Okay then . . Let's see, given the "Law of Probability" the equation of a specific Entry being selected Randomly given the number of eligible Entries might look like this . . .
45,000 - 15,000 "False entries" = 30,000 Entries
400 InnokinDisrupters/Cells - 50 "First Posters"/"Quick-Fire" = 350 InnokinDisrupters/Cells
30,000 Entries
350 InnokinDisrupters/Cells = 86 (actually 85.714 rounded up)
SO - That means the First group of Randomly Chosen Winners had a ? ? ? ? Chance of Winning . . .
Leaving 29,950 Entries
300 InnokinDisrupters/Cells = 100 (Actually 99.8333 rounded up)
Second Group of Randomly Chosen Winners had a ? ? ? ? Chance of Winning . . .
29,900 Entries
250 InnokinDisrupters/Cells = 119 (actually 119.6 rounded down)
Third Group of Randomly Chosen Winners had a ? ? ? ? Chance of Winning . . .
29,850 Entries
200 InnokinDisrupters/Cells = 149 (actually 149.25 rounded down)
Fourth Group of Randomly Chosen Winners had a ? ? ? ? Chance of Winning . . .
29,800 Entries
150 InnokinDisrupters/Cells = 198 (actually 198.66 rounded down)
Fifth Group of Randomly Chosen Winners had a ? ? ? ? Chance of Winning . . .
29,750 Entries
100 InnokinDisrupters/Cells = 297 (actually 297.5 rounded down)
Sixth Group of Winners had a ? ? ? ? Chance of Winning . . .
29,700 Entries
50 InnokinDisrupters/Cells = 594
Last Group of Randomly Chosen Winners have a ? ? ? ? Chance of Winning . . .
Very Interesting to say the least, especially who will be the Final 50 Randomly chosen WINNERS of the InnokinDisrupters/Cells . . . Just Sayin' . . .