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Este mercado se resolverá a la valoración de equidad implícita de OpenAI en su precio inicial de oferta pública (IPO). La valoración de IPO se define como el precio final de IPO por acción multiplicado por el número total de acciones pendientes sobre una base totalmente diluida, como se muestra en el prospecto final presentado a la Comisión de Cambio de los Estados Unidos. El precio de la IPO será el precio de la oferta final al público como se especifica en el prospecto final. No se considerarán los precios de venta después de las listas, incluido el comercio de apertura, los precios intradía o el precio del primer día de comercio. No se considerarán los rangos de precios indicados o divididos, incluidos los rangos asociados con números anteriores o traducciones. Si la cita calculada cae exactamente en la isla entre dos ra
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This market will resolve according to the implied equity valuation of OpenAI at its initial public offering (IPO) price. The IPO valuation is defined as the final IPO price per share multiplied by the total number of shares outstanding on a fully diluted basis, as disclosed in the final prospectus filed with the U.S. Securities and Exchange Commission. The IPO price will be the final offering price to the public as stated in the final prospectus. Trading prices after listing, including the opening trade, intraday prices, or closing price on the first day of trading, will not be considered. Indicated or preliminary price ranges, including any ranges disclosed in earlier filings or amendments, will not be considered. If the calculated valuation falls exactly on a boundary between two ranges, this market will resolve to the higher range. If OpenAI does not complete an IPO by December 31, 2027, 11:59 PM ET, this market will resolve to the lowest bracket. The primary resolution sourc
Prices reflect the market's implied probability of each outcome and update as people trade. Settlement is in USDC with a transparent 2% platform fee shown before confirmation. Predictions carry risk — never stake more than you can afford to lose.
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