![]() ![]() Not much to explain because im new to stack exchange. It isnt advanced so you could make a better formula. If we touch the pad with 2 fingers, thats right click. The problem is, its impossible to do with a touchpad. This performs what is known as a Chord - uncovering all unmarked squares surrounding a number. Rc = How rare it is to randomly click inside a patch that has minesweepers all directions you look, using the sameĮxample as the square mines forming a hole in the middle (This means there is no middle mine therefore)Īnd then, the predicted formula below. Pressing left and right mouse button together is an important skill in minesweeper. P8 = How rare it is to get 8 mines forming a hole like below. Oh, i probably dont know but heres a predicted formula of how rare it is First, this variable. Use your math skills and powers of deduction to identify. The numbers show how many bombs are adjacent to that square. Click into the minefield to expose free space. Minesweeper Game in your browser stays true to the original and is great fun to play. I also dont know what you'd need to answer, so its complicated, well, because of that. Minesweeper is ingeniously simple puzzle game - one of the best time waster games of all time. Ok so today i was wondering, could you get a $8$ in minesweeper and how rare it is?Īll i know is that it will be rare. I need help on this, ignore if its already answered. Then there are 81 9 72 squares left to place the remaining 2 mines. I don't remember getting an eight in either a lost game or a game I won. Suppose the upper left square in the middle 7 × 7 grid is surrounded by 8 mines. I've been playing the expert mode of this game for over 20 years. Also, people in the comments have pointed out other intricacies in the rules of the game on Microsoft that may change the true probability. Working out the probabilities for the bigger boards would be trickier due to the possibility of over-counting, though as the proportion of mines in the grid increases, the likeliness of an $8$ also increases. Intermediate: $16\times16$ grid with $40$ mines ( $\approx 15.6\%$ of the squares have mines)Įxpert: $30\times16$ grid with $99$ mines ( $\approx 20.6\%$ of the squares have mines) ![]() In the version of Minesweeper that comes with Windows, the options are:Įasy: $9\times9$ grid with $10$ mines ( $\approx 12.3\%$ of the squares have mines) It depends on the size of the grid and the number of mines. ![]()
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