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turning to page one
turning to page one
The office is more crowded than usual. TOM and THREE of LAMBEAU'S COLLEAGUES including the esteemed ALEXANDER PEKEC are in the room. Will sits at a work-station which projects a proof of his [Will's] onto the chalkboard. Lambeau stands beside the projected image at the board arguing with Pekec, a foreign mathematician. The image is of a Ramses graph binary tree.
LAMBEAU
Alexander, I know your theory. The
boy is updating, he's strategy
stealing...
PEKEC
With a Ramses graph on the binary tree--
LAMBEAU
--But what he's doing, he's attaching
an edge to the adjacent vertex. He
can always failsafe to either side--
PEKEC
Maker can. This is not new, Gerry!
Pekec starts writing lines beside Will's proof on the board.
PEKEC (cont'd)
--but I can always garbage out
(writes frantically)
All the way to "N" to the minus one.
LAMBEAU
No, there's a limit.
PEKEC
The limit is not found!
(turns to Will)
The limit is not found.
WILL
But I can always go to the other side.
PEKEC
There is no proof--
Lambeau can no longer contain himself.
LAMBEAU
--Maker builds "K" to the "N." N is
three to the K times--
PEKEC
--But--
WILL
Look, I wrote it down.
They turn to Will who places his proof on the projector. The image is cast over their faces. It reads:
As Pekec reads and the realization dawns on him:
WILL (cont'd)
It's just simpler this way.
LAMBEAU
Alexander, your theory is changed.
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