Most will not agree with the title as it pertains to this establishment, but I just needed it for some word play.
The cache is not at the posted coordinates. To determine those coordinates, do some simple math below, taken from values at the posted coordinates.
Many, many years ago, this location was where I had my first job. An interesting tidbit of history is that this particular location was one of the first thirty of these locations in the United States. Back in the early seventies, I worked at the little white building rendition of this establishment. I was around when they razed that and made way for a brand new building in 1975. My name is scrawled upon the basement walls that are buried underneath the parking lot. But apparently the life expectancy of those buildings is only about 34 years, because in 2009, that building was razed in favor of the current rendition.
Use the following values obtained by visiting the posted coordinates:
Let AAA = the address of this establishment
Let B = the third digit of the address of this establishment
Let D=the number of times the letter ‘D’ appears on the iconic sign at the posted coordinates
Let A=the number of times the letter ‘A’ appears on the iconic sign at the posted coordinates
Let T=the number of times the letter ‘T’ appears on the iconic sign at the posted coordinates
(For D, A, and T, please count the letters visible from the street only, and not any of the sign manufacturer's inscription)
For the North coordinate:
XXX = AAA – (181 + D)
Subtract XXX from the last three digits of the posted north coordinate.
For the west coordinate:
Begin with the last three digits of the posted west coordinate.
Add B to that value.
Then subtract A from that new value.
Then subtract (20 * T) from that new value.
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