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Pot of Gold - OU0159
You will have to solve a math puzzle to get right coordinates.
Propriétaire:
cano
Veuillez vous connecter pour afficher les coordonnées.
Altitude: sous le niveau de la mer
Région:
États-Unis > Maine
Type de boite: Énigme
Taille: Grande
État:
Ready for Search
Cachée le: 2010-11-10
Date de création: 2010-11-10
Date de publication: 2010-11-10
Dernière mise à jour: 2010-11-10 
0x Trouvé 
0x Non Trouvée 
0 notes 
0 observateurs 
335 visiteurs 
0 x notation 
Évalué comme: n/a
Attributs de cache
Description
EN
One day, the Leprechauns receive news that there is an abnormally
large pot of gold at the end of the rainbow near Bangor. All of the
Leprechauns rush to the end of the rainbow and arrive
simultaneously. Like geocachers for FTF. In this situation,
according to Leprechaun Lore, the treasure is to be divided by the
following manner:
Every day, the Leprechauns will vote to either
If 50% or more of the Leprechauns vote to split the pot of gold, the treasure gets split among the remaining Leprechauns. Otherwise, the youngest Leprechaun is sent back to Ireland. Assume that each Leprechaun know the ages of all Leprechauns. All Leprechauns have different age. The process is repeated until the gold is split.
Each of the Leprechauns have an extremely high IQ (top 2% among the general population) and each Leprechaun is fully aware that all the other Leprechauns are also very intelligent.
The question is: How many Leprechauns will split the gold?
To get first coordinate (N) you have to solve this puzzle for initial group of 777 Leprechauns. To get second coordinate (W) you have to solve this puzzle for initial group of 333 Leprechauns.
Final coordinates are: N44°49.xxx W68°42.yyy
Where xxx is number of Leprechauns who will split the gold in first case and yyy is number of Leprechauns who will split the gold in second case. If you don't get three digits number, just add heading zeros. Little bushwhacking may be required.
You can check your solution on geochecker.com
Every day, the Leprechauns will vote to either
1) send the youngest Leprechaun back
to Ireland, or
2) split the pot of gold up among the
remaining Leprechauns.
If 50% or more of the Leprechauns vote to split the pot of gold, the treasure gets split among the remaining Leprechauns. Otherwise, the youngest Leprechaun is sent back to Ireland. Assume that each Leprechaun know the ages of all Leprechauns. All Leprechauns have different age. The process is repeated until the gold is split.
Each of the Leprechauns have an extremely high IQ (top 2% among the general population) and each Leprechaun is fully aware that all the other Leprechauns are also very intelligent.
The question is: How many Leprechauns will split the gold?
To get first coordinate (N) you have to solve this puzzle for initial group of 777 Leprechauns. To get second coordinate (W) you have to solve this puzzle for initial group of 333 Leprechauns.
Final coordinates are: N44°49.xxx W68°42.yyy
Where xxx is number of Leprechauns who will split the gold in first case and yyy is number of Leprechauns who will split the gold in second case. If you don't get three digits number, just add heading zeros. Little bushwhacking may be required.
You can check your solution on geochecker.com
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