i can't find this question anywhere, but i want to know if anyone has actually completed the mini games in less than 25 turns. 'Cause to me it seems impossible. And if you have, do you have any advice on how to do it or is just luck?
Winning mini games
I wanna know the trick!
I often find matching pictures located right above or below so when I forget, I first try to open either locations,
but that's about it.
オリエンティーナ☆
viv bambi did it once. She had a proof.
I did it in 26 moves, so almost :). There's a lot of luck needed, because sometimes pictures may be located next to each other, so you match them in pairs simply with clicking one by one. I tried to play this game even using piece of paper and noting everything. Still nothing.
If anyone knows a trick for this minigames, I'd be happy to know it, although I stopped playing them long time ago.
I did it in 26 moves, so almost :). There's a lot of luck needed, because sometimes pictures may be located next to each other, so you match them in pairs simply with clicking one by one. I tried to play this game even using piece of paper and noting everything. Still nothing.
If anyone knows a trick for this minigames, I'd be happy to know it, although I stopped playing them long time ago.
Same here closest I got was 26 tries and I used a piece of paper for that too. Someone once told me there was a trick you could use but never explained that trick. I stopped playing the mini games too because playing them every day gets boring.
Happiness is inside yourself
I think the only trick as everyone else on this thread has brought up is to record the tile locations on a piece of paper ... eventually, after many tries, you might have a combination that works out favourably in terms of luck. But I find a lot of tiles usually match up right next to it or below it, or certain tiles often end up in corner spots.
Very busy with school at the moment, so temporary hiatus D:. 
I usually open up a text document like Wordpad and take not of the locations of each tile in order, and generally win SOMETHING each time.It is definitely a fair part chance/luck though, especially if you can manage to get several that are side by side.
To be honest, the games DID get boring and repetitive for me as well, so I stopped playing. It would be nice to get new games, someday, like simple ones, like scratch cards or another wheel.
Maybe is not imposible but really, really difficult. I have stopped trying to get 25 moves or less. To take notes is a good idea, but I don't enjoy the minigame in that way.
To be honest I don't really enjoy the current mini games, regardless of how i play. I'm not really sure why, because I like that "Sort Your Bag" game over on LAF quite a bit. I think it has something to do with the fact that not only are you timed over here, but your moves are counted. It's easier for me to get a better score if I'm not worrying as much about my move count, and just focusing on the timing. Then again, the Sort Your Bag game on LAF gives out a random amount of FA as a reward, instead of betters rewards for less moves.
i had this perfect 25 turn once - in round about one year.
often i had 27 turns - when it went perfectly - i don't play with any extra notices.
i turns out to be logic. for 36 fields you already need 18 turns. this is highly unlikely. (to solve it perfectly in 18 turns.)
but there's the worst scenario. in this you will detect the first pair in the tenth turn.
from now on (with a perfect memory) you will need another 17 turns to solve it. this makes 27 turns (9 misses, then the first success and from now on 17 turns).
so, this (27!) is already the worst scenario (with perfect memory).
so you need luck to solve it with 25 turns. to do so you need four direct pairs (lucky pairs without memory).
because with perfect memory you can solve a field of 28 pairs guaranteed (with perfect memory, without lucky pairs) in 21 turns (same calculation: 7 misses, first success and then another 13 turns. makes 21).
now you could ask how likely it is, to match 4 pairs perfectly in a field of 18 pairs.
very unlikely.
this is stochastic.
i don't have a formula for this (and i'm not fit in this part of mathematics any more to calculate it), but my feeling tells me: you're successful in one out of 1.000 to 10.000 trials - with four perfect pairs and no error on the other 14 memory fields.
you can count on how often you get four perfect pairs: this field would have been a chance to get solved it in 25 turns.
to make it clear: a perfect pair is, when you turn around two cards, which are matching and which weren't touched in any turn before.
all other pairs are just parts of the worst scenario.
often i had 27 turns - when it went perfectly - i don't play with any extra notices.
i turns out to be logic. for 36 fields you already need 18 turns. this is highly unlikely. (to solve it perfectly in 18 turns.)
but there's the worst scenario. in this you will detect the first pair in the tenth turn.
from now on (with a perfect memory) you will need another 17 turns to solve it. this makes 27 turns (9 misses, then the first success and from now on 17 turns).
so, this (27!) is already the worst scenario (with perfect memory).
so you need luck to solve it with 25 turns. to do so you need four direct pairs (lucky pairs without memory).
because with perfect memory you can solve a field of 28 pairs guaranteed (with perfect memory, without lucky pairs) in 21 turns (same calculation: 7 misses, first success and then another 13 turns. makes 21).
now you could ask how likely it is, to match 4 pairs perfectly in a field of 18 pairs.
very unlikely.
this is stochastic.
i don't have a formula for this (and i'm not fit in this part of mathematics any more to calculate it), but my feeling tells me: you're successful in one out of 1.000 to 10.000 trials - with four perfect pairs and no error on the other 14 memory fields.
you can count on how often you get four perfect pairs: this field would have been a chance to get solved it in 25 turns.
to make it clear: a perfect pair is, when you turn around two cards, which are matching and which weren't touched in any turn before.
all other pairs are just parts of the worst scenario.
I pronounce out loud every single tile, in pairs. That helps to remember where they were. No need for pen and paper. Try it. But it's true, you need luck to get it in 25 turns. I only got in 28. Always make 1 mistake
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