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  text: 'This notation describes asymptotic behavior of functions.\n\n# O(x)\nA function f is O(g(x)) if, for large x, g(x) is as large or larger than f(x) up to scaling.\n\n# Θ(x)\nA function f is Θ(g(x)) if, for large x, f(x) is as large as g(x) up to scaling.\n\n# Ω(x)\nA function f is O(g(x)) if, for large x, f(x) is as large or larger than g(x) up to scaling.\n\n# Examples\n\nAny f(x) is O(f(x)),  Θ(f(x)), and Ω(f(x)). \n\n2x is O(x), O(5x), O(x²), but not O(log(x)).\n\n2x is Θ(x), Θ(5x), but not Θ(x²) or Θ(log(x)).\n\n2x is Ω(x), Ω(5x), not Ω(x²), but Ω(log(x)).\n\n[todo: motivation for these constructs]',
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