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Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation

4.6K games from Lichess · Updated January 2026

Key Finding

Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation leaves Black at 46.3% — pick a better weapon.

The minimum advantage of -10.0% means this line underperforms at the selected level.

You play
Tough Sell
Rating
Time
Black Expected Score46.3%Based on 4.6K gamesWin + ½×draw — predicts rating gain better than win rate
40%46.3%55%
Range (90% confident): 45.0% – 47.5%
Min adv-10.0%
ContextAll ratings · All speeds · n=4.6K
Outcome Distribution
4...b6
Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation
Analyzen=4.6K
Avg Length33 moves
Sharpness95%
Draw Rate4.6%

Sharpness — share of games that end decisively

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation expected score for Black?

Snapshot

At all ratings, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 46.3% expected score for Black (we're 90% confident it's between 45.0% and 47.5%), based on 4.6K Lichess games.

Extra Analysis

Deep-dive datasets for this opening

Black Win% by Rating

Improves with rating: 20% → 47%

0
1000
1200
1400
1600
1800
2000
2200
2500+

  • 0-999: 20.0% win rate (1 games)
  • 1000-1199: 63.6% win rate (4 games)
  • 1200-1399: 44.7% win rate (22 games)
  • 1400-1599: 33.0% win rate (103 games)
  • 1600-1799: 47.8% win rate (389 games)
  • 1800-1999: 47.1% win rate (1,126 games)
  • 2000-2199: 43.3% win rate (1,745 games)
  • 2200-2499: 41.2% win rate (1,124 games)
  • 2500+: 47.0% win rate (57 games)

Black Win% by Time Control

Best in Bullet (48%), worst in Classical (31%)

Bullet
Blitz
Rapid
Classical

  • Bullet: 47.9% win rate (676 games)
  • Blitz: 44.0% win rate (3,108 games)
  • Rapid: 41.1% win rate (713 games)
  • Classical: 31.1% win rate (74 games)

Black% by Rating × Time Control

Click any cell to filter — click it again to clear. Green = above 50%, Red = below 50%.

RatingUBBulleBlitzRapidClass
0-999
1000-1199
1200-1399
1400-1599
1600-1799
1800-1999
2000-2199
2200-2499
2500+

Expected score matrix by rating bracket and time control

  • 0-999 rating, Rapid: 30.0% expected score (1 games)
  • 1000-1199 rating, Bullet: 83.4% expected score (3 games)
  • 1000-1199 rating, Blitz: 30.0% expected score (1 games)
  • 1200-1399 rating, Bullet: 54.8% expected score (9 games)
  • 1200-1399 rating, Blitz: 41.3% expected score (10 games)
  • 1200-1399 rating, Rapid: 38.9% expected score (3 games)
  • 1400-1599 rating, Bullet: 54.1% expected score (23 games)
  • 1400-1599 rating, Blitz: 20.8% expected score (55 games)
  • 1400-1599 rating, Rapid: 46.1% expected score (24 games)
  • 1400-1599 rating, Classical: 30.0% expected score (1 games)
  • 1600-1799 rating, Bullet: 56.0% expected score (66 games)
  • 1600-1799 rating, Blitz: 47.6% expected score (248 games)
  • 1600-1799 rating, Rapid: 52.6% expected score (58 games)
  • 1600-1799 rating, Classical: 39.2% expected score (17 games)
  • 1800-1999 rating, Bullet: 52.5% expected score (159 games)
  • 1800-1999 rating, Blitz: 49.5% expected score (731 games)
  • 1800-1999 rating, Rapid: 47.6% expected score (201 games)
  • 1800-1999 rating, Classical: 41.8% expected score (35 games)
  • 2000-2199 rating, Bullet: 47.6% expected score (180 games)
  • 2000-2199 rating, Blitz: 47.1% expected score (1,240 games)
  • 2000-2199 rating, Rapid: 42.1% expected score (307 games)
  • 2000-2199 rating, Classical: 29.5% expected score (18 games)
  • 2200-2499 rating, Bullet: 43.8% expected score (209 games)
  • 2200-2499 rating, Blitz: 43.7% expected score (795 games)
  • 2200-2499 rating, Rapid: 41.2% expected score (117 games)
  • 2200-2499 rating, Classical: 27.8% expected score (3 games)
  • 2500+ rating, Bullet: 55.3% expected score (27 games)
  • 2500+ rating, Blitz: 45.0% expected score (28 games)
  • 2500+ rating, Rapid: 50.0% expected score (2 games)

Related Openings

Analyze Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation PositionsGet move-by-move win rates at your level with the TrueElo analyzer

Frequently Asked Questions

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate?

The Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 51.4% (90% CI: 50.2%-52.7%) win rate for white, based on 4.6K rated games from Lichess.

At what rating does the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation perform best?

The Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation performs best at 1400-1599 Elo with a 65.6% win rate for white (103 games). Win rate tends to decline at higher ratings as opponents know the theory better.

Is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation better in blitz or rapid?

Blitz (51.5%) outperforms Bullet (49.4%) by 2.1%. Choose your time control wisely.

How sharp is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation?

The Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a sharpness score of 95.4 (very decisive), meaning 95.4% of games end decisively. Average game length is 33 moves.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate at 1400-1599 Elo?

At 1400-1599 Elo, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 65.6% (90% CI: 57.8%-73.0%) win rate for white, based on 103 Lichess games. Average game length is 28 moves with a 1.4% draw rate.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate at 1600-1799 Elo?

At 1600-1799 Elo, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 49.0% (90% CI: 44.9%-53.2%) win rate for white, based on 389 Lichess games. Average game length is 28 moves with a 3.2% draw rate.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate at 1800-1999 Elo?

At 1800-1999 Elo, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 48.5% (90% CI: 46.0%-50.9%) win rate for white, based on 1.1K Lichess games. Average game length is 32 moves with a 4.5% draw rate.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate at 2000-2199 Elo?

At 2000-2199 Elo, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 51.2% (90% CI: 49.2%-53.2%) win rate for white, based on 1.7K Lichess games. Average game length is 34 moves with a 5.5% draw rate.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate at 2200-2499 Elo?

At 2200-2499 Elo, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 54.4% (90% CI: 52.0%-56.9%) win rate for white, based on 1.1K Lichess games. Average game length is 35 moves with a 4.4% draw rate.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate in Bullet?

In Bullet games, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 49.4% (90% CI: 46.2%-52.5%) win rate for white (676 Lichess games). Draw rate is 2.7%.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate in Blitz?

In Blitz games, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 51.5% (90% CI: 50.0%-52.9%) win rate for white (3.1K Lichess games). Draw rate is 4.5%.

What is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation win rate in Rapid?

In Rapid games, the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation has a 52.4% (90% CI: 49.3%-55.5%) win rate for white (713 Lichess games). Draw rate is 6.5%.

Is the Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation a good opening?

The Indian Defense: Budapest Defense, Fajarowicz Defense, Bonsdorf Variation is statistically favors white with a 51.4% (90% CI: 50.2%-52.7%) win rate across all ratings. It performs best at 1400-1599 Elo. Your results depend on your rating, time control, and how well you know the typical plans.