1. Cubic equations have three real roots or one real root and two imaginary roots. This one has three real roots, all of which are integers:
x3 +19x2 + 28x = 480
First, solve the equation to identify the three roots. Then take the absolute value of each root (i.e. lose any minus signs). Next, if there are any double digit roots, add the two digits together. Finally arrange the three numbers from lowest to highest = FAB.
For example if the three roots are -4, 8, 12 then F would be 3, A would be 4 and B would be 8.
2. Pi, positions 219876 - 219880 counting from the first digit after the decimal point = CDEGH. In case of any ambiguity, the three digits immediately preceding the correct sequence are 285 and the three digits immediately after are 015.
The final location of the cache is at N 51 0A.BCD W 001 5E.FGH
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