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Shoreline to Skyline - Echo Traditional Geocache

This cache has been archived.

mc_kramer: Apologies to anyone who didn't get to these. Happy Caching! Geo-litter will be removed this coming weekend.

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Hidden : 9/18/2014
Difficulty:
2.5 out of 5
Terrain:
2 out of 5

Size: Size:   small (small)

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Geocache Description:

This series challenges you to fulfill a number of tasks, not the least of which is to hike all the way from the Shoreline – aka Burrard Inlet – to the Skyline, which in this case is the top of Skyline Trail in North Vancouver. Traversing a total distance of 8 kilometres, you will face an elevation gain of about 880 metres. The wise cacher will split this adventure into manageable sections. The rest of you should carry plenty of food and water.

Along the way, you will discover a few caches that contain clues you need to collect, others that are not what they seem to be, and a couple that we hope will make you smile.

IMPORTANT NOTE! THIS CACHE CONTAINS A CLUE YOU WILL NEED TO RECORD IN ORDER TO OPEN THE CONTAINER AT SHORELINE TO SKYLINE – TANGO. PLEASE DO NOT REMOVE THE CLUE FROM THIS CACHE.

PLEASE NOTE: THIS TRAIL PASSES THROUGH AN ENVIRONMENTALLY SENSITIVE AREA THEREFORE BIKES AND DOGS ARE NOT ALLOWED HERE. SORRY FOR ANY INCONVENIENCE.

This is another cache that’s off the beaten path, on the way less traveled, and it’s in another area where your device could have difficulty getting good signal. You will get dirty reaching for it, but there is no need to stray into any sensitive area to find the cache. The hint may be a little tricky but we have every confidence in your abilities. Trust your geosenses.

And it wouldn't hurt to bring along a flashlight.

We hope you enjoy this series. Remember to cache safely by always being aware of your surroundings, and please put the cache back as you found it.

Additional Hints (Decrypt)

J, haqre jrfg fvqr bs Zvyohea Craalontf' snibhevgr cebcregl abegu bs jngre

Decryption Key

A|B|C|D|E|F|G|H|I|J|K|L|M
-------------------------
N|O|P|Q|R|S|T|U|V|W|X|Y|Z

(letter above equals below, and vice versa)