Ergo · 26

过去 1 小时全网爆仓超 8000 万美元,主爆多单

比推消息, Coinglass数据显示,过去1小时全网爆仓8002.56万美元,其中多单爆仓5509.95万美元,空单爆仓2492.61万美元。<img 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

345天前
【比推每日新闻精选】美联储会议纪要:通胀上行风险减弱,就业下行风险增加;美 SEC 主席:加密货币不太可能成为货币,该行业充斥着很多骗局;以太坊基金会再次出售100枚ETH;美FBI创建“NexFundAI”代币和加密公司,以调查市场操纵和洗钱案

【比推每日新闻精选】美联储会议纪要:通胀上行风险减弱,就业下行风险增加;美 SEC 主席:加密货币不太可能成为货币,该行业充斥着很多骗局;以太坊基金会再次出售100枚ETH;美FBI创建“NexFundAI”代币和加密公司,以调查市场操纵和洗钱案

比推小编每日为您精选的Web3新闻:【美联储会议纪要:通胀上行风险减弱,就业下行风险增加】比推消息,美联储会议纪要显示,与会者讨论了与经济前景相关的风险和不确定性。几乎所有与会者都认为,通胀前景的上行风险已经减弱,而就业的下行风险被认为有所增加。因此,这些与会者评估实现委员会双重任务目标的风险现在大致平衡。然而,也有几位与会者认为,劳动力市场状况进一步大幅走弱的风险并未增加。几位与会者特别指出了与地缘政治发展相关的通胀上行风险。此外,一些与会者指出,金融环境宽松程度大于预期、消费增长强于预期或住房服务价格持续强劲上涨,可能会阻碍向委员会2%通胀目标迈进。【美SEC主席:加密货币不太可能成为货币,该行业充斥着很多骗局】比推消息,在周三纽约大学法学院的一场活动上,美国证券交易委员会 (SEC) 主席Gary Gensler 回答了一位与会者的问题:加密货币–其创建时就应该独立于任何政府–如果完全纳入监管范围,那么它对用户的价值会是什么。Gensler 表示,该机构是“公正中立的”,投资公众将“通过披露”来决定任何一种加密货币是否有用。Gensler 引用了Gresham法则–一条可追溯到 19 世纪的货币原则,主张“劣币驱逐良币”,并补充说,各国通常只希望拥有单一货币。他解释称:“你想要一个货币单位,因为它是一种价值储存手段、一种交换媒介、一个记账单位。这一切都具有巨大的网络经济性,所以这些东西(加密货币)不太可能成为货币。它必须通过披露、通过使用来显示其价值……就像你在证券交易所上市的数千种证券中进行选择一样。”【以太坊基金会再次出售100枚ETH】比推消息,据Spot On Chain监测,以太坊基金会刚刚再次以242,828枚DAI的价格出售100枚ETH,这是他们10月份的首次ETH销售。9月份,以太坊基金会出售了1250枚ETH(约合306万美元)。【美FBI创建“NexFundAI”代币和加密公司,以调查市场操纵和洗钱案】比推消息,根据美国马萨诸塞州检察官办公室发布的声明,美国检察官对四家加密货币公司(Gotbit、ZM Quant、CLS Global 和MyTrade)和 14 人提出指控,因在加密货币市场进行大规模欺诈和操纵,并涉及国际上的几起逮捕行动。四名被告同意认罪,并且已扣押价值超过 2500 万美元的加密货币。周三的行动标志着检察官所说的“第一起针对金融服务公司的刑事起诉”,涉及加密货币行业的市场操纵和虚假交易。美国联邦调查局也参与了调查,根据公告描述,FBI创建了自己的加密货币代币“NexFundAI”和公司,以识别、打击这些涉嫌欺诈者,并将他们“绳之以法。”Gensler还指出了加密货币领域的欺诈行为:“加密行业充斥着很多欺诈者、很多骗子、很多骗局…恕我直言,2024年该领域的领军人物要么在监狱里,要么在等待引渡。”【分析师:过去 24 小时,与PlusToken庞氏骗局相关的7,000 ETH被转移到交易所,价值 1600 万美元】比推消息,据链上分析师@ErgoBTC监测,过去 24 小时内,与庞氏骗局PlusToken相关的7,000 ETH被转移到交易所,价值 1600 万美元,这可能表明有出售这些资产的意图。2020 年 11 月,中国当局从 PlusToken运营商手中查获了价值近 40 亿美元的加密货币,包括 ETH、BTC 、狗狗币(DOGE)、xrp (XRP) 。2020 年下半年,一份法庭文件报告称,被没收的资产已移交给北京智帆科技有限公司,所得款项将用于赔偿。分析师表示,8 月初,从价值数十亿美元...

681天前Wendy#比推每日精选

分析师:过去 24 小时,与PlusToken庞氏骗局相关的7,000 ETH被转移到交易所,价值 1600 万美元

比推消息,据链上分析师@ErgoBTC监测,过去 24 小时内,与庞氏骗局PlusToken相关的7,000 ETH被转移到交易所,价值 1600 万美元,这可能表明有出售这些资产的意图。2020 年 11 月,中国当局从 PlusToken 运营商手中查获了价值近 40 亿美元的加密货币,包括 ETH、BTC 、狗狗币(DOGE)、xrp (XRP) 。2020 年下半年,一份法庭文件报告称,被没收的资产已移交给北京智帆科技有限公司,所得款项将用于赔偿。分析师表示,8 月初,从价值数十亿美元的 PlusToken 计划中查获的剩余 ETH 自 2021 年以来首次在链上发生移动,这些剩余的 ETH 存放在数千个“混合”地址中,直到 2024 年 8 月初才被重新合并到一组 294 个新的地址中,最后余额为 542000 ETH,现在价值约 13 亿美元,未来这些 ETH 可能会被全部出售。

681天前Wendy#PlusToken #交易所 #以太坊 #旁氏骗局 #比特币 #狗狗币
Gavin Wood在新加坡的演讲:Polkadot JAM

Gavin Wood在新加坡的演讲:Polkadot JAM

本文是根据Gavin Wood2024年9月16日在新加坡Polkadot Decoded Asia演讲时所展示的PPT翻译而成。Lemma 1:All stable social systems need forms of governance 引理1: 所有稳定的社会系统都需要治理形式。Lemma 2: Democratic mechanisms are essential apparatus of governance 引理2: 民主机制是治理的基本工具。Lemma 2b: Democratic mechanisms are essential apparatus of governance within the Free World引理2.1: 民主机制是自由世界中治理的基本工具。Lemma 3: Humanity is fast transitioning to the digital realm引理3: 人类正在快速向数字领域转型。Lemma4: Web3 is the norms and principles of the Free World applied to the digital realm引理4: Web3是自由世界的规范和原则在数字领域的应用。Lemma 5: Without strong individuality, democratic mechanisms are impossible引理5: 没有强烈的个性,民主机制就不可能实现。Consider: If l am having a conversation with someone, and I cannot tell whether it is a human or an Al-that's the end of democracy. CPakndn Yuval Noah Hariri(The Economist, 28/04/23) 思考:如果我在和某人交谈,而我无法分辨他是人类还是人工智能——这就是民主的终结。——Yuval Noah Harari(《经济学人》,2023年4月28日)Lemma 6: Blockchain systems are social systems引理6: 区块链系统是社会系统。Lemma 6b: Blockchain systems capable of evolution are social systems引理6.1: 能够进化的区块链系统是社会系统。Conclusion: Blockchains need Strong Individuality to survive. The Free World needs Web3 and Strong Individuality to survive.Individuality cuts close to the bone It might send a shudder down your spine结论: 区块链需要强烈的个性才能生存。自由世界需要Web3和强烈的个性才能生存。Individuality vs IdentityIdentity aids in linking my interactions; it compromises my digital self. Pervasive strong identity is the despot's dream. Individuality only demonstrates ...

705天前dy zhang#Gavin Wood #TOKEN2049Week #WEB3 #区块链 #金色财经
AI 可信知识资产平台 OriginTrail 平行链将升级为 NeuroWeb,并启动知识 Mining 激励计划!

AI 可信知识资产平台 OriginTrail 平行链将升级为 NeuroWeb,并启动知识 Mining 激励计划!

OriginTrail 发布 RFC 介绍了知识 Mining 的概念以及将 OriginTrail 平行链名称更改为 NeuroWeb,这是在 Web3 中实现知识 Minning 能力的专用人工智能区块链。希望社区对该提案提供反馈,并在即将进行的公投中参与投票!查看下文了解更多!你训练(AI)系统的方式必须是众包的…如果你想让它成为所有人类知识的仓库,所有人都需要为此做出贡献。” —— Yann LeCunOriginTrail 是一个开放的去中心化知识系统,包含了共同拥有、可发现和可验证的知识单元,这些知识单元通过去中心化知识图谱相互连接,并由多个区块链保护。世界级公司已经在使用 OriginTrail 为他们的生态系统创造价值。例如,OriginTrail 通过促进安全的安全审计交换,使超过 40% 的美国进口实现无摩擦国际贸易。在 11 月启动的Metcalfe 阶段,OriginTrail 生态系统开始了实现可验证知识网络增长 10 万倍的旅程,分为两个阶段 —— 初始和融合。初始阶段为组织和个人创造了挖掘最有价值的知识资产的机会,这些资产利用最新进展在专为 AI 设计的第一层区块链上挖掘 —— OriginTrail 平行链(在 Polkadot 上),这将进化成为 NeuroWeb。这份 RFC 通过一个关键创新 —— Knowledge Mining,引入了知识增长的激励措施,这是一种增长人类可信知识库的去中心化方式,并定义了 beta 知识 Minning 项目(beta Knowledge Mining program)的范围。beta 项目得到了欧盟的支持以及 OriginTrail 核心开发团队 Trace Labs 的  ChatDKG Grant program 额外资助,目的是在实践中测试和验证这些工具和技术。ChatDKG Grant program:https://chatdkg.ai/RFC 提供了相关的信息和细节,这些信息将帮助参与 Polkadot 网络上的 OriginTrail 平行链公投的人做出决策。旨在:确认知识 Minning 机制。为 OriginTrail 平行链引入新名称(代币 OTP),以反映其作为通过去中心化人工智能实现可验证网络的推动者的独特价值主张,并将其更名为 NeuroWeb(代币 NEURO)。请注意,这并不是创建了一个新代币,是将 OTP 代币更改为 Neuro 代币。去中心化全球智能:区块链和去中心化知识图谱的协同作用“协同一词来自希腊语 sin-ergo,意思是共同工作。它描述了一个相互支持的信任氛围,其中每个独立元素都朝着自己的目标努力,这些目标可能非常多样。然而,因为协同系统的所有元素相互支持,它们共同促进了整体目标的实现。” —— 巴克敏斯特·富勒创造去中心化全球智能的突破,是通过推动纵向和横向协同作用来实现,从而使网络效应成为可能。纵向协同作用OriginTrail 在知识图谱和区块链之间形成了强大的协同作用。这种协同作用的结果是一个与多个区块链网络集成的去中心化知识图谱(DKG)。DKG 与每个区块链网络的纵向集成,不仅为 OriginTrail DKG 带来了额外的韧性和规模,而且还丰富了那些区块链具有本地 DKG 功能。横向协同作用构建跨链知识库实现了各种区块链生态系统之间的横向协同作用。根据提出的知识 Minning 设计,知识矿工可以在任何集成 DKG 的区块链上&nbsp...

969天前PolkaWorld#DOT #Polkadot #PolkaWorld

Arkham Intel Exchange批准追踪Do Kwon钱包信息的首例悬赏任务

比推消息,据The Block报道,备受争议的Arkham Intel Exchange于周一批准了其首例悬赏任务,原因是两名加密货币侦探找到了与Do Kwon有关的加密钱包证据。 该平台发布了一项悬赏任务,旨在寻求有关前Terraform Labs首席执行官Do Kwon(目前是国际逃犯)的更多信息。一位匿名区块链侦探和一位化名为ErgoBTC的侦探成功完成了任务,并获得了9,519.26 ARKHM的奖励,价值约4,950美元。Terraform Labs旗下的稳定币TerraUSD和加密货币Luna在2022年5月遭遇了业内规模最大的崩盘之一。美国证券交易委员会指控Do Kwon涉嫌出售未经注册的加密资产证券交易,并且未能向投资者提供完整真实的信息,屡次重复提供误导性信息。此次悬赏任务旨在协助追捕这位涉嫌违法行为的逃犯。

1124天前katielin#Arkham Intel Exchange #Do Kwon
大厦将倾?韩国又一加密公司暂停提款

大厦将倾?韩国又一加密公司暂停提款

继 Haru Invest 暂停平台存取款之后,韩国加密公司 Delio 开始实施全体员工居家办公并暂停提款。Haru Invest 也被质疑可能受到了 FTX 爆雷影响,恐慌正在蔓延。撰文:Karen,Foresight News继 Haru Invest 暂停平台存取款之后,Delio 昨日宣布鉴于市场波动性急剧增加等情况暂停提现。在外界对质疑 Delio 将客户资金存入 Haru Invest 的情况下,很多用户担心可能会出现恐慌和连环挤兑风险。昨日下午,Haru Invest 表示其委托运营商 B&S Holdings 以欺诈方式提供包含虚假信息的管理报告,已经对 B&S Holdings 提起刑事诉讼,并计划提起民事诉讼。而根据 News1 报道,B&S Holdings 是一家韩国公司,使用过 FTX。此外,@ErgoBTC 发推称,「Haru Invest 的 BTC 余额从来没有特别高,交易量最高是在 2022 年夏季,监测到 Haru Invest 对 FTX 的两次资金交易是其比特币地址最大的转出交易。」不过,Haru Invest 在去年 11 月份针对 FTX 问题回应称,「已在 FTX 风险扩散之前检测到了风险,并撤出了所有在 FTX 上管理的资产,没有任何损失,也没有受到 FTX 和 FTT 价格下跌的影响,并保证仅在具有准备金证明或发布关于准备金证明的指导方针的交易所重新分配资产。」Haru Invest 针对 FTX 问题的回应是否属实,Haru Invest 和其委托运营商 B&S Holdings 是否受到了 FTX 影响并最近才有所反应我们尚不得知。那 Delio 和 Haru Invest 这几日到底发生了什么?两家公司的背后主体在哪里?又提供什么服务?有什么业务往来?监管机构相关人士如何看待这一事件?笔者将带大家一探究竟。Haru Invest 是谁?Haru Invest 总部位于新加坡,但一直主要在韩国开展业务,提供 Earn 产品(灵活储蓄和定期存款)、加密资产兑换等产品或服务,也会将用户存入资产通过某种交易策略来产生收益。正如 Foresight News 此前文章《我们扒了扒「取不出钱」的 Haru Invest》所述,Haru Invest 宣称通过搬砖等交易策略为比特币等存款提供超过 10% 的年化收益。Haru Invest 由母公司 Block Crafters(数字资产投资机构)成立于 2019 年,Block Crafters 在 2020 年完成一轮战略轮融资,投资人之一是 Web3 头像和数字公司 Cocone Corporation 执行董事长和 LINE Japan 前总裁 Chun Yang-Hyun,其他投资方为 DTN Investment 和 T Investment 等。2022 年 9 月份,Haru Invest 以 2.84 亿美元估值完成 400 万美元战略融资,领投方还是 Chun Yang-Hyun。根据 Haru Invest 官网,Haru Invest 当前在 140 多个国家 / 地区拥有超 8 万名会员,总交易量超过 22.7 亿美元,管理资产不到 10 亿美元。Delio 是谁?Delio 创立于 2018 年,是一家加密金融公司,此前于 2022 年已根据韩国《特别金融法》在完成虚拟资产业务申报,也获得了美国货币服务业务(MSB)牌照。根据官网,Delio 提供存款(存入资产赚取...

1164天前dy zhang#BlockFi #Delio #FTX #Haru Invest #Three Arrows Capital #USDT #WEB3 #以太坊 #比特币
吴说-TSE 每周矿业资讯 0912-0918

吴说-TSE 每周矿业资讯 0912-0918

本文由北美矿场服务商 TSE 冠名,内容不构成财务建议,不代表吴说观点与立场。1、9月13日人人矿场宣布正式宣布关闭其在中国大陆的业务,并将总部迁至新加坡。人人矿场表示未来致力于为 Filecoin 存储提供商提供一站式服务。此前人人矿场创始人与高管曾接受中国地方警方调查。2、比特大陆发布 KA3 KDA 矿机参数,算力166T,功耗3154W,能效比19J/T,自称采用先进的风冷散热技术。此前金贝曾推出过多款 KDA 矿机。3、据 BTC.com,比特币在区块高度753,984 处迎来了挖矿难度调整,挖矿难度上调 3.45% 至 32.05T。已连续四个月发生上调,挖矿难度达历史高值。4、据Bitcoin Magazine统计数据显示,上市矿企8月份持有34657枚比特币,相比上月增加858枚,结束此前连续三个月的净抛售趋势。5、加密金融服务和技术公司 BlockFills 与 Isla Verde Capital 达成合作,为加密矿工提供碳排放抵消额度,向其出售碳排放抵消和可再生能源信用额度以及其他碳核算工具。上周白宫科技政策办公室发布了一份报告,呼吁为加密挖矿行业制定标准,以限制其对环境的影响。6、据官方消息,以太坊矿机商 Sunlune LTD.(简称中科声龙,英文SUNLUNE)宣布顺利完成A轮融资,本轮融资由英特尔资本(Intel Capital)独家战略投资,具体融资数额暂未披露,预计规模数千万美元。7、据Ethermine母公司Bitfly公告显示,以太坊全网算力第一大矿池Ethermine将于9月15日停止以太坊PoW矿池服务,届时将切换至仅接受取款的模式,用户可以自行提取挖矿收益。此外,Bitfly表示Ethermine将不会支持基于PoW的以太坊分叉链,同时将在9月内免收取ETC、RVN、ERGO和BEAM的矿池手续费。8、以太坊分叉项目EthereumPoW在一系列推文中表示,F2Pool、Poolin和BTC.com等矿池将支持ETHW挖矿,ETHW社区还合作推出一个备用矿池Ethwmine,致力于为ETHW提供长期的矿池服务。随后,Nanopool也宣布将支持ETHW挖矿。(Decrypt)9、f2pool已上线ETHW(Ethereum PoW)矿池,并已将原ETH矿池遗留算力转入ETHW挖矿。ETHW使用Ethash挖矿算法,支持GPU和EthashASIC矿机。10、加密交易所 BitCoke 发布公告称,其旗下所有矿机都转向分叉链 ETF 挖矿,并将在北京时间 9 月16 日17:00 的系统维护后上线ETF现货交易对。BitCoke  是 ETHPOW 分叉链 ETF 的重要支持者。11、Hashrate Index:从主要的几家上市比特币矿企来看,预计2022年剩下的几个月内将会出现比较可观的算力增长。本文提到的六家上市矿企在接下来几个月内使用375兆瓦进而贡献大约16EH的算力。预计年底之前全网算力有望突破并飚至270EH/s-280EH/s。12、比特币矿企Iris Energy(IREN)股价周三大幅上涨,此前研究公司Compass Point将其股票评级从中性上调为买入。分析师Chase White表示,如果Iris Energy能够像8月份那样以低成本获得额外的计算能力,它就有可能提高其算力,从而提高比特币产量。White还预计,如果Iris Energy能够执行其战略,其股票可以相对于其他小型矿企溢价交易。截至发稿时,IREN交易价格为4.59美元,上涨近8%。Compass Poi...

1433天前dy zhang#WEB3 #以太坊 #吴说区块链real #比特币
在合并之后,以太坊的矿工们还能剩下什么?

在合并之后,以太坊的矿工们还能剩下什么?

作者:The Block 分析师 Catarina Moura 编译:比推 Derrick Chen去年,以太坊挖矿的收益把GPU的价格远远炒到了厂商指导价以上。现在,当以太坊合并的进程快要完成的时候,这些机器和矿工将何去何从就成为了一个问题。当以太坊的共识从工作量证明(PoW)切换成权益证明(PoS)的时候(预计在9月14到9月15日发生),以太坊的矿工们就不需要GPU来验证区块的交易了。 与工业化集群化的比特币挖矿不同的是,大部分以太坊网络仍旧由小规模的或者独立矿工组成。他们在以太坊合并之后,很难从其他的PoW代币(例如以太坊经典、Ravencoin或者Ergo)那里获利。基于现有的经济模型,只有大概100TH/s的以太坊网络能够在其他的链上找到容身之处。这一数据来自Ethan Vera,Luxor的COO,同时也运营者一个以太坊矿池。这一数据代表着大约90%的网络中的GPU将失去挖矿的价值。在这个竞争更激烈的合并后市场当中,Vera预计只有那些拥有最高效的设备、最便宜的能源的矿工才能够竞争成功。“在我们的分析中,我觉得只有$0.03每千瓦时和新一代GPU才可以(赢得竞争),”Vera说,“任何电价比这高的人,包括北美绝大多数的居民区,基本都被排除在外了。”加拿大的比特币和以太坊矿工组织Hive Blockchain上周表示会开始测试其他可供GPU挖矿的代币,以优化目前6.5TH/s的以太坊挖矿能力。基于他们$0.03每千瓦时的电价,他们表示“完全有能力在新市场中找到方向”。尽管Hive也会对以太坊经典进行挖矿,这并不是他们合并后计划的全部。公司在电邮中透露:“挖什么币,什么时候挖都会是我们的竞争优势,所以我们不会把这部分信息广而告之。”GPU挖矿占据Hive全部能源消耗的16%。“非常明确,比特币挖矿在单位千瓦时的盈利中更多,所以我们将会扩大这部分挖矿。”Hive也这么说。使用ASIC而非GPU挖矿的BIT Mining(注:ASIC挖矿并非GPU挖矿,除了挖矿之外没有GPU的其他用途,例如图像处理或高功耗游戏)也同样对他们的战略三缄其口。“让这件事情这么激动人心的一部分原因就是对于未来的推测;因为合并会动摇这一切的根基,而且很多问题都还没有答案,”BIT Mining表示,“其中一条可能的出路就是,我们的ASIC机器都转向以太坊经典的挖矿,因为两者使用的是同一个算法。”挖矿或者分叉当合并之后,以太坊网络的哈希率会向其他链转移,从而降低其他币种挖矿的盈利。Mark D’Aria,二手GPU零售商Bitpro的CEO,表示GPU挖矿的未来被盲目乐观的态度所误导,而且很多中小矿工“完全没有意识到他们有多么依赖以太坊”。“他们觉得他们只要从事其他币种的挖矿,就可以获得差不多的收益,但是事实是以太坊占据了总收入的95%。”他说,“其他的事情都会受到很严重的影响…矿工们以前可以挣一块钱,现在可能只能挣几分钱了…然后每个人都会无利可图,直到有人放弃挖矿。”在一本讲述合并后挖矿的指南中,以太坊矿池2Miners表示选择以太坊经典、Ravencoin和Ergo是最安全的合并后挖矿选择。EthereumPOW – 潜在的分叉——在另一方面讲,仍然是未知的。“他们没有一个强有力的社区,开发者也不是那么活跃。我们拭目以待。” BIT Mining表示,“如果ETH在合并前后成功分叉,我们随时准备好在分叉后的链上进行挖矿。再者,这也只是我们准备好的众多可能的结果中的两个。”窗体顶端窗体底端那以太坊经典呢?在电邮中,2Miner表示ETC作为一个...

1439天前derrick12#以太坊 #以太坊合并 #分叉 #显卡 #矿工
吴说-TSE 每周矿业资讯 0815-0821

吴说-TSE 每周矿业资讯 0815-0821

本文由北美矿场服务商 TSE 冠名,内容不构成财务建议,不代表吴说观点与立场。1、CryptoQuant 分析师在研究报告中表示,BTC 矿工最新抛售可能会在短期内迫使价格下跌。数据显示,在最近的18000美元和22000美元盘整阶段期间,矿工储备一直在缓慢增加,然而比特币价格在过去几周小幅反弹至 25000 美元水平后,矿工却开始抛售 BTC 资产,如果这种情况持续,那么这些强制卖家造成的抛售压力可能会在短期内推低价格至 2 万美元大关。矿工储备是衡量当前存储在所有矿工钱包中比特币总量的指标,当该指标值上升时,表明矿工正在将 BTC 存入钱包;该指标值下降则表明矿工正在从其储备中转出 BTC,这种趋势可能不利于加密货币价值增长。2、矿企 Bitfarms 第二季度财务数据显示,第二季度净亏损1.42亿美元,低于上一季度的500万美元净收入。此外,该公司还在本季度将其哈希率提高了33%至每秒3.6 EH/s。尽管本季度比特币价格大幅下跌, 但Bitfarms 收入增长了5%,为4200万美元。(The Block)3、纳斯达克上市矿企 Bit Origin Ltd 宣布与从事比特币矿机交易业务的 About Offshore Limited 签订资产购买协议,购入622台 Antminer S19j pro 比特币矿机,这笔交易以8,685,574股普通股形式进行,每股价值0.36美元,总价值3,110,000美元,全部部署后每月可生产约54枚BTC。(Globenewswire)4、纳斯达克上市矿企 Moxian (BVI) Inc 宣布旗下全资子公司 Moxian Group Limited 已经签署了一份股权转让协议,以 1,000 港元的价格出售中国子公司 Moxian (HongKong) Limited 的全部股权。5、根据加密分析公司 Arcane Research 的最新预测,矿工出售BTC的数量将继续超过其挖矿产量。Arcane指出,仅 Core Scientific 在5月至7月期间就售出了约12,000 BTC。矿工在7月份售出了158%的比特币产量,这是他们连续第三个月售出超过100%的产量。预计抛售压力将持续在产量的100%到150%之间,除非比特币价格发生重大变化,这相当于每月4,000到6,000比特币。比特币矿工在7月份出售了6500个比特币,而前一个月约为14600个。6、空白支票公司 10X Capital Venture Acquisition Corp II 表示,已终止与加密挖矿和基础设施公司 Prime Blockchain 的 12.5 亿美元合并交易计划。这两家公司于今年 4 月宣布合并,但尚未给出交易终止的理由。此前 Galaxy Digital 已取消对 BitGo 价值 12 亿美元的收购计划。7、比特币矿企 Riot Blockchain 发布的 2022 年第二季度财报显示,它在第二季度录得 3.663 亿美元的净亏损,包括了 3.491 亿美元的商誉减值、9980 万美元的比特币减值以及 480 万美元的有价证券亏损,在第二季度出售了部分比特币取得了 1440 万美元的收入。Riot 目前拥有 44,720 台比特币矿机,总哈希率为 4.4 EH/s。此前 Riot 以加密货币的下跌和其他宏观经济问题为由推迟了其季度收益报告的发布。(CoinDesk)8、据台州日报报道,三门县破获一起案值超百万元的虚拟货币“挖矿”案件。报道称“自今年6月起,何某陆续往铁皮棚里放置了108台虚拟货币挖矿...

1461天前dy zhang#Arcane Research #Bitfarms #Galaxy Digital #以太坊 #吴说区块链real #比特币