Win Chess in just 2 Moves Only! #Shorts

This how you win in chess in 2 moves. It is also known as the Fool’s Mate it is the shortest checkmate possible in the game of chess. You can only play this if your opponent play the same set of moves hence it is rare but still possible. If you want to learn how to play chess or chess tricks do subscribe the channel.
#Shorts #Chess

40 Comments

  1. Also knows as the schlatt gambit

  2. This only works if your opponent is yourself. 😂

  3. "Qf4"💀💀💀💀

  4. Waha se kheney wala chutiya hoga

  5. No it's not checkmate the pawn next to it will perform en quesant

  6. New title name- how to get checkmated in two moves

  7. Thank you it helps so much😊

  8. Um you can move your pawn 2 spaces up unless it’s the first move

  9. I'm gonna be the fooled one

    But in fps chess

  10. Did you not see the hores

  11. ⱧØ₩ ĐØ Ł ĐØ₦'₮ Ⱨ₳VɆ ₮Ø ฿Ɇ ₳ ₦Ɇ₩ ₣ⱤŁɆ₦Đ₴

  12. Nobody is gonna do that imo

  13. I haven’t played anyone that’s fallen for this opening but it’s still pretty good.

  14. This works only a single time out of 1 thousands 😂😂

  15. It worked on schlatt 🤷‍♂️

  16. If only everyone played that 😢😢

  17. yeah like thats gonna work against an actual human lmao

  18. Or even that pawn on b5 can play en passant on the queen

  19. my friend tried to open up the rook

    (1, a3, e4) (2, Ra2, f3)

  20. Rare footage of chess players touching grass

  21. also known as the schlatt gambit

  22. Who the hell starts with e3

  23. i already know that i was the first one to do that

  24. Who would use an opening like that?

  25. Didn't that happened to schllat

  26. This worked on my friend

  27. Even martin would not fall for it

  28. Its work… but with a 0 ELO chess player

  29. If me 0% because dummm move of his opponent F3🤦🤦🤦🤦🤦🤦🤦👎👎👎👎👎

  30. I already know this trick

  31. I remembered i accidentally checkmated someone like this 😂

  32. I know the method long time ago by myself

  33. I really won a game like this in chess. Com not against a computer but a person

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