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  text: 'Here are a few of the best pages on Arbital, selected by our editors.\n\n### [1zq]\n\nA customizable multi-page exploration of one of the core concepts behind good reasoning.\n\n### [3nd]\n\nAn extended exploration of logarithms and their various uses.\n\n### [47d]\n\nAn engaging explanation of derivatives, suitable for almost everyone.\n\n### [2w7]\n\nA graphical explanation uncountability, with alternate [17b lenses] for people with different mathematical backgrounds.\n\n### [3rb]\n\nPosets and tightly related concepts pitched for a technical audience, with exercises and examples.\n\n### [5mv]\n\nAn explanation of Rice's Theorem and its implications, with a lens that explores the connection between the theorem and the [-halting_problem].\n\n### [Category theory](https://arbital.com/explore/category_theory/)\n\nVarious pages on [4c7 Category Theory], exploring how concepts from different domains of mathematics share the same underlying structure.\n\n### [3y2]\n\nA handy [-57n] page between the four different things people sometimes mean when they say "bit".',
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