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Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant (LEGO=) closed at $10.07 on October 30, 2026, unchanged from the previous close, on volume of 2,616 shares (30-day average 440).

Key numbers
  • Last close: $10.07 (October 30, 2026)
  • 52-week range: $9.95 to $11.99

Data as of October 30, 2026.

LEGO= Stock Summary and Trading Ideas (Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant | :LEGO=)

Charts for Today's Stock Price and Implied Volatility in Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant

30-Oct-2026

Stock Price & Volume | Full Chart

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Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant (LEGO=) Frequently Asked Questions

What symbol and exchange does Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant shares trade?

Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant trades on the stock market under the symbol LEGO=.

What is Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant stock price doing today?

As of October 30, 2026, LEGO= stock price was flat at $10.07 with 2,616 million shares trading.

How much is Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant worth?

LEGO= has a market cap of $0.00. This is considered a Sub-Micro Cap stock.

What are the support and resistance levels for Legato Merger Corp. IV Units Each Consisting Of One Ordinary Share And One-Third Of One Redeemable Warrant (LEGO=)?

LEGO= support price is $9.86 and resistance is $10.28 (based on 1 day standard deviation move). This means that using the most recent 20 day stock volatility and applying a one standard deviation move around the stock's closing price, stastically there is a 67% probability that LEGO= shares will trade within this expected range on the day.

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