The median area (km²) for international KBAs is about twice as high as the median for international PAs.

There are no outliers among international KBAs.

The area (km²) for national KBAs has the smallest interquartile range.

The “0” tick on the y axis indicates that a non-traditional log-scaling was applied to the area (km²) values.

The median area (km²) for international KBAs is about twice as high as the median for international PAs.

There are no outliers among international KBAs.

The area (km²) for national KBAs has the smallest interquartile range.

The “0” tick on the y axis indicates that a non-traditional log-scaling was applied to the area (km²) values.

They are symmetric along the diagonal.

They scale well to many attributes.

They do not suffer from overplotting.

The individual scatterplots can suffer from overplotting.

They show the same data using different representations.

They show different data subsets with different representations.

They can address the problem of change blindness when applied to time-series data.

They can be effective for comparing data from multiple time steps.

Heatmap

Treemap

Pie chart

Violin plot

Scatterplot

Streamgraph

Box plot

Stacked bars

Sunburst diagram

details of an image cannot be seen by colorblind people.

details of an image cannot be remembered across separate scenes.

details of an image are hidden due to overplotting.

a person does not pay attention to hidden stimuli.

Drill-down story

Scrollytelling interface

Whisky glass structure

Martini glass structure

The median area (km²) for international KBAs is about twice as high as the median for international PAs.

There are no outliers among international KBAs.

The area (km²) for national KBAs has the smallest interquartile range.

The “0” tick on the y axis indicates that a non-traditional log-scaling was applied to the area (km²) values.

Patterns in the data may look very different if you change the axis order or the axis scales.

Drawing items as curves instead of straight lines helps prevent visual clutter.

Detecting correlations is effectively limited only to adjacent axes.

Visualizing individual items can lead to overlapping lines that make it hard to track individual items.

A graph with a cycle can be a tree.

A hypergraph contains hyperedges.

A street network can be represented by a directed graph.

A hypergraph is a tree with cycles.