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Poker Strategy & GTO

Exploring Game Theory Optimal strategies and advanced poker concepts

I am not a professional poker player or coach, but I am a student of the game.

Why care about GTO?

Game Theory Optimal (GTO) poker is about making unexploitable decisions that maximize expected value regardless of your opponent's strategy. It's the foundation of modern poker theory.

GTO Concepts

Range

  • Value betting ranges
  • Bluffing frequencies
  • Balanced combinations

Pot Odds & Equity

  • Calculating pot odds
  • Implied odds scenarios
  • Equity realization

Position & Board Texture

  • Positional advantage
  • Board coordination
  • Dynamic ranges

Additional Strategies

Multi-Street Planning

  • Turn and river planning
  • Barrel sizing strategies
  • Check-raising frequencies

Exploitative Adjustments

  • Player profiling
  • Leak identification
  • Dynamic adjustments

Mental Game

  • Tilt management
  • Bankroll management
  • Session planning

Summer 2025 Poker Results

Tracking my poker sessions and results during the summer months.

Session Log

Total Hours: 14

Net Result: +$3,779

Biggest Win: +$1,761

Biggest Loss: Haven't lost in Seattle yet.

Date Venue Stakes Hours Result
May 20, 2025 Aces Poker Seattle 1/3 NL 2.5 +$324
June 7, 2025 Aces Poker Seattle 1/3 NL 3.7 +$291
June 11, 2025 Amazon Interns 1/1 NL 3.5 +$1,761
June 15, 2025 Aces Poker Seattle 1/3 NL 2.5 +$169
July 2, 2025 Aces Poker Seattle 1/3 NL 0.8 +$623
July 3, 2025 Aces Poker Seattle 1/3 NL 1 +$591

Hand Analysis #1

Blinds: SB: 1, BB: 3

Hero (UTG): ~$330

Villain 1 (BB): ~$1500

Villain 2 (MP): unknown

Context: This was a hand played at Aces Poker Seattle July 3, 2025. The game was 1/3 stakes.

Preflop Action

There are around 7 players in this table. The Hero is in the UTG position and opens to $20 (~7 BB — large for a 1/3 game, indicating a strong hand). MP (loose) calls, likely with any two cards. MP has been drinking and talking loudly, so he is not paying attention to the game. BB (tight) calls, the bet ruling out any high over pairs and stronger value hands like suited broadways.

Flop: 8♣ 4♦ 3♠ (rainbow) — Pot $61

BB (Villain 1) checks. Hero (UTG) c-bets $20 (~1/3 pot). MP (Villain 2) folds. BB (Villain 1) calls.

Turn: 8♣ 4♦ 3♠ 9♠ — Pot $101

Two spades now. BB checks. Hero bets $20 (~20% pot). BB check-raises to $60. Hero calls.

River: 8♣ 4♦ 3♠ 9♠ K♠ — Pot $220

Third spade arrives. BB leads $100 (~45% pot). Hero tanks and folds AA with A♠.

Villain’s Range

Key Point

Hero’s A♠ blocks the nut flush, removing the highest-equity value combos from Villain’s range and increasing the proportion of semi-bluffs. On the river, Hero faces a pot of $220 and a $100 bet. Minimum Defense Frequency (MDF) = 220 / (220 + 100) ≈ 69%. AA has showdown value against most of Villain’s bluffs, so it’s a solid bluff-catcher here.

Hero’s Options

Alternative Line: Nut-Blocker Bluff

You could turn AA into a blocker bluff by shoving river, representing hands like A Q♠, A J♠ or A T♠. That line:

In theory, this can fold out sets and small flushes. In practice at 1/3 stakes, players rarely fold made flushes, so it’s a losing line.

Conclusion

You should not bluff-raise AA here. Use AA as a bluff-catcher: