Skip to content

It's All About The Numbers Challenge Mystery Cache

Hidden : 9/6/2011
Difficulty:
5 out of 5
Terrain:
1.5 out of 5

Size: Size:   micro (micro)

Join now to view geocache location details. It's free!

Watch

How Geocaching Works

Please note Use of geocaching.com services is subject to the terms and conditions in our disclaimer.

Geocache Description:


It’s All About The Numbers Challenge

This is a challenge cache for all those cachers that are all about the numbers. This cache will not be easy to complete. If you are truly all about the numbers you will be able to claim this as a find.

The cache is hidden at the posted cords and is not that difficult to find the difficult part is completing the challenge.

Here are the rules. You must find five caches at least one of each that have 1,2,3,4 or 5 digits after the GC code.

Example
GCD - is a one digit cache
GC28 - is a two digit cache
GC2B9 - is a three digit cache
GCYVM0 – is a four digit cache
GC30KWY – is a five digit cache

So you have to find at least one 1 digit cache, one 2 digit cache, one 3 digit cache, one 4 digit cache and one 5 digit cache to claim this as a find. The caches can be of any type or size.

There is no starting date on this cache so all your finds count. This cache can be used to fill the requirement for the 5 digit cache.

Post a list of the five caches you have found that meet the challenge when logging this cache.

Update: Seems that getting a one digit cache severely limits the amount of people in this area that can claim this cache as a find. So I will add another way to make the find. If you do not have a single digit cache you can replace this requirement by finding 10 two digit caches.

To clarify: You will have to find 10 two digit caches, 1 three digit cache, 1 four digit cache, 1 five digit cache.

There are at least 80 two digit caches out there to be found so this should make this challenge more accessible.

Found a great website with the oldest active caches. Here is the link: (visit link)

Also added a bookmark of one and two digit caches. I am still adding to the list but it is a start.

Additional Hints (No hints available.)