Corps attachment question?

[Jazman]

Read The Fine Manual:


The Command Test

At the beginning of a player’s turn, a Command Test is performed for all HQ units for that side. The Command Test begins with the highest level HQ units for that side and for that scenario. Given a Supply value in the hex the HQ unit is in of X%, the HQ will be in command if a randomly generated percentage is less than this Supply value.

Example: suppose that the highest level HQ for the German command is a Panzer Corps and that the Supply value in the hex it is in is 80%. There is thus an 80% chance that this HQ will be In Command in any given turn.

The highest level HQ units are marked as Out of Command if they fail this test. The Command Test then proceeds down the chain to the next level of HQ units. For these HQ units and all others in the test, the HQ has two chances to pass the Command Test. The first chance is based on the Supply test previously mentioned. If the HQ fails that test, then it is given a second chance provided that its superior HQ is not Out of Command. If the range from the HQ being tested to the superior HQ is R hexes, and if the superior HQ has a modified Command Range of C, then the HQ unit passes the second test provided that a randomly generated number between 0 and 1 is less than C / (R + C). The Command Test proceeds from higher level HQ’s down to the next level until all HQ units have been tested.

Example: We will continue with our example from above where that Panzer Corps passed its Command test. Suppose the process moves down to the HQ of the 3rd Panzer Division where that Division HQ fails the Command Test based on the Supply value (which was set at 80% in the above example). Since the Corps HQ is In Command, then a second test is performed. Suppose that the range from the HQ of the 3rd Panzer Division to the 24th Panzer Corps HQ is 10 and that the Command Range of the Panzer Corps HQ is 15. Then there is a 15/(10+15) or 15/25 = 3/5 chance that the 3rd Panzer Division HQ unit will pass this test and thus be In Command.