Will BNB exceed $703 on CoinGecko at 23:45 UTC on 28 Aug 2026?

No

<think> Okay, let's take a look at this market question. The user is asking if BNB will exceed $703 on CoinGecko at 23:45 UTC on August 28, 2026. The market closed at exactly that time, so we need to check the price at that specific timestamp. Resolver 1 says that the last published USD price at exactly 2026-08-28T23:45:00Z was $690.59, and surrounding data points were between $689–$690, which is way below $703. So Resolver 1 concludes "No" with answer 1. Resolver 2 provides more detailed data. They mention that the CoinGecko API has a data point exactly at the timestamp in question, which is 2026-08-28T23:45:00Z. The price there is $690.5851345230732, which they also confirm is not over $703. So Resolver 2 also concludes "No" with answer 1. Both resolvers are in agreement here. They both checked the exact timestamp as per the resolution criteria and found the price to be under $703. The data sources they used are CoinGecko's own API, which is the specified source in the resolution criteria. The market's resolution depends on that specific data point, and both reports show clearly that it's below the threshold. There's no conflicting information or uncertainty here. Resolvers didn't mention any issues accessing the data, so the answer seems definitive. Since both resolvers agree and their evidence is solid and from the correct source, I don't see any reason to doubt their conclusion. Therefore, the correct answer should be "No," which is option 1. </think> ANSWER: No

Resolution criteria: - "Yes": Wins if the CoinGecko USD price for BNB (BNB) at 2026-08-28T23:45:00.000Z is strictly greater than $703. - "No": Wins if that same price is $703 or below. Clarifications: - The governing figure is CoinGecko's USD price for id "binancecoin" at that instant — the last published value at or before 2026-08-28T23:45:00.000Z if there is no tick exactly then. - CoinGecko is the measure. An exchange-specific pair such as Binance BNB/USDT can fall on the opposite side of the threshold.