diff --git a/examples/Layered and Multi View Displays.ipynb b/examples/Layered and Multi View Displays.ipynb index e4b7d406..4f63be72 100644 --- a/examples/Layered and Multi View Displays.ipynb +++ b/examples/Layered and Multi View Displays.ipynb @@ -7047,7 +7047,7 @@ "genderFemale02,000,0004,000,0006,000,0008,000,00010,000,00012,000,000populationMale02,000,0004,000,0006,000,0008,000,00010,000,00012,000,000population051015202530354045505560657075808590ageFemaleMalegender" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict{Any,Any}(Pair{Any,Any}(:field, \"age\"),Pair{Any,Any}(:type, \"ordinal\"),Pair{Any,Any}(\"scale\", Dict{Any,Any}(Pair{Any,Any}(\"rangeStep\", 17))))),Pair{String,Any}(\"color\", Dict{Any,Any}(Pair{Any,Any}(:field, \"gender\"),Pair{Any,Any}(:type, \"nominal\"),Pair{Any,Any}(\"scale\", Dict{Any,Any}(Pair{Any,Any}(\"range\", String[\"#EA98D2\", \"#659CCA\"]))))),Pair{String,Any}(\"row\", Dict(\"field\"=>\"gender\",\"type\"=>\"nominal\")),Pair{String,Any}(\"y\", Dict{Any,Any}(Pair{Any,Any}(:aggregate, \"sum\"),Pair{Any,Any}(:field, \"people\"),Pair{Any,Any}(\"axis\", Dict{Any,Any}(Pair{Any,Any}(\"title\", \"population\"))),Pair{Any,Any}(:type, \"quantitative\"))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Int64}[Dict(:year=>1850,:sex=>1,:age=>0,:people=>1483789), Dict(:year=>1850,:sex=>2,:age=>0,:people=>1450376), Dict(:year=>1850,:sex=>1,:age=>5,:people=>1411067), Dict(:year=>1850,:sex=>2,:age=>5,:people=>1359668), Dict(:year=>1850,:sex=>1,:age=>10,:people=>1260099), Dict(:year=>1850,:sex=>2,:age=>10,:people=>1216114), Dict(:year=>1850,:sex=>1,:age=>15,:people=>1077133), Dict(:year=>1850,:sex=>2,:age=>15,:people=>1110619), Dict(:year=>1850,:sex=>1,:age=>20,:people=>1017281), Dict(:year=>1850,:sex=>2,:age=>20,:people=>1003841) … Dict(:year=>2000,:sex=>1,:age=>70,:people=>3792145), Dict(:year=>2000,:sex=>2,:age=>70,:people=>5184855), Dict(:year=>2000,:sex=>1,:age=>75,:people=>2912655), Dict(:year=>2000,:sex=>2,:age=>75,:people=>4355644), Dict(:year=>2000,:sex=>1,:age=>80,:people=>1902638), Dict(:year=>2000,:sex=>2,:age=>80,:people=>3221898), Dict(:year=>2000,:sex=>1,:age=>85,:people=>970357), Dict(:year=>2000,:sex=>2,:age=>85,:people=>1981156), Dict(:year=>2000,:sex=>1,:age=>90,:people=>336303), Dict(:year=>2000,:sex=>2,:age=>90,:people=>1064581)])),Pair{String,Any}(\"mark\", :bar),Pair{String,Any}(\"transform\", Dict{Any,Any}[Dict{Any,Any}(Pair{Any,Any}(\"filter\", \"datum.year==2000\")), Dict{Any,Any}(Pair{Any,Any}(\"calculate\", \"datum.sex==2 ? 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", 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Rapids\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:year, 1932),Pair{Symbol,Any}(:yield, 29.3333),Pair{Symbol,Any}(:variety, \"Wisconsin No. 38\"),Pair{Symbol,Any}(:site, \"Duluth\"))]))))" @@ -142685,14 +142685,14 @@ } ] }, - "image/png": 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NPCXiTrF6SsXcqACAvtNqwXbHSe04JY/1AUAXtDokMiOSZgCgEBuZrc8OhwAAuqjVgs0jfABQkI3cdAQAFICCDQCeoGADgCco2ADgCQo2AHiCgu0vGyZhgwkA9DgKtp8qku5Q/Dz8vgLb4gb4AuigjcyHjXK4GP1ZdHjEDkmLBbcB6Av0sP20JDMPtp3q1hbtZdVOgWu/l1oL07X7ub3ncWd/OwSTFuCbdp4+FAajhx8ZGpl85PaiW4LeQcH2VyBTLEPFRTWZt3hUZgrcVsJ0K5IWomU7om0GZYZdbMDuTLRdMsA37Tx950fX1jU6ufAlbdlyOdCWtdHJ+fPvmf7cTUW3C/6jYPvNhiCvKC6Oc4p7wNtl5itvJUx3RaYgL0frVmUCdhei9avROeyxXWnn6TtPPfOcpPDXnUWVW65sZVZLbBpj2H6yww9LMgVyh+IwiZMyRXdRJmfRbp83THdV5o3ADoHYmK8dzjaXkjs1Ok+HQng/opLmiX78vl9NW3wsepVSFML7oqTXF9wUNEDB9tcRxbmNd8jkL0pxD/iU4l50K2G6dqhjVqbgb5cp/jMybwarMsMjB1L2TT1Ph0J4Pxu9SuevT/9L+MWvP1ezLFQ4uXj8/hMFNampKISXYl1yDIn466jim3sXFRdvyRTWBef7VsJ0pThJyKagryoeegmjc9ui7Ab4ZoX89pV77/ppKdSX7feBgsWXbrpa9NM8ALAx/RDCu3tyYXDXkYV3FN2ePHy81j62WepuCC+AnJ44vo+AarQVQyIA4AkKNgB4goINAJ6gYAOAJyjYAOAJCjYAeIKCDQCeoGADgCco2ADgCQo2AHiCgt2/3ASZ5CtvqK8bhJDkBisAaAMKdn8bUhyCYJNihhvuUWulwbpA+aZzBZATBbt/2WlTk2woQh59mSgDFIWCjUbs8Igd3qiqPrBXzvJqYl+GRLBJYbB7cmGwcnh+W9EtKQMKNrK4RdmG716Kvr6oeJx7p0xwQSCTfFNRbeEGNmTX9NmbR6YWnlzX+sqWLVodnZx/ctf02ZuLbleRKNjIYuPF7PDIdpmYsFAmrd1mPF5QnHazEG03pjjUF9iQ8OrLh4MwvNdZ9L71qy9+orAGlQABBmjFsGqjyHINeXQohBfprki6qdWdohDeUiW4nDt+X9riP41epWxzHjnaPZG1goKNvC7LhOzagl2VyY50zSjlRmSHQniRbutGdopCeIN2N2Yzdk3M/3EY6NM1C8PgU+dO3HdUKmeb88jZ7tTAZoZEsCxTaGdUO/ZcddZLcaG2z2qPKX7KxC6zienJUF+gdVtf9+eSvvja94GeDLbe/JfFNQjoU/0QwuuTMre5cnh+W9pTImVucyOE8ALoWUsn968V3YayYEgEADxBwQYAT1CwAcATFGwA8AQFGwA8QcEGAE9QsAHAExRsAPAEBRsAPEHBBgBPULD7w7LiCZrslKgVpafHuEiNAUqEgt0fbBiBnU1PMrPvzUk6kLHPZlJjxkWhB9qOgt0/DsmkwbguKTvZfDOpMTuabwKgVRTs/rEoM+e1NSgTSmBlBexK8ZBKNfF92n4VmQixlehrdMjI5CO3jk7M3/me6c+1nDADP1Gw+8eqTI/ZFtERxaEEFaUH7Fp2SGUs+vOoTLJM2n4r0XmGVBsnhjYanXjsY4G2PK9Az7z+6tZv7546fU/zveA7CnZ/OSrpSMryrIBd15ziQr5d5g0gbb+sIRa0SeXw/DYFwYykG6JFb1kPw88X2SZ0BwEG/WVJ0nmZwruYWJcM2E06KdN7XlTtUEqz/XwP4b1F0g9a2aHT4bBLJ/enLb59M+fscJvPSdrVoWP3FQp2/zkkaZ+kWWdZWsDuWGK/VZle9inFQyR59vM9hPeHMkM+uXU6HHZk8pHbA215Vs7/3yDQ2tlj+zf8ZI6vgbb9hiGR/rMoaSGxLC1gNy1I92Ri37T9JDOezU3HDlk8/qFvBebv5xVJChQ8t74e/m7BzUIXULD7z6pqe9fWmExP0vayZqOv3ZtZafsm93OXcdOxQ84e3/+3191041sU6q5rL93yjsUT92/0EUx4hCERwFNnpj/wfUnfL7od6B562ADgCQo2AHiCgg0AnqBgA4AnKNgA4AkKNgB4goINAJ6gYAOAJyjYAOAJCjYAeIKCHUsG1dqv3SQV9/uiAmpbOa/9GZKBBMmfrVXjqg/1leJrFIqJn4C2o2DHkkG1w4nlSzJTk9rvAxUzWX8r5w1k2jyj2gJql28kpcQWaHuMw8668zJJM0H0NYA2omDXmlMcVLskE3XVC+nfh9S+AurO2HdZJiJMMtfpguI3E2aPA9qMgl3rjMzk/q6R6M9kaK07HGCHU8adZe6wgVKWucMUdgghOUyRdtww8XXafkmzMm9G1Yz1We1qZrvi4m0LtW3rxRaOA6Sanp4eGJ6a377ryMI7im5LGVCway3JTNo/GL0WFBdwN7TWLXyVaLtAcRZiJfo6UJyFOBgdK5AZNrDDFLbQ7onW2fOnHdc9b9Z+WcZkcheTBTmrXY3YMf6ZxPEORMtOKSV5BmjFeycW3vC1q+/66kCoZ8Nr698amZw/s3d64Ybme/YuCna9OZniPKK495gshGOKf+VfkSlSy9HyVZkiesbZdjY6nk1rsXFb21WfSN7ouO55s/ZrxBZk9+fJalcjq4rHsN3fSIai105l9+aBXLYG65+S9Cv2+0B6/8uvrH+0wCYVjgCDeidleoi2iC3I3Fg7k7G9LV52WGE4YzupNo38UuZW2cfdbILLqkyRdX++VtvlmlVcsAdlEtnvkWn3crRs1fMQXp/8mqSvbmTHTgcHb8TZ46lhw38VvUrZ5jwy2v2Pkj7Y/db0hmXFwwL21/+0bezQhe2xVmQKrDvUIZnepj3OYGJ/JY7f6Lh59ktKG5OuKu4BN2pXM267ktep4XHyhPCura15959R8rPdZWzzyMTpk6OT82HNa2L+tX/PZWxzHnnanbUNQyLpFhT3Zm2v1JUMqD0lU6zOy/Q6l2RuutkbeSed46xEy45Gy2zhrOY4rru+0X5y1s2o/nlpd3w5q13JQu7+7Pbn2qPam46HnHULKuaxR/SIVxQcDaR/fW1BqDNbtw58psAmAf2JHna5lLfNYTB6+JGhPZOPvT25prxtbmwzPWzGsAGUWBCeO6mVoltRFgyJAIAnKNgA4AkKNgB4goINAJ6gYAOAJyjYAOCJoOgGoD899NBD4QsvvFB0M4BS2rFjh3bv3k19hj/yfLimjHxsN23uns20myERAPAEBRsAPEHBBgBPULBRWmEYfrroNmyEj+2mzd3ja7sBAICnbOhw2l30sMG6Irnzg7tzhw9mLC+LrHZL5b3W1rhqgznKfq2l+jZL5b/OQCY3Gb6q2sQeN32nTAYV/yccV31IspviUyaN2l3Wa+0KVVv8ynytrWSbfbjOQC5pcWOhmqe5F8mNS6uotghWVd62u+2Wyn+tbcKST9c62WZpg9eZm44oo2S02AGZNPbzKt9/Rmu74ri07aoNM76k5kn0RXHbLZX7Wg+qPgy77Nc6rc3SBq8zBRtlNKjaHM3V6DUkk8xeJva3gRmlBx6XVVa7y3ytDyvOWvVFVps3dJ0p2CijEdX2+qwyhvquyszJc0jSvoLb0opm7S7bta7IhFn7JE+bW7rOZDqibMYlXW6w/mK3GtKiWcWF77JMory1Q+m/FpeB2+6kMl3rI5J2piwv87XOanOyM1Km6wzklrwxkxxiSN4gK5O0m3eD0ausTy5I2de0zNc67QZe2a912mN9UrmvM5CpqtrnUu0ztRXn+2rm3sVwn2VOtq3MzwZntbvM19rl+3PYvlxnAAAAAAAAAAAAAAAAAAAAwCfuvOD2tZEPhLTjuWT3mW37HLF9Zt62qdl5stYvZywHAK8sq3YWt6pa+5CFLartKojJSfbzfjovqx3tbh8AFCZZsDfyset29mDdT+pVWzxuVjvoYbeI2foAPxxW7SRBafFSdtiiUY/WHcZw9x9U/fFcszJTsQ7KzDntzjLnni95niT3Y9lpEyOhAQo2UF7nVVtEx6I/x2WmRQ0kXVB97ztQbUGtyBTZQKboj8vMwyxJw9Gfq9Exh5TtkKQV1c42l5yLJHke12D0MwVNzgMAXkkbw072fpMxU2nrbX6j26O2RXZctYW+2Rh5Mo4r73nc9VlZjMiBHjbgBzsRvjuD4QGZHnYewzI920BxT932lO0Un+0ICEg7D9qEgg344XD056rMhP3Dyp9Wkpzk3+0lH5UZptjXwvE2ch67fiaxbGWT5wSAQqU9h+0Ofbg37uy2yZt944nv3fnGk/IkjWfN4dzsPI3WlzmdHQBKiUn0AcADFdHLBYBSs0MT9K4BAAAAAAAAAAAAoF/8P+QJId0XTdKPAAAAAElFTkSuQmCC", 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", + "image/png": 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19.4),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"chevy s-10\"))]))))" @@ -153541,14 +153541,14 @@ } ] }, - "image/png": 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", + "image/png": 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"@vlplot(:text,enc={text=\"count(*):q\",color={condition={test=\"datum['count_*'] > 100\",value=:black},value=:white}})" + "@vlplot(:rect,enc={color=\"count():q\"}) +\n", + "@vlplot(:text,enc={text=\"count():q\",color={condition={test=\"datum['count_*'] > 100\",value=:black},value=:white}})" ] }, { @@ -228679,7 +228677,7 @@ "JanFebMarAprMayJunJulAugSepOctNovDecdate (month)05101520253035Mean of temp_maxJanFebMarAprMayJunJulAugSepOctNovDecdate (month)0246810Mean of precipitationJanFebMarAprMayJunJulAugSepOctNovDecdate (month)0123456Mean of windNew YorkSeattlelocation" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"spec\", Dict{Any,Any}(Pair{Any,Any}(\"layer\", Any[Dict{Any,Any}(Pair{Any,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"detail\", Dict{Any,Any}(Pair{Any,Any}(:field, \"date\"),Pair{Any,Any}(:type, \"temporal\"),Pair{Any,Any}(\"timeUnit\", :year))),Pair{String,Any}(\"x\", Dict{Any,Any}(Pair{Any,Any}(:field, 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-281502,7 +281499,7 @@ "dataset(\"weather.csv\") |>\n", "@vlplot(transform=[{filter=\"datum.location === 'Seattle'\"}]) +\n", "[@vlplot(:bar,enc={x={\"date:o\",timeUnit=:month},y=\"mean(precipitation):q\"});\n", - "@vlplot(:point,enc={x={\"temp_min:q\",bin=true},y={\"temp_max:q\",bin=true},size=\"count(*):q\"})]" + "@vlplot(:point,enc={x={\"temp_min:q\",bin=true},y={\"temp_max:q\",bin=true},size=\"count():q\"})]" ] }, { @@ -290555,7 +290552,6 @@ }, "y": { "aggregate": "count", - "field": "*", "type": "quantitative" } }, @@ -290569,7 +290565,7 @@ "4080120160200240Horsepower (binned)020406080100120Number of Records5101520253035404550Miles_per_Gallon (binned)020406080100Number of Records8101214161820222426Acceleration (binned)020406080100120Number of RecordsEuropeJapanUSAOrigin" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"spec\", Dict{Any,Any}(Pair{Any,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict{Any,Any}(Pair{Any,Any}(\"bin\", 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Symbol[:Horsepower, :Miles_per_Gallon, :Acceleration])))))" ] }, "execution_count": 35, @@ -290580,7 +290576,7 @@ "source": [ "dataset(\"cars\") |>\n", "@vlplot(repeat={column=[:Horsepower,:Miles_per_Gallon,:Acceleration]}) +\n", - "@vlplot(:bar,enc={x={field={repeat=:column},bin=true,typ=:quantitative},y=\"count(*):q\",color=\"Origin:n\"})" + "@vlplot(:bar,enc={x={field={repeat=:column},bin=true,typ=:quantitative},y=\"count():q\",color=\"Origin:n\"})" ] } ], diff --git a/examples/Single View Plots.ipynb b/examples/Single View Plots.ipynb index c76c9ba9..5b47d101 100644 --- a/examples/Single View Plots.ipynb +++ b/examples/Single View Plots.ipynb @@ -203,7 +203,7 @@ "ABCDEFGHIa020406080100b" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{Any,Any}(Pair{Any,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict(\"field\"=>\"a\",\"type\"=>\"ordinal\")),Pair{String,Any}(\"y\", Dict(\"field\"=>\"b\",\"type\"=>\"quantitative\")))),Pair{Any,Any}(\"data\", 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Campbell\")…)])),Pair{String,Any}(\"mark\", :bar)))" ] }, "execution_count": 5, @@ -115571,7 +115570,7 @@ } ], "source": [ - "dataset(\"movies\") |> @vlplot(:bar,enc={x={\"IMDB_Rating:q\", bin=true},y=\"count(*):q\"})" + "dataset(\"movies\") |> @vlplot(:bar,enc={x={\"IMDB_Rating:q\", bin=true},y=\"count():q\"})" ] }, { @@ -122538,7 +122537,7 @@ "05,000,00010,000,00015,000,00020,000,000population051015202530354045505560657075808590age" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict{Any,Any}(Pair{Any,Any}(:aggregate, \"sum\"),Pair{Any,Any}(:field, \"people\"),Pair{Any,Any}(\"axis\", Dict{Any,Any}(Pair{Any,Any}(\"title\", \"population\"))),Pair{Any,Any}(:type, \"quantitative\"))),Pair{String,Any}(\"y\", Dict{Any,Any}(Pair{Any,Any}(:field, \"age\"),Pair{Any,Any}(:type, \"ordinal\"),Pair{Any,Any}(\"scale\", Dict{Any,Any}(Pair{Any,Any}(\"rangeStep\", 17))))))),Pair{String,Any}(\"data\", 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color={\"weather:n\",scale={domain=[\"sun\",\"fog\",\"drizzle\",\"rain\",\"snow\"],range=[\"#e7ba52\",\"#c7c7c7\",\"#aec7e8\",\"#1f77b4\",\"#9467bd\"]},legend={title=\"Weather type\"}}\n", " })" ] @@ -154717,7 +154715,7 @@ "CrookstonDuluthGrand RapidsMorrisUniversity FarmWasecasite0100200300400500Sum of yieldGlabronManchuriaNo. 457No. 462No. 475PeatlandSvansotaTrebiVelvetWisconsin No. 38variety" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict(\"field\"=>\"yield\",\"aggregate\"=>\"sum\",\"type\"=>\"quantitative\")),Pair{String,Any}(\"color\", Dict(\"field\"=>\"site\",\"type\"=>\"nominal\")),Pair{String,Any}(\"y\", Dict(\"field\"=>\"variety\",\"type\"=>\"nominal\")))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:year, 1931),Pair{Symbol,Any}(:yield, 27.0),Pair{Symbol,Any}(:variety, \"Manchuria\"),Pair{Symbol,Any}(:site, \"University Farm\")), 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1.3),Pair{Symbol,Any}(:temp_max, 5.0),Pair{Symbol,Any}(:temp_min, 1.7),Pair{Symbol,Any}(:precipitation, 1.5),Pair{Symbol,Any}(:date, 2015-12-28),Pair{Symbol,Any}(:weather, \"fog\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:wind, 2.6),Pair{Symbol,Any}(:temp_max, 7.2),Pair{Symbol,Any}(:temp_min, 0.6),Pair{Symbol,Any}(:precipitation, 0.0),Pair{Symbol,Any}(:date, 2015-12-29),Pair{Symbol,Any}(:weather, \"fog\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:wind, 3.4),Pair{Symbol,Any}(:temp_max, 5.6),Pair{Symbol,Any}(:temp_min, -1.0),Pair{Symbol,Any}(:precipitation, 0.0),Pair{Symbol,Any}(:date, 2015-12-30),Pair{Symbol,Any}(:weather, \"sun\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:wind, 3.5),Pair{Symbol,Any}(:temp_max, 5.6),Pair{Symbol,Any}(:temp_min, -2.1),Pair{Symbol,Any}(:precipitation, 0.0),Pair{Symbol,Any}(:date, 2015-12-31),Pair{Symbol,Any}(:weather, \"sun\"))])),Pair{String,Any}(\"mark\", :tick)))" ] }, "execution_count": 27, @@ -210854,7 +210852,7 @@ "050100150200Horsepower34568Cylinders" ], 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Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 79),Pair{Symbol,Any}(:Displacement, 120.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 28),Pair{Symbol,Any}(:Weight_in_lbs, 2625),Pair{Symbol,Any}(:Acceleration, 18.6),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"ford ranger\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 82),Pair{Symbol,Any}(:Displacement, 119.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 31),Pair{Symbol,Any}(:Weight_in_lbs, 2720),Pair{Symbol,Any}(:Acceleration, 19.4),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"chevy s-10\"))])),Pair{String,Any}(\"mark\", :tick)))" + "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{Symbol,Any}(Pair{Symbol,Any}(:y, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"Cylinders\"),Pair{Symbol,Any}(:type, :ordinal))),Pair{Symbol,Any}(:x, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"Horsepower\"),Pair{Symbol,Any}(:type, :quantitative))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 8),Pair{Symbol,Any}(:Horsepower, 130),Pair{Symbol,Any}(:Displacement, 307.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 18),Pair{Symbol,Any}(:Weight_in_lbs, 3504),Pair{Symbol,Any}(:Acceleration, 12.0),Pair{Symbol,Any}(:Year, \"1970-01-01\"),Pair{Symbol,Any}(:Name, \"chevrolet chevelle malibu\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 8),Pair{Symbol,Any}(:Horsepower, 165),Pair{Symbol,Any}(:Displacement, 350.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 15),Pair{Symbol,Any}(:Weight_in_lbs, 3693),Pair{Symbol,Any}(:Acceleration, 11.5),Pair{Symbol,Any}(:Year, \"1970-01-01\"),Pair{Symbol,Any}(:Name, \"buick skylark 320\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 8),Pair{Symbol,Any}(:Horsepower, 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4312),Pair{Symbol,Any}(:Acceleration, 8.5),Pair{Symbol,Any}(:Year, \"1970-01-01\"),Pair{Symbol,Any}(:Name, \"plymouth fury iii\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 8),Pair{Symbol,Any}(:Horsepower, 225),Pair{Symbol,Any}(:Displacement, 455.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 14),Pair{Symbol,Any}(:Weight_in_lbs, 4425),Pair{Symbol,Any}(:Acceleration, 10.0),Pair{Symbol,Any}(:Year, \"1970-01-01\"),Pair{Symbol,Any}(:Name, \"pontiac catalina\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 8),Pair{Symbol,Any}(:Horsepower, 190),Pair{Symbol,Any}(:Displacement, 390.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 15),Pair{Symbol,Any}(:Weight_in_lbs, 3850),Pair{Symbol,Any}(:Acceleration, 8.5),Pair{Symbol,Any}(:Year, \"1970-01-01\"),Pair{Symbol,Any}(:Name, \"amc ambassador dpl\")) … Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 92),Pair{Symbol,Any}(:Displacement, 156.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 26),Pair{Symbol,Any}(:Weight_in_lbs, 2585),Pair{Symbol,Any}(:Acceleration, 14.5),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"chrysler lebaron medallion\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 6),Pair{Symbol,Any}(:Horsepower, 112),Pair{Symbol,Any}(:Displacement, 232.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 22),Pair{Symbol,Any}(:Weight_in_lbs, 2835),Pair{Symbol,Any}(:Acceleration, 14.7),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"ford granada l\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 96),Pair{Symbol,Any}(:Displacement, 144.0),Pair{Symbol,Any}(:Origin, \"Japan\"),Pair{Symbol,Any}(:Miles_per_Gallon, 32),Pair{Symbol,Any}(:Weight_in_lbs, 2665),Pair{Symbol,Any}(:Acceleration, 13.9),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"toyota celica gt\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 84),Pair{Symbol,Any}(:Displacement, 135.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 36),Pair{Symbol,Any}(:Weight_in_lbs, 2370),Pair{Symbol,Any}(:Acceleration, 13.0),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"dodge charger 2.2\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 90),Pair{Symbol,Any}(:Displacement, 151.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 27),Pair{Symbol,Any}(:Weight_in_lbs, 2950),Pair{Symbol,Any}(:Acceleration, 17.3),Pair{Symbol,Any}(:Year, \"1982-01-01\"),Pair{Symbol,Any}(:Name, \"chevrolet camaro\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:Cylinders, 4),Pair{Symbol,Any}(:Horsepower, 86),Pair{Symbol,Any}(:Displacement, 140.0),Pair{Symbol,Any}(:Origin, \"USA\"),Pair{Symbol,Any}(:Miles_per_Gallon, 27),Pair{Symbol,Any}(:Weight_in_lbs, 2790),Pair{Symbol,Any}(:Acceleration, 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"VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{Symbol,Any}(Pair{Symbol,Any}(:y, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"price\"),Pair{Symbol,Any}(:type, :quantitative))),Pair{Symbol,Any}(:x, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"date\"),Pair{Symbol,Any}(:type, :temporal))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 39.81),Pair{Symbol,Any}(:date, \"Jan 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 36.35),Pair{Symbol,Any}(:date, \"Feb 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 43.22),Pair{Symbol,Any}(:date, \"Mar 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 28.37),Pair{Symbol,Any}(:date, \"Apr 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 25.45),Pair{Symbol,Any}(:date, \"May 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Dict{Symbol,Any}(Pair{Symbol,Any}(:interpolate, \"step-after\"),Pair{Symbol,Any}(:type, :line))),Pair{String,Any}(\"transform\", Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:filter, \"datum.symbol==='GOOG'\"))])))" ] }, "execution_count": 55, @@ -518706,7 +518703,7 @@ "Jan 01, 2005Jan 01, 2006Jan 01, 2007Jan 01, 2008Jan 01, 2009Jan 01, 2010date0200400600800price" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict(\"field\"=>\"date\",\"type\"=>\"temporal\")),Pair{String,Any}(\"y\", Dict(\"field\"=>\"price\",\"type\"=>\"quantitative\")))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 39.81),Pair{Symbol,Any}(:date, \"Jan 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 36.35),Pair{Symbol,Any}(:date, \"Feb 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, 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Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 142.43),Pair{Symbol,Any}(:date, \"Jun 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 163.39),Pair{Symbol,Any}(:date, \"Jul 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 168.21),Pair{Symbol,Any}(:date, \"Aug 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 185.35),Pair{Symbol,Any}(:date, \"Sep 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 188.5),Pair{Symbol,Any}(:date, \"Oct 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 199.91),Pair{Symbol,Any}(:date, \"Nov 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 210.73),Pair{Symbol,Any}(:date, \"Dec 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 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\"MSFT\"),Pair{Symbol,Any}(:price, 39.81),Pair{Symbol,Any}(:date, \"Jan 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 36.35),Pair{Symbol,Any}(:date, \"Feb 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 43.22),Pair{Symbol,Any}(:date, \"Mar 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 28.37),Pair{Symbol,Any}(:date, \"Apr 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 25.45),Pair{Symbol,Any}(:date, \"May 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 32.54),Pair{Symbol,Any}(:date, \"Jun 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 28.4),Pair{Symbol,Any}(:date, \"Jul 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 28.4),Pair{Symbol,Any}(:date, \"Aug 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 24.53),Pair{Symbol,Any}(:date, \"Sep 1 2000\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"MSFT\"),Pair{Symbol,Any}(:price, 28.02),Pair{Symbol,Any}(:date, \"Oct 1 2000\")) … Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 142.43),Pair{Symbol,Any}(:date, \"Jun 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 163.39),Pair{Symbol,Any}(:date, \"Jul 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 168.21),Pair{Symbol,Any}(:date, \"Aug 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 185.35),Pair{Symbol,Any}(:date, \"Sep 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 188.5),Pair{Symbol,Any}(:date, \"Oct 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 199.91),Pair{Symbol,Any}(:date, \"Nov 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 210.73),Pair{Symbol,Any}(:date, \"Dec 1 2009\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 192.06),Pair{Symbol,Any}(:date, \"Jan 1 2010\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 204.62),Pair{Symbol,Any}(:date, \"Feb 1 2010\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:symbol, \"AAPL\"),Pair{Symbol,Any}(:price, 223.02),Pair{Symbol,Any}(:date, \"Mar 1 2010\"))])),Pair{String,Any}(\"mark\", Dict{Symbol,Any}(Pair{Symbol,Any}(:interpolate, \"monotone\"),Pair{Symbol,Any}(:type, :line))),Pair{String,Any}(\"transform\", Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:filter, \"datum.symbol==='GOOG'\"))])))" ] }, "execution_count": 57, @@ -519506,7 +519503,7 @@ "4,0005,0006,0007,0008,0009,00010,000miles1.52.02.53.0gas" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"order\", Dict(\"field\"=>\"year\",\"type\"=>\"temporal\")),Pair{String,Any}(\"x\", Dict{Any,Any}(Pair{Any,Any}(:field, \"miles\"),Pair{Any,Any}(:type, \"quantitative\"),Pair{Any,Any}(\"scale\", Dict{Any,Any}(Pair{Any,Any}(\"zero\", false))))),Pair{String,Any}(\"y\", Dict{Any,Any}(Pair{Any,Any}(:field, \"gas\"),Pair{Any,Any}(:type, \"quantitative\"),Pair{Any,Any}(\"scale\", Dict{Any,Any}(Pair{Any,Any}(\"zero\", false))))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3675),Pair{Symbol,Any}(:year, 1956),Pair{Symbol,Any}(:gas, 2.38),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3706),Pair{Symbol,Any}(:year, 1957),Pair{Symbol,Any}(:gas, 2.4),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3766),Pair{Symbol,Any}(:year, 1958),Pair{Symbol,Any}(:gas, 2.26),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3905),Pair{Symbol,Any}(:year, 1959),Pair{Symbol,Any}(:gas, 2.31),Pair{Symbol,Any}(:side, \"top\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3935),Pair{Symbol,Any}(:year, 1960),Pair{Symbol,Any}(:gas, 2.27),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3977),Pair{Symbol,Any}(:year, 1961),Pair{Symbol,Any}(:gas, 2.25),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4085),Pair{Symbol,Any}(:year, 1962),Pair{Symbol,Any}(:gas, 2.22),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4218),Pair{Symbol,Any}(:year, 1963),Pair{Symbol,Any}(:gas, 2.12),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4369),Pair{Symbol,Any}(:year, 1964),Pair{Symbol,Any}(:gas, 2.11),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4538),Pair{Symbol,Any}(:year, 1965),Pair{Symbol,Any}(:gas, 2.14),Pair{Symbol,Any}(:side, \"bottom\")) … Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9699),Pair{Symbol,Any}(:year, 2001),Pair{Symbol,Any}(:gas, 1.77),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9814),Pair{Symbol,Any}(:year, 2002),Pair{Symbol,Any}(:gas, 1.64),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9868),Pair{Symbol,Any}(:year, 2003),Pair{Symbol,Any}(:gas, 1.86),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9994),Pair{Symbol,Any}(:year, 2004),Pair{Symbol,Any}(:gas, 2.14),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 10067),Pair{Symbol,Any}(:year, 2005),Pair{Symbol,Any}(:gas, 2.53),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 10037),Pair{Symbol,Any}(:year, 2006),Pair{Symbol,Any}(:gas, 2.79),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 10025),Pair{Symbol,Any}(:year, 2007),Pair{Symbol,Any}(:gas, 2.95),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9880),Pair{Symbol,Any}(:year, 2008),Pair{Symbol,Any}(:gas, 3.31),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9657),Pair{Symbol,Any}(:year, 2009),Pair{Symbol,Any}(:gas, 2.38),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9596),Pair{Symbol,Any}(:year, 2010),Pair{Symbol,Any}(:gas, 2.61),Pair{Symbol,Any}(:side, \"left\"))])),Pair{String,Any}(\"mark\", Dict{Any,Any}(Pair{Any,Any}(\"point\", true),Pair{Any,Any}(\"type\", :line)))))" + "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{Symbol,Any}(Pair{Symbol,Any}(:order, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"year\"),Pair{Symbol,Any}(:type, :temporal))),Pair{Symbol,Any}(:y, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"gas\"),Pair{Symbol,Any}(:type, :quantitative),Pair{Symbol,Any}(:scale, Dict{Symbol,Any}(Pair{Symbol,Any}(:zero, false))))),Pair{Symbol,Any}(:x, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"miles\"),Pair{Symbol,Any}(:type, :quantitative),Pair{Symbol,Any}(:scale, Dict{Symbol,Any}(Pair{Symbol,Any}(:zero, false))))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Any}[Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3675),Pair{Symbol,Any}(:year, 1956),Pair{Symbol,Any}(:gas, 2.38),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3706),Pair{Symbol,Any}(:year, 1957),Pair{Symbol,Any}(:gas, 2.4),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3766),Pair{Symbol,Any}(:year, 1958),Pair{Symbol,Any}(:gas, 2.26),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3905),Pair{Symbol,Any}(:year, 1959),Pair{Symbol,Any}(:gas, 2.31),Pair{Symbol,Any}(:side, \"top\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3935),Pair{Symbol,Any}(:year, 1960),Pair{Symbol,Any}(:gas, 2.27),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 3977),Pair{Symbol,Any}(:year, 1961),Pair{Symbol,Any}(:gas, 2.25),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4085),Pair{Symbol,Any}(:year, 1962),Pair{Symbol,Any}(:gas, 2.22),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4218),Pair{Symbol,Any}(:year, 1963),Pair{Symbol,Any}(:gas, 2.12),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4369),Pair{Symbol,Any}(:year, 1964),Pair{Symbol,Any}(:gas, 2.11),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 4538),Pair{Symbol,Any}(:year, 1965),Pair{Symbol,Any}(:gas, 2.14),Pair{Symbol,Any}(:side, \"bottom\")) … Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9699),Pair{Symbol,Any}(:year, 2001),Pair{Symbol,Any}(:gas, 1.77),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9814),Pair{Symbol,Any}(:year, 2002),Pair{Symbol,Any}(:gas, 1.64),Pair{Symbol,Any}(:side, \"bottom\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9868),Pair{Symbol,Any}(:year, 2003),Pair{Symbol,Any}(:gas, 1.86),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9994),Pair{Symbol,Any}(:year, 2004),Pair{Symbol,Any}(:gas, 2.14),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 10067),Pair{Symbol,Any}(:year, 2005),Pair{Symbol,Any}(:gas, 2.53),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 10037),Pair{Symbol,Any}(:year, 2006),Pair{Symbol,Any}(:gas, 2.79),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 10025),Pair{Symbol,Any}(:year, 2007),Pair{Symbol,Any}(:gas, 2.95),Pair{Symbol,Any}(:side, \"right\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 9880),Pair{Symbol,Any}(:year, 2008),Pair{Symbol,Any}(:gas, 3.31),Pair{Symbol,Any}(:side, \"left\")), Dict{Symbol,Any}(Pair{Symbol,Any}(:miles, 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223.02),Pair{Symbol,Any}(:date, \"Mar 1 2010\"))])),Pair{String,Any}(\"mark\", :trail)))" ] }, "execution_count": 61, diff --git a/examples/altair/Bar Charts.ipynb b/examples/altair/Bar Charts.ipynb index f7ea2e41..2df883d0 100644 --- a/examples/altair/Bar Charts.ipynb +++ b/examples/altair/Bar Charts.ipynb @@ -316,7 +316,7 @@ "hazardous123456789101112131415Day0100200300400PM2.5 Value" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{Any,Any}(Pair{Any,Any}(\"layer\", Any[Dict{Any,Any}(Pair{Any,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict(\"field\"=>\"Day\",\"type\"=>\"ordinal\")),Pair{String,Any}(\"y\", Dict(\"field\"=>\"Value\",\"type\"=>\"quantitative\")))),Pair{Any,Any}(\"data\", Dict{String,Any}(Pair{String,Any}(\"values\", Dict{Symbol,Real}[Dict{Symbol,Real}(Pair{Symbol,Real}(:Value, 54.8),Pair{Symbol,Real}(:Day, 1)), Dict{Symbol,Real}(Pair{Symbol,Real}(:Value, 112.1),Pair{Symbol,Real}(:Day, 2)), Dict{Symbol,Real}(Pair{Symbol,Real}(:Value, 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82),Pair{Symbol,Any}(:Worldwide_Gross, 233700000),Pair{Symbol,Any}(:Major_Genre, \"Adventure\"),Pair{Symbol,Any}(:Director, \"Martin Campbell\")…)])),Pair{String,Any}(\"mark\", :bar)))" ] }, "execution_count": 4, @@ -58401,7 +58400,7 @@ ], "source": [ "dataset(\"movies\") |>\n", - "@vlplot(:bar,enc={x={\"IMDB_Rating:q\",bin=true},y=\"count(*):q\"})" + "@vlplot(:bar,enc={x={\"IMDB_Rating:q\",bin=true},y=\"count():q\"})" ] }, { @@ -58440,7 +58439,6 @@ "name": "stderr", "output_type": "stream", "text": [ - "WARN Cannot clearly determine orientation for \"line\" since both x and y channel encode continuous fields. In this case, we use vertical by default\n", "WARN Cannot clearly determine orientation for \"line\" since both x and y channel encode continuous fields. In this case, we use vertical by default\n" ] }, @@ -58875,7 +58873,7 @@ "020406080100x-1.0-0.50.00.51.0sin(x)" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{String,Any}(Pair{String,Any}(\"x\", Dict(\"field\"=>\"x\",\"type\"=>\"quantitative\")),Pair{String,Any}(\"y\", Dict{Any,Any}(Pair{Any,Any}(:field, \"sin\"),Pair{Any,Any}(:type, \"quantitative\"),Pair{Any,Any}(\"title\", \"sin(x)\"))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Real}[Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.0),Pair{Symbol,Real}(:x, 0)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.198669),Pair{Symbol,Real}(:x, 1)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.389418),Pair{Symbol,Real}(:x, 2)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.564642),Pair{Symbol,Real}(:x, 3)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.717356),Pair{Symbol,Real}(:x, 4)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.841471),Pair{Symbol,Real}(:x, 5)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.932039),Pair{Symbol,Real}(:x, 6)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.98545),Pair{Symbol,Real}(:x, 7)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.999574),Pair{Symbol,Real}(:x, 8)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.973848),Pair{Symbol,Real}(:x, 9)) … Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.604833),Pair{Symbol,Real}(:x, 91)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.434566),Pair{Symbol,Real}(:x, 92)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.246974),Pair{Symbol,Real}(:x, 93)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.0495356),Pair{Symbol,Real}(:x, 94)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.149877),Pair{Symbol,Real}(:x, 95)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.343315),Pair{Symbol,Real}(:x, 96)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.523066),Pair{Symbol,Real}(:x, 97)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.681964),Pair{Symbol,Real}(:x, 98)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.813674),Pair{Symbol,Real}(:x, 99)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.912945),Pair{Symbol,Real}(:x, 100))])),Pair{String,Any}(\"mark\", :line)))" + "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"encoding\", Dict{Symbol,Any}(Pair{Symbol,Any}(:y, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"sin\"),Pair{Symbol,Any}(:type, :quantitative),Pair{Symbol,Any}(:title, \"sin(x)\"))),Pair{Symbol,Any}(:x, Dict{Symbol,Any}(Pair{Symbol,Any}(:field, \"x\"),Pair{Symbol,Any}(:type, :quantitative))))),Pair{String,Any}(\"data\", Dict(\"values\"=>Dict{Symbol,Real}[Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.0),Pair{Symbol,Real}(:x, 0)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.198669),Pair{Symbol,Real}(:x, 1)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.389418),Pair{Symbol,Real}(:x, 2)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.564642),Pair{Symbol,Real}(:x, 3)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.717356),Pair{Symbol,Real}(:x, 4)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.841471),Pair{Symbol,Real}(:x, 5)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.932039),Pair{Symbol,Real}(:x, 6)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.98545),Pair{Symbol,Real}(:x, 7)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.999574),Pair{Symbol,Real}(:x, 8)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.973848),Pair{Symbol,Real}(:x, 9)) … Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.604833),Pair{Symbol,Real}(:x, 91)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.434566),Pair{Symbol,Real}(:x, 92)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.246974),Pair{Symbol,Real}(:x, 93)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, -0.0495356),Pair{Symbol,Real}(:x, 94)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.149877),Pair{Symbol,Real}(:x, 95)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.343315),Pair{Symbol,Real}(:x, 96)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.523066),Pair{Symbol,Real}(:x, 97)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.681964),Pair{Symbol,Real}(:x, 98)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.813674),Pair{Symbol,Real}(:x, 99)), Dict{Symbol,Real}(Pair{Symbol,Real}(:sin, 0.912945),Pair{Symbol,Real}(:x, 100))])),Pair{String,Any}(\"mark\", :line)))" ] }, "execution_count": 5, @@ -58931,6 +58929,7 @@ "name": "stderr", "output_type": "stream", "text": [ + "WARN Cannot clearly determine orientation for \"line\" since both x and y channel encode continuous fields. In this case, we use vertical by default\n", "WARN Can not resolve event source: window\n", "WARN Can not resolve event source: window\n", "WARN Can not resolve event source: window\n", @@ -60036,7 +60035,7 @@ "setosaversicolorvirginicaspecies0.00.51.01.52.02.5petalWidth01234567petalLength" ], "text/plain": [ - "VegaLite.VLSpec{:plot}(Dict{String,Any}(Pair{String,Any}(\"selection\", Dict{String,Any}(Pair{String,Any}(\"selector001\", Dict{String,Any}(Pair{String,Any}(\"translate\", \"[mousedown, window:mouseup] > window:mousemove!\"),Pair{String,Any}(\"bind\", \"scales\"),Pair{String,Any}(\"on\", \"[mousedown, window:mouseup] > window:mousemove!\"),Pair{String,Any}(\"encodings\", String[\"x\", \"y\"]),Pair{String,Any}(\"zoom\", \"wheel!\"),Pair{String,Any}(\"mark\", Dict{String,Any}(Pair{String,Any}(\"stroke\", \"white\"),Pair{String,Any}(\"fillOpacity\", 0.125),Pair{String,Any}(\"fill\", \"#333\"))),Pair{String,Any}(\"type\", \"interval\"),Pair{String,Any}(\"resolve\", 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