Divisions 2012

[Tom Bottiglieri]

https://my.usfirst.org/myarea/index....2012&event=cmp

EDIT: Looks like they are being added, so some are blank still.

[Pjohn1959]

Is this the fastest ever posting of divisions?

[Tom Bottiglieri]

Originally Posted by Pjohn1959

Is this the fastest ever posting of divisions?

Thank Pat Fairbank..

[Joe Ross]

Confirmed

[Katie_UPS]

Simbots and OP in the same district? Canada wins.


EDIT: Someone informed it wasn't obvious I was being light-hearted. Sorry, my humor doesn't convey well over text. Note added smiley.

[nikeairmancurry]

Originally Posted by Katie_UPS

Simbots and OP in the same district? Canada wins.

Tell that to 67...

[AdamHeard]

Originally Posted by nikeairmancurry

Tell that to 67...

And 2415, and 359, and 1218, and ....

[Travis Hoffman]

Originally Posted by nikeairmancurry

Tell that to 67...

And 2826. And 1592. And 1218. And....

That will be a fun division.

[Bjenks548]

Originally Posted by Katie_UPS

Simbots and OP in the same district? Canada wins.

Might have a small problem of triple balancing with eachother, plus they have to get through 67.

[Katie_UPS]

The two are just crazy good and work well together. It'll be interesting to see Archimedes and Newton shake out.

[MagiChau]

Originally Posted by Katie_UPS

Simbots and OP in the same district? Canada wins.

67 is in their division. I doubt they will give up #1 seed easily.

Will be glad to see our competitors on the Curie field. 233, 254, 341, 359, 987, 1477, and 1986 look like a powerful lineup of teams that I can remember.

[Alex Golec]

With division posting complete, the Michigan State Champs are split up:

67 - Archimedes
469 - Newton
830 - Curie

Looks like 67 and 469 won't play together again until the post-season.

[JesseK]

Looks like some great potential matchups, pairings, and Finals in all divisions. Awesome.

Originally Posted by Katie_UPS

Canada wins.

Only if one or the other seed very high...

[Thad House]

The PNW got split pretty evenly, and looks to all be in some pretty good divisions.

[BJC]

My quick look provides...
Arch:
67 234 359 973 1114 1218 1676 2056
Curie:
51 233 254 341 694 971 987 1477 1986 3089
Galieo:
16 25 33 48 125 148 399 772 1538 1718 1918 2054 2337 3322
Newton:
11 45 111 118 330 340 469 548 610 1023 1717 1983 2122