Eco-Rangers 2016
Funded
on 30 October 2016SHARE
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Contribute any amount
We welcome any pledge amount. Thank you for supporting the project without any rewards.
US$75
INDIVIDUAL GROUP
( Male / Female )
Age on Race Date: 15 or above
- Participants must have attended orienteering training course or participated in formal orienteering competition.
- A parent or guardian’s written consent is required for all applicants aged under 18.
Deadline Passed
US$149
DUAL
Your selected category:
( Male / Female / Mixed )
Age on Race Date: 10 or above
- Participants aged between 10 and 14 must be accompanied by an adult.
Deadline Passed
US$224
TRIO
Age on Race Date: 10 or above
- Participants aged between 10 and 14 must be accompanied by an adult.
Deadline Passed
US$116
FAMILY TEAM - TEAM OF 2
Must include a minimum of one participant aged between 4 and 12 and one family member aged 18 or above.
Deadline Passed
US$193
FAMILY TEAM - TEAM OF 3
Must include a minimum of one participant aged between 4 and 12 and one family member aged above 18.
Deadline Passed
US$257
FAMILY TEAM - TEAM OF 4
Must include a minimum of one participant aged between 4 and 12 and one family member aged above 18.
Deadline Passed
US$1,539
CORPORATE TEAM
Age on Race Date: 4 or above (Participants aged between 4 and 14 must be accompanied by an adult)
1 to 4 participants per team
Deadline Passed
How to Play
Mission 1. Go throughthe Check Points Go through as many Check Points as possible within the 2-hour time limit to collect score using the given orienteering map and compass. The more Check Points to go through the more score collected! |
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Mission 2. Catch Environmental Monsters Increase your score by the 6 Environmental Monsters roaming on the loose. |
Mission 3. Solve Ecological Quizzes Complete a quiz within a given time during each monster encounter to gain a higher score! |
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The team who earns the highest score within the given time limit wins. Teams that finish outside the given time limit will have their score deducted accordingly. Should there be a tie with more than one team having the same score, the team with the lesser time wins.
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