6x4 is not possible (evidence left as exercise for the reader) Website used

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I'm in no way affiliated, just a minesweeper fan

2 mines left, and this is supposed to be No-guess.

However, it seems that there can be two answers to this - 

(A) The top square of the top pair and the top square of the bottom pair, can both be mines.

(B) The bottom square of the top pair and the bottom square of the bottom pair, can both be mines.

But then this is not really guess free, is it ?

(Note - I did go with option (A), and it proved to be right. But my original question still stands).

What am I missing ?

This is guess-free, and 14 mines left, all under those uncovered squares.

Any thoughts on how to proceed ?

EDIT - never mind. Tried brute force with the hope that the path I choose would be the right one - and lost.

But there's always a next time mine, lol.

And it was indeed heartening to see the Minesweeper community in Lemmy is not dead.

This was a rare moment where I actually had to think to find it. Can you?

Screenshot is from a solver I found online because I didn't think to take a screenshot until I already opened the safe square.

Screenshot from Antimine on Android. It's supposed to not require any guesses, but I'm totally stuck. I'm probably missing something simple, so more eyes on it should help... Anyone?

I probably gave myself this bad habit of flagging and chording from the very beginning when I started playing minesweeeper - and got used to it.

But I also heard that giving up flagging may take a while to get used to, but it may also make you faster in the long run.

I mean, I get it - if you do not flag, you are basically avoiding hitting the squares you do not need to hit, and in turn reducing the number of clicks.

I did try that a couple of times - but I found that I need to think a lot more when playing without flagging, and the "useful" patterns (1-2-1, 1-2-2-1 and stuff like those) are not really useful there.

Thoughts?

2.85 % chance of not hitting a mine

This basically lets you play together on an infinite minesweeper board. I've played it a few years ago and it's cool to see it's still up.

Playing online

• https://minesweeper.online/ - This website offers various features such as user accounts, game statistics, and game replays as animations. It also has a no guessing mode (minesweeper without need to guess).

Probability calculators

These calculators allow you to input a board and automatically calculate the probabilities of cells being mines or safe, or even the probability of winning.

• https://mzrg.com/js/mine/probability.html - This calculator computes the probabilities of cells being mines. Use the [Edit] mode to create a board, then click "Compute Probabilities". You can then use the [View] mode to see the probabilities.
• https://davidnhill.github.io/JSMinesweeper/ - This calculator computes the probability of cells being safe. It also uses heuristics to choose the best cell based on not only the probability of it being safe, but also on the potential progress that uncovering that cell can provide. When there are few possible board positions, it attempts to find the best (perfect) guess by calculating the exact win probability.
• https://github.com/DavidNHill/Minesweeper - The same as above but requires downloading. It is faster than the online version but appears to be less maintained.

Efficiency and ZiNi calculators

In short, ZiNi is a number, that tries to find the minimum amount of clicks needed to solve a specific board with allowed use of flags and chords. ZiNi calculators allow you to input a board and attempt to find its ZiNi value.

• https://pttacgfans.github.io/Minesweeper-ZiNi-Calculator/ - This is a good ZiNi calculator that provides an animation of the best solution it finds.
• https://mzrg.com/js/mine/make_board.html - This calculator allows you to create boards and calculates their ZiNi values, among other things.

Misc

• https://mzrg.com/js/mbm/ - Minesweeper Board Museum. This site shows off several dozen important, unique, or interesting Minesweeper boards, such as Densest Solvable Boards.