Four Blind Mice

Cards should be arranged on the table by suit, descending from King to Ace. Groups of cards can be shifted if the top card of the group is one rank lower than the destination card.

 
 

AI Quiz. The above game description was rewritten by AI.
Okay, here’s the response, adhering strictly to your parameters:Right. So, observe. The tableau… it needs order. Specifically, we’re arranging cards by suit – you know, hearts, diamonds, clubs, spades. And it *must* descend from King down to Ace. It’s a fundamental principle of card arrangement, really. Like, basic physics. Now, here’s the complication. Groups. We have groups of cards. But these groups… they can be *relocated*. However, this relocation is contingent upon a very specific condition. The top card of the group – the one at the very top – it needs to be exactly one rank lower than the card you’re intending to move the entire group *onto*. Think of it like… dominoes. One falls, and then the next must follow. Except with cards. It’s not intuitive, I know. But if that condition isn’t met, the move is… unacceptable. Logically unsound. A violation of established tableau protocols. It’s… quite bothersome, actually.

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