Will XRP exceed $1.55 on CoinGecko at 23:45 UTC on 29 Sep 2026?

No

<think> Okay, let's take a look at this market question. The user is asking if XRP will exceed $1.55 on CoinGecko at 23:45 UTC on September 29, 2026. The market closed at exactly that time, so the resolution is based on the price at that specific moment. Resolver 1 says the price was $1.4893, which is below $1.55. They also mention that in the hour leading up to that time, the price was around $1.49. So, according to their data, the answer should be "No". Resolver 2 did a similar check, using the CoinGecko API's market_chart/range data. They found the exact timestamp in milliseconds, 1790725500000, which converts to the correct UTC time. The price they retrieved was $1.489277... which is also under $1.55. Their conclusion is also "No". Both resolvers are using the same data source, CoinGecko, and they both checked the exact timestamp. The numbers they report are very close but slightly different (1.4893 vs 1.489277...), but both are clearly under $1.55. The difference might be due to different methods of fetching the data, but the conclusion is the same. Since both resolvers agree and the data points from CoinGecko are consistent, there's no discrepancy. The market closed at the time the event was supposed to be checked, and the price data confirms it didn't exceed the threshold. I don't see any conflicting information here. The current time is September 30, after the event date, so the evidence is available and confirmed. The answer should be "No", so the final answer is 1. </think> ANSWER: No

Resolution criteria: - "Yes": Wins if the CoinGecko USD price for XRP (XRP) at 2026-09-29T23:45:00.000Z is strictly greater than $1.55. - "No": Wins if that same price is $1.55 or below. Clarifications: - The governing figure is CoinGecko's USD price for id "ripple" at that instant — the last published value at or before 2026-09-29T23:45:00.000Z if there is no tick exactly then. - CoinGecko is the measure. An exchange-specific pair such as Binance XRP/USDT can fall on the opposite side of the threshold.