  In this tribute to Neil Sloane, we revisit the first sequence in the On-Line
Encyclopedia of Integer Sequences, sequence A435 (1, 8, 78, 944, 13800, 237432,
4708144, 105822432, ...), that he encountered when he was a graduate student,
and when normalized gives the average total height of rooted labeled trees. We
state rigorously-computed explicit expressions for the first twelve moments of
the random variable `total height' on rooted labeled trees, and pledge to
donate to the OEIS 100 dollars in honor of the first to find an explicit
expression for the probability density function of the limiting scaled
probability distribution, as n goes to infinity.
