Tree path 8 levels Indian Defense: West Indian Defense › King's Indian Defense › Normal Variation › King's Indian Defense: Normal Variation › Rare Defenses › King's Indian Defense: Orthodox Variation › King's Indian Defense: Orthodox Variation › King's Indian Defense: Orthodox Variation
E94

King's Indian Defense: Orthodox Variation

Open in Lichess
Share: X Reddit Telegram Facebook
Play from here → Click pieces to play, or use ← / → arrows.

Overview

King's Indian Defense: Orthodox Variation is a variation within the Indian Defenses family, indexed as ECO E94.

The Indian Defenses group covers Indian defences — hypermodern lines where Black challenges the centre with pieces rather than pawns.

It is reached after 13 plies of play, with the move sequence 1. d4 Nf6 2. c4 g6 3. Nc3 Bg7 4. e4 d6 5. Nf3 O-O 6. Be2 e5 7. O-O.

It is a variation of King's Indian Defense: Orthodox Variation, which itself descends from the root opening Indian Defense: West Indian Defense.

It branches into 5 notable variations — King's Indian Defense: Orthodox Variation, Aronin-Taimanov Defense, Donner Defense, and others.

In total, the branch covers 16 sub-variations across all depths.

Step through the moves on the interactive board below, review the live Lichess statistics, or play this position against Stockfish at one of six difficulty levels.

ECO code
E94
Group
Indian Defenses (E)
Plies
13
Parent
King's Indian Defense: Orthodox Variation
Direct variations
5
Total in subtree
16

This overview is generated automatically from the opening's metadata. Know this line well? Write a description — submissions are reviewed before publishing.

Statistics from Lichess

943,621 games · White 50.4% / Draw 6.1% / Black 43.5%

MovesGamesW / D / B
Nc6672,932
exd4142,165
Nbd744,753
Na627,886
Bg420,564
a57,994
c65,681
Re85,366

Source: Lichess Opening Explorer · cached 2026-09-26 02:54:29

Write a description

Markdown supported (headings ###, bold, lists, links). Submissions are reviewed before publishing.

Variations (5)

Show all 16 sub-variations (full subtree)