This cache is part of a series that requires you to find mystery caches by first solving five Trexagon puzzles of varying difficulty. Each of the five puzzle solutions contains the coordinates for a cache, and placed either in the geochecker for each cache, or in the cache container itself, is part of a final "Killer" Trexagon puzzle, whose solution leads to this cache. A blank Trexagon board can be downloaded here.
The other caches in the series are:
The rules for Trexagon are simple, and are as follows:
- The goal is to fill all triangle cells in the Trexagon board shown below.
- Place a digit from 1 to 7 in each triangle so no digit is repeated within a horizontal row or any diagonal in any direction.
- The inner shaded triangle does not contain a digit.
- Each puzzle has only one solution.
- The board contains several zones, that is, triangle groupings marked by heavy borders. Each zone has a desired value and an operator + , − , × , ÷ . The digits in each zone will produce the desired value using the given operator.
- When a zone contains just a single triangle, then the identified digit can simply be inserted.
Each row in the Trexagon board is denoted by a letter (A-D) from top to bottom. Each triangle within a row is numbered from left to right starting at 1. So, A1 is the left-most triangle in the top row. Use the values in your solution to calculate the location of the cache according to the formulas below.
S 43 32.STU
E 172 39.XYZ
S = A1 + C5
T = B5 + C3
U = A4 + B4
X = A3 - C1
Y = B3 - B2
Z = D3 - A7
