Intermediate2 min readLast updated: 2026-06-10
SMC Distribution — Complete Guide
Master the Distribution phase — how smart money exits positions at premium before markdown.
What is Distribution?
Distribution is the third phase where smart money offloads positions at premium prices. The market looks bullish — retail traders are buying — but institutions are secretly selling into their buying pressure.
Smart Money Exit
Institutions can't sell everything at once — it would crash the market. They distribute gradually at premium prices while retail traders still buy the "uptrend."
Characteristics
| Feature | Description |
|---|---|
| Price behavior | Sideways at highs, choppy |
| Location | At resistance / after markup |
| Structure | False breakouts above common |
| Volume | Increasing on pushes UP (supply entering) |
| Retail perception | "Bullish breakout coming!" |
| Institutional action | Selling into buying pressure |
How Institutions Distribute
1. Price arrives at premium zone (after markup)
2. Range forms at key supply area
3. Liquidity sweeps ABOVE range highs (traps buyers)
4. Institutions fill SHORT orders on the sweep
5. Price breaks below range (markdown begins)
Key sign: Price sweeps highs but DOESN'T continue up
→ Institutions selling into retail buying
Trading Distribution
Short Entry Strategy:
1. Identify range at premium/resistance (potential distribution)
2. Wait for liquidity sweep above range highs
3. Look for bearish CHOCH on LTF after sweep
4. Enter short at Order Block from sweep reaction
5. Stop: Above the sweep high
6. Target: Range bottom first, then markdown targets
Distribution vs. Accumulation
| Factor | Distribution | Accumulation |
|---|---|---|
| Location | Premium / resistance | Discount / support |
| Institutional action | Selling | Buying |
| Sweep direction | Above highs | Below lows |
| Followed by | Markdown (down) | Markup (up) |
| Retail doing | Buying (trapped) | Selling (trapped) |
Related Topics
- Accumulation — Opposite phase
- Premium & Discount — Selling at premium
- Manipulation — Distribution sweeps
- Wyckoff Relation — Wyckoff distribution model