Предсказаны последствия ближневосточного конфликта для мировых экономик

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For example, with a splitting factor of s=2s = 2s=2, then a couple where both partners earn the same income xxx will owe a joint tax of Tc′(2x)=2⋅Tc(x)T_c'(2x) = 2 \cdot T_c(x)Tc′​(2x)=2⋅Tc​(x), which means that this couple would pay exactly the same tax if they are married or not.

With five cells per row, we’ll need to dedicate five sprites to the cells’ drop shadows. We will reuse those cells in each subsequent row, and if a shadow needs to go missing (because the corresponding button is depressed), we will simply disable that sprite on that row via the $D015 register. Two sprites will suffice for the corner sprites; the top corners may be similarly re-used for the bottom ones. That leaves one sprite spare, and it seems like it would be most conveniently used for the rest of the left-side shadow.

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p(x_n)&=a_0 + a_1 x_n + a_2 x_n^2 + \cdots a_n x_n^n = y_n\\

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