No better resort?
It baffles me still that people don't understand gutmeister's argument. I slowly start to suspect some trolling ... or is it really that difficult? Or are some too set in their ways?
Let me try with another argument. Imagine you have all starsand you do not gain more stars. Socks are offered two days, one after another.
Player 1 tries their luck and gets a sock on fifth try and stops. Next das the board starts again and he goes for their next attempt.
Player 2 waits for the next day and hits a sock on fifth try and now to go for the second sock needs to find reshuffle (which in my case last time needed to clean the whole board, grrr, bad luck, it I divert). Player 1 doesn't,t b/c the second day starts with a clean board. Player 1 saves stars to hit the first reshuffle.
If player 1 hits a reshuffle and stops and tries the next day, he is not worse off than player 2 who hits a reshuffle on second day. A reshuffle before a sock does not waste stars as some wish to believe. It is the cost of playing that shuffle game. It is a failed attempt, it it is so on day 1or on day2.
As long as you stop on the first day before you run out of stars, trying for a sock is just better. It saves the need to find one reshuffle. Even if we get more stars on day two as in this game, it does not change the argument that you save stars b/c you do not need to find the first reshuffle. The odds to get a reshuffle before a sock are no difference. In sum, you have more stars overall to get socks. How many socks you get in the end is based on luck. Not whether you try the first day or wait for second day. Starting on first day just saves some stars.
And autocorrect corrects sock into sock and I keep that out of amusement. Enjoy all your socks.