The universe may be infinite in size. If so, there exist exact copies of our own observable universe. Applying science developed by Stephen Hawking, we can compute the average distance to the nearest exact copy of our observable universe. It is about 1010122 meters.
Within an infinite and random sequence of numbers (e.g. pi), is there necessarily an infinite series of 1's, and an infinite series of 2's, etc?
Is there necessarily the works of Shakespeare written out in in a=1, b=2 etc? Is there the works of Shakespeare written like that but with every instance of the word "King" changed to the word "Elvis"?
Or is this a fallacy?
Fargo, ND: 46° 52' 17" N 96° 48' 31" W
Ottawa, ON: 45° 25' N 75° 41' E
"Just how north? To the largest North Dakotan city?"
"Nah, it's too far to go."
https://www.youtube.com/watch?v=jt8tonZm968
https://www.youtube.com/c/QuickyBabyTV/about
(still looking for YTers with a worse ratio, but not counting musicians, corporations, or official sports channels)
Bolivia: "Oh no!"
Chile: "Look me, I'm coasting my beautiful boats in... (ahem...)"
Bolivia: "Please! Don't..."
Chile: "My coast!!!!"
Bolivia: "WHY?????"
Chile: "Mwahahahaha!!!! Cry me a salty sea!!!!!"
But the longest by a group lasted 60 days.
one googolplex is one with googol zeroes (10^googol)
and googol is one with 100 zeroes (10^100)
so one googolplex is equal to 10^(10^100)
which 10^(10^122) is a lot more (since exponents make numbers very very big)
thats very far away lol