20 Continental Capitals Likely to be Closest to Random Point

You land on a random point on planet Earth. Which world capitals - excluding the ones on island countries - are most likely to be the closest one to you?
Used this to determine land and ocean points
Australia is considered an island for this quiz
Quiz by
scambigol
Rate:
Last updated: May 23, 2024
You have not attempted this quiz yet.
First submittedMay 23, 2024
Times taken608
Average score40.0%
Report this quizReport
3:00
Enter answer here
0
 / 20 guessed
The quiz is paused. You have remaining.
Scoring
You scored / = %
This beats or equals % of test takers also scored 100%
The average score is
Your high score is
Your fastest time is
Keep scrolling down for answers and more stats ...
%
Capital
11.0%
Kuala Lumpur
10.8%
Mexico City
9.3%
Seoul
8.2%
Santiago
5.0%
Cape Town
4.2%
Ottawa
2.9%
Montevideo
2.6%
Maputo
2.2%
Brasília
2.1%
Lima
2.1%
Mogadishu
2.0%
Ulaanbaatar
1.7%
Phnom Penh
1.6%
Pyongyang
1.5%
Paramaribo
1.4%
Oslo
1.3%
Washington DC
1.1%
Monrovia
1.1%
Lisbon
0.9%
Astana
Save Your Stats
Your Next Quiz
Can you name the thirty-two teams that play in the National Hockey League?
With the help of a map, can you name the countries which existed during the Revolution of 1848?
Drag the flag onto the correct country. Careful, though! One wrong move and the game ends.
On each line, you will see three countries. Guess the one that has the highest population of the three. One wrong guess and it's over.
4 Comments
+1
Level 54
May 23, 2024
No canberra? could you change "Washington" to "Washington D.C." since that is the standard and then the typein "DC" also works
+1
Level 80
May 23, 2024
ok changed to dc and specified that australia is considered an island for this quiz. thanks!
+1
Level 66
May 25, 2024
What makes a capital likelier than another, since the landing point can be anywhere? Shouldn't them be equiprobable against a random point?
+2
Level 75
Jul 15, 2024
Capitals that are not close to any other capital have a bigger chance of being closest to you, since they cover a larger part of the globe. Let's say each capital is a circle that all expand at the same time with the circles stopping when they touch each other; the area covered is where you are closest to that capital. The bigger the circle, the higher the likelihood of you landing there.

Hope that makes sense.