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 Oct 14 answered Customizing & finding intersection points in polar plot Oct 14 comment Customizing & finding intersection points in polar plot That's not a golden spiral. This might be PolarPlot[GoldenRatio^(2 n/\[Pi]), {n, 0, 2 \[Pi]}]. Can you quote or link to the theorem? Oct 9 answered Replace elements in list not matching elements of another list at the same position Oct 9 revised Newton-Raphson Method and the Van der Waal Equation Coding question added 347 characters in body Oct 9 answered Newton-Raphson Method and the Van der Waal Equation Coding question Sep 12 awarded Nice Question Sep 5 comment Text as plot axes values What's the deal with Europium? Aug 19 awarded Nice Answer Jul 17 comment Picking numbers within a list with an interval of 60 You might need to explain a bit more clearly. For example, what's wrong with {5, 14} as one of your sublists? Posting your existing code always helps too. Split and Gather are useful functions for this type of problem. Jun 26 comment Why doesn't FindRoot work correctly? It's finding a root, which is all it is asked to do. Starting a bit closer might give the root that you want. Try changing your .5 to x.1. Jun 20 comment Efficient Generation of Subgraphs (or, unfriend a friend a day) With 10 people, they each have a choice of 9 unfriendings, giving $9^{10}$ possibilities. The next day there is probably still 10 people with 8 choices, so the total possibilities so far is $9^{10} 8^{10}$. This gets very big, very fast. I don't think you are going to brute force it. Jun 18 comment StringReplace except some pattern @HyperGroups Indeed. Have edited to fix. Jun 18 revised StringReplace except some pattern Shortests no Longest Jun 17 answered StringReplace except some pattern Jun 6 answered How to decompose a complex expression containing repeated subexpressions? Jun 5 comment Maintaining map dimensions after using Colorize Why not {RGBColor[0, 0.33, 0.643], Rectangle[{-6, 41}, {-0.77, 51.5}], White, Rectangle[{-0.77, 41}, {4.47, 51.5}], RGBColor[0.98, 0.235, 0.196], Rectangle[{4.47, 41}, {9.7, 51.5}]}? May 30 revised Efficient way to solve equal sums $x_1^k+x_2^k+\dots+x_5^k=y_1^k+y_2^k+\dots+y_5^k$ with Mathematica? More solutions May 22 awarded Popular Question May 17 revised Efficient way to solve equal sums $x_1^k+x_2^k+\dots+x_5^k=y_1^k+y_2^k+\dots+y_5^k$ with Mathematica? added 235 characters in body May 17 revised Efficient way to solve equal sums $x_1^k+x_2^k+\dots+x_5^k=y_1^k+y_2^k+\dots+y_5^k$ with Mathematica? added 811 characters in body