How many Frances fit in North America?
38 Frances fit in North America.
- Really
- 38
- As Mercator draws it
- 89
Mercator makes it look like 89. The map inflates the ruler and the container both, and the ruler more.
Drawn to scale
The two places at one scale, side by side. North America is painted the same size in both panels, so the only thing that changes is France - and how much it changes on the Mercator side is exactly how far that map moves the count.
- Equal Earth38 Frances
- Mercator89 Frances
The two are drawn beside each other, not packed one inside the other. What the picture gets exactly right is the ratio of the areas; whether irregular shapes would actually tile without gaps is a different question, and this figure does not answer it.
Why the two differ
Mercator draws France 1.97 times its true area and North America 4.64 times. The count is the ratio of the two, so what moves it is not the inflation itself but the ratio between the two inflations. Whichever sits closer to a pole is blown up more.
- Ruler
- France 643,775 km²
- Container
- North America 24,407,309 km²
What each projection says
Every row is the ratio of the areas that projection paints for itself, not a figure converted from another projection's baseline. The two equal-area members return the true count, which is their definition rather than a coincidence.
| Projection | Count as drawn |
|---|---|
| Equirectangular | 52 |
| Mercator | 89 |
| Natural Earth | 44 |
| Equal Earth | 38 true |
| Gall-Peters | 38 true |
On an equal-area projection
Under Equal Earth or Gall-Peters the two figures are identical - for every pair on this site. An equal-area projection draws in proportion to true area, so the count you can see is the count there is. That is a definition, not a coincidence.
Next door
France somewhere else
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