Shuffle a standard deck of 52 cards until they are randomized. Whatever order of cards you get, the odds of that particular combination of cards appearing is 1 in 52!, which is about 1 in 8*10^67, or one in eighty million trillion trillion trillion trillion trillion. If that's not unlikely enough for you, just shuffle two decks together, which gets the odds up to 1 in 10^166.
Wow, deep, Nasor. Really.
Every time you deal out the deck, you're beating impossible odds.
What are the odds.
Just this morning, I walked out on my driveway to pick up the newspaper. There was a slight drizzle. The few drops that fell spelled out
DJIA OPEN 11,569.26 CLOSE 11,403.12
I looked at it, and then thought to myself, "Heck those raindrops are just as unlikely to fall in that configuration as any other," and then walked back in.
The day before, those drops had spelled out "LOTTERY WINNING NUMBERS
3, 17, 26, 31, 47, 49." It was no big deal. I bought one ticket with those numbers and picked up $46,000,000. They were just as likely as any other number. The raindrops didn't do anything special. In fact, since I won, my probability of winning was 1.
And as any statistician knows only infinitely well, the probability of those raindrops giving me the winning numbers was likewise 1.
It's all so simple.....