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I have a situation that I'm not sure how to adjudicate. It looks like
a paradox, of the "internal inconsistency" type (rather than the "two
valid adjudications" type). The specific situation is as follows:
Austria:
A Vie-Tyr
A Tri S A Vie-Tyr
Italy:
A Ven-Tri
A Tyr S A Ven-Tri
The problem stems from a dislodged unit being unable to give support.
Since the situation is symmetric, if it is ruled that support is cut in
this case, then the attacking armies lack the strength to dislodge the
supporting armies... which means that support is not cut, since support
is not cut by an attack from the province into which support is being
given. But if the support is not cut, then the supporting armies are
dislodged, support must be cut, and we're back to square one. Is there
a common agreement on how to rule this? Or have I missed something
obvious?
I suppose, technically speaking, there are two valid solutions: favor
one side or the other. The actions become consistent with the rules,
but then we merely have a paradox of the other type.
Oh, I am using the 4th edition of the rules, in case that makes a
difference.
(I apologize if this is covered somewhere, but any search about
paradoxes on this group returns a quagmire of examples involving
convoys, which is obviously not what I'm looking for.)
I have a situation that I'm not sure how to adjudicate. It looks like
a paradox, of the "internal inconsistency" type (rather than the "two
valid adjudications" type). The specific situation is as follows:
Austria:
A Vie-Tyr
A Tri S A Vie-Tyr
Italy:
A Ven-Tri
A Tyr S A Ven-Tri
The problem stems from a dislodged unit being unable to give support.
Since the situation is symmetric, if it is ruled that support is cut in
this case, then the attacking armies lack the strength to dislodge the
supporting armies... which means that support is not cut, since support
is not cut by an attack from the province into which support is being
given. But if the support is not cut, then the supporting armies are
dislodged, support must be cut, and we're back to square one. Is there
a common agreement on how to rule this? Or have I missed something
obvious?
I suppose, technically speaking, there are two valid solutions: favor
one side or the other. The actions become consistent with the rules,
but then we merely have a paradox of the other type.
Oh, I am using the 4th edition of the rules, in case that makes a
difference.
(I apologize if this is covered somewhere, but any search about
paradoxes on this group returns a quagmire of examples involving
convoys, which is obviously not what I'm looking for.)