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This newsletter is created for students who want to improve their Chess and for parents who want structured, meaningful chess learning for their children.

Every edition includes:

  • A clear topic explanation

  • Practice puzzles

  • A daily challenge puzzle

Our focus is on building thinking skills, confidence, and consistency at the board.

Thank you for subscribing—we’re happy you’re here.

— Kar & Kish

1️⃣ Unbelievable Draw

Explanation:

Here, you will be delivering an unbelievable draw from a losing position via perpetual checks, stalemate tricks, three-fold repetition and insufficient materials to win.

Example Puzzle:

White to Play

Here, in the above puzzle, White can play Qe5 forcing black queen to capture the queen on e5 and then this leads to a stalemate.

Qe5 Qe5 Stalemate

2️⃣ Practice Puzzles

Instructions:
Try to solve the puzzles without moving the pieces.
Write down your solutions before checking the solution at the bottom

Puzzle Set:

  • Puzzle 1: White to move and make an unbelievable draw

White to Play

  • Puzzle 2: White to move and make an unbelievable draw

White to Play

  • Puzzle 3: White to move and make an unbelievable draw

White to Play

  • Puzzle 4: White to move and make an unbelievable draw

White to Play

3️⃣ Solutions

1. Nf5 Kh5 Ng7 Kh6 Nf5 Kh5 Ng7 Kh4 Nd5 Kh5 Ng7 leads to a draw (If black plays Kg7 or Kh3 it will lead to a checkmate on RG7 or Rg3)

2. Rg7 Kg7 Qg5 Kh8 Qf6 Kg8 Qg5 Kh8 Qf6 leads to a perpetual check draw

3. Rd3 Ed3 Kd3 leads to insufficient material for black to win (Remember with two knights, it is not possible to forcefully checkmate a lone king)

4. Rd7 (Stopping black kings escaping d8 square) Raa1 Nh7 Ke8 Nf6 Kf8 Nh7 Kg8 Nf7 Kf8 Three fold repetition draw

Remember black king cant go to h8 as white can do Rh7 to do a checkmate.

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👋 About US

Who’s Writing This?

Hi, Karthik and Kishore here —

  • Chess players with 20+ years of playing experience

  • FIDE Peak Rating: 2086 - Karthik, 1815 - Kishore

  • Focused on building strong fundamentals and thinking habits

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