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text: 'Arbital domain is a way to group [16x pages] together by category. [+1lw], [+3d], and [2v] are all examples of Arbital domains. A page can potentially belong to multiple domains, and a page that's not in any domain is considered [3yx unlisted].\n\nYou must be [5fs trusted] in a domain in order to create pages there. If you are not, you can still [3yw submit your pages for approval]. Once you've made some contributions to Arbital, you will be promoted to trusted.\n\n### Preserving quality of content\n\nEvery author is an expert in different domains. Just because someone is an expert in physics, doesn't necessarily mean they are an expert in psychology. For this reason, a user has a separate trust level for each domain.\n\nPages inside a domain have likely been reviewed by relevant experts and likely doesn't contain any major errors. (It doesn't mean they are complete, though.) Unlisted pages don't have any such assurance.\n\n### How is a domain organized?\n\nWhen a domain is created, one page is designated as the *root* of the domain, e.g. [1lw math domain root page]. Any [3n descendant] of the root page automatically belongs to the domain.',
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