1
Dominion Online at Shuffle iT / Re: Creating Dominion
« on: October 12, 2016, 03:10:00 am »Welcome back! Have you checked out the forum games yet?
Thx - I will have a look.
Welcome back! Have you checked out the forum games yet?
It's actually happening! Philip (SCSN) and I are building the new version of Dominion Online that will go online on the first of January 2017.
Played again tonigh with the same 10 cards. and i won! it seemed ineffective at first, he was buing provinces at turn 6, but the torturers really did some work this time, i was able to chain a lot of them.
Resigning is a valid game decision in any game.
Hanabi - A very good game, but I'm a little bit surprised about the nomination because it's really simple and also is cooperative.
I still hate this argument. isotropic was absolutely valued by Donald X, and almost certainly by RGG as well. They WERE involved with iso. It was used for tons of play testing! They approached dougz before Goko was ever in the picture!
I have no idea what you mean when you say that the "you're getting something for free" mindset is unfortunate.
I've not really played any of his games before other than ItYotD which I played once when I'd just started gaming and I hated it so I haven't played since. I might check it out again at some point though because I'm sure I'd like it better now I've developed my taste for slightly heavier games.
3. e5 is not a bad move. Though funnily enough, it's also sharper than Nc3, it seems?
Nope, still dont getit.
Start with 3 people with blue and 3 with green.
B1
B2
B3
G1
G2
G3
Now obviously they can all see each other, and the Blues can see 2 other blues.
So when the stranger turns up and says I can see someone with blue eyes.
If I am B1, he can possibly be talking about B2, B3 or even me. But also i know that B3 can see B2 (and vice versa), so they could assume the stranger is talking about the other one.
Before the stranger's comment... if you are B1, you know that everyone knows there's at least 1 blue-eyes. However... for all you know, you have green eyes. So you assume for the moment that you do have green eyes. And if you do, then B2 would only be seeing 1 blue-eyes person (B3), and so B2 has no way of knowing whether or not B3 sees a blue-eyes person. So for all you know, B2 doesn't know if B3 knows that there's a blue-eyes person.
Hang on, lost it again!
Haha
B1
B2
B3
B4
GX (assume the number of green people doesnt matter?)
I am B1, I dont know whether I have green eyes or not, but now we are back to where I was before taking meout of the equation, that B2 can clearly see two people with Blue eyes, so could be talking about either of them, B3 or B4.
Why don't they just look into the water of the ocean around them?
But this is an interesting riddle and pretty similar to one I enjoyed the most.
There are 3 Logic students having their final exam. The professor says:
"Instead of writing an exam I just let you having a final test.
There are 5 hats, 3 of them are red and 2 of them are white.
Please stand in a row, so that one of you can see the other two, another one can only see one and the front one can see no-one.
I will put a hat on each of you and then removing the 2 leftover hats out of the room.
You aren't allowed to talk or use any help or items.
If anyone of you can tell me what color the hat has he's wearing, all of you pass this test."
After an hour of silence the student on the front who couldn't see any other student gives the right answer.
--
How did he do that and what color had his hat?
Nope, still dont getit.
Start with 3 people with blue and 3 with green.
B1
B2
B3
G1
G2
G3
Now obviously they can all see each other, and the Blues can see 2 other blues.
So when the stranger turns up and says I can see someone with blue eyes.
If I am B1, he can possibly be talking about B2, B3 or even me. But also i know that B3 can see B2 (and vice versa), so they could assume the stranger is talking about the other one.
I had a reason of thought that led me in similar direction, but I don't see how the stranger is relevant. Everyone knows he sees a blue eyed person, because they see one themselves. So, how does he provide any additional information?
If they are great at Logic, why cant someone just go round and count the number of brown eyed people. if he gets to 100 then he knows he has blue eyes?
No need for strangers at all....
The do not know how many of each there are... they do all see each other. So a blue-eyed person will know that there are at least 100 brown-eyed people and at least 99 blue-eyed people, but he won't know if his own eyes make it 100-100 or 101-99.
For those who want to spoil the answer for themselves, bozzball got it perfectly! Have you seen this before, or did you figure it out?
So the reason cards that give you +2 actions are called "villages" is because of the idea that you have a village full of people running around and doing stuff for you. A Necropolis is a village of the dead... but somehow it still gives you +2 actions. That's a little creepy.
1. The opponent's rank is too high-> don't play "any registered"Quote2. They don't like the board->play veto
I think as someone on this thing said once, you're sacrificing an early turn in the game for eight points. It's usually a losing proposition. On the other hand, if there's something you really want to ironworks (caravans, say) it's another story.
My real secret pro combo is with Secret Chamber and Scrying Pool.
Horn of Plenty... well, you might want to play that before Philosopher's Stone if you want one extra card in your discard
Philosopher's stone isn't affected by order (unless you also have a venture/loan) because treasures in hand and in play have no effect on its value.
Well, I certainly would have sent back 2 coppers both times in that deck.
I wish I could give specific rules. I just get it when there's lots of 3s and 4s I want and it won't bring me too many terminals. Take a look at this interesting game from earlier today:
http://dominion.isotropic.org/gamelog/201201/10/game-20120110-114734-c0e49387.html