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在 Mamdani 的领导下,纽约将成为第一个为城市工人开设免费托儿中心的地方

Under Mamdani, New York will be the first to open a free child care center for city workers

本文由《19世纪报》出版并经许可转载。 Tucked in New York City Mayor Zohran Mamdani’s sprawling universal childcare plan is a little-talked-about milestone: In September, the city will open what appears to be the first free daycare for municipal workers in the country. The center, called The Little Apple, is a pilot p

共同领导:共同设计的愿景如何锚定员工并战胜倦怠

Leading Together: How a Co-Designed Vision Anchors Staff and Beats Burnout

仔细观察几乎所有学区或学校的前台办公室,您都会发现一份框架精美的愿景声明。这些宣言通常充满鼓舞人心的流行语:“卓越”、“全球公民”、“协同”和“创新”。 Yet, if you walk down the hallways and ask classroom teachers what that vision means for their daily practice, you are often met with blank stares or polite shrugs.In traditional educational leadership models, the school vi

希瑟·考克斯·理查森谈时事

Heather Cox Richardson on Current Events

Heather Cox Richardson 介绍了一些与我之前的文章相同的内容,但内容更多。 Before noon on Saturday, June 13, Charles M. Floca, whom Trump installed at the head of the John F. Kennedy Center for the Performing Arts, certified to the court that “the Center and its Board have complied with the […]

如果吉米·卡特、罗纳德·里根、巴拉克·奥巴马和唐纳德·特朗普都指出了同一个谜团怎么办?

What If Jimmy Carter, Ronald Reagan, Barack Obama, and Donald Trump Have All Pointed to the Same Mystery?

数千年来,人类一直凝视着夜空寻找答案。 Ancient civilizations believed knowledge descended from the heavens.先知警告说,天空中的迹象可能会欺骗整个国家。总统们承诺披露信息,然后又陷入沉默。军事飞行员报告了他们无法解释的遭遇。国会召开听证会。宗教领袖提供了解释。 [...]

研讨会教授如何“抵制反黑人语言种族主义”、“建立语言正义”

Seminar teaches how to ‘resist anti-Black linguistic racism,’ ‘build linguistic justice’

Manchester Metropolitan University recently hosted a seminar on resisting anti-Black linguistic racism, featuring scholars April Baker-Bell and Davena Jackson. They discussed the oppressive systems affecting Black language speakers and proposed transformative pedagogies to challenge anti-Blackness i

中国圆织蜘蛛属 Zangaraneus Mi、Wang 和 Feng 的一个新种的描述,2026(蜘蛛亚科,蜘蛛科)

Description of a new species of the orb-weaver spider genus Zangaraneus Mi, Wang & Feng, 2026 (Araneae, Araneidae) from China

Description of a new species of the orb-weaver spider genus Zangaraneus Mi, Wang & Feng, 2026 (Araneae, Araneidae) from ChinaAbstractBackgroundThe orb-weaver spider genus Zangaraneus Mi, Wang & Feng, 2026 contains four species known only from Xizang, China. In our recent study, the fifth species has

通过献血纪念父亲的遗产

Honoring a Father’s Legacy Through Blood Donation

For the De La Torre family, donating blood is more than just giving back. It’s a way to honor the memory of a beloved father, grandfather, and man who always put others first. Described by his family as hardworking, faithful, patient, and deeply devoted to those he loved, Jesus De La Torre was the h

以布鲁斯·斯普林斯汀 (Bruce Springsteen) 为主角的美国音乐博物馆在新泽西州开幕,展出摇滚明星和流行传奇人物的乐器、歌词和服装

A Museum of American Music—Headlined by Bruce Springsteen—Opened in New Jersey With Instruments, Lyrics and Clothes From Rock Stars and Pop Legends

蒙茅斯大学布鲁斯·斯普林斯汀美国音乐中心 (Bruce Springsteen Center for American Music) 迎来了第一批访客,该中心收藏了同名摇滚名人堂入选者的档案

联邦法官拒绝阻止肯尼迪中心删除特朗普名字的请求

Federal Judge Rejects Request to Block Removal of Trump Name from Kennedy Center

联邦法官克里斯托弗·库珀 (Christopher Cooper) 拒绝了约翰·F·肯尼迪表演艺术中心 (John F. Kennedy Center for the Performing Arts) 现任政府提出的推迟其先前从大楼和所有其他标牌上删除特朗普名字的命令的请求。就职后不久,特朗普用他的盟友取代了肯尼迪中心的两党董事会,他们 [...]

第 4 部分:复合模式

Part 4: The Pattern That Compounds

作者:Vincent E. Bianco III ATC 通讯员,Leeham 新闻与分析,2026 年 6 月 14 日,© Leeham 新闻:本出版物分析了商用飞机制造领域的模式,这是一个世代机构对自己记录在案的技术失败做出的回应……阅读更多帖子第 4 部分:复合模式首先出现在 Leeham 新闻与分析上。

第 11 空降师启动首次“天使上升”,以加速士兵驱动的创新和北极战备

11th Airborne Division Launches First-Ever “Angel Ascent” to Accelerate Soldier-Driven Innovation and Arctic Readiness

士兵们在第 11 空降师的创新活动 Angel Ascent 上推销北极解决方案,推进陆军技术和作战转型。

波多黎各领先的早间新闻节目庆祝布坎南堡陆军成立 251 周年

Fort Buchanan marks Army's 251st Birthday on Puerto Rico's leading morning news program

波多黎各布坎南堡 — 布坎南堡领导人、士兵和未来的士兵加入了波多黎各领先的早间电视节目,Noticentro al...

将乘法表与其他基数相乘的乐趣 |简短的字母

Multiplying the times table fun with other number bases | Brief letters

奇怪的结果 |安东尼·海德 |前往Jump | 的巴士首先是马麦酱|庆祝 CenovisLouise Lewis 询问计算九乘法表的方法是否适用于其他数基(《快报》,6 月 7 日)。使用其他基础,您会得到相同的奇怪结果,但乘数不同。对于以 7 为基数的乘法表,对于以 6 为基数的乘法表,则为五次乘法表。与以 10 为基数的 9 的倍数相比,倍数中的数字相加所得的数字不再是 9,而是现在分别相加为 6 和 5。乘数比基数少一是解释为什么会出现这些新奇事物的线索。太有趣了。伊恩·哈雷 (Ian Harley),汉普郡菲尔·奥克 (Fair Oak) • 您为安东尼·海德 (Anthony Hea