I’m sorry if im being unclear. What I said was that the fighters flew to Africa from the UK because they cannot reach WR or a landing space in another Russian territory. I’m trying to buy the fighters on UK1 on London and hopefully UK2 on London and get them directly into the defense of Moscow, which is the whole point of putting everything I can on West Russia.
My point is that there is no way to cross Germany unless you own Karelia, archangel, WR or another zone, the only alternative if you don’t own a safe LZ is to head to Gibraltar or Africa, which takes forever to get into the fray. Once the LZ is lost, the fighters might as well just hang out until UK can get a navy (often doing nothing as there is no navy left to attack after G2) or try for US carriers because crossing via Africa is too slow.
The problem is that while I’m stacking West Russia as advised (and attacking Ukraine), my opponent views this as an invitation to attack in massive force and has consistently won this battle 3-4 times.
I realize that the odds calculators do not lie, but they also do not necessarily represent the kind of outcomes that will occur with real dice (such as rolling 1-2 casualties with 18 "2"s, then rolling 5/5 hits on the penultimate round of combat). I actually did “win” this battle, because a single Russian fighter survived, so this battle didn’t actually fall in the 2%-ile. He lost his entire force. I bring in everything including the AAA.
Because the attacker has the luxury of seeing as many rounds of battle as he likes (and with up to 13 “3s”), and re-evaluating after each round, it means that each strongpoint is subject to at least being strafed, if not annihilated. You and BE have repeated that the Germans have less than 50% odds to make these attacks, but he doesn’t necessarily need to win any given battle or wipe out the Russians to gain an advantage, he just needs to kill them without losing all his tanks.
We finally have a game going where all the Allies are alive at the beginning of Turn 5, dave is playing Allies. After this, there could be a long game for the allies, but the Axis still have all the $$.