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Untimed expedition · Data edition 01051846d672
4Wins
1Losses
0Ties
Explore the final empire · 15 countries
No countries match your search.
The path through the world
One choice at a time.
5 rounds
Where it began · 12 countries
Jamaica · Côte d’Ivoire · Mauritania · Sweden · Israel · Albania · Bhutan · Brazil · Chad · Guinea-Bissau · Eritrea · Venezuela
Every comparison uses this expedition’s original data and rules. “Would win” describes this matchup only; a different choice would change the later journey.
1
Round 1Won13 countries · 4 lives left
JamaicavsBelgium
Coastline: 1,022 vs 66.5 km · Higher wins ↑
Conquered Belgium.
Other category comparisons 2 other winning choices
All eight categories for Jamaica against Belgium
Category
Jamaica
Belgium
Result
Areakm² · Higher wins ↑
10,991
30,528
Would lose
Populationpeople · Higher wins ↑
2,839,786
11,779,946
Would lose
Wealth per personint’l $ · Higher wins ↑
12,661
72,630
Would lose
Densityper km² · Higher wins ↑
258.4
385.9
Would lose
Highest peakm · Higher wins ↑
2,256
694
Would win
Coastlinekm · Higher wins ↑ · Chosen
1,022
66.5
Would win
Flag colourscolours · Higher wins ↑
3
3
Would tie
Proximity to equatorfrom the equator · Closer wins ↓
18.1° N
50.8° N
Would win
2
Round 2Won14 countries · 4 lives left
Côte d’IvoirevsAustria
Area: 322,463 vs 83,871 km² · Higher wins ↑
Conquered Austria.
Other category comparisons 4 other winning choices
All eight categories for Côte d’Ivoire against Austria
Category
Côte d’Ivoire
Austria
Result
Areakm² · Higher wins ↑ · Chosen
322,463
83,871
Would win
Populationpeople · Higher wins ↑
31,165,654
9,131,761
Would win
Wealth per personint’l $ · Higher wins ↑
7,243
74,261
Would lose
Densityper km² · Higher wins ↑
96.6
108.9
Would lose
Highest peakm · Higher wins ↑
1,752
3,798
Would lose
Coastlinekm · Higher wins ↑
515
0
Would win
Flag colourscolours · Higher wins ↑
3
2
Would win
Proximity to equatorfrom the equator · Closer wins ↓
7.5° N
47.7° N
Would win
3
Round 3Won15 countries · 4 lives left
MauritaniavsHungary
Area: 1,030,700 vs 93,028 km² · Higher wins ↑
Conquered Hungary.
Other category comparisons 2 other winning choices
All eight categories for Mauritania against Hungary
Category
Mauritania
Hungary
Result
Areakm² · Higher wins ↑ · Chosen
1,030,700
93,028
Would win
Populationpeople · Higher wins ↑
5,022,441
9,592,186
Would lose
Wealth per personint’l $ · Higher wins ↑
6,972
46,376
Would lose
Densityper km² · Higher wins ↑
4.9
103.1
Would lose
Highest peakm · Higher wins ↑
915
1,014
Would lose
Coastlinekm · Higher wins ↑
754
0
Would win
Flag colourscolours · Higher wins ↑
3
3
Would tie
Proximity to equatorfrom the equator · Closer wins ↓
19.4° N
47.3° N
Would win
4
Round 4Won16 countries · 4 lives left
SwedenvsDR Congo
Coastline: 3,218 vs 37 km · Higher wins ↑
Conquered DR Congo.
Other category comparisons 1 other winning choice
All eight categories for Sweden against DR Congo
Category
Sweden
DR Congo
Result
Areakm² · Higher wins ↑
450,295
2,344,858
Would lose
Populationpeople · Higher wins ↑
10,536,632
105,789,731
Would lose
Wealth per personint’l $ · Higher wins ↑
68,458
1,732
Would win
Densityper km² · Higher wins ↑
23.4
45.1
Would lose
Highest peakm · Higher wins ↑
2,100
5,110
Would lose
Coastlinekm · Higher wins ↑ · Chosen
3,218
37
Would win
Flag colourscolours · Higher wins ↑
2
3
Would lose
Proximity to equatorfrom the equator · Closer wins ↓
65.8° N
1.9° S
Would lose
5
Round 5Lost15 countries · 3 lives left
IsraelvsUnited Arab Emirates
Coastline: 273 vs 1,318 km · Higher wins ↑
Returned to the world: Israel.
Other category comparisons 2 other winning choices
All eight categories for Israel against United Arab Emirates
Category
Israel
United Arab Emirates
Result
Areakm² · Higher wins ↑
21,937
83,600
Would lose
Populationpeople · Higher wins ↑
9,849,000
10,483,751
Would lose
Wealth per personint’l $ · Higher wins ↑
55,301
78,020
Would lose
Densityper km² · Higher wins ↑
449.0
125.4
Would win
Highest peakm · Higher wins ↑
2,224
1,905
Would win
Coastlinekm · Higher wins ↑ · Chosen
273
1,318
Would lose
Flag colourscolours · Higher wins ↑
2
4
Would lose
Proximity to equatorfrom the equator · Closer wins ↓