IPFS · 600

Data: ETH network-wide contract holdings decreased by 5.19% in 24 hours

Comparative news, according to Coinglass data, the total number of ETH contracts has decreased by 5.19% in the past 24 hours, and the total current holdings are US$25.367 billion. Among them, Binance's holdings are $59.5 billion, OKX's holdings are $1.52 billion, Bybit's holdings are $1,548 million, and Gate's holdings are $1.926 billion. Will ETH break through $2000 by the end of June Yes No Powered by Moment Predict. Earn points. Unlock the Airdrop Editor Deletes Will CryptoETH break through $2,000 by the end of June? yesNo is based on ETH/USDT or ETH/USD spot prices on at least two exchanges of Binance, Coinbase, and Kraken. Before 23:59:59 (UTC+8) on June 30, 2026, if the price is greater than $2000, it is determined to be “yes”; otherwise, it is determined to be “no”. crypto2026-07-022026-07-02t 06:59:59.999 Z https://gateway.pinata.cloud/ipfs/QmbaA4vnkCja8qkVaHd3XNzXBUniamK1Ch5mx2fAcuvQVK6a3172d8e9a509785848f1cf

67d ago

CME Federal Reserve Watch: The probability that the Fed will raise interest rates during the year falls back to 59.4%

Comparative news, according to CME Federal Reserve observation data, the probability that the Fed will keep interest rates unchanged until December is 39.6%, and the probability of cutting interest rates by 25 basis points is only 1%. The probability of the Fed raising interest rates during the year fell back to 59.4%. Among them, the probability of raising interest rates by 25 basis points was 42.3%, the probability of a cumulative rate hike of 50 basis points was 14.9%, the probability of a cumulative rate hike of 75 basis points was 2.1%, and the probability of a cumulative rate hike of 100 basis points was 0.1%. How much will the Federal Reserve raise interest rates at the end of the year? 25 basis points remain the same Powered by Moment Predict. Earn points. Unlock the Airdrop Edit Delete PoliticsHow many points will the Federal Reserve raise interest rates at the end of the year? The 25 basis points remain unchanged based on the federal funds target rate announced by the Federal Reserve's last FOMC meeting in 2026. Compared with the current target interest rate when the incident went live, the cumulative interest rate increase was calculated. A cumulative increase of 25 basis points is determined to be “YES”; no increase is determined to be “NO”. Other results are considered invalid and treated in accordance with platform rules. Politics2026-12-312026-12-31t 15:59:59.999 Z https://gateway.pinata.cloud/ipfs/QmP7zypaQcbGyn2hJBMzMWPHWoK8FWCGZgx1wntorYgWUp6a2d22edc8a9fa93fafd7cb4

70d ago

US military shot down multiple Iranian drones flying to the Strait of Hormuz

Comparing news, according to a Reuters report, a person familiar with the matter revealed that the US military shot down several Iranian unidirectional attack drones flying to the Strait of Hormuz. When will the US-Iran conflict end? June 30 2026 end Powered by Moment Predict. Earn points. Unlock the Airdrop Edit Delete PoliticsWhen will the US-Iran conflict end? At the end of June 30, 2026, this quiz will be judged according to the following rules: Judged “Yes”: If the US and Iran reach an official agreement (defined as a publicly announced mutual agreement) on Iran's nuclear research and/or nuclear weapons development before 23:59 (EST) on June 30, 2026, the judgment is “Yes”. The judgment is “No”: If the above situation does not occur, the judgment is “No”. Key Judgment Instructions: If such an agreement is formally reached before the judgment date, regardless of if/when the agreement takes effect, this quiz will be judged as “Yes” As long as the agreement includes the US and Iran as participants, it is eligible for judgment even if other countries (such as a multilateral agreement similar to the JCPOA) are also involved The judgment does not presuppose the actual execution of the agreement; it is only based on formal agreement and public announcement The main source of judgment in this quiz board is official announcements from the United States and/or the Islamic Republic of Iran (such as government statements, foreign affairs releases, president/leader speeches); it is also possible to use overwhelming consensus reports from authoritative media (unanimous confirmation of events reached by multiple mainstream and credible media). Politics2026-12-312026-12-31t 15:59:59.999 Z https://gateway.pinata.cloud/ipfs/QmNYti5NLY3Rq5nm4R8F5ZCQ665VEUGH18NAL1SNQ5MZn66a2d1f0ac8a9fa93fafd7cb0

70d ago

SpaceX's US IPO opens at $172 on the first day

According to news, SpaceX's US stock IPO opened at $172 on the first day, and its IPO offering price was $135 per share. Will SpaceX IPO close above $200 on the first day? Yes No Powered by Moment Predict. Earn points. Unlock the Airdrop Edit Delete Will the closing price of OtherSpaceX's IPO break through $200 on the first day? YesNo closing price: based on the closing price officially announced by the major listed exchanges (NYSE/NASDAQ). Data source: Exchange website > Bloomberg > Consistent data from the two mainstream financial media. Special circumstances: If there is no valid closing price on that day, it is postponed until the next trading day with a closing price. Judgment time: Results are available within 24 hours after the closing of the first day. other2026-06-142026-06-14T 06:59:59.999 Z https://gateway.pinata.cloud/ipfs/QmP6f1E51phasaMX2P8jKfKvHutzTQ7BtQaExKvH2UZgpx6a2c2637698179fab332bc7d

71d ago#SpaceX topics

OKX adjusted the SPACEX pre-market contract in equal proportions and changed its name to SPCX

Comparative news, OKX announced that the SPACEXUSDT pre-market contract has been adjusted in equal proportions, and the contract name has been changed to SPCXUSDT at the same time. The adjustment aligned the contract parameters from the estimated share capital to the actual share capital disclosed by SpaceX in the S-1 document. The adjustment ratio was 12.52 times. This adjustment will adjust users' positions and pending orders in equal proportions. In principle, position values and account benefits will remain unchanged. The order placement, order change and cancellation services will be suspended for about 5 minutes during the adjustment period. Some order types will be cancelled and re-set. Also, after the contract name is changed, the relevant API logo will also be updated simultaneously. How much dollars will SpCX rush up Yes No Powered by MomentEdit Delete Category: How much will CryptoSpcx rush up YesNo## Judgment Rules This market sets a target price (Target Price) in US dollars. YES condition: During the market validity period, the daily maximum SPCX/USD spot price on the designated exchange reaches or exceeds the target price amount; NO condition: During the market validity period, the daily high price of SPCX/USD is always lower than the target price. The data is based on SPCX/USD spot market data from the exchange specified when the market was created, and the intraday high price is used as the basis for determining, allowing price penetration (wick) across time periods to be included in the maximum price. The caliber and source of the data: The exchange, trading pair, whether wick is allowed, and the use of Spot prices are all specified when the market is created. ## Judgment basis - Official/priority data source: SPCX/USD spot market data for the exchange specified when the market was created, and the highest price in the day is taken as the touchpoint. If the exchange is not available at the time of settlement, use the backup data source specified in advance by the market (such as the backup data source specified in the official announcement) for reference, and the final settlement is based on the official data source. - Data caliber: SPCX/USD spot price; maximum price (intraday high) is used to determine whether the target price has been reached. All times are based on UTC+8. ## Special circumstances - Unavailable data: If the price data of the specified exchange in the settlement window is not available and there is no valid backup data source, the market enters an invalid evaluation process and is processed according to the rules. - Extreme abnormalities: If there is an obvious price error (confirmed by an official or exchange announcement), the settlement may be adjusted or suspended according to the exchange announcement. - Significant token changes: If SPCX's price benchmark is uncomparable due to token re-casting, symbol changes, forks, etc., the market may be terminated or repriced. ## Invalid condition (Invalid) - Target Price (Target Price) is not a positive or non-numeric value. - The SPCX/USD spot trading pair is unable to obtain valid price data on designated exchanges and has no compliant backup data source. - Tokens have been officially removed from the list, liquidated, or have undergone significant structural changes that cannot be compared. - Persistent data loss within the settlement window exceeds the specified time limit (as defined separately by the platform rules). ## Time rules - Uniform time is UTC+8 (Asia/Shanghai). - The market start time and end time are set at the time of creation, settlement is carried out at the end point, and the end point is recorded in UTC+8. - Settlement is usually completed within 15 minutes after the end time (if the exchange data is delayed or an alternative source is required, the settlement period can be extended without exceeding the upper limit specified by the platform). crypto2026-06-02t 16:572026-06 -02T 08:57:00.000 Z https://gateway.pinata.cloud/ipfs/QmTQZh49ZvkHxpSqVKk5CJjGsZtyVipELRq14EZR6HdQ276a1e8f378aaa74fd42cf0c01

81d ago

Bauman, continued war in the Middle East will increase the risk of inflation

Comparative news. According to Kim's report, Federal Reserve Governor Bauman said that the longer the war in the Middle East continues, the greater the risk of inflation. Middle East War Affects Inflation Yes No Powered by Moment Edit Delete Category: PoliticsMiddle East War Affects InflationYesNo## Judgment Rules When the latest monthly official CPI data was released after the Middle East war entered the confirmed conflict phase, if the US CPI-U (All Items, Seasonally Adjusted) growth rate was equal to or greater than 0.10% (≥ +0.10%), the market judged YES; if the month-on-month growth rate was less than 0.10% (< +0.10%), the market judged NO. If the data for the same month has not yet been released, the settlement will be based on the recently published monthly CPI data. The official final revised version shall prevail. Note: The “start date” of the war is based on the first day the conflict enters the formal phase as confirmed by the market, with reference to the first confirmed date from a credible news agency. ## Judgment basis - All US Bureau of Labor Statistics (BLS) CPI-U projects, seasonally adjusted month-on-month change (MoM%) as the main data source. - If BLS data is not available, priority is given to Eurostat (Eurostat) HICP monthly month-on-month changes; if still not available, use China National Bureau of Statistics (NBS) CPI monthly month-on-month data as an alternative. - The final revised version as officially published shall prevail. ## Special circumstances - If the data is published on or after the settlement date, it is determined according to the published version; if the monthly data has been revised several times, the final revision shall prevail. - If the start date of the war is undefined or the various parties are inconsistent, the first clear date widely recognized by the market will be used as the starting point. - If there are changes in the data such as seasonal adjustments or base period adjustments, the final official adjusted values shall prevail. ## Invalid condition (Invalid) - The data source is not an official CPI indicator or an unauthoritative data source. - Settlement is triggered when the relevant monthly CPI data is not published. - The event page has been cancelled or the data has been explicitly withdrawn officially without a final revision. ## Time rules - UTC+8 (Asia/Shanghai) is used uniformly at all times. The data release date is based on UTC+8; settlement is based on the release date of the official final monthly CPI data. If necessary, the time of the data is based on the official release timestamp. Politics2026-06-01t 23:092026-06 -01T 15:09:00.000 Z https://gateway.pinata.cloud/ipfs/QmTjimREP1RUwrXUiHg8FbhS73oxWmKsL2mHibDukgWSh26a19ac5afa871818bdea9335

85d ago

The probability that the Federal Reserve will keep interest rates unchanged in June reached 97.3%, and the probability in July was 84.8%

比推消息，据金十报道，CME “美联储观察”显示，美联储到 6 月维持利率不变的概率为 97.3%，累计加息 25 个基点的概率为 2.7%。到 7 月，维持利率不变的概率为 84.8%，累计加息 25 个基点的概率为 14.8%，累计加息 50 个基点的概率为 0.3%。预测事件卡片 &nbsp; &nbsp; &nbsp; &nbsp;美联储 6 月维持利率不变概率大于97% &nbsp; &nbsp; &nbsp; &nbsp;小于97% &nbsp; &nbsp; &nbsp;Powered by GUESSX编辑删除分类：politics美联储 6 月维持利率不变概率大于97%小于97%## 判定规则YES：FOMC 官方宣布的六月政策声明明确将联邦基金目标区间保持不变（无加息、无降息、无目标区间调整）。NO：FOMC 官方宣布对联邦基金目标区间进行调整（加息或降息，或以其他方式改变目标区间条款）。若声明仅改变前瞻指引或经济展望但未改变利率目标，仍记为 YES。## 判定依据- 官方数据来源：美国联邦储备系统（Federal Reserve）官方网站发布的 FOMC 声明/新闻稿，及其时序信息。- 判定以官方新闻稿对“联邦基金目标区间”是否有变动为准；若官方文本有多份版本，以最终正式文本为准。- 时间以发布的官方时刻为准，统一显示为 UTC+8。## 特殊情况- 如同日发布多份文本，请以最终版官方新闻稿为准。- 若声明中仅对前瞻指引、经济展望等进行修改而明确写明“保持利率不变”，仍视为 YES。- 如紧急/非常规公告导致同日出现多次文本，请以最终官方发布版本为判定依据。## 无效条件（Invalid）- 官方来源不可核验、链接跳转失败或文本缺失的情况。- 官方文本未明确涉及联邦基金目标区间的变动（仅提及其他非利率内容），此时市场应视为待定，暂停结算。- 非官方媒体报道、推特帖文等二级来源为唯一依据的情况。## 时间规则- 结果以官方 FOMC 声明/新闻稿的发布时间为准，统一标注为 UTC+8。- 如同日存在多版本文本，以最终正式官方新闻稿的发布时间为准。politics2026-05-30T20:552026-05-30T12:55:00.000Zdata:image/png;base64,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89d ago

eth.limo DNS was attacked, Vitalik prompted to suspend access and switch to IPFS

According to Twitter, according to Vitalik Buterin (@Vitalik Buterin), eth.limo's DNS registrar has been attacked. Users are advised not to visit vitalik.eth.limo or other eth.limo related pages for the time being, and wait until official confirmation is back to normal before visiting.

126d ago#On-chain data

Aave Labs launches Aave Checkpoint, an AI-driven governance security system

Comparatively, Aave Labs announced the launch of Aave Checkpoint, an AI-driven governance security system that adds a structured multi-tier review process to every proposal and payload before execution. According to reports, Checkpoint's workflow is divided into two stages: the automatic AI analysis stage. When a new proposal is submitted, the system automatically obtains on-chain data, proposal source code, and IPFS text, cross-compares parameters with governance specifications, uses Seatbelt to simulate the output to check the execution path of the proposal, run more than 60 specialized security analysis agents to perform vulnerability detection, DeFi specific risk analysis, agent upgrade security checks, etc., and generates structured audit reports with pass/failure conclusions; mandatory manual review stage, each AI-generated reports require independent signatures and confirmation from at least two people before they can be considered complete. Checkpoint covers Aave V3, V4, GHO, and APTOS-v3 protocols and includes 5 custom Aave governance skills and 52 external security skills.

128d ago

Vitalik: Ethereum will refocus on autonomy and trustlessness in 2026

Comparing news, Vitalik Buterin posted on social media that 2026 will be a critical year for Ethereum to regain lost ground in terms of self-sovereignty and de-trusting. Plans include simplifying node operation through ZK-EVM and BAL technology, launching Helios to verify RPC data, implementing ORAM and PIR technology to protect user privacy, developing social recovery wallets and time lock functions to enhance fund security, and improving on-chain UI and IPFS applications. Buterin emphasized that Ethereum will correct compromises in node operation, application decentralization, and data privacy over the past decade, and refocus on core values. Although this will be a long process, it will make the Ethereum ecosystem stronger.

217d ago