In a cataclysm known as the Nightfall, the worlds were almost completely destroyed by a harrowing surge of darkness.
In the shadows of the ensuing chaos a new group has taken shape. Led by an Aegyl named Kalos, the 11th Hour touts an esoteric knowledge of how to combat the darkness and restore the worlds. They might be the worlds’ best chance at survival; but nobody really knows enough about them to confirm or deny their claims.
On the brink of collapse, the universe holds its breath in anticipation. Of restoration? Of destruction? It is up to individuals like yourself to decide.
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So here's a really old flaw in mathematics, which I'm sure some of you have seen before:
Let's say that: 0.99999... = X So, 10X = 9.99999.... 10X - X = 9X Which really is: 9.9999.... - 0.9999.... = 9 Therefore, 9X = 9 So X = 1 0.9999.... = 1
It's not actually a flaw at all. It's entirely correct. If you have a truly inifinite number of nines after that decimal point, then yes, it is equal to one.
Three men walk into a hotel, right? They ask how much a room costs. The barman says 30$.
So they all pay 10$ each.
Well, they leave for their room, and the barman looks at the cash, then realizes his mistake. It was only 25$ to rent the room they had used. So he called a bellboy and told him to send the people the money.
Okaay, so the boy's in the elevator with the 5$ in hand, but he doesn't know how he's going to split it between the three guys! So he decides that he'll pocket two and give them three apeice.
Okay, so in all reality, after the guys get their dollars back, they look it over. Okay, originally they had 30$. They payed 10$ apeice. But they got a dollar back, so they only payed 9$.
Ah, but that's a misrepresentation of the facts. Really, it's:
$25 (what the room cost) + $2 (what the bellboy pocketed) + $3 (what the bellboy returned) = $30 (what the men originally paid)
The $27 cited in the problem is the cost of the room plus what the bellboy pocketed. Then the problem counts the bellboy's fee again, in an attempt to confuse the reader. It never counts the three dollars returned to the men, which makes up for the duplicate bellboy's fee and the "missing" dollar.
