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PSA gamma exposure levels

Public Storage · Levels for the close

335.93 -2.22 (-0.66%) Close · Nov 10, 2026

As of the Nov 10, 2026 close, Public Storage (PSA) has call resistance (call wall) and gamma wall at $330.00, the HVL at $290.00, and put support (put wall) at $270.00, with an expected one-day range of $330.98 to $340.88.

PSA levels for the Nov 10, 2026 close
LevelPriceFrom close
1-day range high340.88+1.47%
Close335.93
1-day range low330.98-1.47%
Call resistance (call wall) and gamma wall330.00-1.77%
HVL290.00-13.67%
Put support (put wall)270.00-19.63%

Owl Mastery computes these levels after each US close from that day's options open interest. How these levels are computed

PSA closed above call resistance (call wall) and gamma wall at $330.00, which sits 1.77% below the close. Call resistance is where a rally may stall. PSA closed above the HVL at $290.00, which sits 13.67% below the close. Above the HVL, net gamma exposure is positive on balance, which may mean smaller moves.

RSI (14) is 70.2, up from 32.7 at the start of its last 30 daily readings. It is Overbought, at 70 or more. PSA closed 11.6% above its 50-day average, the mean of its last 50 closes. PSA closed 2.9% below its 52-week high, the highest high of the last 252 sessions.

PSA signals

SignalValueReading
RSI (14)70.2Overbought
vs 50D average+11.6%Above
Volatility (20D)24.4%
From 52W high-2.9%

The signals use daily closes up to Nov 10, 2026.

PSA performance

PeriodSinceChange
1MOct 12, 2026+16.29%
3MAug 10, 2026+4.20%
6MMay 11, 2026+9.94%
YTDJan 2, 2026+33.89%
1YNov 10, 2025+28.25%
5YNov 10, 2021+28.33%

PSA key stats

Open334.46
High337.33
Low330.75
Previous close338.15
Volume1.4M
Avg volume (20D)1.1M
52-week high345.89
52-week low249.06

What these levels mean

Call resistance (call wall) is the strike with the largest net gamma exposure. Put support (put wall) is the strike with the most negative net gamma exposure. Call resistance is also the gamma wall, the strike with the largest gamma times open interest, puts counted as negative, so the two names mark one strike.

The HVL is the strike where the running sum of net gamma exposure, added up from the lowest strike, is lowest. Above the HVL, net gamma exposure is positive on balance, which may mean smaller moves. Below it, net gamma exposure is negative on balance, which may mean larger moves. The 1-day range, the expected move, is the close plus or minus a one-day move at IV30, the implied volatility of the listed expiry closest to 30 trading days out.

How to read gamma levels

PSA questions

Where is PSA's call wall today?

As of the Nov 10, 2026 close, PSA's call resistance (call wall) is at $330.00, 1.77% below the close. It is the strike with the largest net gamma exposure. It shares that strike with the gamma wall.

Call walls and put walls explained

Where is PSA's put wall today?

As of the Nov 10, 2026 close, PSA's put support (put wall) is at $270.00, 19.63% below the close. It is the strike with the most negative net gamma exposure.

Call walls and put walls explained

What is PSA's HVL?

As of the Nov 10, 2026 close, PSA's HVL (high volatility level) is $290.00, 13.67% below the close. It is the strike where the running sum of net gamma exposure, added up from the lowest strike, is lowest.

HVL, gamma flip and zero gamma compared

Is PSA above or below its HVL?

PSA closed above its HVL of $290.00 on Nov 10, 2026. Above the HVL, net gamma exposure is positive on balance, which may mean smaller moves. Below it, net gamma exposure is negative on balance, which may mean larger moves.

Positive and negative gamma explained

What is PSA's expected one-day range?

As of the Nov 10, 2026 close, PSA's expected one-day range is $330.98 to $340.88. It is the close plus or minus close × IV30 / √252, where IV30 is the implied volatility of the listed expiry closest to 30 trading days out.

The expected move explained

What is PSA's RSI today?

As of the Nov 10, 2026 close, PSA's RSI (14) is 70.2, which reads Overbought. RSI reads Overbought at 70 or more and Oversold at 30 or less.

RSI explained