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Phylogenetic Tools for Comparative Biology: Update to treeSlice to crop the tipward end of a phylogenetic tree in R

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https://blog.phytools.org/2017/04/update-to-treeslice-to-crop-tipward-end.html

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Update to <code>treeSlice</code> to crop the tipward end of a phylogenetic tree in R

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Last night I received the following comment: “I was wondering how I can exclude the past few million years of bran...

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