Asian Martial Arts Games
The Asian Martial Arts Games, also known as AMG, is a Pancontinental multi-sport event held every four years among athletes from all over Asia, after the merger of the Asian Indoor Games and the Asian Martial Arts Games. The Games have been organized by the Olympic Council of Asia (OCA). The Games are described as the second largest multi-sport event after the Asian Games.
| Asian Martial Arts Games | |
|---|---|
 Official logo of the Games | |
| Games | |
| Abbreviation | AMG |
|---|---|
| First event | 2009 Asian Martial Arts Games in Bangkok, Thailand |
| Occur every | 4 years |
| Last event | 2009 Asian Martial Arts Games in Bangkok, Thailand |
| Purpose | Multi sport event for nations on the Asian continent |
In its history, one nations have hosted the Asian Martial Arts Games. Thirty-seven nations from Asia have participated in the Games. The last Games was held in Bangkok, Thailand from 1 August to 9 August 2009.
Participating nations
All 37 countries whose National Olympic Committee is recognized by the Olympic Council of Asia
List of Asian Martial Arts Games
Host cities of the Asian Martial Arts Games
| Edition | Year | Host City | Host Nation | Opened by | Start Date | End Date | Nations | Competitors | Sports | Events | Top Placed Team | Ref. |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| I | 2009 | Bangkok | |
Crown Prince Vajiralongkorn | 1 August | 9 August | 37 | 892 | 9 | 108 | |
[1] |
gollark: This is why we should replace inconsistent and hard to render maths notation with glorious S-expressions.
gollark: ... what even
gollark: There was some nice elegant explanation I forgot. IIRC it's something to do with the derivative of e^x being equal to itself.
gollark: I assume you're doing binomial distributions if whatever A-level spec you do is similar to mine, which it probably is, in which case I don't think they cover anything more advanced than trial and error/look at a table for that. Although it's probably <=/>= instead of = 0.02, as there's no guarantee that there is any x satisfying the = version.
gollark: It *also* matters how it's distributed.
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