OPTIONS |
6 Months Ended | 12 Months Ended |
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Jun. 30, 2022 |
Dec. 31, 2021 |
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| Share-Based Payment Arrangement [Abstract] | ||
| OPTIONS |
Quarter ended March 31, 2022: The Company issued options to purchase shares of common stock equally to three employees for past services, valued at $. These options have an exercise price of $ and a year life.
Quarter ended September 30, 2021: The Company issued options in conjunction with an agreement for Board of Advisor services and the evaluation of certain potential intangible asset acquisitions. These options call for an undivided 1% of the fully diluted issued and outstanding shares upon exercise. These options amounted to shares at issuance date. These option s contain a single recalculation upon the completion of a reverse split of the existing common stock and the Company raising a minimum of $5 million in an offering. These options carry an exercise price of $ per share and expire in September 2031. These options were valued at $436,908 and vest 50% upon issuance and 50% in September 2022.
The method utilized to value the options was the Black-Scholes model with the following assumption ranges: Expected life - ; stock price $; volatility ; exercise price $ and bond equivalent yield rate %.
Curative Biotechnology, Inc Notes to Condensed Financial Statements (Unaudited)
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In the third quarter of 2021, the Company issued options in conjunction with an agreement for Board of Advisor services and the evaluation of certain potential intangible asset acquisitions. These options call for an undivided 1% of the fully diluted issued and outstanding shares upon exercise. These options amounted to shares at issuance date. These option s contain a single recalculation upon the completion of a reverse split of the existing common stock and the Company raising a minimum of $5 million in an offering. These options carry an exercise price of $ per share and expire in September 2031. These options were valued at $436,908 and vest 50% upon issuance and 50% in September 2022.
The method utilized to value the options was the Black-Scholes model with the following assumption ranges: Expected life - ; stock price $; volatility ; exercise price $ and bond equivalent yield rate %.
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