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# Calculus plots with Makie
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XXX https://www.juliapackages.com/p/implicit3dplotting
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## XXX This needs a total rewrite for the new Makie
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```julia; echo=false; results="hidden"
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@@ -398,7 +398,7 @@ Plot(data, layout)
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```
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The following example is more complicated use of the elements previously described. It comes mimics an image from [Wikipedia](https://en.wikipedia.org/wiki/List_of_trigonometric_identities) for trigonometric identities. The use of ``\LaTeX`` does not seem to be supported through the `JavaScript` interface; unicode symbols are used instead. The `xanchor` and `yanchor` keys are used to position annotations away from the default. The `textangle` key is used to rotate text, as desired.
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The following example is more complicated use of the elements previously described. It mimics an image from [Wikipedia](https://en.wikipedia.org/wiki/List_of_trigonometric_identities) for trigonometric identities. The use of ``\LaTeX`` does not seem to be supported through the `JavaScript` interface; unicode symbols are used instead. The `xanchor` and `yanchor` keys are used to position annotations away from the default. The `textangle` key is used to rotate text, as desired.
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```julia, hold=true
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alpha = pi/6
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@@ -533,7 +533,7 @@ The main difference is the chart type, as this is a ``3``-dimensional plot, "sca
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### Quiver plots
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There is no `quiver` plot for `plotly` using JavaScript. In ``2``-dimensions a text-less annotation could be employed. In ``3``-dimensions, the following (from [stackoverflow.com](https://stackoverflow.com/questions/43164909/plotlypython-how-to-plot-arrows-in-3d) is a possible workaround where a line segment is drawn and capped with a small cone. Somewhat opaquely, we use `NamedTuple` for an iterator to create the keys for the data below:
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There is no `quiver` plot for `plotly` using JavaScript. In ``2``-dimensions a text-less annotation could be employed. In ``3``-dimensions, the following (from [stackoverflow.com](https://stackoverflow.com/questions/43164909/plotlypython-how-to-plot-arrows-in-3d)) is a possible workaround where a line segment is drawn and capped with a small cone. Somewhat opaquely, we use `NamedTuple` for an iterator to create the keys for the data below:
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```julia; hold=true
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