DN42 access
本服务为那些无法轻松访问自身网络的用户以及希望体验 dn42 但又不想承担维护自有网络成本的用户提供 dn42 连接
默认情况下,地址从/96地址块中分配,如果您希望租用独立的/96前缀或更大的地址空间,请按照联系方式联系我
所有公开的PoP均已屏蔽来自中国境内的 IP 地址。如果您确实需要dn42 access,请与我联系并提供合理的理由
该服务由AS4242423377提供
- - - - - - -
The service provides DN42 connectivity to members who cannot easily access their own networks, as well as to those who would like to explore DN42 without the overhead of maintaining their own network.
By default, addresses are allocated from a /96 block. If you wish to lease a dedicated /96 prefix or a larger address space, please contact me using the methods provided in the contact information.
All publicly accessible PoP are blocked for IPs originating from within China. DN42 access from within China is not publicly available. If you genuinely require access, please contact me and provide a valid justification.
Hosted by AS4242423377.
Policy
本服务需要花费时间和金钱才能运行,但为了您的利益,我们免费提供。使用本服务是一种特权,而非权利。您必须合理使用本服务,以确保其他用户也能继续享受同样的便利。任何滥用、误用或干扰服务或其他用户的行为都可能导致您的访问权限立即被暂停或终止。
滥用行为包括但不限于:
- 过度使用资源
- 黑客攻击、病毒、木马等,或任何其他可能损害服务或对服务及其用户造成风险的干扰行为
- 传播可能导致民事或刑事责任的不良内容
- - - - - - -
This service require real time and financial resources to operate, yet are provided free of charge for your benefit. Access to the services is a privilege, not a right. You must use the services responsibly and considerately to ensure that other users can continue to enjoy the same opportunities. Any misuse, abuse, or activities that disrupt the service or other users may result in immediate suspension or termination of access.
Abuse could include, but is not limited to:
- Excessive use of resources
- Hacking, viruses, trojans etc or any other disruption that could harm or create risk to the services or its users
- Distribution of objectional content that could create a civil or criminal liability
PoP
## Toronto, Canada
Prefix: fdb6:fc6a:e66c:724f:fad1:d2cf::/96
Zerotier: 4753cf475f65b0fb
## Los Angeles, USA
coming soon
#announcement#service
Here’s How Two New Orleans Teenagers Found a New Proof of the Pythagorean Theorem
最近两个新奥尔良小女孩向美国数学学会展示了勾股定理新证明方法,构造相似三角形组成更大直角三角形来推导证明。现在已知勾股定理的证明方式有400多种。
Reference
一个很丰富的 Github 数学资源库
Susan Rigetti 关于数学的入门路径文章
#mathematics
Here’s How Two New Orleans Teenagers Found a New Proof of the Pythagorean Theorem
最近两个新奥尔良小女孩向美国数学学会展示了勾股定理新证明方法,构造相似三角形组成更大直角三角形来推导证明。现在已知勾股定理的证明方式有400多种。
Reference
一个很丰富的 Github 数学资源库
Susan Rigetti 关于数学的入门路径文章
#mathematics
🌎 Solar eclipses helped ancient astronomers measure Earth’s distance from the moon! By timing the eclipse’s shadow, they calculated surprisingly accurate results using only basic geometry. ✨
#astronomy⚡#history⚡#mathematics
👉subscribe Interesting Planet
"Yangi O'zbekiston" universiteti talabalari xalqaro matematika olimpiadasida 3 ta medalni qo'lga kiritishdi
🌐Oliy ta'lim muassasalari talabalari o'rtasida matematika fanidan o'tkazilgan Muhammad Al-Xorazmiy nomidagi II xalqaro olimpiadasida universitetimiz talabalari 2 ta kumush va 1 ta bronza medalini qo'lga kiritishdi.
🥈Abrorjon Butayev – kumush medal
🥈Olimjon Olimov – kumush medal
🥉Jasurbek Ro'ziboyev – bronza medal
📌 Ma'lumot uchun, olimpiadada 40 ta jamoadan (14 tasi xorijiy, 26 tasi mahalliy) 225 nafar talaba ishtirok etgan.
🎗 Talabalarimizni muvaffaqiyatli ishtiroki bilan tabriklaymiz!
🔁English
➖➖➖➖➖➖➖➖➖➖➖➖➖➖
#olympiad#mathematics
⬇️Biz ijtimoiy tarmoqlarda:
Veb-sayt | Telegram | Instagram | Facebook
Stack Exchange丨优质的知识分享交流论坛
Stack Exchange 是涵盖多个领域问题和答案的网络站点/知识分享交流论坛,目前有 182 个主题社区分类,类似 Subreddit. 其中 Stack Overflow 是大家最为熟悉的开发和技术人员获取分享知识的大型论坛,也是 Stack Exchange 网络中一个站点。
个人感觉 Stack Exchange 很多内容优于 Quora/ Reddit/ Slack(Quora 一直不太喜欢),类似 TrueAskReddit 之于 AskReddit 的内容质量。Stack Exchange 还有些非常优质且活跃的社区,之前搜索问题也常遇到,推荐:
---
Philosophy Stack Exchange
哲学领域社区,类似 Reddit 的 AskPhilosophy
Math Stack Exchange
Why is the volume of a cone one third of the volume of a cylinder?
哲学和数学社区都是 Stack Exchange 访问比较大的社区,不少好质量讨论
RPG Stack Exchange
Is there a functional reason for wizards to live in towers so often?
这也是之前搜索问题遇到的有趣的论坛讨论
Reference
Reddit RSS
有趣的论坛讨论
信息迷宫丨互联网的知识陈列
#RSS#philosophy#mathematics
Mathematics wasn't invented by a single person, but developed over millennia across civilizations like Mesopotamia, Egypt, India, and Greece. It evolved from practical needs like trade, construction, and astronomy, becoming the universal language of logic and problem-solving we know today. 🌍🧮
[Read more]
@googlefactss
#Mathematics#History#Science#Education#MathHistory