First let (M,𝜏) be a topological space. The sheaf 𝔊 of real continuous functions on (M,𝜏) is said to be a differential structure on M if for any open set U∈𝜏, any functions f_i∈𝔊(U), and any w∈C ᪲(ℝⁿ), the superposition w∘(f_1,…f_n)∈𝔊(U).
How, exactly, does a lawyer come to legally give away ill-gotten gains on behalf of an international company that does not want to be named and surely does not want to face prosecution for what one division did?
Let your conversation be without covetousness; and be content with such things as ye have: for he hath said, I will never leave thee, nor forsake thee.
An ocean-going yachtsman must be competent at night navigation
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