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A Fine Pair # 185 ~ Sundridge Park, Yate Multi-cache

This cache has been archived.

qurlez: Matt has confirmed that with only half a fine pair, the cache is no longer eligible to be part of the series, so I am archiving this cache.

Thanks to all those who came looking. [:)]

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Hidden : 3/21/2015
Difficulty:
2 out of 5
Terrain:
1.5 out of 5

Size: Size:   micro (micro)

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Geocache Description:

A nice simple short multi in the Fine Pair series.


The 185th in a series of caches where a red telephone box is in close proximity to a post box.
The only rule is that they have to be able to be photographed together, and the phone boxes have to be red.

A nice and short multi cache requiring gathering some info and then doing some quick sums.

At the published co-ordinates, you need to find the following information:

The telephone number of the phone box. (Look inside)
This gives you ABCDE FGHIJK.
And then look at the postbox and find the postbox number.
Ignoring the letters and only use the numbers, these become LM NOP

Then use the following sum to find the cache;
N D B L L-B . G K I+J
W A A BX2 E/2 C . K F+G-H N-O

You are looking for a camo'd tube, with just a log roll.
I've had to move the final GZ as it has been muggled twice in a short space of time.
New formula on the page, so check you answer if you have already solved it.

Bring your own pen
FTF certificate for the eager one




The Fine Pair series was originally started by wizardsmum.

If anybody would like to place 'A Fine Pair' of their own please do, I would just ask that you let mattd2k at geocachingafinepair@gmail.com know first so he can keep track of the numbers and names to avoid duplication.

He also keeps a public Bookmark List of this series so once your cache is published please contact him via his profile page to have yours added.


C O N G R A T U L A T I O N S to Andy&girlsUSA on being FTF

Additional Hints (Decrypt)

Gvr lbhe fubj ynprf - oruvaq

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)