:28:02
- Adenoi Echod.
- Adenoi Echod.
:28:08
Now, what's up, Max?
:28:11
What is this 216 number, Sol?
:28:15
Excuse me?
:28:16
You asked me if I'd seen
a 216-digit number.
:28:21
Oh, yeah. You mean the bug.
:28:24
I ran into it working on Pi.
:28:27
- What do you mean ran into it?
- Max, what's this about?
:28:32
There are these religious Jews
I've been talking to.
:28:35
Religious Jews?
:28:37
Yeah, Hasids,
the guys with beards.
:28:39
I know them.
:28:40
I know one in a coffee shop.
He's a number theorist.
:28:44
The Torah is his data set.
:28:46
He says they're after
a 216-digit number in the Torah.
:28:49
Come on, it's just coincidence.
:28:53
There's something else, though.
:28:55
What?
:28:56
You remember those weird
stock picks?
:28:58
- Yesterday's stock picks? Yes.
- They were correct.
:29:02
I got two picks on the nose.
Smack on the nose, Sol.
:29:08
Something's going on.
:29:10
It has to do with that number.
There's an answer in it.
:29:13
Max... Come with me.
:29:18
The ancient Japanese
considered the Go board
:29:21
to be a microcosm
of the universe.
:29:24
Although, when it's empty,
it appears simple and ordered,
:29:29
the possibilities of gameplay
are endless.
:29:33
No two Go games are alike,
just like snowflakes.
:29:37
So, the Go board
actually represents
:29:41
an extremely complex
and chaotic universe.
:29:47
And that's the truth
of our world, Max.
:29:51
It can't be
easily summed up with math.
:29:54
There is no simple pattern.
:29:57
But as the game progresses, the
possibilities become smaller.