The solutions to last week's Lenny, now that it has been judged:
First, get the next two values in this sequence: 121, 21, 32.274, 126, _______, _______
If you look at the prime numbers, you get 2, 3, 5, 7, 11, 13, 17. Looking at their products in sequence, you get 2 * 3 = 6, 3 * 5 = 15, 5 * 7 = 35, 7 * 11 = 77, 11 * 13 = 143, 13 * 17 = 221. The answers to Lenny Conundrums 6, 15, 35, 77, 143, and 221 are 120, 20, 31.274, 125, 490, and 831. The specified sequence adds 1 more to each of these answers, so the missing numbers are 491 and 832.
Then, find the average Neopoint prize of every odd-numbered Lenny Conundrum between Lenny Conundrum #100 and Lenny Conundrum #200.
50 conundrums, from 101 to 199, with prize amounts summing to 351533 and averaging 7030.66.
Then, figure out the most common Neopet species name appearing in all Lenny Conundrum answers. If there is a tie, use the species name (out of the ones that are tied) that comes first in alphabetical order. Assuming A=1, B=2, C=3, etc., and multiplying the letters together, figure out how many points this word has.
Looking through all the answers, and looking only at the italicized answer portion, not any additional explanation, the most common Neopet name is Ogrin, which occurs 3 times. Multiplying the letter codes gives 15 (O) * 7 (g) * 18 (r) *9 (i) * 14 (n) = 238140.
Finally, figure out how many Lenny Conundrums have had a Neopoint prize of more than 30,000 Neopoints.
Looking through the New Features, there are 10 of these listed.
Take all five of these numbers you've found and multiply them together.
So the five numbers are: 491, 832, 7030.66, 238140 and 10. Using the calculator at
http://world.std.com/~reinhold/BigNumCalc.html, we get a final answer of 6839640320018688. This is an integer calculator, so I used 703066 instead of 7030.66 and divided by 100 at the end. (The Neopets calculator at
http://www.neopets.com/desert/calculator.phtml doesn't seem to have a working decimal key and switches into scientific notation so we lose the last digit or two.)