Sundie Seefried Net Worth
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Sundie Seefried has an estimated net worth of at least $12.0 million*, as of March 26, 2025. They own shares of SHFS stock. They have sold 0 shares of SHFS stock since 2021, for an estimated $-77,153.
Sundie Seefried $SHFS SEC Form 4 Insider Trading
Sundie Seefried has filed a total of 7 insider trades in $SHFS since 2021. Their most recent trade was a purchase of 24,700 shares, made on Dec 14, 2023. Their largest trade was a purchase of 24,700 shares, made on Dec 14, 2023. We estimate that they now own shares of $SHFS, worth an estimated $12.1 million.
Insider Trading at $SHFS
There have been a total of 31 insider trades reported at $SHFS since 2021, with 680,721 shares purchased and 0 shares sold. The most active insider traders in $SHFS stock have been Sundie Seefried, Donald Emmi, and Dan Roda. The most recent trade was a purchase of 24,700 shares reported by Sundie Seefried (Chief Executive Officer), made on Dec 14, 2023.
History of Insider Stock Trades by Sundie Seefried
Company Ticker | Purchase / Sale | Shares | Date | Disclosed (EST) |
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Purchase | 24,700 | Dec 14, 2023 | Dec. 18, 2023, 10:38 p.m. |
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Purchase | 3,700 | Dec 08, 2023 | Dec. 12, 2023, 5:30 p.m. |
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Purchase | 5,200 | Dec 11, 2023 | Dec. 12, 2023, 5:30 p.m. |
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Purchase | 20,000 | Dec 05, 2023 | Dec. 7, 2023, 6:11 p.m. |
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Purchase | 9,500 | Dec 04, 2023 | Dec. 5, 2023, 5:30 p.m. |
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Purchase | 12,239 | Dec 01, 2023 | Dec. 5, 2023, 5:30 p.m. |
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Purchase | 19,500 | Jun 08, 2023 | June 12, 2023, 7:30 a.m. |
$SHFS Executives and Stock Owners with Insider Trades
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Sundie Seefried, Chief Executive Officer
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Donald Emmi, Chief Legal Officer
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Dan Roda, EVP & Chief Operating Officer
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Dan Roda, EVP / Chief Operating Officer
*This is only based off of information found in SEC filings, and may not reflect actual net worth. There may also be inaccuracies due to privately holdings filing errors, parsing errors, accidental double-counting of shares, incorrect classification of indirectly owned shares, sales prior to dataset start date, or any other number of issues.