The cache is NOT at the above
location.
To log this cache, find all twenty of
"TeamT's Sudoku" geocaches and make note of the number at the top
of each of the logs. When you are finished finding all twenty
caches, you can put those numbers into the sudoku puzzle below in
their correct locations. Example: If the cache name is
"TeamT's Sudoku - E5", the number on the log will correspond with
the E5 block in the puzzle (which happens to be the very middle
square). There will be 20 caches that will need to be found
to complete the sudoku puzzle with all of the correct
numbers. Once you have entered all 20 numbers, solve the
sudoku puzzle and use the coordinates below.
The final coordinates are N36
0(B9).0(I5)(D5) W115 0(A1).(I6)(C6)(E2)
TeamT's Sudoku - A3 (GC25G79)
TeamT's Sudoku - A7 (GC25K3X)
TeamT's Sudoku - A8 (GC25K4J)
TeamT's Sudoku - B2 (GC25K3Q)
TeamT's Sudoku - B5 (GC25K45)
TeamT's Sudoku - B6 (GC25K4D)
TeamT's Sudoku - C1 (GC25K46)
TeamT's Sudoku - C9 (GC25K3N)
TeamT's Sudoku - D4 (GC25K3G)
TeamT's Sudoku - D6 (GC25K3T)
TeamT's Sudoku - F3 (GC25K49)
TeamT's Sudoku - F7 (GC25K43)
TeamT's Sudoku - G9 (GC25K3E)
TeamT's Sudoku - H2 (GC25K4H)
TeamT's Sudoku - H5 (GC25K25)
TeamT's Sudoku - H6 (GC25K3R)
TeamT's Sudoku - H8 (GC25K3B)
TeamT's Sudoku - I2 (GC25K33)
TeamT's Sudoku - I3 (GC25K4C)
TeamT's Sudoku - I7 (GC25K3Z)
TeamT's Sudoku - Final Puzzle (GC25K4M)
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How to solve a Sudoku:
The classic Sudoku game involves a grid of 81 squares. The grid is
divided into nine blocks, each containing nine squares. The
rules of the game are simple: each of the nine blocks has to
contain all the numbers 1-9 within its squares. Each number can
only appear once in a row, column or box. The difficulty lies
in that each vertical nine-square column, or horizontal nine-square
line across, within the larger square, must also contain the
numbers 1-9, without repetition or omission. Every puzzle has
just one correct solution. You will not need to "guess" at
any of the numbers. Once the 20 "cache numbers" are entered,
all the remaining missing numbers can be figured out by
logic. You will NOT be able to solve the puzzle correctly if
you do not have all of the "cache numbers" entered.
You can check your answers for this puzzle on
Geochecker.com.