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https://blog.phytools.org/2017/01/overlaying-contmap-style-continuous.html

Overlaying a <code>contMap</code> style continuous character map on a <code>dotTree</code> plot

A phytools user recently posted the following question: “Is there a blog post / function capable of combining th...



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Overlaying a <code>contMap</code> style continuous character map on a <code>dotTree</code> plot

https://blog.phytools.org/2017/01/overlaying-contmap-style-continuous.html

A phytools user recently posted the following question: “Is there a blog post / function capable of combining th...



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https://blog.phytools.org/2017/01/overlaying-contmap-style-continuous.html

Overlaying a <code>contMap</code> style continuous character map on a <code>dotTree</code> plot

A phytools user recently posted the following question: “Is there a blog post / function capable of combining th...

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      Phylogenetic Tools for Comparative Biology: Overlaying a contMap style continuous character map on a dotTree plot
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      https://blog.phytools.org/2017/01/overlaying-contmap-style-continuous.html
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      Overlaying a <code>contMap</code> style continuous character map on a <code>dotTree</code> plot
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      A phytools user recently posted the following question: “Is there a blog post / function capable of combining th...
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