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EZ1000 - Night Time Ninja! Mystery Cache

This cache has been archived.

criffree: It appears that this one has run it's course. Thanks to everyone who've taken the time to work on this cache. The subject matter cacher has moved on, so it's time this cache does also.

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Hidden : 7/31/2009
Difficulty:
2.5 out of 5
Terrain:
2.5 out of 5

Size: Size:   regular (regular)

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Geocache Description:


Easygroomer is about to hit 1000 caches! He is the original Night Time Ninja! NtN001. I've had the privilege of caching with Easygroomer, and its as if he prefers the cloak of darkness... With that in mind LGNE and I offer this cache to our friend.

Easygroomer is such an awesome cacher that:

If you have five dollars and Easygroomer has five dollars, Easygroomer has more money than you.
There is no 'ctrl' button on Easygroomer's computer. Easygroomer is always in control.
Apple pays Easygroomer 99 cents every time he listens to a song.
Easygroomer can sneeze with his eyes open.
Easygroomer can eat just one Lay's potato chip.
Easygroomer is suing Myspace for taking the name of what he calls everything around you.
Easygroomer destroyed the periodic table, because he only recognizes the element of surprise.
Easygroomer can kill two stones with one bird.

The cache is NOT at the posted coordinates, but this is where you should start. Being a Night Time Ninja, we decided to create a cache that is to be done at night!

At the end of the quest, you will find a large ammo box, initially filled with Ninja related items!

We've placed fire tack marks (two per tree) at each workpoint.

To find the cache, you need to find the firetacks.

To find the firetacks, follow these directions. Each leg is no more than 200ft.
The bearing from WPA to WPB is 247.7 degrees 79.78 ft
The bearing from WPB to WPC is 161.7 degrees 134.48 ft
The bearing from WPC to WPD is 298.8 degrees 138.49 ft
The bearing from WPD to WPE is 348.4 degrees 105.76 ft
The bearing from WPE to Final of 213.5 degrees 153.18 ft

The area is available 24/7.

Additional Hints (No hints available.)