(i) Assign 5 distinct values (1 TO 26) to the set (P,R,I,M,E) so that the number P*R*I*M*E+1
will be prime.
(ii) How many assignments are there that satisfy (i)?
(iii) What are the meaning and the origin of this puzzle's title?
The following character string is suggestive of 100 divided by what number?
Hint: the 10th character is the letter O (not the number zero)