Triple A Game Feedback

@bakerbei

I already started a post, messaged you in chat about it. Do you have a dicemail registered already with TripleA?

wicked.  I need to order my passport so I can join one of these.

The Med is controlled by the USN with no real threat so the US can take its units in France and dump them to support UK.

(The way I play Germany:)
Create 1 huge army that marches into Russia and arrives in Bryansk G5, ready to attack Moscow G6, together with purchases from G5 (aircraft in Berlin/fast in Ukraine). Purchases in G1/2/3/4/5 are always aimed at maximally reinforcing this marching ‘deathball’, like ghr and Demandr described.

Russia has no choice but to surrender Leningrad+Ukraine and Germany should gladly take them with some token forces (1 to 2 inf + air).

What the Allies CAN do about this (very generally speaking because of all the variables): Russia retreats into Moscow while building a lot of inf + ART(!). RAF helps to defend it. UK + USA getting strong at Gibraltar/London + Middle East and, very important, setting up ‘bomber command’. Comes G6 Germany cannot attack Moscow because it is too heavily defended. Luftwaffe is tied into Russia (making life easier for the allies preparing for DDay) because otherwise Russia begins counter-attacking, ending the German presence there. Germany can take Caucasus + Stalingrad but NOT in force because then the Russians can break out where it is most effective, attacking and destroying the German army defending Bryansk if there is still some there. If there is not, because all the Germans are in Caucasus/Stalingrad, what is to stop Russia from retaking Leningrad, Ukraine and all those juicy eastern-european countries? Nada.
Too bad this game has no ‘out-of-supply’ rules as this is exactly what happend in Russia, starving the massive German army in Stalingrad.

In the pacific, the USA + ANZAC have Allied task number 1: prevent an Axis (Pac 6VC) win. This does not mean Japan has to be killed (though you can certainly try), but Hawai + Sydney must be held. If Japan crushes India this is an easy job. If Japan clearly invests in taking Hawai/Sydney (luckily the USA goes after Japan so can react), the task is more difficult, but India will be safe  longer and can even become strong strong strong if Japan focuses too much on Hawai. Most Japanese players I have seen, invest heavily into taking India and Middle East and THEN they try to take Hawai/Sydney. This gives the USA breathing space to invest around 20% per turn into the Pacific, spending 80% of its income into Europe. By the time Japan is ready to invest into taking Hawai the USA can switch to near 100% into Pacific (depending on the Japanese investments) without a problem because its forces in Europe are already massive.

Note that I am using the LL system in my games (and posts) to predict/dictate what major powers must do to stay alive. The LL system is usually pretty accurate and if the dice screw you up, well, then it’s the dice, not strategy, that cost you the game.

My turns usually take about 10 mins as axis, 2-3 mins as allies (not counting UK or late-game USA)(not counting die rolls. I find that making a few mistakes in a fast-paced game is more fun than making no mistakes in a game where you can take decent naps if it is not your turn.

@Make_It_Round:

I think it is possible, however tedious, to count the number of meaningful choices that players have in any given game, and to guess at one’s enjoyment threshold in terms of these.

It is utterly impossible to count the number of meaningful choices that players have in any given game because each “meaningful choice” is a product of the other “meaningful choices” that were made previously. Furthermore, each “meaningful choice” is then subject to all of the possible dice outcomes, and thus multiplied by all of those possibilities and then multiplied by all of the “meaningful choices” offered by the various non-combat possibilities as they are determined by the dice outcomes. As you can see we get into these massive factorial situations where we are multiplying massive exponentials by even more massive exponentials until what is essentially infinity.

To make a comparison: In chess there are only 20 possible moves to make on the first turn. (16 pawn moves and 4 knight moves) The opponent is faced with the same. So the possible combinations for the opening 2 moves (1 each) in chess is 400. None of which are absolutely stupid. there are 8,902 possible moves by 2 each and by move 7 there are almost eleven MILLION possible positions. That’s without dice, with only 2 players, with a much much much more limited scope for unit movement, no scope for adding units and far far fewer spaces.

Now you asked about the “meaningful choices”. Some work has been done in this regard in chess and it seems that in the average game of about 30 moves (moving a single piece at at time. There are over 4.5 MILLION games outcomes in smart competitive situations. Now, multiply that by the factor of dice, multiple movement of units, game spaces, purchases and the fact that most AA games will see over 100 times that 60 units move factor and you have an utterly infinite combination of outcomes.

Which is part of the reason it is so much more entertaining than chess.

…or maybe just because we get to play with little tanks and planes.

i think it is a great idea larry.

it helps balance the game by making it easier for axis to win and it has the added benefit of helping to reduce all usa cash being diverted against one axis power.

for those worrying about realism, there is plenty to worry about, but this is just as realistic as any other rule.