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text: '**[3d]** hosts a network of explanations written and edited by people like you in order to make humanity's knowledge [58p accessible to everyone]. In order to fulfil this idea's potential we need your help, whether that's as simple as letting us know when you [5zm want something we're missing], or as in-depth as writing a [1rt multi-page explanation of a concept].\n\n[toc:]\n\n### Writing and improving pages\n\nWriting new definition and explanation pages about specific subtopics is important to creating the network of knowledge that the rest of Arbital will be based on. See [4jx Arbital scope] for a detailed overview of the kinds of pages we're looking for.\n\nThe [home page](https://arbital.com) shows the most linked to pages which don't yet exist, but you are welcome to create a page for any math topic that readers would want to read about. [todo: Great examples of individual pages]\n\nWhen creating pages, prioritize writing excellent [1kl summaries] for the preview popup. Put yourself in the mind of someone who wants a quick but accurate idea what the topic is about and check other summaries of the concept to confirm you're covering all the crucial points. Examples of pages with good summaries: [3nd], [3wn], [3g8], [3jy].\n\n[todo: Quality assessment link/desc]\n\n[todo: Mention #reviews and getting feedback]\n\n[todo: mention arcs/paths once we have a guide for that.]\n\n**[Create new page!](https://arbital.com/edit)**\n\n### Where to go next?\n\nThe best place to start is [right on the home page](https://arbital.com). It lists pages which could be created and expanded. If you are not sure what kind of content to write, take a look at the [5t2 exemplar pages] pages and write something similar on a math topic you are familiar with.\n\nOther places to find things to help with:\n\n* Pages to create or improve: [5xs Placeholders], [5xq Seeds], [72 Stubs], [3rk Starts]\n* Pages which need: [433 summary], [4pt technical summary], [5cb accessible summary].\n* [4ps Ideas for possible math pages]\n* [https://arbital.com/explore/math/ All current math pages] (slow)\n\n\n### Feedback and content requests\n\nIf you like something, give it a thumbs up to brighten the author's day! If you see anything you think could be improved (e.g. typos, [16t style issues], or things which could be explained better) you're encouraged to leave a comment on the page by highlighting the relevant text and clicking the comment symbol that appears on the right %%note:%%. Or, if you have an idea about how to improve it yourself, propose an edit. Dive right in, you won't break anything!\n\nIf you're trying to learn something and find a page is pitched for a different audience, you can use the blue "Go faster" %%note:%% and "Say what?" %%note:%% menus to request alternate versions of the page more appropriate for your background.\n\n### Giving feedback on the site\n\nIf at any point you notice a bug, something you think could be improved about the site, or something you think is great, let us know! We want to understand how you interact with Arbital as a reader or editor, so we can make it work better for you. You can send feedback via an option in the quick menu (orange + button in the bottom right corner).\n\n### Content release\n\nArbital is [arbital_collaborative_creation fundamentally collaborative]. Your original work will always be saved in [arbital_page_history edit history], but the public page is very likely to be modified by other editors. Author's opinions are always worth hearing but pages you create are not [arbital_page_stewardship yours to control], and you should not expect to have the final say.\n\nAny content you create on Arbital [3sk is released] under the [Attribution 3.0 Unported (CC BY 3.0)](http://creativecommons.org/licenses/by/3.0/), and may be widely reused (with attribution).\n\n%%comment:\n### Writing guides\n\nIf you've got [327 something to explain], creating complete guides we can [Arbital_featured feature] is extremely valuable. This is the most in-depth type of contribution, but it's proportionally rewarding. We'll be putting these in prominent places as a demonstration of how Arbital can help accelerate learning. For examples of these, see [1zq] and [3wj] (though note that both of these are still being polished).\n%%',
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