Thoughts & Prayers

Mass shootings in the US

Data: Mother Jones

According to Mother Jones' data, there were 150 mass shootings with a total of 1153 fatalities between 1982 and 2024.

Under one of the most conservative definitions of “mass shootings,” in which a gunman slaughters four or more strangers in a public place, the number of these crimes has indeed been climbing in the last few years — and they have higher death tolls, as well.

Mass shootings account for just a fraction of the daily toll of firearm deaths in the U.S., where about 124 people die every day in other acts of gun violence.

Here is a description of the criteria Mother Jones uses to define a mass shooting:

There is no national, legal definition of a “mass shooting.” Several organizations track mass shootings, but use different yardsticks: Some count only incidents in which three or more people are killed; others measure incidents with at least four people killed or injured.

Mass shootings are increasing

Data: Mother Jones

If it feels like mass shootings have become more frequent, that intuition is correct, according to a narrow definition of mass shootings used by the Congressional Research Service and data about such incidents collected by The Violence Project and Mother Jones.

Killer obtained their weapons legally?

Data: Mother Jones

In the aftermath of a mass shooting, a recurring question arises: How did the shooter get their gun?

In the majority of cases, the perpetrator legally bought the firearms in question. Of the 114 mass shootings committed in the U.S. since 1982, 85 (or 74%) involved firearms obtained by legal means.

Where did the rest of the guns come from?

Seventeen of the guns used in mass shootings in the last 36 years — roughly 15% — were obtained in other ways:

Ages of Mass Shooters

Data: Mother Jones

Mass shooters skew young. Grouping mass shootings by the age of the perpetrator show a cluster around early twenties and again towards mid-to-late forties.

Mass shootings by location and legal status

Data: Mother Jones

The majority of mass shootings relied on weapons obtained legally. They occurred in places familiar to every American: places of worship, schools, workplaces, etc.

Weapons of war

Data: Mother Jones

Grouping the weapons used in mass shootings into categories highlights a grisly trend - the growing popularity of semiautomatic rifles with high-capacity magazines. Such weapons, designed for the battlefield, allow an unskilled marksman to fire dozens of shots in seconds with deadly ease.

Just about any weapon can use a high-capacity magazine, with the exception of a revolver and a cannon and probably a few others I'm forgetting. These magazines allow a firearm to carry more ammunition, allowing a shooter to fire more rounds before having to reload the weapon.

Any weapon with a high capacity magazine made a significant difference in the number of casualties, expect when compared an assault weapon.

Below is a comparison table of all the weapons used. I used what's called a Dunn's Test to compare them. Any p-value of 0.05 or below is considered statistically significant and has been highlighted. Both an assault weapon and high-capacity magazines resulted in a similar amount of carnage.

Weapon Comparison Adjusted p-value
Assault - High Capacity Magazine 0.9322789
Assault - Handgun 0.0021474
Assault - Multiple Weapons 0.8264963
Assault - Shotgun 0.5039609
Assault - Rifle 0.5219983
High Capacity Magazine - Handgun 0.0000009
High Capacity Magazine - Multiple Weapons 0.0190770
High Capacity Magazine - Rifle 0.0180191
High Capacity Magazine - Shotgun 0.0240454
Handgun - Rifle 1.0000000
Handgun - Shotgun 1.0000000
Multiple Weapons - Handgun 0.0376475
Multiple Weapons - Rifle 1.0000000
Multiple Weapons - Shotgun 1.0000000
Rifle - Shotgun 0.7588873

It's challenging to visualize the differences between the different types of weapons (the groups) because the data is not normally distributed, making it hard to clearly spot patterns. Many statistical tools depend on the normal distribution (i.e., a bell curve) of data in order to work. Dunn's Test address this by ranking the data. In this case we would take the shooting with the least amount of casualties and rank it first. Then the next largest number of casualties would be ranked second, then the next, and so forth. We continue this process until all the data has been ranked. Dunn's test then makes comparisons across all the groups to see where there is a statistical difference. This is what is plotted above.

Illustration

The image caption for this article is the aptly titled "Thoughts & Prayers" by Adam Williams. I encourage you to check out the powerful essay he wrote about the artwork as a father.

Three people embrace while observing the scene of a mass shooting at a July 4th parade in downtown Highland Park, Ill., on July 5, 2022
Three people embrace while observing the scene of a mass shooting at a July 4th parade in downtown Highland Park, Ill., on July 5, 2022. Max Herman/AFP, via The Marshall Project