SHOP Flow Report
Analysis based on market close March 31, 2026
Flow Verdict
Watch next session: $100-$115 put OI growth; Spot vs. $119 max pain level
Flow Summary
Net premium: -$8.4M bearish
P/C volume ratio: 1.02 — neutral volume, slight put lean
P/C OI ratio: 0.68 — significant call OI dominance
Notable Prints
Read-through: Extremely high IV (101%) suggests this is a premium purchase, not a sale. A large, OTM put buy 17 days out is a clear bearish or protective bet.
Read-through: High volume and notional alongside the $160P suggests a multi-strike bearish put spread, targeting a move below $155 by mid-April.
Read-through: High volume vs. OI in a near-dated, near-the-money call. Given spot at $118.62 and max pain at $119, this is likely a short-dated bet on a move above $117, possibly a gamma scalp against the pin.
Read-through: Modest size, but strategically placed just below the near-term expected move. Suggests some traders are positioning for a break below support.
Institutional Positioning
Call additions: Minimal recent call premium. Large legacy OI at $170C and $145C.
Put additions: Significant premium into April $155-$185 puts, particularly $160P.
GEX/DEX consistency: No — Positive GEX suggests pinning, but bearish put flow contradicts. Flow may be anticipating a break of the pin.
OI clusters: Major call walls at $170 (56K OI) and $145 (55K OI). Major put walls at $100 (14.6K OI) and $95 (12.1K OI).
Hedging evidence: Strong evidence in large, high-IV put purchases for April expirations. This is institutional-scale downside protection or directional betting.
Max pain context: Spot ($118.62) is pinned at near-term max pain ($119). The large put flow suggests institutions are hedging against a break lower from this equilibrium.
Signal vs Noise
Key Conclusions
Read the Flow analysis for SHOP for 2026-03-31. This AI-generated report covers regime classification, key price levels, strategy recommendations, and actionable trade ideas drawn from end-of-day options data including gamma exposure, delta exposure, and implied volatility.