Sat Feb 12, 2011 3:19 pm
* 2-3 Wagons per column - well, ya can't fault the kid. He's on the right track. Three may be a tad unnecessary for a small or medium column. A good rule of thumb is what is shown by initial formations in various game starts - two Wagons to a real live, full Corps. One is usually enough for a lone Division that's truly independent and is looking to Make Trouble Somewhere. Three - I've never really done three, but it can't hurt - it's your army, you're the general, have fun. Bear in mind there's a possibility that an excess Wagon could get a bit more easily captured if your force were walloped by an unexpectedly strong oppo force.
@Mickey3D and others:
The GS Conjecture: W + (T) = Requestor
I think have a clue to the "Wagon question". Start in 61. Take Rolla with a two Bde force, say, three to four Regmts with maybe a Cav Regmt, too.
Rolla is a size 2 town. Using my previous notation, it is not a DFT+. Let's call it a (T), i. e., Podunkville. Rolla is a (T) with no Depot. Rolla is a terminal point for a RR.
Your force that took Rolla will be hurtin' fer certain fairly quickly, because of the condition mentioned - it is a (T). Now, push a Wagon to Rolla - almost certainly, it will have two Barrels and two Crates in the icon, be in good shape. Your troops are now happy because of the Wagon and will continue to be in Supply.
Why, GS asked himself, why? Now, let's clarify - a lone Division or three Bde force sitting on the RR tracks, not proximate to a DFT+ or a (T), with a Wagon, will go into 'the red' eventually - because Wagons are not direct targets for the System. I would testify in AACW court that the observation is correct. I believe the conclusion I just mentioned is true.
But, but...Rolla is being supplied!, he said to himself.
(T)s produce modest amount of supplies. They do not request Supplies. Wagons do have a pull, a request vector, locally, at least. My conclusion is that:
W + (T) = Supply Requestor
I would be hard put to give you the proof; in this case, call it the "GS Conjecture". I hope a better AACW physicist than I can furnish a proof or iron out some of these wrinkles.
N. B.: I don't think the conjecture is applicable to TPs - I know from experience in the "Burnside dilemma" (see above), it doesn't work, possibly because of Overseas mechanics. From my experience with Vicksburg, I hazard that it is inapplicable to River Supply, also.
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