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text: 'This page collects great pages from across Arbital, to give authors ideas about how to structure and write more pages which include their good characteristics. As always on [3d], don't feel bound by any specific format, and do feel free to try new things if you think it'd help [52x your audience]. Mine these for ideas, consider and [arbital_listen_audience listen to] your audience, experiment, but above all [5t5 do what works].\n\n### [47d]\n\nA fun, well-explained math 0/1 explanation of derivatives.\n\n- Gets straight to the point with a concise summary.\n- Gives a list of handy examples, to prompt intuitions.\n- Has entertaining language.\n- Explains the math slowly alongside helpful graphical illustrations.\n\n### [2w7]\n\nA great example of writing an intuitive explanation for a [1r3] audience.\n\n - Has a main page for the core topic and three [17b lenses] for people with different mathematical backgrounds.\n - Introduces things in a strategic order, making sure the necessary things (and only the necessary things) are loaded into the readers mind for each new part.\n - Teaches the concept primarily by appealing to visual intuitions.\n - Avoids letter variables almost entirely (only using $n^\\text{th}$, and explaining it).\n\n### [3rb]\n\nAn exemplary [1r6] page defining a poset and explaining various tightly related concepts, in a relatively notation-heavy way.\n\n - Uses alternate [17b lenses] for examples and exercises.\n - Gets directly to the important information.\n - Does not unnecessarily cushion notation.\n - Defines the core concept tersely, explains important relations and how they relate to posets, and explains a common way of viewing them (Hasse diagrams).\n\n### [5mv]\n\nAnother great [1r6] page, this time using more descriptions.\n\n- Uses an alternate lens to explore the connection between the theorem and the [-halting_problem].\n- Explains the key implications of the theorem, using non-dry language such as "rather surprising and very strong restriction".\n- Explains notation and terms %%note: Making use of a note like this one.%%.\n- Gives a formal statement of the result.\n- Gives some explanation of exactly what the result does and does not apply to.\n\n### [3y2]\n\nThis is an excellent [-57n] page.\n\n- Has multiple summaries for different concepts.\n- Explains why it's a disambiguation page.\n- Lists the different concepts a reader may want.\n- Explains the differences between the different concepts\n- Directs readers to both the core pages and guides.',
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