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@pfitzseb
Created June 26, 2018 16:20
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juno 0.7 plotting integration
module MockPlotting
struct SimplePlot end
struct InteractivePlot end
const img = """
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
"""
function Base.show(io::IO, ::MIME"image/png", ::SimplePlot)
print(io, img)
end
function Base.show(io::IO, ::MIME"application/juno+plotpane", ::InteractivePlot)
print(io, "data:text/html,<div style=\"color:white\">Hi!</div>")
end
end
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