diff --git a/.travis.yml b/.travis.yml
index 353d1ce2..d6be6fb2 100644
--- a/.travis.yml
+++ b/.travis.yml
@@ -12,7 +12,7 @@ notifications:
# uncomment the following lines to override the default test script
script:
- if [[ -a .git/shallow ]]; then git fetch --unshallow; fi
- - julia -e 'Pkg.clone("Images"); Pkg.clone("ImageMagick")'
+ - julia -e 'Pkg.clone("Images"); Pkg.clone("ImageMagick"); Pkg.build("ImageMagick")'
- julia -e 'Pkg.clone(pwd()); Pkg.build("Plots")'
- julia -e 'Pkg.test("Plots"; coverage=true)'
- julia -e 'cd(Pkg.dir("Plots")); Pkg.add("Coverage"); using Coverage; Coveralls.submit(process_folder()); Codecov.submit(process_folder())'
diff --git a/examples/meetup/wine.ipynb b/examples/meetup/wine.ipynb
index df242339..df041a88 100644
--- a/examples/meetup/wine.ipynb
+++ b/examples/meetup/wine.ipynb
@@ -78234,7 +78234,7 @@
},
{
"cell_type": "code",
- "execution_count": 2,
+ "execution_count": null,
"metadata": {
"collapsed": false
},
@@ -78245,10012 +78245,6 @@
"text": [
"[Plots.jl] Initializing backend: gadfly"
]
- },
- {
- "data": {
- "image/svg+xml": [
- "\n",
- "\n"
- ],
- "text/html": [
- "\n",
- "\n"
- ],
- "text/plain": [
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- ]
- },
- "metadata": {},
- "output_type": "display_data"
- },
- {
- "data": {
- "image/png": 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",
- "image/svg+xml": [],
- "text/plain": [
- "Plot{Plots.GadflyPackage() n=3}"
- ]
- },
- "execution_count": 2,
- "metadata": {},
- "output_type": "execute_result"
- },
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "\n"
- ]
}
],
"source": [
@@ -98410,22 +88404,7 @@
"collapsed": false,
"scrolled": false
},
- "outputs": [
- {
- "name": "stdout",
- "output_type": "stream",
- "text": [
- "Dict{Any,Any}(:group=>:quality,:l=>:hexbin,:nr=>1,:size=>(1000,300),:link=>true,:title=>ASCIIString[\"Quality: 3\" \"Quality: 4\" \"Quality: 5\" \"Quality: 6\" \"Quality: 7\" \"Quality: 8\" \"Quality: 9\"],:n=>7,:leg=>false,:smooth=>true)\n",
- "d = Dict{Any,Any}(:group=>:quality,:l=>:hexbin,:nr=>1,:size=>(1000,300),:link=>true,:title=>ASCIIString[\"Quality: 3\" \"Quality: 4\" \"Quality: 5\" \"Quality: 6\" \"Quality: 7\" \"Quality: 8\" \"Quality: 9\"],:n=>7,:leg=>false,:smooth=>true)\n",
- "aliases = Dict(:c=>:color,:palette=>:color_palette,:width=>:linewidth,:lineopacitys=>:lineopacity,:type=>:linetype,:t=>:linetype,:shape=>:markershape,:xlink=>:linkx,:markeropacitys=>:markeropacity,:opacity=>:markeropacity,:display=>:show,:fg_color=>:foreground_color,:mcolor=>:markercolor,:gui=>:show,:xlab=>:xlabel,:ls=>:linestyle,:ylabel2=>:yrightlabel,:xlimits=>:xlims,:style=>:linestyle,:mark=>:marker,:mo=>:markeropacity,:alpha=>:markeropacity,:markercolors=>:markercolor,:lo=>:lineopacity,:lt=>:linetype,:markershapes=>:markershape,:nb=>:nbins,:fillrng=>:fillrange,:nbinss=>:nbins,:fillranges=>:fillrange,:windowsize=>:size,:nbin=>:nbins,:ytick=>:yticks,:smooths=>:smooth,:xlimit=>:xlims,:ylabelright=>:yrightlabel,:fc=>:fillcolor,:fo=>:fillopacity,:ylab2=>:yrightlabel,:l=>:line,:foreground=>:foreground_color,:regression=>:smooth,:ylink=>:linky,:m=>:marker,:bg_color=>:background_color,:w=>:linewidth,:fcolor=>:fillcolor,:colors=>:color,:y2label=>:yrightlabel,:annotate=>:annotation,:bg=>:background_color,:y2lab=>:yrightlabel,:linewidths=>:linewidth,:lab=>:label,:lw=>:linewidth,:msize=>:markersize,:yrlab=>:yrightlabel,:ylab=>:ylabel,:xlim=>:xlims,:markersizes=>:markersize,:f=>:fill,:groups=>:group,:bgcolor=>:background_color,:ylim=>:ylims,:ylimits=>:ylims,:g=>:group,:background=>:background_color,:labels=>:label,:ann=>:annotation,:reg=>:smooth,:ylimit=>:ylims,:area=>:fill,:annotations=>:annotation,:axiss=>:axis,:ylabr=>:yrightlabel,:fg=>:foreground_color,:linetypes=>:linetype,:xtick=>:xticks,:fillcolors=>:fillcolor,:rib=>:ribbon,:fillopacitys=>:fillopacity,:ms=>:markersize,:zs=>:z,:leg=>:legend,:mc=>:markercolor,:linestyles=>:linestyle,:wtitle=>:windowtitle,:wsize=>:size,:fgcolor=>:foreground_color,:s=>:linestyle,:anns=>:annotation)\n",
- "d = Dict{Any,Any}(:group=>:quality,:l=>:hexbin,:nr=>1,:size=>(1000,300),:link=>true,:title=>ASCIIString[\"Quality: 3\" \"Quality: 4\" \"Quality: 5\" \"Quality: 6\" \"Quality: 7\" \"Quality: 8\" \"Quality: 9\"],:n=>7,:leg=>false,:smooth=>true)\n",
- "aliases = Dict(:c=>:color,:palette=>:color_palette,:width=>:linewidth,:lineopacitys=>:lineopacity,:type=>:linetype,:t=>:linetype,:shape=>:markershape,:xlink=>:linkx,:markeropacitys=>:markeropacity,:opacity=>:markeropacity,:display=>:show,:fg_color=>:foreground_color,:mcolor=>:markercolor,:gui=>:show,:xlab=>:xlabel,:ls=>:linestyle,:ylabel2=>:yrightlabel,:xlimits=>:xlims,:style=>:linestyle,:mark=>:marker,:mo=>:markeropacity,:alpha=>:markeropacity,:markercolors=>:markercolor,:lo=>:lineopacity,:lt=>:linetype,:markershapes=>:markershape,:nb=>:nbins,:fillrng=>:fillrange,:nbinss=>:nbins,:fillranges=>:fillrange,:windowsize=>:size,:nbin=>:nbins,:ytick=>:yticks,:smooths=>:smooth,:xlimit=>:xlims,:ylabelright=>:yrightlabel,:fc=>:fillcolor,:fo=>:fillopacity,:ylab2=>:yrightlabel,:l=>:line,:foreground=>:foreground_color,:regression=>:smooth,:ylink=>:linky,:m=>:marker,:bg_color=>:background_color,:w=>:linewidth,:fcolor=>:fillcolor,:colors=>:color,:y2label=>:yrightlabel,:annotate=>:annotation,:bg=>:background_color,:y2lab=>:yrightlabel,:linewidths=>:linewidth,:lab=>:label,:lw=>:linewidth,:msize=>:markersize,:yrlab=>:yrightlabel,:ylab=>:ylabel,:xlim=>:xlims,:markersizes=>:markersize,:f=>:fill,:groups=>:group,:bgcolor=>:background_color,:ylim=>:ylims,:ylimits=>:ylims,:g=>:group,:background=>:background_color,:labels=>:label,:ann=>:annotation,:reg=>:smooth,:ylimit=>:ylims,:area=>:fill,:annotations=>:annotation,:axiss=>:axis,:ylabr=>:yrightlabel,:fg=>:foreground_color,:linetypes=>:linetype,:xtick=>:xticks,:fillcolors=>:fillcolor,:rib=>:ribbon,:fillopacitys=>:fillopacity,:ms=>:markersize,:zs=>:z,:leg=>:legend,:mc=>:markercolor,:linestyles=>:linestyle,:wtitle=>:windowtitle,:wsize=>:size,:fgcolor=>:foreground_color,:s=>:linestyle,:anns=>:annotation)\n",
- "d = Dict{Any,Any}(:markersize=>6,:group=>nothing,:annotation=>nothing,:legend=>false,:color=>Plots.ColorWrapper{ColorTypes.RGBA{Float64}}(RGBA{Float64}(0.0,0.447,0.741,1.0)),:fillopacity=>nothing,:size=>(1000,300),:fillcolor=>Plots.ColorWrapper{ColorTypes.RGBA{Float64}}(RGBA{Float64}(0.0,0.447,0.741,1.0)),:z=>nothing,:markercolor=>Plots.ColorWrapper{ColorTypes.RGBA{Float64}}(RGBA{Float64}(0.0,0.447,0.741,1.0)),:linewidth=>1,:nbins=>100,:y=>[9.8,11.7,8.5,11.5,12.6,9.6,9.1,12.4,11.0,9.1,9.4,11.0,9.7,10.4,10.1,8.0,11.0,11.0,10.5,10.5],:label=>\"3\",:fillrange=>nothing,:markeropacity=>nothing,:show=>false,:subplot=>true,:lineopacity=>nothing,:nr=>1,:axis=>:left,:linetype=>:hexbin,:x=>[0.21,0.44,0.38,0.32,0.4,0.47,0.46,0.42,0.35,0.24,0.26,0.22,0.38,0.37,0.34,0.23,0.29,0.35,0.34,0.25],:linestyle=>:solid,:smooth=>true,:n=>7,:markershape=>:none)\n",
- "aliases = Dict(:c=>:color,:palette=>:color_palette,:width=>:linewidth,:lineopacitys=>:lineopacity,:type=>:linetype,:t=>:linetype,:shape=>:markershape,:xlink=>:linkx,:markeropacitys=>:markeropacity,:opacity=>:markeropacity,:display=>:show,:fg_color=>:foreground_color,:mcolor=>:markercolor,:gui=>:show,:xlab=>:xlabel,:ls=>:linestyle,:ylabel2=>:yrightlabel,:xlimits=>:xlims,:style=>:linestyle,:mark=>:marker,:mo=>:markeropacity,:alpha=>:markeropacity,:markercolors=>:markercolor,:lo=>:lineopacity,:lt=>:linetype,:markershapes=>:markershape,:nb=>:nbins,:fillrng=>:fillrange,:nbinss=>:nbins,:fillranges=>:fillrange,:windowsize=>:size,:nbin=>:nbins,:ytick=>:yticks,:smooths=>:smooth,:xlimit=>:xlims,:ylabelright=>:yrightlabel,:fc=>:fillcolor,:fo=>:fillopacity,:ylab2=>:yrightlabel,:l=>:line,:foreground=>:foreground_color,:regression=>:smooth,:ylink=>:linky,:m=>:marker,:bg_color=>:background_color,:w=>:linewidth,:fcolor=>:fillcolor,:colors=>:color,:y2label=>:yrightlabel,:annotate=>:annotation,:bg=>:background_color,:y2lab=>:yrightlabel,:linewidths=>:linewidth,:lab=>:label,:lw=>:linewidth,:msize=>:markersize,:yrlab=>:yrightlabel,:ylab=>:ylabel,:xlim=>:xlims,:markersizes=>:markersize,:f=>:fill,:groups=>:group,:bgcolor=>:background_color,:ylim=>:ylims,:ylimits=>:ylims,:g=>:group,:background=>:background_color,:labels=>:label,:ann=>:annotation,:reg=>:smooth,:ylimit=>:ylims,:area=>:fill,:annotations=>:annotation,:axiss=>:axis,:ylabr=>:yrightlabel,:fg=>:foreground_color,:linetypes=>:linetype,:xtick=>:xticks,:fillcolors=>:fillcolor,:rib=>:ribbon,:fillopacitys=>:fillopacity,:ms=>:markersize,:zs=>:z,:leg=>:legend,:mc=>:markercolor,:linestyles=>:linestyle,:wtitle=>:windowtitle,:wsize=>:size,:fgcolor=>:foreground_color,:s=>:linestyle,:anns=>:annotation)\n",
- "d = Dict{Any,Any}(:markersize=>6,:group=>nothing,:annotation=>nothing,:legend=>false,:color=>Plots.ColorWrapper{ColorTypes.RGBA{Float64}}(RGBA{Float64}(0.0,0.447,0.741,1.0)),:fillopacity=>nothing,:size=>(1000,300),:fillcolor=>Plots.ColorWrapper{ColorTypes.RGBA{Float64}}(RGBA{Float64}(0.0,0.447,0.741,1.0)),:z=>nothing,:markercolor=>Plots.ColorWrapper{ColorTypes.RGBA{Float64}}(RGBA{Float64}(0.0,0.447,0.741,1.0)),:linewidth=>1,:nbins=>100,:y=>[9.8,10.1,9.7,9.0,11.4,12.6,8.7,8.9,10.2,9.9,8.9,10.0,11.4,10.6,10.5,9.2,8.6,8.6,12.5,11.4,9.1,9.0,9.5,10.0,9.2,9.0,10.1,10.1,11.2,11.5,11.1,10.3,9.8,9.5,9.5,10.2,10.1,9.5,9.3,10.8,10.7,10.3,8.7,9.3,10.0,9.4,9.0,10.5,9.4,11.6,11.6,10.4,9.5,10.2,10.1,10.0,10.1,9.5,9.5,9.1,9.0,10.5,10.5,10.6,9.0,9.4,10.9,9.0,9.7,8.6,10.6,9.0,11.4,10.5,9.2,10.0,10.4,10.2,9.1,10.4,11.7,10.3,10.2,11.7,12.2,9.2,9.0,9.0,9.2,8.9,9.0,8.8,11.5,9.6,9.5,9.9,9.9,11.3,10.0,10.2,10.2,9.4,10.2,9.2,9.8,9.7,9.7,9.4,9.4,9.4,9.4,9.7,10.0,9.3,10.5,10.8,11.4,10.6,9.6,10.7,10.4,10.5,10.8,9.9,9.8,12.9,11.1,11.8,10.5,11.2,10.4,10.4,10.0,12.7,12.0,8.6,11.1,13.5,11.0,11.2,9.4,9.4,8.4,12.4,9.9,8.8,10.1,9.2,9.2,11.2,11.2,10.1,10.8,9.55,11.5,11.0,10.2,10.2,11.2,10.9,12.1,11.6,9.5],:label=>\"4\",:fillrange=>nothing,:markeropacity=>nothing,:show=>false,:subplot=>true,:lineopacity=>nothing,:nr=>1,:axis=>:left,:linetype=>:hexbin,:x=>[0.26,0.46,0.0,0.14,0.37,0.47,0.07,0.28,0.35,0.88,0.08,0.28,0.38,0.34,0.37,0.09,0.62,0.62,0.46,0.31,0.12,0.25,0.72,0.16,0.1,0.3,0.34,0.18,0.0,0.4,0.42,0.45,0.37,0.26,0.25,0.44,0.18,0.17,0.44,0.3,0.32,0.55,0.2,0.4,0.17,0.0,0.3,0.36,0.72,0.22,0.22,0.39,0.16,0.24,0.49,0.74,0.24,0.24,0.24,0.24,0.49,0.49,0.49,0.49,0.49,0.49,0.49,0.46,0.3,0.19,0.26,0.33,0.29,0.37,0.0,0.42,0.36,0.46,0.27,0.32,0.27,0.36,0.45,0.32,0.37,0.26,0.2,0.2,0.26,0.59,0.35,0.63,0.18,0.19,0.19,0.29,0.3,0.35,0.42,0.49,0.28,0.17,0.28,0.18,0.35,0.23,0.23,0.36,0.36,0.27,0.27,0.1,0.24,0.47,0.34,0.4,0.28,0.29,0.24,0.42,0.36,0.4,0.59,0.25,0.02,0.3,0.13,0.24,0.0,0.22,0.6,0.12,0.3,0.48,0.31,0.54,0.2,0.12,0.21,0.23,0.51,0.51,0.12,0.16,0.19,0.37,0.53,0.14,0.14,0.11,0.1,0.29,0.22,0.18,0.3,0.04,0.04,0.04,0.34,0.0,0.46,0.15,0.02],:linestyle=>:solid,:smooth=>true,:n=>7,:markershape=>:none)"
- ]
- }
- ],
+ "outputs": [],
"source": [
"subplot(df, :citric_acid, :alcohol, group=:quality, l=:hexbin, n=7, nr=1, link=true,\n",
"title=map(i->\"Quality: $i\", (3:9)'), leg=false, size=(1000,300), smooth=true)"
diff --git a/src/plot.jl b/src/plot.jl
index e49ca451..aceb6002 100644
--- a/src/plot.jl
+++ b/src/plot.jl
@@ -111,6 +111,7 @@ function plot!(plt::Plot, args...; kw...)
kwList, xmeta, ymeta = createKWargsList(plt, groupargs..., args...; d...)
# if we were able to extract guide information from the series inputs, then update the plot
+ @show xmeta, ymeta
updateDictWithMeta(d, plt.initargs, xmeta, true)
updateDictWithMeta(d, plt.initargs, ymeta, false)
diff --git a/src/subplot.jl b/src/subplot.jl
index 2838a5e7..4e031d45 100644
--- a/src/subplot.jl
+++ b/src/subplot.jl
@@ -150,7 +150,6 @@ Create a series of plots:
function subplot(args...; kw...)
validateSubplotSupported()
d = Dict(kw)
- println(d)
preprocessArgs!(d)
# figure out the layout