/39291/density-chart-multiple-groups-seaborn5.webp 1326w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5844645550527904}}}},{"node":{"id":"84be6485-c89c-544a-b819-e2f70bbafd91","name":"custom-legend-with-matplotlib6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/766fdb36074c2c7ac30c66a3d4376042/ec333/custom-legend-with-matplotlib6.png","srcSet":"/static/766fdb36074c2c7ac30c66a3d4376042/ec333/custom-legend-with-matplotlib6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/766fdb36074c2c7ac30c66a3d4376042/21b1a/custom-legend-with-matplotlib6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5903e7cf-1c90-5887-88f1-a326afdcc599","name":"heatmap-for-timeseries-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/bcedb9c0447e174368939aff1f21e27b/02bb5/heatmap-for-timeseries-matplotlib.png","srcSet":"/static/bcedb9c0447e174368939aff1f21e27b/8a46b/heatmap-for-timeseries-matplotlib.png 750w,\n/static/bcedb9c0447e174368939aff1f21e27b/02bb5/heatmap-for-timeseries-matplotlib.png 1002w","sizes":"100vw"},"sources":[{"srcSet":"/static/bcedb9c0447e174368939aff1f21e27b/85a68/heatmap-for-timeseries-matplotlib.webp 750w,\n/static/bcedb9c0447e174368939aff1f21e27b/8e669/heatmap-for-timeseries-matplotlib.webp 1002w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6936127744510978}}}},{"node":{"id":"698b0ae6-d9ba-54f7-99fe-6ca83ebdb668","name":"heatmap-for-timeseries-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAAEz0lEQVR42gHEBDv7AM+wzc6qydqtyNqxytipxOOzx+y2w+qwwPS9xO20wfK4v/fAwvW4u+22w/C6xuOswuC0y+Gvxtqtx+O1ygB6K3x5HnORJHCfN3qOG2mtNnLEO2i9KV3dTmXHOGDUPVviU2LdPU/KPGLRR2qwJWCnOHisLGmcKG21PHUAeDSDeCh6iCx5nD6BiCNzojx9uz91tjBp11Jwwj1rzkFm21Vu1j5bwD9uyUx2qCxrokCArDVyoTJ0tUV9AH00gX4oeZgudKdAfqIpa7lBdNFJas06XuVcaNZIYeBQXuhjaONLVc5GZ9FOcLEtZ6hAfq00cKMxc7JDfQCxQ3qsNHHORWTMTnPbSVnrYGLzeWTvZlf5h2n0dl36jGX+oHP8jF33fmH2gGnkTlThWGrLQ2W3OG3FSXYAzU9xvTpr4lpf11du62RZ93ti+Jpy94lj/Kd4+5hr/Kp3/ryF/atw/KNy/Kd69G5W/H9j3lZhz0Rl415qANFRb7s7bORdXtRTbulrXvqDY/mleveMZPyoefyYavuqeP7Biv6rb/6sdfywgPRzWf2AY9pWYsxBZt5ZbAC9SnivOHLXTWPJTXXfV13ybGL1iG32d1r5kG75f2D6l238onf8jV/6iGT4hmzkUFfmW2rJQ2izOHHHSncAki53jh9utSpkqzV0uCZZ1D9i5VJY3z5L7l5a5ElS8FxP9mxa8lNE5UdR5U9dwSVWwz1tuC1hoiVouDlwALuPtbuIsMuLrMmTtMmHp9aSq+Wcp9+Roemhp+GWo+qeoO+mpeuamuOXo+afrNGJptGVsdCOqcWKq9SXswC5fquwc6Wxc6XLhKjGdp/hjaDWg6HmhJDwm5rghJjtjZHvoaTXfJnhg5jljZ7TeJfOhKe4daS6dqO9gKsAhyx6eRtwgB1wnzR4nBxmxD1quDNqzjBT5ldfyjVe2z9W4FVkvChczDdg0kVntSRdsDl0jyFukSJulzF5AIU3g3kneYIqeqA+gp0ocMVFcrw/dNE8XeZfack+adlGYt5Wa7owZ8tBa85Nc7Qvaa9DfpEud48ueJU8ggCgPn6WLnWiMnLNT3K/MmPoZGXgU2TtYVf2gmvjVF3zb1zyeGncRljfUmLmYWnKOV6/R3idL3SbL3WcPIAA0E1ywDtqzERm8nNn4kpU/Jht93Zf+pNm+7SD8ndg/61y/q18+XhV8Hll/pNr7FlT4l5rwzxpzUFmwkl3ANtWbMpDZdFNZviKbOdXVPyufvmCYvmsefzJk/aNa//IiPy6iPmJYPOJbf+tevFtWOdva9lMYOhVW9lYbQDRUHHCPWjKS2jyfWzjT1b6pnv4fGH5oHL9wIv5jmn+vID8sID5f1v0hGj9mG7tYFXfYGzDPmrLQme/SXcAs0J7pzFxszlt4Fxrzzlc9Hxm7WBf83Vb+pVx8Wda/I1i+Y5u71lQ7GFd8mpj1zxYyEl0pTBzpjFzoz1/AKBBgZMxeZ4zdshNdrYwaeRbZthNaehZV/FzZ99PYPRrWu5wadtCWt1PYuNba8c4Y7tIfJoyeJ8zdqBBgQDj0t7hz93hztzq097lzdnt1Njv1Nvx1Nby2tnt0tjz19bz2tvs0Nft0tjx19zqz9jo093hztviztrm1OBP16t7iVuflgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/27cd2069548b530c06b83fdcb3653eda/ec333/heatmap-for-timeseries-matplotlib-square.png","srcSet":"/static/27cd2069548b530c06b83fdcb3653eda/ec333/heatmap-for-timeseries-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/27cd2069548b530c06b83fdcb3653eda/21b1a/heatmap-for-timeseries-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fb9db9d8-64ed-5316-b6a2-c39d9514dee4","name":"hexbin-map-from-geojson-python-orig","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/93b8fcc710d0be4be8d2cc7701cb1492/cb549/hexbin-map-from-geojson-python-orig.png","srcSet":"/static/93b8fcc710d0be4be8d2cc7701cb1492/a830b/hexbin-map-from-geojson-python-orig.png 750w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/3eb11/hexbin-map-from-geojson-python-orig.png 1080w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/cb549/hexbin-map-from-geojson-python-orig.png 1132w","sizes":"100vw"},"sources":[{"srcSet":"/static/93b8fcc710d0be4be8d2cc7701cb1492/3970f/hexbin-map-from-geojson-python-orig.webp 750w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/80634/hexbin-map-from-geojson-python-orig.webp 1080w,\n/static/93b8fcc710d0be4be8d2cc7701cb1492/4c4a8/hexbin-map-from-geojson-python-orig.webp 1132w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6651943462897526}}}},{"node":{"id":"33e19493-b753-511a-b0ee-41c8c861b92b","name":"issue-with-stacking","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8986a84032e596690dc3f7ea1b203463/18a46/issue-with-stacking.png","srcSet":"/static/8986a84032e596690dc3f7ea1b203463/5b225/issue-with-stacking.png 750w,\n/static/8986a84032e596690dc3f7ea1b203463/18a46/issue-with-stacking.png 934w","sizes":"100vw"},"sources":[{"srcSet":"/static/8986a84032e596690dc3f7ea1b203463/1a706/issue-with-stacking.webp 750w,\n/static/8986a84032e596690dc3f7ea1b203463/f8bd8/issue-with-stacking.webp 934w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7965738758029979}}}},{"node":{"id":"151e74a3-83b3-59de-90e5-c90870c0e21b","name":"how-to-use-rectangles-in-matplotlib-legends","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/60fd07267581747954d0b7caa3e516cc/ec333/how-to-use-rectangles-in-matplotlib-legends.png","srcSet":"/static/60fd07267581747954d0b7caa3e516cc/ec333/how-to-use-rectangles-in-matplotlib-legends.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/60fd07267581747954d0b7caa3e516cc/21b1a/how-to-use-rectangles-in-matplotlib-legends.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"3d0a84a5-6943-5d21-b447-918bbdf8d8e0","name":"matplotlib_vocabulary","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/b7804/matplotlib_vocabulary.png","srcSet":"/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/f054e/matplotlib_vocabulary.png 750w,\n/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/b7804/matplotlib_vocabulary.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/4f03f/matplotlib_vocabulary.webp 750w,\n/static/6cc5f2a20abd152c33aa45c6e1ab6cf6/c1587/matplotlib_vocabulary.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"12a6cadc-1f82-53ec-8ec5-07321dc90a72","name":"streamchart-basic-altair","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/130ae892b642b73e2f4ed3b5a2aa18bf/18042/streamchart-basic-altair.png","srcSet":"/static/130ae892b642b73e2f4ed3b5a2aa18bf/18042/streamchart-basic-altair.png 500w","sizes":"100vw"},"sources":[{"srcSet":"/static/130ae892b642b73e2f4ed3b5a2aa18bf/5ac0e/streamchart-basic-altair.webp 500w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.724}}}},{"node":{"id":"e9420645-32b1-5b99-9f20-1294e5529fc8","name":"streamchart-basic-matplotlib1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d717626d20406f5ea7c27a42f662abbe/ec333/streamchart-basic-matplotlib1.png","srcSet":"/static/d717626d20406f5ea7c27a42f662abbe/ec333/streamchart-basic-matplotlib1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d717626d20406f5ea7c27a42f662abbe/21b1a/streamchart-basic-matplotlib1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ee82482e-c7bb-522f-8fd9-35a79a655881","name":"web-ggbetweenstats-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d313509e85045056bb3867abcdb50257/ec333/web-ggbetweenstats-with-matplotlib-square.png","srcSet":"/static/d313509e85045056bb3867abcdb50257/ec333/web-ggbetweenstats-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d313509e85045056bb3867abcdb50257/21b1a/web-ggbetweenstats-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"64a84ed3-d28e-5ba6-ac20-c4551498a808","name":"streamchart-basic-matplotlib3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b7f9fe9fdb4bf8644abcf17a8c11a4c2/ec333/streamchart-basic-matplotlib3.png","srcSet":"/static/b7f9fe9fdb4bf8644abcf17a8c11a4c2/ec333/streamchart-basic-matplotlib3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/b7f9fe9fdb4bf8644abcf17a8c11a4c2/21b1a/streamchart-basic-matplotlib3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4a8f1c46-074d-5096-8b7a-91ae17db7442","name":"web-heatmap-and-radial-barchart-plastics-square1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c0733680677f98c551e0abf95fc0610b/ec333/web-heatmap-and-radial-barchart-plastics-square1.png","srcSet":"/static/c0733680677f98c551e0abf95fc0610b/ec333/web-heatmap-and-radial-barchart-plastics-square1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/c0733680677f98c551e0abf95fc0610b/21b1a/web-heatmap-and-radial-barchart-plastics-square1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a54cf84a-c791-5ed1-9ab8-cc9706e36905","name":"web-heatmap-and-radial-barchart-plastics-square2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/de48db2fa497a2ffce58d4f1017430a1/ec333/web-heatmap-and-radial-barchart-plastics-square2.png","srcSet":"/static/de48db2fa497a2ffce58d4f1017430a1/ec333/web-heatmap-and-radial-barchart-plastics-square2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/de48db2fa497a2ffce58d4f1017430a1/21b1a/web-heatmap-and-radial-barchart-plastics-square2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"066c23b0-a4a1-50f4-9de3-fbf1fd7a13f2","name":"web-horizontal-barplot-with-labels-the-economist-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/225765194bb6e4329a9464e1c102e714/ec333/web-horizontal-barplot-with-labels-the-economist-square.png","srcSet":"/static/225765194bb6e4329a9464e1c102e714/ec333/web-horizontal-barplot-with-labels-the-economist-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/225765194bb6e4329a9464e1c102e714/21b1a/web-horizontal-barplot-with-labels-the-economist-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"bb6f49b4-e204-5f10-b24d-ade97bfeb3f6","name":"web-lemurs-parallel-chart-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a06d79cbf58368b04eb4831afcfd7a21/ec333/web-lemurs-parallel-chart-square.png","srcSet":"/static/a06d79cbf58368b04eb4831afcfd7a21/ec333/web-lemurs-parallel-chart-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a06d79cbf58368b04eb4831afcfd7a21/21b1a/web-lemurs-parallel-chart-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c95609d2-fa25-5b59-b2cf-09c9f49e43fc","name":"web-line-chart-small-multiple-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/75907e4ed8e4a89a326cb442d9359a42/ec333/web-line-chart-small-multiple-square.png","srcSet":"/static/75907e4ed8e4a89a326cb442d9359a42/ec333/web-line-chart-small-multiple-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/75907e4ed8e4a89a326cb442d9359a42/21b1a/web-line-chart-small-multiple-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"69df9c04-e473-5e4a-a4b1-f3b48979aaf3","name":"web-line-chart-with-labels-at-line-end-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0c20cdd635ba27ae0830e1ef00b55378/ec333/web-line-chart-with-labels-at-line-end-square.png","srcSet":"/static/0c20cdd635ba27ae0830e1ef00b55378/ec333/web-line-chart-with-labels-at-line-end-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/0c20cdd635ba27ae0830e1ef00b55378/21b1a/web-line-chart-with-labels-at-line-end-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"248d65fd-7330-5e7b-a40e-596da96083ba","name":"web-lemurs-parallel-chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/072723be650e8d506696d3df9546220f/f66b1/web-lemurs-parallel-chart.png","srcSet":"/static/072723be650e8d506696d3df9546220f/f66b1/web-lemurs-parallel-chart.png 601w","sizes":"100vw"},"sources":[{"srcSet":"/static/072723be650e8d506696d3df9546220f/9f9c9/web-lemurs-parallel-chart.webp 601w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.2612312811980033}}}},{"node":{"id":"33258338-0f22-50a4-af95-f050790393e1","name":"web-lineplots-and-area-chart-the-economist-square1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/37ce1515b36d5e15216abb0521475e80/ec333/web-lineplots-and-area-chart-the-economist-square1.png","srcSet":"/static/37ce1515b36d5e15216abb0521475e80/ec333/web-lineplots-and-area-chart-the-economist-square1.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/37ce1515b36d5e15216abb0521475e80/21b1a/web-lineplots-and-area-chart-the-economist-square1.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"4256700e-1ef4-5289-a31b-c1546001d68e","name":"web-lollipop-plot-with-python-mario-kart-64-world-records-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d5a776387f85e610eebc065ff847c533/ec333/web-lollipop-plot-with-python-mario-kart-64-world-records-square.png","srcSet":"/static/d5a776387f85e610eebc065ff847c533/ec333/web-lollipop-plot-with-python-mario-kart-64-world-records-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d5a776387f85e610eebc065ff847c533/21b1a/web-lollipop-plot-with-python-mario-kart-64-world-records-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"11d2ce64-3904-5faf-8632-84dad73fb17e","name":"web-lineplots-and-area-chart-the-economist-square2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9cd31fd93ac73cbe5b9cb93c475d052a/ec333/web-lineplots-and-area-chart-the-economist-square2.png","srcSet":"/static/9cd31fd93ac73cbe5b9cb93c475d052a/ec333/web-lineplots-and-area-chart-the-economist-square2.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/9cd31fd93ac73cbe5b9cb93c475d052a/21b1a/web-lineplots-and-area-chart-the-economist-square2.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"63a8eb85-a973-5a75-af71-ac3ae87df05d","name":"web-map-europe-with-color-by-country","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7d4c9157cfa4cf4967b4e35c7e679218/ec333/web-map-europe-with-color-by-country.png","srcSet":"/static/7d4c9157cfa4cf4967b4e35c7e679218/ec333/web-map-europe-with-color-by-country.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7d4c9157cfa4cf4967b4e35c7e679218/21b1a/web-map-europe-with-color-by-country.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"22eaed4c-6bf1-5493-9385-b003c53cd63e","name":"web-ordered-mirror-barplot","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e737a606f0a2370c9a94989a08785bff/ec333/web-ordered-mirror-barplot.png","srcSet":"/static/e737a606f0a2370c9a94989a08785bff/ec333/web-ordered-mirror-barplot.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/e737a606f0a2370c9a94989a08785bff/21b1a/web-ordered-mirror-barplot.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"995507bd-22d6-5c5a-af1d-8ecae141e5fb","name":"web-scatterplot-astronaut-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4d8d8e6a720f45aa1e9a769e4b8eb397/ec333/web-scatterplot-astronaut-square.png","srcSet":"/static/4d8d8e6a720f45aa1e9a769e4b8eb397/ec333/web-scatterplot-astronaut-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4d8d8e6a720f45aa1e9a769e4b8eb397/21b1a/web-scatterplot-astronaut-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e282dccf-4285-5564-a35e-0a4b6b71409a","name":"web-scatterplot-text-annotation-and-regression-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/79c4cb5852b609f2beefeacaaf13600d/83880/web-scatterplot-text-annotation-and-regression-matplotlib.png","srcSet":"/static/79c4cb5852b609f2beefeacaaf13600d/ba1fe/web-scatterplot-text-annotation-and-regression-matplotlib.png 750w,\n/static/79c4cb5852b609f2beefeacaaf13600d/83880/web-scatterplot-text-annotation-and-regression-matplotlib.png 781w","sizes":"100vw"},"sources":[{"srcSet":"/static/79c4cb5852b609f2beefeacaaf13600d/503b7/web-scatterplot-text-annotation-and-regression-matplotlib.webp 750w,\n/static/79c4cb5852b609f2beefeacaaf13600d/813c0/web-scatterplot-text-annotation-and-regression-matplotlib.webp 781w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7042253521126761}}}},{"node":{"id":"e2ce015c-7ddb-51d5-a614-f1c2fb58ba1d","name":"web-stacked-line-chart-with-labels-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3c69a3b02f1d407ee33361a875867137/ec333/web-stacked-line-chart-with-labels-square.png","srcSet":"/static/3c69a3b02f1d407ee33361a875867137/ec333/web-stacked-line-chart-with-labels-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3c69a3b02f1d407ee33361a875867137/21b1a/web-stacked-line-chart-with-labels-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"31911aac-f902-5825-b826-45eaa93a3c28","name":"web-text-repel-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/4a100da7ad8eb3d774770ddc94606e3c/ec333/web-text-repel-with-matplotlib-square.png","srcSet":"/static/4a100da7ad8eb3d774770ddc94606e3c/ec333/web-text-repel-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/4a100da7ad8eb3d774770ddc94606e3c/21b1a/web-text-repel-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"811d2ce1-d3ba-5db8-9208-4de0c15f4e04","name":"web-stacked-area-charts-on-a-map","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAIAAAAC64paAAAACXBIWXMAAAsTAAALEwEAmpwYAAADUElEQVR42qVUW2/iRhj1X+1rn/patU9t3ypVlVbKbnejLFnAeLkuJhhsLsZgjLMYCBAuWRKyWwiLiTAB47tnprJD1Wyl7kuPRpqZb3Q0Z74534eh/wHscdrv97IsG4axXC632+1j0HEcVVU3m+3uQdG1vReCEMEvyQCA6XRKUVS326VpWpIk4AMhdDubtaUyI0jjm1tLuzcdF8B/2BiEcDweMwzD+xgOhxzH9Xo9Q9cRQq0YFfnup6NvfkmfFAxZVpdrhND9ZtsefTRtiCk+PvuQfSiKsl6v71crzXHUaMj5+Yf7779d4QFPtGV6cmot/Mfn+k7DvpIP0zTXmw1E3jPXiuK4rq6qDNeTai02yez3FuYiAJHjIGAj4CLbQa6LgAstB9jIpwHkAAQghAAhbbmsvEq0iWz9ecjc7bHhxYQIsWKcEhJ0LkhV3jIlPEtGKvGoiBCS56tQoHK38PJfLzVYukG/qzMZMZfiNM3Glk2pehyeRGOfYsRlEB8RiV4gOCCSUpRcaebi6lo6Di6nH7eG3soWm2SRJzL9LDfI1mzdxEbnl8QL8iIS7ybJ5mmkGUyUTlIsweRDpdivOPWaykeKDF5Mvcqw8UohVc+8pm4mS//LIbYcXnXTuVm5OCmwlyT9gWKGmfyQ5kYMN8iVRyV+SLOjstDJV/tMrVsQWmRRvr07kG/ETvpl+n0qz4fJwrNw9UW08dtR9STFBIvcs9Pam0z5NC29idFHcSaQPQvk0r/jk96tRwYQQ7rmKspVs93nz3tVYVDlL/KFTrkhlt53S9XL2nmnen4lNvtco1dvtmutFicu5vLhZt9scEQyEpFjQ5SIn3WOQ+0wKZymxJNEj8gI4bNOIn8eSrdwSoyzL5PX3eudZ2r4WBieXd39ZsPHKJGqM3GOzwkNWmATbDUr8Gm2SfNclncsAyEXPfW2ZVuatvPY291dPDkjz8Y48YkqzXKFeYKcUYVFJjdnuOtMAbiui+BW10zHOZAHnQ9vYzXHfbQTmt/MmWR5rxoHQX8D+ht1/ZD64910ODskzPhzJrf63pF/bC8+P9QbQNMRhK5tPx0AQnunKvWGJcsAIeC6/1kYAADTNI1/wbJsCE3b9pcW5jeHp/q+lPvVNvQX314XsIEsnxMAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/ed1b48dae3c4c44de17e1a20aa56bfb7/ec333/web-stacked-area-charts-on-a-map.png","srcSet":"/static/ed1b48dae3c4c44de17e1a20aa56bfb7/ec333/web-stacked-area-charts-on-a-map.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/ed1b48dae3c4c44de17e1a20aa56bfb7/21b1a/web-stacked-area-charts-on-a-map.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"7b71de04-9a8b-554e-b3f0-677fbc28a777","name":"web-text-repel-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b3037016e326cacffc605b6ade488f50/d8f60/web-text-repel-with-matplotlib.png","srcSet":"/static/b3037016e326cacffc605b6ade488f50/5737c/web-text-repel-with-matplotlib.png 750w,\n/static/b3037016e326cacffc605b6ade488f50/d8f60/web-text-repel-with-matplotlib.png 893w","sizes":"100vw"},"sources":[{"srcSet":"/static/b3037016e326cacffc605b6ade488f50/2bddf/web-text-repel-with-matplotlib.webp 750w,\n/static/b3037016e326cacffc605b6ade488f50/b481b/web-text-repel-with-matplotlib.webp 893w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7458006718924972}}}},{"node":{"id":"903b670b-bc8c-5d52-8b9d-9d9c20cd001c","name":"world-physical-map","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/9491f5532580556e367ef020febd0239/f7c7d/world-physical-map.jpg","srcSet":"/static/9491f5532580556e367ef020febd0239/44bf9/world-physical-map.jpg 750w,\n/static/9491f5532580556e367ef020febd0239/7dc61/world-physical-map.jpg 1080w,\n/static/9491f5532580556e367ef020febd0239/f7c7d/world-physical-map.jpg 1200w","sizes":"100vw"},"sources":[{"srcSet":"/static/9491f5532580556e367ef020febd0239/64ccb/world-physical-map.webp 750w,\n/static/9491f5532580556e367ef020febd0239/5a6d6/world-physical-map.webp 1080w,\n/static/9491f5532580556e367ef020febd0239/95983/world-physical-map.webp 1200w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6483333333333333}}}},{"node":{"id":"e93a7587-899c-5b83-8cd2-e0af6a1122da","name":"web-time-series-and-facetting-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a41f7395a78b71d3394c85fd140b44b4/ec333/web-time-series-and-facetting-with-matplotlib-square.png","srcSet":"/static/a41f7395a78b71d3394c85fd140b44b4/ec333/web-time-series-and-facetting-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/a41f7395a78b71d3394c85fd140b44b4/21b1a/web-time-series-and-facetting-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"ee5e9475-8140-5068-addf-d7e1d9e732f7","name":"100_Color_names_python","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ce6eb3553204bdff6e674704e27d0e82/ddb6f/100_Color_names_python.png","srcSet":"/static/ce6eb3553204bdff6e674704e27d0e82/d734b/100_Color_names_python.png 750w,\n/static/ce6eb3553204bdff6e674704e27d0e82/ddb6f/100_Color_names_python.png 800w","sizes":"100vw"},"sources":[{"srcSet":"/static/ce6eb3553204bdff6e674704e27d0e82/59596/100_Color_names_python.webp 750w,\n/static/ce6eb3553204bdff6e674704e27d0e82/96b3c/100_Color_names_python.webp 800w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.625}}}},{"node":{"id":"eb4dcb25-0b86-5a60-9052-b494c31ad380","name":"110_Basic_Correlogram","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dcb37dd7422db7faad2d23716c7d188/13677/110_Basic_Correlogram.png","srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/f054e/110_Basic_Correlogram.png 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/13677/110_Basic_Correlogram.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/4f03f/110_Basic_Correlogram.webp 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/3cd29/110_Basic_Correlogram.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"5c6a8aa1-6785-545b-a883-d8f530026374","name":"111_Correlogram_custom1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f664c57cc371c74db6d7a5bd4b09c2f8/13677/111_Correlogram_custom1.png","srcSet":"/static/f664c57cc371c74db6d7a5bd4b09c2f8/f054e/111_Correlogram_custom1.png 750w,\n/static/f664c57cc371c74db6d7a5bd4b09c2f8/13677/111_Correlogram_custom1.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/f664c57cc371c74db6d7a5bd4b09c2f8/4f03f/111_Correlogram_custom1.webp 750w,\n/static/f664c57cc371c74db6d7a5bd4b09c2f8/3cd29/111_Correlogram_custom1.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"752c57bd-f1f9-578f-a749-954bdaad7a5b","name":"111_Correlogram_custom3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7b570e1462920561b054f07bb65d5785/eb400/111_Correlogram_custom3.png","srcSet":"/static/7b570e1462920561b054f07bb65d5785/7423b/111_Correlogram_custom3.png 750w,\n/static/7b570e1462920561b054f07bb65d5785/eb400/111_Correlogram_custom3.png 1002w","sizes":"100vw"},"sources":[{"srcSet":"/static/7b570e1462920561b054f07bb65d5785/d4b39/111_Correlogram_custom3.webp 750w,\n/static/7b570e1462920561b054f07bb65d5785/ac512/111_Correlogram_custom3.webp 1002w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.998003992015968}}}},{"node":{"id":"a397c166-7600-592f-895d-9ebb27b530af","name":"111_Correlogram_custom2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom2.png","srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/f054e/111_Correlogram_custom2.png 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom2.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/4f03f/111_Correlogram_custom2.webp 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/3cd29/111_Correlogram_custom2.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"079c5193-bf1a-553f-808e-8f99b33cd0a4","name":"111_Correlogram_custom5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9c46966a3b4f6ea905993a37651ff35a/13677/111_Correlogram_custom5.png","srcSet":"/static/9c46966a3b4f6ea905993a37651ff35a/f054e/111_Correlogram_custom5.png 750w,\n/static/9c46966a3b4f6ea905993a37651ff35a/13677/111_Correlogram_custom5.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/9c46966a3b4f6ea905993a37651ff35a/4f03f/111_Correlogram_custom5.webp 750w,\n/static/9c46966a3b4f6ea905993a37651ff35a/3cd29/111_Correlogram_custom5.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"d0f7214a-0040-577d-84f2-9c1b20ec3e15","name":"111_Correlogram_custom4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3e01479bc98454a51c97dc6432dec4e8/eb400/111_Correlogram_custom4.png","srcSet":"/static/3e01479bc98454a51c97dc6432dec4e8/7423b/111_Correlogram_custom4.png 750w,\n/static/3e01479bc98454a51c97dc6432dec4e8/eb400/111_Correlogram_custom4.png 1002w","sizes":"100vw"},"sources":[{"srcSet":"/static/3e01479bc98454a51c97dc6432dec4e8/d4b39/111_Correlogram_custom4.webp 750w,\n/static/3e01479bc98454a51c97dc6432dec4e8/ac512/111_Correlogram_custom4.webp 1002w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.998003992015968}}}},{"node":{"id":"59c83d8a-f76a-541f-8bef-cde24076273c","name":"111_Correlogram_custom6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom6.png","srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/f054e/111_Correlogram_custom6.png 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/13677/111_Correlogram_custom6.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dcb37dd7422db7faad2d23716c7d188/4f03f/111_Correlogram_custom6.webp 750w,\n/static/7dcb37dd7422db7faad2d23716c7d188/3cd29/111_Correlogram_custom6.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"8211678e-733a-55b2-ae8c-35bb163a1b5c","name":"111_Correlogram_custom7","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ba53f46be6e072e28b463defc220af30/13677/111_Correlogram_custom7.png","srcSet":"/static/ba53f46be6e072e28b463defc220af30/f054e/111_Correlogram_custom7.png 750w,\n/static/ba53f46be6e072e28b463defc220af30/13677/111_Correlogram_custom7.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/ba53f46be6e072e28b463defc220af30/4f03f/111_Correlogram_custom7.webp 750w,\n/static/ba53f46be6e072e28b463defc220af30/3cd29/111_Correlogram_custom7.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"92e70e02-14bb-562c-9aa2-2d27d826fc1e","name":"134_Fighting_overplotting3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/db730859ccf40ebdc85f006373eecb9c/7196f/134_Fighting_overplotting3.png","srcSet":"/static/db730859ccf40ebdc85f006373eecb9c/7196f/134_Fighting_overplotting3.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/db730859ccf40ebdc85f006373eecb9c/70be0/134_Fighting_overplotting3.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"7098a7d2-e664-5e64-b8cf-4ef0a21b150c","name":"242_area_chart_and_faceting","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0d566844ef13d3c241f4a3a4904a11ed/02203/242_area_chart_and_faceting.png","srcSet":"/static/0d566844ef13d3c241f4a3a4904a11ed/f054e/242_area_chart_and_faceting.png 750w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/ae1c8/242_area_chart_and_faceting.png 1080w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/02203/242_area_chart_and_faceting.png 1152w","sizes":"100vw"},"sources":[{"srcSet":"/static/0d566844ef13d3c241f4a3a4904a11ed/4f03f/242_area_chart_and_faceting.webp 750w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/4f506/242_area_chart_and_faceting.webp 1080w,\n/static/0d566844ef13d3c241f4a3a4904a11ed/bc1d2/242_area_chart_and_faceting.webp 1152w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"23a38f38-071c-5ba0-ab4e-757ef6a586b9","name":"199_Matplotlib_style_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cccf2009a260d0e516f54856afd730eb/ac134/199_Matplotlib_style_sheet.png","srcSet":"/static/cccf2009a260d0e516f54856afd730eb/26284/199_Matplotlib_style_sheet.png 750w,\n/static/cccf2009a260d0e516f54856afd730eb/ac134/199_Matplotlib_style_sheet.png 769w","sizes":"100vw"},"sources":[{"srcSet":"/static/cccf2009a260d0e516f54856afd730eb/21030/199_Matplotlib_style_sheet.webp 750w,\n/static/cccf2009a260d0e516f54856afd730eb/120f3/199_Matplotlib_style_sheet.webp 769w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0429128738621587}}}},{"node":{"id":"3d57e4bc-94cf-52ca-8484-afe545ff6a6e","name":"230_Chord_with_plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d038801c652f28ba74aaaebe7e71cfb7/87bf7/230_Chord_with_plotly.png","srcSet":"/static/d038801c652f28ba74aaaebe7e71cfb7/87bf7/230_Chord_with_plotly.png 496w","sizes":"100vw"},"sources":[{"srcSet":"/static/d038801c652f28ba74aaaebe7e71cfb7/10d8b/230_Chord_with_plotly.webp 496w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8629032258064517}}}},{"node":{"id":"885b0abe-b179-568c-a88c-3ccde2b918f1","name":"263_alice_wordcloud","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/56acc4ec085ba37f708561a7743d76f5/db189/263_alice_wordcloud.png","srcSet":"/static/56acc4ec085ba37f708561a7743d76f5/f054e/263_alice_wordcloud.png 750w,\n/static/56acc4ec085ba37f708561a7743d76f5/db189/263_alice_wordcloud.png 900w","sizes":"100vw"},"sources":[{"srcSet":"/static/56acc4ec085ba37f708561a7743d76f5/4f03f/263_alice_wordcloud.webp 750w,\n/static/56acc4ec085ba37f708561a7743d76f5/3987a/263_alice_wordcloud.webp 900w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e5f78813-7cf1-550c-b093-3e8d001463ce","name":"285_Back_Layout3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/11afb5effabce8b45434871db4743215/7b5fe/285_Back_Layout3.png","srcSet":"/static/11afb5effabce8b45434871db4743215/7b5fe/285_Back_Layout3.png 507w","sizes":"100vw"},"sources":[{"srcSet":"/static/11afb5effabce8b45434871db4743215/cc2e8/285_Back_Layout3.webp 507w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8382642998027614}}}},{"node":{"id":"5bd79b99-339b-5569-8e69-e8417d7be332","name":"292_Chloro_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/150c181941a48b7cf2c971f52e838e33/b0c1f/292_Chloro_folium.png","srcSet":"/static/150c181941a48b7cf2c971f52e838e33/f1e7c/292_Chloro_folium.png 750w,\n/static/150c181941a48b7cf2c971f52e838e33/b0c1f/292_Chloro_folium.png 995w","sizes":"100vw"},"sources":[{"srcSet":"/static/150c181941a48b7cf2c971f52e838e33/c8a45/292_Chloro_folium.webp 750w,\n/static/150c181941a48b7cf2c971f52e838e33/97199/292_Chloro_folium.webp 995w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4964824120603015}}}},{"node":{"id":"234920c0-54c3-5cf9-8a55-fbff2cc9ebc7","name":"300-draw-a-connection-line3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fdc22024fa5d23e3e9f6e9a4b08307c2/e19dd/300-draw-a-connection-line3.png","srcSet":"/static/fdc22024fa5d23e3e9f6e9a4b08307c2/4ec63/300-draw-a-connection-line3.png 750w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/451f9/300-draw-a-connection-line3.png 1080w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/e19dd/300-draw-a-connection-line3.png 1335w","sizes":"100vw"},"sources":[{"srcSet":"/static/fdc22024fa5d23e3e9f6e9a4b08307c2/6c332/300-draw-a-connection-line3.webp 750w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/5ccdd/300-draw-a-connection-line3.webp 1080w,\n/static/fdc22024fa5d23e3e9f6e9a4b08307c2/c3689/300-draw-a-connection-line3.webp 1335w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4861423220973783}}}},{"node":{"id":"709453c5-7683-5b53-843e-b2eec679ed95","name":"313_Bubble_on_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/ac8ab8cd79dac6b883edf9be5842d8d7/1a1f4/313_Bubble_on_folium.png","srcSet":"/static/ac8ab8cd79dac6b883edf9be5842d8d7/e7dcc/313_Bubble_on_folium.png 750w,\n/static/ac8ab8cd79dac6b883edf9be5842d8d7/1a1f4/313_Bubble_on_folium.png 993w","sizes":"100vw"},"sources":[{"srcSet":"/static/ac8ab8cd79dac6b883edf9be5842d8d7/ee7ce/313_Bubble_on_folium.webp 750w,\n/static/ac8ab8cd79dac6b883edf9be5842d8d7/8001c/313_Bubble_on_folium.webp 993w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.500503524672709}}}},{"node":{"id":"85c4ced1-bb89-5e8b-acaa-4c74cf13273f","name":"312_Markers_on_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/44434bc001abec3cbd42c734749e36a8/a8be8/312_Markers_on_folium.png","srcSet":"/static/44434bc001abec3cbd42c734749e36a8/8d5a0/312_Markers_on_folium.png 750w,\n/static/44434bc001abec3cbd42c734749e36a8/a8be8/312_Markers_on_folium.png 992w","sizes":"100vw"},"sources":[{"srcSet":"/static/44434bc001abec3cbd42c734749e36a8/e863a/312_Markers_on_folium.webp 750w,\n/static/44434bc001abec3cbd42c734749e36a8/87940/312_Markers_on_folium.webp 992w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.49899193548387094}}}},{"node":{"id":"7b05b0cc-a154-516a-beea-527857b2364b","name":"393_Faceting_and_Radarchart2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f09944f2dffd6c067ec1de68d7ced8d9/2bfab/393_Faceting_and_Radarchart2.png","srcSet":"/static/f09944f2dffd6c067ec1de68d7ced8d9/52f05/393_Faceting_and_Radarchart2.png 750w,\n/static/f09944f2dffd6c067ec1de68d7ced8d9/2bfab/393_Faceting_and_Radarchart2.png 793w","sizes":"100vw"},"sources":[{"srcSet":"/static/f09944f2dffd6c067ec1de68d7ced8d9/b6018/393_Faceting_and_Radarchart2.webp 750w,\n/static/f09944f2dffd6c067ec1de68d7ced8d9/fdff2/393_Faceting_and_Radarchart2.webp 793w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0075662042875158}}}},{"node":{"id":"d01ec197-172e-5a79-9faf-7f7a208fa7ad","name":"3d_is_bad","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/704153c642222f714b0a2325772202d2/55a52/3d_is_bad.png","srcSet":"/static/704153c642222f714b0a2325772202d2/55a52/3d_is_bad.png 548w","sizes":"100vw"},"sources":[{"srcSet":"/static/704153c642222f714b0a2325772202d2/f2ba4/3d_is_bad.webp 548w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6478102189781022}}}},{"node":{"id":"715f617b-f7fc-5e85-b4ce-5d33608be4fe","name":"524-area-over-flexible-baseline","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/def67836376777a1f8fea82e13ab2c20/ea2c7/524-area-over-flexible-baseline.png","srcSet":"/static/def67836376777a1f8fea82e13ab2c20/2512b/524-area-over-flexible-baseline.png 750w,\n/static/def67836376777a1f8fea82e13ab2c20/ea2c7/524-area-over-flexible-baseline.png 1000w","sizes":"100vw"},"sources":[{"srcSet":"/static/def67836376777a1f8fea82e13ab2c20/80f13/524-area-over-flexible-baseline.webp 750w,\n/static/def67836376777a1f8fea82e13ab2c20/4538d/524-area-over-flexible-baseline.webp 1000w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6}}}},{"node":{"id":"0424295b-c108-5321-8829-d305a8b35c0e","name":"558-waffle-bar-chart-3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8cceb9b59c15068f2bd436ba6679cf27/ec333/558-waffle-bar-chart-3.png","srcSet":"/static/8cceb9b59c15068f2bd436ba6679cf27/ec333/558-waffle-bar-chart-3.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8cceb9b59c15068f2bd436ba6679cf27/21b1a/558-waffle-bar-chart-3.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"503dd4c8-7ee4-5c17-9122-33ce8ee4edca","name":"80_bivariate_kernel_density_plot3","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5443436d64b8b1393cf6ff80638d02f2/3f279/80_bivariate_kernel_density_plot3.png","srcSet":"/static/5443436d64b8b1393cf6ff80638d02f2/f054e/80_bivariate_kernel_density_plot3.png 750w,\n/static/5443436d64b8b1393cf6ff80638d02f2/3f279/80_bivariate_kernel_density_plot3.png 960w","sizes":"100vw"},"sources":[{"srcSet":"/static/5443436d64b8b1393cf6ff80638d02f2/4f03f/80_bivariate_kernel_density_plot3.webp 750w,\n/static/5443436d64b8b1393cf6ff80638d02f2/d6f60/80_bivariate_kernel_density_plot3.webp 960w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"e363c2ae-4f78-5bdf-b34c-73c2bbef1154","name":"BONUS_area_facet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/62f69006ab93d6188b89d28283b5c41c/284ed/BONUS_area_facet.png","srcSet":"/static/62f69006ab93d6188b89d28283b5c41c/e7dcc/BONUS_area_facet.png 750w,\n/static/62f69006ab93d6188b89d28283b5c41c/50eb2/BONUS_area_facet.png 1080w,\n/static/62f69006ab93d6188b89d28283b5c41c/373d2/BONUS_area_facet.png 1366w,\n/static/62f69006ab93d6188b89d28283b5c41c/284ed/BONUS_area_facet.png 1728w","sizes":"100vw"},"sources":[{"srcSet":"/static/62f69006ab93d6188b89d28283b5c41c/ee7ce/BONUS_area_facet.webp 750w,\n/static/62f69006ab93d6188b89d28283b5c41c/819dc/BONUS_area_facet.webp 1080w,\n/static/62f69006ab93d6188b89d28283b5c41c/7b8ce/BONUS_area_facet.webp 1366w,\n/static/62f69006ab93d6188b89d28283b5c41c/7e868/BONUS_area_facet.webp 1728w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5}}}},{"node":{"id":"8e31639a-3b64-5a3e-9719-0c1c88c1f724","name":"Spaghetti_Overview","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9e06a509852d4d5dc07b91a552e1fbf5/bc3b9/Spaghetti_Overview.png","srcSet":"/static/9e06a509852d4d5dc07b91a552e1fbf5/bc3b9/Spaghetti_Overview.png 700w","sizes":"100vw"},"sources":[{"srcSet":"/static/9e06a509852d4d5dc07b91a552e1fbf5/f23f0/Spaghetti_Overview.webp 700w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5628571428571428}}}},{"node":{"id":"53983ccd-c63d-5dc7-94b8-a6f50c564cb4","name":"chord-diagram-chord-library","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/61e3eee39f88230270a900c38eb6d3c7/ec333/chord-diagram-chord-library.png","srcSet":"/static/61e3eee39f88230270a900c38eb6d3c7/ec333/chord-diagram-chord-library.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/61e3eee39f88230270a900c38eb6d3c7/21b1a/chord-diagram-chord-library.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"acf1bce0-1def-5e38-bbfc-bba73cfd16ce","name":"manhattan-plot-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7969635b55135c6682aecaf6fc2c2635/ec333/manhattan-plot-with-matplotlib.png","srcSet":"/static/7969635b55135c6682aecaf6fc2c2635/ec333/manhattan-plot-with-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/7969635b55135c6682aecaf6fc2c2635/21b1a/manhattan-plot-with-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"c4847eb5-707f-5a7c-83cc-6c9765fe1578","name":"web-circular-lollipop-plot-with-matplotlib-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/281730960d962d17e2dd2548806ab4f0/ec333/web-circular-lollipop-plot-with-matplotlib-square.png","srcSet":"/static/281730960d962d17e2dd2548806ab4f0/ec333/web-circular-lollipop-plot-with-matplotlib-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/281730960d962d17e2dd2548806ab4f0/21b1a/web-circular-lollipop-plot-with-matplotlib-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"b7c0b061-5220-50e4-9330-ed7cb5fe7658","name":"web-highlighted-lineplot-with-faceting-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/d0f135405cbfd27f19cc9448fc3ba842/ec333/web-highlighted-lineplot-with-faceting-square.png","srcSet":"/static/d0f135405cbfd27f19cc9448fc3ba842/ec333/web-highlighted-lineplot-with-faceting-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/d0f135405cbfd27f19cc9448fc3ba842/21b1a/web-highlighted-lineplot-with-faceting-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"f78fe4c1-6436-53d3-a390-6e6d59145660","name":"web-map-europe-with-color-by-country-highres","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAATCAYAAACQjC21AAAACXBIWXMAAA9hAAAPYQGoP6dpAAADMUlEQVR42pWU32sdRRTHFx/9YwQffFF8sVAEfRAfFUGrtUqCLdJWLFbti6VpFLU/KAWRNDRYRGuwiG0SEmq4zU1SkWiDpInN3bv3d+7Pvbs7O78+cjc3t7lp1Dpw2JnZmc9855wzx+H/NGv7hioMscb0zTnWWmx34VZ/p22BrJSYtT+ojI9x+5NTXH36Gfxcrrc3AT6ErN4G9dMI+vQB5LmjXHvqSb5wHP76fnzzv9abwFwuR6VSoVgs4rou5XKZUqmUjNfX1/E8j0jEmPR19GcD6K8+xP81xczbBznnOMy9f3wT2L26s7CwQDqdJpVKMTMzw/z8PEtLS8zOzjKfTlMslxGNGuGFY7TPHgUjmNr/FkOOw5lHHmXqtf19/nXq9XqipqOqo3RjYyNRWSgUkrlQSmxzA/n1CeT596Bdw7uZ4tab+1i5eB4VRv3AMAxpNpu0Wq3EfN9Pxn6rRaPRIGzW0PfuoD5/Bz0xtuVR5HKKeHkOaSym679/D4rd9Ila+x2xOI387SbGW8OGAdH4KJUPDiAKHmEsk8O3oA8Ak2h1HayXF2l/fIj6S8/SPvIGYvBF4sEXEIdfRk7+0NsTxzFRFP2zQqskKn2d9rFXaOx5jOrexwlOvEv85UeIfXsRr+7BZlaJAc91yWazZDKZJBb9QK1Qt6dRo0PoTweITg3gv/48/nNPEN/4Dh3WiVM/Iya+xcYCazRaa4wxva+zM4GNe5f4zBGC4UH02cOEl07iX7tENHGZ8PIQ8a0fUYVV4lIGWSs+cLse0LYb2FYNIwLkyEnU6QHUxePEd+YQhVWku0I8dRVT8tBRm9hbQRXvYbXaAezmj3L/RE6Oom+MIK8MI38Zx0YBplbGlFxM/i66UUmuaeII7S6jG+XdFNpeIOT0FVrfDCMXJ9iqIdqvY0SIkQJVXE/W6WoeFbSwuwTUuV9JBHJqDDU5iq1427K/69t2HdVuEoQhpllJDmBX4PYW+QStBplslnwulzw9EQmklMQiwvdbSb9zkO5E2Zr/AHaSVMrkLXfeeBAECaCTtGEUoZTaVmttMi+ESGz3emjtQxTt+/WxU/ry+TzVarUH/BsXDn7XLOxYTwAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/49188c5071a0ba013ca0b3b3f73ebefd/5c91f/web-map-europe-with-color-by-country-highres.png","srcSet":"/static/49188c5071a0ba013ca0b3b3f73ebefd/b42da/web-map-europe-with-color-by-country-highres.png 750w,\n/static/49188c5071a0ba013ca0b3b3f73ebefd/5c91f/web-map-europe-with-color-by-country-highres.png 1008w","sizes":"100vw"},"sources":[{"srcSet":"/static/49188c5071a0ba013ca0b3b3f73ebefd/6f644/web-map-europe-with-color-by-country-highres.webp 750w,\n/static/49188c5071a0ba013ca0b3b3f73ebefd/81387/web-map-europe-with-color-by-country-highres.webp 1008w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9543650793650793}}}},{"node":{"id":"ab5e2af6-8ed1-5bdb-80ec-fd0dae2aebea","name":"web-lollipop-plot-with-python-the-office-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/863a4410431af3bc8d85c51be6df37af/241b4/web-lollipop-plot-with-python-the-office-square.png","srcSet":"/static/863a4410431af3bc8d85c51be6df37af/f054e/web-lollipop-plot-with-python-the-office-square.png 750w,\n/static/863a4410431af3bc8d85c51be6df37af/ae1c8/web-lollipop-plot-with-python-the-office-square.png 1080w,\n/static/863a4410431af3bc8d85c51be6df37af/241b4/web-lollipop-plot-with-python-the-office-square.png 1180w","sizes":"100vw"},"sources":[{"srcSet":"/static/863a4410431af3bc8d85c51be6df37af/4f03f/web-lollipop-plot-with-python-the-office-square.webp 750w,\n/static/863a4410431af3bc8d85c51be6df37af/4f506/web-lollipop-plot-with-python-the-office-square.webp 1080w,\n/static/863a4410431af3bc8d85c51be6df37af/9557c/web-lollipop-plot-with-python-the-office-square.webp 1180w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1169cccb-9e1e-5485-84a2-48c9848050f1","name":"web-multiple-lines-and-panels-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/fb0a45599c883504cb8bbaa16cf81828/ec333/web-multiple-lines-and-panels-square.png","srcSet":"/static/fb0a45599c883504cb8bbaa16cf81828/ec333/web-multiple-lines-and-panels-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/fb0a45599c883504cb8bbaa16cf81828/21b1a/web-multiple-lines-and-panels-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"a2688222-0578-523d-bd7c-c199cc919cc1","name":"web-polar-chart","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/02d7e43966c1b5d0ab1a4ddaf37b72f4/ec333/web-polar-chart.png","srcSet":"/static/02d7e43966c1b5d0ab1a4ddaf37b72f4/ec333/web-polar-chart.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/02d7e43966c1b5d0ab1a4ddaf37b72f4/21b1a/web-polar-chart.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"97590873-4cbf-5f03-b51b-6cbfeffe5ea3","name":"134_Fighting_overplotting6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/632cd143d8116cec17b0b4e50e2a6bdc/7196f/134_Fighting_overplotting6.png","srcSet":"/static/632cd143d8116cec17b0b4e50e2a6bdc/7196f/134_Fighting_overplotting6.png 657w","sizes":"100vw"},"sources":[{"srcSet":"/static/632cd143d8116cec17b0b4e50e2a6bdc/70be0/134_Fighting_overplotting6.webp 657w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7275494672754946}}}},{"node":{"id":"6ebe80b9-9a2d-52ee-aee1-8439793efdc6","name":"231_Chord_Bokeh","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9d038fabdac9b188227e1f2b8656e089/dc841/231_Chord_Bokeh.png","srcSet":"/static/9d038fabdac9b188227e1f2b8656e089/dc841/231_Chord_Bokeh.png 498w","sizes":"100vw"},"sources":[{"srcSet":"/static/9d038fabdac9b188227e1f2b8656e089/d045f/231_Chord_Bokeh.webp 498w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.036144578313253}}}},{"node":{"id":"0a877c39-84f8-55e8-a542-e15c65d0d456","name":"281-basic-map-with-basemap6","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/3792311fb772c0176100eddce90587c6/ec333/281-basic-map-with-basemap6.png","srcSet":"/static/3792311fb772c0176100eddce90587c6/ec333/281-basic-map-with-basemap6.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/3792311fb772c0176100eddce90587c6/21b1a/281-basic-map-with-basemap6.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"37783a91-809e-5e68-9b27-02bf23d50da4","name":"285_Back_Layout4","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cab86ee55047d296b1a5a2cfd5859f77/405c5/285_Back_Layout4.png","srcSet":"/static/cab86ee55047d296b1a5a2cfd5859f77/405c5/285_Back_Layout4.png 425w","sizes":"100vw"},"sources":[{"srcSet":"/static/cab86ee55047d296b1a5a2cfd5859f77/0c2e5/285_Back_Layout4.webp 425w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"1454d383-8aec-58c1-af8c-d361ca698a6e","name":"285_Back_Layout5","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7eefc928e32a2dbe2faddc717cc548c6/405c5/285_Back_Layout5.png","srcSet":"/static/7eefc928e32a2dbe2faddc717cc548c6/405c5/285_Back_Layout5.png 425w","sizes":"100vw"},"sources":[{"srcSet":"/static/7eefc928e32a2dbe2faddc717cc548c6/0c2e5/285_Back_Layout5.webp 425w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"6b8d82ce-73aa-55a8-a908-c5b56818cff7","name":"315_Tweet_Surf_Bubble_map1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/661076eb3192d6ccfdffba19f945f1f0/308e8/315_Tweet_Surf_Bubble_map1.png","srcSet":"/static/661076eb3192d6ccfdffba19f945f1f0/0f6bb/315_Tweet_Surf_Bubble_map1.png 750w,\n/static/661076eb3192d6ccfdffba19f945f1f0/218ba/315_Tweet_Surf_Bubble_map1.png 1080w,\n/static/661076eb3192d6ccfdffba19f945f1f0/e9dd2/315_Tweet_Surf_Bubble_map1.png 1366w,\n/static/661076eb3192d6ccfdffba19f945f1f0/308e8/315_Tweet_Surf_Bubble_map1.png 1528w","sizes":"100vw"},"sources":[{"srcSet":"/static/661076eb3192d6ccfdffba19f945f1f0/898bd/315_Tweet_Surf_Bubble_map1.webp 750w,\n/static/661076eb3192d6ccfdffba19f945f1f0/87a9c/315_Tweet_Surf_Bubble_map1.webp 1080w,\n/static/661076eb3192d6ccfdffba19f945f1f0/d1c51/315_Tweet_Surf_Bubble_map1.webp 1366w,\n/static/661076eb3192d6ccfdffba19f945f1f0/f18e1/315_Tweet_Surf_Bubble_map1.webp 1528w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4109947643979058}}}},{"node":{"id":"698871aa-10c0-58fc-b006-c3a510f782b2","name":"86_2D_density_plot_explanation","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/b539b1e208bf860710b37cd2c2d97127/0f85a/86_2D_density_plot_explanation.png","srcSet":"/static/b539b1e208bf860710b37cd2c2d97127/47e09/86_2D_density_plot_explanation.png 750w,\n/static/b539b1e208bf860710b37cd2c2d97127/36190/86_2D_density_plot_explanation.png 1080w,\n/static/b539b1e208bf860710b37cd2c2d97127/6d699/86_2D_density_plot_explanation.png 1366w,\n/static/b539b1e208bf860710b37cd2c2d97127/0f85a/86_2D_density_plot_explanation.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/b539b1e208bf860710b37cd2c2d97127/6bbda/86_2D_density_plot_explanation.webp 750w,\n/static/b539b1e208bf860710b37cd2c2d97127/06c4e/86_2D_density_plot_explanation.webp 1080w,\n/static/b539b1e208bf860710b37cd2c2d97127/dc35d/86_2D_density_plot_explanation.webp 1366w,\n/static/b539b1e208bf860710b37cd2c2d97127/f1dfc/86_2D_density_plot_explanation.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.23802083333333335}}}},{"node":{"id":"047e2ecc-4e65-5b09-aca6-28aa84b0b25f","name":"animated_gapminder","childImageSharp":null}},{"node":{"id":"ee452c7c-5947-55f8-8da7-f81283ab935f","name":"how-to-remove-axis-in-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAUCAYAAACNiR0NAAAACXBIWXMAAAsTAAALEwEAmpwYAAADaElEQVR42p2V22sbRxTG9Yf2qf0bSh5CQx8KeWnoa/tSQ+M41HZoKCZOfIuctm5tyTEmSFZl15J8kdaS9ja7Ozsze/mVHcl5SRuCBw4Lw5mPc77vO2drWZahtUbNQ2uFUhpjDHc5tTAIUNrQdmKM04HJGQWglbobYBILhn7MYtPBnG4TvluxgEbruwFqGXN84fPo1Snt7Uds7z5AlgWZ/rDl8pMA04Tf/h6zsHXAyxf3+aX+Nc7kFJXKDwE/AbEmpSQUEcOxx3DiI6KQqecgk4Q4SUjT1IpWhUikFUx9hN9aEoWcDDy++rFB4+yKt/4Rk9Qjz3KCMKByQdVsXpQc9FxMXlrw8n/KrSkZsdm44P7CAY1+k37vJXnqo1SCiCWZfw3OW1ojyfev+6SmIDMfAXQ9D5FoisJQtB6Tt1coy8LaJkozdGcLNh+wsL7M58uPWW+3CCNlqy7/UxStieOYwJsihh2ECAjDgCRJrD/F+SH+uy22/lxlsbnGanOP60lgH2tj7ADcfquoRZGwPBUllEGPsrtGIT20Sq0omYopBnVwu++rqB5WRVSte7EilArKgiLPqQWBb5OEEISHT7k+/RWRSetDy+H5a+g+J9cxF4HDRTC0Slf5RZ7RdSJGgZrbqpypvHs85Itv66y3jmi4DSIT2yr8ICDPDXkJq4cNvlxZZPmvI5xphEpnlOx0JjQvxxAOKIPr2ei1+y5L2ye4sUuWGUuBVClRFGGMRqaaN61z1va7xMlsgRituJoIHm7s8E39KaPDJ+SNnyoOIzsVFWdSKiLhE8eCOBJWmDiRJHGMSQRpKi13t3HjevRvhpw5A0bjS5LxgJrjONYm9vhdOFkBHZIkMePJhDzxKDvPKIfN96JU0zUej+emn594RHmyQs11p+QF7B336e38wHiwgchTlJR4YUR2tgHnm9YFu61Tfu/8w9gLCXzfitIbRawdtXFaP1P069Si0ONV44rPHm6yd3bI/rSBMMJWMXVdCh1RlAVL+wfce/aErXabqR8RBh4XNyH3ll7wXX0VISczY0ci5KQ35bBzSawFfuhjtCEMQyuKlCleEPJHq0t/NEap1C6MisPrG5c377o40wmZMURCULvdctVFWVQjpy03Ss+8pee/hTzPbE61aYqimL/R9r66q/Kqrv4FNqvpvlXa5GoAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/12ab724268aadd1feed1325ae7fb671c/80aff/how-to-remove-axis-in-matplotlib.png","srcSet":"/static/12ab724268aadd1feed1325ae7fb671c/f054e/how-to-remove-axis-in-matplotlib.png 750w,\n/static/12ab724268aadd1feed1325ae7fb671c/80aff/how-to-remove-axis-in-matplotlib.png 755w","sizes":"100vw"},"sources":[{"srcSet":"/static/12ab724268aadd1feed1325ae7fb671c/4f03f/how-to-remove-axis-in-matplotlib.webp 750w,\n/static/12ab724268aadd1feed1325ae7fb671c/9a8b1/how-to-remove-axis-in-matplotlib.webp 755w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"66ec868c-ed00-5449-af37-0388661cae5a","name":"parallel-coordinate-plot-plotly","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/71d9c4fadd9e66108fc9301f6a553400/ec333/parallel-coordinate-plot-plotly.png","srcSet":"/static/71d9c4fadd9e66108fc9301f6a553400/ec333/parallel-coordinate-plot-plotly.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/71d9c4fadd9e66108fc9301f6a553400/21b1a/parallel-coordinate-plot-plotly.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"aa074e7e-badb-5c96-a1af-41cdddf2ada3","name":"web-heatmap-and-radial-barchart-plastics","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/808631fa9cd09b732643d76e925bedea/0786d/web-heatmap-and-radial-barchart-plastics.png","srcSet":"/static/808631fa9cd09b732643d76e925bedea/1e4db/web-heatmap-and-radial-barchart-plastics.png 750w,\n/static/808631fa9cd09b732643d76e925bedea/0786d/web-heatmap-and-radial-barchart-plastics.png 937w","sizes":"100vw"},"sources":[{"srcSet":"/static/808631fa9cd09b732643d76e925bedea/a0cee/web-heatmap-and-radial-barchart-plastics.webp 750w,\n/static/808631fa9cd09b732643d76e925bedea/7ec35/web-heatmap-and-radial-barchart-plastics.webp 937w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7129135538954109}}}},{"node":{"id":"75672aa3-21c3-5b3b-a7a8-b897640e714c","name":"web-highlighted-lineplot-with-faceting-medium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/023e1f6b9e97244120b12395757bd7e6/4fff4/web-highlighted-lineplot-with-faceting-medium.png","srcSet":"/static/023e1f6b9e97244120b12395757bd7e6/62abd/web-highlighted-lineplot-with-faceting-medium.png 750w,\n/static/023e1f6b9e97244120b12395757bd7e6/4fff4/web-highlighted-lineplot-with-faceting-medium.png 976w","sizes":"100vw"},"sources":[{"srcSet":"/static/023e1f6b9e97244120b12395757bd7e6/90996/web-highlighted-lineplot-with-faceting-medium.webp 750w,\n/static/023e1f6b9e97244120b12395757bd7e6/09bc7/web-highlighted-lineplot-with-faceting-medium.webp 976w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5286885245901639}}}},{"node":{"id":"86321572-7e3d-5699-981e-3e102e3dc74e","name":"web-slope-chart-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/710b3b0716333a1e1caedb385cf84295/992a1/web-slope-chart-matplotlib.png","srcSet":"/static/710b3b0716333a1e1caedb385cf84295/c7bd6/web-slope-chart-matplotlib.png 750w,\n/static/710b3b0716333a1e1caedb385cf84295/11116/web-slope-chart-matplotlib.png 1080w,\n/static/710b3b0716333a1e1caedb385cf84295/992a1/web-slope-chart-matplotlib.png 1202w","sizes":"100vw"},"sources":[{"srcSet":"/static/710b3b0716333a1e1caedb385cf84295/5c9b8/web-slope-chart-matplotlib.webp 750w,\n/static/710b3b0716333a1e1caedb385cf84295/57d11/web-slope-chart-matplotlib.webp 1080w,\n/static/710b3b0716333a1e1caedb385cf84295/b5f7d/web-slope-chart-matplotlib.webp 1202w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1713810316139768}}}},{"node":{"id":"84bd45f2-8816-5888-beda-cbf58c276089","name":"285_Back_Layout2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9e10c550a7209143c6b3f0e1b105801c/7b5fe/285_Back_Layout2.png","srcSet":"/static/9e10c550a7209143c6b3f0e1b105801c/7b5fe/285_Back_Layout2.png 507w","sizes":"100vw"},"sources":[{"srcSet":"/static/9e10c550a7209143c6b3f0e1b105801c/cc2e8/285_Back_Layout2.webp 507w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8382642998027614}}}},{"node":{"id":"4cae97d7-5d0f-53ef-9213-283bc4c78488","name":"Overplot_Overview","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/0139d/Overplot_Overview.png","srcSet":"/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/0dee1/Overplot_Overview.png 750w,\n/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/0139d/Overplot_Overview.png 900w","sizes":"100vw"},"sources":[{"srcSet":"/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/a66aa/Overplot_Overview.webp 750w,\n/static/e43f6ec67ac1b7a0a7e1bc74e3911ca3/c4412/Overplot_Overview.webp 900w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5622222222222223}}}},{"node":{"id":"b92a9458-264d-5afb-b7be-0411fc5f33f3","name":"web-line-chart-small-multiple","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6e98112779a0f23404de542b8b6c81dd/9dfc8/web-line-chart-small-multiple.png","srcSet":"/static/6e98112779a0f23404de542b8b6c81dd/0e568/web-line-chart-small-multiple.png 750w,\n/static/6e98112779a0f23404de542b8b6c81dd/9dfc8/web-line-chart-small-multiple.png 793w","sizes":"100vw"},"sources":[{"srcSet":"/static/6e98112779a0f23404de542b8b6c81dd/519ed/web-line-chart-small-multiple.webp 750w,\n/static/6e98112779a0f23404de542b8b6c81dd/35fcd/web-line-chart-small-multiple.webp 793w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.5397225725094579}}}},{"node":{"id":"c75e4ebf-4076-5c2e-b6e8-b298c21d2fcb","name":"web-line-chart-with-labels-at-line-end","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c72988277f79abbdf08c6ab4d5eb9fc3/759c5/web-line-chart-with-labels-at-line-end.png","srcSet":"/static/c72988277f79abbdf08c6ab4d5eb9fc3/2512b/web-line-chart-with-labels-at-line-end.png 750w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/45604/web-line-chart-with-labels-at-line-end.png 1080w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/759c5/web-line-chart-with-labels-at-line-end.png 1096w","sizes":"100vw"},"sources":[{"srcSet":"/static/c72988277f79abbdf08c6ab4d5eb9fc3/80f13/web-line-chart-with-labels-at-line-end.webp 750w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/4f9a6/web-line-chart-with-labels-at-line-end.webp 1080w,\n/static/c72988277f79abbdf08c6ab4d5eb9fc3/cfb26/web-line-chart-with-labels-at-line-end.webp 1096w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6003649635036497}}}},{"node":{"id":"4c507d5c-509a-54ad-8628-9b7901d2af38","name":"web-multiple-lines-and-panels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/24db7/web-multiple-lines-and-panels.png","srcSet":"/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/e7dcc/web-multiple-lines-and-panels.png 750w,\n/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/24db7/web-multiple-lines-and-panels.png 909w","sizes":"100vw"},"sources":[{"srcSet":"/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/ee7ce/web-multiple-lines-and-panels.webp 750w,\n/static/6ef1b7e9aa54bccd6cb6a3fe5efee1d3/20880/web-multiple-lines-and-panels.webp 909w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.49944994499449946}}}},{"node":{"id":"25f1b5cd-cc16-5baa-8211-f40ab4d8c608","name":"web-scatterplot-astronaut","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/27bfa/web-scatterplot-astronaut.png","srcSet":"/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/d97f0/web-scatterplot-astronaut.png 750w,\n/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/27bfa/web-scatterplot-astronaut.png 879w","sizes":"100vw"},"sources":[{"srcSet":"/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/dfe9f/web-scatterplot-astronaut.webp 750w,\n/static/6fc5e4b4ebc5037d6e3d334d3f27c81e/f89c3/web-scatterplot-astronaut.webp 879w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9897610921501707}}}},{"node":{"id":"6fc23eba-74ec-5dcd-ba90-f0360c96f39d","name":"288_basic_map_folium","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a1b7889224011dcad7e860088130d13c/fe10e/288_basic_map_folium.png","srcSet":"/static/a1b7889224011dcad7e860088130d13c/54263/288_basic_map_folium.png 750w,\n/static/a1b7889224011dcad7e860088130d13c/e5f27/288_basic_map_folium.png 1080w,\n/static/a1b7889224011dcad7e860088130d13c/65bb9/288_basic_map_folium.png 1366w,\n/static/a1b7889224011dcad7e860088130d13c/fe10e/288_basic_map_folium.png 1482w","sizes":"100vw"},"sources":[{"srcSet":"/static/a1b7889224011dcad7e860088130d13c/240bd/288_basic_map_folium.webp 750w,\n/static/a1b7889224011dcad7e860088130d13c/1be92/288_basic_map_folium.webp 1080w,\n/static/a1b7889224011dcad7e860088130d13c/f2ec0/288_basic_map_folium.webp 1366w,\n/static/a1b7889224011dcad7e860088130d13c/60dae/288_basic_map_folium.webp 1482w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4898785425101214}}}},{"node":{"id":"72d4a92a-371b-53bb-aaec-3a7808ddc4c4","name":"564-publication-ready-table-with-plottable","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/jpeg;base64,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"},"images":{"fallback":{"src":"/static/2a57d2bb008e9a18805fc34c3f641e6d/24324/564-publication-ready-table-with-plottable.jpg","srcSet":"/static/2a57d2bb008e9a18805fc34c3f641e6d/53ca3/564-publication-ready-table-with-plottable.jpg 750w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/26cd4/564-publication-ready-table-with-plottable.jpg 1080w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/c81da/564-publication-ready-table-with-plottable.jpg 1366w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/24324/564-publication-ready-table-with-plottable.jpg 1730w","sizes":"100vw"},"sources":[{"srcSet":"/static/2a57d2bb008e9a18805fc34c3f641e6d/4512e/564-publication-ready-table-with-plottable.webp 750w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/db9af/564-publication-ready-table-with-plottable.webp 1080w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/08fb6/564-publication-ready-table-with-plottable.webp 1366w,\n/static/2a57d2bb008e9a18805fc34c3f641e6d/d4b6f/564-publication-ready-table-with-plottable.webp 1730w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.1838150289017342}}}},{"node":{"id":"9ee10d18-a2a3-52dc-a1ba-87acb61130d5","name":"564-publication-ready-table-with-plottable-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/e8e66252c292d1504d6286604024031c/1b3f9/564-publication-ready-table-with-plottable-square.png","srcSet":"/static/e8e66252c292d1504d6286604024031c/f054e/564-publication-ready-table-with-plottable-square.png 750w,\n/static/e8e66252c292d1504d6286604024031c/1b3f9/564-publication-ready-table-with-plottable-square.png 762w","sizes":"100vw"},"sources":[{"srcSet":"/static/e8e66252c292d1504d6286604024031c/4f03f/564-publication-ready-table-with-plottable-square.webp 750w,\n/static/e8e66252c292d1504d6286604024031c/c63e7/564-publication-ready-table-with-plottable-square.webp 762w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"fcc0aa4c-3d0f-5159-9338-d151b537a594","name":"Seaborn_Cheatsheet_Datacamp","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/540ae71d31e7ffdc8d52b85551b0d054/85c3a/Seaborn_Cheatsheet_Datacamp.png","srcSet":"/static/540ae71d31e7ffdc8d52b85551b0d054/372e6/Seaborn_Cheatsheet_Datacamp.png 750w,\n/static/540ae71d31e7ffdc8d52b85551b0d054/85c3a/Seaborn_Cheatsheet_Datacamp.png 1054w","sizes":"100vw"},"sources":[{"srcSet":"/static/540ae71d31e7ffdc8d52b85551b0d054/54c3a/Seaborn_Cheatsheet_Datacamp.webp 750w,\n/static/540ae71d31e7ffdc8d52b85551b0d054/d7297/Seaborn_Cheatsheet_Datacamp.webp 1054w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7058823529411764}}}},{"node":{"id":"c73a76af-b590-53cb-b9f9-c075a4358a40","name":"choropleth-map-geopandas-python","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/f27c57cde1d1eabff6ee8183ff84fd0b/de6cd/choropleth-map-geopandas-python.png","srcSet":"/static/f27c57cde1d1eabff6ee8183ff84fd0b/4ec63/choropleth-map-geopandas-python.png 750w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/451f9/choropleth-map-geopandas-python.png 1080w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/de6cd/choropleth-map-geopandas-python.png 1125w","sizes":"100vw"},"sources":[{"srcSet":"/static/f27c57cde1d1eabff6ee8183ff84fd0b/6c332/choropleth-map-geopandas-python.webp 750w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/5ccdd/choropleth-map-geopandas-python.webp 1080w,\n/static/f27c57cde1d1eabff6ee8183ff84fd0b/ae09e/choropleth-map-geopandas-python.webp 1125w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.4862222222222222}}}},{"node":{"id":"8aa85a18-281c-5745-9e23-f83f8462fb50","name":"web-stacked-line-chart-with-labels","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c92b323ab5b21bffd760cb46737716b7/9fd5b/web-stacked-line-chart-with-labels.png","srcSet":"/static/c92b323ab5b21bffd760cb46737716b7/cfdd1/web-stacked-line-chart-with-labels.png 750w,\n/static/c92b323ab5b21bffd760cb46737716b7/347f9/web-stacked-line-chart-with-labels.png 1080w,\n/static/c92b323ab5b21bffd760cb46737716b7/7715b/web-stacked-line-chart-with-labels.png 1366w,\n/static/c92b323ab5b21bffd760cb46737716b7/9fd5b/web-stacked-line-chart-with-labels.png 1502w","sizes":"100vw"},"sources":[{"srcSet":"/static/c92b323ab5b21bffd760cb46737716b7/2afb9/web-stacked-line-chart-with-labels.webp 750w,\n/static/c92b323ab5b21bffd760cb46737716b7/ba35d/web-stacked-line-chart-with-labels.webp 1080w,\n/static/c92b323ab5b21bffd760cb46737716b7/b20ec/web-stacked-line-chart-with-labels.webp 1366w,\n/static/c92b323ab5b21bffd760cb46737716b7/4812c/web-stacked-line-chart-with-labels.webp 1502w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9227696404793609}}}},{"node":{"id":"6a4aaa2d-4b36-53b6-b453-47228fcd458a","name":"pandas_cheat_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/31e99e6c928a12003bd3ff68077e05b9/a44e7/pandas_cheat_sheet.png","srcSet":"/static/31e99e6c928a12003bd3ff68077e05b9/65f28/pandas_cheat_sheet.png 750w,\n/static/31e99e6c928a12003bd3ff68077e05b9/ef012/pandas_cheat_sheet.png 1080w,\n/static/31e99e6c928a12003bd3ff68077e05b9/ae9d8/pandas_cheat_sheet.png 1366w,\n/static/31e99e6c928a12003bd3ff68077e05b9/a44e7/pandas_cheat_sheet.png 1398w","sizes":"100vw"},"sources":[{"srcSet":"/static/31e99e6c928a12003bd3ff68077e05b9/4caf4/pandas_cheat_sheet.webp 750w,\n/static/31e99e6c928a12003bd3ff68077e05b9/f735f/pandas_cheat_sheet.webp 1080w,\n/static/31e99e6c928a12003bd3ff68077e05b9/26a3c/pandas_cheat_sheet.webp 1366w,\n/static/31e99e6c928a12003bd3ff68077e05b9/2e0d9/pandas_cheat_sheet.webp 1398w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7067238912732475}}}},{"node":{"id":"1df5bfe0-f46e-5a95-8dbd-61af52fd5c27","name":"web-horizontal-barplot-with-labels-the-economist","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/cba7385c0c10c556fe34fde05e32a891/83c83/web-horizontal-barplot-with-labels-the-economist.png","srcSet":"/static/cba7385c0c10c556fe34fde05e32a891/7f1c2/web-horizontal-barplot-with-labels-the-economist.png 750w,\n/static/cba7385c0c10c556fe34fde05e32a891/35fac/web-horizontal-barplot-with-labels-the-economist.png 1080w,\n/static/cba7385c0c10c556fe34fde05e32a891/44b51/web-horizontal-barplot-with-labels-the-economist.png 1366w,\n/static/cba7385c0c10c556fe34fde05e32a891/83c83/web-horizontal-barplot-with-labels-the-economist.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/cba7385c0c10c556fe34fde05e32a891/754fd/web-horizontal-barplot-with-labels-the-economist.webp 750w,\n/static/cba7385c0c10c556fe34fde05e32a891/6815b/web-horizontal-barplot-with-labels-the-economist.webp 1080w,\n/static/cba7385c0c10c556fe34fde05e32a891/7a116/web-horizontal-barplot-with-labels-the-economist.webp 1366w,\n/static/cba7385c0c10c556fe34fde05e32a891/46c75/web-horizontal-barplot-with-labels-the-economist.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5916666666666667}}}},{"node":{"id":"a50d3223-fc65-5b85-b804-152d5bcdde82","name":"matplotlib_cheat_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/27348055d276e6f73426b199e1c033dd/cbc70/matplotlib_cheat_sheet.png","srcSet":"/static/27348055d276e6f73426b199e1c033dd/fa601/matplotlib_cheat_sheet.png 750w,\n/static/27348055d276e6f73426b199e1c033dd/9fc62/matplotlib_cheat_sheet.png 1080w,\n/static/27348055d276e6f73426b199e1c033dd/6eb52/matplotlib_cheat_sheet.png 1366w,\n/static/27348055d276e6f73426b199e1c033dd/cbc70/matplotlib_cheat_sheet.png 1398w","sizes":"100vw"},"sources":[{"srcSet":"/static/27348055d276e6f73426b199e1c033dd/b99ea/matplotlib_cheat_sheet.webp 750w,\n/static/27348055d276e6f73426b199e1c033dd/380e4/matplotlib_cheat_sheet.webp 1080w,\n/static/27348055d276e6f73426b199e1c033dd/1b9c3/matplotlib_cheat_sheet.webp 1366w,\n/static/27348055d276e6f73426b199e1c033dd/103f7/matplotlib_cheat_sheet.webp 1398w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7074391988555079}}}},{"node":{"id":"0b9bd70a-5468-53b2-aed9-501d9a4a5b33","name":"seaborn_cheat_sheet","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAOCAYAAAAvxDzwAAAACXBIWXMAAAsTAAALEwEAmpwYAAADKUlEQVR42h2TW2/bRhCF+ccL9DcUfSpQJGlfCrQI3ARNkRppC8eR7cSVI1myJYsiJZEUb0vuktwVb5K/QhrgYICZh5lzcI5VNDl5LYn0hqjaoOqSut9hqwlX4TkX/h/8tf6Vs8ULzhYveWO/4s3yFb/bL3nr/MRb52dez37kt9kPfPTfYfXPPc3zAbErWMoMve8wfU3dGrSpECJFq4osz4jjhKqqqExBnuUnaK2ZPc7wPR9VKKzh+oqbxb9c2Rdc25fcrQZMklvyJqFtG9IwRRcVmRLESXQ6YtoKUxviKKKoJNWuQO8q2kONtYkdFt6MpT8jlB5BvkE1GXHtsZBTHuOvPIohj9mQUXjNVPyHVy1ZS5upNzztR8FnRsENa7XAWsU2D84YJ1ywlRui0qfa55StZFfvkJnEFJr+0OG6DkEQkNYh68LmIRzyEN8yOSK5ZV3aWG78xM39J2bePXmXoJ8VFRllJ2nahkpWHPo9+8Me3/dJ4hSvdBlFN9z4fzNYv+fa+8Cl846FHGPlhUBkKSIRSC1I64D+uaM4fWhQmaKtGw7Pe6SS6NLglw6fgnOutud83P7Jh9Uv3C1fsUn+wdJGY8qaLMpp6x7d1nT7Ht2VdH1HqUp2pWF/6AnDEJkrqlbhpxu8yCXKfcb2kNv7AbmJsNx8hpvNmMsRopxSllPyYoLpMo6ljzaRFX3XcXg+nGb1wSB3gm3mI3WGKGPCfHtiZa3yJ2bBmKfoHiFmVMpmZ1zKnUBrQyEKurqj3/copWiajqKWTLd33HtfmKcjLibnDOwLAu1hiTJhm2wJIp9QRGRaUnQleSPQbUmuMopSsusNZqc47BtUnbJNfTIpUCZjOL7Bcx6omxRrrr7ilI88yTGjdMBYDE79iGFyydd4wDi5ZqJuceJLZHJNIMdMkjHzaMpcTLgLLpnP3xOnd1hxuSXT6cntRyqOb+P6S4SOEVWMLHIKpTCNZuHOWboORRMj9AI/v8dVdzjJZzLvglY/YB0jc8ynURpjDGtvzWq1IlMJeZmR5UctK7ahz8pbYcqc2yjim4sR3w/nnC3XfDf4wrcfrnn95PI/8zwGyFxNUucAAAAASUVORK5CYII="},"images":{"fallback":{"src":"/static/072ae25b02a30e981aa4b63f51b500a8/78350/seaborn_cheat_sheet.png","srcSet":"/static/072ae25b02a30e981aa4b63f51b500a8/372e6/seaborn_cheat_sheet.png 750w,\n/static/072ae25b02a30e981aa4b63f51b500a8/52574/seaborn_cheat_sheet.png 1080w,\n/static/072ae25b02a30e981aa4b63f51b500a8/9b6f7/seaborn_cheat_sheet.png 1366w,\n/static/072ae25b02a30e981aa4b63f51b500a8/78350/seaborn_cheat_sheet.png 1399w","sizes":"100vw"},"sources":[{"srcSet":"/static/072ae25b02a30e981aa4b63f51b500a8/54c3a/seaborn_cheat_sheet.webp 750w,\n/static/072ae25b02a30e981aa4b63f51b500a8/85e18/seaborn_cheat_sheet.webp 1080w,\n/static/072ae25b02a30e981aa4b63f51b500a8/ccff0/seaborn_cheat_sheet.webp 1366w,\n/static/072ae25b02a30e981aa4b63f51b500a8/1a053/seaborn_cheat_sheet.webp 1399w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7055039313795568}}}},{"node":{"id":"8c818e80-8f5e-54dc-b379-4e77b34a2127","name":"web-highlighted-lineplot-with-faceting","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAALCAYAAAB/Ca1DAAAACXBIWXMAAAsTAAALEwEAmpwYAAACC0lEQVR42lWSaW7dMAyEff9DNVvTolkOUARJ3uZN1i5by3PSr7BegKI/CILkiNDMsCnrB+Xjk5q/IubCw9MzVze33N3fc//jJ9+urnl8eubXwyO3d9+5vrnFhZn1889/b5tUznWBkAq7AT4+SaUQU8Y4h9KWORZyKSwpYaxDG1vnKRfyeWWOkUkqcjnTxJzx3tEJze+9pB0VJiQOo2PfaXad5q1V2Dmj7MyoLEIahkmjXcTPC0LZWrdC0WwL9r3lvVVoa9m1EyYsKBcqcFKm9v2S6WTgMFyw753GLYlezewHw27rtYrGhIibI90wcRIeHwtlXVk2ytZhfSCmQjmvlPMZ632ll0pmyQW3FCbtGEZRqTfSLpXW9svTqDn0umpjrMU6V7OYFH5JCOWQ2lWJ2lEy6pleet47U9+/HCTNHDPaeYRSWGsqQPlc87Z83yuOo8OErRfY9YbX48RhMBdjUiQEzyAmJm1pdCh0auHtOGKcrw6buSBsria9HDS9Tiz5zLqesc4zSoVbcsVt0U6ebhiIOdH4OSG1pZ8sb63EWF21OY22aiOUZhCymiK0r0b1k+HlILBhYdSBk7Dses3rUWyUYxXfec9JGHa9ZYm51qZqeJmFmDmNnn1vKm1pHDElwjzjnENohzLhcoebo9txb4vCsh1wudTp32wzanM25a8oF8wWxgekNhzblr8ZeEG5wr38fAAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/f734c29b5dcd3755013be74cd20c898e/e6bdb/web-highlighted-lineplot-with-faceting.png","srcSet":"/static/f734c29b5dcd3755013be74cd20c898e/6a387/web-highlighted-lineplot-with-faceting.png 750w,\n/static/f734c29b5dcd3755013be74cd20c898e/eed13/web-highlighted-lineplot-with-faceting.png 1080w,\n/static/f734c29b5dcd3755013be74cd20c898e/89e01/web-highlighted-lineplot-with-faceting.png 1366w,\n/static/f734c29b5dcd3755013be74cd20c898e/e6bdb/web-highlighted-lineplot-with-faceting.png 1459w","sizes":"100vw"},"sources":[{"srcSet":"/static/f734c29b5dcd3755013be74cd20c898e/ceaa4/web-highlighted-lineplot-with-faceting.webp 750w,\n/static/f734c29b5dcd3755013be74cd20c898e/becc6/web-highlighted-lineplot-with-faceting.webp 1080w,\n/static/f734c29b5dcd3755013be74cd20c898e/660d0/web-highlighted-lineplot-with-faceting.webp 1366w,\n/static/f734c29b5dcd3755013be74cd20c898e/0e01f/web-highlighted-lineplot-with-faceting.webp 1459w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5305003427004797}}}},{"node":{"id":"17fb4085-be86-59ab-8a28-e4a92e44d0bd","name":"web-lineplots-and-area-chart-the-economist","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7c9aa/web-lineplots-and-area-chart-the-economist.png","srcSet":"/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7f1c2/web-lineplots-and-area-chart-the-economist.png 750w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/35fac/web-lineplots-and-area-chart-the-economist.png 1080w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/44b51/web-lineplots-and-area-chart-the-economist.png 1366w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7c9aa/web-lineplots-and-area-chart-the-economist.png 1858w","sizes":"100vw"},"sources":[{"srcSet":"/static/0bf56da6e8fefa8d0838e7f081b0c7e4/754fd/web-lineplots-and-area-chart-the-economist.webp 750w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/6815b/web-lineplots-and-area-chart-the-economist.webp 1080w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/7a116/web-lineplots-and-area-chart-the-economist.webp 1366w,\n/static/0bf56da6e8fefa8d0838e7f081b0c7e4/08587/web-lineplots-and-area-chart-the-economist.webp 1858w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.5920344456404736}}}},{"node":{"id":"c7e2c31e-b989-5053-8b11-01867ede14da","name":"532-episode1-each-line-anakin","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAZCAYAAAAxFw7TAAAACXBIWXMAAC4jAAAuIwF4pT92AAADrElEQVR42p2Vy08bVxSHJ8X2+O3x2GD8mvEwfmEbCAnEYALIQGpC8yoibgQtiAiRlDRJS2iqtiK0qdpIUZQoatWoyiqLKpuq6rbqNruqmy6763/Q/+Cr7mBTimyQsji6Z+ae+937u+fMGcnr1Nlvjo4o9o6oNTrtcRy2KPY3unHYYnQci1hztmMRZFsMj6xxcL20/0EEDA+eoTxUY/jEGXozo4wM1RivnGOwv8rZN9/h9Og5ZqoLDBQn6QzmcDu09kBhqyu3+OLeQ8u2Nnf44dkLtj9/wNrVD7n/5SMefPOUlz/+zPraJllzBLkjhs+Vag/0uw0rwEieoK93nP7iBMX8acsv5sesUfGaVtzBtS2BQrbbkUT1p4mEewkrOTqDeUKBLN3hAqFABqctjt+d2oXKGp7DgE0TUJc9gcsak7htUXwuHcXbY20qNgwFcwSVHAGPcTSwadb9OJJE8lMElKx1IvFObBhwG+TNMrFICU8jOdJhICHLK0Y5iVFbo3tgDp/XxOvU8Mg6is+gWBghGR3YKyGpFagJc9o1wsE8cTWLuXCH9JVP8Ll7LOm7mU1Z80L+kUDhm1qWkJJBdcbp2/oefWYVjy2G26VbckXcweKWWslsQteXRxg+XsAuJciv3MO8cJOg2su0MUkskLey63MZRwM9jhRGPMPX2zM83JmhvlQlc+MJ2uwa08YE5cw07n1X0xJonUrUlsigM4kkxbh7e5y//1zkj782qbx4xfqlLarlOpGLHxDuGsAvMt6Q3hoo7sSpo6tFUoESFycv8PvLm8zPj1IaXmB78znz3/3G/MYTktGT2G3RvS+rJdDv6cEpJ8mqJS7natypbfD21FUkqRNJkvn03fv88+gVvy58xanuYeJKr6WoLVBkMOhKoYaL6JU6tY+fcu2jx+idJYbMSXYu3eX59W/5afEBNwYvM5ka/6/4WwFDWhlzagWzukx+rs5cbZH67HVuv3WL1fpn/PL+M65MrLAys861sWWOx081Mr0fKE5mTxBQC2jVZVR9FI+coCuYozt2ktmxJTZG3yNiVJjoP89S6TxjpbOUtAqyS7cke1u2L/HSntg1V4qAN01SKzOkVZgvzBFRC8j2BF3eNH6vSUjJ4ZO19mVjyXYb+BudQ9PKqErOagb5rsFGzRl4m6dqxB/ZD4UpvjSRzj7LDzQWNcuqWcwHT3Zk+2r1A/pfS2sz1xYo2rzqzzQsTdCXtnwxviawZw+wa+ae/1pAIbmdHdbh/wUfv608qqOCkgAAAABJRU5ErkJggg=="},"images":{"fallback":{"src":"/static/465318db2a8e4d75526429a3e7b1e9d8/21dcd/532-episode1-each-line-anakin.png","srcSet":"/static/465318db2a8e4d75526429a3e7b1e9d8/c949d/532-episode1-each-line-anakin.png 750w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/7ed97/532-episode1-each-line-anakin.png 1080w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/e1e33/532-episode1-each-line-anakin.png 1366w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/21dcd/532-episode1-each-line-anakin.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/465318db2a8e4d75526429a3e7b1e9d8/a83a0/532-episode1-each-line-anakin.webp 750w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/656d8/532-episode1-each-line-anakin.webp 1080w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/de9d0/532-episode1-each-line-anakin.webp 1366w,\n/static/465318db2a8e4d75526429a3e7b1e9d8/52be9/532-episode1-each-line-anakin.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.2286458333333332}}}},{"node":{"id":"1c3c7406-8190-573f-9193-3ceb15da6c37","name":"matplotlib-python-official-cheatsheet1","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/c3ae28e67938b12bbcd4b6e871459248/d8289/matplotlib-python-official-cheatsheet1.png","srcSet":"/static/c3ae28e67938b12bbcd4b6e871459248/fa601/matplotlib-python-official-cheatsheet1.png 750w,\n/static/c3ae28e67938b12bbcd4b6e871459248/9fc62/matplotlib-python-official-cheatsheet1.png 1080w,\n/static/c3ae28e67938b12bbcd4b6e871459248/6eb52/matplotlib-python-official-cheatsheet1.png 1366w,\n/static/c3ae28e67938b12bbcd4b6e871459248/d8289/matplotlib-python-official-cheatsheet1.png 1753w","sizes":"100vw"},"sources":[{"srcSet":"/static/c3ae28e67938b12bbcd4b6e871459248/b99ea/matplotlib-python-official-cheatsheet1.webp 750w,\n/static/c3ae28e67938b12bbcd4b6e871459248/380e4/matplotlib-python-official-cheatsheet1.webp 1080w,\n/static/c3ae28e67938b12bbcd4b6e871459248/1b9c3/matplotlib-python-official-cheatsheet1.webp 1366w,\n/static/c3ae28e67938b12bbcd4b6e871459248/95bd9/matplotlib-python-official-cheatsheet1.webp 1753w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7073588134626354}}}},{"node":{"id":"425c3c16-db44-5eda-a342-807a75a7d54f","name":"web-lollipop-plot-with-python-mario-kart-64-world-records","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/5564d200567162db3b63280c265aa1ec/20435/web-lollipop-plot-with-python-mario-kart-64-world-records.png","srcSet":"/static/5564d200567162db3b63280c265aa1ec/ea847/web-lollipop-plot-with-python-mario-kart-64-world-records.png 750w,\n/static/5564d200567162db3b63280c265aa1ec/4a806/web-lollipop-plot-with-python-mario-kart-64-world-records.png 1080w,\n/static/5564d200567162db3b63280c265aa1ec/e2aad/web-lollipop-plot-with-python-mario-kart-64-world-records.png 1366w,\n/static/5564d200567162db3b63280c265aa1ec/20435/web-lollipop-plot-with-python-mario-kart-64-world-records.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/5564d200567162db3b63280c265aa1ec/57584/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 750w,\n/static/5564d200567162db3b63280c265aa1ec/984df/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 1080w,\n/static/5564d200567162db3b63280c265aa1ec/4a276/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 1366w,\n/static/5564d200567162db3b63280c265aa1ec/9c00f/web-lollipop-plot-with-python-mario-kart-64-world-records.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.6666666666666666}}}},{"node":{"id":"c65f4776-12fc-5e90-91d2-463ba4dc014f","name":"matplotlib-python-official-cheatsheet2","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/d8289/matplotlib-python-official-cheatsheet2.png","srcSet":"/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/fa601/matplotlib-python-official-cheatsheet2.png 750w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/9fc62/matplotlib-python-official-cheatsheet2.png 1080w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/6eb52/matplotlib-python-official-cheatsheet2.png 1366w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/d8289/matplotlib-python-official-cheatsheet2.png 1753w","sizes":"100vw"},"sources":[{"srcSet":"/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/b99ea/matplotlib-python-official-cheatsheet2.webp 750w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/380e4/matplotlib-python-official-cheatsheet2.webp 1080w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/1b9c3/matplotlib-python-official-cheatsheet2.webp 1366w,\n/static/305d2e2ff9a1ce8248ebef6ec1a9aedb/95bd9/matplotlib-python-official-cheatsheet2.webp 1753w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7073588134626354}}}},{"node":{"id":"d21d01cb-e4e0-5a1f-b105-2005cb8a8760","name":"263_parrot_wordcloud","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/a2b4e3115d0f051c9c4e68f399bac705/0c811/263_parrot_wordcloud.png","srcSet":"/static/a2b4e3115d0f051c9c4e68f399bac705/5737c/263_parrot_wordcloud.png 750w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/0e795/263_parrot_wordcloud.png 1080w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/0c811/263_parrot_wordcloud.png 1330w","sizes":"100vw"},"sources":[{"srcSet":"/static/a2b4e3115d0f051c9c4e68f399bac705/2bddf/263_parrot_wordcloud.webp 750w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/3b4fe/263_parrot_wordcloud.webp 1080w,\n/static/a2b4e3115d0f051c9c4e68f399bac705/140fe/263_parrot_wordcloud.webp 1330w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7458646616541353}}}},{"node":{"id":"88fc8200-f5ee-5289-a5d2-d23cfddc951a","name":"Pandas_Cheat_Datacamp","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/7dd976df32bf0608fd560f9f34129184/cde67/Pandas_Cheat_Datacamp.png","srcSet":"/static/7dd976df32bf0608fd560f9f34129184/372e6/Pandas_Cheat_Datacamp.png 750w,\n/static/7dd976df32bf0608fd560f9f34129184/86797/Pandas_Cheat_Datacamp.png 1080w,\n/static/7dd976df32bf0608fd560f9f34129184/30c4f/Pandas_Cheat_Datacamp.png 1366w,\n/static/7dd976df32bf0608fd560f9f34129184/cde67/Pandas_Cheat_Datacamp.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/7dd976df32bf0608fd560f9f34129184/54c3a/Pandas_Cheat_Datacamp.webp 750w,\n/static/7dd976df32bf0608fd560f9f34129184/8a436/Pandas_Cheat_Datacamp.webp 1080w,\n/static/7dd976df32bf0608fd560f9f34129184/51c3e/Pandas_Cheat_Datacamp.webp 1366w,\n/static/7dd976df32bf0608fd560f9f34129184/ab7fe/Pandas_Cheat_Datacamp.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.7046874999999999}}}},{"node":{"id":"1a2b26ca-7fa0-59ef-a785-e9db91266cf1","name":"hierarchical-edge-bundling-R","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/feb758cda7aebd8382d35658ff81615a/e3a08/hierarchical-edge-bundling-R.png","srcSet":"/static/feb758cda7aebd8382d35658ff81615a/b0190/hierarchical-edge-bundling-R.png 750w,\n/static/feb758cda7aebd8382d35658ff81615a/fe64e/hierarchical-edge-bundling-R.png 1080w,\n/static/feb758cda7aebd8382d35658ff81615a/e3a08/hierarchical-edge-bundling-R.png 1138w","sizes":"100vw"},"sources":[{"srcSet":"/static/feb758cda7aebd8382d35658ff81615a/84e73/hierarchical-edge-bundling-R.webp 750w,\n/static/feb758cda7aebd8382d35658ff81615a/4f72a/hierarchical-edge-bundling-R.webp 1080w,\n/static/feb758cda7aebd8382d35658ff81615a/364be/hierarchical-edge-bundling-R.webp 1138w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.9789103690685412}}}},{"node":{"id":"3addef66-14a9-55a9-a971-340a6ecac44d","name":"web-streamchart-with-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/9dceb7435809fa94d4cab74ce6de9e3e/e186a/web-streamchart-with-matplotlib.png","srcSet":"/static/9dceb7435809fa94d4cab74ce6de9e3e/d008d/web-streamchart-with-matplotlib.png 750w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/6c18a/web-streamchart-with-matplotlib.png 1080w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/d8b8f/web-streamchart-with-matplotlib.png 1366w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/e186a/web-streamchart-with-matplotlib.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/9dceb7435809fa94d4cab74ce6de9e3e/e6249/web-streamchart-with-matplotlib.webp 750w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/df7f5/web-streamchart-with-matplotlib.webp 1080w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/e1a76/web-streamchart-with-matplotlib.webp 1366w,\n/static/9dceb7435809fa94d4cab74ce6de9e3e/cf21d/web-streamchart-with-matplotlib.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":0.8125}}}},{"node":{"id":"87046fb7-484f-5217-9179-5bfc1cc170e9","name":"animated_volcano","childImageSharp":null}},{"node":{"id":"cc502661-d631-5701-b053-d1249e89ea65","name":"565-arc-diagram-with-arcplot-0","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/922ff780f2f189ba091c538bf729bb3a/ec333/565-arc-diagram-with-arcplot-0.png","srcSet":"/static/922ff780f2f189ba091c538bf729bb3a/ec333/565-arc-diagram-with-arcplot-0.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/922ff780f2f189ba091c538bf729bb3a/21b1a/565-arc-diagram-with-arcplot-0.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"9a1725c1-2913-54e9-8122-e310196c4e54","name":"script_reformat_auto_img","childImageSharp":null}},{"node":{"id":"4d6b5de2-b067-50ba-9bd4-75fb6205db37","name":"web-barplot-with-annotations-and-arrows-square","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/28ff6cb4ad5ca844f6c14596af199aa4/ec333/web-barplot-with-annotations-and-arrows-square.png","srcSet":"/static/28ff6cb4ad5ca844f6c14596af199aa4/ec333/web-barplot-with-annotations-and-arrows-square.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/28ff6cb4ad5ca844f6c14596af199aa4/21b1a/web-barplot-with-annotations-and-arrows-square.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}},{"node":{"id":"77f46ec5-8a0b-57b4-a183-da21f2543e96","name":"web-barplot-with-annotations-and-arrows-highres","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/aa04b95d47e136cbd10a6802f846de3f/22209/web-barplot-with-annotations-and-arrows-highres.png","srcSet":"/static/aa04b95d47e136cbd10a6802f846de3f/98dba/web-barplot-with-annotations-and-arrows-highres.png 750w,\n/static/aa04b95d47e136cbd10a6802f846de3f/c9b94/web-barplot-with-annotations-and-arrows-highres.png 1080w,\n/static/aa04b95d47e136cbd10a6802f846de3f/cd7e9/web-barplot-with-annotations-and-arrows-highres.png 1366w,\n/static/aa04b95d47e136cbd10a6802f846de3f/22209/web-barplot-with-annotations-and-arrows-highres.png 1920w","sizes":"100vw"},"sources":[{"srcSet":"/static/aa04b95d47e136cbd10a6802f846de3f/eb902/web-barplot-with-annotations-and-arrows-highres.webp 750w,\n/static/aa04b95d47e136cbd10a6802f846de3f/46263/web-barplot-with-annotations-and-arrows-highres.webp 1080w,\n/static/aa04b95d47e136cbd10a6802f846de3f/d3034/web-barplot-with-annotations-and-arrows-highres.webp 1366w,\n/static/aa04b95d47e136cbd10a6802f846de3f/ba965/web-barplot-with-annotations-and-arrows-highres.webp 1920w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1.0958333333333332}}}},{"node":{"id":"1a654df7-4e13-5e4e-99dd-a4dede06f3a6","name":"how-to-custom-annotations-matplotlib","childImageSharp":{"gatsbyImageData":{"layout":"fullWidth","placeholder":{"fallback":"data:image/png;base64,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"},"images":{"fallback":{"src":"/static/8fa8b7f0872701550eba389c0feb4635/ec333/how-to-custom-annotations-matplotlib.png","srcSet":"/static/8fa8b7f0872701550eba389c0feb4635/ec333/how-to-custom-annotations-matplotlib.png 480w","sizes":"100vw"},"sources":[{"srcSet":"/static/8fa8b7f0872701550eba389c0feb4635/21b1a/how-to-custom-annotations-matplotlib.webp 480w","type":"image/webp","sizes":"100vw"}]},"width":1,"height":1}}}}]}}} \ No newline at end of file diff --git a/pandas/index.html b/pandas/index.html index 55f9f733ed..0115e0dbab 100644 --- a/pandas/index.html +++ b/pandas/index.html @@ -33,6 +33,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/parallel-coordinate-plot-plotly/index.html b/parallel-coordinate-plot-plotly/index.html index aacb660cd9..7df93455bf 100644 --- a/parallel-coordinate-plot-plotly/index.html +++ b/parallel-coordinate-plot-plotly/index.html @@ -38,6 +38,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/parallel-plot/index.html b/parallel-plot/index.html index d99f6b2cae..53f97e94a7 100644 --- a/parallel-plot/index.html +++ b/parallel-plot/index.html @@ -28,6 +28,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/pie-plot-matplotlib-basic/index.html b/pie-plot-matplotlib-basic/index.html index 85024d0b2f..116e3c6cae 100644 --- a/pie-plot-matplotlib-basic/index.html +++ b/pie-plot-matplotlib-basic/index.html @@ -48,6 +48,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/pie-plot/index.html b/pie-plot/index.html index 44d990b9fc..22fc5d755d 100644 --- a/pie-plot/index.html +++ b/pie-plot/index.html @@ -25,6 +25,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/plotly/index.html b/plotly/index.html index 7d1de8fa8b..c7b707c6a1 100644 --- a/plotly/index.html +++ b/plotly/index.html @@ -73,6 +73,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/privacy/index.html b/privacy/index.html index 30c8fbbbd4..5b23e44966 100644 --- a/privacy/index.html +++ b/privacy/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/python-colors/index.html b/python-colors/index.html index bf8228b4dd..aa47567dd0 100644 --- a/python-colors/index.html +++ b/python-colors/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/radar-chart/index.html b/radar-chart/index.html index 3a504cdd54..45e8565c0b 100644 --- a/radar-chart/index.html +++ b/radar-chart/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/raincloud-plot-with-matplotlib-and-ptitprince/index.html b/raincloud-plot-with-matplotlib-and-ptitprince/index.html index 27085e391d..9b17cdbe79 100644 --- a/raincloud-plot-with-matplotlib-and-ptitprince/index.html +++ b/raincloud-plot-with-matplotlib-and-ptitprince/index.html @@ -122,6 +122,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/ridgeline-graph-plotly/index.html b/ridgeline-graph-plotly/index.html index eac02760b1..155490ac54 100644 --- a/ridgeline-graph-plotly/index.html +++ b/ridgeline-graph-plotly/index.html @@ -169,6 +169,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/ridgeline-graph-seaborn/index.html b/ridgeline-graph-seaborn/index.html index a457201d6e..18594ac6cb 100644 --- a/ridgeline-graph-seaborn/index.html +++ b/ridgeline-graph-seaborn/index.html @@ -164,6 +164,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/ridgeline/index.html b/ridgeline/index.html index 60bd26acc7..4cf5c85a71 100644 --- a/ridgeline/index.html +++ b/ridgeline/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/sankey-diagram-with-python-and-plotly/index.html b/sankey-diagram-with-python-and-plotly/index.html index 5d439cdb7a..156b2c5f6b 100644 --- a/sankey-diagram-with-python-and-plotly/index.html +++ b/sankey-diagram-with-python-and-plotly/index.html @@ -64,6 +64,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/sankey-diagram/index.html b/sankey-diagram/index.html index 876055225e..34a5b0004c 100644 --- a/sankey-diagram/index.html +++ b/sankey-diagram/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/scatter-plot/index.html b/scatter-plot/index.html index 4d2b5dca6a..317c30d6dc 100644 --- a/scatter-plot/index.html +++ b/scatter-plot/index.html @@ -19,7 +19,7 @@ # plot plt.plot( 'x_values', 'y_values', data=df, linestyle='none', marker='o') plt.show() -

Matplotlib logoScatterplots with Matplotlib

Matplotlib is another great alternative to build scatterplots with python. As often, it takes a bit more lines of code to get a decent chart, but allows more customization.

The examples below should get you covered for all the most common problems: adding markers, addinglabels, changing shapes and more.

Plotly logoScatterplots with Plotly

If you are looking for an interactive scatterplot, plotly is definitely the way to go.

Interactivity is a real plus for scatterplots. It is very useful to have a tooltip associated to every markers to get some additional information about it. Zooming on a specific area of the scatterplot is also very valuable sometimes.

The examples below should help you get started quickly with the plotly API:

Pandas logoScatterplots with Pandas

Pandas, a data analysis library, also offers functions to build scatterplots. It uses matplotlib under the hood, but the syntax is more concise.

The main difference is that we have to work with Pandas objects such as Series and DataFrame.

The examples below should help you get started quickly with the pandas API:

Matplotlib logoBest python scatterplot examples

The web is full of astonishing charts made by awesome bloggers, (often using R). The Python graph gallery tries to display (or translate from R) some of the best creations and explain how their source code works.

The first example below demos how to add clean labels on a scatterplot, automatically avoiding overlapping. It also explains how to control background, fonts, titles and more.

If you want to display your work here, please drop me a word or even better, submit a Pull Request!

Contact


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥


Most basic scatterplot with Matplotlib

Plotly logoScatterplots with Plotly

If you are looking for an interactive scatterplot, plotly is definitely the way to go.

Interactivity is a real plus for scatterplots. It is very useful to have a tooltip associated to every markers to get some additional information about it. Zooming on a specific area of the scatterplot is also very valuable sometimes.

The examples below should help you get started quickly with the plotly API:

Pandas logoScatterplots with Pandas

Pandas, a data analysis library, also offers functions to build scatterplots. It uses matplotlib under the hood, but the syntax is more concise.

The main difference is that we have to work with Pandas objects such as Series and DataFrame.

The examples below should help you get started quickly with the pandas API:

Matplotlib logoBest python scatterplot examples

The web is full of astonishing charts made by awesome bloggers, (often using R). The Python graph gallery tries to display (or translate from R) some of the best creations and explain how their source code works.

The first example below demos how to add clean labels on a scatterplot, automatically avoiding overlapping. It also explains how to control background, fonts, titles and more.

If you want to display your work here, please drop me a word or even better, submit a Pull Request!

Contact


👋 This document is a work by Yan Holtz. You can contribute on github, send me a feedback on twitter or subscribe to the newsletter to know when new examples are published! 🔥


- \ No newline at end of file + \ No newline at end of file diff --git a/scatterplot-and-log-scale-in-matplotlib/index.html b/scatterplot-and-log-scale-in-matplotlib/index.html index 76205cc04d..68ad9832bc 100644 --- a/scatterplot-and-log-scale-in-matplotlib/index.html +++ b/scatterplot-and-log-scale-in-matplotlib/index.html @@ -39,6 +39,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/scatterplot-with-regression-fit-in-matplotlib/index.html b/scatterplot-with-regression-fit-in-matplotlib/index.html index 7bb61a4859..8e14dafcb3 100644 --- a/scatterplot-with-regression-fit-in-matplotlib/index.html +++ b/scatterplot-with-regression-fit-in-matplotlib/index.html @@ -36,6 +36,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/seaborn-title-customization/index.html b/seaborn-title-customization/index.html index e629099772..18fefaad2a 100644 --- a/seaborn-title-customization/index.html +++ b/seaborn-title-customization/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/seaborn/index.html b/seaborn/index.html index 9dc3922377..0d762371d2 100644 --- a/seaborn/index.html +++ b/seaborn/index.html @@ -22,6 +22,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/sitemap-0.xml b/sitemap-0.xml index cc05f8085b..5c6ca7441e 100644 --- a/sitemap-0.xml +++ b/sitemap-0.xml @@ -1 +1 @@ -https://python-graph-gallery.com/2d-density-plot/daily0.7https://python-graph-gallery.com/3d/daily0.7https://python-graph-gallery.com/about/daily0.7https://python-graph-gallery.com/all-charts/daily0.7https://python-graph-gallery.com/animation/daily0.7https://python-graph-gallery.com/arc-diagram/daily0.7https://python-graph-gallery.com/area-plot/daily0.7https://python-graph-gallery.com/barplot/daily0.7https://python-graph-gallery.com/beeswarm/daily0.7https://python-graph-gallery.com/best-python-chart-examples/daily0.7https://python-graph-gallery.com/boxplot/daily0.7https://python-graph-gallery.com/bubble-map/daily0.7https://python-graph-gallery.com/bubble-plot/daily0.7https://python-graph-gallery.com/candlestick/daily0.7https://python-graph-gallery.com/cartogram/daily0.7https://python-graph-gallery.com/cheat-sheets/daily0.7https://python-graph-gallery.com/chord-diagram/daily0.7https://python-graph-gallery.com/choropleth-map/daily0.7https://python-graph-gallery.com/circular-barplot/daily0.7https://python-graph-gallery.com/circular-packing/daily0.7https://python-graph-gallery.com/connected-scatter-plot/daily0.7https://python-graph-gallery.com/connection-map/daily0.7https://python-graph-gallery.com/correlogram/daily0.7https://python-graph-gallery.com/dendrogram/daily0.7https://python-graph-gallery.com/density-plot/daily0.7https://python-graph-gallery.com/donut-plot/daily0.7https://python-graph-gallery.com/heatmap/daily0.7https://python-graph-gallery.com/hexbin-map/daily0.7https://python-graph-gallery.com/hierarchical-edge-bundling/daily0.7https://python-graph-gallery.com/histogram/daily0.7https://python-graph-gallery.com/daily0.7https://python-graph-gallery.com/line-chart/daily0.7https://python-graph-gallery.com/lollipop-plot/daily0.7https://python-graph-gallery.com/map/daily0.7https://python-graph-gallery.com/matplotlib/daily0.7https://python-graph-gallery.com/network-chart/daily0.7https://python-graph-gallery.com/pandas/daily0.7https://python-graph-gallery.com/parallel-plot/daily0.7https://python-graph-gallery.com/pie-plot/daily0.7https://python-graph-gallery.com/plotly/daily0.7https://python-graph-gallery.com/privacy/daily0.7https://python-graph-gallery.com/python-colors/daily0.7https://python-graph-gallery.com/radar-chart/daily0.7https://python-graph-gallery.com/ridgeline/daily0.7https://python-graph-gallery.com/sankey-diagram/daily0.7https://python-graph-gallery.com/scatter-plot/daily0.7https://python-graph-gallery.com/seaborn/daily0.7https://python-graph-gallery.com/stacked-area-plot/daily0.7https://python-graph-gallery.com/statistics/daily0.7https://python-graph-gallery.com/streamchart/daily0.7https://python-graph-gallery.com/table/daily0.7https://python-graph-gallery.com/timeseries/daily0.7https://python-graph-gallery.com/treemap/daily0.7https://python-graph-gallery.com/venn-diagram/daily0.7https://python-graph-gallery.com/violin-plot/daily0.7https://python-graph-gallery.com/waffle-chart/daily0.7https://python-graph-gallery.com/wordcloud/daily0.7https://python-graph-gallery.com/100-calling-a-color-with-seaborn/daily0.7https://python-graph-gallery.com/10-barplot-with-number-of-observation/daily0.7https://python-graph-gallery.com/1-basic-barplot/daily0.7https://python-graph-gallery.com/106-seaborn-style-on-matplotlib-plot/daily0.7https://python-graph-gallery.com/11-grouped-barplot/daily0.7https://python-graph-gallery.com/12-stacked-barplot-with-matplotlib/daily0.7https://python-graph-gallery.com/122-multiple-lines-chart/daily0.7https://python-graph-gallery.com/13-percent-stacked-barplot/daily0.7https://python-graph-gallery.com/123-highlight-a-line-in-line-plot/daily0.7https://python-graph-gallery.com/104-seaborn-themes/daily0.7https://python-graph-gallery.com/160-basic-donut-plot/daily0.7https://python-graph-gallery.com/130-basic-matplotlib-scatterplot/daily0.7https://python-graph-gallery.com/162-change-background-of-donut-plot/daily0.7https://python-graph-gallery.com/124-spaghetti-plot/daily0.7https://python-graph-gallery.com/140-basic-pieplot-with-panda/daily0.7https://python-graph-gallery.com/171-basic-venn-diagram-with-3-groups/daily0.7https://python-graph-gallery.com/170-basic-venn-diagram-with-2-groups/daily0.7https://python-graph-gallery.com/174-change-background-colour-of-venn-diagram/daily0.7https://python-graph-gallery.com/182-vertical-lollipop-plot/daily0.7https://python-graph-gallery.com/183-highlight-a-group-in-lollipop/daily0.7https://python-graph-gallery.com/184-lollipop-plot-with-2-groups/daily0.7https://python-graph-gallery.com/185-lollipop-plot-with-conditional-color/daily0.7https://python-graph-gallery.com/180-basic-lollipop-plot/daily0.7https://python-graph-gallery.com/172-custom-venn-diagram/daily0.7https://python-graph-gallery.com/191-custom-axis-on-matplotlib-chart/daily0.7https://python-graph-gallery.com/173-elaborated-venn-diagram/daily0.7https://python-graph-gallery.com/163-donut-plot-with-subgroups/daily0.7https://python-graph-gallery.com/202-treemap-with-colors-mapped-on-values/daily0.7https://python-graph-gallery.com/200-basic-treemap-with-python/daily0.7https://python-graph-gallery.com/201-control-the-color-of-treemap/daily0.7https://python-graph-gallery.com/2-horizontal-barplot/daily0.7https://python-graph-gallery.com/220-sankey-diagram-with-matplotlib/daily0.7https://python-graph-gallery.com/240-basic-area-chart/daily0.7https://python-graph-gallery.com/192-about-matplotlib-margins/daily0.7https://python-graph-gallery.com/243-area-chart-with-white-grid/daily0.7https://python-graph-gallery.com/251-stacked-area-chart-with-seaborn-style/daily0.7https://python-graph-gallery.com/250-basic-stacked-area-chart/daily0.7https://python-graph-gallery.com/241-improve-area-chart/daily0.7https://python-graph-gallery.com/253-control-the-color-in-stacked-area-chart/daily0.7https://python-graph-gallery.com/255-percentage-stacked-area-chart/daily0.7https://python-graph-gallery.com/252-baseline-options-for-stacked-area-chart/daily0.7https://python-graph-gallery.com/254-pandas-stacked-area-chart/daily0.7https://python-graph-gallery.com/260-basic-wordcloud/daily0.7https://python-graph-gallery.com/24-histogram-with-a-boxplot-on-top-seaborn/daily0.7https://python-graph-gallery.com/270-basic-bubble-plot/daily0.7https://python-graph-gallery.com/286-boundaries-provided-in-basemap/daily0.7https://python-graph-gallery.com/262-worcloud-with-specific-shape/daily0.7https://python-graph-gallery.com/23-90degree-rotated-histogram/daily0.7https://python-graph-gallery.com/3-control-color-of-barplots/daily0.7https://python-graph-gallery.com/272-map-a-color-to-bubble-plot/daily0.7https://python-graph-gallery.com/310-basic-map-with-markers/daily0.7https://python-graph-gallery.com/313-bubble-map-with-folium/daily0.7https://python-graph-gallery.com/320-basic-network-from-pandas-data-frame/daily0.7https://python-graph-gallery.com/325-map-colour-to-the-edges-of-a-network/daily0.7https://python-graph-gallery.com/323-directed-or-undirected-network/daily0.7https://python-graph-gallery.com/324-map-a-color-to-network-nodes/daily0.7https://python-graph-gallery.com/326-background-colour-of-network-chart/daily0.7https://python-graph-gallery.com/340-scatterplot-animation/daily0.7https://python-graph-gallery.com/321-custom-networkx-graph-appearance/daily0.7https://python-graph-gallery.com/327-network-from-correlation-matrix/daily0.7https://python-graph-gallery.com/34-grouped-boxplot/daily0.7https://python-graph-gallery.com/370-3d-scatterplot/daily0.7https://python-graph-gallery.com/372-3d-pca-result/daily0.7https://python-graph-gallery.com/390-basic-radar-chart/daily0.7https://python-graph-gallery.com/38-show-number-of-observation-on-boxplot/daily0.7https://python-graph-gallery.com/391-radar-chart-with-several-individuals/daily0.7https://python-graph-gallery.com/400-basic-dendrogram/daily0.7https://python-graph-gallery.com/4-add-title-and-axis-label/daily0.7https://python-graph-gallery.com/40-basic-scatterplot-seaborn/daily0.7https://python-graph-gallery.com/402-color-dendrogram-labels/daily0.7https://python-graph-gallery.com/42-custom-linear-regression-fit-seaborn/daily0.7https://python-graph-gallery.com/44-control-axis-limits-of-plot-seaborn/daily0.7https://python-graph-gallery.com/5-control-width-and-space-in-barplots/daily0.7https://python-graph-gallery.com/41-control-marker-features/daily0.7https://python-graph-gallery.com/405-dendrogram-with-heatmap-and-coloured-leaves/daily0.7https://python-graph-gallery.com/46-add-text-annotation-on-scatterplot/daily0.7https://python-graph-gallery.com/504-histogram-with-colored-tails/daily0.7https://python-graph-gallery.com/45-control-color-of-each-marker-seaborn/daily0.7https://python-graph-gallery.com/513-add-logo-matplotlib/daily0.7https://python-graph-gallery.com/520-the-two-plotly-apis/daily0.7https://python-graph-gallery.com/522-plotly-customize-title/daily0.7https://python-graph-gallery.com/527-introduction-to-histogram-with-pandas/daily0.7https://python-graph-gallery.com/525-line-chart-log-transform/daily0.7https://python-graph-gallery.com/530-introduction-to-linechart-with-pandas/daily0.7https://python-graph-gallery.com/538-introduction-to-barplot-with-pandas/daily0.7https://python-graph-gallery.com/533-introduction-boxplots-matplotlib/daily0.7https://python-graph-gallery.com/547-stacked-barplots-with-pandas/daily0.7https://python-graph-gallery.com/540-barplots-grouped-by-color-with-pandas/daily0.7https://python-graph-gallery.com/550-intro-table-with-pandas/daily0.7https://python-graph-gallery.com/553-intro-candle-stick-plotly/daily0.7https://python-graph-gallery.com/551-student-t-test-visualization/daily0.7https://python-graph-gallery.com/562-add-images-in-plottable/daily0.7https://python-graph-gallery.com/543-grouped-boxplots-matplotlib/daily0.7https://python-graph-gallery.com/6-change-bars-texture/daily0.7https://python-graph-gallery.com/7-custom-barplot-layout/daily0.7https://python-graph-gallery.com/72-horizontal-density-plot/daily0.7https://python-graph-gallery.com/71-density-plot-with-shade-seaborn/daily0.7https://python-graph-gallery.com/70-basic-density-plot-with-seaborn/daily0.7https://python-graph-gallery.com/90-heatmaps-with-various-input-format/daily0.7https://python-graph-gallery.com/83-basic-2d-histograms-with-matplotlib/daily0.7https://python-graph-gallery.com/74-density-plot-of-several-variables/daily0.7https://python-graph-gallery.com/chord-diagram-python-chord/daily0.7https://python-graph-gallery.com/8-add-confidence-interval-on-barplot/daily0.7https://python-graph-gallery.com/custom-fonts-in-matplotlib/daily0.7https://python-graph-gallery.com/basic-template/daily0.7https://python-graph-gallery.com/error-bars-on-barplot/daily0.7https://python-graph-gallery.com/parallel-coordinate-plot-plotly/daily0.7https://python-graph-gallery.com/sankey-diagram-with-python-and-plotly/daily0.7https://python-graph-gallery.com/ridgeline-graph-plotly/daily0.7https://python-graph-gallery.com/288-map-background-with-folium/daily0.7https://python-graph-gallery.com/scatterplot-with-regression-fit-in-matplotlib/daily0.7https://python-graph-gallery.com/121-line-chart-customization/daily0.7https://python-graph-gallery.com/web-tornado-chart/daily0.7https://python-graph-gallery.com/125-small-multiples-for-line-chart/daily0.7https://python-graph-gallery.com/110-basic-correlation-matrix-with-seaborn/daily0.7https://python-graph-gallery.com/150-parallel-plot-with-pandas/daily0.7https://python-graph-gallery.com/131-custom-a-matplotlib-scatterplot/daily0.7https://python-graph-gallery.com/181-custom-lollipop-plot/daily0.7https://python-graph-gallery.com/161-custom-matplotlib-donut-plot/daily0.7https://python-graph-gallery.com/101-make-a-color-palette-with-seaborn/daily0.7https://python-graph-gallery.com/193-annotate-matplotlib-chart/daily0.7https://python-graph-gallery.com/190-custom-matplotlib-title/daily0.7https://python-graph-gallery.com/94-use-normalization-on-seaborn-heatmap/daily0.7https://python-graph-gallery.com/271-custom-your-bubble-plot/daily0.7https://python-graph-gallery.com/21-control-rug-and-density-on-seaborn-histogram/daily0.7https://python-graph-gallery.com/312-add-markers-on-folium-map/daily0.7https://python-graph-gallery.com/322-network-layout-possibilities/daily0.7https://python-graph-gallery.com/31-horizontal-boxplot-with-seaborn/daily0.7https://python-graph-gallery.com/36-add-jitter-over-boxplot-seaborn/daily0.7https://python-graph-gallery.com/35-control-order-of-boxplot/daily0.7https://python-graph-gallery.com/401-customised-dendrogram/daily0.7https://python-graph-gallery.com/39-hidden-data-under-boxplot/daily0.7https://python-graph-gallery.com/501-parallel-plot-seaborn/daily0.7https://python-graph-gallery.com/503-waffle-chart-introduction/daily0.7https://python-graph-gallery.com/502-violinplot-and-swarmplot/daily0.7https://python-graph-gallery.com/51-horizontal-violinplot/daily0.7https://python-graph-gallery.com/523-plotly-add-annotation/daily0.7https://python-graph-gallery.com/514-interactive-line-chart-plotly/daily0.7https://python-graph-gallery.com/531-customizing-linecharts-with-pandas/daily0.7https://python-graph-gallery.com/528-customizing-histogram-with-pandas/daily0.7https://python-graph-gallery.com/539-customizing-barplot-with-pandas/daily0.7https://python-graph-gallery.com/535-introduction-to-scatter-plot-with-pandas/daily0.7https://python-graph-gallery.com/542-custom-boxplots-matplotlib/daily0.7https://python-graph-gallery.com/541-waffle-chart-with-additionnal-grouping/daily0.7https://python-graph-gallery.com/554-custom-candle-stick-plotly/daily0.7https://python-graph-gallery.com/548-intro-candle-stick-matplotlib/daily0.7https://python-graph-gallery.com/43-use-categorical-variable-to-color-scatterplot-seaborn/daily0.7https://python-graph-gallery.com/558-waffle-bar-chart/daily0.7https://python-graph-gallery.com/552-table-combined-with-plot/daily0.7https://python-graph-gallery.com/555-candle-stick-with-moving-average-plotly/daily0.7https://python-graph-gallery.com/560-introduction-plottable/daily0.7https://python-graph-gallery.com/58-show-number-of-observation-on-violinplot/daily0.7https://python-graph-gallery.com/561-control-colors-in-plottable/daily0.7https://python-graph-gallery.com/73-control-bandwidth-of-seaborn-density-plot/daily0.7https://python-graph-gallery.com/563-graph-in-plottable/daily0.7https://python-graph-gallery.com/area-fill-between-two-lines-in-matplotlib/daily0.7https://python-graph-gallery.com/91-customize-seaborn-heatmap/daily0.7https://python-graph-gallery.com/85-density-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/92-control-color-in-seaborn-heatmaps/daily0.7https://python-graph-gallery.com/basic-histogram-in-matplotlib/daily0.7https://python-graph-gallery.com/80-contour-plot-with-seaborn/daily0.7https://python-graph-gallery.com/connected-scatterplot-for-evolution/daily0.7https://python-graph-gallery.com/seaborn-title-customization/daily0.7https://python-graph-gallery.com/web-histogram-with-annotations/daily0.7https://python-graph-gallery.com/web-horizontal-barplot-with-labels-the-economist/daily0.7https://python-graph-gallery.com/stacked-and-percent-stacked-barplot/daily0.7https://python-graph-gallery.com/web-lollipop-plot-with-python-the-office/daily0.7https://python-graph-gallery.com/web-slope-chart-matplotlib/daily0.7https://python-graph-gallery.com/web-population-pyramid/daily0.7https://python-graph-gallery.com/120-line-chart-with-matplotlib/daily0.7https://python-graph-gallery.com/pie-plot-matplotlib-basic/daily0.7https://python-graph-gallery.com/132-basic-connected-scatterplot/daily0.7https://python-graph-gallery.com/199-matplotlib-style-sheets/daily0.7https://python-graph-gallery.com/196-select-one-color-with-matplotlib/daily0.7https://python-graph-gallery.com/20-basic-histogram-seaborn/daily0.7https://python-graph-gallery.com/25-histogram-with-several-variables-seaborn/daily0.7https://python-graph-gallery.com/32-custom-boxplot-appearance-seaborn/daily0.7https://python-graph-gallery.com/242-area-chart-and-faceting/daily0.7https://python-graph-gallery.com/30-basic-boxplot-with-seaborn/daily0.7https://python-graph-gallery.com/52-custom-seaborn-violinplot/daily0.7https://python-graph-gallery.com/506-histogram-with-small-mutliples/daily0.7https://python-graph-gallery.com/505-introduction-to-swarm-plot-in-seaborn/daily0.7https://python-graph-gallery.com/511-interactive-scatterplot-with-plotly/daily0.7https://python-graph-gallery.com/509-introduction-to-swarm-plot-in-matplotlib/daily0.7https://python-graph-gallery.com/515-intro-pca-graph-python/daily0.7https://python-graph-gallery.com/516-line-chart-with-annotations/daily0.7https://python-graph-gallery.com/54-grouped-violinplot/daily0.7https://python-graph-gallery.com/534-highly-customized-layout/daily0.7https://python-graph-gallery.com/532-linecharts-mutliple-groups-with-pandas/daily0.7https://python-graph-gallery.com/549-candle-stick-with-moving-average/daily0.7https://python-graph-gallery.com/55-control-order-of-groups-in-violinplot-seaborn/daily0.7https://python-graph-gallery.com/537-scatter-plots-grouped-by-color-with-pandas/daily0.7https://python-graph-gallery.com/557-anova-visualization-with-matplotlib/daily0.7https://python-graph-gallery.com/556-visualize-linear-regression/daily0.7https://python-graph-gallery.com/basic-barplot-with-seaborn/daily0.7https://python-graph-gallery.com/basic-sankey-diagram-with-pysankey/daily0.7https://python-graph-gallery.com/86-avoid-overlapping-in-scatterplot-with-2d-density/daily0.7https://python-graph-gallery.com/density-chart-matplotlib/daily0.7https://python-graph-gallery.com/density-mirror/daily0.7https://python-graph-gallery.com/grouped-barplot/daily0.7https://python-graph-gallery.com/529-multi-group-histogram-pandas/daily0.7https://python-graph-gallery.com/manhattan-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/536-customizing-scatter-plots-with-pandas/daily0.7https://python-graph-gallery.com/web-lollipop-plot-with-python-mario-kart-64-world-records/daily0.7https://python-graph-gallery.com/371-surface-plot/daily0.7https://python-graph-gallery.com/261-custom-python-wordcloud/daily0.7https://python-graph-gallery.com/392-use-faceting-for-radar-chart/daily0.7https://python-graph-gallery.com/341-python-gapminder-animation/daily0.7https://python-graph-gallery.com/84-hexbin-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/web-bubble-plot-with-annotations-and-custom-features/daily0.7https://python-graph-gallery.com/520-interactive-barplot-with-plotly/daily0.7https://python-graph-gallery.com/194-split-the-graphic-window-with-subplot/daily0.7https://python-graph-gallery.com/50-basic-violinplot-and-input-formats/daily0.7https://python-graph-gallery.com/how-to-remove-axis-in-matplotlib/daily0.7https://python-graph-gallery.com/33-control-colors-of-boxplot-seaborn/daily0.7https://python-graph-gallery.com/197-available-color-palettes-with-matplotlib/daily0.7https://python-graph-gallery.com/508-connected-scatter-plot-seaborn/daily0.7https://python-graph-gallery.com/512-line-chart-seaborn/daily0.7https://python-graph-gallery.com/53-control-color-of-seaborn-violinplot/daily0.7https://python-graph-gallery.com/raincloud-plot-with-matplotlib-and-ptitprince/daily0.7https://python-graph-gallery.com/ridgeline-graph-seaborn/daily0.7https://python-graph-gallery.com/web-ordered-mirror-barplot/daily0.7https://python-graph-gallery.com/scatterplot-and-log-scale-in-matplotlib/daily0.7https://python-graph-gallery.com/web-stacked-area-charts-on-a-map/daily0.7https://python-graph-gallery.com/web-radar-chart-with-matplotlib/daily0.7https://python-graph-gallery.com/hexbin-map-from-geojson-python/daily0.7https://python-graph-gallery.com/web-text-repel-with-matplotlib/daily0.7https://python-graph-gallery.com/streamchart-basic-matplotlib/daily0.7https://python-graph-gallery.com/web-ggbetweenstats-with-matplotlib/daily0.7https://python-graph-gallery.com/web-stacked-line-chart-with-labels/daily0.7https://python-graph-gallery.com/web-polar-chart/daily0.7https://python-graph-gallery.com/heatmap-for-timeseries-matplotlib/daily0.7https://python-graph-gallery.com/basic-time-series-with-matplotlib/daily0.7https://python-graph-gallery.com/web-scatterplot-with-images-in-circles/daily0.7https://python-graph-gallery.com/300-draw-a-connection-line/daily0.7https://python-graph-gallery.com/web-circular-barplot-with-matplotlib/daily0.7https://python-graph-gallery.com/82-marginal-plot-with-seaborn/daily0.7https://python-graph-gallery.com/line-chart-dual-y-axis-with-matplotlib/daily0.7https://python-graph-gallery.com/web-lineplots-and-area-chart-the-economist/daily0.7https://python-graph-gallery.com/map-read-geojson-with-python-geopandas/daily0.7https://python-graph-gallery.com/web-map-europe-with-color-by-country/daily0.7https://python-graph-gallery.com/how-to-use-rectangles-in-matplotlib-legends/daily0.7https://python-graph-gallery.com/564-publication-ready-table-with-plottable/daily0.7https://python-graph-gallery.com/web-line-chart-with-labels-at-line-end/daily0.7https://python-graph-gallery.com/web-lemurs-parallel-chart/daily0.7https://python-graph-gallery.com/406-chord-diagram-mne/daily0.7https://python-graph-gallery.com/500-network-chart-with-edge-bundling/daily0.7https://python-graph-gallery.com/532-customizing-circular-barplot-in-matplotlib/daily0.7https://python-graph-gallery.com/circular-barplot-basic/daily0.7https://python-graph-gallery.com/circular-barplot-with-groups/daily0.7https://python-graph-gallery.com/density-chart-multiple-groups-seaborn/daily0.7https://python-graph-gallery.com/web-time-series-and-facetting-with-matplotlib/daily0.7https://python-graph-gallery.com/bubble-plot-with-seaborn/daily0.7https://python-graph-gallery.com/134-how-to-avoid-overplotting-with-python/daily0.7https://python-graph-gallery.com/web-heatmap-and-radial-barchart-plastics/daily0.7https://python-graph-gallery.com/111-custom-correlogram/daily0.7https://python-graph-gallery.com/web-highlighted-lineplot-with-faceting/daily0.7https://python-graph-gallery.com/web-scatterplot-astronaut/daily0.7https://python-graph-gallery.com/web-streamchart-with-matplotlib/daily0.7https://python-graph-gallery.com/web-scatterplot-text-annotation-and-regression-matplotlib/daily0.7https://python-graph-gallery.com/web-line-chart-small-multiple/daily0.7https://python-graph-gallery.com/web-multiple-lines-and-panels/daily0.7https://python-graph-gallery.com/292-choropleth-map-with-folium/daily0.7https://python-graph-gallery.com/524-area-chart-over-flexible-baseline/daily0.7https://python-graph-gallery.com/342-animation-on-3d-plot/daily0.7https://python-graph-gallery.com/custom-legend-with-matplotlib/daily0.7https://python-graph-gallery.com/404-dendrogram-with-heat-map/daily0.7https://python-graph-gallery.com/web-circular-lollipop-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/281-basic-map-with-basemap/daily0.7https://python-graph-gallery.com/315-a-world-map-of-surf-tweets/daily0.7https://python-graph-gallery.com/231-chord-diagram-with-bokeh/daily0.7https://python-graph-gallery.com/choropleth-map-geopandas-python/daily0.7https://python-graph-gallery.com/choropleth-map-plotly-python/daily0.7https://python-graph-gallery.com/circular-packing-1-level-hierarchy/daily0.7https://python-graph-gallery.com/circular-packing-several-levels-of-hierarchy/daily0.7https://python-graph-gallery.com/web-barplot-with-annotations-and-arrows/daily0.7https://python-graph-gallery.com/565-arc-diagram-with-arcplot/daily0.7 \ No newline at end of file +https://python-graph-gallery.com/2d-density-plot/daily0.7https://python-graph-gallery.com/3d/daily0.7https://python-graph-gallery.com/about/daily0.7https://python-graph-gallery.com/all-charts/daily0.7https://python-graph-gallery.com/animation/daily0.7https://python-graph-gallery.com/arc-diagram/daily0.7https://python-graph-gallery.com/area-plot/daily0.7https://python-graph-gallery.com/barplot/daily0.7https://python-graph-gallery.com/beeswarm/daily0.7https://python-graph-gallery.com/best-python-chart-examples/daily0.7https://python-graph-gallery.com/boxplot/daily0.7https://python-graph-gallery.com/bubble-map/daily0.7https://python-graph-gallery.com/bubble-plot/daily0.7https://python-graph-gallery.com/candlestick/daily0.7https://python-graph-gallery.com/cartogram/daily0.7https://python-graph-gallery.com/cheat-sheets/daily0.7https://python-graph-gallery.com/chord-diagram/daily0.7https://python-graph-gallery.com/choropleth-map/daily0.7https://python-graph-gallery.com/circular-barplot/daily0.7https://python-graph-gallery.com/circular-packing/daily0.7https://python-graph-gallery.com/connected-scatter-plot/daily0.7https://python-graph-gallery.com/connection-map/daily0.7https://python-graph-gallery.com/correlogram/daily0.7https://python-graph-gallery.com/dendrogram/daily0.7https://python-graph-gallery.com/density-plot/daily0.7https://python-graph-gallery.com/donut-plot/daily0.7https://python-graph-gallery.com/heatmap/daily0.7https://python-graph-gallery.com/hexbin-map/daily0.7https://python-graph-gallery.com/hierarchical-edge-bundling/daily0.7https://python-graph-gallery.com/histogram/daily0.7https://python-graph-gallery.com/daily0.7https://python-graph-gallery.com/line-chart/daily0.7https://python-graph-gallery.com/lollipop-plot/daily0.7https://python-graph-gallery.com/map/daily0.7https://python-graph-gallery.com/matplotlib/daily0.7https://python-graph-gallery.com/network-chart/daily0.7https://python-graph-gallery.com/pandas/daily0.7https://python-graph-gallery.com/parallel-plot/daily0.7https://python-graph-gallery.com/pie-plot/daily0.7https://python-graph-gallery.com/plotly/daily0.7https://python-graph-gallery.com/privacy/daily0.7https://python-graph-gallery.com/python-colors/daily0.7https://python-graph-gallery.com/radar-chart/daily0.7https://python-graph-gallery.com/ridgeline/daily0.7https://python-graph-gallery.com/sankey-diagram/daily0.7https://python-graph-gallery.com/scatter-plot/daily0.7https://python-graph-gallery.com/seaborn/daily0.7https://python-graph-gallery.com/stacked-area-plot/daily0.7https://python-graph-gallery.com/statistics/daily0.7https://python-graph-gallery.com/streamchart/daily0.7https://python-graph-gallery.com/table/daily0.7https://python-graph-gallery.com/timeseries/daily0.7https://python-graph-gallery.com/treemap/daily0.7https://python-graph-gallery.com/venn-diagram/daily0.7https://python-graph-gallery.com/violin-plot/daily0.7https://python-graph-gallery.com/waffle-chart/daily0.7https://python-graph-gallery.com/wordcloud/daily0.7https://python-graph-gallery.com/100-calling-a-color-with-seaborn/daily0.7https://python-graph-gallery.com/10-barplot-with-number-of-observation/daily0.7https://python-graph-gallery.com/1-basic-barplot/daily0.7https://python-graph-gallery.com/106-seaborn-style-on-matplotlib-plot/daily0.7https://python-graph-gallery.com/11-grouped-barplot/daily0.7https://python-graph-gallery.com/12-stacked-barplot-with-matplotlib/daily0.7https://python-graph-gallery.com/122-multiple-lines-chart/daily0.7https://python-graph-gallery.com/13-percent-stacked-barplot/daily0.7https://python-graph-gallery.com/123-highlight-a-line-in-line-plot/daily0.7https://python-graph-gallery.com/104-seaborn-themes/daily0.7https://python-graph-gallery.com/160-basic-donut-plot/daily0.7https://python-graph-gallery.com/130-basic-matplotlib-scatterplot/daily0.7https://python-graph-gallery.com/162-change-background-of-donut-plot/daily0.7https://python-graph-gallery.com/124-spaghetti-plot/daily0.7https://python-graph-gallery.com/140-basic-pieplot-with-panda/daily0.7https://python-graph-gallery.com/171-basic-venn-diagram-with-3-groups/daily0.7https://python-graph-gallery.com/170-basic-venn-diagram-with-2-groups/daily0.7https://python-graph-gallery.com/174-change-background-colour-of-venn-diagram/daily0.7https://python-graph-gallery.com/182-vertical-lollipop-plot/daily0.7https://python-graph-gallery.com/183-highlight-a-group-in-lollipop/daily0.7https://python-graph-gallery.com/184-lollipop-plot-with-2-groups/daily0.7https://python-graph-gallery.com/185-lollipop-plot-with-conditional-color/daily0.7https://python-graph-gallery.com/180-basic-lollipop-plot/daily0.7https://python-graph-gallery.com/172-custom-venn-diagram/daily0.7https://python-graph-gallery.com/191-custom-axis-on-matplotlib-chart/daily0.7https://python-graph-gallery.com/173-elaborated-venn-diagram/daily0.7https://python-graph-gallery.com/163-donut-plot-with-subgroups/daily0.7https://python-graph-gallery.com/202-treemap-with-colors-mapped-on-values/daily0.7https://python-graph-gallery.com/200-basic-treemap-with-python/daily0.7https://python-graph-gallery.com/201-control-the-color-of-treemap/daily0.7https://python-graph-gallery.com/2-horizontal-barplot/daily0.7https://python-graph-gallery.com/220-sankey-diagram-with-matplotlib/daily0.7https://python-graph-gallery.com/240-basic-area-chart/daily0.7https://python-graph-gallery.com/192-about-matplotlib-margins/daily0.7https://python-graph-gallery.com/243-area-chart-with-white-grid/daily0.7https://python-graph-gallery.com/251-stacked-area-chart-with-seaborn-style/daily0.7https://python-graph-gallery.com/250-basic-stacked-area-chart/daily0.7https://python-graph-gallery.com/241-improve-area-chart/daily0.7https://python-graph-gallery.com/253-control-the-color-in-stacked-area-chart/daily0.7https://python-graph-gallery.com/255-percentage-stacked-area-chart/daily0.7https://python-graph-gallery.com/252-baseline-options-for-stacked-area-chart/daily0.7https://python-graph-gallery.com/254-pandas-stacked-area-chart/daily0.7https://python-graph-gallery.com/260-basic-wordcloud/daily0.7https://python-graph-gallery.com/24-histogram-with-a-boxplot-on-top-seaborn/daily0.7https://python-graph-gallery.com/270-basic-bubble-plot/daily0.7https://python-graph-gallery.com/286-boundaries-provided-in-basemap/daily0.7https://python-graph-gallery.com/262-worcloud-with-specific-shape/daily0.7https://python-graph-gallery.com/23-90degree-rotated-histogram/daily0.7https://python-graph-gallery.com/3-control-color-of-barplots/daily0.7https://python-graph-gallery.com/272-map-a-color-to-bubble-plot/daily0.7https://python-graph-gallery.com/310-basic-map-with-markers/daily0.7https://python-graph-gallery.com/313-bubble-map-with-folium/daily0.7https://python-graph-gallery.com/320-basic-network-from-pandas-data-frame/daily0.7https://python-graph-gallery.com/325-map-colour-to-the-edges-of-a-network/daily0.7https://python-graph-gallery.com/323-directed-or-undirected-network/daily0.7https://python-graph-gallery.com/324-map-a-color-to-network-nodes/daily0.7https://python-graph-gallery.com/326-background-colour-of-network-chart/daily0.7https://python-graph-gallery.com/340-scatterplot-animation/daily0.7https://python-graph-gallery.com/321-custom-networkx-graph-appearance/daily0.7https://python-graph-gallery.com/327-network-from-correlation-matrix/daily0.7https://python-graph-gallery.com/34-grouped-boxplot/daily0.7https://python-graph-gallery.com/370-3d-scatterplot/daily0.7https://python-graph-gallery.com/372-3d-pca-result/daily0.7https://python-graph-gallery.com/390-basic-radar-chart/daily0.7https://python-graph-gallery.com/38-show-number-of-observation-on-boxplot/daily0.7https://python-graph-gallery.com/391-radar-chart-with-several-individuals/daily0.7https://python-graph-gallery.com/400-basic-dendrogram/daily0.7https://python-graph-gallery.com/4-add-title-and-axis-label/daily0.7https://python-graph-gallery.com/40-basic-scatterplot-seaborn/daily0.7https://python-graph-gallery.com/402-color-dendrogram-labels/daily0.7https://python-graph-gallery.com/42-custom-linear-regression-fit-seaborn/daily0.7https://python-graph-gallery.com/44-control-axis-limits-of-plot-seaborn/daily0.7https://python-graph-gallery.com/5-control-width-and-space-in-barplots/daily0.7https://python-graph-gallery.com/41-control-marker-features/daily0.7https://python-graph-gallery.com/405-dendrogram-with-heatmap-and-coloured-leaves/daily0.7https://python-graph-gallery.com/46-add-text-annotation-on-scatterplot/daily0.7https://python-graph-gallery.com/504-histogram-with-colored-tails/daily0.7https://python-graph-gallery.com/45-control-color-of-each-marker-seaborn/daily0.7https://python-graph-gallery.com/513-add-logo-matplotlib/daily0.7https://python-graph-gallery.com/520-the-two-plotly-apis/daily0.7https://python-graph-gallery.com/522-plotly-customize-title/daily0.7https://python-graph-gallery.com/527-introduction-to-histogram-with-pandas/daily0.7https://python-graph-gallery.com/525-line-chart-log-transform/daily0.7https://python-graph-gallery.com/530-introduction-to-linechart-with-pandas/daily0.7https://python-graph-gallery.com/538-introduction-to-barplot-with-pandas/daily0.7https://python-graph-gallery.com/533-introduction-boxplots-matplotlib/daily0.7https://python-graph-gallery.com/547-stacked-barplots-with-pandas/daily0.7https://python-graph-gallery.com/540-barplots-grouped-by-color-with-pandas/daily0.7https://python-graph-gallery.com/550-intro-table-with-pandas/daily0.7https://python-graph-gallery.com/553-intro-candle-stick-plotly/daily0.7https://python-graph-gallery.com/551-student-t-test-visualization/daily0.7https://python-graph-gallery.com/562-add-images-in-plottable/daily0.7https://python-graph-gallery.com/543-grouped-boxplots-matplotlib/daily0.7https://python-graph-gallery.com/6-change-bars-texture/daily0.7https://python-graph-gallery.com/7-custom-barplot-layout/daily0.7https://python-graph-gallery.com/72-horizontal-density-plot/daily0.7https://python-graph-gallery.com/71-density-plot-with-shade-seaborn/daily0.7https://python-graph-gallery.com/70-basic-density-plot-with-seaborn/daily0.7https://python-graph-gallery.com/90-heatmaps-with-various-input-format/daily0.7https://python-graph-gallery.com/83-basic-2d-histograms-with-matplotlib/daily0.7https://python-graph-gallery.com/74-density-plot-of-several-variables/daily0.7https://python-graph-gallery.com/chord-diagram-python-chord/daily0.7https://python-graph-gallery.com/8-add-confidence-interval-on-barplot/daily0.7https://python-graph-gallery.com/custom-fonts-in-matplotlib/daily0.7https://python-graph-gallery.com/basic-template/daily0.7https://python-graph-gallery.com/error-bars-on-barplot/daily0.7https://python-graph-gallery.com/parallel-coordinate-plot-plotly/daily0.7https://python-graph-gallery.com/sankey-diagram-with-python-and-plotly/daily0.7https://python-graph-gallery.com/ridgeline-graph-plotly/daily0.7https://python-graph-gallery.com/288-map-background-with-folium/daily0.7https://python-graph-gallery.com/scatterplot-with-regression-fit-in-matplotlib/daily0.7https://python-graph-gallery.com/121-line-chart-customization/daily0.7https://python-graph-gallery.com/web-tornado-chart/daily0.7https://python-graph-gallery.com/125-small-multiples-for-line-chart/daily0.7https://python-graph-gallery.com/110-basic-correlation-matrix-with-seaborn/daily0.7https://python-graph-gallery.com/150-parallel-plot-with-pandas/daily0.7https://python-graph-gallery.com/131-custom-a-matplotlib-scatterplot/daily0.7https://python-graph-gallery.com/181-custom-lollipop-plot/daily0.7https://python-graph-gallery.com/161-custom-matplotlib-donut-plot/daily0.7https://python-graph-gallery.com/101-make-a-color-palette-with-seaborn/daily0.7https://python-graph-gallery.com/193-annotate-matplotlib-chart/daily0.7https://python-graph-gallery.com/190-custom-matplotlib-title/daily0.7https://python-graph-gallery.com/94-use-normalization-on-seaborn-heatmap/daily0.7https://python-graph-gallery.com/271-custom-your-bubble-plot/daily0.7https://python-graph-gallery.com/21-control-rug-and-density-on-seaborn-histogram/daily0.7https://python-graph-gallery.com/312-add-markers-on-folium-map/daily0.7https://python-graph-gallery.com/322-network-layout-possibilities/daily0.7https://python-graph-gallery.com/31-horizontal-boxplot-with-seaborn/daily0.7https://python-graph-gallery.com/36-add-jitter-over-boxplot-seaborn/daily0.7https://python-graph-gallery.com/35-control-order-of-boxplot/daily0.7https://python-graph-gallery.com/401-customised-dendrogram/daily0.7https://python-graph-gallery.com/39-hidden-data-under-boxplot/daily0.7https://python-graph-gallery.com/501-parallel-plot-seaborn/daily0.7https://python-graph-gallery.com/503-waffle-chart-introduction/daily0.7https://python-graph-gallery.com/502-violinplot-and-swarmplot/daily0.7https://python-graph-gallery.com/51-horizontal-violinplot/daily0.7https://python-graph-gallery.com/523-plotly-add-annotation/daily0.7https://python-graph-gallery.com/514-interactive-line-chart-plotly/daily0.7https://python-graph-gallery.com/531-customizing-linecharts-with-pandas/daily0.7https://python-graph-gallery.com/528-customizing-histogram-with-pandas/daily0.7https://python-graph-gallery.com/539-customizing-barplot-with-pandas/daily0.7https://python-graph-gallery.com/535-introduction-to-scatter-plot-with-pandas/daily0.7https://python-graph-gallery.com/542-custom-boxplots-matplotlib/daily0.7https://python-graph-gallery.com/541-waffle-chart-with-additionnal-grouping/daily0.7https://python-graph-gallery.com/554-custom-candle-stick-plotly/daily0.7https://python-graph-gallery.com/548-intro-candle-stick-matplotlib/daily0.7https://python-graph-gallery.com/43-use-categorical-variable-to-color-scatterplot-seaborn/daily0.7https://python-graph-gallery.com/558-waffle-bar-chart/daily0.7https://python-graph-gallery.com/552-table-combined-with-plot/daily0.7https://python-graph-gallery.com/555-candle-stick-with-moving-average-plotly/daily0.7https://python-graph-gallery.com/560-introduction-plottable/daily0.7https://python-graph-gallery.com/58-show-number-of-observation-on-violinplot/daily0.7https://python-graph-gallery.com/561-control-colors-in-plottable/daily0.7https://python-graph-gallery.com/73-control-bandwidth-of-seaborn-density-plot/daily0.7https://python-graph-gallery.com/563-graph-in-plottable/daily0.7https://python-graph-gallery.com/area-fill-between-two-lines-in-matplotlib/daily0.7https://python-graph-gallery.com/91-customize-seaborn-heatmap/daily0.7https://python-graph-gallery.com/85-density-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/92-control-color-in-seaborn-heatmaps/daily0.7https://python-graph-gallery.com/basic-histogram-in-matplotlib/daily0.7https://python-graph-gallery.com/80-contour-plot-with-seaborn/daily0.7https://python-graph-gallery.com/connected-scatterplot-for-evolution/daily0.7https://python-graph-gallery.com/seaborn-title-customization/daily0.7https://python-graph-gallery.com/web-histogram-with-annotations/daily0.7https://python-graph-gallery.com/web-horizontal-barplot-with-labels-the-economist/daily0.7https://python-graph-gallery.com/stacked-and-percent-stacked-barplot/daily0.7https://python-graph-gallery.com/web-lollipop-plot-with-python-the-office/daily0.7https://python-graph-gallery.com/web-slope-chart-matplotlib/daily0.7https://python-graph-gallery.com/web-population-pyramid/daily0.7https://python-graph-gallery.com/120-line-chart-with-matplotlib/daily0.7https://python-graph-gallery.com/pie-plot-matplotlib-basic/daily0.7https://python-graph-gallery.com/132-basic-connected-scatterplot/daily0.7https://python-graph-gallery.com/199-matplotlib-style-sheets/daily0.7https://python-graph-gallery.com/196-select-one-color-with-matplotlib/daily0.7https://python-graph-gallery.com/20-basic-histogram-seaborn/daily0.7https://python-graph-gallery.com/25-histogram-with-several-variables-seaborn/daily0.7https://python-graph-gallery.com/32-custom-boxplot-appearance-seaborn/daily0.7https://python-graph-gallery.com/242-area-chart-and-faceting/daily0.7https://python-graph-gallery.com/30-basic-boxplot-with-seaborn/daily0.7https://python-graph-gallery.com/52-custom-seaborn-violinplot/daily0.7https://python-graph-gallery.com/506-histogram-with-small-mutliples/daily0.7https://python-graph-gallery.com/505-introduction-to-swarm-plot-in-seaborn/daily0.7https://python-graph-gallery.com/511-interactive-scatterplot-with-plotly/daily0.7https://python-graph-gallery.com/509-introduction-to-swarm-plot-in-matplotlib/daily0.7https://python-graph-gallery.com/515-intro-pca-graph-python/daily0.7https://python-graph-gallery.com/516-line-chart-with-annotations/daily0.7https://python-graph-gallery.com/54-grouped-violinplot/daily0.7https://python-graph-gallery.com/534-highly-customized-layout/daily0.7https://python-graph-gallery.com/532-linecharts-mutliple-groups-with-pandas/daily0.7https://python-graph-gallery.com/549-candle-stick-with-moving-average/daily0.7https://python-graph-gallery.com/55-control-order-of-groups-in-violinplot-seaborn/daily0.7https://python-graph-gallery.com/537-scatter-plots-grouped-by-color-with-pandas/daily0.7https://python-graph-gallery.com/557-anova-visualization-with-matplotlib/daily0.7https://python-graph-gallery.com/556-visualize-linear-regression/daily0.7https://python-graph-gallery.com/basic-barplot-with-seaborn/daily0.7https://python-graph-gallery.com/basic-sankey-diagram-with-pysankey/daily0.7https://python-graph-gallery.com/86-avoid-overlapping-in-scatterplot-with-2d-density/daily0.7https://python-graph-gallery.com/density-chart-matplotlib/daily0.7https://python-graph-gallery.com/density-mirror/daily0.7https://python-graph-gallery.com/grouped-barplot/daily0.7https://python-graph-gallery.com/529-multi-group-histogram-pandas/daily0.7https://python-graph-gallery.com/manhattan-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/536-customizing-scatter-plots-with-pandas/daily0.7https://python-graph-gallery.com/web-lollipop-plot-with-python-mario-kart-64-world-records/daily0.7https://python-graph-gallery.com/371-surface-plot/daily0.7https://python-graph-gallery.com/261-custom-python-wordcloud/daily0.7https://python-graph-gallery.com/392-use-faceting-for-radar-chart/daily0.7https://python-graph-gallery.com/341-python-gapminder-animation/daily0.7https://python-graph-gallery.com/84-hexbin-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/web-bubble-plot-with-annotations-and-custom-features/daily0.7https://python-graph-gallery.com/520-interactive-barplot-with-plotly/daily0.7https://python-graph-gallery.com/194-split-the-graphic-window-with-subplot/daily0.7https://python-graph-gallery.com/50-basic-violinplot-and-input-formats/daily0.7https://python-graph-gallery.com/how-to-remove-axis-in-matplotlib/daily0.7https://python-graph-gallery.com/33-control-colors-of-boxplot-seaborn/daily0.7https://python-graph-gallery.com/197-available-color-palettes-with-matplotlib/daily0.7https://python-graph-gallery.com/508-connected-scatter-plot-seaborn/daily0.7https://python-graph-gallery.com/512-line-chart-seaborn/daily0.7https://python-graph-gallery.com/53-control-color-of-seaborn-violinplot/daily0.7https://python-graph-gallery.com/raincloud-plot-with-matplotlib-and-ptitprince/daily0.7https://python-graph-gallery.com/ridgeline-graph-seaborn/daily0.7https://python-graph-gallery.com/web-ordered-mirror-barplot/daily0.7https://python-graph-gallery.com/scatterplot-and-log-scale-in-matplotlib/daily0.7https://python-graph-gallery.com/web-stacked-area-charts-on-a-map/daily0.7https://python-graph-gallery.com/web-radar-chart-with-matplotlib/daily0.7https://python-graph-gallery.com/hexbin-map-from-geojson-python/daily0.7https://python-graph-gallery.com/web-text-repel-with-matplotlib/daily0.7https://python-graph-gallery.com/streamchart-basic-matplotlib/daily0.7https://python-graph-gallery.com/web-ggbetweenstats-with-matplotlib/daily0.7https://python-graph-gallery.com/web-stacked-line-chart-with-labels/daily0.7https://python-graph-gallery.com/web-polar-chart/daily0.7https://python-graph-gallery.com/heatmap-for-timeseries-matplotlib/daily0.7https://python-graph-gallery.com/basic-time-series-with-matplotlib/daily0.7https://python-graph-gallery.com/web-scatterplot-with-images-in-circles/daily0.7https://python-graph-gallery.com/300-draw-a-connection-line/daily0.7https://python-graph-gallery.com/web-circular-barplot-with-matplotlib/daily0.7https://python-graph-gallery.com/82-marginal-plot-with-seaborn/daily0.7https://python-graph-gallery.com/line-chart-dual-y-axis-with-matplotlib/daily0.7https://python-graph-gallery.com/web-lineplots-and-area-chart-the-economist/daily0.7https://python-graph-gallery.com/map-read-geojson-with-python-geopandas/daily0.7https://python-graph-gallery.com/web-map-europe-with-color-by-country/daily0.7https://python-graph-gallery.com/how-to-use-rectangles-in-matplotlib-legends/daily0.7https://python-graph-gallery.com/564-publication-ready-table-with-plottable/daily0.7https://python-graph-gallery.com/web-line-chart-with-labels-at-line-end/daily0.7https://python-graph-gallery.com/web-lemurs-parallel-chart/daily0.7https://python-graph-gallery.com/406-chord-diagram-mne/daily0.7https://python-graph-gallery.com/500-network-chart-with-edge-bundling/daily0.7https://python-graph-gallery.com/532-customizing-circular-barplot-in-matplotlib/daily0.7https://python-graph-gallery.com/circular-barplot-basic/daily0.7https://python-graph-gallery.com/circular-barplot-with-groups/daily0.7https://python-graph-gallery.com/density-chart-multiple-groups-seaborn/daily0.7https://python-graph-gallery.com/web-time-series-and-facetting-with-matplotlib/daily0.7https://python-graph-gallery.com/bubble-plot-with-seaborn/daily0.7https://python-graph-gallery.com/134-how-to-avoid-overplotting-with-python/daily0.7https://python-graph-gallery.com/web-heatmap-and-radial-barchart-plastics/daily0.7https://python-graph-gallery.com/111-custom-correlogram/daily0.7https://python-graph-gallery.com/web-highlighted-lineplot-with-faceting/daily0.7https://python-graph-gallery.com/web-scatterplot-astronaut/daily0.7https://python-graph-gallery.com/web-streamchart-with-matplotlib/daily0.7https://python-graph-gallery.com/web-scatterplot-text-annotation-and-regression-matplotlib/daily0.7https://python-graph-gallery.com/web-line-chart-small-multiple/daily0.7https://python-graph-gallery.com/web-multiple-lines-and-panels/daily0.7https://python-graph-gallery.com/292-choropleth-map-with-folium/daily0.7https://python-graph-gallery.com/524-area-chart-over-flexible-baseline/daily0.7https://python-graph-gallery.com/342-animation-on-3d-plot/daily0.7https://python-graph-gallery.com/custom-legend-with-matplotlib/daily0.7https://python-graph-gallery.com/404-dendrogram-with-heat-map/daily0.7https://python-graph-gallery.com/web-circular-lollipop-plot-with-matplotlib/daily0.7https://python-graph-gallery.com/281-basic-map-with-basemap/daily0.7https://python-graph-gallery.com/315-a-world-map-of-surf-tweets/daily0.7https://python-graph-gallery.com/231-chord-diagram-with-bokeh/daily0.7https://python-graph-gallery.com/choropleth-map-geopandas-python/daily0.7https://python-graph-gallery.com/choropleth-map-plotly-python/daily0.7https://python-graph-gallery.com/circular-packing-1-level-hierarchy/daily0.7https://python-graph-gallery.com/circular-packing-several-levels-of-hierarchy/daily0.7https://python-graph-gallery.com/web-barplot-with-annotations-and-arrows/daily0.7https://python-graph-gallery.com/565-arc-diagram-with-arcplot/daily0.7https://python-graph-gallery.com/how-to-custom-annotations-matplotlib/daily0.7 \ No newline at end of file diff --git a/stacked-and-percent-stacked-barplot/index.html b/stacked-and-percent-stacked-barplot/index.html index 1d99bbed56..e6c4621994 100644 --- a/stacked-and-percent-stacked-barplot/index.html +++ b/stacked-and-percent-stacked-barplot/index.html @@ -81,6 +81,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/stacked-area-plot/index.html b/stacked-area-plot/index.html index 16dcf1ca60..62a1782b0a 100644 --- a/stacked-area-plot/index.html +++ b/stacked-area-plot/index.html @@ -29,6 +29,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/static/8fa8b7f0872701550eba389c0feb4635/21b1a/how-to-custom-annotations-matplotlib.webp b/static/8fa8b7f0872701550eba389c0feb4635/21b1a/how-to-custom-annotations-matplotlib.webp new file mode 100644 index 0000000000000000000000000000000000000000..2aeb382e07a22cdb1112260999679b03a7ae3fc1 GIT binary patch literal 8454 zcmV+hA^F}?Nk&HgAOHYYMM6+kP&gp+AOHYx-T<8eD&PU&0Y1@YtWYQ=q@t$Nsfhp@ z31x2le3?||{(1cOczl2A4`4krFCDNVtzrLC9!&enGyMPYevO}3L zbMmIL7Ds(|aE2t7{+6(w=^{VYDa=472)3ewM9;aJByaNUP7*kbJ^K{za6F*dV7H5| zH%oK&y#hqr+(Kpt?VLghpqAV>_M#x1y+zT|B$b-T_k>#E{#& zF{F&_IM#lJfKwqJErZTxqivDDCg@Chw!s&h*(=3>*{x$E`4u2>Q#5`e*7NAFy0(&B zOC_xxq!0B%b*S5s@R$-%*J=jcC7Hrm-~-eINKeN`W|lL{hRI9V2s)(TdOce9T_;a( z9EY>(J!8~qSh>ySB_F`IAm}-BpP4ZHr-d;mO`E9M=Lij&n9r#jX}EooN$FH|0KO|> zrB&vFVcQDec(V4~fiTLWskZldwE)D}2cAVWBgoCD1~s&a8VLFgt)r7gUqO+e_nS}* zYiSZR5%c^XF{l=4d>rwsKJA%**2aV0Z9eQu^Mi5{ z8eQIPDs!g&?#~p#=PbpJms(v^%aCYIrQU5oF|DLbNWB=5&x0~Sd=aR8NDS}{YiSa6Uhg(EA{CWJ00bpFEz$VRyBKir>nr)aL1iCB!p`Y&#=Ug%TsH^l z{tFYzaWM5b6qJ7oS|X?P6G<`2stK!b3=nDgz20pvH4b!#a~VT%GLw=6)*e>|FE#Ci zq5XMNXbqbhEQAbGdw~K{Dj90?(7)C_GPN%{fai=Kv1_zfJN7k4VA<5d-q+hHI|uI9 zkV~)Fyk>G!vTt{{0%P{1Xd=;rmD0G--Dj$vj1y$5#bt==wPFl6JHf#}^BCozqM_I2 zB8vs-fe{BgB0Z{=I3i`15P=9;>B~Ef^|^a%{m~JXgp4_c3hb z+%#6M3}AUHh4^ndSDV2?WAd!Xy|DADL=QSDOoiwV4?e22ev+VmJ=LI`Y`FN!4u=<; z>`^W$FhCZ@80IZk+6^2V`;olID8Fezdw?b?L#VYq%D9%3&pFJPTP=X8Qc~*vS4lhy zK^8Ok%>y_CHZ21RkTlNG}{~>(V)rbsd`4eZG(8 zo)RFkk57bo0<79$W=vOm4yLr-fA37c5pV>gM~H!toJXie+m=7^;J;3f2{aET$Q~i{ z$Eud2+)LU!)DNY>rQWThOt?(x0BaHX<|7p3+!d*!|G_%Ot&L-GWPeR;`l%JBt?k)>8&_~8zSb%^W9C@Ljc@>)7q`6O? zpK#u4U*!KW1IOqQ$H4Hy+*jmUAsODv2!>hi|>`g4fc9KPuSF zu!mSUp5&2xytDD0aS+~4lj~za?sXw1)V5aHrxh?hSJAO_1z{#tyB zAjr*)NY@Ga>tUsiF7s*ujcq|DHAJ_R=$LwO^VwWui?`1kxR{wm^bzzMTS$?hkC4HH z2#o}NFRBNdPz-Bn5;PAStsdT;p!b_l3~Ol;G!gV0TS$?hkD%JxM2!S}2G&3T{{GkB z02{rFE-f0(w}aD(e{c$}MFS8*&UY%S7prSwLRLrMGYk*BFh1Gd+jn4~`d5unPbECa z6nIb1F~4oycV`6uN?HA6#089+@eKOwy8aIhAAG5-#_bbC3w~z;j9^&W*6~4knb%XL zxip@M?M=^h#TClGy+01DZW9_1yxE|B4$;Y%YwPcahSr_npmBDn#4gX4Og1)#U4w3O z@yYqAZF3rrRRwJ$0jyM!1~}mAlgB4A?k7BqVf^;l6z;G3Uf{!NWxGKF)7rr;=Sieo z5mQzDllMYeK6-4fBCn{LhC&QCdBj?xKxa2do8*pFjrmAl#V#mW;VNhS;0yQ_URr7i zmBgz3`9p=`-q+ers_#&4v&2<`deKG5- zdMGd@3=@>Z6PqrETr#=QX^Os#%oUK4x8+@voIJ~M%%&+SZ2d~NJ>a+OibthE^?!$?hi zE7)lDLZQb+!394ximC#cm;0&49Zvtf>axScHflh) zBmLQWI$=Ch`4nLgKWgDtXcZ3vbP2=~3X?26v-z0fJ#kbbdiu?57>=PaD?bh>U0{_`l`$(Y z`A}~qVUl#09E~^Z4I6R&K=-Fk#1yJ^@9I4!yP9!rG6im#@V{{l&bhPapT+^96gkK= z25G_dDJvcnJ`Lh8od-*0_`4|O6#U@a3(5NjKeXzemqpGMAy<<_I5{ zbQ+bS-o{t^JMHsfsK(#wr0BLVY*mK}=={|2iGyg03aY!7b0!cXdhu4vGdCk{-C=Pb?;y`x5?HKw4pQ4Xd;~TSwX(~P}3bD7_DdT6&9yiO~ z5rDzPI-0ekSu};6PaTcq-av^e7ls+>Yx$9x_{O_f4gIkYJE*A24}s> zeJYofqp4kPr4D-&PX8d2%pMfo(W8#AUpy)Xk(?}I&plYR*xNyIqdgzzOhq$qs_2)w zdb1wqh%}ZJw^~lHV{s8pWq~zH)FIh$DBW~qyT|>w*(rYF@3A((lBvC^C8P6s<5oX3 zfp?!(Q~pmKRa5T9`exy<)zz^@3tq*_g-pjcKFQJ|+gB`mP=zX)Be^p5`~wH(kd~fR zGYu|kXLqTQ465{E-jkR6MG!02yrB1{dLe2INigHC5|{T#oVs@5UFatd;v11Cw1FxU-(s&iY?}6T-RW@GQE3mwd#iEVvRC z#kor0ao}uM%jaI)hQq|KTSqtAsA zHFN=-bj3dcXF#fQ(B`P@4l76Y-tB5!i92RX9bbFQeq!-C9^#<6#-oi-5W+`4cMo#n&GAV8_n z**Z?KGElQ-Hz^if-@3hGkJ6zN#7jKiYd`G?Qunhdy?1yiV$#(8sk-YXA8Nv9N?fA3 znfnGvSQ>y=ntC3FqARHks6I2cg0-*ezc9fUPhx@wZmMym&Hot`LkRr1s$<4tNvX+W zPn`VLSQu&)2UUSnyFYez3X+WN0wflX(bT zxKbShKhN|HZRqh_Y*lJ{+n?wgt)HIxmMvq6>RK=cnEfYEEyVJ)NQ7X*q{)UT{)Pd_ zDf-yC@m1NO1~jxvnQMdBP`al&(>vqK0dG)m(Qm56=5Gk$DJZLP47Cnx5w=mAsX}AgiRMb9Bw1~nVyR=8BvQve z&E2bRMe~spau1d2dOiNS`xlx+%Fg-q|EfVo?@-XiZGr479}y&mOGT*EnRb4YBRjR{ngx-oaH$d_S7sIWcyvD0V$I(2xM_%?k8%<#nAq z^=lcG*PKWEIvXnm0|u0#kK2-3b`xSLFiO}Ko*;zXS^ZZp{k|#A zDvX1cA&GRF{zrgR+ zLsHHn$^)xh1}&quh9&KicX(;c4f|W&?C|Cry^B-# z2MX=+Idz-3Kv>cQ=DfgFdQejshMM(6dq%}B4i98~MUZ24knzsEp?o}n+&8h5$hqxs zO}H;G`GUKbR*SsfgEByDFyNAb@0k_&PzCcv>*<94`7jbNWL`?f(l58A+sWBgZ?^n; zk0=T?NIFWuI41dNP|*4)f5H`XpZPWfffEfu;9lys>n~}p%j5v|3W19v!)QOVE=)dr z&93(<8#(W(ZY0r!?_Y}MP?PJ z1VmUS^x2TzLJz))YQiRkV<1e|g()0MpQ>An(a@w>k$u{x7o*`xU{3;l$a~@aI)qfz zQE3ki+2|B=Z370Xp|VwkK3#yGd*kHhTn`=DYGada@OF)RC_1EtXb?{|0RogR`XEOG zM<0s92Bc;xw6GaGAd|Mf6cOX(_<8QacX4H#7kW zGoe2wnmvO!DdbL#(Mo~CKQvu3;-!Bm#EDA;E-j&iXeSxFmvf&C0+Y80UvLv!-E_y3$)M%HwdisEdJr#7$S8E_mqdX zidT#bN=?7YzZvA-2b$Tt7nfPp05=aqx;-mZNC+U)xbMD&=^|4S#g}88IuroByFfUM zJc6so+Mbzl+aj(V7C-5pxi5MRw=20cDuQ!V(H+tuQzSpJO!eQL6ZTvyYG$ESVgEl* zvg>4&60lq-zh6Q9D+Ss6hFbsv;nC2F8Q_se`(F!zlj7dp*RL&ML%&fygNY1gl`Ny4 z1T~IGM@z5o!XH6N+pMR)fmk6~4*F-l^p{eqDu+V3gB69(>Z#7S=N4azkq`f)MbUv$ z>vE5DS^}Vy!NT|QZ{y3Rj36qP!4tFp@LZS1qofXUMOH2X`WgqEX`qW}L!>UKD-nC~thT zeh92sxu=wGHQ`X@gCCx9;?{{2tz|HVCon+wL#49Kzc*Lik@P~ezSbqW)AwCeYdO0)9RIxl_ zDl^T-^g+0S)Wr%eq&dPJJjJ4Te9;|EBTceRxooZsK!&>mAfR2|g23IsC9mtSpd((w8%BkEvCZ^3o1w47z>Suuaw!%>gGAi|Ln)m*f_S z*gO^zGovWV0d^DGUKW^o62~r%{(mFCHIyI6uu^Xy@^MpvD9lFha=H({h*FiXTo2@` z1Ns8(|D28h%p=#?^iRhK{~c4U5MJ^~bl64G961V4&A<4U`6vd|Ow>Gw?yO_RLxZGt zA5`-}om;-(TaW2gN%tt8%_&^EO~| zcquNU(=o~}>i3SA=@{_Xfqi*#=)n#(S8(ylm^~~)xVlP)$l!=lxO0Q+G839gb0Hv* zSHcA`r^aCgA`wBGh$C-%5&MU8m7*$5*9dFlo>0dI z2_SD&cH)lm%E{q>*NjZzSPd-Tv2~u-1HY>W)ApM~d!aF#A>eoAa8Dn~D1x?v96cPK zmpr>gj~Tpb1&3nSk~FKv?HwredYzZ`i{$914AYjsBVX^|5D-DJ#v^}_++!>C$KKAL-r5$sH`CM671fHy($6yAZ( zrQ$d;#HWdVg|kspAvK$jo}TEX*BKV8cnFSugdF|C+I?<9dV9_$ZE%0cZyDP=I%a1E zGox}2?c(`3wKo!pTk8Gu&f_h&!m3zas&RSF1*AjFmPlsU0sc}wTa5x}<>KZP#9skI zv9$j!xs{W;dXRIwE;`ZRDBoKWO9X`_q38pI2~hX+hPoE(O!%$p9^{T!THG`seC;F~ zr@&{=1@ovTxrE5l{_-4HkQf0-s5P|XQ;8Q!1lIaRKo#xo#J56VqZWst#RO{sKym8UIjP@%o=7>t6uJHh778Vj>ei8T~C=TgEt8_ zB<#LXWQTy;fGA0@xPt7WbFz3P1p>%B^ih*Eh*1T%7Y1s}mjQ^WT-hiy6~gD2I2&+% zNM3`uk5V|i=1Q;^&)+@`6+Bu&gA!9{E+_f3r`bC@Sf*VP(fCDpA{`+!z^BRiR0vLaKw*!s^3{s_<+b~BW?4tkWZoPSSR1aons=%;FcHH=@ z-{GF2$9xtr2T-04d>!h0lk&!x@!!az5t~YgM1L{8`Y0iIyg=tGz|4%k1`e(Pn>oG> zwsPE~k(D4&G}ppzG|_HD8`4+r6y836=ab;{58|fIz0KMw7Z{bl1RE60% zlZ^e|ElGnN%rcP+MP8S7%n0*_CE#Nm_fw!QlrY3W4NLvv9IK6j-rhsd5JWG|6U#WM z4%l!Ekr#2?iR-gEq*PN_g{JIO1T%o&QGmX=iC8S6ygzFL(6Omi(OthP2-5ZT7$Hle&9wPF|ESy?P6}! z56M}GSuGxgd3F+1Rk=SI4fu(#z9SMCtc|q6J47vNZ-$8Tws~I*DOfGyH>Zne=kGAh zNUsVvO#dy|cl`6C z3h8{!mkmjq{{iJ{qihHKibdlC%*jNhQl(r2T@Y`55Bba}j`lhGX)l}lc zGctW&nPR8Rh5UZn9jA>*5;xfq7wr+eTC`lywf3`BjjK+EJVG4l5l@mG9I=FCUZ&h& ziOfumGnnw5f-sl?7EoRC@0o%V@DKOy82AL=P@a-vGHGVdFso_aVTmV)30G?!z*Zi; zFsJyqv$1Vdpsrep8sHH5RpqMojpT-GciUIE><0hG8BUHuuRYdZ(7+eY|5fEvp0xgf z{2egpw%BXnPW1lZtnIg%{w8b%&JNY!C(+PA1qQ_+^Ye^2)kYLxD_~AT$MXeZh%uPO z)-7hSK&m7nM;;VA>q2kWO%~%&__Z95I1pv2x|G&z1aHz%V(+jJgcfR}iJeJ&rkfhm z`DTjYeQJGoe}R*pa#JtHUl@|4OQ3@()%1WbsG)wZ|LyH9HUI@B)dK2EK2u;pxHtR1 zUW0Wm{_i33HB<^1%GFX1-I`n15QSHRdJ)*{E~fYr zUpWEa0}95abBEzq5FA?EmbZ6oJhlRCCohQ9=oMFneX5SM(HJf~sE)XPot#$r_kUTP;)M2y;*zkqwX#@B7&qw|HZd zSp^EVMC>ZkbF~r$U>Zs#i2 zm>}H+l4DPT>V?!_HdSRhdSuZVeG?&)Keuw13cfonM_0F-U28VfuOV00-Gqy#N3J literal 0 HcmV?d00001 diff --git a/static/8fa8b7f0872701550eba389c0feb4635/ec333/how-to-custom-annotations-matplotlib.png b/static/8fa8b7f0872701550eba389c0feb4635/ec333/how-to-custom-annotations-matplotlib.png new file mode 100644 index 0000000000000000000000000000000000000000..b42b2bdd0dbabafae6245c041ec25f9a72336e17 GIT binary patch literal 11576 zcmaL7RZtvE6E>QJ#obAQyIar&LV~+5uvmcLE{j`O+=IKjy9LYQ1b252?ksxpy{GEG zI930-=$fjTx#*thp6P!22~$y$#zgyo_U6qSOj#KTwKs3xZv0PB5dO``p(z#r8@yB$ zG$dbNUysht`+ECKOiZ4h9=CV*Z*K1(4ps7*Uc=^$1Ox>;X-@HM`|DU{lla@j9<_+Z=S&6S2 z?n@{7VNGQ~jK+nz{7`|sjUOB5ui5Tez%S)FgPZQS_4A%*?qK&7WN6qMgeWcAqnMemhY%BF={=|du4omfuX#QMo!kG_ph{Vb zw4U(+N)X>}KxWLVJ5rAh^x`*62!7FtLkf{rtldQli(f1tW?eq}=bdZ(hiXbprY{G8 zS2cs6jSn&}pI{w$&~i6GKg#}!NYv8~f+-87cDo=N0G~m&t~Iz#HcsH!pd^pgQNTGa z@Q|EUsY4_=te*h3C6oCzm{+bOprTIh;O#gH`TXQM5Rc-FKR z0oN`5#-J*Vy;$sIo9r7~qDX6970OXXe3LSAx{>zH+cTtAz8SBAv+4Pyw5WaMRD9r! zg+B-OTr(6uPaL+ItA0wDrfnrTQITFzL}`w{FGJ!oODVUw_`7%K=~_base70yP(1lI z^jA{0iYqkUkbQLD(D%cQr1&M)j$+Kyx!9RGL&V1MNMQGfC*e4;+z|BFmfR*->D%AE z?gVpZPU7OnOYf?6ObFmE?$>oS%B^^pAEtCZK5kv#Aa?b<0|5|@=)s7hS)4`2BzZMM z5j5{Cib3|h=`bdTSCsTE>1eG@G4)r2(CQ=w8PUbA;SRcTIZE5t=!B|N%^~F+-NX)aOUV?C8ku(FY zVkyo+L&;)Yj)MCH!Rk_>=&KpGGJcTJCCA77@*b47`r?+G<@;`5K$BxjRutnoHhXUynRlGl zd@+=!>#b8#b5h{>Vz-w_n7LaE{Q~N9{P52A9=5>qoXeAEHrP4t9jRZ!!G2dF)ER2} zO%3pvKb+Y@60Kx>t3mNOkwtA*huvgo9ZWH1X7u8adX7$k(28HT@fc5oPB@P<3LD%) zf$owJbf=`rPih!MWb~TA0tg{P-(G zg^k6@19_`oIpJDSABrD5w2nDxWB*q<_j^I81KGaALm@>TRi1p^>{@|>U6!{hxTCp`0d_2GMwrg$!7ElE$L z+|b=680uzyXXMii-L=8&CT%fi`+~@Q-oNvC<}#4>d8h1+>*fn}`+1+A!38Jz-72s- zMR6mzBF3KO*ndwUH~Dw9u)&QBLU||xvyv>_+dv-)DUP5*>Q?9eo+`0g9~W-}H3B9b z;B(FVb=4N_@;z9?w~-SL6Lq?7@yYvAlfU*jORF93PzKA`_^buON4x4~6fVYUO|HG~ zOT83xYCwH2`muV<-@d;CeA4RcE0&F7L?g_f$K>U|0pae_Es_^t_qB?nG|mgIRsS6*qVfQwtQzRC;!T zCO#c~%X~D7yD>@_Dm+l9Z!rf%6z|O+kBu`lC$HgSs3ih7JvVFO(47xo^a0`RZ0U$7mOk;Y?8_gt<1z{e~_c@7_(>Vq?jBI_SvNq`cVx zPdP#R5@MlGUZRBY@s(V-=Fx^w#M1B-5djl;Ch^?{j~5@WPod|{B|8+IP^AzcKl(Mr zZ;RjAfj<7X@f794Mg3u&a-{16hQSAxc@yyJ5N6^?@+eFaU|k!VO^(ajS=S(ADOu%K z_Svy0ejFw-4y!6HV@nHAei|EtycG7INJ4Y%nKon2835`^v*@FOj^gmIzkDQXO1>)H zl2)J;g>mc|=98rjCNk*-lH?n*OP0Tn4L@bm%t$4$#an5kA}MNDgU$j+F0N{2UXc{u zi#L46|BR?jFUzzPGLP`eu$XC$yPlNS=;VJz4x%Y|Vh`Qse87Sl^#g?>Tb0u47y$Lx z@65Zc5>k#fW=zLCc+|upf4TW@3I~zOWk`POQTesWG6u5FD&ciALvM_zutF@UISz4* zD+79ZO-EWeFMKk{CV%N6>jDsTBXP8&1F;Z-Bn4rzf4`)gs~2x(;5mMLj-@hDb=f1F zakL`C03ukV{>~rPa-)JrDByi3W3^xFD8Sk+wUP5h34_}{)4@cLn8STVuSa9^Qw)hU zxV9A3XAwB+s(HbSv7~waS-!73Xo;v#tbwfXa;p&N(ic)_olKe6LlHd-L7y=_CBru! z8lg)}SPfo?we0&2?0IIIl&l@P%0o_2vk?n$?5~0-D2-JVAd*P}SvissL8A(rX{_Ow;58j>AU#*XPjA>lJj zv;l1(C`wkbsvC3YXF5a=%FyTvj-Hu*nBUpy0ScUaJW;gqh;Gpolf?HGZM{DyYw;qJ(O+&Aw| z29#NLaVY1qCRQtb4%Pd9zu7k-DO5M<`^WQXDmkvLB;($ORv}#+R zN|5gNqM_ncnJ{yrr(Tu^4FGT6QBR3fmN;VzZ&koNdi(dE7;(iSopwvm0y@e}LV)-dg zlpbt{(}`zW;aNslr&LRblqp-*U!b@$oOy|W?6sCetP9^CJR$aP{l9q6|CTOy|D+*Q z-ajko<2}jDui19V|AWG{ZS-QXJSTCi%zwxK3^5|#{n2C{F)W{v-3k_!Z?TLPEXbAk zXdlx25i8`Q!C{4{`?uoDN;u>r2GS({GMg?2QbZn6(-n-;3IPTYNmZD8jolcv;q#JP zeWh~e!rm$dj0YG)0}RQVp&N(elz{#=|alKMH!S%=Z#+5fsv>*x>y)UOVr3&3+^#5%A7zQEzBzqv*u zG@m-NnA5A~3pQTbd!%H)>OD(#Y@5|DmaMg|+qkAbztk*}G6nhN930$ul8(h~#k&db z@IqV!2B@{O3Vn;ETSziI&+QIPWj#By)Ge234;PJw4n3zjgC$6D0u1H0v{6A@9Njau zPsz61DgKHU=%x-*7>_u8u}}Q;y;0lRuAZv0zVGr_*U*TWn?T5l;UeB5Z;AZ+w^8FW zx;NeH_Uc~c6f9%RCDom@VuraH^;g%)Rxv_)$l7Ngz(bi=j$0>AOM zEjlz^L<=$g$jc}9hV?eBv-X|UMj0g9uc1p*9Zx-#c z$6@_v;unune7r1__ba0M>>G7}B$tJ(j|Lpcohx`~>HQmn{QR1i?w?b{tG6fLyl|ps zAz#6T9s2AM?(t>1sI)Uakzf#2edP=TVcwJHJm_T+^hVtnP0BM&-#~z=HRP!!R2~=- zle0Rc)$>P$re!D(C+>=+s`iMZ3WnZU-LmQitVm=f-n$>!A1<5_d|Xk;KzQ|moA;dY ze#c4j0fw@KPn|37A{V$Lu6e*~i`4*;?K`Tc&i8*P_|liDK6oQD?w*25z{PBOle@K_(I5q z|GnWuE@Fgq%o*VsbYnMG9ZRx4N}A~|`Z2@MvD;3WY4ywlJJ^2_mJj{C`NN9HB$t>11KQMbi=i$j?Gfz%*RzM-Vkqy%TowB?wFhu*In{ly=GSf&qw|o zs){#mN+-$5BN)1&PQ!W9jmb5?+WliK<%0wcKe$?}hDIMU%!MMK*M=-Q^N(&!aIVh?=%Wea@^%(DMPvv!ypc@#^f0B) zFdm&|=rLz7ejSqa@&--RW*>4Af$1Dgsh#$Kx9$de1=~f@?UAl*|2|G~9;%mgpzNSG z?qgXc!kpA)M#q4HDgDMZL5>aDtVFlfU34jm2_-!Gj^bs%=(KNk4XTmj&)jWik8V=Z zs{Cd$^n|5)K4z1ZWSH|NdCAt`CGi_uWwNDhJsSVxDUaGS@;UG5dFlBAi82~sNvf<_W(f8 zM3>qWu4-KTJANK8q^yqtrwuVgN(AiKC!?t?AQf<(AC$K%wYdQX+zC{eCfu(^vA91*Be$*Cwkxw_Qh$+mUv6uY>Ph{u6gq9z}X0Gf_dZv>6%vhjL-r zi?UkAas;og7p-Og#PW_{bIk5nS4+UnBwOW_c%?tajx%7)~E&9GV>!Ot7Py zmrEw8K0K^wj}=0jYSRMygqNoW;5;lY?-ddV=Hmg`tY^SVWsSPJ17l;nqz8<6!`!op zUucRonnojLVv|(Yw3h|DpXW`6>P=2|W0(GA)HFSPf@JXhUR-iQHvq!(%a9|bOpL9~ z8{e4kUkJQkwTy(!o^i&7m6*f#LVeN@=5^sTU_<_ji z>2E6xi>DO6qzV9>5yr6*7xf4$d&7FG80KK={k^Y2)n}CqSH8`9>^Dbyk3DwHfl(wm zJi*j-v{y6)tZqU^pmVI@-BZd_YwVuZwbrkuH>0q41gK+@g=QM3yDkpBx1b69Vh%!bl_lj>`4qfm6jC;#SiS3ClVS&n;0A3Io8NML;i*J*GVR(w zFyFmI1wImFutGE=Bo*pEs1l$Tlc_G#En7_P_+oSFJ7%R`kH>W2D7$XuJj+Vn0@zn;W0QW{i3*7FJ`Mdz z{X!pt3sy+UTd)cpM@~KXEn-d3_|vd=A8T@(w=+@+ZPJ>M&KO$yK?o?N40_Tb&29U0 zt^+`Xfz;fjEtOC_zf=GJ!grVf`28q$BZth4y2}0ES9IpVCWlu)H|<;vSJu`pu!O%N zC!SG~=#SJO(|mS};vvgVcPoZz**o4s(JlHB-iM|6il?%C37+ zX&8lFh`f0-73i&lKMYn?*)woY(dvZ#Laj8BA_Pg-emK(3E6M*$JGX=pn)DQ{1X~Db z!z{w=AQ^AVFQ;u>L=#tZ)r>Sy?ibxgJqJ}Q1qs<%nV0J+DR%ns_BBVq4asdi&>zkUCIQT4 ztru?gF2&1+Z?s!pJFu@T^98Hw_Bw?&vBHq>CjBUeE@{o8t_5irmiY0Hk-|5AxFm1b zCl#)GSflI-!WxGDZ9OEL7ID8=53wk#pW*F6q0dTO_h4;17k+uIqgQXu`lz!|GBf$@ zR9OZLz!=Zx^WMX#zLWp$WOTJs-vvl8qjroq zW?~8MjB{~|qnD4Izgt~_Yz=+&!ya4Vr5G=sJBWB06Dwv|V!fbk4Eyna< z*&G{xE^PM|d!we4OgT%?OO=oC$na7uv)as^E1P3WGtwcUQWMm~5h+Hq$7JL z4SW?PL-=TwzAchQ)IxMR!m~+~(3&E^eJ3X*nB}uI6|#+bBb-_KZPFI;hC-UAd&ajd z*2WTlu>ZpNV6&c_{Ry_b+~4dDiXc|eO@yoMa7d(T?lL-A)K@t*aIf2~SPoL;(V88X zC)!gA`Yeq~}vlw<4?bZ=};yE{oV7;MLSzRV~tV6Eh!eacjbaGG1B^G3uhL10c} ziOV{$LQ71GOFw+6S+v{At*wPZN}+8~*_-&^1FA8q&7R zULo?hw?Ujx7^>@SP0a2_Tdu8!S95+_o--QEU4Yzo=HMZJ?rOM`K#lIgxlRphb~bB_ zYr<7%cBXA9rP9%f9~m((SLKAh|QoLVnvK0gg}bS0Pe71s8bE&W^+-oEoL_uxQiY9Gl{q zOpyaFh&cj>$`n4SR=um0`*IR{B%V{UpwRm#t-SnT!G>=j4?WhF)V^__*xZq{ZQVAh zz_hI0iEcfL`={DN`QG1EJ~m$C#k+te_W$*PAg*gg?S0dvmAp689Q<5qas2wJYLMlP zR!0IMjy1Bye$}TwJ}KiR02Q@-Czjo6CB45w;>({^Ty0su+NcXy=fT`+*(a@{LgHUE zTEA+lL4M!|YhB{iUsx4UnAL%_-@%0(C*9Z;vXzfS0V8P|&!;ODaS;F-SSESinJZ)i zCrWJ254R2}Sx0OxnLXj)g!{1gW|-E9v}!FVzg17y=LopKN38Rhx9nD~L?Bts0?a#G zQ}EgDoUmH=cN&N)Vxhu8k$BE6(@_Pr;n*&VYuM(d(^Q{#b6}~Af=}Z(l*%bNzGmJ< zfFORtq~R;01~{!NCv&4uJ1ZwmViR^_P0Kdw#HOcw5!Z?xQy=k&J+qn9hX>zF3avqK zyOt^8?X7ozw}QGBZCV#!w?4%{;oiQu*7T>{u&vSx*1Rj^Kcs!lb#Wu-3~sJ=w|CVM zeK2qG-ZLHZ!;LsZueizrQXR<~+7?{>WLw`Cb<*UiRU7p-?BScrCB!p1AJ921EN9J( zji`^OTmlohWp$N7dMC)B&gj{yQIsu8bO1vukQKUv-^iWH^S407g1ZI3eUY4r&dA^3Uui)iY2d!ef| zaE4Ui(i?=!-=4Jc$Hi$Gv7`yEv_27>1oBiju8;#%V?Zg~Mqd@ri}rN41;GVnx;m(^ zbCCOcSX=tb`R$DBqQKLS4b)*wab?dMQ$mra zaJRwFP&^_gz9xhO_I&~$><>(-_a!ta%7=UY(VZj8zw!Pc&@jO3tPG$UEkz+QwB5^< z`^$oZmcV-3d0kh*^Bc&!ZEFHs&PGwzjEuf>F=8@h!*29KbbH72Jyt>3*UCI@%^Emg zZ)&c_&(r4iV_WSH+FH`PjJn2Hlg%O-TCgE-$|TEoQ`MQ;yeFNPY)0rfX?XQtU=viVf6r(bXcu~ zZI(SBP#*Za*DPxyO4xdMb|KWt_<^IDLImC}xS({aXVA^8gSX5k$-=UR|2_q1X~xG+ z-Vt!JANl=fypNv6gF2lD_1(q5e%|)71+MTN^Y$qn3N%7J=c7YDB?{59GM)q@M?H=h z>adMLMkNXSx`Z~V^?cLP?!sf2?!Tm&V4OdLWZLouNz)ZQ)lzn3xteeP3L~gysXiZ6bnxp4MP`6ZZ{G#_-Q+Uz|ctPskqSecVUz; ziyeeNwH~S155lWnc5COGhj~h~@o06r`p#smND8;z&1_lq)Q?nC3E!ge4=~Tye&JMT zju6Jdav{Fj3Ob_kRowriycPhlnU*w`wrz6t?XFo;VQ~|?y1%il{}ruWP|o0qgDe$K z8IY*xXTX2E_!hm99-S0hHgm5|58^iF|5zAHRqX90q_`JM&g>(B8v5o9hSvYM0P1r7 zfBYG)k_i=DyU992^zUPL(^#FHbEU6S9uFGpt`eip=FB`!+*Iw7c~(>oXyy~07A}tK z_U5krUmo7pNl3emkd4GSArtnbhJGNYqxN6jav`kUO;7O3J+{*ysX!N*hlX!hy69;g z0~gs6eCv{mDa$w6ZYjIKZ2R@XphZlW2VVW+MQjAPAEo73mBn8_>POH_*>{{{a6gjH zY_CNs)n9?^MVA$Ly`h)=A*`B5s}Xr$DbG~j&S5^_h{S^&$A&N2rJ@WVUR}NY*=l~M zv(^c!C|!q)wE@~Qbp5W#ypDKjfi*X>Itr6^#$tE7+6!{7Nhzq4y$afhYjWG1yxwiH zks@^ScbMjF*BW@cQuf^=Em`=7(aVsyKs)8_5-!u?HG{pKzIga8D|nGvHA7As?gP$2 zVq2D*=b~E~1DOQnnBdO_kjI-6(f5m>yw5Jn)DknOZiyMjI?dVo+)i*jRhEBt8f%@w z^Eznz(;Gx%g~lab`NhiKf<0#ITMPabRnPFEO_R{tI#-2vJ*x|jl_{St5nwCl6w#H3 zzAibglJKLXjVr{U)}<5}j?fZflQ`D5Cfm3*C&ZPFSmd9=zQ~<4B*(G1R>77{y(E9W z;1gA?S%L_h>3EA!}i3^n~kf-FEtX0{j6C*K= zVQms1mf|n-6s_qKjELERty&^};7>1aNlwF?cX96c)+pD^pDhx+8#vZIxSCNj>6qj|mEten5Lc4c8CE1CTCO&a??o8$FsWHjHo z*9vQLDpjp9EmqBEcDJR@W@5HMI+Bn*NElgIk5CfgEF%Y8gc%6|j`=75xB>cY`lmKm z5|#)nrcY=S*Snryg6|s=B&1l$>_By&lc(a43|`jFf4Ji?lp_vehP8Y0RCHLb4_~LB zN12R<;jw(sG$UxAZqnZC4*vG?(WzyIo39;nz-mwIV`|Vlf`!zqkH@N-VTt@6e~(1g|~M@u|m;S{<@r}DE=89jrk-@|?ZqUvp^pOaG1 zEeorSJ>~;O@vK>X`_T*B3qh?@(bxHrwLTFiDWq{anr{QWsZ(zpd%XBnbLA0)_vzC6 z_czdzy4HtFcX8Ks-wgkhVd;07zZGf2V|6~p^RiyG)5Oc`Xy3WxSm&mFNhHzFs?R0F z2xxV1`{_Cqp8CEZN)=22H%k6UdV${s=lN-mHg?VB<`!>WOfQ}quOc72z#{L)0eNV+kZb4<{*g88%ARdm^;*Xj8?lBAUg{8Pq>!1>jE-pyr1CF>{K*W1}CjK!AGs2HYAj{(=p= zxWjqU66cwzU2PxLPHaU)3psdYG8rv*|D&tx3h7>#6bfR!>65H@5Q0CMI@nZLUvtZL zj+YJ7s>;3(I5v&beqXv9tV7SHp&cDQOdGq`)@q99U4KPHNCujxw7nT_Ww9asS_^>h2S5S%bA}YImBr&wa!bj=y}iaD$aTx_7{< z5rXz;pqe9tW5-We;hvGI##2h$O-+7?Sm1a<7`)5eR1zI6lls%kclPpnDCpRwMu)m> z&_REJD%MwDdcZzoUGn`+8BpBZV3(*P87JPFSj%u$Uy(rCysuDm8HdM^18}@J4_h;`R=Wy$EMCZg zSzyI#P4G{U4nzG3{gaXohx1$)T!Ph^3Ju(4fK>h*Ro(l`T}7JCggq3%T zQa{m3ew#@8;2S5aE3Oyj?4}(78+FJ`*UtsCj?s~z8q+kYuCBZkFOG7A;Ug8fKbLnJ z9V(^f2>&5N>r9b}@QY>97}FDkkajuJOwqLCr8i%%fPo?`vFyv;W?TXSzSr-@vh_ z2K-DdWK{Pa#uYJCDM^VoBY`F{sC;!PEgYnU^Ao{3x(4I|k#`efMyl zDZ?s2b=5@ui_vJSVS)na+|Rkj+nqdBZ6GlgB;)3-UvBy6uRbaFqGtCstV1I;{LXyZ zsqe`T1z$e1b+_G+UToE8ml(gqmkp`tWP*y;)asm-1OEeg5bQQf_zsiJdT*i!wgS7b zO<79{rg6_Uzg&H>Dp>QOjh^GA)s$OX<{HeHL-h64U>Ns3#QYG|}0dF={Xp%}z8voVoIX!3SI9 zRxYhYA&RQ}TAB{{>fm8JiP-cjM}2NU4uROHLc6u+ZdSq5b%38))$#mEtdV4|LdrRV zvtjmMfeOguWudF?SJ1V^l4|fbsFgpRPzm>9lH^FY!n%0GD%NTn9ZYIePze=1{_S!N z!q%ipmr56Z%8FI+Sdn?iaayPC_4|-}ltMrrIWhcir6Jky7{-#3@uqICW!)zbY?j(5<1E|LE1Zi%y3 zrdHE@=WFhov$p0H(Ryx6Y=wPq1x!`YxJ=t{fSg+EHUr;m*ra-{2sfWbf$W zAERL0ebl;(C)LDA%a72S!Rb}};JJ0Z_uT4|h7&w%HgHZy$jEj7KoeQ+*1Hml+K#8x0; zv*~~Ox&JB?dHy<+fVS97(dn+;$@;pcH;6qo0@rtCsne;}>bf}FdhFS(d5ucivfUFy zYYulE`oK|z$kuQo_Ppw0F4f2 zkud?%*ok39KDSR|P>t6_7zAnZgwm%X$r^R?6c?D($kAQu|BsUkLEFgoTiI?(soJ{Z0^(Gjb}|3KIu$-; zyq>$XM|%SY4brSq!N?d$rgdDLLk)b5ynk2Y<+*i55l2}x6R;tC8FOWnbW7Y^-?#bF vkZxq(wZ45H`G2GT{#Td%A8kVCFR)#_Z9+}{Hbws9Ait57RFbF?Glc#>QA}GK literal 0 HcmV?d00001 diff --git a/statistics/index.html b/statistics/index.html index 77be8e4896..f4bfe03afa 100644 --- a/statistics/index.html +++ b/statistics/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/streamchart-basic-matplotlib/index.html b/streamchart-basic-matplotlib/index.html index 8b608a470b..85b74a616a 100644 --- a/streamchart-basic-matplotlib/index.html +++ b/streamchart-basic-matplotlib/index.html @@ -63,6 +63,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/streamchart/index.html b/streamchart/index.html index f92eff4dd2..1d99d9f13f 100644 --- a/streamchart/index.html +++ b/streamchart/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/table/index.html b/table/index.html index 58713248d2..84e61bdfd2 100644 --- a/table/index.html +++ b/table/index.html @@ -16,6 +16,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/timeseries/index.html b/timeseries/index.html index 9f40d5175c..3016ef45c6 100644 --- a/timeseries/index.html +++ b/timeseries/index.html @@ -25,6 +25,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/treemap/index.html b/treemap/index.html index 86b528d9a1..83eaa5a1fa 100644 --- a/treemap/index.html +++ b/treemap/index.html @@ -28,6 +28,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/venn-diagram/index.html b/venn-diagram/index.html index 630f59b328..b3a1ce1c86 100644 --- a/venn-diagram/index.html +++ b/venn-diagram/index.html @@ -23,6 +23,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/violin-plot/index.html b/violin-plot/index.html index a7d6ac2c3b..096c86a81b 100644 --- a/violin-plot/index.html +++ b/violin-plot/index.html @@ -22,6 +22,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/waffle-chart/index.html b/waffle-chart/index.html index 631ea564cd..d1c71de52f 100644 --- a/waffle-chart/index.html +++ b/waffle-chart/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-barplot-with-annotations-and-arrows/index.html b/web-barplot-with-annotations-and-arrows/index.html index c2ca38129e..9e38786ea0 100644 --- a/web-barplot-with-annotations-and-arrows/index.html +++ b/web-barplot-with-annotations-and-arrows/index.html @@ -304,6 +304,6 @@

Add arrows

- \ No newline at end of file + \ No newline at end of file diff --git a/web-bubble-plot-with-annotations-and-custom-features/index.html b/web-bubble-plot-with-annotations-and-custom-features/index.html index 55c616ebf4..9962ac08d7 100644 --- a/web-bubble-plot-with-annotations-and-custom-features/index.html +++ b/web-bubble-plot-with-annotations-and-custom-features/index.html @@ -217,6 +217,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-circular-barplot-with-matplotlib/index.html b/web-circular-barplot-with-matplotlib/index.html index 82801af718..4685d44885 100644 --- a/web-circular-barplot-with-matplotlib/index.html +++ b/web-circular-barplot-with-matplotlib/index.html @@ -361,6 +361,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-circular-lollipop-plot-with-matplotlib/index.html b/web-circular-lollipop-plot-with-matplotlib/index.html index 5ad369f7d3..d18faa0491 100644 --- a/web-circular-lollipop-plot-with-matplotlib/index.html +++ b/web-circular-lollipop-plot-with-matplotlib/index.html @@ -432,6 +432,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-ggbetweenstats-with-matplotlib/index.html b/web-ggbetweenstats-with-matplotlib/index.html index a50c74a69a..0b55a62e45 100644 --- a/web-ggbetweenstats-with-matplotlib/index.html +++ b/web-ggbetweenstats-with-matplotlib/index.html @@ -334,6 +334,6 @@

Bonus: What is the Silverman bandwidth?

- \ No newline at end of file + \ No newline at end of file diff --git a/web-heatmap-and-radial-barchart-plastics/index.html b/web-heatmap-and-radial-barchart-plastics/index.html index a069d42350..9325c1fbd8 100644 --- a/web-heatmap-and-radial-barchart-plastics/index.html +++ b/web-heatmap-and-radial-barchart-plastics/index.html @@ -607,6 +607,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-highlighted-lineplot-with-faceting/index.html b/web-highlighted-lineplot-with-faceting/index.html index 569811a8a9..3f0d2e879d 100644 --- a/web-highlighted-lineplot-with-faceting/index.html +++ b/web-highlighted-lineplot-with-faceting/index.html @@ -384,6 +384,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-histogram-with-annotations/index.html b/web-histogram-with-annotations/index.html index 39b8e716cc..4af1d702fc 100644 --- a/web-histogram-with-annotations/index.html +++ b/web-histogram-with-annotations/index.html @@ -157,6 +157,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-horizontal-barplot-with-labels-the-economist/index.html b/web-horizontal-barplot-with-labels-the-economist/index.html index c45436d718..e9bf292449 100644 --- a/web-horizontal-barplot-with-labels-the-economist/index.html +++ b/web-horizontal-barplot-with-labels-the-economist/index.html @@ -119,6 +119,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-lemurs-parallel-chart/index.html b/web-lemurs-parallel-chart/index.html index 324497946d..7160a884d0 100644 --- a/web-lemurs-parallel-chart/index.html +++ b/web-lemurs-parallel-chart/index.html @@ -375,6 +375,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-line-chart-small-multiple/index.html b/web-line-chart-small-multiple/index.html index 7273b150a6..9797687cd2 100644 --- a/web-line-chart-small-multiple/index.html +++ b/web-line-chart-small-multiple/index.html @@ -310,6 +310,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-line-chart-with-labels-at-line-end/index.html b/web-line-chart-with-labels-at-line-end/index.html index d33b92e23f..b144356549 100644 --- a/web-line-chart-with-labels-at-line-end/index.html +++ b/web-line-chart-with-labels-at-line-end/index.html @@ -261,6 +261,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-lineplots-and-area-chart-the-economist/index.html b/web-lineplots-and-area-chart-the-economist/index.html index d70c695c26..a2af2ade57 100644 --- a/web-lineplots-and-area-chart-the-economist/index.html +++ b/web-lineplots-and-area-chart-the-economist/index.html @@ -420,6 +420,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-lollipop-plot-with-python-mario-kart-64-world-records/index.html b/web-lollipop-plot-with-python-mario-kart-64-world-records/index.html index 9ddb90e037..6d492f0d00 100644 --- a/web-lollipop-plot-with-python-mario-kart-64-world-records/index.html +++ b/web-lollipop-plot-with-python-mario-kart-64-world-records/index.html @@ -473,6 +473,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-lollipop-plot-with-python-the-office/index.html b/web-lollipop-plot-with-python-the-office/index.html index 3edf7b1e0a..dfc9dcf6cd 100644 --- a/web-lollipop-plot-with-python-the-office/index.html +++ b/web-lollipop-plot-with-python-the-office/index.html @@ -435,6 +435,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-map-europe-with-color-by-country/index.html b/web-map-europe-with-color-by-country/index.html index 34b5d68a14..a6c7fceec7 100644 --- a/web-map-europe-with-color-by-country/index.html +++ b/web-map-europe-with-color-by-country/index.html @@ -262,6 +262,6 @@

Add arrows

- \ No newline at end of file + \ No newline at end of file diff --git a/web-multiple-lines-and-panels/index.html b/web-multiple-lines-and-panels/index.html index 4adaeb4a1d..9e7a5ce873 100644 --- a/web-multiple-lines-and-panels/index.html +++ b/web-multiple-lines-and-panels/index.html @@ -219,6 +219,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-ordered-mirror-barplot/index.html b/web-ordered-mirror-barplot/index.html index 64a36ea812..7ca0790f16 100644 --- a/web-ordered-mirror-barplot/index.html +++ b/web-ordered-mirror-barplot/index.html @@ -230,6 +230,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-polar-chart/index.html b/web-polar-chart/index.html index 61e42c1882..15d080e230 100644 --- a/web-polar-chart/index.html +++ b/web-polar-chart/index.html @@ -152,6 +152,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-population-pyramid/index.html b/web-population-pyramid/index.html index 3f233e8725..d510c9f9db 100644 --- a/web-population-pyramid/index.html +++ b/web-population-pyramid/index.html @@ -74,6 +74,6 @@

Reproduction

- \ No newline at end of file + \ No newline at end of file diff --git a/web-radar-chart-with-matplotlib/index.html b/web-radar-chart-with-matplotlib/index.html index 67a99c86f5..31b3283cd9 100644 --- a/web-radar-chart-with-matplotlib/index.html +++ b/web-radar-chart-with-matplotlib/index.html @@ -291,6 +291,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-scatterplot-astronaut/index.html b/web-scatterplot-astronaut/index.html index c3f1f5791f..1b538e25d2 100644 --- a/web-scatterplot-astronaut/index.html +++ b/web-scatterplot-astronaut/index.html @@ -385,6 +385,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-scatterplot-text-annotation-and-regression-matplotlib/index.html b/web-scatterplot-text-annotation-and-regression-matplotlib/index.html index 81065207b8..9217139008 100644 --- a/web-scatterplot-text-annotation-and-regression-matplotlib/index.html +++ b/web-scatterplot-text-annotation-and-regression-matplotlib/index.html @@ -282,6 +282,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-scatterplot-with-images-in-circles/index.html b/web-scatterplot-with-images-in-circles/index.html index 1e152e233d..73a45adc02 100644 --- a/web-scatterplot-with-images-in-circles/index.html +++ b/web-scatterplot-with-images-in-circles/index.html @@ -176,6 +176,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-slope-chart-matplotlib/index.html b/web-slope-chart-matplotlib/index.html index 4b79665408..d1c8696342 100644 --- a/web-slope-chart-matplotlib/index.html +++ b/web-slope-chart-matplotlib/index.html @@ -102,6 +102,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-stacked-area-charts-on-a-map/index.html b/web-stacked-area-charts-on-a-map/index.html index 118b981a28..6bfd276911 100644 --- a/web-stacked-area-charts-on-a-map/index.html +++ b/web-stacked-area-charts-on-a-map/index.html @@ -318,6 +318,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-stacked-line-chart-with-labels/index.html b/web-stacked-line-chart-with-labels/index.html index b8b84760cd..caa8a74bfb 100644 --- a/web-stacked-line-chart-with-labels/index.html +++ b/web-stacked-line-chart-with-labels/index.html @@ -259,6 +259,6 @@

Smoothing

- \ No newline at end of file + \ No newline at end of file diff --git a/web-streamchart-with-matplotlib/index.html b/web-streamchart-with-matplotlib/index.html index 00cad09e8f..d12774605e 100644 --- a/web-streamchart-with-matplotlib/index.html +++ b/web-streamchart-with-matplotlib/index.html @@ -469,6 +469,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-text-repel-with-matplotlib/index.html b/web-text-repel-with-matplotlib/index.html index ed5dbc4dea..da3f047ae5 100644 --- a/web-text-repel-with-matplotlib/index.html +++ b/web-text-repel-with-matplotlib/index.html @@ -266,6 +266,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-time-series-and-facetting-with-matplotlib/index.html b/web-time-series-and-facetting-with-matplotlib/index.html index 105a76ef0c..5565855ad9 100644 --- a/web-time-series-and-facetting-with-matplotlib/index.html +++ b/web-time-series-and-facetting-with-matplotlib/index.html @@ -540,6 +540,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/web-tornado-chart/index.html b/web-tornado-chart/index.html index 4226451245..ff8369c4b1 100644 --- a/web-tornado-chart/index.html +++ b/web-tornado-chart/index.html @@ -159,6 +159,6 @@ - \ No newline at end of file + \ No newline at end of file diff --git a/webpack-runtime-f07c022b11d5dcde9ba7.js b/webpack-runtime-f07c022b11d5dcde9ba7.js new file mode 100644 index 0000000000..db23c84830 --- /dev/null +++ b/webpack-runtime-f07c022b11d5dcde9ba7.js @@ -0,0 +1,2 @@ +!function(){"use strict";var e,n,t,c,o,a,r,s={},p={};function f(e){var n=p[e];if(void 0!==n)return n.exports;var t=p[e]={exports:{}};return s[e](t,t.exports,f),t.exports}f.m=s,e=[],f.O=function(n,t,c,o){if(!t){var a=1/0;for(d=0;d=o)&&Object.keys(f.O).every((function(e){return f.O[e](t[s])}))?t.splice(s--,1):(r=!1,o0&&e[d-1][2]>o;d--)e[d]=e[d-1];e[d]=[t,c,o]},f.n=function(e){var n=e&&e.__esModule?function(){return e.default}:function(){return e};return f.d(n,{a:n}),n},t=Object.getPrototypeOf?function(e){return Object.getPrototypeOf(e)}:function(e){return e.__proto__},f.t=function(e,c){if(1&c&&(e=this(e)),8&c)return e;if("object"==typeof e&&e){if(4&c&&e.__esModule)return e;if(16&c&&"function"==typeof e.then)return e}var o=Object.create(null);f.r(o);var a={};n=n||[null,t({}),t([]),t(t)];for(var r=2&c&&e;"object"==typeof r&&!~n.indexOf(r);r=t(r))Object.getOwnPropertyNames(r).forEach((function(n){a[n]=function(){return e[n]}}));return a.default=function(){return e},f.d(o,a),o},f.d=function(e,n){for(var t in n)f.o(n,t)&&!f.o(e,t)&&Object.defineProperty(e,t,{enumerable:!0,get:n[t]})},f.f={},f.e=function(e){return Promise.all(Object.keys(f.f).reduce((function(n,t){return f.f[t](e,n),n}),[]))},f.u=function(e){return({98:"component---src-pages-sankey-diagram-js",223:"component---src-pages-pie-plot-js",436:"component---src-pages-bubble-map-js",527:"component---src-pages-correlogram-js",532:"styles",539:"component---src-pages-streamchart-js",789:"component---src-pages-jupyter-notebook-slug-js",939:"component---src-pages-map-js",1203:"component---src-pages-python-colors-js",1223:"component---src-pages-heatmap-js",1416:"component---src-pages-lollipop-plot-js",1469:"component---src-pages-pandas-js",1556:"component---src-pages-table-js",2282:"component---src-pages-timeseries-js",2325:"component---src-pages-hexbin-map-js",2384:"component---src-pages-wordcloud-js",2436:"component---src-pages-2-d-density-plot-js",2895:"component---src-pages-histogram-js",3007:"component---src-pages-all-charts-js",3233:"component---src-pages-arc-diagram-js",3302:"component---src-pages-stacked-area-plot-js",3360:"component---src-pages-circular-barplot-js",3396:"component---src-pages-waffle-chart-js",3771:"component---src-pages-boxplot-js",4198:"component---src-pages-area-plot-js",4387:"component---src-pages-venn-diagram-js",4426:"component---src-pages-seaborn-js",4457:"component---src-pages-hierarchical-edge-bundling-js",4830:"component---src-pages-radar-chart-js",4844:"component---src-pages-privacy-js",5010:"component---src-pages-statistics-js",5234:"1b7dd63dfb2423ac94cb82b45918eb1469191934",5281:"component---src-pages-choropleth-map-js",5508:"component---src-pages-line-chart-js",5647:"component---src-pages-density-plot-js",6039:"component---src-pages-cheat-sheets-js",6077:"component---src-pages-cartogram-js",6238:"component---src-pages-dendrogram-js",6244:"component---src-pages-ridgeline-js",6332:"component---src-pages-beeswarm-js",6462:"component---src-pages-chord-diagram-js",6627:"component---src-pages-treemap-js",6882:"component---src-pages-connection-map-js",7219:"component---src-pages-network-chart-js",7304:"component---src-pages-matplotlib-js",7626:"component---src-pages-3-d-js",7993:"component---src-pages-scatter-plot-js",8437:"component---src-pages-violin-plot-js",8486:"component---src-pages-plotly-js",8517:"component---src-pages-candlestick-js",8669:"component---src-pages-parallel-plot-js",8682:"component---src-pages-about-js",8883:"component---src-pages-404-js",8895:"component---src-pages-animation-js",9184:"component---src-pages-best-python-chart-examples-js",9188:"component---src-pages-circular-packing-js",9201:"component---src-pages-barplot-js",9351:"commons",9379:"component---src-pages-donut-plot-js",9551:"component---src-pages-connected-scatter-plot-js",9672:"component---src-pages-bubble-plot-js",9678:"component---src-pages-index-js",9890:"988f28fe2cbf1ffbab130c5aad036c38b026bf00"}[e]||e)+"-"+{98:"c11c4772e1e0d03403b6",223:"c5e1939b282dffeae09b",436:"2dbe634cd424d5c67d0a",527:"5ee9ddd27e028463b495",532:"8a8de32d2209aada08a7",539:"87053412cfbd25017b5e",789:"7460001d016cf45fcf41",939:"a4cc4e2d3558f52ab6c1",1203:"f0f82595201c6fa1173c",1223:"ced940b40b3c37ca7a66",1416:"aa3a7435c433a001c77d",1469:"a1a6b8f4214bc3f4f608",1556:"444e1fb2c013b8ecb800",2282:"14e5d55b0a5403374ced",2325:"4df1dd17e37be23b7fcc",2384:"5626ba612d781431b31e",2436:"4fa21f3ef716cb190de8",2895:"260ac74de06f7083d333",3007:"3a2a37adf21a5b645056",3233:"838144ef752c7ac82cac",3302:"6e33c9f74fa6983ce0d2",3360:"a72bf579dd5fe4893702",3396:"87f8d323e35a42f22b8b",3771:"66eedea57368497ba446",4198:"712d38651f7de35d09b1",4387:"3cf23c2eb8f7c8f93d4d",4426:"44c834a92118b0d8f2bb",4457:"5d7b07205bac92b7d246",4830:"b632770555a508964ab7",4843:"0d3e2c2ecf340bdef6e4",4844:"660324989701ebd20abc",5010:"9cf69d7b940c02d66244",5234:"dc6915cd5228aabbbec6",5281:"1d79221071f93491aed0",5508:"1ac894e7c06831e36485",5647:"1531fd33aa03c64b90f7",6039:"ab52bfacc27acc31fe79",6077:"6604b757095dbda45a9d",6238:"0cc4aeb6c4d59be26772",6244:"b26efb6c12e3823b7fee",6332:"07095eb6357cfc3f4f48",6462:"4b902c439ea981a81c85",6627:"923b7bc643b816783763",6731:"e2e567910b61512f15c6",6882:"33508b795aaee6de5f30",7219:"e76074f3c4d5916b02ff",7304:"78ba1aae91928cadfc09",7626:"d8256930a2458a2ebbcb",7993:"80af1affc97c1ab632c9",8437:"b4da486b9d0a7592b3fd",8486:"d1f5e62bd948e8d6cda9",8517:"7d882c87b2da52b5ac1f",8669:"a0ea6b3f9fe7b1244e07",8682:"ff73734f3f6abc5a4dcb",8883:"7314ebbcb920dc717dc0",8895:"1cfa050a15706598e817",9184:"dda8b15d63b9470d20f1",9188:"c1df33bb233db3bdb784",9201:"b35dd8e72dc44213f17d",9351:"256ca72a54b0eef556d9",9379:"86fba959d45a1be35257",9551:"56eeb6c2577df53268d8",9672:"93df0035270790ec682e",9678:"84e83a8af9ec31830d5f",9890:"ff214cfe565abab899a8"}[e]+".js"},f.miniCssF=function(e){return"styles.71c5210a8ca6ea22ab32.css"},f.g=function(){if("object"==typeof globalThis)return globalThis;try{return this||new Function("return this")()}catch(e){if("object"==typeof window)return window}}(),f.o=function(e,n){return Object.prototype.hasOwnProperty.call(e,n)},c={},o="the-python-graph-gallery:",f.l=function(e,n,t,a){if(c[e])c[e].push(n);else{var r,s;if(void 0!==t)for(var p=document.getElementsByTagName("script"),d=0;d 0 && deferred[i - 1][2] > priority; i--) deferred[i] = deferred[i - 1];\n\t\tdeferred[i] = [chunkIds, fn, priority];\n\t\treturn;\n\t}\n\tvar notFulfilled = Infinity;\n\tfor (var i = 0; i < deferred.length; i++) {\n\t\tvar chunkIds = deferred[i][0];\n\t\tvar fn = deferred[i][1];\n\t\tvar priority = deferred[i][2];\n\t\tvar fulfilled = true;\n\t\tfor (var j = 0; j < chunkIds.length; j++) {\n\t\t\tif ((priority & 1 === 0 || notFulfilled >= priority) && Object.keys(__webpack_require__.O).every(function(key) { return __webpack_require__.O[key](chunkIds[j]); })) {\n\t\t\t\tchunkIds.splice(j--, 1);\n\t\t\t} else {\n\t\t\t\tfulfilled = false;\n\t\t\t\tif(priority < notFulfilled) notFulfilled = priority;\n\t\t\t}\n\t\t}\n\t\tif(fulfilled) {\n\t\t\tdeferred.splice(i--, 1)\n\t\t\tvar r = fn();\n\t\t\tif (r !== undefined) result = r;\n\t\t}\n\t}\n\treturn result;\n};","var getProto = Object.getPrototypeOf ? function(obj) { return Object.getPrototypeOf(obj); } : function(obj) { return obj.__proto__; };\nvar leafPrototypes;\n// create a fake namespace object\n// mode & 1: value is a module id, require it\n// mode & 2: merge all properties of value into the ns\n// mode & 4: return value when already ns object\n// mode & 16: return value when it's Promise-like\n// mode & 8|1: behave like require\n__webpack_require__.t = function(value, mode) {\n\tif(mode & 1) value = this(value);\n\tif(mode & 8) return value;\n\tif(typeof value === 'object' && value) {\n\t\tif((mode & 4) && value.__esModule) return value;\n\t\tif((mode & 16) && typeof value.then === 'function') return value;\n\t}\n\tvar ns = Object.create(null);\n\t__webpack_require__.r(ns);\n\tvar def = {};\n\tleafPrototypes = leafPrototypes || [null, getProto({}), getProto([]), getProto(getProto)];\n\tfor(var current = mode & 2 && value; typeof current == 'object' && !~leafPrototypes.indexOf(current); current = getProto(current)) {\n\t\tObject.getOwnPropertyNames(current).forEach(function(key) { def[key] = function() { return value[key]; }; });\n\t}\n\tdef['default'] = function() { return value; };\n\t__webpack_require__.d(ns, def);\n\treturn ns;\n};","var inProgress = {};\nvar dataWebpackPrefix = \"the-python-graph-gallery:\";\n// loadScript function to load a script via script tag\n__webpack_require__.l = function(url, done, key, chunkId) {\n\tif(inProgress[url]) { inProgress[url].push(done); return; }\n\tvar script, needAttach;\n\tif(key !== undefined) {\n\t\tvar scripts = document.getElementsByTagName(\"script\");\n\t\tfor(var i = 0; i < scripts.length; i++) {\n\t\t\tvar s = scripts[i];\n\t\t\tif(s.getAttribute(\"src\") == url || s.getAttribute(\"data-webpack\") == dataWebpackPrefix + key) { script = s; break; }\n\t\t}\n\t}\n\tif(!script) {\n\t\tneedAttach = true;\n\t\tscript = document.createElement('script');\n\n\t\tscript.charset = 'utf-8';\n\t\tscript.timeout = 120;\n\t\tif (__webpack_require__.nc) {\n\t\t\tscript.setAttribute(\"nonce\", __webpack_require__.nc);\n\t\t}\n\t\tscript.setAttribute(\"data-webpack\", dataWebpackPrefix + key);\n\t\tscript.src = url;\n\t}\n\tinProgress[url] = [done];\n\tvar onScriptComplete = function(prev, event) {\n\t\t// avoid mem leaks in IE.\n\t\tscript.onerror = script.onload = null;\n\t\tclearTimeout(timeout);\n\t\tvar doneFns = inProgress[url];\n\t\tdelete inProgress[url];\n\t\tscript.parentNode && script.parentNode.removeChild(script);\n\t\tdoneFns && doneFns.forEach(function(fn) { return fn(event); });\n\t\tif(prev) return prev(event);\n\t}\n\tvar timeout = setTimeout(onScriptComplete.bind(null, undefined, { type: 'timeout', target: script }), 120000);\n\tscript.onerror = onScriptComplete.bind(null, script.onerror);\n\tscript.onload = onScriptComplete.bind(null, script.onload);\n\tneedAttach && document.head.appendChild(script);\n};","var createStylesheet = function(chunkId, fullhref, resolve, reject) {\n\tvar linkTag = document.createElement(\"link\");\n\n\tlinkTag.rel = \"stylesheet\";\n\tlinkTag.type = \"text/css\";\n\tvar onLinkComplete = function(event) {\n\t\t// avoid mem leaks.\n\t\tlinkTag.onerror = linkTag.onload = null;\n\t\tif (event.type === 'load') {\n\t\t\tresolve();\n\t\t} else {\n\t\t\tvar errorType = event && (event.type === 'load' ? 'missing' : event.type);\n\t\t\tvar realHref = event && event.target && event.target.href || fullhref;\n\t\t\tvar err = new Error(\"Loading CSS chunk \" + chunkId + \" failed.\\n(\" + realHref + \")\");\n\t\t\terr.code = \"CSS_CHUNK_LOAD_FAILED\";\n\t\t\terr.type = errorType;\n\t\t\terr.request = realHref;\n\t\t\tlinkTag.parentNode.removeChild(linkTag)\n\t\t\treject(err);\n\t\t}\n\t}\n\tlinkTag.onerror = linkTag.onload = onLinkComplete;\n\tlinkTag.href = fullhref;\n\n\tdocument.head.appendChild(linkTag);\n\treturn linkTag;\n};\nvar findStylesheet = function(href, fullhref) {\n\tvar existingLinkTags = document.getElementsByTagName(\"link\");\n\tfor(var i = 0; i < existingLinkTags.length; i++) {\n\t\tvar tag = existingLinkTags[i];\n\t\tvar dataHref = tag.getAttribute(\"data-href\") || tag.getAttribute(\"href\");\n\t\tif(tag.rel === \"stylesheet\" && (dataHref === href || dataHref === fullhref)) return tag;\n\t}\n\tvar existingStyleTags = document.getElementsByTagName(\"style\");\n\tfor(var i = 0; i < existingStyleTags.length; i++) {\n\t\tvar tag = existingStyleTags[i];\n\t\tvar dataHref = tag.getAttribute(\"data-href\");\n\t\tif(dataHref === href || dataHref === fullhref) return tag;\n\t}\n};\nvar loadStylesheet = function(chunkId) {\n\treturn new Promise(function(resolve, reject) {\n\t\tvar href = __webpack_require__.miniCssF(chunkId);\n\t\tvar fullhref = __webpack_require__.p + href;\n\t\tif(findStylesheet(href, fullhref)) return resolve();\n\t\tcreateStylesheet(chunkId, fullhref, resolve, reject);\n\t});\n}\n// object to store loaded CSS chunks\nvar installedCssChunks = {\n\t6658: 0\n};\n\n__webpack_require__.f.miniCss = function(chunkId, promises) {\n\tvar cssChunks = {\"532\":1};\n\tif(installedCssChunks[chunkId]) promises.push(installedCssChunks[chunkId]);\n\telse if(installedCssChunks[chunkId] !== 0 && cssChunks[chunkId]) {\n\t\tpromises.push(installedCssChunks[chunkId] = loadStylesheet(chunkId).then(function() {\n\t\t\tinstalledCssChunks[chunkId] = 0;\n\t\t}, function(e) {\n\t\t\tdelete installedCssChunks[chunkId];\n\t\t\tthrow e;\n\t\t}));\n\t}\n};\n\n// no hmr","// The module cache\nvar __webpack_module_cache__ = {};\n\n// The require function\nfunction __webpack_require__(moduleId) {\n\t// Check if module is in cache\n\tvar cachedModule = __webpack_module_cache__[moduleId];\n\tif (cachedModule !== undefined) {\n\t\treturn cachedModule.exports;\n\t}\n\t// Create a new module (and put it into the cache)\n\tvar module = __webpack_module_cache__[moduleId] = {\n\t\t// no module.id needed\n\t\t// no module.loaded needed\n\t\texports: {}\n\t};\n\n\t// Execute the module function\n\t__webpack_modules__[moduleId](module, module.exports, __webpack_require__);\n\n\t// Return the exports of the module\n\treturn module.exports;\n}\n\n// expose the modules object (__webpack_modules__)\n__webpack_require__.m = __webpack_modules__;\n\n","// getDefaultExport function for compatibility with non-harmony modules\n__webpack_require__.n = function(module) {\n\tvar getter = module && module.__esModule ?\n\t\tfunction() { return module['default']; } :\n\t\tfunction() { return module; };\n\t__webpack_require__.d(getter, { a: getter });\n\treturn getter;\n};","// define getter functions for harmony exports\n__webpack_require__.d = function(exports, definition) {\n\tfor(var key in definition) {\n\t\tif(__webpack_require__.o(definition, key) && !__webpack_require__.o(exports, key)) {\n\t\t\tObject.defineProperty(exports, key, { enumerable: true, get: definition[key] });\n\t\t}\n\t}\n};","__webpack_require__.f = {};\n// This file contains only the entry chunk.\n// The chunk loading function for additional chunks\n__webpack_require__.e = function(chunkId) {\n\treturn Promise.all(Object.keys(__webpack_require__.f).reduce(function(promises, key) {\n\t\t__webpack_require__.f[key](chunkId, promises);\n\t\treturn promises;\n\t}, []));\n};","// This function allow to reference async chunks\n__webpack_require__.u = function(chunkId) {\n\t// return url for filenames based on template\n\treturn \"\" + ({\"98\":\"component---src-pages-sankey-diagram-js\",\"223\":\"component---src-pages-pie-plot-js\",\"436\":\"component---src-pages-bubble-map-js\",\"527\":\"component---src-pages-correlogram-js\",\"532\":\"styles\",\"539\":\"component---src-pages-streamchart-js\",\"789\":\"component---src-pages-jupyter-notebook-slug-js\",\"939\":\"component---src-pages-map-js\",\"1203\":\"component---src-pages-python-colors-js\",\"1223\":\"component---src-pages-heatmap-js\",\"1416\":\"component---src-pages-lollipop-plot-js\",\"1469\":\"component---src-pages-pandas-js\",\"1556\":\"component---src-pages-table-js\",\"2282\":\"component---src-pages-timeseries-js\",\"2325\":\"component---src-pages-hexbin-map-js\",\"2384\":\"component---src-pages-wordcloud-js\",\"2436\":\"component---src-pages-2-d-density-plot-js\",\"2895\":\"component---src-pages-histogram-js\",\"3007\":\"component---src-pages-all-charts-js\",\"3233\":\"component---src-pages-arc-diagram-js\",\"3302\":\"component---src-pages-stacked-area-plot-js\",\"3360\":\"component---src-pages-circular-barplot-js\",\"3396\":\"component---src-pages-waffle-chart-js\",\"3771\":\"component---src-pages-boxplot-js\",\"4198\":\"component---src-pages-area-plot-js\",\"4387\":\"component---src-pages-venn-diagram-js\",\"4426\":\"component---src-pages-seaborn-js\",\"4457\":\"component---src-pages-hierarchical-edge-bundling-js\",\"4830\":\"component---src-pages-radar-chart-js\",\"4844\":\"component---src-pages-privacy-js\",\"5010\":\"component---src-pages-statistics-js\",\"5234\":\"1b7dd63dfb2423ac94cb82b45918eb1469191934\",\"5281\":\"component---src-pages-choropleth-map-js\",\"5508\":\"component---src-pages-line-chart-js\",\"5647\":\"component---src-pages-density-plot-js\",\"6039\":\"component---src-pages-cheat-sheets-js\",\"6077\":\"component---src-pages-cartogram-js\",\"6238\":\"component---src-pages-dendrogram-js\",\"6244\":\"component---src-pages-ridgeline-js\",\"6332\":\"component---src-pages-beeswarm-js\",\"6462\":\"component---src-pages-chord-diagram-js\",\"6627\":\"component---src-pages-treemap-js\",\"6882\":\"component---src-pages-connection-map-js\",\"7219\":\"component---src-pages-network-chart-js\",\"7304\":\"component---src-pages-matplotlib-js\",\"7626\":\"component---src-pages-3-d-js\",\"7993\":\"component---src-pages-scatter-plot-js\",\"8437\":\"component---src-pages-violin-plot-js\",\"8486\":\"component---src-pages-plotly-js\",\"8517\":\"component---src-pages-candlestick-js\",\"8669\":\"component---src-pages-parallel-plot-js\",\"8682\":\"component---src-pages-about-js\",\"8883\":\"component---src-pages-404-js\",\"8895\":\"component---src-pages-animation-js\",\"9184\":\"component---src-pages-best-python-chart-examples-js\",\"9188\":\"component---src-pages-circular-packing-js\",\"9201\":\"component---src-pages-barplot-js\",\"9351\":\"commons\",\"9379\":\"component---src-pages-donut-plot-js\",\"9551\":\"component---src-pages-connected-scatter-plot-js\",\"9672\":\"component---src-pages-bubble-plot-js\",\"9678\":\"component---src-pages-index-js\",\"9890\":\"988f28fe2cbf1ffbab130c5aad036c38b026bf00\"}[chunkId] || chunkId) + \"-\" + {\"98\":\"c11c4772e1e0d03403b6\",\"223\":\"c5e1939b282dffeae09b\",\"436\":\"2dbe634cd424d5c67d0a\",\"527\":\"5ee9ddd27e028463b495\",\"532\":\"8a8de32d2209aada08a7\",\"539\":\"87053412cfbd25017b5e\",\"789\":\"7460001d016cf45fcf41\",\"939\":\"a4cc4e2d3558f52ab6c1\",\"1203\":\"f0f82595201c6fa1173c\",\"1223\":\"ced940b40b3c37ca7a66\",\"1416\":\"aa3a7435c433a001c77d\",\"1469\":\"a1a6b8f4214bc3f4f608\",\"1556\":\"444e1fb2c013b8ecb800\",\"2282\":\"14e5d55b0a5403374ced\",\"2325\":\"4df1dd17e37be23b7fcc\",\"2384\":\"5626ba612d781431b31e\",\"2436\":\"4fa21f3ef716cb190de8\",\"2895\":\"260ac74de06f7083d333\",\"3007\":\"3a2a37adf21a5b645056\",\"3233\":\"838144ef752c7ac82cac\",\"3302\":\"6e33c9f74fa6983ce0d2\",\"3360\":\"a72bf579dd5fe4893702\",\"3396\":\"87f8d323e35a42f22b8b\",\"3771\":\"66eedea57368497ba446\",\"4198\":\"712d38651f7de35d09b1\",\"4387\":\"3cf23c2eb8f7c8f93d4d\",\"4426\":\"44c834a92118b0d8f2bb\",\"4457\":\"5d7b07205bac92b7d246\",\"4830\":\"b632770555a508964ab7\",\"4843\":\"0d3e2c2ecf340bdef6e4\",\"4844\":\"660324989701ebd20abc\",\"5010\":\"9cf69d7b940c02d66244\",\"5234\":\"dc6915cd5228aabbbec6\",\"5281\":\"1d79221071f93491aed0\",\"5508\":\"1ac894e7c06831e36485\",\"5647\":\"1531fd33aa03c64b90f7\",\"6039\":\"ab52bfacc27acc31fe79\",\"6077\":\"6604b757095dbda45a9d\",\"6238\":\"0cc4aeb6c4d59be26772\",\"6244\":\"b26efb6c12e3823b7fee\",\"6332\":\"07095eb6357cfc3f4f48\",\"6462\":\"4b902c439ea981a81c85\",\"6627\":\"923b7bc643b816783763\",\"6731\":\"e2e567910b61512f15c6\",\"6882\":\"33508b795aaee6de5f30\",\"7219\":\"e76074f3c4d5916b02ff\",\"7304\":\"78ba1aae91928cadfc09\",\"7626\":\"d8256930a2458a2ebbcb\",\"7993\":\"80af1affc97c1ab632c9\",\"8437\":\"b4da486b9d0a7592b3fd\",\"8486\":\"d1f5e62bd948e8d6cda9\",\"8517\":\"7d882c87b2da52b5ac1f\",\"8669\":\"a0ea6b3f9fe7b1244e07\",\"8682\":\"ff73734f3f6abc5a4dcb\",\"8883\":\"7314ebbcb920dc717dc0\",\"8895\":\"1cfa050a15706598e817\",\"9184\":\"dda8b15d63b9470d20f1\",\"9188\":\"c1df33bb233db3bdb784\",\"9201\":\"b35dd8e72dc44213f17d\",\"9351\":\"256ca72a54b0eef556d9\",\"9379\":\"86fba959d45a1be35257\",\"9551\":\"56eeb6c2577df53268d8\",\"9672\":\"93df0035270790ec682e\",\"9678\":\"84e83a8af9ec31830d5f\",\"9890\":\"ff214cfe565abab899a8\"}[chunkId] + \".js\";\n};","// This function allow to reference all chunks\n__webpack_require__.miniCssF = function(chunkId) {\n\t// return url for filenames based on template\n\treturn \"\" + \"styles\" + \".\" + \"71c5210a8ca6ea22ab32\" + \".css\";\n};","__webpack_require__.g = (function() {\n\tif (typeof globalThis === 'object') return globalThis;\n\ttry {\n\t\treturn this || new Function('return this')();\n\t} catch (e) {\n\t\tif (typeof window === 'object') return window;\n\t}\n})();","__webpack_require__.o = function(obj, prop) { return Object.prototype.hasOwnProperty.call(obj, prop); }","// define __esModule on exports\n__webpack_require__.r = function(exports) {\n\tif(typeof Symbol !== 'undefined' && Symbol.toStringTag) {\n\t\tObject.defineProperty(exports, Symbol.toStringTag, { value: 'Module' });\n\t}\n\tObject.defineProperty(exports, '__esModule', { value: true });\n};","__webpack_require__.p = \"/\";","// no baseURI\n\n// object to store loaded and loading chunks\n// undefined = chunk not loaded, null = chunk preloaded/prefetched\n// [resolve, reject, Promise] = chunk loading, 0 = chunk loaded\nvar installedChunks = {\n\t6658: 0\n};\n\n__webpack_require__.f.j = function(chunkId, promises) {\n\t\t// JSONP chunk loading for javascript\n\t\tvar installedChunkData = __webpack_require__.o(installedChunks, chunkId) ? installedChunks[chunkId] : undefined;\n\t\tif(installedChunkData !== 0) { // 0 means \"already installed\".\n\n\t\t\t// a Promise means \"currently loading\".\n\t\t\tif(installedChunkData) {\n\t\t\t\tpromises.push(installedChunkData[2]);\n\t\t\t} else {\n\t\t\t\tif(!/^(532|6658)$/.test(chunkId)) {\n\t\t\t\t\t// setup Promise in chunk cache\n\t\t\t\t\tvar promise = new Promise(function(resolve, reject) { installedChunkData = installedChunks[chunkId] = [resolve, reject]; });\n\t\t\t\t\tpromises.push(installedChunkData[2] = promise);\n\n\t\t\t\t\t// start chunk loading\n\t\t\t\t\tvar url = __webpack_require__.p + __webpack_require__.u(chunkId);\n\t\t\t\t\t// create error before stack unwound to get useful stacktrace later\n\t\t\t\t\tvar error = new Error();\n\t\t\t\t\tvar loadingEnded = function(event) {\n\t\t\t\t\t\tif(__webpack_require__.o(installedChunks, chunkId)) {\n\t\t\t\t\t\t\tinstalledChunkData = installedChunks[chunkId];\n\t\t\t\t\t\t\tif(installedChunkData !== 0) installedChunks[chunkId] = undefined;\n\t\t\t\t\t\t\tif(installedChunkData) {\n\t\t\t\t\t\t\t\tvar errorType = event && (event.type === 'load' ? 'missing' : event.type);\n\t\t\t\t\t\t\t\tvar realSrc = event && event.target && event.target.src;\n\t\t\t\t\t\t\t\terror.message = 'Loading chunk ' + chunkId + ' failed.\\n(' + errorType + ': ' + realSrc + ')';\n\t\t\t\t\t\t\t\terror.name = 'ChunkLoadError';\n\t\t\t\t\t\t\t\terror.type = errorType;\n\t\t\t\t\t\t\t\terror.request = realSrc;\n\t\t\t\t\t\t\t\tinstalledChunkData[1](error);\n\t\t\t\t\t\t\t}\n\t\t\t\t\t\t}\n\t\t\t\t\t};\n\t\t\t\t\t__webpack_require__.l(url, loadingEnded, \"chunk-\" + chunkId, chunkId);\n\t\t\t\t} else installedChunks[chunkId] = 0;\n\t\t\t}\n\t\t}\n};\n\n// no prefetching\n\n// no preloaded\n\n// no HMR\n\n// no HMR manifest\n\n__webpack_require__.O.j = function(chunkId) { return installedChunks[chunkId] === 0; };\n\n// install a JSONP callback for chunk loading\nvar webpackJsonpCallback = function(parentChunkLoadingFunction, data) {\n\tvar chunkIds = data[0];\n\tvar moreModules = data[1];\n\tvar runtime = data[2];\n\t// add \"moreModules\" to the modules object,\n\t// then flag all \"chunkIds\" as loaded and fire callback\n\tvar moduleId, chunkId, i = 0;\n\tif(chunkIds.some(function(id) { return installedChunks[id] !== 0; })) {\n\t\tfor(moduleId in moreModules) {\n\t\t\tif(__webpack_require__.o(moreModules, moduleId)) {\n\t\t\t\t__webpack_require__.m[moduleId] = moreModules[moduleId];\n\t\t\t}\n\t\t}\n\t\tif(runtime) var result = runtime(__webpack_require__);\n\t}\n\tif(parentChunkLoadingFunction) parentChunkLoadingFunction(data);\n\tfor(;i < chunkIds.length; i++) {\n\t\tchunkId = chunkIds[i];\n\t\tif(__webpack_require__.o(installedChunks, chunkId) && installedChunks[chunkId]) {\n\t\t\tinstalledChunks[chunkId][0]();\n\t\t}\n\t\tinstalledChunks[chunkId] = 0;\n\t}\n\treturn __webpack_require__.O(result);\n}\n\nvar chunkLoadingGlobal = self[\"webpackChunkthe_python_graph_gallery\"] = self[\"webpackChunkthe_python_graph_gallery\"] || [];\nchunkLoadingGlobal.forEach(webpackJsonpCallback.bind(null, 0));\nchunkLoadingGlobal.push = webpackJsonpCallback.bind(null, chunkLoadingGlobal.push.bind(chunkLoadingGlobal));"],"names":["deferred","leafPrototypes","getProto","inProgress","dataWebpackPrefix","loadStylesheet","installedCssChunks","__webpack_module_cache__","__webpack_require__","moduleId","cachedModule","undefined","exports","module","__webpack_modules__","m","O","result","chunkIds","fn","priority","notFulfilled","Infinity","i","length","fulfilled","j","Object","keys","every","key","splice","r","n","getter","__esModule","d","a","getPrototypeOf","obj","__proto__","t","value","mode","this","then","ns","create","def","current","indexOf","getOwnPropertyNames","forEach","definition","o","defineProperty","enumerable","get","f","e","chunkId","Promise","all","reduce","promises","u","miniCssF","g","globalThis","Function","window","prop","prototype","hasOwnProperty","call","l","url","done","push","script","needAttach","scripts","document","getElementsByTagName","s","getAttribute","createElement","charset","timeout","nc","setAttribute","src","onScriptComplete","prev","event","onerror","onload","clearTimeout","doneFns","parentNode","removeChild","setTimeout","bind","type","target","head","appendChild","Symbol","toStringTag","p","resolve","reject","href","fullhref","existingLinkTags","dataHref","tag","rel","existingStyleTags","findStylesheet","linkTag","errorType","realHref","err","Error","code","request","createStylesheet","miniCss","installedChunks","installedChunkData","test","promise","error","realSrc","message","name","webpackJsonpCallback","parentChunkLoadingFunction","data","moreModules","runtime","some","id","chunkLoadingGlobal","self"],"sourceRoot":""} \ No newline at end of file diff --git a/webpack.stats.json b/webpack.stats.json index 01e6a8a9c1..a21f92d172 100644 --- a/webpack.stats.json +++ b/webpack.stats.json @@ -1 +1 @@ -{"name":"build-javascript","namedChunkGroups":{"app":{"name":"app","assets":[{"name":"webpack-runtime-2392f8793798ad1d59e3.js","size":9229},{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"app-af9907d9aa3dd38b8c67.js","size":75873}],"filteredAssets":0,"assetsSize":226546,"filteredAuxiliaryAssets":3,"auxiliaryAssetsSize":640008},"component---src-pages-2-d-density-plot-js":{"name":"component---src-pages-2-d-density-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-2-d-density-plot-js-4fa21f3ef716cb190de8.js","size":13060}],"filteredAssets":0,"assetsSize":507688,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":940420},"component---src-pages-3-d-js":{"name":"component---src-pages-3-d-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-3-d-js-d8256930a2458a2ebbcb.js","size":9321}],"filteredAssets":0,"assetsSize":524923,"filteredAuxiliaryAssets":7,"auxiliaryAssetsSize":5938643},"component---src-pages-404-js":{"name":"component---src-pages-404-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-404-js-7314ebbcb920dc717dc0.js","size":1949}],"filteredAssets":0,"assetsSize":496577,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":913097},"component---src-pages-about-js":{"name":"component---src-pages-about-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-about-js-ff73734f3f6abc5a4dcb.js","size":11311}],"filteredAssets":0,"assetsSize":505939,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934584},"component---src-pages-all-charts-js":{"name":"component---src-pages-all-charts-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-all-charts-js-3a2a37adf21a5b645056.js","size":42100}],"filteredAssets":0,"assetsSize":536728,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":5956968},"component---src-pages-animation-js":{"name":"component---src-pages-animation-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-animation-js-1cfa050a15706598e817.js","size":6664}],"filteredAssets":0,"assetsSize":522266,"filteredAuxiliaryAssets":9,"auxiliaryAssetsSize":6258976},"component---src-pages-arc-diagram-js":{"name":"component---src-pages-arc-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","size":75155},{"name":"component---src-pages-arc-diagram-js-15066d33c5ee7cdfbb46.js","size":8045}],"filteredAssets":0,"assetsSize":577828,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":1337595},"component---src-pages-area-plot-js":{"name":"component---src-pages-area-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-area-plot-js-712d38651f7de35d09b1.js","size":8081}],"filteredAssets":0,"assetsSize":523683,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973528},"component---src-pages-barplot-js":{"name":"component---src-pages-barplot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-barplot-js-b35dd8e72dc44213f17d.js","size":15065}],"filteredAssets":0,"assetsSize":530667,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":985889},"component---src-pages-beeswarm-js":{"name":"component---src-pages-beeswarm-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-beeswarm-js-07095eb6357cfc3f4f48.js","size":10246}],"filteredAssets":0,"assetsSize":525848,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":976211},"component---src-pages-best-python-chart-examples-js":{"name":"component---src-pages-best-python-chart-examples-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-best-python-chart-examples-js-dda8b15d63b9470d20f1.js","size":18009}],"filteredAssets":0,"assetsSize":512637,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":944119},"component---src-pages-boxplot-js":{"name":"component---src-pages-boxplot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-boxplot-js-66eedea57368497ba446.js","size":11268}],"filteredAssets":0,"assetsSize":526870,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":979061},"component---src-pages-bubble-map-js":{"name":"component---src-pages-bubble-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-bubble-map-js-2dbe634cd424d5c67d0a.js","size":11372}],"filteredAssets":0,"assetsSize":506000,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937012},"component---src-pages-bubble-plot-js":{"name":"component---src-pages-bubble-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-bubble-plot-js-93df0035270790ec682e.js","size":10040}],"filteredAssets":0,"assetsSize":525642,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":976632},"component---src-pages-candlestick-js":{"name":"component---src-pages-candlestick-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-candlestick-js-7d882c87b2da52b5ac1f.js","size":8507}],"filteredAssets":0,"assetsSize":524109,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973404},"component---src-pages-cartogram-js":{"name":"component---src-pages-cartogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-cartogram-js-6604b757095dbda45a9d.js","size":7357}],"filteredAssets":0,"assetsSize":501985,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":930310},"component---src-pages-cheat-sheets-js":{"name":"component---src-pages-cheat-sheets-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-cheat-sheets-js-ab52bfacc27acc31fe79.js","size":9799}],"filteredAssets":0,"assetsSize":504427,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934884},"component---src-pages-chord-diagram-js":{"name":"component---src-pages-chord-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-chord-diagram-js-4b902c439ea981a81c85.js","size":11315}],"filteredAssets":0,"assetsSize":505943,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937061},"component---src-pages-choropleth-map-js":{"name":"component---src-pages-choropleth-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-choropleth-map-js-1d79221071f93491aed0.js","size":10612}],"filteredAssets":0,"assetsSize":505240,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":935388},"component---src-pages-circular-barplot-js":{"name":"component---src-pages-circular-barplot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-circular-barplot-js-a72bf579dd5fe4893702.js","size":11753}],"filteredAssets":0,"assetsSize":506381,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":938438},"component---src-pages-circular-packing-js":{"name":"component---src-pages-circular-packing-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-circular-packing-js-c1df33bb233db3bdb784.js","size":9823}],"filteredAssets":0,"assetsSize":504451,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934737},"component---src-pages-connected-scatter-plot-js":{"name":"component---src-pages-connected-scatter-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-connected-scatter-plot-js-56eeb6c2577df53268d8.js","size":10905}],"filteredAssets":0,"assetsSize":526507,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":977759},"component---src-pages-connection-map-js":{"name":"component---src-pages-connection-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-connection-map-js-33508b795aaee6de5f30.js","size":8572}],"filteredAssets":0,"assetsSize":503200,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":932647},"component---src-pages-correlogram-js":{"name":"component---src-pages-correlogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-correlogram-js-5ee9ddd27e028463b495.js","size":6939}],"filteredAssets":0,"assetsSize":522541,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":971263},"component---src-pages-dendrogram-js":{"name":"component---src-pages-dendrogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-dendrogram-js-0cc4aeb6c4d59be26772.js","size":11480}],"filteredAssets":0,"assetsSize":506108,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937540},"component---src-pages-density-plot-js":{"name":"component---src-pages-density-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-density-plot-js-1531fd33aa03c64b90f7.js","size":12121}],"filteredAssets":0,"assetsSize":527723,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":987612},"component---src-pages-donut-plot-js":{"name":"component---src-pages-donut-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-donut-plot-js-86fba959d45a1be35257.js","size":6893}],"filteredAssets":0,"assetsSize":522495,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":971435},"component---src-pages-heatmap-js":{"name":"component---src-pages-heatmap-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-heatmap-js-ced940b40b3c37ca7a66.js","size":10900}],"filteredAssets":0,"assetsSize":526502,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":977988},"component---src-pages-hexbin-map-js":{"name":"component---src-pages-hexbin-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-hexbin-map-js-4df1dd17e37be23b7fcc.js","size":9188}],"filteredAssets":0,"assetsSize":503816,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":933533},"component---src-pages-hierarchical-edge-bundling-js":{"name":"component---src-pages-hierarchical-edge-bundling-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-hierarchical-edge-bundling-js-5d7b07205bac92b7d246.js","size":9212}],"filteredAssets":0,"assetsSize":503840,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":932925},"component---src-pages-histogram-js":{"name":"component---src-pages-histogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-histogram-js-260ac74de06f7083d333.js","size":14536}],"filteredAssets":0,"assetsSize":530138,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":983970},"component---src-pages-index-js":{"name":"component---src-pages-index-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","size":75155},{"name":"component---src-pages-index-js-84e83a8af9ec31830d5f.js","size":20198}],"filteredAssets":0,"assetsSize":589981,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":1352747},"component---src-pages-jupyter-notebook-slug-js":{"name":"component---src-pages-jupyter-notebook-slug-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-jupyter-notebook-slug-js-7460001d016cf45fcf41.js","size":6132}],"filteredAssets":0,"assetsSize":500760,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":928051},"component---src-pages-line-chart-js":{"name":"component---src-pages-line-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-line-chart-js-1ac894e7c06831e36485.js","size":14471}],"filteredAssets":0,"assetsSize":530073,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":984255},"component---src-pages-lollipop-plot-js":{"name":"component---src-pages-lollipop-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-lollipop-plot-js-aa3a7435c433a001c77d.js","size":7956}],"filteredAssets":0,"assetsSize":523558,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973116},"component---src-pages-map-js":{"name":"component---src-pages-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-map-js-a4cc4e2d3558f52ab6c1.js","size":13048}],"filteredAssets":0,"assetsSize":507676,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":939953},"component---src-pages-matplotlib-js":{"name":"component---src-pages-matplotlib-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-matplotlib-js-f680729c80967003413f.js","size":21333}],"filteredAssets":0,"assetsSize":536935,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":997067},"component---src-pages-network-chart-js":{"name":"component---src-pages-network-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-network-chart-js-e76074f3c4d5916b02ff.js","size":10892}],"filteredAssets":0,"assetsSize":505520,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":936356},"component---src-pages-pandas-js":{"name":"component---src-pages-pandas-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-pandas-js-a1a6b8f4214bc3f4f608.js","size":8648}],"filteredAssets":0,"assetsSize":524250,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973387},"component---src-pages-parallel-plot-js":{"name":"component---src-pages-parallel-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-parallel-plot-js-a0ea6b3f9fe7b1244e07.js","size":8376}],"filteredAssets":0,"assetsSize":523978,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973659},"component---src-pages-pie-plot-js":{"name":"component---src-pages-pie-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-pie-plot-js-c5e1939b282dffeae09b.js","size":6623}],"filteredAssets":0,"assetsSize":522225,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":970783},"component---src-pages-plotly-js":{"name":"component---src-pages-plotly-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-plotly-js-d1f5e62bd948e8d6cda9.js","size":14946}],"filteredAssets":0,"assetsSize":530548,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":983843},"component---src-pages-privacy-js":{"name":"component---src-pages-privacy-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-privacy-js-660324989701ebd20abc.js","size":12626}],"filteredAssets":0,"assetsSize":507254,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934928},"component---src-pages-python-colors-js":{"name":"component---src-pages-python-colors-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-python-colors-js-f0f82595201c6fa1173c.js","size":3894}],"filteredAssets":0,"assetsSize":519496,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":965892},"component---src-pages-radar-chart-js":{"name":"component---src-pages-radar-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-radar-chart-js-b632770555a508964ab7.js","size":11115}],"filteredAssets":0,"assetsSize":505743,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937331},"component---src-pages-ridgeline-js":{"name":"component---src-pages-ridgeline-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-ridgeline-js-b26efb6c12e3823b7fee.js","size":8702}],"filteredAssets":0,"assetsSize":503330,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":932994},"component---src-pages-sankey-diagram-js":{"name":"component---src-pages-sankey-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-sankey-diagram-js-c11c4772e1e0d03403b6.js","size":10662}],"filteredAssets":0,"assetsSize":505290,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":936153},"component---src-pages-scatter-plot-js":{"name":"component---src-pages-scatter-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-scatter-plot-js-6e2579fdddfd0c2814f5.js","size":19417}],"filteredAssets":0,"assetsSize":535019,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":992530},"component---src-pages-seaborn-js":{"name":"component---src-pages-seaborn-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-seaborn-js-44c834a92118b0d8f2bb.js","size":12595}],"filteredAssets":0,"assetsSize":528197,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":980694},"component---src-pages-stacked-area-plot-js":{"name":"component---src-pages-stacked-area-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-stacked-area-plot-js-6e33c9f74fa6983ce0d2.js","size":11439}],"filteredAssets":0,"assetsSize":527041,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":979128},"component---src-pages-statistics-js":{"name":"component---src-pages-statistics-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-statistics-js-9cf69d7b940c02d66244.js","size":11588}],"filteredAssets":0,"assetsSize":527190,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":985495},"component---src-pages-streamchart-js":{"name":"component---src-pages-streamchart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-streamchart-js-87053412cfbd25017b5e.js","size":10344}],"filteredAssets":0,"assetsSize":504972,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":935728},"component---src-pages-table-js":{"name":"component---src-pages-table-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-table-js-444e1fb2c013b8ecb800.js","size":13831}],"filteredAssets":0,"assetsSize":508459,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":941517},"component---src-pages-timeseries-js":{"name":"component---src-pages-timeseries-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-timeseries-js-14e5d55b0a5403374ced.js","size":10797}],"filteredAssets":0,"assetsSize":526399,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":977422},"component---src-pages-treemap-js":{"name":"component---src-pages-treemap-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-treemap-js-923b7bc643b816783763.js","size":6149}],"filteredAssets":0,"assetsSize":521751,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":969752},"component---src-pages-venn-diagram-js":{"name":"component---src-pages-venn-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-venn-diagram-js-3cf23c2eb8f7c8f93d4d.js","size":7361}],"filteredAssets":0,"assetsSize":522963,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":971923},"component---src-pages-violin-plot-js":{"name":"component---src-pages-violin-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-violin-plot-js-b4da486b9d0a7592b3fd.js","size":12347}],"filteredAssets":0,"assetsSize":527949,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":987894},"component---src-pages-waffle-chart-js":{"name":"component---src-pages-waffle-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-waffle-chart-js-87f8d323e35a42f22b8b.js","size":6559}],"filteredAssets":0,"assetsSize":522161,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":970548},"component---src-pages-wordcloud-js":{"name":"component---src-pages-wordcloud-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-wordcloud-js-5626ba612d781431b31e.js","size":7154}],"filteredAssets":0,"assetsSize":522756,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":972083}},"assetsByChunkName":{"app":["webpack-runtime-2392f8793798ad1d59e3.js","framework-8430daf3b61d9b8b7057.js","app-af9907d9aa3dd38b8c67.js"],"component---src-pages-2-d-density-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-2-d-density-plot-js-4fa21f3ef716cb190de8.js"],"component---src-pages-3-d-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-3-d-js-d8256930a2458a2ebbcb.js"],"component---src-pages-404-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-404-js-7314ebbcb920dc717dc0.js"],"component---src-pages-about-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-about-js-ff73734f3f6abc5a4dcb.js"],"component---src-pages-all-charts-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-all-charts-js-3a2a37adf21a5b645056.js"],"component---src-pages-animation-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-animation-js-1cfa050a15706598e817.js"],"component---src-pages-arc-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","component---src-pages-arc-diagram-js-15066d33c5ee7cdfbb46.js"],"component---src-pages-area-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-area-plot-js-712d38651f7de35d09b1.js"],"component---src-pages-barplot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-barplot-js-b35dd8e72dc44213f17d.js"],"component---src-pages-beeswarm-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-beeswarm-js-07095eb6357cfc3f4f48.js"],"component---src-pages-best-python-chart-examples-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-best-python-chart-examples-js-dda8b15d63b9470d20f1.js"],"component---src-pages-boxplot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-boxplot-js-66eedea57368497ba446.js"],"component---src-pages-bubble-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-bubble-map-js-2dbe634cd424d5c67d0a.js"],"component---src-pages-bubble-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-bubble-plot-js-93df0035270790ec682e.js"],"component---src-pages-candlestick-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-candlestick-js-7d882c87b2da52b5ac1f.js"],"component---src-pages-cartogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-cartogram-js-6604b757095dbda45a9d.js"],"component---src-pages-cheat-sheets-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-cheat-sheets-js-ab52bfacc27acc31fe79.js"],"component---src-pages-chord-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-chord-diagram-js-4b902c439ea981a81c85.js"],"component---src-pages-choropleth-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-choropleth-map-js-1d79221071f93491aed0.js"],"component---src-pages-circular-barplot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-circular-barplot-js-a72bf579dd5fe4893702.js"],"component---src-pages-circular-packing-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-circular-packing-js-c1df33bb233db3bdb784.js"],"component---src-pages-connected-scatter-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-connected-scatter-plot-js-56eeb6c2577df53268d8.js"],"component---src-pages-connection-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-connection-map-js-33508b795aaee6de5f30.js"],"component---src-pages-correlogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-correlogram-js-5ee9ddd27e028463b495.js"],"component---src-pages-dendrogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-dendrogram-js-0cc4aeb6c4d59be26772.js"],"component---src-pages-density-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-density-plot-js-1531fd33aa03c64b90f7.js"],"component---src-pages-donut-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-donut-plot-js-86fba959d45a1be35257.js"],"component---src-pages-heatmap-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-heatmap-js-ced940b40b3c37ca7a66.js"],"component---src-pages-hexbin-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-hexbin-map-js-4df1dd17e37be23b7fcc.js"],"component---src-pages-hierarchical-edge-bundling-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-hierarchical-edge-bundling-js-5d7b07205bac92b7d246.js"],"component---src-pages-histogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-histogram-js-260ac74de06f7083d333.js"],"component---src-pages-index-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","component---src-pages-index-js-84e83a8af9ec31830d5f.js"],"component---src-pages-jupyter-notebook-slug-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-jupyter-notebook-slug-js-7460001d016cf45fcf41.js"],"component---src-pages-line-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-line-chart-js-1ac894e7c06831e36485.js"],"component---src-pages-lollipop-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-lollipop-plot-js-aa3a7435c433a001c77d.js"],"component---src-pages-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-map-js-a4cc4e2d3558f52ab6c1.js"],"component---src-pages-matplotlib-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-matplotlib-js-f680729c80967003413f.js"],"component---src-pages-network-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-network-chart-js-e76074f3c4d5916b02ff.js"],"component---src-pages-pandas-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-pandas-js-a1a6b8f4214bc3f4f608.js"],"component---src-pages-parallel-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-parallel-plot-js-a0ea6b3f9fe7b1244e07.js"],"component---src-pages-pie-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-pie-plot-js-c5e1939b282dffeae09b.js"],"component---src-pages-plotly-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-plotly-js-d1f5e62bd948e8d6cda9.js"],"component---src-pages-privacy-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-privacy-js-660324989701ebd20abc.js"],"component---src-pages-python-colors-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-python-colors-js-f0f82595201c6fa1173c.js"],"component---src-pages-radar-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-radar-chart-js-b632770555a508964ab7.js"],"component---src-pages-ridgeline-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-ridgeline-js-b26efb6c12e3823b7fee.js"],"component---src-pages-sankey-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-sankey-diagram-js-c11c4772e1e0d03403b6.js"],"component---src-pages-scatter-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-scatter-plot-js-6e2579fdddfd0c2814f5.js"],"component---src-pages-seaborn-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-seaborn-js-44c834a92118b0d8f2bb.js"],"component---src-pages-stacked-area-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-stacked-area-plot-js-6e33c9f74fa6983ce0d2.js"],"component---src-pages-statistics-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-statistics-js-9cf69d7b940c02d66244.js"],"component---src-pages-streamchart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-streamchart-js-87053412cfbd25017b5e.js"],"component---src-pages-table-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-table-js-444e1fb2c013b8ecb800.js"],"component---src-pages-timeseries-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-timeseries-js-14e5d55b0a5403374ced.js"],"component---src-pages-treemap-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-treemap-js-923b7bc643b816783763.js"],"component---src-pages-venn-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-venn-diagram-js-3cf23c2eb8f7c8f93d4d.js"],"component---src-pages-violin-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-violin-plot-js-b4da486b9d0a7592b3fd.js"],"component---src-pages-waffle-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-waffle-chart-js-87f8d323e35a42f22b8b.js"],"component---src-pages-wordcloud-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-wordcloud-js-5626ba612d781431b31e.js"]},"childAssetsByChunkName":{}} \ No newline at end of file +{"name":"build-javascript","namedChunkGroups":{"app":{"name":"app","assets":[{"name":"webpack-runtime-f07c022b11d5dcde9ba7.js","size":9229},{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"app-af9907d9aa3dd38b8c67.js","size":75873}],"filteredAssets":0,"assetsSize":226546,"filteredAuxiliaryAssets":3,"auxiliaryAssetsSize":640008},"component---src-pages-2-d-density-plot-js":{"name":"component---src-pages-2-d-density-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-2-d-density-plot-js-4fa21f3ef716cb190de8.js","size":13060}],"filteredAssets":0,"assetsSize":507688,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":940420},"component---src-pages-3-d-js":{"name":"component---src-pages-3-d-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-3-d-js-d8256930a2458a2ebbcb.js","size":9321}],"filteredAssets":0,"assetsSize":524923,"filteredAuxiliaryAssets":7,"auxiliaryAssetsSize":5938643},"component---src-pages-404-js":{"name":"component---src-pages-404-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-404-js-7314ebbcb920dc717dc0.js","size":1949}],"filteredAssets":0,"assetsSize":496577,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":913097},"component---src-pages-about-js":{"name":"component---src-pages-about-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-about-js-ff73734f3f6abc5a4dcb.js","size":11311}],"filteredAssets":0,"assetsSize":505939,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934584},"component---src-pages-all-charts-js":{"name":"component---src-pages-all-charts-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-all-charts-js-3a2a37adf21a5b645056.js","size":42100}],"filteredAssets":0,"assetsSize":536728,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":5956968},"component---src-pages-animation-js":{"name":"component---src-pages-animation-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-animation-js-1cfa050a15706598e817.js","size":6664}],"filteredAssets":0,"assetsSize":522266,"filteredAuxiliaryAssets":9,"auxiliaryAssetsSize":6258976},"component---src-pages-arc-diagram-js":{"name":"component---src-pages-arc-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","size":75155},{"name":"component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js","size":7984}],"filteredAssets":0,"assetsSize":577767,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":1337513},"component---src-pages-area-plot-js":{"name":"component---src-pages-area-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-area-plot-js-712d38651f7de35d09b1.js","size":8081}],"filteredAssets":0,"assetsSize":523683,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973528},"component---src-pages-barplot-js":{"name":"component---src-pages-barplot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-barplot-js-b35dd8e72dc44213f17d.js","size":15065}],"filteredAssets":0,"assetsSize":530667,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":985889},"component---src-pages-beeswarm-js":{"name":"component---src-pages-beeswarm-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-beeswarm-js-07095eb6357cfc3f4f48.js","size":10246}],"filteredAssets":0,"assetsSize":525848,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":976211},"component---src-pages-best-python-chart-examples-js":{"name":"component---src-pages-best-python-chart-examples-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-best-python-chart-examples-js-dda8b15d63b9470d20f1.js","size":18009}],"filteredAssets":0,"assetsSize":512637,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":944119},"component---src-pages-boxplot-js":{"name":"component---src-pages-boxplot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-boxplot-js-66eedea57368497ba446.js","size":11268}],"filteredAssets":0,"assetsSize":526870,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":979061},"component---src-pages-bubble-map-js":{"name":"component---src-pages-bubble-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-bubble-map-js-2dbe634cd424d5c67d0a.js","size":11372}],"filteredAssets":0,"assetsSize":506000,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937012},"component---src-pages-bubble-plot-js":{"name":"component---src-pages-bubble-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-bubble-plot-js-93df0035270790ec682e.js","size":10040}],"filteredAssets":0,"assetsSize":525642,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":976632},"component---src-pages-candlestick-js":{"name":"component---src-pages-candlestick-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-candlestick-js-7d882c87b2da52b5ac1f.js","size":8507}],"filteredAssets":0,"assetsSize":524109,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973404},"component---src-pages-cartogram-js":{"name":"component---src-pages-cartogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-cartogram-js-6604b757095dbda45a9d.js","size":7357}],"filteredAssets":0,"assetsSize":501985,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":930310},"component---src-pages-cheat-sheets-js":{"name":"component---src-pages-cheat-sheets-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-cheat-sheets-js-ab52bfacc27acc31fe79.js","size":9799}],"filteredAssets":0,"assetsSize":504427,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934884},"component---src-pages-chord-diagram-js":{"name":"component---src-pages-chord-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-chord-diagram-js-4b902c439ea981a81c85.js","size":11315}],"filteredAssets":0,"assetsSize":505943,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937061},"component---src-pages-choropleth-map-js":{"name":"component---src-pages-choropleth-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-choropleth-map-js-1d79221071f93491aed0.js","size":10612}],"filteredAssets":0,"assetsSize":505240,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":935388},"component---src-pages-circular-barplot-js":{"name":"component---src-pages-circular-barplot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-circular-barplot-js-a72bf579dd5fe4893702.js","size":11753}],"filteredAssets":0,"assetsSize":506381,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":938438},"component---src-pages-circular-packing-js":{"name":"component---src-pages-circular-packing-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-circular-packing-js-c1df33bb233db3bdb784.js","size":9823}],"filteredAssets":0,"assetsSize":504451,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934737},"component---src-pages-connected-scatter-plot-js":{"name":"component---src-pages-connected-scatter-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-connected-scatter-plot-js-56eeb6c2577df53268d8.js","size":10905}],"filteredAssets":0,"assetsSize":526507,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":977759},"component---src-pages-connection-map-js":{"name":"component---src-pages-connection-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-connection-map-js-33508b795aaee6de5f30.js","size":8572}],"filteredAssets":0,"assetsSize":503200,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":932647},"component---src-pages-correlogram-js":{"name":"component---src-pages-correlogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-correlogram-js-5ee9ddd27e028463b495.js","size":6939}],"filteredAssets":0,"assetsSize":522541,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":971263},"component---src-pages-dendrogram-js":{"name":"component---src-pages-dendrogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-dendrogram-js-0cc4aeb6c4d59be26772.js","size":11480}],"filteredAssets":0,"assetsSize":506108,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937540},"component---src-pages-density-plot-js":{"name":"component---src-pages-density-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-density-plot-js-1531fd33aa03c64b90f7.js","size":12121}],"filteredAssets":0,"assetsSize":527723,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":987612},"component---src-pages-donut-plot-js":{"name":"component---src-pages-donut-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-donut-plot-js-86fba959d45a1be35257.js","size":6893}],"filteredAssets":0,"assetsSize":522495,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":971435},"component---src-pages-heatmap-js":{"name":"component---src-pages-heatmap-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-heatmap-js-ced940b40b3c37ca7a66.js","size":10900}],"filteredAssets":0,"assetsSize":526502,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":977988},"component---src-pages-hexbin-map-js":{"name":"component---src-pages-hexbin-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-hexbin-map-js-4df1dd17e37be23b7fcc.js","size":9188}],"filteredAssets":0,"assetsSize":503816,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":933533},"component---src-pages-hierarchical-edge-bundling-js":{"name":"component---src-pages-hierarchical-edge-bundling-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-hierarchical-edge-bundling-js-5d7b07205bac92b7d246.js","size":9212}],"filteredAssets":0,"assetsSize":503840,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":932925},"component---src-pages-histogram-js":{"name":"component---src-pages-histogram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-histogram-js-260ac74de06f7083d333.js","size":14536}],"filteredAssets":0,"assetsSize":530138,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":983970},"component---src-pages-index-js":{"name":"component---src-pages-index-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","size":75155},{"name":"component---src-pages-index-js-84e83a8af9ec31830d5f.js","size":20198}],"filteredAssets":0,"assetsSize":589981,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":1352747},"component---src-pages-jupyter-notebook-slug-js":{"name":"component---src-pages-jupyter-notebook-slug-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-jupyter-notebook-slug-js-7460001d016cf45fcf41.js","size":6132}],"filteredAssets":0,"assetsSize":500760,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":928051},"component---src-pages-line-chart-js":{"name":"component---src-pages-line-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-line-chart-js-1ac894e7c06831e36485.js","size":14471}],"filteredAssets":0,"assetsSize":530073,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":984255},"component---src-pages-lollipop-plot-js":{"name":"component---src-pages-lollipop-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-lollipop-plot-js-aa3a7435c433a001c77d.js","size":7956}],"filteredAssets":0,"assetsSize":523558,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973116},"component---src-pages-map-js":{"name":"component---src-pages-map-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-map-js-a4cc4e2d3558f52ab6c1.js","size":13048}],"filteredAssets":0,"assetsSize":507676,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":939953},"component---src-pages-matplotlib-js":{"name":"component---src-pages-matplotlib-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js","size":21511}],"filteredAssets":0,"assetsSize":537113,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":997382},"component---src-pages-network-chart-js":{"name":"component---src-pages-network-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-network-chart-js-e76074f3c4d5916b02ff.js","size":10892}],"filteredAssets":0,"assetsSize":505520,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":936356},"component---src-pages-pandas-js":{"name":"component---src-pages-pandas-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-pandas-js-a1a6b8f4214bc3f4f608.js","size":8648}],"filteredAssets":0,"assetsSize":524250,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973387},"component---src-pages-parallel-plot-js":{"name":"component---src-pages-parallel-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-parallel-plot-js-a0ea6b3f9fe7b1244e07.js","size":8376}],"filteredAssets":0,"assetsSize":523978,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":973659},"component---src-pages-pie-plot-js":{"name":"component---src-pages-pie-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-pie-plot-js-c5e1939b282dffeae09b.js","size":6623}],"filteredAssets":0,"assetsSize":522225,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":970783},"component---src-pages-plotly-js":{"name":"component---src-pages-plotly-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-plotly-js-d1f5e62bd948e8d6cda9.js","size":14946}],"filteredAssets":0,"assetsSize":530548,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":983843},"component---src-pages-privacy-js":{"name":"component---src-pages-privacy-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-privacy-js-660324989701ebd20abc.js","size":12626}],"filteredAssets":0,"assetsSize":507254,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":934928},"component---src-pages-python-colors-js":{"name":"component---src-pages-python-colors-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-python-colors-js-f0f82595201c6fa1173c.js","size":3894}],"filteredAssets":0,"assetsSize":519496,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":965892},"component---src-pages-radar-chart-js":{"name":"component---src-pages-radar-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-radar-chart-js-b632770555a508964ab7.js","size":11115}],"filteredAssets":0,"assetsSize":505743,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":937331},"component---src-pages-ridgeline-js":{"name":"component---src-pages-ridgeline-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-ridgeline-js-b26efb6c12e3823b7fee.js","size":8702}],"filteredAssets":0,"assetsSize":503330,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":932994},"component---src-pages-sankey-diagram-js":{"name":"component---src-pages-sankey-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-sankey-diagram-js-c11c4772e1e0d03403b6.js","size":10662}],"filteredAssets":0,"assetsSize":505290,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":936153},"component---src-pages-scatter-plot-js":{"name":"component---src-pages-scatter-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js","size":19596}],"filteredAssets":0,"assetsSize":535198,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":992846},"component---src-pages-seaborn-js":{"name":"component---src-pages-seaborn-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-seaborn-js-44c834a92118b0d8f2bb.js","size":12595}],"filteredAssets":0,"assetsSize":528197,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":980694},"component---src-pages-stacked-area-plot-js":{"name":"component---src-pages-stacked-area-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-stacked-area-plot-js-6e33c9f74fa6983ce0d2.js","size":11439}],"filteredAssets":0,"assetsSize":527041,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":979128},"component---src-pages-statistics-js":{"name":"component---src-pages-statistics-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-statistics-js-9cf69d7b940c02d66244.js","size":11588}],"filteredAssets":0,"assetsSize":527190,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":985495},"component---src-pages-streamchart-js":{"name":"component---src-pages-streamchart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-streamchart-js-87053412cfbd25017b5e.js","size":10344}],"filteredAssets":0,"assetsSize":504972,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":935728},"component---src-pages-table-js":{"name":"component---src-pages-table-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"component---src-pages-table-js-444e1fb2c013b8ecb800.js","size":13831}],"filteredAssets":0,"assetsSize":508459,"filteredAuxiliaryAssets":5,"auxiliaryAssetsSize":941517},"component---src-pages-timeseries-js":{"name":"component---src-pages-timeseries-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-timeseries-js-14e5d55b0a5403374ced.js","size":10797}],"filteredAssets":0,"assetsSize":526399,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":977422},"component---src-pages-treemap-js":{"name":"component---src-pages-treemap-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-treemap-js-923b7bc643b816783763.js","size":6149}],"filteredAssets":0,"assetsSize":521751,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":969752},"component---src-pages-venn-diagram-js":{"name":"component---src-pages-venn-diagram-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-venn-diagram-js-3cf23c2eb8f7c8f93d4d.js","size":7361}],"filteredAssets":0,"assetsSize":522963,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":971923},"component---src-pages-violin-plot-js":{"name":"component---src-pages-violin-plot-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-violin-plot-js-b4da486b9d0a7592b3fd.js","size":12347}],"filteredAssets":0,"assetsSize":527949,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":987894},"component---src-pages-waffle-chart-js":{"name":"component---src-pages-waffle-chart-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-waffle-chart-js-87f8d323e35a42f22b8b.js","size":6559}],"filteredAssets":0,"assetsSize":522161,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":970548},"component---src-pages-wordcloud-js":{"name":"component---src-pages-wordcloud-js","assets":[{"name":"framework-8430daf3b61d9b8b7057.js","size":141444},{"name":"styles.71c5210a8ca6ea22ab32.css","size":235222},{"name":"commons-256ca72a54b0eef556d9.js","size":117962},{"name":"988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","size":20974},{"name":"component---src-pages-wordcloud-js-5626ba612d781431b31e.js","size":7154}],"filteredAssets":0,"assetsSize":522756,"filteredAuxiliaryAssets":6,"auxiliaryAssetsSize":972083}},"assetsByChunkName":{"app":["webpack-runtime-f07c022b11d5dcde9ba7.js","framework-8430daf3b61d9b8b7057.js","app-af9907d9aa3dd38b8c67.js"],"component---src-pages-2-d-density-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-2-d-density-plot-js-4fa21f3ef716cb190de8.js"],"component---src-pages-3-d-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-3-d-js-d8256930a2458a2ebbcb.js"],"component---src-pages-404-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-404-js-7314ebbcb920dc717dc0.js"],"component---src-pages-about-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-about-js-ff73734f3f6abc5a4dcb.js"],"component---src-pages-all-charts-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-all-charts-js-3a2a37adf21a5b645056.js"],"component---src-pages-animation-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-animation-js-1cfa050a15706598e817.js"],"component---src-pages-arc-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","component---src-pages-arc-diagram-js-838144ef752c7ac82cac.js"],"component---src-pages-area-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-area-plot-js-712d38651f7de35d09b1.js"],"component---src-pages-barplot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-barplot-js-b35dd8e72dc44213f17d.js"],"component---src-pages-beeswarm-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-beeswarm-js-07095eb6357cfc3f4f48.js"],"component---src-pages-best-python-chart-examples-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-best-python-chart-examples-js-dda8b15d63b9470d20f1.js"],"component---src-pages-boxplot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-boxplot-js-66eedea57368497ba446.js"],"component---src-pages-bubble-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-bubble-map-js-2dbe634cd424d5c67d0a.js"],"component---src-pages-bubble-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-bubble-plot-js-93df0035270790ec682e.js"],"component---src-pages-candlestick-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-candlestick-js-7d882c87b2da52b5ac1f.js"],"component---src-pages-cartogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-cartogram-js-6604b757095dbda45a9d.js"],"component---src-pages-cheat-sheets-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-cheat-sheets-js-ab52bfacc27acc31fe79.js"],"component---src-pages-chord-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-chord-diagram-js-4b902c439ea981a81c85.js"],"component---src-pages-choropleth-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-choropleth-map-js-1d79221071f93491aed0.js"],"component---src-pages-circular-barplot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-circular-barplot-js-a72bf579dd5fe4893702.js"],"component---src-pages-circular-packing-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-circular-packing-js-c1df33bb233db3bdb784.js"],"component---src-pages-connected-scatter-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-connected-scatter-plot-js-56eeb6c2577df53268d8.js"],"component---src-pages-connection-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-connection-map-js-33508b795aaee6de5f30.js"],"component---src-pages-correlogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-correlogram-js-5ee9ddd27e028463b495.js"],"component---src-pages-dendrogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-dendrogram-js-0cc4aeb6c4d59be26772.js"],"component---src-pages-density-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-density-plot-js-1531fd33aa03c64b90f7.js"],"component---src-pages-donut-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-donut-plot-js-86fba959d45a1be35257.js"],"component---src-pages-heatmap-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-heatmap-js-ced940b40b3c37ca7a66.js"],"component---src-pages-hexbin-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-hexbin-map-js-4df1dd17e37be23b7fcc.js"],"component---src-pages-hierarchical-edge-bundling-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-hierarchical-edge-bundling-js-5d7b07205bac92b7d246.js"],"component---src-pages-histogram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-histogram-js-260ac74de06f7083d333.js"],"component---src-pages-index-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","1b7dd63dfb2423ac94cb82b45918eb1469191934-dc6915cd5228aabbbec6.js","component---src-pages-index-js-84e83a8af9ec31830d5f.js"],"component---src-pages-jupyter-notebook-slug-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-jupyter-notebook-slug-js-7460001d016cf45fcf41.js"],"component---src-pages-line-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-line-chart-js-1ac894e7c06831e36485.js"],"component---src-pages-lollipop-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-lollipop-plot-js-aa3a7435c433a001c77d.js"],"component---src-pages-map-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-map-js-a4cc4e2d3558f52ab6c1.js"],"component---src-pages-matplotlib-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-matplotlib-js-78ba1aae91928cadfc09.js"],"component---src-pages-network-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-network-chart-js-e76074f3c4d5916b02ff.js"],"component---src-pages-pandas-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-pandas-js-a1a6b8f4214bc3f4f608.js"],"component---src-pages-parallel-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-parallel-plot-js-a0ea6b3f9fe7b1244e07.js"],"component---src-pages-pie-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-pie-plot-js-c5e1939b282dffeae09b.js"],"component---src-pages-plotly-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-plotly-js-d1f5e62bd948e8d6cda9.js"],"component---src-pages-privacy-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-privacy-js-660324989701ebd20abc.js"],"component---src-pages-python-colors-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-python-colors-js-f0f82595201c6fa1173c.js"],"component---src-pages-radar-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-radar-chart-js-b632770555a508964ab7.js"],"component---src-pages-ridgeline-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-ridgeline-js-b26efb6c12e3823b7fee.js"],"component---src-pages-sankey-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-sankey-diagram-js-c11c4772e1e0d03403b6.js"],"component---src-pages-scatter-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-scatter-plot-js-80af1affc97c1ab632c9.js"],"component---src-pages-seaborn-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-seaborn-js-44c834a92118b0d8f2bb.js"],"component---src-pages-stacked-area-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-stacked-area-plot-js-6e33c9f74fa6983ce0d2.js"],"component---src-pages-statistics-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-statistics-js-9cf69d7b940c02d66244.js"],"component---src-pages-streamchart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-streamchart-js-87053412cfbd25017b5e.js"],"component---src-pages-table-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","component---src-pages-table-js-444e1fb2c013b8ecb800.js"],"component---src-pages-timeseries-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-timeseries-js-14e5d55b0a5403374ced.js"],"component---src-pages-treemap-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-treemap-js-923b7bc643b816783763.js"],"component---src-pages-venn-diagram-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-venn-diagram-js-3cf23c2eb8f7c8f93d4d.js"],"component---src-pages-violin-plot-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-violin-plot-js-b4da486b9d0a7592b3fd.js"],"component---src-pages-waffle-chart-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-waffle-chart-js-87f8d323e35a42f22b8b.js"],"component---src-pages-wordcloud-js":["framework-8430daf3b61d9b8b7057.js","styles.71c5210a8ca6ea22ab32.css","commons-256ca72a54b0eef556d9.js","988f28fe2cbf1ffbab130c5aad036c38b026bf00-ff214cfe565abab899a8.js","component---src-pages-wordcloud-js-5626ba612d781431b31e.js"]},"childAssetsByChunkName":{}} \ No newline at end of file diff --git a/wordcloud/index.html b/wordcloud/index.html index 59ecf151f4..0c41a4cb1b 100644 --- a/wordcloud/index.html +++ b/wordcloud/index.html @@ -31,6 +31,6 @@ - \ No newline at end of file + \ No newline at end of file