Yee Haw! 🤠25 Years of Caching in Texas!🤠 Mystery Cache

THE CACHE IS NOT AT THE POSTED COORDINATES

Yee Haw!

Today we celebrate 25 years of Geocaching in Texas!  

Solve for the final coordinates:  N29 AB.CDE W95 FG.HIJ, where:

A =  The number of alpha-numeric characters in the oldest geocache in Texas' GC code. 

B = The second to last character in the GC Code of the oldest cache in Texas. 

C = The last digit of the number of years of Geocaching in Texas we are celebrating. 

D = The last character in the GC Code of the oldest/first cache in Texas. 

E = The number of letters in the name of the oldest cache in Texas. 

Checksum A to E = 26

F = The sum of the two digits of the answer to the number of Texas geocaches that contain the same word as the oldest cache in Texas. (i.e. Take the number of Texas geocaches that contain the same word as the oldest cache in Texas' name. Add each of those digits together.  That is F.) 

G = The number of digits in the total number of Traditional caches in Texas. 

H = The sum of the 1st and 3rd digits of the total number of Mystery caches in Texas. 

I = What number is the second digit of the total number of active caches in Texas to date? 

J =  The sum of the first digits of the totals of Virtual, Webcam, and Multi caches in Texas.

Checksum F to J = 27