diff --git a/.ipynb_checkpoints/Project-checkpoint.toml b/.ipynb_checkpoints/Project-checkpoint.toml new file mode 100644 index 0000000..4d6548b --- /dev/null +++ b/.ipynb_checkpoints/Project-checkpoint.toml @@ -0,0 +1,15 @@ +name = "QuickVega" +uuid = "8cbdc466-600a-49fa-b107-91fd9d936351" +authors = ["David Anthoff ", "Davi Barreira "] +version = "0.1.0" + +[deps] +Contour = "d38c429a-6771-53c6-b99e-75d170b6e991" +DataStructures = "864edb3b-99cc-5e75-8d2d-829cb0a9cfe8" +DataTables = "743a1d0a-8ebc-4f23-814b-50d006366bc6" +KernelDensity = "5ab0869b-81aa-558d-bb23-cbf5423bbe9b" +Setfield = "efcf1570-3423-57d1-acb7-fd33fddbac46" +VegaLite = "112f6efa-9a02-5b7d-90c0-432ed331239a" + +[compat] +julia = "1" diff --git a/.ipynb_checkpoints/Untitled1-checkpoint.ipynb b/.ipynb_checkpoints/Untitled1-checkpoint.ipynb new file mode 100644 index 0000000..a9850b7 --- /dev/null +++ b/.ipynb_checkpoints/Untitled1-checkpoint.ipynb @@ -0,0 +1,24 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "id": "74a1d19a-bec1-4b9e-9ab9-2729e5b7416e", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Julia 1.6.1", + "language": "julia", + "name": "julia-1.6" + }, + "language_info": { + "name": "" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Manifest.toml b/Manifest.toml new file mode 100644 index 0000000..9636f37 --- /dev/null +++ b/Manifest.toml @@ -0,0 +1,569 @@ +# This file is machine-generated - editing it directly is not advised + +[[AbstractFFTs]] +deps = ["LinearAlgebra"] +git-tree-sha1 = "485ee0867925449198280d4af84bdb46a2a404d0" +uuid = "621f4979-c628-5d54-868e-fcf4e3e8185c" +version = "1.0.1" + +[[Adapt]] +deps = ["LinearAlgebra"] +git-tree-sha1 = "f1b523983a58802c4695851926203b36e28f09db" +uuid = "79e6a3ab-5dfb-504d-930d-738a2a938a0e" +version = "3.3.0" + +[[ArgTools]] +uuid = "0dad84c5-d112-42e6-8d28-ef12dabb789f" + +[[Artifacts]] +uuid = "56f22d72-fd6d-98f1-02f0-08ddc0907c33" + +[[AxisAlgorithms]] +deps = ["LinearAlgebra", "Random", "SparseArrays", "WoodburyMatrices"] +git-tree-sha1 = "a4d07a1c313392a77042855df46c5f534076fab9" +uuid = "13072b0f-2c55-5437-9ae7-d433b7a33950" +version = "1.0.0" + +[[Base64]] +uuid = "2a0f44e3-6c83-55bd-87e4-b1978d98bd5f" + +[[ChainRulesCore]] +deps = ["Compat", "LinearAlgebra", "SparseArrays"] +git-tree-sha1 = "a66109c73612c63b10923ac446fddb0f0d21a593" +uuid = "d360d2e6-b24c-11e9-a2a3-2a2ae2dbcce4" +version = "0.9.40" + +[[Compat]] +deps = ["Base64", "Dates", "DelimitedFiles", "Distributed", "InteractiveUtils", "LibGit2", "Libdl", "LinearAlgebra", "Markdown", "Mmap", "Pkg", "Printf", "REPL", "Random", "SHA", "Serialization", "SharedArrays", "Sockets", "SparseArrays", "Statistics", "Test", "UUIDs", "Unicode"] +git-tree-sha1 = "ac4132ad78082518ec2037ae5770b6e796f7f956" +uuid = "34da2185-b29b-5c13-b0c7-acf172513d20" +version = "3.27.0" + +[[CompilerSupportLibraries_jll]] +deps = ["Artifacts", "Libdl"] +uuid = "e66e0078-7015-5450-92f7-15fbd957f2ae" + +[[ConstructionBase]] +deps = ["LinearAlgebra"] +git-tree-sha1 = "48920211c95a6da1914a06c44ec94be70e84ffff" +uuid = "187b0558-2788-49d3-abe0-74a17ed4e7c9" +version = "1.1.0" + +[[Contour]] +deps = ["StaticArrays"] +git-tree-sha1 = "9f02045d934dc030edad45944ea80dbd1f0ebea7" +uuid = "d38c429a-6771-53c6-b99e-75d170b6e991" +version = "0.5.7" + +[[Crayons]] +git-tree-sha1 = "3f71217b538d7aaee0b69ab47d9b7724ca8afa0d" +uuid = "a8cc5b0e-0ffa-5ad4-8c14-923d3ee1735f" +version = "4.0.4" + +[[DataAPI]] +git-tree-sha1 = "dfb3b7e89e395be1e25c2ad6d7690dc29cc53b1d" +uuid = "9a962f9c-6df0-11e9-0e5d-c546b8b5ee8a" +version = "1.6.0" + +[[DataFrames]] +deps = ["Compat", "DataAPI", "Future", "InvertedIndices", "IteratorInterfaceExtensions", "LinearAlgebra", "Markdown", "Missings", "PooledArrays", "PrettyTables", "Printf", "REPL", "Reexport", "SortingAlgorithms", "Statistics", "TableTraits", "Tables", "Unicode"] +git-tree-sha1 = "6e5452d9cf401ed9048e1cde93815be53d951079" +uuid = "a93c6f00-e57d-5684-b7b6-d8193f3e46c0" +version = "1.0.2" + +[[DataStructures]] +deps = ["Compat", "InteractiveUtils", "OrderedCollections"] +git-tree-sha1 = "4437b64df1e0adccc3e5d1adbc3ac741095e4677" +uuid = "864edb3b-99cc-5e75-8d2d-829cb0a9cfe8" +version = "0.18.9" + +[[DataTables]] +deps = ["DataValues", "ReadOnlyArrays", "TableShowUtils", "TableTraitsUtils"] +git-tree-sha1 = "9b069372a767fc6142feecc8e6d737d1b1de4711" +uuid = "743a1d0a-8ebc-4f23-814b-50d006366bc6" +version = "0.1.0" + +[[DataValueInterfaces]] +git-tree-sha1 = "bfc1187b79289637fa0ef6d4436ebdfe6905cbd6" +uuid = "e2d170a0-9d28-54be-80f0-106bbe20a464" +version = "1.0.0" + +[[DataValues]] +deps = ["DataValueInterfaces", "Dates"] +git-tree-sha1 = "d88a19299eba280a6d062e135a43f00323ae70bf" +uuid = "e7dc6d0d-1eca-5fa6-8ad6-5aecde8b7ea5" +version = "0.4.13" + +[[Dates]] +deps = ["Printf"] +uuid = "ade2ca70-3891-5945-98fb-dc099432e06a" + +[[DelimitedFiles]] +deps = ["Mmap"] 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+[[Formatting]] +deps = ["Printf"] +git-tree-sha1 = "8339d61043228fdd3eb658d86c926cb282ae72a8" +uuid = "59287772-0a20-5a39-b81b-1366585eb4c0" +version = "0.4.2" + +[[Future]] +deps = ["Random"] +uuid = "9fa8497b-333b-5362-9e8d-4d0656e87820" + +[[HTTP]] +deps = ["Base64", "Dates", "IniFile", "MbedTLS", "NetworkOptions", "Sockets", "URIs"] +git-tree-sha1 = "0e67ed09b3d89a28bb804ef5b886499f3a40a0cb" +uuid = "cd3eb016-35fb-5094-929b-558a96fad6f3" +version = "0.9.7" + +[[IniFile]] +deps = ["Test"] +git-tree-sha1 = "098e4d2c533924c921f9f9847274f2ad89e018b8" +uuid = "83e8ac13-25f8-5344-8a64-a9f2b223428f" +version = "0.5.0" + +[[IntelOpenMP_jll]] +deps = ["Artifacts", "JLLWrappers", "Libdl", "Pkg"] +git-tree-sha1 = "d979e54b71da82f3a65b62553da4fc3d18c9004c" +uuid = "1d5cc7b8-4909-519e-a0f8-d0f5ad9712d0" +version = "2018.0.3+2" + +[[InteractiveUtils]] +deps = ["Markdown"] +uuid = "b77e0a4c-d291-57a0-90e8-8db25a27a240" + +[[Interpolations]] +deps = ["AxisAlgorithms", "LinearAlgebra", "OffsetArrays", "Random", "Ratios", "SharedArrays", "SparseArrays", "StaticArrays", "WoodburyMatrices"] +git-tree-sha1 = "1e0e51692a3a77f1eeb51bf741bdd0439ed210e7" +uuid = "a98d9a8b-a2ab-59e6-89dd-64a1c18fca59" +version = "0.13.2" + +[[InvertedIndices]] +deps = ["Test"] +git-tree-sha1 = "15732c475062348b0165684ffe28e85ea8396afc" +uuid = "41ab1584-1d38-5bbf-9106-f11c6c58b48f" +version = "1.0.0" + +[[IteratorInterfaceExtensions]] +git-tree-sha1 = "a3f24677c21f5bbe9d2a714f95dcd58337fb2856" +uuid = "82899510-4779-5014-852e-03e436cf321d" +version = "1.0.0" + +[[JLLWrappers]] +deps = ["Preferences"] +git-tree-sha1 = "642a199af8b68253517b80bd3bfd17eb4e84df6e" +uuid = "692b3bcd-3c85-4b1f-b108-f13ce0eb3210" +version = "1.3.0" + +[[JSON]] +deps = ["Dates", "Mmap", "Parsers", "Unicode"] +git-tree-sha1 = "81690084b6198a2e1da36fcfda16eeca9f9f24e4" +uuid = "682c06a0-de6a-54ab-a142-c8b1cf79cde6" +version = "0.21.1" + +[[JSONSchema]] +deps = ["HTTP", "JSON", "ZipFile"] +git-tree-sha1 = 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-1,7 +1,18 @@ name = "QuickVega" uuid = "8cbdc466-600a-49fa-b107-91fd9d936351" -authors = ["David Anthoff "] +authors = ["David Anthoff ", "Davi Barreira "] version = "0.1.0" +[deps] +Contour = "d38c429a-6771-53c6-b99e-75d170b6e991" +DataFrames = "a93c6f00-e57d-5684-b7b6-d8193f3e46c0" +DataStructures = "864edb3b-99cc-5e75-8d2d-829cb0a9cfe8" +DataTables = "743a1d0a-8ebc-4f23-814b-50d006366bc6" +JSON = "682c06a0-de6a-54ab-a142-c8b1cf79cde6" +KernelDensity = "5ab0869b-81aa-558d-bb23-cbf5423bbe9b" +Setfield = "efcf1570-3423-57d1-acb7-fd33fddbac46" +Vega = "239c3e63-733f-47ad-beb7-a12fde22c578" +VegaLite = "112f6efa-9a02-5b7d-90c0-432ed331239a" + [compat] julia = "1" diff --git a/README.md b/README.md new file mode 100644 index 0000000..7d917cd --- /dev/null +++ b/README.md @@ -0,0 +1,90 @@ +# + + +QuickVega is a Julia high-level visualization library with Vega-Lite as a backend. +The goal of this library is to do *easy and beautiful* visualizations, +similarly to the [ Seaborn ]( https://github.com/mwaskom/seaborn ) python library. +Hence, QuickVega is a wrapper to +[VegaLite.jl]( https://github.com/queryverse/VegaLite.jl ) +, providing ready-to-use visualizations. + +## Proposed wishlist: +- [x] Scatter plot; +- [x] Line plot; +- [x] Bar plot; +- [x] Histogram 1D; +- [ ] Set the number of bins in the histogram; +- [ ] Histogram 2D; +- [ ] Density(KDE) plot; +- [x] Countour Plot; +- [ ] Joint Plot; +- [ ] Box Plot; +- [x] Aggregate flag, allowing for easy plot for "counting","sum", "mean", "median"; +``` +# Plot sum of intensity by color +QuickVega.plot(df,x=:colors,y=:intensity,y_agg="sum") +``` +- [ ] Default Parameters for user to modify (e.g. user can modify the QuickVega.defaultParamters with settings such as colorschemes and size); +- [x] Dark theme (e.g. user can write setTheme!(:dark) to make plots dark); +- [ ] Create more themes (e.g. ggplot2); +- [ ] Easy addition of interactivity (e.g. `pan_zoom = true`); +- [ ] Select legend location; +- [x] Define a general `kwargs` for default plot functions, allowing +an easy way to choose colors, widths, title, etc; +- [ ] Create function to export Vega-Lite specification +for every plot function; +- [ ] Allow plotting various images one over the other, similar to +other plotting libraries, e.g.: +```julia +QuickVega.plot(x,y,label="Plot1") +QuickVega.plot(w,z,label="Plot2") +# This creates one plot with two series +``` +- [ ] Allow easy plot of functions, similar to Plots.jl, .i.e: +```julia +Plots.plot(x -> x^2, 1,2) +``` +- [x] Enable many color schemes; +- [ ] Easy multiple marks, .i.e: +``` +QuickVega.plot(data,x=:col1,y=:col2, mark=[:circle,:line]) +``` +- [ ] Implement a Cheat_Sheet for the possible parameters to help users; + +### Possible List of kwargs +QuickVega allows a large range of modifications to each plot, which is done via `kwargs`. Here is a list of the possible attributes, but +note that not all have been implemented yet: + +* color - specify a single color for the whole plot (e.g. color = "blue"); +* color_scheme - specify a color scheme (e.g. = "blues"); +* zcolor - this is for assigning a variable to color (e.g. color = randn(100)); +* size - this is for assigning a variable to size (e.g. size = randn(100)); +* shape - this is for assigning a variable to size (e.g. size = randn(100)); +* opacity - use a variable to be the opacity of the plot; +* strokedash - use a variable to be the opacity of the plot; +* palette - choose a color scheme; +* width +* height +* stroke - true or false for the line across the image; +* marktype +* marksize +* markopacity +* markstroke +* markstrokewidth +* title +* xlabel +* ylabel +* xlim +* ylim +* legend +* orient +* order +* grid +* gridx - grid vertical true or false; +* gridy - grid horizontal true or false; +* xscale - example, allow log scale; +* yscale +* interactive - true or false, to enable zoom and panning; +* tooltip + + diff --git a/examples/basics.ipynb b/examples/basics.ipynb new file mode 100644 index 0000000..86bce76 --- /dev/null +++ b/examples/basics.ipynb @@ -0,0 +1,24562 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# QuickVega - A Tutorial through the basics" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1m Activating\u001b[22m\u001b[39m environment at `~/MEGAsync/EMAp/QuickVega.jl/Project.toml`\n" + ] + } + ], + "source": [ + "using Revise, Pkg\n", + "Pkg.activate(\"../.\")\n", + "using QuickVega, DataFrames, VegaLite, VegaDatasets" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "data": { + "values": [ + { + "x": 0.09964718627139324, + "y": 0.7767129105466097 + }, + { + "x": 0.03440523201294177, + "y": 0.1867304616356189 + }, + { + "x": 0.06410790691037893, + "y": 0.03251300301032689 + }, + { + "x": 0.41350352534379353, + "y": 0.7945947683814361 + }, + { + "x": 0.16395162900696225, + "y": 0.35185547922716665 + }, + { + "x": 0.44799117934773824, + "y": 0.5255465883571913 + }, + { + "x": 0.6380932341089924, + "y": 0.494780928050097 + }, + { + "x": 0.3285597971236238, + "y": 0.3346947294804892 + }, + { + "x": 0.4167404741849152, + "y": 0.9487981787876552 + }, + { + "x": 0.5176255374252166, + "y": 0.809447683992202 + } + ] + }, + "encoding": { + "x": { + "field": "x", + "type": "quantitative" + }, + "y": { + "field": "y", + "type": "quantitative" + } + }, + "mark": "circle" + }, + "image/png": 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", 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6 rows × 9 columns (omitted printing of 4 columns)

NameMiles_per_GallonCylindersDisplacementHorsepower
StringFloat64?Int64Float64Int64?
1chevrolet chevelle malibu18.08307.0130
2buick skylark 32015.08350.0165
3plymouth satellite18.08318.0150
4amc rebel sst16.08304.0150
5ford torino17.08302.0140
6ford galaxie 50015.08429.0198
" + ], + "text/latex": [ + "\\begin{tabular}{r|cccccc}\n", + "\t& Name & Miles\\_per\\_Gallon & Cylinders & Displacement & Horsepower & \\\\\n", + "\t\\hline\n", + "\t& String & Float64? & Int64 & Float64 & Int64? & \\\\\n", + "\t\\hline\n", + "\t1 & chevrolet chevelle malibu & 18.0 & 8 & 307.0 & 130 & $\\dots$ \\\\\n", + "\t2 & buick skylark 320 & 15.0 & 8 & 350.0 & 165 & $\\dots$ \\\\\n", + "\t3 & plymouth satellite & 18.0 & 8 & 318.0 & 150 & $\\dots$ \\\\\n", + "\t4 & amc rebel sst & 16.0 & 8 & 304.0 & 150 & $\\dots$ \\\\\n", + "\t5 & ford torino & 17.0 & 8 & 302.0 & 140 & $\\dots$ \\\\\n", + "\t6 & ford galaxie 500 & 15.0 & 8 & 429.0 & 198 & $\\dots$ \\\\\n", + "\\end{tabular}\n" + ], + "text/plain": [ + "6×9 DataFrame. Omitted printing of 6 columns\n", + "│ Row │ Name │ Miles_per_Gallon │ Cylinders │\n", + "│ │ \u001b[90mString\u001b[39m │ \u001b[90mFloat64?\u001b[39m │ \u001b[90mInt64\u001b[39m │\n", + "├─────┼───────────────────────────┼──────────────────┼───────────┤\n", + "│ 1 │ chevrolet chevelle malibu │ 18.0 │ 8 │\n", + "│ 2 │ buick skylark 320 │ 15.0 │ 8 │\n", + "│ 3 │ plymouth satellite │ 18.0 │ 8 │\n", + "│ 4 │ amc rebel sst │ 16.0 │ 8 │\n", + "│ 5 │ ford torino │ 17.0 │ 8 │\n", + "│ 6 │ ford galaxie 500 │ 15.0 │ 8 │" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "head(df)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "data": { + "values": [ + { + "Acceleration": 12, + "Cylinders": 8, + "Displacement": 307, + "Horsepower": 130, + "Miles_per_Gallon": 18, + "Name": "chevrolet chevelle malibu", + "Origin": "USA", + 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", + "image/svg+xml": [ + "\n", + "\n", + "50100150200250300350400450500Displacement (binned)020406080100Count of Records\n" + ], + "text/plain": [ + "@vlplot(\n", + " mark=\"bar\",\n", + " encoding={\n", + " x={\n", + " bin=true,\n", + " field=\"Displacement\"\n", + " },\n", + " y={\n", + " aggregate=\"count\",\n", + " type=\"quantitative\"\n", + " }\n", + " },\n", + " data={\n", + " values=...\n", + " }\n", + ")" + ] + }, + "execution_count": 69, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "histogram(df,:Displacement)" + ] + }, + { + "cell_type": "code", + "execution_count": 89, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "example (generic function with 1 method)" + ] + }, + "execution_count": 89, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "function example(data;xcol,ycol,kwargs...)\n", + " \n", + " @vlplot(data=data,mark=:point, x=xcol, y=ycol,args...)\n", + "end" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": 116, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "data": { + "values": [ + { + "Acceleration": 12, + "Cylinders": 8, + "Displacement": 307, + "Horsepower": 130, + "Miles_per_Gallon": 18, + "Name": "chevrolet chevelle malibu", + "Origin": "USA", + "Weight_in_lbs": 3504, + "Year": "1970-01-01" + }, + { + "Acceleration": 11.5, + "Cylinders": 8, + "Displacement": 350, + "Horsepower": 165, + "Miles_per_Gallon": 15, + "Name": "buick skylark 320", + "Origin": "USA", + "Weight_in_lbs": 3693, + "Year": "1970-01-01" + }, + { + "Acceleration": 11, + "Cylinders": 8, + "Displacement": 318, + "Horsepower": 150, + "Miles_per_Gallon": 18, + "Name": "plymouth satellite", + "Origin": "USA", + "Weight_in_lbs": 3436, + "Year": "1970-01-01" + }, + { + "Acceleration": 12, + "Cylinders": 8, + "Displacement": 304, + "Horsepower": 150, + "Miles_per_Gallon": 16, + "Name": "amc rebel sst", + "Origin": "USA", + "Weight_in_lbs": 3433, + "Year": "1970-01-01" + }, + { + "Acceleration": 10.5, + "Cylinders": 8, + "Displacement": 302, + "Horsepower": 140, + "Miles_per_Gallon": 17, + "Name": "ford torino", + "Origin": "USA", + "Weight_in_lbs": 3449, + "Year": "1970-01-01" + }, + { + "Acceleration": 10, + "Cylinders": 8, + "Displacement": 429, + "Horsepower": 198, + "Miles_per_Gallon": 15, + "Name": "ford galaxie 500", + "Origin": "USA", + "Weight_in_lbs": 4341, + "Year": "1970-01-01" + }, + { + "Acceleration": 9, + "Cylinders": 8, + "Displacement": 454, + "Horsepower": 220, + "Miles_per_Gallon": 14, + "Name": "chevrolet impala", + "Origin": "USA", + "Weight_in_lbs": 4354, + "Year": "1970-01-01" + }, + { + "Acceleration": 8.5, + "Cylinders": 8, + "Displacement": 440, + "Horsepower": 215, + "Miles_per_Gallon": 14, + "Name": "plymouth fury iii", + "Origin": "USA", + "Weight_in_lbs": 4312, + "Year": "1970-01-01" 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dd9895piqqipcLhfPPvvsMa91dzxw1G30O+88s+mHPZ4AGIbBz3/+867nH330EfPmzSM3N5cFCxYQGxuL1+vlhRde4Ec/+lFPN3/Rq6ht5d31xVTWtQIwMCWG6y7NIz0ltncb1hrn0DZQCs+MX4I/ARMIffgbdP0+dEMxqv/I3o1BCCF6gWvCd0Ep7F1v4OxZjDq8EJBuLkfbYczsabgu+c4x5/3rv/4rzzzzDE8//fTZDvmU9PpCQHPnzu0aqXjrrbeyYsUKHMfhqaeeYurUqb3d/EWluT3IK0t3EAhZXd/8K+vaeGXJDn540zgSYnpx2qW2wQqAMsF7JNlQUcno+n0Qau+9toUQojcZLlwTf4CRN+vwUsAVkeJ+V2MMvgwjMbvb0+bPn8/8+fNPWv2AAQP6ZGB8rycA3/3ud7sejx8/nvHjx/d2kxetTXurCIQsRmb340tThgCKRSsL2VVax6a9VVw6PJ31uyupbmwj1u9ldG4qg1LjeqZxwwXxGdBYirX9dcz8a9BNZehDm0Ep1HH+BxFCiPOFkZh93A/785EsBXwBqWmKfMsekZ2KaUQmeIzKTmVXaR1lNc1s2HOoa2wAwKZ9VVw7KZeJQ9N6pH3X2G8Q/uhB7D2Lsfcs7io3869BxaT2SBtCCCF6Rq+uBCjOrsTDXfwHa49MvSs//Li8uoVAyCI/I4mvXTWCGeMyQWuWbCihrfME01tOg9FvKO6ZCzAGjEZFJaGScnCNvwPX2G/0SP1CCCF6jvQAXEBGZqfyaeEhVm8v50B1MwDlNS2YhiIUtnG5TOZMH4rHZZKfkURFbSv7DjZQUddKwaDkHonBSMnHmHbye15CCCH6liQAF5CBKTHcdEU+760rprwm8s3f73Uze2I2iz8pwrI1p7amlRBCiL9nHTpEsHA3Tn0DAEZyEt5hw3AN6JnbqGeb3AK4wOSkJVAwKAm3aeBxGQwZlERuehKDUuPRWvOXj3ezp7yej7eUUXSwAZdpkNGvhwYCCiHEBUjbNm2L36b55ZcIbtmC09mB09lBcMsWml96ibbFb6M/t67N55WWlpKfn39U2fz58/nDH/4ARKYKDhkyhPz8fEaNGtW1GiDAG2+8gVKKwsLCXrku6QG4gIQshxff20Z9S2dX2daiasqrW5gzo4DKukiX/76DkexVKcU1E3OI9p1gkwshhLjItb/3LsFdu4iaMhXfxIkod+R3pg6HCXz6KR2rIx/aMTfceFr1btq0ieeff56NGzcSGxtLTU0NnZ1Hfn8vXLiQKVOmsHDhQn7961/33AUdJgnABWT97grqWzpJiPExZHAyCs3eA400tHZSUtHET26ZwLrdldQ0thET5WVsbn/S+/XyAkFCCHEesyorCO7cSdTUqfgvn3zUa8rtxj95MhpN56pV+MaNwzUw/ZTrrqqqIiUlhejoaABSU4/Mlmpra2PVqlUsX76cm2++uVcSALkFcAGpqm+jtqmDg7WtrN9VwbpdlZTXtlDb3MGh+jaifG5mjstk3pUjuOGyPPnwF0KIkwgV7ol80E+cdNxj/BMnodxugqfZVT9z5kzC4TBZWVn8+Mc/Zvny5V2vvfnmm8yePZshQ4aQnJzMxo0bz/gajkcSgAtIS0eYxrYAoLlseDqXDU9Ha01ja4CWjmBfhyeEEOcdu7EBMzkFXMfvMFduN2ZKCnZjY7ev//2ee1prlFL4/X7Wrl3L66+/TkZGBt/61re6lg1euHAhX/va1wD46le/ysKFC3voio6QWwAXFN31p9agI48AME6yT7UQQohjaTi1yVOOg+rm92xKSgoNDQ1HlTU0NDBq1Cggsn/OpZdeyqWXXsrw4cN57LHHuO2221i2bBk7d+7EMAwsy0Jrze9//3sMo+e+t0sPwAUkLspDYqwPQynW7a5g/e5KlGGQFOMjxu/p6/CEEOK8YyYmYtfVocPh4x6jw2HshgaMxMRjXouJiSEnJ4dFixYBUFlZyZIlS7jiiisoLCzs6trXWrNu3ToyMzP5y1/+wje/+U32799PcXExZWVl5OTkHDVDoCdIAnABSUuJpV98FBn94rh0WDqThqaRkRJDSkIUA3t7N0AhhLgAeYcOi4z2X7/+uMd0rl+HDofxFgzt9vWXXnqJRx99lPz8fGbNmsXvfvc78vLysCyL+++/n6ysLPLz89mxYwe/+93vWLhwIbfeeutRdcyZM6fHbwPILYALyMShA9myr4r6lk7W7a7oKk+K9TOh4PxcqEIIIfqSa+BAvCNH0bFmNVo7+CddivJEelR1KERg/Xo6167BO3IUroEDu61j+PDhrFix4pjykSNHHjXw7zPdld11111f8EqOJQnABcTjMvjOdWP4aEsZJYeaUEB2WgIzxmbicZt9HZ4QQpyXYmbPBgWda9YQWL8es18/AOzaWrRl4R01iphrZvdxlKdPEoALTJTPzfWX5fV1GEIIceEwTWKuux7fuPGECndj19cD4Bo3/vBSwAP6OMAzIwmAEEIIcQpcAwactx/23ZFBgEIIIcRFSBIAIYQQ4iIkCYAQQghxEZIxAOKc0R4Is353JdWNbcT6vYzOTWVQqmxVLIQQvUESAHFOqG/p5PnFWwiErK6yTfuquHZSLhOHyhoGQgjR0+QWgDgnvLuumEDIIj8jia9dNYIZ4zJBa5ZsKKGtM9TX4QkhxAVHEgDR57TWlNc0o5RizvSh5GckMW30YPIykrBsh4q61r4OUQghLjiSAIhzjOxaKIQQZ4MkAKJHaMdCdzad0blKKQalxqO15i8f72ZPeT0fbymj6GADLtMgo58MBBRCiJ4mgwDFFxNqw9ryZ5wDa9GOhfLGYY64BTNv1mlVc92luTy/eAv7Djaw72Bk72ylFNdMzCHa5+6NyIUQ4qImCYA4c1oTXvvvONXbwXCh/AnoziasTS+iTDdG9vRTrio5zs9PbpnAut2V1DS2ERPlZWxuf9L7yTbGQgjRGyQBEGdMNx+IfPj7E/Bc9WtUVBLOgbWEP/l3rMLFeE4jAYDIRkYzx2X2UrRCCCE+T8YAiDPmNFcAYKYOR0UlAWAMugwMF7q1ChzrRKcLIYToQ5IAiDNmxET2xHYaS8EJA6Ab94NjoaISwZAOJiGEOFf16m/ohoYGnn32WebNm0dWVhYAe/fu5b333qOgoIDZs2f3ZvOil6nELFRcOrqlgtC7P0fFDcSp2Q2AkTW1j6MTQghxIr3aA/DLX/6Sxx9/nKKiIgAKCwu54YYbcLvdPPLII/zbv/1bbzYvepvhxn3F3aiETHR7Lc6hrWCHMXNm4Bp+S19HJ4QQ4gR6rQdg7dq1BAIBxowZ01X27//+7/z0pz/lH//xH5k7dy5jxozh7rvvxjTN3gpD9DIVm4bnmgfQTQfQgWaM+AzwJ/V1WEIIIU6iV3oALMviF7/4BQ899NBR5du2bWPChAkApKSkEB0dTVVVVW+EIM4qhUrIxBgwWj78hRDiPNErCcATTzzBrbfeyoABA44qb2xsJDb2yLzuuLg46uvreyMEIYQQQpyA0lrrnqzQcRz69+/PPffcg8vl4oUXXmDatGn84he/4Hvf+x6/+93vmDx5MgBDhgxh+fLlpKens2rVKlavXn1MfXPnzu3J8IQQQlwkcnJy+jqEc1qvjAG4//77uy0fPXo0GzZsYPLkydTV1dHe3t7VSzBlyhSmTJly1PEPP/xwn/8DlpSU9HkM50ocZxqDU7cXe9ebOM0HMHyJGNnTMHNmgnH6Yz/OhffhXIlDYji34pAYzq04SkpK+rT980GPJwCGYfDzn/+86/lHH33EvHnzyM3N5c477+Tmm2/GMAzeeOMN7r33XhkAeIFzagsJf/QgaCfyvLMJp3E/urUS17jb+zg6IYS4ePX6QkBz587tWgNg+PDhLF68GMdxuP/++4/bUyD6mHawD36KvXMRdskyCLaccVXWlldAO7iG3YT3pidxT/kZyuXFLlqKbqvuwaCFEEKcjl5fqu273/3uUc8LCgooKCjo7WbFGdKhNsIfPYhuOtBVZm39H9yTfwJEH3Ws09FOYONG7NpajJgYPCNG4k5P/9wBFjQfBMOFOWIOGCaGfywqbRy6/BN0Yykqpv9ZujIhhBCfJ2u1iqPYm19GNx1AxaZhDr4cp6kUp2IT1ifPwLAfHzmuoYHml19CB4NdZYGtW4meNQvfuPGRAmWCywfhdnSwBeVPjJR3Hp754Tk6oRBCCHH2SAIgjtAa59A2UArPjF+CPwETCH34G3T9PlytB4DhALQvXYIOBnHn5uIfOw6rupqO1avoWLYMz5ACjOhoUAojbQx22WrCHz2IMehSdGMpTt0+8MZhJOf16eUKIcTFTDYDEkdoG6xA5Ju798h6DSoqGQDD6jx8nMaqqACliL35S5EkYPJk3Dk5aNvGOlTZda457puRpYJbD2HvegPn0BaUJxr3Zf8Y6R0QQgjRJ6QHQBxhuCA+AxpLsba/jpl/DbqpDH1oMyiFFZNxzCnqJFUqTwyeq3+DU7kZ3VwOvgSM9EtQn0swhBBCnH2SAIijuMZ+g/BHD2LvWYy9Z3FXuZl/DY4/0hOAUrjS0wmXltL65pt4x47Bqq4mXFKCcrlwDRx4dKXKwEi/BNIvOYtXIoQQ4kQkARBHMfoNxT1zAfauN9AtB8GXgJk1DTN3Juwv7TouetbVNP/pZUIlxYRKiiOFShE180qMKBncJ4QQ5zpJAMQxjJR8jGnzu547DSXYe9/FV12Nk6gwErMxk5JI/P4P6Ny4Eau2BjMmFu/Ikcd++xdCCHFOkgRAnJC15RXsfe+D1vg7OghXf4SZfy2WGkG4rAwAb14+3lGjQCloLie89gns+v0YUckYI+fiyp/V63GedE0CIYQQR5EEQByXU7kJe+97KJcXI2cmgdpaolt30LrobWxzB8oXD0CocDfBwt3ETCkg+JfvgR1ZG8AG7ANr0OO/jXtq7636eEprEgghhDiKTAMUx+Uc2gqAOeo2XGO/QWfuzdjey7Cawii7nuhZU4m54UaM2FjCpaUE37wf7CAqpQD3Vf8P1/AvgwZr059wmst7Lc7Pr0kQN+crRE2ZCkDHsmU47e291q4QQpzPJAEQx6WDbQBdK/iZHTUEt69Ah9rx+ItRxc9gdqzFP+UKwMFpPQjKwPOV/8I16jbc1/x/qJQhoC2c/at6KchTX5NACCHEEXILQByXkZSNc3A99p53UDGpxGx9GloOgfKiEjJRpsLe/zHaHzz6vD6K92RrEgghhDhCegDEcZl5V6Ni03Dqiwgtvhdv1XoMfxAVlUzYHouT9lXCtQ4da9cDBkZcBmiHwP/egbVlIcH3/wldtxcMEzv9st4J8vCaBGhN65tvEiraR8fqVcdfk0AIIQQgCYA4EZcXz5ULMPOuAncM2vTiG56Hd/yVOO0dtK/cSGeRxukI4uofj3vyD1CmG123l/BHv8Xa9Tc6Qxar1Qwefucgzy3eTEVda4+HGT3rapTPR6ikmNa//pXO1asBZE0CIYQ4AbkFIE7MG4dr/B0YOTPpeOM+vJ5oYq+9gVBJJcHNH2EHwpieZrz+1diFoFLyIdyJhZviRsX2+BlUxk3AB1TWtfHKkh388KZxJMT03D4AsiaBEEKcPkkAxCkx4gcTTipAd5YTfnc+eKLxeptwkvdj+OIh0IQ2PRBqR/kTqfQM50BbkFHRh7htRDlm/mwWra9kV2kdm/ZWceX4rB6NT0VFETV16ikfr+v3YZeuQnc2ouIH4RoyG7xxPRqTEEKcyyQBEKdGKdqHfp2k5k+wy1ZDoBkME0wvTqAFIyYNpRQacCq3kOJsI2hkMTA6Fl1Yjl2yjLFD72ZXKdQ2d/Tppdj7PsDa8ifQOlJQuRmn+EPcV/0LKnZAn8YmhBBni4wBEKdMu6JwTfw+3lufw3vzHzHHfAOCrSiXH9eoubin3IcxYCw63IHb6qDQP4WiwbdjpI1Bh9qxt7wEQGIPdv+f9jV0NmFtfRU0uEZ+JRLz4fjCm17ss7iEEOJskwpExMYAACAASURBVARAnD7DBF88aAu0Ay43RtYUjIHjMOLSAI3h9rAvZgrvH4hlYct0DtS20XloNy4DRmb367PQdWMJOGGM9HGYw7+EMXAc7svvAmVA/b7I9QghxEVAbgGIM2ZE90f54tDhAOF37kd7oqExsj+A4Yvlxsn5vLd+PwdrW+gMhjFNDzdNzmdgSmzfBa0/+1t3UyiEEBcPSQDEGVMpeaikPGg6gNNSiXJ5aW7vwIWfYIemeu1CZg8eRlrrp3jMWHyDxuHL7dt77Co5Fww3TuUW7J2LUAmZ2MUfgnZQKQWRngAhhLgISAIgzpjyxeMafzvW5pfAcegMBKkJ2HjMDCxlMqBmKdQsJRTjIyE1FfeEb/d1yJGYx34da/NLWDv/eqTcE4Nr/O19GJkQQpxdkgCIk3IaStC1u/FVV+MkKozE7K7XzLxZqMQsnP0r2fXpVg7qaBIGX86kYQl0Vm9l154i9jr9mDn1+yTFpPbhVRzx+Zh1oAkjYTBG/tUomQYohLiISAIgjtEeCLN+dyXVjW0MafyAnM5P8XtM/B0dhKs/whxyHa4xX+s63kjOo21LGe8fUoDmJ9ZO7DJF/ISJNI28in1FBxm94lPcOoARE4NnxEjc6ekAlNe0sL3oEL6qtQx0DjK4fxze9NGY2dNOrTvecQhs3064LDL2wJOVhXfUKFAKAs3YRR/gNJWj/IkYmVMwUvK7YjaS83r8vRNCiPOFJADiKPUtnTy/eAuBkEVaaB/u1qWUKTfRw64hOjFEdOsO7D3vYKQUYKSPByBcVERow6d4zAGEYxPRIwahdm2j89P1dKaM5Ioda/Al+gn53AAEtm4letYstvn688GnxVzR/Cop4TLCQGm5YnD5J3jL1+GeNv/ESYDWtLz2GuEDZV1FocLdBAt3E3vtVEIf/hrCR9YcsEuW4xp3O2berF5574QQ4nwiI57EUd5dV0wgZJGfkcSNOZ2kxPnZGTWd1+rGUJ9xPebIrwDgHNradU6opBilFAUFgzCSk3m9I4ENmeN4ozOB+B0b8GqbmKFDiJvzFaKmRFbra1mylBWf7CEzsIWh/hrS0gdzKPsbrI++kQOtLpzqHdj7Pz4SmNZYVVWogwexm5sBCG7bSvhAGUZcHDE33kjMDTdixMYSLi2l/W9PQbgDI20s7qk/wzVyDmiwtvwZHWg+e2+oEEKco6QHQHTRWlNe04xSijnTh6LWL8OJ85PsSaeo2aGmOcDwjKTIsaG2rvOczk4Arh41kIaSTqoa2qltC2DbXoZ1NpM2MJmEW25Bud24c3MJH6qkbUch0S31DEtpJMntx33pN5mRfjkP/3kNrrAil1Xo2j2QMxO7vp62t/6GVVODq6ODpnWf4Bs1CiccBiBq6jS8w0d8dhG0vfM2VvkB3HkGrst/gnJ5IW0sTn0xzqEt6Ppi1OHeCyGEuFhJD4A4DoWRFBnsN7BxFXF2Hd5ADXbhOwBdrwG4Bhye2rd5A9+9bBBzxw3kMuqZ5W0hJ9lPlM+NOqZ+ffjPw39r/Xdz8yNHaNum9Y1FWDU1mAkJOBkZKJeLwLZthEtLDx94/Hn8x7YrhBACpAdAfI5SikGp8ZRUNvKXj3dzSe4leEOLUY3FXK2K6V/ixYmJRsX0P+o+un/8JQS3b8eqrKT5v14gFUgFzNREjJgRhMvLaX3zTbxjx2BVVxMuKcEf5aM9PpnCtiTSzR24PvkTWzz7GRRo5RL9CQBGv6HYVVXY9fWYyckk3PEdGsrKiIuKovmlF3FaWlBuNx0rVxyORNOxciWgcA/KBF1GeO2TmDlX4jSV4hzaijLdGMm5Z/utFUKIc44kAOIo112ay/OLt7DvYAP7Djbg1V9mmH8VlyQ0gGFj5l6Ga+St4Prcev5uN/Ff/wYdq1dFvpUrhSszk+grpuAEAjT/6WVCJcWESoojxytF3KxZTPcP4P31Lgqb99CvpZQ0XiXDiCQhRv8xmDnTCe7aBYCr/wAwzcOP+4NpopTCPWgQ4QMHaHtn8ZFwsrKJunYK4WW/wTm09ch4BaUi+xf44s/GWymEEOe0XkkAysrKeP/992lqamLYsGHceOONKKXYtGkTS5Ys6Tpu5syZTJo0qTdCEGcoOc7PT26ZwLrdldQ0thETlcb4lIGk2georq7GyJne7ba5KiqK6KuvOabcjIoi8fs/oHPjRqzaGsyYWLwjR+IaOJCJQFpyNNv29aeueh0D9QEyUuPwpY/BzJoKKMzkFADCB8pwWloAIkmBbWMmJRE376sEd2wnXFqKBtyZWfgOTwP0XPd7rH0foJvKUf4EzKxpkZUAhRBC9E4CsG7dOmpqakhJSeGJJ55g2bJlPProo6xZs4a1a9dy/fXXA+Dz9d2ucOL4onxuZo7LBMDa8gr25vextD7uOgDH5djYpStwqnfhdoF37Ihj5vdn9Isjo18cUNBtFa7UVDw5OYRKSmh69j9xhy3ajMidff9ll4NSeEeNxjtq9DHntms/68MTqQ4NI9b0Mtrux6DTfzuEEOKC1CsJwG233db1+Morr+Tmm2/m0UcfBWDChAn88Ic/7I1mRQ9zKjdh730P5fJi5MwkUFvb7ToA3dIO4RW/x6nZdaS+8k9wTmV+/+cpRfQNN2J8/BGBnTsh0ImR0g//lCvwjhx53NM+v57BZzbtq+LaSblMHJp2am0LIcQFrNfGAGzevJmVK1eyaNEibrnllq7y7du389xzz3HJJZcwbty43mpe9IDP7p2bo27DzL+GzpISTGso1pZXsA5sQtmR7nlX//4or/eoc+39H+HU7EJFJWOOug2FJrztta75/WbOzFOOw/D7ib72OqKvmU1z4W4SP5vydwKfX89gQkEahxra+HhzGUs2lDAsM5kYv+c03gkhhLjw9Oo0QNu2iY6OZvr06QBkZmaSk5NDRUUF8+bN48knn+zN5sUXpIORuf7Kn9hVpqKSCNc6tLyzmZZXF9Ly6kIa/+MZgjt3Hn1u7V4AXKPmYmZOxsi8AteouYdf23NmARkG+Pwnj/vv1jPIz0hi2ujB5GUkYdkOFXWtZ9a+EEJcQJTWJ5hE3QNaWloYMmQIlZWVGMaRfKOoqIiZM2dSXl4OwKpVq1i9evUx58+dO7c3wxMn4Ctfjn//O9hxmbQPmQtaE7VxIfamKmx/KnbmCDQao6YGDAPruuvQhwftRRcuxFOzifaCrxKKH46xezfug7vwNG/Hyh9G56V39FrcWmv+68NibAfuuCoXtxkZM/DepkoO1LZzzbg0slJjeq19IcS5IScnp69DOKf1+jRArTVtbW04jnNUAuB2u7Ftu+v5lClTmDJlylHnPvzww33+D1hSUtLnMfRZHIPTCXXsQbceInbXv9PR0YFZ4yPoiSJu9i1EXTkLHIemP71McMMGfG/9Dd/oMfgun4xRcDlWWyG+Ax/TUbwVHQqjWw+BbeLeGyRxaBO+cSdfje+ze/g+T+RH9VTfh6ElnZRUNrLpQIDxQwZQVd9GfbsmLjaGS8cOI/rwvgRn6lz4uZAYzq04JIZzK46SkpI+bf980CsJwD333ENycjLx8fH8+c9/5jvf+Q4ul4sFCxYQGxuL1+vlhRde4Ec/+lFvNC96isuL58oFWDv/ilO9E1u3YkSnYKT4cQ/OAqD9w6WEi4txgkFoaydUUkJo/37i5s7F6D+CjuXbcJrqMOMMzAEK5csgHEiiY9kyPEMKMKKju226oraVd9cXU3m4u35gSgzXXXrqu/f9/XoGEFno6JqJOV/4w18IIS4EvZIA/MM//AMffvghoVCI3/72t1x11VUA3HrrraxYsQLHcXjqqaeYOnVqbzQvepI3Dtf4OwBoKSlhQMVBrLVrCezciZGQQGDTJpz2VsxEH/7hAzFiUwjsq6Zj2RJipk/AcG1GqRB2eABOeyxKJ2G3tGD4fViHKvHk5R/TZHN7kFeW7iAQsrq++VfWtfHKkh3MHp10SmEfu56Bl7G5/UnvF9tjb40QQpzPeiUBGDZsGMOGDTumfPz48YwfL5uwnM+8o8cQ2LSJ0J5Cgtu3Ei4vw9AdmPHgNhohCE6NJlytsaJWYjgleKMDqJhKSByGE6jHDmisZj/acbptY9PeKgIhi5HZ/fjSlCGAYtHKQnaV1rG7vJkxJ58EAIDPCXFpWxl2Uy2GFYMn5AckARBCCJDNgMRpMuPjibttHq60NLDCEGwH0yF65mhc424BdzJ0NKLDLaj0sVjhASh3Bwb1mOFCXN4qfNGbcbkqUC6z2zZqmtoBGJGdimkYmIZiVHYqAI3toVOK025ooOnZZ+lcu5ZQURGBLVto+fMrBDZv6pk3QgghznOSAIjT5kpLI/5bt5PwrZtwpyjM2FjCgSGEGvvRsctB22Fcnnqo2o7bX41jR+E4bqxWTbgpFZSBJ7EKp62hq04d6kDX7ELX7CL58Ey/g7UtXa+XH34c5z+1+/ftS5egg0HcubnEzfkKUVMit5s6li3DaW/voXdCCCHOX7IZkDhjhsfBX2DQWe4lVFSE3rYO3VCB6Q3gTW0ANEo1YPhcEJWBaZgw+CZ0YTNKV2EakQF+dulKrM1/gnAHABO1l8rwRFZvhwPVzQCU17RgGgZ5aafQha81VkUFKEXszV9Cud24c3MJH6okXFx83LEHQghxMZEEQJwxlZiNK8EkJi6ATs0nvLMIM6YZQ9WgopNwTfgO1oGNEGxBt9Zi6ziCNctx+4KYsVGYCQk49UVYG54Hx8boVwBa46vby/Xuj/mrSqG8JtKW3+vm2kk5RNPW1b5VUUFw5w6ctjbMfv3wXzIBFRV1dIyfPXAcrKoqrOpqOlauRHd04j28aZAQQlyMJAEQZ0zF9MfMuRK7+ENUzV9x21vBrVD+NJQ/nvCnz6OUDVhAE1Z7EoaxE1PV4IrLxEjJwyp8Gxwbc+iNuEbPA8De/hqxu9/i9twOqtJHoxSkJcXgcZuUlEQSgM6NG+lY9iF8to5VURGBzZuJ/9btmImJuNLTCZeW0vrmm3jHjKb1zTcJ7duHUgqr6hBt771LsHA3cXNvkyRACHFRkjEA4gtxjb8d1/hvYyTnojzRKG8M7ln/D9flP8FIzAIclKEwEpLwDYsmKs/EjFFoZaAB3V4LgJFypEteJUW27DUD9WQNiCezfzwe95EBg05bG50fLQcgaupUYm+dgycnFx0I0P7BBwBEz7oa5fMRKimm+cUXIx/+bhfR111H7M1fxoiNJVxaSmDbtrPyPgkhxLlGegDEF6MMzLxZmHmzMAaMxNr1N+wtr6D6DcUJtoLpRcXEYE65D9pqUP4EdF0xTnMZur4YIz4dp2IjdtkajAGjAY1zYG2k6viMbpu0q6rQto0nLx//5ZMB8GRmUv/Yo1iVFaA1ZlISid//QaSnYNVKzGCQmJtuJmratEglWtP2zmKsg+UwZszZeKeEEOKcIgnARcgpXoq17XWcjnpUYjbeKfdAXPoXrtcYfgtmZzP2/hXoQ1sBDZ5oVMJg3CO/Aq7IjoHhlY9AcxkAVbETCLW8AZuX4t69luQ4P4YTRHlicOVe2W07Gt31qKusmy0tVFQUUVOn4rQ0E9y5EzPp1BYREkKIi4EkABeZ8McPY21+GY1GodC1hQRKluOZ8wJG2ugvVLcyXLgmfh9zxC3o5oMofwLW1oU41TsJr30SM+dKnKZSnENbUaabDXWxvL+1ggR1M2OtpSQ0VdLc0sKggjHEXvpd8Hf/ge1KG4gyTULFxXSuXo3ZP5XAli2gNa6MjGPu6bvSMwju3EnHyhWHSzQdK1cC4B40+JSvz6nbi73rTZzmA8QFDWznpsi2xkb36xkIIcS5TBKAi4i1+RWsdc+gtY0ROxAjfRx2SyW6vpjgkn/Gf/ubPdKOikpGRSUD4Br/bcIf/hrn0FacQ1sPH6DoGPp1lm6uAa0ZO/Fy+idezebCUoorGhlspvLNpONvJGJERxN15ZW0L11Kx+pVR8r9fmKuvvqY431jxhDaU0i4rIy2dxZ3lbuzsiMzAU6BU1tI+KMHQUdWLzQ7OrA2vYhurcQ17vZTquNcpUMd0FQaeZKYjXKffMtlIcT5TxKAi4Rdshxr4/NobaP8CRipw9DBNlwZE7Hq96OaD4BjgdGzPxIqNg3Pdb/H2vcBuqkc5U/AzJpGaUcilr2TgkHJTB0d+RaelZbAw39ew8HaVrTWqBOMzveNG4+rf38C23fgtLfhTu2Pd/x4jL+bBhgJQhF32zyCO7YTLi1FA+7MLHynMQ3Q2vIKaAfXsJsw866hZsdqossXYRctxcyfjYrpfyZvT5/7+zUYlCca17hvYWRe0ceRCSF6myQAFwl7zzuRB64oVPIQPDc8Qmjpr3Cqd4C2gV7sxvbG4Rr5laPLOuqBz9/P58iUvlPkGphOzMBTHLugFN5Ro/GOOoPbHI4FzQfBcGGOmAOGSTh5GMoqRZd/gm4sPS8TgO7WYHDq9mJ9+hzu2DTUCXphhBDnP0kALgaOhW6rhuj+qLYGdO0ewiv+AFYQp3Ir4KAShvTot3/d2QTeGNTf1akDzdg7/kq/ykKM2hz2Nseyyt9JdtsnNJdu5ur2ILrfMFRwBPjieyyeL0SZ4PJBuB0dbEH5EyPlnZEkBk/3Wxqf65zydd2uwWDtfgv7wFpckgAIcUGTBOBiYLhQvgTobMQYcQP2rr9h7X4THWwHHJQ/Cfc1D/RIU/a+Jdi7FqGDrSjDhZE5GXPM11CeGLCChJf/Ft16iGjgynib5fXpGB//mQa3DdohTikGsZ3QsgdwX/3AuXE/WimMtDHYZasJf/QgxqBLiSnZjBMoA28cRnJeX0d4Rk60BsNnrwkhLlyyENBFwsyObIZDazVG1jRwRaM8URhJOXhvfxOj/8gv3IZdshxr80uRD39/QqRs/wqsdU8T3FNI59tPYlfswYjLxHPd77l83n18L2M76RzCscI0RheQlpqEu+0gTu1u7KKlXzimnmKO+yYqIRPdegh71xu4G3ajPNG4L/vHSO/AeciIj9w+scvWRG5zOOGTrsEghLhwSA/AReLzc/SxghipBajELNyX/QgVm3byCgLN+EvfJVwZRPkTMTKndH1z1PX7sEtXYW17FWWFMHKngycO5fJilX1CaN1bBFv2YlCM6WokUJ9OzNAA7qxsEqM92KqW1GiFa2gq6H44B1txGstwKjbBsJtOHJfjENi+nXBZZF0BT1bWF1vj37GxS1fgVO+KvG/9R2BmT0N5YvBc/Rucys3o5nLaGztJmHAjynsKmxOdo4zsmbBvKU75OkJVkRURdbjzhGswCCEuHJIAXCS6m6OvEgbzue1yjku3HiK09F/wNdfhHB5lb5csj0x/0w7Wlj+hbRvddAAn1IHT2YiRMgRcXpyD29AdnSgnhmafG5elaD1UQelT/0HK3feT2l4NgBGfiXvmAgDCS/4Zp2E/tFWfJDBNy2uvET5Q1lUUKtx95mv8a4fwit/j1OzqKnLKP8EpX4d72nxQBkb6JZB+CaGSkvP6wx9ARafgnv5/sDe9jNNQDEqhknNxj7v9uGswCCEuHJIAXGQ+P0f/VFmbXoJwB+GkYbgnfgXdWIq1469YG19EaxtaKlBuP9oKRgYcOjbEZ+DKnIy1dzVKWewYNJbdVhqXt79JnF2J0RFiz6sPkOApxwR0uBVry59Aa+zqnZGGfSf+gA1u20r4QBlGXFxkiV8NHSs+7lrj33eaS/za+z/CqdmFikrGHHUbCk1422s41Tuw938cWfTnAmMk5WLM+pfIN3+lztvbGUKI0ycJgDgx7eDU7QVl0Dbsm6SmDYW0sTj1xdglH0NLBbh9EDsAmsoi95KDzej9H2PZVmTdHGWwj0waEkaSNMJP7LpnCKsKCHfSZrhI8Mai22uwt/4P+OKgoxYV0x8jY+IJQwsfPAhA1NRpeIePOBzvma/xr2v3AuAaNRcjM7LHgEtrrPX/ga7dAxdgAvCZc2KwpRDirJJBgOKUHdOh7gTR4Xa024fnuj9gDLo8Mh9eg+6oR1dvBa2wwn7Sa8rIiDLY25hHefUo2tozKPMMpZn4yPRDK4RTvw+nagfan4KRMuTU70Of5voBJ6/u2Pp6tgUhhOh70gMgTkwZGClDcKp3EL37ZZyoOUfW8zfcaMOFssM4pStRvvhImVJoR4PWKI+Cdogtr8ZT/j/4XNBi+dgRN5oBwV1YPhfGsJuhoQSnphDsIEoRued+kvvQPbXGf9elpgyBstVY21/vqs/a/r8AGP2GnnZ9QghxLpMeAHFSrvG3R6a8NRQSXv0o9s5FoMAcPQ8VPwgd7sDa+b/oloPoYDM4YVCgTC9mWj7BuFSKXKm0aEWbCU0DYzkwIA2v7qTGTMcz/g6M5LzIynMKdFst+vCa+yfiGzMGd2YmTmsrbe8spu2dd3BaW09rjf/PM3NmYPQfAZ0NWOv/A2v9f0JnA0b/UZg508/gnRNCiHOX9ACIk/psPf+61X8ixhPsWs9fJQ7Gqd6JU7cX3dkMLi/Kl4C2gqi4dFxjv46ZNY2mesXOV/9Gm+0lNTke5U8mXZdi1hso00toxe8ja9H7E8Bwo4ItWCt+j/ua36GiU04Q2Bdf4//o+gzc0/4PTulKnOodaMDoPxIzayqnMltCCCHOJ6eUAOzbt48lS5bQ2traVXbFFVcwZcqUXgtM9IJAM3bRBzhN5cfM5T8pbxyBrGtx5xy9PKz7irsJL/9tZE+BzkZs2yGgYqjqTCS06VMyyguJis8j0RNmaFQnY2Z/mbZAmH7uwVjvv0W/wGZ0WzJm5hSIG4gT7oRQKzrcGZlqOGruMaE4He0ENm7Erq3FiInBM2IkUbm5BDZuJFy0D7vqEJ4RI3Gnn+I+AZ+nDIzs6RjZ8o1fCHFhO2kCsG3bNiZNmkQwGDyq/Fe/+pUkAOeRz+byf7brGxyZy2/mzTrjep2q7ZH18aNSaA5Y/KUml1nGh6Qa22lr309TrYdE7wfM1oksC3+Z1kCYAUnRbNzTQoxnLJcF30fXFRNubMAJGaDByJiBYe9Dt1Qc055qaaHprb+hP/fz2LlhAzocwvAf2QkwsHUr0bNm4Rs3/oyvTQghLmQnTQCWLFmC4zjcd999pKamdpVfcYVsF3o++Wwuv5E2FjPvqiNz+bf8GSNjIuoMNt7RnU1YW18FDa5x3+Ldj4pppgWfYeEzHJTXS2OnJhgMMsDTwljXLj7eMq7r/Kjk65kRFULvfgvHacdWg2liFPUljcS72hiUl3hMm8a6T9DBIO7cXPxjx2FVV9Py+mvozg48M2YSNXESVnU1HatX0bFsGZ4hBRjR5+dmPUII0ZtOmgDk5eVRUFDAI488cjbiEb3hc3P5XZf/BOXyds3ldw5tQdcXo9JP/5uybiwBJ4yRPh5j6I0cfPsp+nkCJPkUhm8A/kt+QOnaD9ne5md6XCUTYjsJZqbSGrDonxTDxKEDMdYcwnbW4Ph8LI2exo7mWJzORnQgnQEborhtSCcp8YfnqGuNUfv/s3ff8VXcZ6L/P1NOb+rSUUGdXoTAYDAlYGxsbPC6xE7ikurEm6yTTTZ388vd3etk7yu7cbb4Jtnd/DZr796NHcexcWI7bmAgAdMRCBACgaSjrqNy1E5vM3P/OEIGg5AwNXjer5cNzDln9Mzgl+c5M9/nefrBZMKx4R4EgwFDWRn+32xE08BcVYWhvBxDeTkJbzeJ5maS3m6MFZN8zKHT6XQfIxMmAOXl5QwMDPDVr36VW265BaPRCMDMmTOZNWvWFQ9Qd3ldlqVso/3340f3obQpGJPDyDePVsqP/iKIBuSFn6OhTqEtFGCF2IvFZGDdkkoQPig+CQQkFLGKvbKNugEZoxikyBWlZziNVl+SH764i8XTC6goTKeq/IM7UOc7Dn2Znk6n003ehAnAxo0b8Xq9/OxnP+NnP/vZ2PannnpKTwD+WJxRy5/Y81OkstUf1PJLBsTM8snv68z++2oSdQCSvlMkh/6OIrudbp+Fbs1Muhbj1C//J+EeuFlowmq1ImRNO+viDyBaLMSFIo7JsxAyJT67Kp/0wQANGzfxS9VF72CI2qYeTrT7qG/1sTw7G0ZGCLz+OqaqeSR7e0FREQSBaG0tyDLJ3l4SHg+CLCPn51/mk6nT6XQ3hgkTgAULFvDlL3/5vNt1fzzk6sdIbP0+qvcIqvdIaqMgIM17GC7i+f+H+++rnUWEtr5DvPE4a4pk/lsrZ0+yiqrICYT2nSxBICfNimwtQ65+7Jz9GcrKCB0+gr9nAEOaC1dbH949B4jF4lhyHLjtNhbPLKClexhP9xA5RTNZGKsl7mkm7mkGQMrORkskSHR0kOjoGDs266rViFb9+b9Op9Odz4QJwPr161m/foKRrB/S1tbGpk2bGB4eZsaMGdx9992pQSPAqVOnePfdd5k2bRpr1679aFHrLtrpWv5k42a04Y4Pavkv5ts/5+m/P3MWgj2X4Fu/w2ay8mcrKtnXNY3W/jKKtHam5KaRVr4QsfI2BJPznP0ZKyqx33QTzu0ehoeGObq/DVc4ysmccoTMTBySyM0zCijNc/HazlN0JGRu+9LjRA4eJNnfh2R3YJo9Gykt7Zxt+rd/nU6nG9+k+gDEYjGef/55Ghsbqays5NFHH8VkMo37/n379tHX10dWVhY/+clP2LZtG8888wwNDQ2sX7+eb33rW/zTP/0T9fX1fOtb37psB6ObgMmJPPuBy7OvM/rlC84CBFcRUukshKlLEHq24U+68IRnYJasiI4M6oJeusMdOCwm5pbnUJTzQTJgXbWK1Y58frvzJBsjDkasBQSSInnBKEtmFZKTbqW7sTVV998fJJKRxLJgIYLVOrYeIVJTkzrEispUF8CP0ghIp9PpPkYmTAAURWH16tXs3r17bNt//dd/sWPHDiRJOu9nHnzwwbHfr169mg0bNvDMM8/wb//2b3z961/nT//0T/nkJz/JvHnz+MY3vjHufnTXos87DQAAIABJREFUH7mgkHB9PX1/eJ8cAE3F//rrqH19xEIBjmzdzglzFoPJ1FjZ2t4Q8+q2kidA54xlhE02DjX2cMeicm6a7h7bb/HUKSQOdTMQCRBTkySTCn1DIdA0Dryzk9/va0TRRAroI7LHS7S2FtcjjxLavDm1HmFUvOEEsYYTOD/54HmTAC2e6oMgGK3nvKbT6XQfJxMmAG+//Ta7d+/mgQceYPHixezbt4+NGzfy9ttvX/DRQG1tLe+//z6//e1vuffee4FUU6FPf/rTAGRlZWGz2ejp6aHgo3Rs0111sYTKpqCFw2oJib4I1lf2c0ewCXfQh2ix0D8wRFpcYdXwCEJuLv2lhWzrCFErZHCvOsgDQg/t81ezvbaN92o8zCjOxG5JVZW8s68Zq0nmjkXlzCzJ4ne7mzjZ7mPT3kYK4iMIiFSU5lFRVoqxv5+4pxn/L19AjUTG1iOgQXjHdhKtrUSPHsV8xjhgbaCZZO0vUAc9AAgZqTUJYsbFPQLR6XS6G8WEw4AaGhooLCzk5Zdf5tvf/jYvv/wybrebhoaGCXeuKAo2m42VK1NtVYeGhnA4HGOvO51OBgYGLiF83dWiaRpbjng50tyHXFBAWmEeotFINBgmmJ5N2p99jffyy2m1Z5Jr0CgwwJrHv4zDqpIwa6g2M87gICvmFFFRmEFSUenyBcb23dE3giAI3L9yOvPKc/mrR5ZSPdVNjpikTAuyrtTOZz+3FoqKcNxzDwgCic7Ugr/T6xFMs2ZhXb4CgOToawCEfcR3/Ch18TdYEYxWtEEPyR3/gBbyXfVzqdPpdNeDCe8AZGRk0N/fz969e1myZAl79uxhYGCAjIwLj2qdP38+8+fP54tf/CJTp06lu7ub9PR0/H7/2Hv8fj+ZmZkA7Ny5k127dp2zH4/Hc7HHdNldDzHAtY1jIBCnayCM1SixYckUbOZ8vAcTqN0yDeZMRARCwAlHFrcEemGol953/wF7vB+/mkFCDTEwlOTNN/dyuHWIcFShpbUDQ2IETdMIhUIoKrS0tGKQUrfuTUIctxxlWdKLRTXT0tIydh4M4TBCLI4WDhPo7ka1pJoFiV4vUjhMcGCAvtHzZWl9B/OIj0ROFcFpn0IArA2/wth/hMjeXxMtvfMjnZPr4b8LPYYPXA9x6DF84HqJQze+CROAtWvXIkkSS5cuHdtmtVonvYJf0zSCwSCqqjJ37lxqampYunQpPp+PUChEXl4eAMuWLTtntsDTTz9N2YeGz1xtHo/nmsdwPcQR8vQBbcyZWsScmVMBKBQFDr2/E0MsTklZBaU5drq8QQZUFWdsmObDDfgSJZi1GAXSHo4nlnOwNcCgP4EgwKG2EIvmTSPDaWG6J4Kne4hD7VGqp+bRMxBkIKRhyS4gAy/i4CBWr5eeZILM/n4SFgtCRgZaJILY1IjV7QY0wk2NqFYr9qr5mEbPV8KbQLVaMVTdRU5+qiugar6LxK5G7ObEOQOOJuNa/33oMVx/cegxXF9x6AnIxCZMAAoLC3nllVf4i7/4C5qamqioqOCf//mfKSwsHPczf/7nf05mZiYul4sXX3yRz3/+88iyzBNPPMGGDRsQRZHXXnuNb37zm/oCwD8SafbUoj7vQJCkoiJLIv1GF3HZSFZ0hPBrv2FtbjYnDh8jikiToZCjI/mAxM3CUWQxiGJtQ2A5+VlOctIshKIJ3t7bxCO3z+HOxeU899ZhGjsHaewcBEAQBD6xdAaOcBqhLVsI79qJHA6TsFoRLRZcjzxCcPNmEm1tBN9+ayxWQ0lpqhJglGDLBkAbaIL8VMtjdaDprNd0Op3u42ZSZYDr1q1j3bp1k97pV77yFbZu3Uo8HucHP/gBt956K5BqH/zWW2+xadMmvv3tb3PHHXd8tKh1V50700663YhvJMy/vXaQ7DQrrT3DOEvnc+vACeJNTcjAjEwLvf4RknkWqmQzs9JsiK778DX1UmQY4faFJcyrcJOdbuPpF3fT2R9A0zQynRb+7N6F7DvRTd9QELvVRFV5LgXZDsCNnJtLtO4Ywc4OrNOmY6quRrRacT74ELFjdSRaW9EAQ3EJ5g+VAUpTlqA2bSF54ncofQ0IAqi+RgRRRpyy5FqdUp1Op7umxk0A6uvrOX78+LgfvNAsgBkzZjBjxozzvjZt2jSmTZt2kWHqLlYommD/iW56h4JjtfcFdonowYOpenq7HeOs2RgmWYEhSyK3VeVT0xqiZzDEcDCKAExZMIeKuWtJNjehhoJIwjBp7S8xoyAbw7KvA3DgmAe1EdR4kmMt/WSn28lOO6MMT1VQ2t7H0HucZYBYMguheDmHm/vZezw1ErgsP42q22+nr6UFy+itxY4+P3VNPUiNreSGh5iS68R4ntiFjDLkm75EsvZ5tIFGNEAw2pHmP4qYce1vl+p0Ot21MG4C8Morr/D9739/3A/qswCuXwP+CM+9dZhoPDm2raGuiXt6a0k3fVD4ET1yBNuaNZjnT24SYJrNwOPrq+kdDBGMxMlJt+K0phpCyaMld1p0hHjXq6jdh1Hqf0tXIoO2t1/ArSRpVd3UNPZR29xPSa4Li0mmKNdB8v1/QO37INlUOvby0rZTtBumc3rET31rP/WtPpaUpRb77T/RxeYDHqpP7sUZ8BEBmhoEpjScwHqePgBi8S0Y8qvRhlpBEBDTS0A2f4Sze3WowSCCxYKgPyLT6XRXyLgJwHgzAM58XXd9emdfM9F4ksrCDBZOc+MdDBJ4+dcMBIZJW1KN66aFJHt7Ce/aSXjbNoxTpyHaJtczXwDyMmzA+d8vmF3IVZ8hWfsLkvW/YbBtgEItgWq0c8JyJ46ogUF/hJMdA8yvzOP2vF7U48cRrJlIcx5EQGP/jvdo7Y+SljfErSuXoAHbDrbi6R4i3Zggxx1ny8FWCvrbqBRCGIvd1OdW0tUXQBxqpvQ8fQAABIMFIef8d6auF9FDBwnv2oUWiSBIEsaZM7F+YhXiaJWDTqfTXS7jJgAfZQaA7tr7cE29UZaoLEjnyK9ChDQYWPwJskpzMZSXk/B2k2huJuntxlhRedlikCrWIKSXoHh2cLJpH/1k8bknvsmUuJEjTb389v2TBCJxqipzSQ9tRQHkOZ9ELE5VmnS7AtB5ipU5PuaU5Zw+MF7beYqe4QjdowsRK+UYGU4L9jtuwz1tBk+/uJtjkkBprDXVB+BDCcD1LnrkCKEtWwAQ7Xa0SIRYXR1aKITj/gf09sY6ne6yuiJrAHTXi3MvGFfrEiJmVkB6Ge9syULR4HOmNApdMoXZTnYd6ySaUDAZJFBS79fOmC1w2vm2oY39C230VzTtrNkEf6yi+/cBYF+/AdOMGaiBACPP/4K4x0Oyvx85J+caR6jT6W4k+hqAG4wgCBTluPB0D/Hq9hNjNfVByUaWECFz3x+IK9Uke3tJeDwIsnzFpuaJokhuhoMun5+/e/59PjG/GE/XEB29fiRRYH5lHoJvKrTtIln3yuinNPJH9nCUTLb35SA396Jp8PvaVL9/d4aFgiwHsiTSmDCT648QePc9jh9qwe0LMGeoBRwyhqIpZ8WihkKEd+4k0Zbaj7GkBMuyW66fccGKgjI8jCBJmKZPB0B0ODBMKSZ2vB5lwKcnADqd7rLS1wDcgM5XU2+bMod7+g9DeyuB9tbUGwUB66rVV/Qi+PjdVfzg+Z209/n5xaa61I8VBe5YXE62ywrOT6B27kftrSe5/98BqDLByewC2qR0Xtt5amxfZfnpTCu0YrcYuW1hGZv2qzQOeclo7yG9vYcsUaAgx3VOHwASCfy/ehFlcHBsU/TwEIm2VlyPfRbhApMtrxpJQrTbUQMBkr29yHl5aIpCsqcn9bLLdY0D1Ol0N5pJrwHQNI3h4eGxP5vN1+8K6o+78Wrq820riBw8SLK/D8nuwDR79hX79n9aRUE6//jErbz0hxN4fX4cNjO3VZdSPS3VARJBxLDiL1Fb30ftPYYGiLmzeax4GUc8PjzdQwC4Mx0YZJFDzV0kZCcLp+XhzrRxtCKXQPNJcsODFOY4sZWXn9MHIHKwBmVwEDm/APu6O0GD4Dtvk+zuJlpbi+Xmm6/oOZgs0+zZRPbswf+rFzEUTSHp60f1+5GyspFz8651eDqd7gYzqUZA3/jGN3j22WcJh8Nj25566im+973vXam4dJfIajawan7xuduXL7/qsWSmWfnan1zgjpGiEGtuQmlLrTmRQ1bMxcuoqshlbr6dti07OLH5GMGESqshjWPHuigocfPYXdWsWzoVlk4d21VHn5+je5sJRGLkWUSqIj0k9+5CGRyiLy7i+8fUXYa8dIH0kS5i+zZisHUgT10LJucVPQ8TsSy9BS0UIlpXR9zTDICcm4t9/QbQywF1Ot1lNmECsG3bNn7yk59gs9mw2+0oioIoiqSnp1+N+HQ3OlUh+PMvoI00j21K9NWSPPUHLJ/8Rwaff4H+xk7SYjHyBZWZWgt10WKOj4zwts3IfbdXjX1u/4kuNh1oQdM0rNEgBQ07OaUqFEpxkj09mLw92A02RDmO0esnook47EaUE2+gNm/FcOv3EBwf/Zv2pa4zECQJ2x13Yll6C0lfP5LdgZSdra/+1+l0V8SE44CPHDlCcXExTz31FPfccw/d3d3Mnj2bu++++2rEp7vBRbf9F9pIM4LBieGWP8O49GsgO9CGGxl57p+JjPjpFs20Z5dQunwRrmwXK5U+TMkYDYdPjlUKBMKp3gBoGqvmF/OA1IvLINDjzOaEmIaCgKxpZBk1sp1BxKRIMmmgT5iO6J6HFg+ROPTfH/1ARtcZxI4cRh0eQh0eInq4Fv8vf4kWi13UrkSnE2NZOVJOjn7x1+l0V8yECUAsFqOoqAiHw0FzczN2ux2Hw8E777xzNeLT3eCUzqMAGG56FPOKz2Ba+TCGhY8AAklvF0osTm16OWpRCa7Pfg61ogJjbg7p8SCxcBRVTSUAp3sDTC3KZPmcIpyBQdxZDo6VL6QrKREwWMBqRVaTyDEJwW4hINnoCxkwLHkSBBEGGkFTP9JxnLnOIO1LXyLti19Czs9HGRoiWlt7uU6XTqfTXTYTJgB5eXl4vV4qKyvZu3cvDoeDLVu2YLoeVk7rbhiaev4Lr0kWEQFPSKOxc5B4UsU3EkFBIFtKIomnvyF/qDfA6KbTrwZlM4msXKR0Jwa3hFpkJTjWCnj0M/EgyYP/l8TOf06VJcb8k44/2dsLgGXRIqSMTKTMTCyLFo++1jPp/eh0Ot3VMuEagJUrV9LQ0MDNN9/M/fffz+9+9ztWrVrFpz/96asRn+4GJxbMRfXWkKh5IbVB0EjU/BLQkN2FiKqFtd6T7A9ls/sff0Z5wAsIjOTkc1+xc+wW+VhvgI5Bth/tYIojg8CpJuYEalDsZqxDUdSuAOGMNExEUNqD2IU0TPmlJHb/FC3YixoLoHl+n4qju/ai1gWcbtWrBj5IGhT/SOqQzHobX51Od/2ZMAEoLS3lhz/8IQAbN2684gHpblyaptEzOkgoO81Kmt2M5dbPE2zagTbcRGLvz8beK6RNxfXgtxj55S8p0bpI8/URFAwkBZEeSwYbAo1UVN8CgBqLYervZV2RhXc8I2w/3IZVyWVxoomceD9F2U6CggqaytBIBCHkwiUM47QP4c44jNKVRAv2IWZWIs9+ACFtCkrzVrTOA8S3/wjDLU8iphWnHhOMw1BWRvTwYcI7dqAMjwAasaOpxxumioorel51Op3uoxg3AdA0jeeee46ioiLWrl3Lv/zLv/D6668DkJ2dzYsvvnjVgtT98fONhHl1RwO9gyEg1bGwqiKXdTeXY//KfxH7wy9QWmtQAal4IZZVj4Eo4Xzgkwz+5MekiRJZOTmELRamOxwkfT6ihw4BENq6FS0Wowh4VJBoLplDT9EUqCqjMuRFGh7AsaCaNk8Hoa5+NMBQ5GRqtRXiIwiaiiKAWLQIaeY9oCZR2veg9B2H/gYS4T6EtBIMS76G4HCf9/iMFZVYblpEpOYA0YM1jB4klkWLMJSXX/kTrNPpdBdp3ATg0KFDPP744/z3f6dWRp88eZIto4NKAL773e8y58xua7obkqpqHG7qpcU7zODgICOKlaqKXISLWJ2eVFRe/v0JfCNh0h1mslxW2npGqG3swW4xsmp+MabVnwc+f+7P948gZWRgnTED+/oNeDweXMXFDP6fZwg2t9DV4EFJKuAuwJ1px9zqYWbNVqpmzUR2iCgNb5Ac8SOZTbits8h1pAFgdhdhWLgeRBG16xCK9/DYPIHksVdR23aBICKYXQi2bLThNhK7fozx9v8NouG8x2ldtQrTrFkk2lpTScaUYuTc3Is+5zqdTnc1XDABALjrrrvGts2ePZunn36au+66i5qaGj0BuMFpmsYLW47R6k11gAyHw3j9jdS3+nh4zaxJJwHegSC+kTBZLitf2VCNJAp4B4L8x5u1HGnuPW/DotOE0Wfriv+DZ+taOMywP0ygZ5CI0UJrXgWNGdMpH2hndTAIIyOoB/agDvehAZJFJBoyoqnNCAYJweIk0eIhUnuI7P/1FEJmOYgG1O7DKPW/RTnxBtpQC2JmBWLRzRiW/TnxzX+N5u9CHWpLDToah5STkyrfu0RqMIhgsSDoDYB0Ot0VMm4CMDAwgCzLuEZ7kK9Zs4ZZs2Zx++23I0kSfX19Vy1I3bVxqLGXVu8wLpuJ1dUldHu9nOiO4ekeoraxl+qpk2uaMxyMAuDOtI+t2s/LsCGJAoFQDEXVzljNfzYpz41otZLs6iLwm1cRgYHefnzDITCayXJZyPnEAuQRlYJDxxhEIzsjA62vAUHUQBQRTG4Ih0FQEMUglmWriNbUk/R68b/+Os5770Wu+gzJ2l+kvv17j4IgIObmIFc/BqIBMb0Exd8NoX64QAJwqaKHDhLetQstEkGQJIwzZ2L9xKqxRYY6nU53uYy7qqmoqIhkMsmePXsAuOeee3jiiSfYu3cviqKQf4V7yOuuvY6+1Cr2VdUlzCnLodLtYHV16tt6++hrk5GdZgWgtWeYkVCqKU6dpx9F1chwWsa9+AOIJhP2u+9GMJmINzUhHT1KuM/HiMVFdMZcMpwWsjz13B7twBYNkEgoSGku0BJI5giGyvmoSSOCzYXsjCGa4hiMndjW3AZAorkRAKliDYbV/wup/FYEVwGCPQdp7v0I9ly0kA+1tx4AwVlwwWNNer1E9u8nsn//2CCfyYoeOUJoyxa0SATRbgcgVldH6K03b4hxxzqd7vpywWmAgiDw8MMP87d/+7dMnTqVU6dO8dRTTyEIAgsXLryacequpfNdfC7iepSbbqOiIIOmrkH+5dUDGMIBgv7UYsDF+QWp/V/gcYKhpJS0x79MvLGRQIuHZPYU9jaGmJVtRtldT7y5GU1VSA9F0EQRzW9BMCTQtA9nuBcOWsysGP2njMSBZ0ke/G+S9a9BPAiqguieh+AqGvfzoW1biR48+MH5EgQsC2/CumrVpM5TdP8+AOzrN2CaMQM1EGDk+V8Q93hI9vfr44B1Ot1lNW4CMH36dL7whS/w3HPP8fnPn7046wtf+AIzZsy44sHprq2iHCdHm/vYdijV2767209Djw+A4rzJj6cVBIF7l09lS00Lh3YcIhKJYkVhiSlEaW0z/qF2nJ988IJJgGi1Yp43D9XhIM9diNxyAF9TO/6kgMlgJKKAUYwjoqHGYiAZUIIyyeNHQTKiJRRUzYxkAiWeT3j3ewCYKqed+7NKVyKrSZLHfgPRERDl1LZ5nx43xkRTE9GaGgSDAdO8eQgIRI8cJnJgP3JRIcaKygufJEVBGR5GkCRM06en4nA4MEwpJna8HmXApycAOp3usrpgH4B///d/p7KykhdeeIGuri4KCwt59NFH+da3vnW14tNdQ9WVeRxv9dHiHea1nacIh8NYrVbK8tOpqry4oTkWk4Hb7WFuFtuIu9PIWrkMNAjv2E6itZXo0aOY582b1L7sFiO3LSyj7ZUj9EcUThYvojuzkLKRblb2HUMZHEQQ3aiJEQQBBKJomgSaiJqwEdyZas0ru/OxnzHy+kxS+a1I5bemEgCjHcQLL8Y7Pb3PumIl5gWpyYeC00F42zbizZ6JEwBJQrTbUQMBkr29yHl5aIoy9hhBck0+4dLpdLrJuGACIEkS3/nOd/jOd75zteLRXUcEQeCR22ZzpLkPT/cQg4ODLJhVlioD/Aj7S3R2IgqQtWIZppmzUhs1jeDbb5Hs7IBJJgAAN0134y7PJBDuIbcwl5IZ5dw0fTniwRL8r72GGgljdLtB7kHUQgiSmUQgEy0pIRUVYZo9B+eGDSBO0A3bPLkLrxqJAKlv7adJjtR4YS0amdQ+TLNnE9mzB/+vXsRQNIWkrx/V70fKykbO/ehTCnU6ne58JuwEOJHvfe97Z/2qu/r6R8K88vsTdPn8OK1mVlcXc9P0y7NI83TDnqqKXDweD2VlF74QhaIJ9p/opncoiN1sxCBLBPxBkp1dzG49SnZokGR/P2dOktBUFV/nAU79MtVAxzZlHhVL1nPE46O9rYf01pPkhgfJIYYsCITnz8eyYCGZ5cVYOlvJV/qwFy6A4DBBjwc5KwvVH0DMSCfzm/8nVeuvapz6vy+SPNmAt3IReTl5lG7ehNJVjyj6MZVmIk2Zh1S64oId/8Yj5+URP3mSyP59SBkZgEZk9Jm+nHf+5kGndfT5OdrcRyCWzrSMQgoGOtBG7yjIubnY128AvRxQp9NdZpecAOiuraauIf7uhV3Ek8roFj/HWvu5c1E5n1kz66rGMuCP8Nxbh4nGkwB09geIRONkxEM4SDASMrBoJELeKy+jDg9hrKgg/P4OYqHtJIljCKVK3eK9B3ivZjP11vUsatiFHI0wGI8TETSyiRLq6yVaW4vr058hVldHsrub4f98biwOKSMD0WxGjcdRQyEEu50Xthwjp7EDVyTOSEMj9l3b6NO82MU4ggCxegHb3Brkjn0YVvyPi04CLNULzh9Lejrm+fPH/dz+E11sOtAyNtb4lGEKabluPrMgj/TcLKTsbH0ksE6nuyL0BOCP3H+8eZh4UmFKjpM1C0pp7B5k5+EONh1o5tYFxeSm269aLO/sayYaT1JZmIHdYmQgECHuDyBrCmtKbNQKRXTVR7AFvAjvvkOsuIRY3INi8BO0l2Jb+DACGr7dvyAt3MTNg2+Sb88hpMXZ5yzHaJRZGGrHGI6ghkKEtm3D9ZmHCe/aSaK1FQQBubgY2y3LCP1+G7H6evy/fomuNDdpR06SFR0hIycNd2KARKQfWQuTNBqRjelogkS0PYjVfAylZTtS2eRW7o8xGMaNRTAaz/uRQDjOloOtoGmsmp/6uzp4yktj5yDvehUemaMv+tPpdFeOngD8EVNVld7BAAIC//PRW7CbjayuLqHNO0J7n58jzX3cvvDqJACaptHRN4IgCNy/cjpv720i02Ehf6CLgCKQt3oFt6rwumTA0HWU+QMeZHcevkgvyUg69oWfoeLmdQDUNffgbn2JfK0bu5yN053JrNwiNgu5FHUmyZFjqJEwye4uBIsF2223nxOPdfWtJPv7Ufr6oKmd7HCcjLwM3MuW4P/NqxgEhbisEU4rIMeVSczjQZCdwABa/0m42AQAEKzW88Yynu6BIElFZVpRJsvnTgGgxJ3G0y/uprM/gKZpF9VyWafT6S7GxT/s1F2nrqe/ynMvWqe3aAgMuXKRcnOxLltOND0TjdQ6gA/TzvrsGTX8k2iKI1ospH32czjuvY9gYRkhixMtI4t4SzNqOAyySLg0Rt+Saqx33gmAMhICDaKtgwTeeIPAG2+kJvpdsSY82ui/L+7YdDqd7nKY8A7Aj3/8Y5599llqa2uR5XPfvmzZsisSmG5ioiiSm+Ggy+fn755/n0/ML8bTNURHrx9JFJh/kaV6l0IQBIpyXHi6h3h1+wmsZpkBf4QRxUqmFsW7dQeHhHQUfwh3xItglpHz8zHnzyTRvY/gwZdoBBRVI9h+lM2xm4mo2RQlJGYM9+AZ7KDU0E1uuJukoCBlZSIXFl74+bggoPj9ZPs6UCMhhk4GkaQkhnCYiMmIYUSiov09Yr3doCZAixGuB0UcRrCeACDecIJYw4kJ+xR8FAVZDmRJpLFjkO1H2snLsHHwpBdUhZusJ0hueRc1OoSYNgVpxp8gZk1QSqjT6XQXYcIEYMqUKbS3t48tUvqwNWvWXPagdJP3+N1V/OD5nbT3+fnFpjoABFHgjsXlZLusVzWWOxeX89xbh2nsHAQgEkuiGE0k4wm2tIeAEMVSnFnWKNZVtyFabUxbdi+1zbsxDJ0kuvf/Z19kGifjU4gIFgLmXCLBIZqkAlYMt1CsBHEIUcScPCS7A/ttt10wHjUYJPKH3+OymWlyT6U5KlPZ1UC50IMUSyL60zCEwsSUAwhJDdEGSsyFVFqKdcWKj9ynYLJO9zN4d38z2w+3jW2/Kb6NxfEm1KHUXR01MozqrcOw8juIuVd3YadOp7txTZgAVFZWkpmZyX333ccDDzyA1Zq6qMycOZNZs87/PyOfz8ebb77JwMAAixcvHrtLcOjQId57772x961atYpFixZdjuP42KooSOcfn7iVl/5wAq/Pj8Nm5rbqUqqnXf268UynhT+7dyH7TnTTNxSkemoeZqOBkeEAyc5OCtUg8wryMc+ejTw6S0IQJeZ/9h9o2vM7eprqONGVjznDwZfuXcVAMM7umiY623o4mWZmuXOEkAD26gWYqqsRrRdOcBSvl6R/BEN6JisWTyNPTqe1dyraS/+KUU1gTHODEkYIB5ByZMT0LBDtWJevuOQ+BZN103Q37kwbR5p6CUbiFFkjVLU2IxktGJY8iZhWTPLUuygn30I5+mvE2/72sseg0+k+niZMADZu3EhLSwstLS28+eabY9ufeuqpcROAb3zjG+Tm5lJWVsZXvvIVnnzySZ544gl2796gfnWQAAAgAElEQVTNnj17WLcutdjLbDZfpsP4eMtMs/K1P1lwrcMAwGo2jDPedw4dfX62N/cRaBgipyfOzTMLsJoNCAgU2UsZlsEmJ5mdl8m0oiwQBBZPd/PDX+4mEY0hFbk53uhluCmAHG2mvDg71ZToQ7fmVVXjSH0b8q9/haOrC3FgGDUeo9BkYvq6dfhLi0h2dUM0hqpoCJZMLEuWEhj0EjtyCO+mn6N6plO54sHLvrIi2dVFrP4YajCIlJ2NZcFCCrOdFGanmgaFm3cyXBel21JGb6uNueUihXMeQGnchDbSAWoSRH3trk6nu3QT/p9kwYIFfPnLXz7v9vE8//zziKMd1ubMmcNf/dVf8cQTTwCwcOHC8+5Pd2M7p969Y5Cak16+tG4e8jtvkGhvQ1aMqJF0fA2D+F/pw/nJBwlFEiSGR5B9vbzUnaAtLiP19yK09lPfWkh9q4+H18waSwI0TeOFLcdw7P4D+cMBDEjE4xqDQ1EKjCGG/+M/QJIQjEYklwstmQSjkYF924nhwRSRsHo04v4WWmq3kmlbhAwYiqZc8jmIHDxIeNvWDxb6NTWl+hk8+hhSejoD/ghv7GxnYSBCMNzDQcXLocYe7pqXySxNQTPYQNAbAul0ustjwgRg/fr1rFu3js2bNyPLMtXV1YyMjFBWVjbuZ8Qz2qu2trZSUPDBCNW6ujqeffZZFixYwPwLNEjR3TguVO/+uzd2c7e3DdHppGzpMlx7u/H29LGxYYiiN3bSEJNRfP04RA2vy41NhttsMRLebvYMmvAYDNQ29lI9NfXI41BjL63dQ9we9pGT7SS+ZjWx7e+TDIUJjwQwJuMIgoihuBjrqlVI2Tn49+xC21WLZBFQplRiDKkw2IcYDxAy1JO1/C5Mc+Zc0jk4vR4BwLp8OVJ2DrHDh4l7mglt3ozzoYd4Z18zXjUHky2duRY/BbYtHOkzkdh+gmS2iql4vt4USKfTXTYT3uFUVZW77rqLdevW8fOf/5wDBw5QXl5OfX39hDvv7e3l+9//Pn/zN38DQHFxMWVlZXR1dfHQQw/x05/+9NKPQHfdO13vPnW03n1qUQb3r5yBIAh09I6gAdblK3DNncP9dy/ClpONJ2nm/VO9DPpGyBES5GW7kNLTuWl+MYsf+RNmGGIs1VKTCdv7RsZ+VkffCKKmkWc34rRbmLZhLdaHPkVnVjFBWzqizY6UnY1x+gwsS5ZirKggOKMQ0BC1dMr/v78j51OPkLlqPQmHSjQzgOP++y75wqv09KApCsbyirGf67jnHhAEkt1daKpKR98IimSmeP3/wOZwMUXxUK3tx5ocJGQqQKp6+JJi0Ol0ujNNeAfgnXfe4b333qOqqgqAO+64A7fbze7du8ddAwAQDAZZv349P/zhD5k9ezaQupuwfnT62sMPP8yqVat48sknAdi5cye7du06Zz8ej+fij+oyux5igGsUh6oiNDUh9vQgAa2NjagVFRd1QezqCxIOhxkcEsaOIZFUCYfDGOJxwvEwwe5uVEuqFfA9xSLt3f2EzDLphWmU93exNWIiLIRBc+DxeDCEw0QRCYfDDPgGxvY7MDBAMBrFbzAiDQ8TeuafSKoGzIEgyUScuDk1hSAyNEj/6c/09ZGpaShKEk9LC9jsJKdPJ9wUQxMkPC0tCOeZBngxfx9CVydyOEzojJ9LIoEhHAZJYsjjIRQKoajQGnJjnPk1DL5jnAx10KQ6mJV/CyWdvZcUw5VyPcQA10ccegwfuF7i0I1vwgTg+PHjzJs3j/vuu48jR44AUFhYiM/nG/cz8Xic+++/n0cffZQHH3zwvO8xGAwoijL252XLlp3TU+Dpp5++4KOGqyE1AOfaxnDN4tA0/L/+NYn2VIlaOBzG2teLYWT4ouric9xx9jYF8AVVOgJyqt7d48VisVA8JRtbdztiUyNWtxvQCLc2kWNXsa+ci6G8nOHGw5TEhmkVXRyobcdlj5KQ0zlkdGO1WqmeVTY2pGgoaaFruIljainLPZsQvF4cCZUZmobJKGOfXo0aCMLgIFavFyk3B+dgnIAgIhgChE9uw5ZXQfDo2xgkgUTGdMrPM8r3Yv8+1Nxchmtq0M74udG6oyQsFgylpTgrKpjeEsXTPcSh9ijVUwtot7moEduR0kQWV83EZjZcUgxXwvUQw/UShx7D9RWHnoBMbMIEIDMzk87OTgKBAAB79+6lrq6Or371q+N+5utf/zo9PT2YTCZ+/vOf43Q6+dSnPsVf//Vf43A4MJlM/Od//ucF96G79mJHj5BoTz2ft65YQaDbi9h46qLr4serd7eYDKxftxD5HR+JtjaCb7819pqhpDT13F0QsK5ezZwtW2j099ISl3hTkhCkdOTcLMrz06k6o+FRdWUex1t9uHbspcfgAAGSVgNOQcUe9xM7fBgxPQMtFCa0bSuCyYQAiNklhB0n0RpeI9gABkCVrJTe8eRlOZeizYZ19WpCW7YQ3rXzg+0Wy1g/gzP7KJzupSAIArffVHbWxV+Lh2G4FcNwJ1rCjWCwXJYYdTrdx8uECcDatWv5+te/zo9+9CNEUWTjxo3YbDbWrl077meqqqpIS0sby8AyMzMBuO+++9ixYweqqvKv//qvLF++/DIdhu5KSHR2AozVxatmC9a8vI9UF//hevfcDDs3Tc9PXdgefIjYsToSra1ogKG4BPPoxR/APL8aOTeXT9cdY3ejl2FnHnJBAWVTRssAz/g5giDwyJpZtOx7k7DTTtPaBylNN+Pe/iaJ1gRaNIJkt6FZLKjhMMbyckxTikmvrqan6xR9hzejRoYwZpZQsewBbK7My3Y+Tx9HtO4YaiiIISf3rH4GH+6jYLeaqCrPpSDbMbYPpfV9krUvQCKMPRwm0f4b5PmPIhbfctni1Ol0Hw8TJgAFBQW8+uqrfPOb36SpqYnp06fzzDPP4HaPP+P8dMnfh1VXV1NdXf3Ro9VdG5epP/2Z9e5nSioar/sMHPelAzDLYeB+TUM84xGDnF+AI8/NVG0zWfE4hFowRjQEcs/ZnyAIpNlNuMwSs5dNI7x3D+FojLDNSchgp7tiMaW9HlzBJtTeHrSiIgQgT/SRJTWhxJsRvAcQXn2FiKohZZYjzn4QufLSu156ZQdHneUEDDFyrDZuFg2c2c5o/D4KoA40kax5DlQFMXsayaEhtHgfyQPPYnC4ETKu/a1fnU73x2NSHUXWrl3L8ePHr3QsuuuMXFBIrL6e8Ps7ABC93YSbmoDLUxcPqSqT7z73e7y+4Ni2pu5Bak728PePr/ygpFTT8L/8MnLDCeKj35jP16dfDQYRLBbkggISra0EXn+d5PAgA22daNEYsqaRtmMTyUiAsJrAkkyiJZKEN72IxbUfURtGU+NoqgJoaIIAvpMoLdvRFn4Rw4q//MjHOm4vhLuqyHBOfBtf7dgHqoI0/W7kuQ8R8HjICNWQPPE7lPY9yHoCoNPpLsKkEoCdO3fy93//97S2tlJaWsp3v/tdbrlFv+V4ozPPm0f8ZMPY83kpHEa1Wj94Pn8ZvLz9JF5fEJtJZt2SSjTg7d1NdPn8bNx+kgdXzQA+WI+g2WzY77rrnD79KEnCu3ahRSIIkoRcUgIGQ6rOvqsH88ggmiQiZOVi9w+TTMRQBJGR0hnkpUlEW3YQCzuwlssQHkBTw4CAIEggGtDiIZIHnkWaegeoKlLQD1oJCJPrFXihXghv723ikdsnPp9aqB/grKFAQkb5Wa/pdDrdZE2YANTX13PbbbcRjUaBVFXA1q1bqampuWAZoO4GIAg4z3g+HxwcxDa/+qzn85eqqTNVTXLnkkruuWVqaqOqsnHHSU51flBpcno9gjq/+pw+/ZH9+1CHhgAQ7Xa0SIREczPGoiKkgkJ63t6ETRCRLDZshW4SnggoCkkVfKKZslky0d0qSsKBkF2I2toHkgFkM6IgQ2YF9NWhxkPE3ngSMW0KznCYeM9mDEu+huAY/3HYaad7IUwb7YUAUOJO4+kXd9PZH0DTtHNaGn+Y6CpA7TqI0rYbMW8ugpZEbd8DgOAqnPxJ1+l0OiaRAGzevBmDwcCvf/1rZs2axfbt23n88cfZvHmzngB8HAgCpjlzMc2ZS5/Hg/lKlfao6nm2ned951mPkGxvR3Q4sK/fgGnGDNRAgJHnf0G8owPXrWsI1p4kPhwkPcuFMjKCmkigWa34VQkpGUdTR2v8tdT+BVVFE0AQTWioiGYnqiYioIGaRHRXoXY1oA23kdj1Y4y3/28QDefE9aHAAbAM9xPavAk1GETLyMSYVNGkyc3EEEtXQeMW1I59xHuOkhYKoRhFBKMduXz1pPah0+l0p02YABQXFzNnzhw2bNgAQHl5Od/97ncpLy+/4sHpbnwVhRk0tA/y9t5UxYiqwrv7U7+fVpw19r7T6xHE2kPETvcLeP/9sYRAkCRM06cDIDocGKYUEztejzLgw5npYthopiazkpnzKrBueZvg0AiyouKQFMInY4CIZAyg9fcCGihJtNggSFZU30kEJYIGGJd8FWnew/ibT+FofA7N34U61IaYWXHB4yzIclDiayP74DG6nGZMBomRUIylCehZddeE3/4BBFsWhpV/iXLoedTBZlBiCJmzMcx/DCwZF33udTrdx9ukxgG3trbyne98h5kzZ7Jjxw7S0tKIRqO88sorFxwLrNNN5MGVMzh0sofugSAbd5wc216Q5eD+T8wY+/Pp9QjCiRNn9wsoLUMZ8KEGAiR7e5Hz8tAUhWRPDwCSy0XZ4ioajhzF3XaCulCIDMVESSSILIDd5yUZtiJlF2N27kGLjKBpqQWAqApoYbRANPUF3mhHmnkfAJogI6aXoPi7IdSfekwAqLEYSm+qY5+cm4tgSnUetCpxbgm00ifAfvsUAhYnRYk2cuL9rBjxAEsmdb7EjHLENd9DS0Tobm0lvXLGRB/R6XS685owAXj11Vfp7u7mRz/60VnbH3roIeDCY4F1uomIosgPv7yK3+48Rb2nD4AZJVncv2L62YMqRtcjDL63GVMsdla/gPDO94ns2YP/Vy9iKJpC0teP6vcjZWUj5+YhSxIVd66mb8cu0oJdIICcn4/LnYtckD9aj/8kqncv6pGXUAabINiLpsRBA8GYqjoQ0ktRvYcRpyxBjA6h9qbmYQjO1LCr2LE6Qlu3osViqe1mM7Zb12CaNQulp4c0qwFz+TwGKxZiiMRxuuZTsuUVZF9v6k7GRayrEAwWNMl0yedfp9N9fH3kccBnvq7746OqGoebemnxDgNQlp+WaqpzDabNiaLI/Sumc/+K6WcGSPTIERJtqc6BxpISTHPmoFZUYh9dh5Ds6iL03mYUvx/RZkMNBIgdr0cNBBDMZtSZc9hW46EvFMdhmcK8h0ooD/pSycOUYuTcs3sItIeLqB1ejz8aJS/LyNLs45jCHrBmI2ZWoHh+T2Lvv8HhX+Ic6kWzmBHd8xBcRSS7uwm++y6oKobCIjQ0kp2dhN59BykzA210DYDTZuSuJalV/Fo8zuC2yVURXIxkVxex+mOowSBSdjaWBQsRrNaJP6jT6T5WJjUO+PQAH92NQdM0XthyjNbRiz9AfWs/9a0+Hl4z65okAWcZrfk/PYMAPqj5Z8FCACIHDxLetvWsRYFqKISGhuRyMSRZeOlADzHBh1xYiGAwcEgQuGNROTdNP3fV/s7fbWdTTUtqd5pCY0eI/Rj54jTITHSg+DtTi/8GPRAdAQTE0pXI8z4NgkC8oQFUFcvim7GuXAmkyhQje/cSO34cy+KbESSJeHMzkV27UrMADh8GTUMuLLxsVRXnnJemJqK1tbgefQwpPf2y/AydTndjmFQfgAv53ve+d9avuuvfocZeWr3DuGwmVleXoAHbDrbi6R6itrGX6ql5E+7jSvrwDIIza/4Fpws1N5fIH34PgHX5cqTsHKL79xPe8QcEsxXrurt4sz1JvKWHktgQC6R+/POXsL22jfdqPMwozsRuMY79vJH+IbbUtKRq9OcWkR2oocYTx5PI5B3fEj53cwbJY79B7a3HePczCEBXZx8ZZwwJUkZSyZShoGBsm+zOB0AdGZnULIBLpQaD55yX2OHDqV4ImzfjHH1sp9PpdACX//6j7rrX0TcCwKrqEuaU5TC3LIfV1an2s+2jr11LH55BYJo1C+vyFQCIfb0oPT1oioKxvALLkqUYKyqwVFenHqPLEubFN9OdlDDk5XGX1c+U4S5WzCmiojCDpKLS5Quc9fM6mzpIalCZ4+DW+1czzdnIJ2e1IhitdIVFxOkbEN3zQE2gDTSD2QUfGg8sZaUqFqL19aAoaIpC/MTx0deygdQsANfDD2OaV4WhogLr0ltwffFLiGmX55v5+c6L4557QBBIdnddtpbOOp3uxnDJdwB0f8TOd0G4nq4R41ywtLEgz7j9r52vaQBwelSQqpLe2cwcTwsGoYtY1cyxaYPaaMMB7Yz9jbu7cZjmziN66BDxkw0Mtrak9hGLIVosmKuqxt4n5xdgzy8YbzeX5HznRdMv+jqdbhx6AvAxVJTj5GhzH9sOpZ6xaxr8vjb1++I817UMDTh3BsFYzT+g5eYhu/PP+zxdEEBTFKJ79pAvKzR39PBW3MECt43un/4HaZ4W0gWwd0cI9rSNzRGYMrUE+d3DNPUFeW/jNnJCFRxsjqMlwhRmmVFOvIbqPYIgGRAzz9//QnK5cD74EKEt75H0ekEQkPPzsa1Zg+gYneanqkRqa4mPLtCTc3IwL1l61mODSzpv45yXy73OQKfT3Rj0BOBjqLoyj+OtPlq8w7y289TY9rL8dKoqr+3zfzh3BsFphpJS1IqKcZ+ny/kFCLJMeNdOblFltP4EJYFe6EpijgZJWBxId2/AVeo+a46Ac948bltUwbv7m9he1wlaDsRDmIlxZ0YtSn0MBAFp3sOp2//jkN1uXI8+lioDFAQEo/Gs10NbtxCtrR37czwYJN7SgvPBhzAUn38C4MW4GusMdDrdjeOSE4Bly5Zdjjh0V5EgCDxy22yONPfh6U710C91j5YBXuPYgHNmEJxZ8+9rSd1eN8+vRs7NJVp3DDUUHK3lr0YdHiJad4yM5ibuGOpjJMsBAT+GpEhOmg1ndAjTzFvH5ggkOztg3jxuuWsZhSW5HNx3gmA4Sl5GHjeV+bEnBQRLGlLJCoRxvv2fE77p3Pp8ZWgodfE3GHDccw9yTi7RmgNE9u8nvP0PuB777GU5deOdF1EvA9TpdB8yYQIQj8fp7OykoKCAzs5OXnrpJZYuXcqqVasAWLPm0mek664+QRCoqsilqiJ34jdfTqpKtK7unPp+BIFQNMH+E930DgVxWEzMLS+haM7ccXd1vufp6tAQggBKZyeiAMWfvJdkdxfRI0cAiHs8JPs/NDkvOoLStJm89nruMIZRLMXIeQ4MRpXhkSidPf109pzCnhGnKtKDNDyIFI2SMJnOvn1/gWNTelOdCU0VFRjLUomEacECgps3ofT2Enr3HYxz5l6WxwFXcp2BTqe7cUyYALz33nvcd9999Pf3c++991JX9//Ye+/ouqo77/tzyu1FzeqyZUtywb1gMMY22Jg22HRIAqFkAgzJSkgZkmfyTjITMmvyAAtIJs878+RlQkhCJiEJBAjdNsYGN4ptbLmrWbJ6uZJuL6e8f9zra/V7JctGts9nLRZwr+4+e58t3f07e/++318lkiSxb98+wwHQYHSMoO+PXbue597aRziqJN/bU9U6rG5/KJIaeE1D6epCEOLyQeuSixFkGa2nF10SCX/6MbH6BgDkSU4ib38ftbMFtfNk9cEtqHUqHsGBx+REEgXKtM0oHXkcCxcxJd+NGI3gbWrCsXYt1kWLRxyb+447EWw2AFSvN/5vj4ee53+N2uVBEEXC+/cTrqw81Z6BgYHBGSalDPDYsWPMnj2bcDhMZWUl3//+93G73WzevPls9M/gPKKvvt+5bh3OG9YhulzEjh/n9dd3Eo4qTC/J5ktXzeHKRaWg62z8tBZ/KJqy7X4a+FWrMJeXI9jsaF4vSlMT8pQpqN5elPZ2wrt3o/l8mKZOQwrtQg95UTwyinQZ8uybkR06mhjgYGwy22OrEWffQiERCmzH6Mxw8/HUJWgLFwEQ3LwZLRAYcWzh/fuRCgoR7XaUpiZ8f32ZnuefI1ZXh2C3Y7tsOfYVK/u1Z2BgYHCmSRkARCIRZFlmX2IL9bvf/S4zZ87E5/Ol+KSBQX+G0/frwIm2bgRB4LYrZjG9JJtV86cMq9sfioEaeNtllyEXFKA0NRH++GO07m6krEzk/Hws8xfguO563LffhtZVhR6NERMuRq64HNuNj4LFRtRkZ4dyGVY1kznX/D2Slo3NItJaks8h3YUybx6msrJ44aGW5hG9C5TGE4gWC8516xAsFqLV1cSqq9FjMawLFuC+805sy5cn26vee4it+xrYfayVYDh2xubDwMDgwiblEcC0adPYs2cP9913H0VFReTn59PW1kZeXt7Z6J/B+ciI2vSxpSEO1MDbll+O5vUSratFC/jRfD7MFdNxrr8RKTtROreP2F/o89m+rw3sacrejTA209RphNcso3vrGzj0EFisZK67HsFqBSCmqDS0dtP47lYQRDpMVj7JL+WadcspKzJsfA0MDMaXlAHAjTfeyA033MC+ffv4t3/7N06cOIEgCCxduvRs9M/gPGI4fb8ATCnIpl7ReXnrYRbPKKC1y091owdZEinJdaduewgNvBYKYZ5SijhpEu6bb0HKze2vhRdExEkz0KP7kPVPUao6CL5ahRAJYVaCLJd3UCsupPLd5ygRPSghjaKGVibNKUba30qsthZBlpGLitD8gWG9C0yTpwBwePMfUfb9D+g6isOMHAjQ+PgjZN/+DWyqSNun+3B42inWdZwOGxGfh+KOBj4K91L8tTuxmAzVroGBwfiR8hvFZrPxyiuvsGHDBmRZxm63s3HjRsoSFdkMDNJlJH3/umuX8dxb+6hq9FDV6AHiSoVrlpbhsJpStj2sBt7lIuPOO4e125UX34ve/RimbD9C50eoRwAERJzMMTVSYOqBwwItWFACU8iK+phSt5dYNAwOB/bVaxDtjhHHZpk3D5+nndi+FxE0EOfcinxxIeorf8Hk99L7P8/B5NmI3R6CFieTL11M5tKLUdraOPrKW5TWVNLUcAVl5UZmv4GBwfiRMgDQNI0bbriBd999l9tvv52vfvWrXH/99Rw4cMBQARiMjhH0/QgC37jlYj463Ex7tx+n3cLC8nyKc11pNz8WDbzgKsR8/ZMoVRsQj+9Baa0HMpEK5pBbmIGl8wQnfAINtoW4V05lbqAFqaeL7nCEjCuvRC4qSmtsnfWHEHSFWN58Fl/3VQAic5dx/KmvIkT9mOfNx3eiE0WUyL7lFiSLGVN5OeGd+xHq64g1N4MRABgYGIwjKQOAt99+m40bN7Iw4Wd+3XXXUVhYyI4dO4wAwGD06Dq6piePyvueqdutJlYvGpsjnhYMEN69m1hNDUpPLwdN2TR7fcjhGspLc1lYlkvkwIEhNfpY3Ig5M9CqNyK7RcALwZ3oXaVkr/4BOWYHp9z8ZwLQWVt7avE/iSBgmTcfS8K7QGlqIrBxA5rfTzTWGR97OExgw7tofj9apptoTgxdMuG85mrE93eihyNs/ayei+dOodUToMsbIgeYlGEY+RgYGIwvKQOAQ4cOsWDBAm699dakEqCkpITOpGbawCBNUmjlx+pVr3o89L7wO5T2dpSODl6zl9Mo+RDMEYTjHRw8XsKeNzu4KXo8GXD0va4eC6F8/Ev0aBCxeAlC5hS0hl3oPfUoe1/AdOnDo+5T0pMgEenY9RihSBg5sJfDbWGsgoug1oBVCKAULESQZPJmVdD02UGCr/+N/9k1BVfIS3l3GxkZDrIqpo7p3hgYGBgMR8oAICcnh8bGxqTsb9euXVRWVvL1r3/9jHfO4Pyir1bevmoV6PTz5LcuWDCmdk8W4FHa2vCJZuYHWyky+8nRRXRHFjubdeoUnUNZOVx67WWDrmspkNAjPsRJMzBd/m0A9GlXEn3z22gt++KL+CiCk36eBCtXIuXmYfr4Y9r2HMXkbsBiqkEXRKxKDFU1k2ueDUDRzesQOtuxd3ZTcLwTSRJwZ9kpumkdot0xpntjYGBgMBwpA4Brr72WRx55hCeffBJRFHnppZdwOBxce+21Z6N/BucRA7XywCBP/lGj60QOHkLt7EQwmwhaMxGQmKP5ces6giKgh3xssEyhffL0Ia9rzp4Uf82WfapdqxsECUEJg66CkF4GvtLSQviTT1C6urDMugjbZcsBEBSF4q1b6JHmQFYWesCLWFCMs1PF3uUDXUfKzqb4G18ne/dulI52JKcLy9y5g48aDAwMDMaBlN9qxcXFvPzyy3znO9+hurqaWbNm8bOf/YzCwvTsWQ0MBjHONeq17i5AR87L51jRAurlTG4+vBHV341kdwBS4rpDf17ImgaCgFa7g0CbhBa1Iwl1SEoEIXc6iPE/k5N5BmpHx5C1AALvbSK4ZQtqTw+az4fW24uppAT7mjVouoauqmS2RzHnlILohnaNWHMLTDmV9yDY7dhXrhzX+2NgYGAwFGk91lx77bUcOnToTPfF4DxnOB8AOKWVHzWaBpKMIEnogQC5LXUcMJdwJGJiVlSjR7Ow01EKik5+4zEiB3IGXVdw5qPJFSjV7wDxaoMqoIkitqWPxP8/kWegRyIAiMFgv1oAngNHCL/+OmI4jOB0IgT8aN5evH9+EV3QiTU1QySCLooIZjPylMmEP92NHomiRSNjzn8wMDAwGCvDBgAHDx4ccdGfPXu2oQIwGBWptPJjQpIwlZYSPXoURJGZzUdpsoawhgJ0ilY+0zNxOq1MifqZFenE+/JLAIgWC6aycizz5sXP7GttiOICLEUKgqSg+ARiPXlou+txVywjsGkjeiSCqbwc28JF+CsroVaXMwEAACAASURBVOoY29/ZyZ6DQXzH69GlGczO17n+1lVIdbX43nwdzR/A+/IrmHJzECwWBLsNPRolVl2D6HSi9fQgmK2jzjP4PNG8XpSODkSHY9x3cwwMDM4ewwYAf/nLX3jssceG/eC//uu/DhsAdHZ28sYbb9DV1cWll17KihUrku8dO3aMd955h5kzZxp5BBcaKbTyY8W6aBGxhgbUbg8iAmu81SiiRMhiZ5XWgb23F5cWQenqQjRbQJIgIwPL7NnxUr2treiqhjT9amy33hpvNBaj6+c/Q29uilcXbGoCQcB1400IJhOqIHDYE+P94wFkrx97LEwAOOIqQu+Q+NJNN6FHwvjfeRvBJGG5aDaYLZgmT0bKzUML+JEn5RLctTM+dE2L92sio6r4332HyMGDyYVfslhQ77kHKTvnc+6cgYHBaBk2AFiyZAkPPfTQsB9csmTJsO9961vfIj8/n7KyMv7hH/6Bb37zmzz88MMcOXKE9evX893vfpenn36agwcP8t3vfvf0RmBwbjFAKz8e6JqOIIlgtiBarQjRKFI0ikXSkO1BRLOXyPFe9BioukBbRj5Sl5+OP76E6y4L+ZZ4O5q3N6nRF7OyQFVBPvUnokejeJ//NbH2diRB4P1oEZGoRpkNrrB3o7XX8XLQTlVdKy21bqzNzQhmC5bpM3Fccw3R//5vlIYGBFEEQSR6+DCCqiIVFo558de7qlCPb0MPdSNkTEaecS1YUlsnj4Xgtm1EDhwAkwnTlCmonZ2ILS34Xn2VjPvuR5joAYyBgUE/hg0A1q9fz/r168fU6AsvvIAoxgsNzps3j3/+53/m4Ycf5r/+67945JFH+NrXvsYdd9zBggUL+Na3voVkfHEYnAbRI4eRcvPIfPh2tFAQKTMLz1NPoPV0YJnkRw/qxKQgMVWgMWpnO5PIE0yUd7RT+epmKm64mik+H8HaGuTMbLCY0bxe9HAY2/LlIIoIdjvRvXuIHqsCk8QeKRePI4IoCLSpEtvEPFbEjlHU3cKxsErt859Q0V2PYDJhW7YMMTMLMSuL0I4dRI4cAXQQRASrFef6G8c0bkvTNqK7N53ahm/ei1bzHqarfozgKhi/G5wgcuggABl33Y2cn4+uqvh+8R+onZ2oba3IRYZToYHBuUTKHIBZs2Zx5MiRQe+PlANwcvEHOH78OMWJTOn9+/fzpS99CYBJkybhcDhobW1Nvm9gMGpUNe6q5/Phf+tN9FAIQRTRvB7QdcRJ5URbRNCOcsLigJjOjCIXU70h5PooHV4PW/bUcXdiEdWFPu6EAsnFNXbiBLoOokUm4MwizxfEpkYJy2YumVHAgTY3RzzNtCg29FgUZ6QTweHAtmAR1kWL0Px+YlVVIIBgs8Xb1XRQNUI7dmCZO3dUw9ZDPdhq3wSbBXnu7QiZU1Br3kNr2Udsz28xX/G/xu8eQ/I+C5KEnKgEKkgSenYOtLWi9vYaAYCBwTlGyhyAf/qnf+Lxxx8f9P5IOQAnaWtr47HHHuNvf/sbAN3d3bhcp7zd3W43XV1dRgBgMHYkCV1VUdrbQQC5oDD+9B5R4gt48Wr0jv2omh1HVCNokli9ohhld4TQCRWrzYrD103EZCXzsuVIBYXxOgI5kwjs3IHa1RVf/DweRJsN9xe+SMP+auo9YaapAscjGjv31OAsLuQl92zceowKJ0ydWoJ16qn8hlhVFWpPD1JWNllf/zpyXj7hj3bR++c/x5+sR5kEqHfXIugKYvEypNk3ASDmzSbyykPQVRUvdSyIKVoZ3X2WMjNRu7uJHDmM5aLZqL29iK0tIAhIOZPG71oGBgZnhZQ5AJdccsmQuQAj5QAA+P1+1q9fz+OPP87cxNNNVlYWXq83+TNer5ecnHjy0LZt29i+ffugdmpra9MbyRlkIvQBJkY/JmIfTKEQgqqihCPg9aEHg8gS6KqO5+13EIIhCIWwIyDqGt2vboCQhqjrNNoyCUVChMNhehUFZfr0eKOxGKZIBBSFntpaLKqCrml0FBZywG+jyupjzYlPsUZVDoUm0dbYSTimkJFhY8Wacjz2RAXDurisUDp6GElVUW02GhGgvR2KijFrGlowSF11NfoojsJMnU04gW6PB3/ifghqhMxgEESZxtra8Q0AALG0FKmpieCf/gRWG3okjKDrBIpL6PX5wO8f1+uNlon4u3mh9gEmTj8MhietHIBbbrllVI1Go1Fuu+027rnnHu68887k6/Pnz+fTTz9l+fLldHZ2EggEKCiIn1WuWLGin1oA4Iknnvjcyw7X1tZ+7n2YKP2YkH1QVbqcTvTCQsS8PPRQCDIy0Isy0Xp6IdaFYLGj2HS0CJhVheiJTkSzmbq8MhrteTicNrJpQfR4sLe0IOXnEa7cT8xmwzRtGu7p0+koLEJpacH60kvMmn0J1W1t7A47uIxWpl45j/ePduF2qdx2xSwWTR98/h6JRujesgW8XnIS1wjt3UNQFBFdboorKka3A1CUQ/fh35MRqicntA8hszR+BGCzIhbMJ6u8Yhzu9gDKyojk5hHY9iFKaytawE9MMpHlcmK1WvuZIp1tJuTv5gXah4nSDyMASc2wAcBwT+Qnufzyywct2Cd55JFHaG1txWKx8Oyzz+J2u/niF7/Iww8/zI033ogoirz66qt85zvfMRIADU4PSYrr6XUd9x13IrpdCCYzvb/6v8SiH+OYFUKwhAh8EsAuSDQpeWiChK4I6N29mMvtXLl8Fq5gJoFNmwhu35ZsWrTZcF59NQAZ996H55mniTU1Mq2pkRLrNJpNbjYXL0Y+1gUCXFQ6iQVTsog1NAAg5+cjWOISA9O0MuTiYmKNTXhf/guC2Zw4UxexX7Zs1DJIwZpBqHw9jpYNKAf/eup1sxN50T2JBTqANGkSUkbG6d7lJJZFi1A6O9D8PiS3m1goRLShgegf/gf3nV/AVHrK1bCvX4Ccn3/O+BwYGFwoDBsAbNq0KaUPwHABwMKFC8nMzExGYCe3+WfPns2bb77Ju+++y6OPPsp11113On03MADAMncuoZ078f7xD5gmT4kvUL4QpotWYF6aTXjPfnD2YMvJoNSZQ71fQ/J7yZLg3mIonlkIFCLn5xOuPBDPAcjLx7J4MaI9XobXXFZG3mM/wfvKK8Ram1kvaLRdvIgTifoB0wozuSjcTu8v/2/SLVCwWnFctRbLnDmIFgsZ99yL98UXUbq60KNRRKcL84wZOG9YN6ZxR4qWY7poGVrdh+jhHsTMKeg5F+N9+e14TgSAIGCdNw/71deMi0xP7e4mvHcvgtWG66ab6A2GsHV2EPr4Y4Jbt5Bx731D+wXk5eG68UbDL8DAYAKR0grYbDZz6623Ulrav077cIs/wMMPD18+debMmcycOXMUXTQwGBnb8svRursJ7txB7EQDgiRjmjoVYe31vPfRUaxHLBR1xbDY/Fh6Q0yFuBZfFbGFek81lMjDEwA96kc7/CpqqBXBloVYuoJoj0rkyCG0nh4kWWb6jCaWXhsv9qM0N9P72rugaZhKJqOjozQ2Enj7LQgeQ1SaAXDfuAQ1mocWDKBk5rA7bKVtRw0um4X55XlMzhudhl/MqUDMiW/366pK72+eR+3qQsrMRMzJQWloILx/P4LDgX3lqtO+12pbKwCWigrMZeVQW4tt5SpCiRoJqOqQfgFqe7vhF2BgMMEYNgC46667OHHiBH/4wx/4y1/+wk033cQ3vvENVq9efTb7Z2CQEq23l2hdHZLLjWaJIMomOrv9vPjcBiKiieXeAAQDdERU9IxMpthE1K5OdEVBS5S5Du3eTXDze/EnViWC1nmUoKjhmC8jWiG0/U28H4mgnUqsC7zyMrEjB8n90Y+JHjkCmobt0mXYr7gCgODWLQTf+h/C7+/FOjWx6J3YhZQ/l8DCb/DcW/sJR5Vke3uqWrnuknKWzhpboS21tTW++OfkkHn/V0CSUFpb6f3db4kcODAuAYBgs8Wv1SeZVw8G406GFiuI4pB+Ab2/ed7wCzAwmGAMmyY8Y8YMnnvuORoaGvjJT37CRx99xJo1a1Jm/xsYnG2SPv0zZ5J5z33Y11zF5l4z4XCU8mwrMyfZMKEDAtW4YPoMdFkEVUXt6IzXAtjyPgD2lSuxVSjIGTrIbqKxpchzbyOwL4aACnYrztVroCC+SMcOHSF85Ahqbw9Av0Q4UW9Bj/jQNRvypV/DdOnDYMtGazvAno1/JhxVmF6SzZeumsOVi0pB19n4aS3+UHRM9+FkH+T8gqSzoJyfD5KE5vfHnQ1PE6mgENFuR2lqwvfXlxE/24v3xT+CrmOuqABNG9IvQM4vSPSxd6TmDQwMziIpdUJWq5WMjIykft+XeGIyMJgQ6Ho/n35TeTnWZctoEW2gw+1XzyPTYcFsNmExS0wJdhCsrUN2Z4LJhB6NJGoBqJjLK7AtW4YkNWGfZULInobqVZCm34AWMQM6ud+9n4yHHiLyzW+CzYYOBLe+hzQproMPHzwIqoquqkQPVgJgmrkcqXQ5YunliNNvJNam4T64m/yeVm5bNZPpJdmsmj+FipJsFFWjqXNsf2Mntfixhnq0xBN65NAhUFWkrKxxqTUgWiw4161DsFiIVlcj7d+P2t2NXFCAY82apF+ArqpEjhwG4ot+rP54vz4aGBh8/gx7BFBfX88zzzzDb37zG7xeL2vWrOGnP/0pN944NttSA4MzzVA55gJCXBlgNhOQHdTLGeSWTUbqakX1ehFdbnROVrQ7VdnupLuuHgoR2LQRNAEdASky9NO5Zf4Cwnv2ED16BM/xuPZfa+tBNAmYZ8bzZ6K1tfj++A5qR4i8qMplTVvwPd9N9r33Ilitpz1+OS8Pc1kZ0dpaev77WQSLFS0YAMC27LLTbv8kpqnTyHzwIaJVVfjqanHPnYepvDyZ5W9btgz/22/jf/11gu9tRguHQNMwl5Uj5+bGG9E0wpWVxOrrATBPnRqvCGkoBQwMzhrDBgDPP/88v/jFL7BYLHz5y19m7ty5HDt2jKeeegoYWQZoYHDWEIS4vO74cXyvvYZl4QKUtjYKtRANgoWXNu5ncX4RunYINRBkqhjGVRsi5u1J+vTLhUUIkkS0pobQjp3oWjGRo9UoXcfQdTN6qBMEDTSR1qd/g3XZQUw1dRAKIQhgv+oqpIwM3Hd+gcCmjSgtcXc8uagYs92LVvM6MVmm5zevoHc2INlDINux+CL07voIr2ShYcmVVDd6kCWRktwxFvMRBBw3rEPcuoXwwYPowQCi3YFtxeWjthpOhWi3Y12wAM3lwjRA722ZNx8UlcD2bfEARJKwzJuPY/Xq+AKv63j//GdiDfXJz0SPHCZy5DDuO+40ggADg7NEShVAJBLh97///aDXR5IBGhicTRxrr6b39y8Qra0hWlsDwJpMeDHootoTptoTxpxxEdMDLcxXu8Hn7efTjyBgX7PmlA+AIqN2i+i+AJI7iDnLhzwbAgfieQPh7bsQE3IB06zZWCtmASAXFpJxz71xGaAgIJhkYh88idZ2kOjmX6J3BhGtMRxLZ6DPfYh9f3mbqScOEd65i63SNARR5JqlZTispjHfC9Fmw3Hd9TiuuRYtHEK0O8bUjhaJoLa1xcfVx88gXSyLFmFZtAgtGEC02qBPfZDI/n3EGuoR3W7sq1aBDsEPthI7fpzw/v1YFywYU58NDAxGx7ABwNq1a7ElMn6H4vLLLz8jHTIwGC1SdjZZDzxIaPdulI52JKeLaXPn8l2bk23v7qKtsweXI4f5ebPI14LogKn0lE8/gHXR4n4+AJbyCkL7d2GaZMa+ag7S1FU4O2K0P/6/0WMxcLrIuOYanLfdNqg/fRdL06rvox3/EGXLW0AdYnYZtruewSaIXFZaSuej30HSYyydns/8GUUU57oGtTcQpaWF2IkTiG1tKHY7csEQlf9EccyLf+RAJYH33hvSzwBdJ1J1DK2jE9HpQDCZR2xrqD7EGhsBsK9chWV2op6IruN/602UxhNgBAAGBmeFYQOAoax5DQzOGsOdEQ+DYLdjX7my/4tdHVzqr0fpaUVSHFiLXciu+Bm+6HRDQhmQpI8PgBqNoPYoaH4dXezFKvQiZrkRTDLoOprTju4esFUfjeJ57jmiVVUAWGfOJPOBBxCnXYHc60Lb9UuUbg3vH/8IgkjY0w2ajmoyowsimq6TisDm9wjv3g26jhQM0nvkMLaLl2IfhTxXCwYIJ3T7otOJec7cpHpBaW7G/847g/0M3nkbwWEntGXLKZMhQIrFiNltmKZOS/v6AOg60epqojXxHRtj09/A4OyT8gjAwOCsM8IZMUsuTquJaG0tnqefQlcUQEfKPEKsy4s2KRe5sBDtxC60Ex9hWvU9EMR+PgBaMEispgYUBV2S0Lx+Qp/tjT8RJ2IGoa0N7+9+Q+zoYbK/8QioKq3f/jaa95TMLdjeRrhyHwX/8X8wTZ+JYDGjeroIbNyIIkr4YhomTaU+ezKfVrWyu7ptRB+AWHU14U8/RTCZsCxYgL+jE6G5idAnHyNPLsFcMT3lfVE9Hnpf+F3y6R4gvG8fjrVrsS5aPLSfwQdbCe3ahf/VV9GjUaTsHCwXXYTS1kZw/z78b7xB5oMPpX1MIBcVE9i4kVhDfcIZUEf1eBBMZpzXGu6gBgZni/EtF2ZgMA70PSN2rluH84Z1iC4XsePHERJP16no/d1v0RUFuaSEzL+bizlPQlPNBGszEGd+ManHV+u2DvIB0EOh+Jm1zYLkdCI6HejhMGg6gtmE+/q/Qy+Lu++FP/qIaH09Pc/+Mr74m0zYr1qDffUakGW0nl48zz4bf2LPzASLGcxmopoOgkjA6iR/+rS0fABO5jfYV12BY81VqEuXYkvsekRr0it8kvRMKC/Hfdvt2FfEPx/cvBktEBjSz0AuLAJAaWkGQcD9xS9iu/xyXLfeipabixYMxhMf0+RUjp8w6N96Grsgo0GLRIg1NBBraOgX9BgYGBg7AAYTkJHOiMX2tqE/1Pds2mFPJrDl/OOjaJW/Q41MJhKyo3TpRLttWOfdgfLx/4fecRRNmxz3AaiYju3SZfS+8AKC1Yp52jTQNSwLF9Pzu98gAs5bbsV18y101NZi+/kz6J5uQh/tIJKoe2FfsZLMr3w13idNI7h1C7HaatTWVkSnC8fKKxDzC9i98zA+i4srxU4swS7mzZtMU4ePqkYPTZ0+Zk4e7JmvhUIAiK5TeQKSK34MoYdDqW+srhOrrkEN+LEVFccTIZcvJ9bSTKymBqWlOe5nUFVF+OBBTNOmoQPRw4fiukhRTuQW2E+16XBCIIAeCae+foJYUxNyURGW2bNBT4gw9fguj9LUCAsXpt3WSIyYy2BgYGAEAAYTmDSfBrVQCN+fXjx1Nq3raAE/gtmCCGgjNKdD0gdA8/YS2LgBPRyK7/SrKtjtOK++mt4Xfouu60jmkZPe0LQhX056Deh6PM9AiL8qjOL0Wy4oIHr0KKGPP0LKzkbo6SZ08GDivdT2wYHN7xE70YCuaYQ+2Epo24fYLl7a72eG8jPQIxFEux0pOwe120Pwg60IJjOBLe8j19USs9kGJQOOlGdwEtPUaUl5YuTAAaIJ46DxYKRcBiknO637ZWBwvmMEAAYTDrm4hMjBgwQ//CDxik7www/j/5U/OOM9+N57KO3t/c6mo1VV6JEInU8+iW1BBvqJBqRQENk2BVN2EKXyNQDE3FkI+UWoPh/R2hqkzCx0Pb7ohQ4fxjL7Inpe+C2JEkH43ngDxe9FrjyA1t2NIAjYli9H7fCgtrSeKicsaAS37wDAUjEDubD/NUrCEAiGaRQ05MVLqdzXkNIHwLZ4CZHKSpTmZnp+/RxyMIhityNlZcXljCMQq64mvHs3gt2GIMkIooQWDuF/9x0EqwXJnYFcVIRodwzhZ1CEY+1a9JiC98U/4n31VdSuToTEo7umanQ98zTZj34P89SpKfMMRppf0+QpqX490mKkXIbIoUNGAGBggBEAGExArAsWED16hFh9Pf633ky+bpo6Da2iov8P6zqxutrk2bTodAIQa2km/NFHxBpPEGtpwpqpI5mj2Kf1oh/5EwBi/jyksivQ/IFTz+GCgJSXh9rYGLfzPXKUWH0Dgs2GHo6geb0E/vYGUkIyYL3kUswlpWQ//DCthw6g9XoJbt2S7J6YkUnmAw+ghUL9ruFy2TgRk8mOeGmta2GPtQFBEEb2ATCZyLjrboLbtxE7fhxdlrHMm4fj8hUIKXYmTuYPuNbfRHj/PvRwGC0cQu3uRnRn4LrplqRkb5CfQZ+27ddeR88zTyMIInJJEeHCYuw9PcSaGul9/nlyH3usX56BbeGieLLg9m0EN2/GPGPmiPM7ktJjNIyUy6AZ9QgMDAAjADCYiAgC7ju/QORAZXyh45Ruv7Ourv/Pahp6NDrobNo0eQpadzeizYYaCoJrDpY5biRnfHtfzJ+LNHUlIMTP510u7BUVSAWFaAE/8qor8L71JnosinX2HOxXXIE8aRLdzz9PrKMNTTaTfcMN2K+6Kn5BSaLgF/8vPc/9N9GjR9EA8/SZZD/4IEjSoGtYA34uz8ih/b33ceghxBkFLKgoSOkDINjtOK6+BgBPbS3OAS58w3Eyf0AuKiLrkksI7d5N5PAhiMawzJ835A7CkFn9Hg9YLJgnT2HSD39IbW0tkwoKaPnOt1E72kBV+9VmEEwmTOXl/fIMzBXTh53f8XIBHDaXAZAm5Y7LNQwMznWMAMBgYiIIWObNj9vKjoQkIU2aFH/K/GAr1iUXo7S1EaupRrBYyPjqA/Hs+xE4eT4vulw4r702/lo0SujQQQRZJuuRR0AQ0IIB7FdegdrRgSccxjRr1qC+ZD708IjX0Px+tCOHUX0+5Lw8chwmRLudBcsqxm3xO9HuZX9NO75QhLxMB8tmF/fLHxBsVjSfFyWRbDmaBVFLZFTokTCBDe8inziBf8qUIRMsRhyNrqNrevJj4+0DMGwug82GdZySDA0MznWMAMDgnMe+5iq8L/6R0McfE/r44+Tr1iVLUi7+QP9aANu3I+XnEf7sM9B15JISEIRB59piMIi3qSl5rp3ONZSWFpTODkTZjC4JRKurQNPjUr5xWvw/PtzEu5/UJeV0x054+PRoCw9eMwcpYazU9dOfoieSFQWTicj+fcgF+WmNwzJnHii/J3q8Dq27B8Ek4du1Ez0cQZ46FSRpyNoMsdpaBFlGLipKrxaAphHau5fowQNofj9yXh7Wy5YPSiQcjqFrM8RzGfqqKAwMLmSMAMDgnMc0eTLuu+4mtHNHPOvc4cQyb17aT3qiw9G/FsDJ1202nFdfDTDoXNtfWQlVx5Ln2qJjZNtdze9H88VL9IouB4LNjtrVhR6NoNTXj/jZdPEFo2zafRx0ndWLSsnPcrL7WAtVjR7e3F3P3XfdjecX/wGSiJSVhWXuXMyFRQQ//STtcYg2G2JmBlp7O2rQj6CDrmkIooBpymRg6NoMCAL21WsQ7Q4i+z5LWQsg8N4mwnv3Jq8b9fuJ1tXhvvMLmEpL07ofI+UyGBgYGAGAwXmCqbgY0+13jPnzA2sBmPLysSxeHM8r0PVB59qqIGBSlX7n2iMRO3wYJBnz1CJsK1bGr5GZRfeLf0T1dMXlg+Lp+XI1d/lRVI2Zk3NYOT+eTT+1MJMn/rCDxg4fWK0IFgum0qlkf/s7CKZ4smHM05X2ONTWVuT8Aszl5WhRhUBHO66p04i2t6H5A3HDoyFqM1jmzo0//ZO6FoA6ZUp88TeZcN10E3JePuFPPyH08ccEt24h4977RnVfRlvIyMDgQsEIAAwMEshFxTiLRt5iHutG/cmzc8FiSeYZaH4/wp9eHF07ms5n1W3UtfTg8XjoVe0srMhHEOIyRejjOQDDeimMehyJ2gzhPbtR2tqwuCrI+da36K2rw11Sguc/ft6//aFqMwxkmL6pba0AWCoqMJeVA2BbuYpQwlcAVQVJGu0Izgx9alZIHg8Rvz+uZDBKGhucAxgBgIFBKgRh0Lm2WFnZ/1w7BZY58xCEPxFrPEHv888jTysl+EFc+y7lF6T19K/rOr/fdIDjLXGJWzAYpMVbxcHjndy9dg7Fk1zIkkjVCQ9b9zVQkO1g99EWdF1ncr4bQRRTn88PfeHkmb2uqugBP6HPPkN75mmEJRfj27O7X75EKlL5AAiJKqSq13uqC8FgfJfEYj3tnZJxY0AugxgM4m9v65/LYGAwgTECAAODNBh4ri0Fg+BwJM+1UyHn5mJfu5bApo0Ed+2EXTsBEM1msr5yf1p92FPVxvGWHjIcFtYsnkpzSwuHmyPUNnezt6qNxTMKuPriMt75uIatn53KK7BZTFx/acWQ4wCS5/M+Xaa90YPTZqYg25HYVehfm8G+ahXRY1UENm4gcuwYcmsrsdzcfvkSqUjlA6BFo4h2O0pTE76/voyUl0f08GHQdcwV46eWOF0G3hdfcwti1bF+uQwGBhMZIwAwMEiDgefaWjhCxpVXpvX0fxL37XdgqSjHv+UDNL8Xc2ExjptvRs4Z7Ps/FCfa4wY2qxdPZV5ZHg78FBYU8Oq2YzS097J4RgFLZxVSmONgX3Ub/lCU/GwnS2cVJc2Fhjqfl2fP4Z3jAfa//ElSPVCQ7eDWVRcxKcM26MzeMnsOUlYmvjfeAJsN+/LLT+VLpMMIPg8IAqLFgnPdOnyvvUa0uhqqq4G4FbJjzZq07/eZZuB90aw27AUFyVwGjADAYIJjBAAGBmmihgJEjx5BaW1FFAVirbP6BwCKgvf114kePQqA9aKLcK5f32/LWsrNxzr7IjS/Hyk3Fymx3T0qhitqkKAk1z2snTAMPp9/b3cd+2raMMsipQVZdPQEafUE+MuWQzy4ro9BUN/r6qfyCHRdG1VOgdLURGT/PgJbt6L29iJYrFgvugjrnDnJs33T1GlkPvgQ0aqqZFKmqbx83J/+laYmIgmpDp19vgAAIABJREFUoZSbi23JxQjpBjIAuk60uppoTQ2Sx0MsO3tc+3ehcdrzYTAqjADAwCANorW1eJ5+Cl1RgHihoJ5nf0ls7dW4b78DNI2On/wEJZHABhCrqyW0dw+5//KvIIqEdu8muPm9UwtpdTXhvXvJuOdepKyslH2YnOdmf007m/fEt/ebm70cae0EoLQgY8xj21/bAcB91y2gMMeJomo8+/reRCDgZ9KAM/vIsaME33sPXVEQgNDOnWmPI7R7N8H3NhGprEzeS4BgZwfhyn0U/Mf/SQYBot1+RrfRT3c+5KJiAhs3EmuoR8rOQQyH8QcDCGYzzmuvO2P9Pl853fkwGD0TJJvGwGBi0/u736IrCnJJCZl33Y0+P74wBTdtQunowP/aqyhtrYg2G66bb8J1402IVitKSwve115D8/sJbXkfAPvKlbhuvQ1zWTl6OExgw4a0+rB4egHTCjPxBiO8uu0YWw604Q1GKCvKYuH0wUWS0kHVdPzBCLIkUpCdqAUgiRTmxGsq9PgjWBcswFRaiubz4fvbawQ3vIuuKFhmziJ2w7q0x3HyHsTq60FTEcxmzGVlSDk56DpoPb14nn12TOMYLeMxH6c2I4T4dsjJF3SSRykG6TEe82EweowdAAODVGgaaqLUcM4/PopotxObPBlrbw9KYyORg5VEauLn1I6rr8F5/Q3Jz/neeJ1YTRXqvHnoqoq5Yjq2y5YDYC4tpevnP0Npboo/9aTY3hYEgS9fPZd9Ne3UNnfj8XhYMqcsLgMc49AkUSDLbcPjDXHweCdzp+XS4w9Tl1Aa5GbY+53Zh3fvRu3qwlJeQdbXvkZPXR2uyy9Paxxqa2tcRaAoIIjYV11B5r330vXznyGIIqrHQ6y2eowjGR0n+3I68xFrakIuKsJy0WxAJ+jx4MjKJnrkMEpTIxiWw2kzHvNhMHqMAMDAYBSk3DJLWOwO5JQ2/9ST4VieEgVdZ1aglfKeejw9HgpCTgTyR91OX1bMm8zfth/jrx8c4d2PawhFFTRNZ3pJNnlZifPXRG0GwWZDaW9HLshPfiGrAX/czCimENjwLua585CyMuPBQkcHotOJec7cwfdA0z63J+VkbQZvL4EN76L5/YhZWXGPAXl0X4umadOwzJ1Le20t5mCQ6JHDo/q8FgwMulfpWh6fL4zX34fB6DACAAODVIgiUl4eSksLnU89hW3VCqR9+1CaGhFEEcu8eaieHqJV1QQ2bYx/RtAJbNoEgGX6zLTqDaTkDOnOF1bko6gaWz6rJxCOIYkCCyvyuWZpWVIKeJKB4xB6e+jcvBnN50O02wjv20do9270WBTRdip5K7xvH/YVKxAkCUE2oWs6wW0fEK2rRfP2ovb0ICBgqZgxpjGMFrmwCNXni0s6M7MQLBY0rxctHMa2fPmY/AzElmaCCcWCafKUtPoxsMYExO9VujUmzhfG5e/DYNQYAYCBQRpk3HsfnmeeJtbUSOyPLyKpKsgS9qvWIufk4r75ZiL7PkNpbcX3xuvJz8mFRUklQKp6A6k4k7rzi2cWcvHMQgLhGDazjCgO/YU7sG6CqaEeLaYgZrjJvOvLaMEg3r/8GT0UxHzlauxLL4lXaty+jdCOHdiWL0dXVSI+L3o0RqyuDkEAURQRMjLJfOCBMY9hVOj6qWOTPouLIICgpffkOdDPQAoG0ez2pJ9BOgysMXHyXqVbm+F8IZ16HAbjzxkJAHp6eti6dStHjx7lpptuYubMmQDs2bOHjRs3Jn9u9erVXHLJJWeiCwYG44q5rIy8x36C95VXiLU2owgS2TfcgOXkOa8okvuvP8b/xt+IHj6CBphnzsJ9441JGeCI9QbS4Gzozk/6BYxE33GEmhqRXG5y/ukHSBkZ8V2Kv76EroN14UJM5eWYysuJtTQTq6lBys0l48tfJrxvP8EPt6J396BZLVhmXkT2gw+eNYtftbUV0eXCXlGBVFAYn4+cSQR27ogfZ6Rz5jzAz8Dv8eBYtDjpZ5CSIWpM9L1X6dRmOJ843b8Pg9FzRgKADRs28Oc//5mjR49SVlaWDAB27NjBzp07+bu/+zsArFbrmbi8wUQmDa38hMVmxTxzBlJ2FsFwGDE3t//7oojzxpvhxhHaSKwrAqPXz59q4/TORsfjzFkuKsZZWET3Jx8jWSxIA7+kNY3AG6/je+klJJcLrc/CLhcV48zMIrB1K0owBMEQakNDPH9iPAOAPj79AOapU5M+/ckzZ11PzoemqaOfj0RuhGXefNpra7GWlY26m7qqEtq+DdXjQXQ6+1kgD8twYzvHSaceh8H4cUYCgDvvvJM777yTe+65Z9B7F198MQ899NCZuKzBRCcNrfxEZeBZrRgM4m1qGtVZ7WnrzifambMgoOXmQm9vv9oCejiCHvATrjwAJjme7BeLIeflx42TYjGaH3wQXT3lAxCtraHp7++n+Ne/AVPqXYiUDMiXAIgeOZzMl5ALi9B8PoK1NciZ2WAxo3m96KPIAThtBAEpO5vorl342toQ3W70aAS1u/vUvRrl2Fhy8Znvt8F5w1n/xq2srORXv/oVe/vU+ja4MEillZ/I9D2rdd92O9rCuENecPNmtEAg5efHQ+fcV4/vf+tNpO3b0Xy+MZ85u2+7HfuKlaMax6BxXboMwWolWluD769/JbR9O1oohC5ICGYTcs4kJEfcU0Dr6UELBOn8l3+OL/6igHnWDMwzZsYfwWMKbT/60aj7MBR98yWc69bhvGEdosuVzJeIb/HHf1bvu9bHt2bGpQ/poHMq7z2ecCkMfmMAI41NqKo68502OG84q0mApaWlNDU10dTUxJNPPsk3v/lNvvnNb57NLhh8jqTSyk9YhjirVQUBk6qkfVY7LjrnCXjmrLvd/WsLOJzEamrQHRLuL3wRtbcHyeki8MFW1I4OIgcriba2xcdfMYPcH/8EgI4f/pBodRVqW8uorj8cA/MlTo7/ZL6E5HAgOl3Yy4fIAehKMwfgdNF1NI8Hc2kp1mWXoXq6kJwuYs1NqO3tw87HSGMT29vObJ8NzivOagCwfv161q9fD8Ddd9/N6tWrkwHAtm3b2L59+6DP1NbWns0uDslE6ANMjH6cTh9MgQCCqtLV2Ul7oh3J40FSVYKBAL1ptn3W74OuYwoEQFXx1tWhJ3Ti3d3dyaMAXRz57FpoakQOBgl0e+g42f9YDFMwCJJET21t+guOwwlz5gLQDFBXd1rjkEYxjqGoa22F4uL4P5qGBR1d0+goLESbNg0Aecv7iKpKR0cHpoRXQiQUSs6lxe+PdzEW4/jLL6FfNBt9lDlCfX8vpK4uxGAQX3MzWqLegtjSghQM4u/qQkvMh64oKNMTi2wshikSAUUZ3XwM04eU9J2PoiL0KfFjHKmhfsT5GGlso+7DGWSi9MNgeD43GaDJZEJV1eT/r1ixghUrVvT7mSeeeIKyMSTVjCe1tbWfex8mSj9Otw/eeQsINLdg2rMbR3Z2XCu/ZzeaJOFauBhnGm1/XvfBO2MGsePHMe/fj2XhAporK3F2dyO43WQuXZqyJLCWn0/Pp5+iezzYW1riOufK/cRsNkzTpuEuLx91n8ZyLwaOQ2lrIzSKcaTTh47CIpSWFqwvvYRt1QpidXWEPF0IJhMFa9bQ9clulIZ6hMYGXL/+NWrQh5rICxHNFlw1NQhNTaPygB/Yj7DXS6C1FbG6CnthIaATrK5Cs9txLlyEqbz8nJ2Pkcbmyy/43L8nYOJ8XxmMzBkJAJqamnjzzTepqqpi06ZN+P1+7r//fn74wx/icrmwWCz8+te/5utf//qZuLzBBCWlVn4C41h7Nb2/f4FobU3cPCYYBIcD++o1aS2aE0XnPHAcAAhC2uNIh4GeCfFrkPRMyP/3f6fpK/eBohKtriJ+2C2AJJHz/f9F5MABorU1BDZswP2FL4ypDwM1+idJ5ksIwjk7HyONTauoOBvdNjhPOCMBQCixtXfllVcCcPz4cQBuvfVWPvjgAzRN4z//8z9Z2ackqcEFQBpa+YmKlJ3d76xbC0fIuPLK4TO1h2Ai6JwHjkNyurDMnTuqcaRioGeC7MrAfsUVpzwTTCaKn/8tHY/9C8qJxoSRUCaFv/gFmEyYy8tP3wN+QL6EDphKp/bLlzhn52OEsXWmexxkYMAZCgAqKip4/PHHB72+ePFiFi++cOwtDYYgHa38BEWw27EngtbO2toxLZoTQefcdxzpMFSNdrW7m8jBA8gnThBsahxUt13MyRnk6tfPf8BkItbtRVNUBF1HUGIQi+F94w2ihw8TO14XNxYawRugb3tSOEzMYunvZ6Dr6JqeTOofKoxINR9KVwf+V15FaW1FcrmwrlyFbZy/w0Y7H/EPnfIfOFsM9XvQd85Tzse57AFynmJYARsYGAzLUN4F/vc2I5pNCLKMEAwS6upK6WfQz39A0+I+75xclHVUn4+mv/8KgtMBigKKihKJ0PFvPxnSIyKlL0MKH4B0dhWitbV4nn4qXr0QiAHhw4eIrb0a9+13jOo+nuuk8rBIOR/nsAfI+Yxx1w0MDIZkKO8CU8lktNZm1I4O7CtXoqxek5afQV//AfVEQ/xFAUSbFSlnUvLn9EAQaVIupsmTkdyuYT0iUvkypPQBSIPe3/0WXVGQS0rIvOtu7An5ZnDTJpSOjrTaOB9Ix8Mi1Xycyx4g5zNGAGBgYDAkSe+C8gpsly3HXFGBbfHi+LG8JGFbdhn65Mm4broJBOHUmf1ABvgPKAmrW8HlxnzRbLK/8x0EsznxUR33zbeQ86N/wXHNdQCDPSIGtGcqL0edPx9TWRm6qqK0NA/SylvmzMG+chVAvG5CKjQNtb0dgJx/fBTbFVeQcf/9yMUl6LpO5GDlmO7puchQvwf95lzTUs7HQA8Q5w034FgbT7ac0B4g5znGEYCBgcGQDFWjXdO1wT83Cue8fhvvfT8niHFPflHENkAOnHZ7QzEOrn4X+lPSUL8Hw815yvnQBv/+GHx+GAGAgYHBkAxXo10QEgVsduxAUGL49uweuW67ICAXFxM7fhzfa6+B0wXd3eg+H9FDh+hubUKPhAABUZDwv/563CNi0yYALNNnjtieZeECxMpKYrW1CLKMXFSE5g/0q5sAOsEPPwTSrJsgikh5eSgtLXQ+9VTSz0BpakQQxfOi8E66DPd7kJxzUUw5H6ayCqJV1QQ2JarBjjS/BmcNIwAwMDAYkuG8C+SiIpBNBLdvQw4GidntKfXzffXultJSwj3doIMWDqM1h4k/OwroDltaHhGpfBlS+gCkQSo/gwuFdDwsUs3HuewBcj5jBAAGBgbDMpxWXuvpJlx5AH/jCewzZ6XUzw/Uu1vnL8D/7luoXR40QJqUR+Hjj+Pf8E5aHhEpfRnS8AFIRUo/gwuIVJ4JKefjHPYAOZ8xAgADgwuFRA35yOGDRA8cBEVBLixMqW0fSiuvdXfHz+wBXdcGnf0Op59P6t3DYYJ796KGooiAOT8fZLmfR4TS1ERg08Yh/QcGatGH9GVIwwcgsmcPwQ8/QPX5kAsKcN9yK2JOzqlxhPwoLc1onR0owSDRjg4sKW/06Ojnj+B0Yp4zt79+fqKQ8GQabs5T+mScwx4g5ytGAGBgcCGQ0MVHjhwmVlOTTI6LtbSMWtveVxM+lA9ASv28otDy8MNokXCyzfD+fTQ/9ABFz/4KZDml/8DJ105ed7jxjuQD0PunPxF8/71kblvsxAnCn31G9qPfwzx1KuHPPsPzzNPJxDW1y0P0d78hdvQw2d94ZBQ3f3gG6ucBwvv2ndLPTxBS+QAYnJsYey8GBhcAJ3XxSksLgtmMVFKMuaICKSMDPaakrW0fqAkfygcglX7e8+T/ji/+koj14iVYFy8BUUAPhel44om0/AeG0qIPNd7hfACUtjZC72+OX2P5ctxfugtTcQl6LEbv888D0POrZ0HTELKzcN90M5ZEBcbwRx8Rra8fdM2xMFA/b18Rf4I+qZ+fCKTjA2BwbmIEAAYGFwAndfHoGsgyuf/yY1y334FcUoLocqatbR+oCR/kA6CqKfXzkYa4Dt+6YBE5//g9cr73Pazz4+fqyon6tPwHBmnRB8jSUvkAxA4fRtd1TCVTyLjvfhxXXsmkRx+Nj7GjDWIxNK8PHcj7t3/Heccd5PzgB4hZWaBD6KMdpz0nQ/kZ2JYv76efnwik9AEYB6mlweeDEQAYGFxIJL6rx/qHPxpNeMprDKMJH1f/gWF+RuNke32uMUx/hq5EML6ModzRWWM0c25wbmHkABgYXADIxSVEDh4EUQBFof2xHyNYLageD3owhGA2pyWPG6gJH+QDIEkp9fPyh9uJ9h4kvP8zup54AgQtac9rLp2Wlv/AIC36gMz+k+MdzgdAKixEEP5ErPEEvc8/jzytlOAH8fel/AIwmRDdLrSeXtp++EOsK5cTq65JJD8K2JYvP/1JGcLPQGlr66efnwik9AEYS7VGgwmBEQAYGFwAnNTFa8Egsdra+NYzgCQhWK1pa9sHasKH8gFIpZ/P/cEPaH7wq+jhCOHP9ibbFqw2cr73PZDllP4Dyf4krtvp6R5yvMP6AAgC9rVrCWzaSHDXTti1M96e2UzWV+4HIPOBh/D87BnUbg+Bv72RHIf1kksxl5Smd+NTMFA/H7+GkNTPTwTS8QEwODcxAgADgwuBPrr46KFDhA4cQI9FMRcWj1rb3lcTPpQPQEr9vCxT9N/P0fX0k8Rq69AAU+k0cr//fUhk+KfyHxikRR8QAKTjA+C+/Q4sFeX4t3yA5vdiLizGcfPNyAkZoHXhQvL//ad0P/88sY42ZIcLx9q12K+66rSmoi8D9fOS04Vl7twJ8/R/klQ+AAbnJkYAYGBwodCnhrzrC6fX1ElvgPbaWmxlZYPeF3NyyHzggREakMn5X/9PWtfo167dnnwtrp//dPj6833GCwlfgY0b+nkIWBYuxrJweLmdVFLCpB/9aPhO9qlxLweD+JcsGXWN+776+bRJeDrEEmoE89SpZ9yeeKj5GBXD9dk4QvjcMAIAAwODc46U9ecHcEZ07ANq3Iuqiq+t9czXuB/B44AlF5+Za54uafgyGJx9DBWAgYHBOUeq+vN9OVM69oE17tVVV5yVGvcjeRwIVROztG4qXwaDzwdjB8DAwODcYoB+XjCZUAUBk6oQq6lBaWnGXDE9+eNJHXvFdGwJUyJzaSldP//ZKR37GJ5AB9a4b6+txZGVhe+N189ojfuBHgcA6Dr+t978/9u796Aor/t/4O9nYQFB0EUuisbLQgU0ihJihUCiopJAwKmKZloxMfOjaho13h2rbS5jC+lgGpqkHWpj1K9x1InxMtQAahIDeEG0EZ2owIKDCIhyUa7C7vn9ga6AoqA8zy7s+zWTiXtY9nzOfpaHD2eecw5UN8pk6/dZPC7m5mtFgJ+fCaOzXJwBIKIeqzO/tmVfx26qM+574lr8nhhzL8YZACLqWR6xfr79+fOtybWOvf0Z91YVN1F7tmVZo5xn3D9ujwPhPlC2fp/Fk/ZlINNgAUBEPc6Tzp9vTa517O3PuLfS62GwspL9jPvH7XFg8PKSrd9n8cR9GcgkWAAQUY/zxPPn25FlHXu7M+5r6uvgNM5f/jPuH7PHwc2CAvn6fRad2JeBlMcCgIiU1w1rwp94/nw7z7yOvaPXHTYCAiqIigrYarXK/EJrt8fB02jZRyEb+vJyqBwcINQ2EDU1AGRao98NMVP3YgFARMrqLWvC241DVVeHmhtlPWIc7fdRaL5+HYb6eli7ukDl1K9n5oO6jKsAiEhRvWVNePtx6INDesw4Wu+jYDd2LFR9+kBSW0OytoZ96NQeMw56NiwAiEhR7deE244eDfuQlwGgZU14D9F+HAattmeMo90+CkKvh0qjgc3o5yHZO8Cqn1PPGAc9MxYARGQavWVNeA8eByf3LRvvASAiRfWWNeHtx6EquY66vJbdAc16HO32UZDs+0BfWQHD1auwdnWFvroKDaezAJj5OOiZsQAgIkX1ljXh7cdhVVcHg719jxhH630UAEDUN0A0N0M0NaPu6DEAPS8f1HWyFABVVVX48ccfcfnyZcyYMQPe3g92xbpy5Qq+++47eHt7IywsTI7uicic9ZY14e3GUVNRAYfx/j1iHO33UbDzGwfJ1gaGO3d6bj6oy2QpAFJTU7Fnzx5cvnwZWq3WWABcunQJkZGRWLFiBRISEnDx4kWsWLFCjhCIyJz1ljXhrcZxQ6eDnVZrkjCai4vRePECrIuKUFd8DX1eCID0hE2OWu+j0JU+DDU1sHJ17VQfZN5kKQDmzJmDOXPmICYmpk37F198gaVLl2Lx4sWIjo6Gn58fli1bBisrKznCICLq9eqzs1F37CggBKS6OtTfuoWGc+fQL2Y+rDSabu8DAJCX1+19kPIUXQVw/vx5BAQEAABcXFzg4OCA0tJSJUMgIuo1DDU1qP/hewCAfUgImidPgY3WE6KhAbWpqbL04ThzVrf3QaahaAFQWVkJR0dH42MnJyfcunVLyRCIiHoNfWkphF4PG08v9AkMgnjuOTjOmAFIEpqvF3fLEsX2fdh4eXV7H2Qaiq4C0Gg0uH37tvHx7du3MWDAAABAeno6MjIyHvoenU6nWHwdMYcYAPOIgzE8YA5xMIYHzCEOpWOQiq/Buq4OtZUVKL/Xt06ng7quDrCyQpVO98w38j2qDzQ1PbEPc8gHPZ6iBcDYsWNx5swZBAUF4ebNm6itrcXAgS3nVwcHByM4OLjN8+Pj46E10U019+l0OpPHYC5xMAbzioMxmFccpojB4O6OqjNnICoqYF9SgtLmJgwoL0dTnz5QjxgBJ0/Pbu/Dyt0NDTnnH9uHueSDHk+WAqC4uBjJycnIzc3FkSNHUFNTg7feeguLFi1CVFQUVCoV9u/fj+XLl/MGQCKip6RycID9lCmoPXIEdRnpsK6rQ5O9PVR9+qDvtGmy9GFs78Y+yDRkKQDq6+uh0+kwadIkAEBhYSEAYNSoUUhOTkZKSgpWrVqFV199VY7uiYgsht14f1i7u6Mh5wJqrhXB3tsHtv7+UHXjEr3WfRhqa6B2c+/2Pkh5shQAXl5eiIuLe+TXvL2922wMREREbRnqatGQnQ19eTlUffvCZvTzUA8e3OHzrT0Go6/HYNzQ6dBHpqn3+31Q78GtgImIzIi+ogLVO7ZDNDYa2xp+/hkOU6fCbry/CSOj3oanARIRmZHaI2kQjY1Qe3rCadZs2Ae37NZXd+wYDLW1Jo6OehMWAERE5kIINBcXA5IEx6gZUHt6ok9QENRaLYRej+aS66aOkHoRFgBERGaIx/CQ3FgAEBGZC0mC9eDBgBC4c+AA7ubloi4jHU06HSRra1h7eJg6QupFeBMgEZEZcZg6DdX/twN3dfm4q8tvaZQk2E+eApW9g2mDo16FBQARkRmxcnaG5v/Foj47G83lN2DV1xG2zz/Pv/6p27EAICIyM5K9PexDQkwdBvVyvAeAiIjIArEAICIiskAsAIiIiCwQCwAiIiILxAKAiIjIArEAICIiskAsAIiIiCwQCwAiIiILxAKAiIjIArEAICIiskAsAIiIiCwQCwAiIiILxAKAiIjIArEAICIiskAsAIiIiCwQCwAiIiILxAKAiIjIArEAICIiskAsAIiIiCwQCwAiIiILxAKAiIjIArEAICIiskDWSnZ29uxZpKWlGR9PnjwZEyZMUDIEIiIigsIzAJmZmThx4gQ0Gg00Gg3s7OyU7J6IiIjuUXQGAAACAgLw+9//XuluiYiIqBXF7wHIycnBli1bcO7cOaW7JiIionsULQCGDRsGrVaL4uJizJ07F//4xz+U7J6IiIjukYQQwhQd5+XlYfLkySgqKgIApKenIyMj46HnRUdHKx0aERH1Alqt1tQhmDXF7wG4T61WQ6/XGx8HBwcjODi4zXPi4+NNnkCdTmfyGMwlDsZgXnEwBvOKgzGYVxw6nc6k/fcEihYAGzZsgKOjI2xtbfHll1/inXfeUbJ7IiIiukfRAmDmzJk4fvw4DAYDPv/8c4SEhCjZPREREd2jaAHg7+8Pf39/JbskIiKiR+BWwERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFYgFARERkgVgAEBERWSAWAERERBaIBQAREZEFUrwAuHLlChITE5GSkqJ010RERHSPogXApUuXEBERAbVajYSEBGzevFnJ7omIiOgeRQuAL774AkuXLsXixYvx9ddfIyEhAXq9XskQiIiICAoXAOfPn0dAQAAAwMXFBQ4ODigtLVUyBCIiIoLCBUBlZSUcHR2Nj52cnHDr1i0lQyAiIiIA1kp2ptFocPv2bePj27dvY8CAAQCA9PR0ZGRktHm+Wq1GfHy8kiESEVEv4OrqCq1Wa+owzJtQ0JIlS8Snn34qhBCivLxceHh4iObm5g6fHxcXp1RoZh2DEOYRB2N4wBziYAwPmEMcjOEBc4jDHGIwd4rOACxatAhRUVFQqVTYv38/li9fDisrKyVDICIiIih8D8CoUaOQnJwMg8GAVatWYdWqVUp2T0RERPcoOgMAAN7e3vD29la6WyIiImrF6v3333/f1EE8ztChQ00dglnEAJhHHIzhAXOIgzE8YA5xMIYHzCEOc4jBnElCCGHqIIiIiEhZZj8DALScH7Bz505UVVXBy8tLtn6ampqQkpKCAwcOoLCwEN7e3sabFO/cuYNdu3bh3Llz8PLygq2trWxx3HfixAns27cPEydONLalpqYiOTm2T5cEAAAOmklEQVQZ/fv3h4uLi6z919fXY9u2bTh69CiAB9W0UvkAgGvXruGrr77CyZMn4ebmBo1GA0D+fOTl5WH//v1ITU1FcHBwm691lIPuzk1VVRVSUlJw8OBBuLi4GF/z5s2b2LNnD44ePQqDwdDmr5zuzo1er0dmZia+/fZblJWVwcfH56HnbN26FTdu3DD2J0duHpcPnU6HL7/8EmfPnoWHhwecnJwAKJcPADh+/Dj27t2L3NxcjBw5Emq1GkD35+NprlFy5CMnJwe7d+9GVlZWm/e8o3aga/l43GccACoqKpCYmIghQ4agf//+AJS9LvUWZn8aoJLnB+zcuRNbt26Fra0tDh06hNdeew0AIIRAeHg4Ll26hLy8PLz22muQe+KkpqYGy5cvxwcffGBsS0xMRFxcHGxsbBAVFYWLFy/K1n99fT2mTJmCrKws2NnZGQ9vUjIfZWVlCAoKghACkiQhODgYV69eVSQfmzdvxqlTp7Bx48Y27R3lQI7cpKamYseOHdixYwdycnKM7cuWLcP58+dha2uLhQsX4l//+hcAeXJz584dbNy4EceOHcOuXbse+npaWho2bNiAb7/9FoB8Pysd5eP06dOYNm0a7t69i+rqamRlZQFQNh+7du3Ce++9B3d3d2RmZiIyMhKAPPno6jVKjnzcuXMHMTExqK2tRWVlJV588UXodLoO24Gu56Ojz/h969evx6effoq8vDwAPGfmqZlk8WEXLFmyRCQmJgohOrd3wLPQ6/Vt/u3u7i6Ki4vF8ePHRUhIiPFrU6dOFceOHZMlhvtWrlwpdu7cKTQajTGewYMHi+LiYiGEEElJSWLx4sWy9f/ZZ5+J+fPnP9SuZD4OHz4sIiIijI9nzJghDh06pGg+7OzsjP/uKAdy52bevHli7969beK474cffhAvvfSSEELe3Ozfv1/MnTu3TVt9fb0ICQkRCQkJYuHChUIIIXtuWudDCCFeeeUVcejQoTZtSufj7bffFlu3bhVCCNHY2Cjs7e2FEPLko6vXKDnyYTAYhMFgMD7+wx/+ID755JMO258mHx19xoUQIjMzU7z55pvi1VdfFWlpaUIIZa9LvYnZzwAoeX6ASvXg7aiursbdu3fh7OzcJgYAmDBhAn7++WdZYgBaxpyfn2/8SwJomRKTJAkeHh4AgBdffBH/+9//ZIvh+++/R1hYGL755hscPHgQzc3NxtiUykdAQABycnKwceNG/PnPf4YQAlOmTFE8H/d1lAOlc9P6c1pYWIjBgwcDUP6sjbi4OMTGxqJfv37GNiVz09TUhKysLIwePRrbt29HdnY2AOV/VsLDwxEfH4/NmzcjNjYWf/rTnwDIk4+uXqPkyIckSZAkyfi4sLAQQ4YM6bD9afLR0We8ubkZ69atQ1xcXJvn85yZp2P2BYApzg8QQmDx4sVYvXo17OzsUFFR8VAMFRUVsvRtMBiwfPlyJCQktGl/1PsgVwwAUFpaio8//hgXLlzA119/jcjISAghFM2HRqPB3Llz0dzcjKamJuMFT8l8tNZRDpTOzX1lZWX44IMPjNPiSuYmNzcXGRkZmDdvXpt2JXNTXl4OlUqFRYsWoaSkBAsWLMCWLVsUz8fEiRMxduxYGAwG1NXVobq6GoC8+ejsNUrufHzzzTcoLS3Fb37zmw7bnyUf7T/jiYmJmDlzJgYOHNjmeTxn5ukovg9AVz3u/AC53K/g165dCwBwdnZGfn6+8evV1dVwc3OTpe/Dhw+jsrISe/fuRWNjIxoaGpCQkICYmJiH3gdnZ2dZYgBa3veoqCisWbMGQgh4enoiNzdX0Xzs2bMHVVVVSEpKAgDjMdJK5qO1R43d2dm5w3Y51dTUIDIyEnFxcXj++ec7jE+u3GzatAkeHh74+OOPkZWVhWvXriE5OVnR3Gg0GtTU1OCf//wntFotpkyZgtjYWERFRSmajyVLlmDRokWYPn069Ho9nnvuOSxbtkzWfHT2GqVWq2XLx6lTp7B+/XocPXq0zY6u7duf9uej/WfcYDDgr3/9K9577z3Ex8dDp9Nh9+7dGDFihEl+T/QGZj8DMHbsWJw5cwZAy9RebW3tQ9Vfd/r8889x8uRJbN++3TgNNWbMGGMMAJCVlQU/Pz9Z+tdqtZg7d+5D7ffvmr1+/TqAlpuf5IoBAPz8/Ix3MkuSBGtrawghFM1HWVkZrK0f1KhqtRp6vV7RfLTWUQ6Uzs3du3cxa9YsxMTEYM6cOcZ2JXMzY8YMjBo16qF2JXPTp08fjBw5EjY2NgBaPh8Gg0HxfJSVlbX5WZEkCQaDQbZ8dOUaJVc+fvnlF8yfPx/79u3DkCFDHtv+NPno6DO+atWqNteE+5T+PdFbmP0MgJLnB6SlpWHNmjX48MMP8dVXXwEAZs6ciZCQEOj1eqxevRpWVlaora3FpEmTZInB19cXvr6+AFrutv373/+OlStXAgBWrlyJ3/3ud5g1axYSExOxb98+WWIAgNjYWERERMDGxgYXL16Eh4cHfvWrXymaj/DwcGzatAnDhg0DAOzduxcnT57E0KFDZc/HTz/9hF9++QV6vR5JSUnw8fHByy+//MgcqFQqWXJTXFyM5ORk5Obm4siRI6ipqcFbb72FpUuXorS0FLa2tkhKSoKTkxPeeOMN2XKzbds2nD59Gvn5+UhKSkJERESbKd///Oc/yMrKQkREBIQQsuSmo3ysW7cOb775Jn7729/i3//+N2JjYxXPx+zZs7F06VIsXboU6enp8PX1xaBBg2TJx9Nco7o7H7W1tQgLC0NoaCgyMjKQkZGBcePGYfTo0Y9snzBhQpfz0dFn/P6MBwD88MMPmDt3Ljw9PXnOzFMy+30AXF1dERYWhry8PERGRmL+/Pmy9VVaWor+/fujrq4OlZWVqKysREBAAJycnDBnzhyUl5fDxcUFf/nLX2BnZydbHK01Nzcbf2ADAwMxaNAg3Lx5Exs2bHjkX2DdpX///ggPD0dubi48PT0RFxcHtVqtaD4GDBiA6OhoFBQUwMbGBn/7298wbNgwSJIkez7Onj2LCxcuIDAwEJWVldBoNPD19e0wB3Lk5saNGzh69CiGDx8OOzs71NTUYNKkSbh27RpcXV2Nn9Gmpia89NJLsuXmwIEDUKlU0Gq1qKysxJgxY9pMr+r1eri5ucHX11e23HSUj/Hjx2PEiBEoKChATEyMcfZMyXwEBgbC29sbhYWF8PPzw6ZNm2BtbS1LPrp6jZIjH42NjaiqqkLfvn2NMbi7u+O55557ZLuXl1eX89HRZ7y1u3fvws/PD87Ozopel3oT7gRIRERkgcz+HgAiIiLqfiwAiIiILBALACIiIgvEAoCIiMgCsQAgIiKyQGa/DwCRucjMzMRPP/0Ef39/TJs2DUDL8af//e9/4enpidmzZ5s4QiKizuMMAFEnHTt2DOvWrcPBgweNbdnZ2Vi3bh22bdtmwsiIiLqOMwBE3ayoqAipqamoqqrCyJEjERERYdyyNS0tDWfPnkVkZCSuXLmCgoICLFq0CIcOHUJBQQHUajW8vb0xbdo04xa3xcXFSElJQWVlJXx8fBAeHg5Jkoyv9frrr+PKlSsoLCxEWFhYm01WOoqlqakJmzdvhpubGxYsWACdToe9e/di8uTJmDBhAg4ePGjc1nXQoEFPjKH1eJYvX26S952IushkBxET9TAfffSRACACAwNFXFyciIuLE9HR0QKAeP3114UQQiQnJwt7e3tha2srBg8eLACIoKAg0dDQIIQQ4t133xUAxPDhw0W/fv3EyJEjRWRkpFCpVCIgIECMGzdO2NjYiIKCAiGEEN99951wcHAQrq6uYvz48UKlUomwsDDR3NxsfK1BgwaJoKAg4ejoKOzs7ER6enqnYvH29hZ2dnaioaFBxMfHCwAiJiZGCCGEj4+PsLGxETU1NZ2KofV4iKhnYAFA1En3C4BH/Xe/APD29hYARGZmpjAYDGL27NkCgNiyZYsQ4kEBEBkZKZqamkRTU5MYOnSoGDRokEhNTRU3btwQ1dXVorGxUQghhK+vr5AkSfzxj38UcXFxYvz48QKAOHz4sPG1Vq9eLYQQ4sCBAwKAiIiI6FQs77zzjgAgjh8/LsLDw8XAgQPFsGHDRElJiZAkSbz88sudjqH1eIioZ+A9AERd9O6770K0FM/YunWrsV0Igfz8fKhUKvz617+GJEmYOHEiACA3N7fNa8ycORPW1tawtrbGRx99BEmSMH36dLi5uSE4OBhFRUUQQiAvLw+SJOHKlSvIzs6Gl5cXoqOjIUmS8bVGjx7d5v8FBQWdiiU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", + "image/svg+xml": [ + "\n", + "\n", + "01020304050Miles_per_Gallon050100150200Horsepower\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark=\"point\",\n", + " encoding={\n", + " x={\n", + " field=\"Miles_per_Gallon\"\n", + " },\n", + " y={\n", + " field=\"Horsepower\"\n", + " }\n", + " }\n", + ")" + ] + }, + "execution_count": 88, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# example(df,xcol=:Displacement, ycol=:Acceleration,color=\"Cylinders:n\")\n", + "# x = example(df,xcol=:Miles_per_Gallon, ycol=:Horsepower,test=\"teste\",ok=\"ok\")#, color=:Origin)\n", + "example(df,xcol=:Miles_per_Gallon,ycol=:Horsepower)" + ] + }, + { + "cell_type": "code", + "execution_count": 101, + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "data": { + "values": [ + { + "Acceleration": 12, + "Cylinders": 8, + "Displacement": 307, + "Horsepower": 130, + "Miles_per_Gallon": 18, + "Name": "chevrolet chevelle malibu", + "Origin": "USA", + "Weight_in_lbs": 3504, + "Year": "1970-01-01" + }, + { + "Acceleration": 11.5, + "Cylinders": 8, + "Displacement": 350, + "Horsepower": 165, + "Miles_per_Gallon": 15, + "Name": "buick skylark 320", + "Origin": "USA", + "Weight_in_lbs": 3693, + "Year": "1970-01-01" + }, + { + "Acceleration": 11, + "Cylinders": 8, + "Displacement": 318, + "Horsepower": 150, + "Miles_per_Gallon": 18, + "Name": "plymouth satellite", + "Origin": "USA", + "Weight_in_lbs": 3436, + "Year": "1970-01-01" + }, + { + "Acceleration": 12, + "Cylinders": 8, + "Displacement": 304, + "Horsepower": 150, + "Miles_per_Gallon": 16, + "Name": "amc rebel sst", + "Origin": "USA", + "Weight_in_lbs": 3433, + "Year": "1970-01-01" + }, + { + "Acceleration": 10.5, + "Cylinders": 8, + "Displacement": 302, + "Horsepower": 140, + "Miles_per_Gallon": 17, + "Name": "ford torino", + "Origin": "USA", + "Weight_in_lbs": 3449, + "Year": "1970-01-01" + }, + { + "Acceleration": 10, + "Cylinders": 8, + "Displacement": 429, + "Horsepower": 198, + "Miles_per_Gallon": 15, + "Name": "ford galaxie 500", + "Origin": "USA", + "Weight_in_lbs": 4341, + "Year": "1970-01-01" + }, + { + "Acceleration": 9, + "Cylinders": 8, + "Displacement": 454, + "Horsepower": 220, + "Miles_per_Gallon": 14, + "Name": "chevrolet impala", + "Origin": "USA", + "Weight_in_lbs": 4354, + "Year": "1970-01-01" + }, + { + "Acceleration": 8.5, + "Cylinders": 8, + "Displacement": 440, + "Horsepower": 215, + "Miles_per_Gallon": 14, + "Name": "plymouth fury iii", + "Origin": "USA", + "Weight_in_lbs": 4312, + "Year": "1970-01-01" + }, + { + "Acceleration": 10, + "Cylinders": 8, + "Displacement": 455, + "Horsepower": 225, + "Miles_per_Gallon": 14, + "Name": "pontiac catalina", + "Origin": "USA", + "Weight_in_lbs": 4425, + "Year": "1970-01-01" + }, + { + "Acceleration": 8.5, + "Cylinders": 8, + "Displacement": 390, + "Horsepower": 190, + "Miles_per_Gallon": 15, + "Name": "amc ambassador dpl", + "Origin": 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"Cylinders": 8, + "Displacement": 360, + "Horsepower": 175, + "Miles_per_Gallon": null, + "Name": "amc rebel sst (sw)", + "Origin": "USA", + "Weight_in_lbs": 3850, + "Year": "1970-01-01" + }, + { + "Acceleration": 10, + "Cylinders": 8, + "Displacement": 383, + "Horsepower": 170, + "Miles_per_Gallon": 15, + "Name": "dodge challenger se", + "Origin": "USA", + "Weight_in_lbs": 3563, + "Year": "1970-01-01" + }, + { + "Acceleration": 8, + "Cylinders": 8, + "Displacement": 340, + "Horsepower": 160, + "Miles_per_Gallon": 14, + "Name": "plymouth 'cuda 340", + "Origin": "USA", + "Weight_in_lbs": 3609, + "Year": "1970-01-01" + }, + { + "Acceleration": 8, + "Cylinders": 8, + "Displacement": 302, + "Horsepower": 140, + "Miles_per_Gallon": null, + "Name": "ford mustang boss 302", + "Origin": "USA", + "Weight_in_lbs": 3353, + "Year": "1970-01-01" + }, + { + "Acceleration": 9.5, + "Cylinders": 8, + "Displacement": 400, + "Horsepower": 150, + "Miles_per_Gallon": 15, + "Name": "chevrolet monte carlo", 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"color": { + "field": "Origin", + "type": "nominal" + }, + "x": { + "field": "Miles_per_Gallon", + "type": "quantitative" + }, + "y": { + "field": "Horsepower", + "type": "quantitative" + } + }, + "mark": "point" + }, + "image/png": 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", + "image/svg+xml": [ + "\n", + "\n", + "01020304050Miles_per_Gallon050100150200HorsepowerEuropeJapanUSAOrigin\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark=\"point\",\n", + " encoding={\n", + " x={\n", + " field=\"Miles_per_Gallon\"\n", + " },\n", + " y={\n", + " field=\"Horsepower\"\n", + " },\n", + " color={\n", + " field=\"Origin\"\n", + " }\n", + " }\n", + ")" + ] + }, + "execution_count": 101, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "@vlplot(data=df,mark=:point, x=:Miles_per_Gallon, y=:Horsepower,color=:Origin)" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "JuliaML 1.5.2", + "language": "julia", + "name": "juliaml-1.5" + }, + "language_info": { + "file_extension": ".jl", + "mimetype": "application/julia", + "name": "julia", + "version": "1.5.2" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/images/QuickVega.png b/images/QuickVega.png new file mode 100644 index 0000000..705f220 Binary files /dev/null and b/images/QuickVega.png differ diff --git a/images/QuickVega.svg b/images/QuickVega.svg new file mode 100644 index 0000000..8f05f68 --- /dev/null +++ b/images/QuickVega.svg @@ -0,0 +1,132 @@ + +image/svg+xml + + + + + + + + + + + + + + + + diff --git a/images/quickvega_logo.png b/images/quickvega_logo.png new file mode 100644 index 0000000..d9cab04 Binary files /dev/null and b/images/quickvega_logo.png differ diff --git a/images/quickvega_logo.svg b/images/quickvega_logo.svg new file mode 100644 index 0000000..9e2fccd --- /dev/null +++ b/images/quickvega_logo.svg @@ -0,0 +1,106 @@ + +image/svg+xml + + + + + + + + + + + + + + + + diff --git a/sandbox/.ipynb_checkpoints/Examples-checkpoint.ipynb b/sandbox/.ipynb_checkpoints/Examples-checkpoint.ipynb new file mode 100644 index 0000000..e35b934 --- /dev/null +++ b/sandbox/.ipynb_checkpoints/Examples-checkpoint.ipynb @@ -0,0 +1,57274 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 44, + "id": "58d315f9-d775-49fe-a2da-4b8af0b3b74c", + "metadata": {}, + "outputs": [], + "source": [ + "using Revise, Pkg\n", + "Pkg.activate(\"../.\")\n", + "using QuickVega, DataFrames, VegaLite, VegaDatasets, DataStructures\n", + "using Distributions, KernelDensity\n", + "using Contour\n", + "using Setfield" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "91b26be6-03bc-4264-b771-6b2adc76b58d", + "metadata": {}, + "outputs": [], + "source": [ + "df = DataFrame(dataset(\"iris\"));" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "07a5707b-cc94-4f16-9bf2-f1a084d17fe1", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dict{Symbol, Any} with 8 entries:\n", + " :title_color => \"white\"\n", + " :guide_title_color => \"white\"\n", + " :height => 300\n", + " :background_color => \"#333\"\n", + " :guide_label_color => \"white\"\n", + " :label_color => \"white\"\n", + " :axis_color => \"white\"\n", + " :width => 300" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "QuickVega.defaultParameters" + ] + }, + { + "cell_type": "code", + "execution_count": 47, + "id": "8c6662e4-643c-41cb-ab9d-de866ebaa110", + "metadata": {}, + "outputs": [], + "source": [ + "# QuickVega.defaultParameters = QuickVega.darkTheme\n", + "setTheme!(:dark);" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "45b7b51c-7217-4354-a9c2-de0be0b58dbb", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dict{Symbol, Any} with 8 entries:\n", + " :title_color => \"white\"\n", + " :guide_title_color => \"white\"\n", + " :height => 300\n", + " :background_color => \"#333\"\n", + " :guide_label_color => \"white\"\n", + " :label_color => \"white\"\n", + " :axis_color => \"white\"\n", + " :width => 300" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "QuickVega.defaultParameters" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "20f294d0-c501-49d6-a015-2bd3bd9f6780", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "OrderedDict{String, Any} with 3 entries:\n", + " \"axis\" => OrderedDict{String, Any}(\"titleColor\"=>\"white\", \"labelColor\"=>\"whi…\n", + " \"style\" => OrderedDict{String, Any}(\"guide-title\"=>OrderedDict{String, Any}(\"…\n", + " \"title\" => OrderedDict{String, Any}()" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p.params[\"config\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 49, + "id": "169ae61f-1376-43f5-a797-a9fad2a780f7", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": { + "Color": "white", + "labelColor": "white" + }, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "titleColor": "white" + } + }, + "data": { + "values": [ + { + "x": 1, + "y": 1, + "zcolor": 1 + }, + { + "x": 2, + "y": 4, + "zcolor": 1 + }, + { + "x": 3, + "y": 9, + "zcolor": 2 + }, + { + "x": 4, + "y": 16, + "zcolor": 2 + }, + { + "x": 5, + "y": 25, + "zcolor": 2 + }, + { + "x": 6, + "y": 36, + "zcolor": 2 + }, + { + "x": 7, + "y": 49, + "zcolor": 1 + }, + { + "x": 8, + "y": 64, + "zcolor": 2 + }, + { + "x": 9, + "y": 81, + "zcolor": 1 + }, + { + "x": 10, + "y": 100, + "zcolor": 1 + } + ] + }, + "encoding": { + "color": { + "field": "zcolor", + "type": "ordinal" + }, + "x": { + "field": "x", + "type": "quantitative" + }, + "y": { + "field": "y", + "type": "quantitative" + } + }, + "height": 300, + "mark": { + "type": "circle" + }, + "title": "MyPlot", + "width": 300 + }, + "image/png": 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", + "image/svg+xml": [ + "\n", + "\n", + "012345678910x0102030405060708090100y12zcolorMyPlot\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"circle\"\n", + " },\n", + " encoding={\n", + " x={\n", + " field=\"x\",\n", + " type=\"quantitative\"\n", + " },\n", + " y={\n", + " field=\"y\",\n", + " type=\"quantitative\"\n", + " },\n", + " color={\n", + " field=\"zcolor\",\n", + " type=\"ordinal\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + " labelColor=\"white\",\n", + " Color=\"white\"\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " titleColor=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300,\n", + " title=\"MyPlot\"\n", + ")" + ] + }, + "execution_count": 49, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = float(collect(1:10))\n", + "y = float(x.^2)\n", + "p = scatterplot(x,y,zcolor=rand(1:2,10),title=\"My Plot\")\n", + "# p.params[\"background\"] = \"#333\"\n", + "# p.params[\"config\"] = OrderedDict{String,Any}(\"axis\"=>OrderedDict{String,Any}())\n", + "# p.params[\"config\"][\"axis\"][\"titleColor\"] = \"white\"\n", + "# p.params[\"config\"][\"axis\"][\"labelColor\"] = \"white\"\n", + "# p.params[\"config\"][\"axis\"][\"tickColor\"] = \"white\"\n", + "# p.params[\"config\"][\"axis\"][\"Color\"] = \"white\"\n", + "# p.params[\"config\"][\"style\"] = OrderedDict{String,Any}(\"guide-label\"=>OrderedDict{String,Any}(\"fill\"=>\"white\"))\n", + "# p.params[\"config\"][\"style\"][\"guide-title\"] = OrderedDict{String,Any}(\"fill\"=>\"white\")\n", + "\n", + "# p.params[\"title\"] = \"Scatter Plot\"\n", + "# p.params[\"config\"][\"title\"] = OrderedDict{String,Any}(\"color\"=>\"white\")\n", + "# p" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "20ebf3c7-0f4e-4c15-8452-da4975fcb843", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "OrderedDict{String, Any} with 3 entries:\n", + " \"axis\" => OrderedDict{String, Any}(\"titleColor\"=>\"white\", \"labelColor\"=>\"whi…\n", + " \"style\" => OrderedDict{String, Any}(\"guide-label\"=>OrderedDict{String, Any}(\"…\n", + " \"title\" => OrderedDict{String, Any}(\"color\"=>\"white\")" + ] + }, + "execution_count": 43, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p.params[\"config\"]" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "9e2a707e-271a-443f-9db3-558ffaefa24b", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "OrderedDict{String, Any} with 3 entries:\n", + " \"axis\" => OrderedDict{String, Any}(\"titleColor\"=>\"white\", \"labelColor\"=>\"whi…\n", + " \"style\" => OrderedDict{String, Any}(\"guide-title\"=>OrderedDict{String, Any}(\"…\n", + " \"title\" => OrderedDict{String, Any}()" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p.params[\"config\"]" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fccd939a-8638-4847-9f04-fae35eca1dce", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "markdown", + "id": "aa3a294f-71a1-4aff-a29a-ac8d64a1bcdc", + "metadata": {}, + "source": [ + "## Scatterplot " + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "bf1e7cc0-b7d9-4ad6-84df-31ac5cd255f3", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "data": { + "values": [ + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5.1, + "sepalWidth": 3.5, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 4.9, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.3, + "petalWidth": 0.2, + "sepalLength": 4.7, + "sepalWidth": 3.2, + "species": "setosa" + }, 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", + "image/svg+xml": [ + "\n", + "\n", + "01234567petalLength0.00.51.01.52.02.5petalWidthsetosaversicolorvirginicaspecies123456Mean of petalLength\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"circle\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " field=\"petalLength\",\n", + " type=\"quantitative\"\n", + " },\n", + " y={\n", + " field=\"petalWidth\",\n", + " type=\"quantitative\"\n", + " },\n", + " color={\n", + " field=\"species\",\n", + " type=\"nominal\"\n", + " },\n", + " size={\n", + " field=\"petalLength\",\n", + " type=\"quantitative\",\n", + " aggregate=\"mean\"\n", + " }\n", + " }\n", + ")" + ] + }, + "execution_count": 10, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "s = scatterplot(df,:petalLength,:petalWidth,zcolor=:species,zsize=:petalLength,size_agg=\"mean\",opacity=0.5)" + ] + }, + { + "cell_type": "markdown", + "id": "1efb679a-1b9d-4726-86a3-a64ad51b2150", + "metadata": {}, + "source": [ + "## Lineplot" + ] + }, + { + "cell_type": "code", + "execution_count": 271, + "id": "01fbdc82-8be8-4391-9bbd-34b03865bd81", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "config": { + "axis": {} + }, + "data": { + "values": [ + { + "x": 1, + "y": 1 + }, + { + "x": 2, + "y": 4 + }, + { + "x": 3, + "y": 9 + }, + { + "x": 4, + "y": 16 + }, + { + "x": 5, + "y": 25 + }, + { + "x": 6, + "y": 36 + }, + { + "x": 7, + "y": 49 + }, + { + "x": 8, + "y": 64 + }, + { + "x": 9, + "y": 81 + }, + { + "x": 10, + "y": 100 + } + ] + }, + "encoding": { + "x": { + "field": "x", + "type": "quantitative" + }, + "y": { + "field": "y", + "type": "quantitative" + } + }, + "height": 300, + "mark": { + "type": "line" + }, + "width": 300 + }, + "image/png": 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", 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", + "image/svg+xml": [ + "\n", + "\n", + "bcdefgx0.00.20.40.60.8Mean of ybcdefgx0.00.20.40.60.81.0Max of ybcdefgx0.00.20.40.60.8Min of y\n" + ], + "text/plain": [ + "@vlplot(\n", + " hconcat=[\n", + " {\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\",\n", + " aggregate=\"mean\"\n", + " },\n", + " color={\n", + " value=\"green\"\n", + " }\n", + " }\n", + " },\n", + " {\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\",\n", + " aggregate=\"max\"\n", + " },\n", + " color={\n", + " value=\"purple\"\n", + " }\n", + " }\n", + " },\n", + " {\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\",\n", + " aggregate=\"min\"\n", + " },\n", + " color={\n", + " value=\"red\"\n", + " }\n", + " }\n", + " }\n", + " ]\n", + ")" + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = rand(collect('a':'g'),20)\n", + "y = rand(20)\n", + "[barplot(x,y,y_agg=\"mean\",color=\"green\",opacity=0.5) barplot(x,y,y_agg=\"max\",color=\"purple\",opacity=0.5) barplot(x,y,y_agg=\"min\",color=\"red\",opacity=0.5)]" + ] + }, + { + "cell_type": "code", + "execution_count": 264, + "id": "4b44c7e3-2b8e-4285-b063-39745bebd2de", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "data": { + "values": [ + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5.1, + 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", + "image/svg+xml": [ + "\n", + "\n", + "setosaversicolorvirginicaspecies0.00.20.40.60.81.01.21.41.61.82.02.2Mean of petalWidth2345Mean of petalLength\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\"\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"species\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"petalWidth\",\n", + " aggregate=\"mean\"\n", + " },\n", + " color={\n", + " field=\"petalLength\",\n", + " type=\"quantitative\",\n", + " aggregate=\"mean\"\n", + " }\n", + " },\n", + " height=300,\n", + " width=300\n", + ")" + ] + }, + "execution_count": 264, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p = barplot(df,:species,:petalWidth,zcolor=:petalLength,y_agg=\"mean\",color_agg=\"mean\")" + ] + }, + { + "cell_type": "code", + "execution_count": 261, + "id": "efee676d-7408-4e18-bf3e-45d22fe37564", + "metadata": {}, + 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", + "image/svg+xml": [ + "\n", + "\n", + "45678x01234y0.10.20.30.4z\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"area\"\n", + " },\n", + " encoding={\n", + " x={\n", + " field=\"x\",\n", + " type=\"quantitative\"\n", + " },\n", + " y={\n", + " field=\"y\",\n", + " type=\"quantitative\"\n", + " },\n", + " color={\n", + " field=\"z\",\n", + " type=\"quantitative\",\n", + " scale={\n", + " scheme=\"plasma\"\n", + " }\n", + " },\n", + " order={\n", + " field=\"row\",\n", + " type=\"quantitative\"\n", + " },\n", + " detail={\n", + " field=\"group\",\n", + " type=\"quantitative\"\n", + " }\n", + " }\n", + ")" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p = contourplot(df[!,:sepalLength],df[!,:sepalWidth],color_scheme=\"plasma\",mark=\"area\")" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "2145759b-1785-4326-bd85-4da6d672ae69", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dict(:height => 100, :width => 100)" + ] + } + ], + "source": [ + "setDefault!(p)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "fe1203f9-e79b-4a09-850c-a9c64f2608c1", + "metadata": {}, + "outputs": [], + "source": [] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f5ed0ea1-037a-40cc-bbb0-c3bf5e1fd3b3", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Julia 1.6.1", + "language": "julia", + "name": "julia-1.6" + }, + "language_info": { + "file_extension": ".jl", + "mimetype": "application/julia", + "name": "julia", + "version": "1.6.1" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/sandbox/Examples.ipynb b/sandbox/Examples.ipynb new file mode 100644 index 0000000..bfd2201 --- /dev/null +++ b/sandbox/Examples.ipynb @@ -0,0 +1,58072 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 11, + "id": "58d315f9-d775-49fe-a2da-4b8af0b3b74c", + "metadata": {}, + "outputs": [], + "source": [ + "using Revise, Pkg\n", + "Pkg.activate(\"../.\")\n", + "using QuickVega, DataFrames, VegaLite, VegaDatasets, DataStructures\n", + "using Distributions, KernelDensity\n", + "using Contour\n", + "using Setfield" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "91b26be6-03bc-4264-b771-6b2adc76b58d", + "metadata": {}, + "outputs": [], + "source": [ + "df = DataFrame(dataset(\"iris\"));" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "07a5707b-cc94-4f16-9bf2-f1a084d17fe1", + "metadata": {}, + "outputs": [], + "source": [ + "QuickVega.setTheme!(:dark);" + ] + }, + { + "cell_type": "markdown", + "id": "aa3a294f-71a1-4aff-a29a-ac8d64a1bcdc", + "metadata": {}, + "source": [ + "## Scatterplot " + ] + }, + { + "cell_type": "code", + "execution_count": 61, + "id": "bf1e7cc0-b7d9-4ad6-84df-31ac5cd255f3", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5.1, + "sepalWidth": 3.5, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 4.9, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.3, + "petalWidth": 0.2, + "sepalLength": 4.7, + "sepalWidth": 3.2, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 4.6, + "sepalWidth": 3.1, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5, + "sepalWidth": 3.6, + "species": "setosa" + }, + { + "petalLength": 1.7, + "petalWidth": 0.4, + "sepalLength": 5.4, + "sepalWidth": 3.9, + "species": "setosa" + }, + { + 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", + "image/svg+xml": [ + "\n", + "\n", + "01234567petalLength0.00.51.01.52.02.5petalWidthsetosaversicolorvirginicaspecies123456Mean of petalLengthMy Plot\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"circle\",\n", + " opacity=1.0\n", + " },\n", + " encoding={\n", + " x={\n", + " field=\"petalLength\",\n", + " type=\"quantitative\"\n", + " },\n", + " y={\n", + " field=\"petalWidth\",\n", + " type=\"quantitative\"\n", + " },\n", + " color={\n", + " field=\"species\",\n", + " type=\"nominal\"\n", + " },\n", + " size={\n", + " field=\"petalLength\",\n", + " type=\"quantitative\",\n", + " aggregate=\"mean\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300,\n", + " title=\"My Plot\"\n", + ")" + ] + }, + "execution_count": 61, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "s = scatterplot(df,:petalLength,:petalWidth,zcolor=:species,zsize=:petalLength,size_agg=\"mean\",opacity=1.0,title=\"My Plot\")" + ] + }, + { + "cell_type": "markdown", + "id": "1efb679a-1b9d-4726-86a3-a64ad51b2150", + "metadata": {}, + "source": [ + "## Lineplot" + ] + }, + { + "cell_type": "code", + "execution_count": 64, + "id": "01fbdc82-8be8-4391-9bbd-34b03865bd81", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "x": 1, + "y": 1 + }, + { + "x": 2, + "y": 4 + }, + { + "x": 3, + "y": 9 + }, + { + "x": 4, + "y": 16 + }, + { + "x": 5, + "y": 25 + }, + { + "x": 6, + "y": 36 + }, + { + "x": 7, + "y": 49 + }, + { + "x": 8, + "y": 64 + }, + { + "x": 9, + "y": 81 + }, + { + "x": 10, + "y": 100 + } + ] + }, + "encoding": { + "x": { + "field": "x", + "type": "quantitative" + }, + "y": { + "field": "y", + "type": "quantitative" + } + }, + "height": 300, + "mark": { + "type": "line" + }, + "title": "Line Plot", + "width": 300 + }, + "image/png": 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", + "image/svg+xml": [ + "\n", + "\n", + "12345678910x0102030405060708090100yLine Plot\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"line\"\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"quantitative\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300,\n", + " title=\"Line Plot\"\n", + ")" + ] + }, + "execution_count": 64, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = float(collect(1:10))\n", + "y = float(x.^2)\n", + "s = lineplot(x,y,title=\"Line Plot\")" + ] + }, + { + "cell_type": "markdown", + "id": "abb31ea5-c727-4481-a425-18c7c9d26bc6", + "metadata": {}, + "source": [ + "## Barplot" + ] + }, + { + "cell_type": "code", + "execution_count": 65, + "id": "3e805c2d-a301-4871-a7d8-c731466473d5", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "hconcat": [ + { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "x": "g", + "y": 0.9675668212130974 + }, + { + "x": "a", + "y": 0.9756068686027468 + }, + { + "x": "a", + "y": 0.13063634414967273 + }, + { + "x": "c", + "y": 0.5750646958995274 + }, + { + "x": "c", + "y": 0.6922046573604395 + }, + { + "x": "g", + "y": 0.32198150253446967 + }, + { + "x": "a", + "y": 0.8695671887131753 + }, + { + "x": "c", + "y": 0.2559249994393469 + }, + { + "x": "a", + "y": 0.0009380593654808589 + }, + { + "x": "e", + "y": 0.8241102252699106 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+ "image/svg+xml": [ + "\n", + "\n", + "abcefgx0.00.10.20.30.40.50.60.70.80.9Mean of yabcefgx0.00.10.20.30.40.50.60.70.80.91.0Max of yabcefgx0.00.10.20.30.40.50.60.70.80.9Min of y\n" + ], + "text/plain": [ + "@vlplot(\n", + " hconcat=[\n", + " {\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\",\n", + " aggregate=\"mean\"\n", + " },\n", + " color={\n", + " value=\"green\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300\n", + " },\n", + " {\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\",\n", + " aggregate=\"max\"\n", + " },\n", + " color={\n", + " value=\"purple\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300\n", + " },\n", + " {\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\",\n", + " opacity=0.5\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"x\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"y\",\n", + " aggregate=\"min\"\n", + " },\n", + " color={\n", + " value=\"red\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300\n", + " }\n", + " ]\n", + ")" + ] + }, + "execution_count": 65, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "x = rand(collect('a':'g'),20)\n", + "y = rand(20)\n", + "\n", + "# Note that the theming is not working for multiple plots concatenated\n", + "p = [barplot(x,y,y_agg=\"mean\",color=\"green\",opacity=0.5) barplot(x,y,y_agg=\"max\",color=\"purple\",opacity=0.5) barplot(x,y,y_agg=\"min\",color=\"red\",opacity=0.5)]" + ] + }, + { + "cell_type": "code", + "execution_count": 66, + "id": "4b44c7e3-2b8e-4285-b063-39745bebd2de", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5.1, + "sepalWidth": 3.5, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 4.9, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.3, + "petalWidth": 0.2, + "sepalLength": 4.7, + "sepalWidth": 3.2, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 4.6, + "sepalWidth": 3.1, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5, + "sepalWidth": 3.6, + "species": "setosa" + }, + { + "petalLength": 1.7, + "petalWidth": 0.4, + "sepalLength": 5.4, + "sepalWidth": 3.9, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.3, + "sepalLength": 4.6, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 5, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 4.4, + "sepalWidth": 2.9, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.1, + "sepalLength": 4.9, + "sepalWidth": 3.1, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 5.4, + "sepalWidth": 3.7, + "species": "setosa" + }, + { + "petalLength": 1.6, + "petalWidth": 0.2, + "sepalLength": 4.8, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.1, + "sepalLength": 4.8, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.1, + "petalWidth": 0.1, + "sepalLength": 4.3, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.2, + "petalWidth": 0.2, + "sepalLength": 5.8, + "sepalWidth": 4, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.4, 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", + "image/svg+xml": [ + "\n", + "\n", + "setosaversicolorvirginicaspecies0.00.20.40.60.81.01.21.41.61.82.02.2Mean of petalWidth2345Mean of petalLengthBar Plot\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\"\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"nominal\",\n", + " field=\"species\"\n", + " },\n", + " y={\n", + " type=\"quantitative\",\n", + " field=\"petalWidth\",\n", + " aggregate=\"mean\"\n", + " },\n", + " color={\n", + " field=\"petalLength\",\n", + " type=\"quantitative\",\n", + " aggregate=\"mean\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300,\n", + " title=\"Bar Plot\"\n", + ")" + ] + }, + "execution_count": 66, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p = barplot(df,:species,:petalWidth,zcolor=:petalLength,y_agg=\"mean\",color_agg=\"mean\",title=\"Bar Plot\")" + ] + }, + { + "cell_type": "markdown", + "id": "0c742eab-dac4-4849-bb0d-e8586a75a9cc", + "metadata": {}, + "source": [ + "## Histogram" + ] + }, + { + "cell_type": "code", + "execution_count": 87, + "id": "f00d6400-512d-4227-88a4-0b95b76c728a", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5.1, + "sepalWidth": 3.5, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 4.9, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.3, + "petalWidth": 0.2, + "sepalLength": 4.7, + "sepalWidth": 3.2, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 4.6, + "sepalWidth": 3.1, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 5, + "sepalWidth": 3.6, + "species": "setosa" + }, + { + "petalLength": 1.7, + "petalWidth": 0.4, + "sepalLength": 5.4, + "sepalWidth": 3.9, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.3, + "sepalLength": 4.6, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 5, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.2, + "sepalLength": 4.4, + "sepalWidth": 2.9, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.1, + "sepalLength": 4.9, + "sepalWidth": 3.1, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 5.4, + "sepalWidth": 3.7, + "species": "setosa" + }, + { + "petalLength": 1.6, + "petalWidth": 0.2, + "sepalLength": 4.8, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.1, + "sepalLength": 4.8, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.1, + "petalWidth": 0.1, + "sepalLength": 4.3, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.2, + "petalWidth": 0.2, + "sepalLength": 5.8, + "sepalWidth": 4, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.4, + "sepalLength": 5.7, + "sepalWidth": 4.4, + "species": "setosa" + }, + { + "petalLength": 1.3, + "petalWidth": 0.4, + "sepalLength": 5.4, + "sepalWidth": 3.9, + "species": "setosa" + }, + { + "petalLength": 1.4, + "petalWidth": 0.3, + "sepalLength": 5.1, + "sepalWidth": 3.5, + "species": "setosa" + }, + { + "petalLength": 1.7, + "petalWidth": 0.3, + "sepalLength": 5.7, + "sepalWidth": 3.8, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.3, + "sepalLength": 5.1, + "sepalWidth": 3.8, + "species": "setosa" + }, + { + "petalLength": 1.7, + "petalWidth": 0.2, + "sepalLength": 5.4, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.4, + "sepalLength": 5.1, + "sepalWidth": 3.7, + "species": "setosa" + }, + { + "petalLength": 1, + "petalWidth": 0.2, + "sepalLength": 4.6, + "sepalWidth": 3.6, + "species": "setosa" + }, + { + "petalLength": 1.7, + "petalWidth": 0.5, + "sepalLength": 5.1, + "sepalWidth": 3.3, + "species": "setosa" + }, + { + "petalLength": 1.9, + "petalWidth": 0.2, + "sepalLength": 4.8, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.6, + "petalWidth": 0.2, + "sepalLength": 5, + "sepalWidth": 3, + "species": "setosa" + }, + { + "petalLength": 1.6, + "petalWidth": 0.4, + "sepalLength": 5, + "sepalWidth": 3.4, + "species": "setosa" + }, + { + "petalLength": 1.5, + "petalWidth": 0.2, + "sepalLength": 5.2, + "sepalWidth": 3.5, + 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", + "image/svg+xml": [ + "\n", + "\n", + "1.01.52.02.53.03.54.04.55.05.56.06.57.0petalLength (binned)0510152025Count of Records\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"bar\"\n", + " },\n", + " encoding={\n", + " x={\n", + " type=\"quantitative\",\n", + " bin={\n", + " maxbins=20\n", + " },\n", + " field=\"petalLength\"\n", + " },\n", + " y={\n", + " aggregate=\"count\",\n", + " type=\"quantitative\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300\n", + ")" + ] + }, + "execution_count": 87, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Note that max_bins is a parameters of VegaLite, and does not match exactly the final number of bins in the plot\n", + "p = histogram(df,:petalLength,max_bins=20)" + ] + }, + { + "cell_type": "markdown", + "id": "f9266125-cd0f-4cc6-9080-e64af4bab9d3", + "metadata": {}, + "source": [ + "## Contour Plot" + ] + }, + { + "cell_type": "code", + "execution_count": 67, + "id": "80b33ee3-e1da-49ac-945f-e8633b3df981", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "group": 1, + "x": 7.836599457460271, + "y": 3.7139581578342264, + "z": 0.04707625519764378 + }, + { + "group": 1, + "x": 7.8138988109575225, + "y": 3.7115033522511016, + "z": 0.04707625519764378 + }, + { + "group": 1, + "x": 7.810226719676339, + "y": 3.711254758974771, + "z": 0.04707625519764378 + }, + { + "group": 1, + "x": 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", 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height=300,\n", + " background=\"#333\",\n", + " width=300,\n", + " title=\"Contour Plot with Lines\"\n", + ")" + ] + }, + "execution_count": 67, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p = contourplot(df[!,:sepalLength],df[!,:sepalWidth],color_scheme=\"rainbow\",title=\"Contour Plot with Lines\")" + ] + }, + { + "cell_type": "code", + "execution_count": 68, + "id": "18018395-54b6-4f9b-8465-d0fab1e65945", + "metadata": {}, + "outputs": [ + { + "data": { + "application/vnd.vegalite.v4+json": { + "background": "#333", + "config": { + "axis": {}, + "style": { + "guide-label": { + "fill": "white" + }, + "guide-title": { + "fill": "white" + } + }, + "title": { + "color": "white" + } + }, + "data": { + "values": [ + { + "group": 1, + "x": 7.836599457460271, + "y": 3.7139581578342264, + "z": 0.04707625519764378 + }, + { + "group": 1, + "x": 7.8138988109575225, + "y": 3.7115033522511016, + "z": 0.04707625519764378 + }, + { + "group": 1, + "x": 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", + "image/svg+xml": [ + "\n", + "\n", + "4.04.55.05.56.06.57.07.58.0x0.00.51.01.52.02.53.03.54.04.5y0.10.20.30.4zContour Plot Filled\n" + ], + "text/plain": [ + "@vlplot(\n", + " data={\n", + " values=...\n", + " },\n", + " mark={\n", + " type=\"area\"\n", + " },\n", + " encoding={\n", + " x={\n", + " field=\"x\",\n", + " type=\"quantitative\"\n", + " },\n", + " y={\n", + " field=\"y\",\n", + " type=\"quantitative\"\n", + " },\n", + " color={\n", + " field=\"z\",\n", + " type=\"quantitative\",\n", + " scale={\n", + " scheme=\"plasma\"\n", + " }\n", + " },\n", + " order={\n", + " field=\"row\",\n", + " type=\"quantitative\"\n", + " },\n", + " detail={\n", + " field=\"group\",\n", + " type=\"quantitative\"\n", + " }\n", + " },\n", + " config={\n", + " axis={\n", + "\n", + " },\n", + " style={\n", + " guide-title={\n", + " fill=\"white\"\n", + " },\n", + " guide-label={\n", + " fill=\"white\"\n", + " }\n", + " },\n", + " title={\n", + " color=\"white\"\n", + " }\n", + " },\n", + " height=300,\n", + " background=\"#333\",\n", + " width=300,\n", + " title=\"Contour Plot Filled\"\n", + ")" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "p = contourplot(df[!,:sepalLength],df[!,:sepalWidth],color_scheme=\"plasma\",mark=\"area\", title=\"Contour Plot Filled\")" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Julia 1.6.1", + "language": "julia", + "name": "julia-1.6" + }, + "language_info": { + "file_extension": ".jl", + "mimetype": "application/julia", + "name": "julia", + "version": "1.6.1" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/src/QuickVega.jl b/src/QuickVega.jl index 7a0d4b4..9f1cd1d 100644 --- a/src/QuickVega.jl +++ b/src/QuickVega.jl @@ -1,5 +1,56 @@ module QuickVega -greet() = print("Hello World!") +using VegaLite +using Contour +using KernelDensity +using DataStructures +using DataFrames + +export histogram +export lineplot +export barplot +export scatterplot +export contourplot +export updatePlot! +export setTheme! + +include("updateSpecs.jl") +include("histogram.jl") +include("contourplot.jl") +include("lineplot.jl") +include("barplot.jl") +include("scatterplot.jl") + + +defaultTheme = :light + +lightTheme = Dict( + :height=> 300, + :width => 300 +) + +darkTheme = Dict( + :height=> 300, + :width => 300, + :title_color => "white", + :label_color => "white", + :axis_color => "white", + :guide_label_color => "white", + :guide_title_color => "white", + :background_color => "#333", +) + +themesParameters = Dict( + :light => lightTheme, + :dark => darkTheme +) + +defaultParameters = themesParameters[defaultTheme] + +function setTheme!(theme=:light) + global defaultParameters = themesParameters[theme] +end end # module + + diff --git a/src/barplot.jl b/src/barplot.jl new file mode 100644 index 0000000..cef227d --- /dev/null +++ b/src/barplot.jl @@ -0,0 +1,33 @@ +using DataFrames + + +function barplot(data, x=:x, y=:y; kwargs...) # assumes Tables.jl format + x_type = inferType(data[!,x]) + y_type = inferType(data[!,y]) + p = @vlplot(data=data, + mark={type=:bar}, + x={x, type=x_type}, + y={y, type=y_type}) + + updatePlot!(p;defaultParameters...) + updatePlot!(p;kwargs...) + return p +end + +function barplot(data::AbstractVector; kwargs...) + barplot(DataFrame(x=collect(1:length(data)), y=data); kwargs...) +end + +function barplot(x::AbstractVector, y::AbstractVector; kwargs...) + barplot(DataFrame(x=x, y=y); kwargs...) +end + + +function barplot(data::AbstractArray{T, 2}; kwargs...) where {T} + rows, cols = size(data) + if rows == 1 #treat like a vector + barplot(vec(data)) + else + barplot(DataFrame(x=data[:, 1], y=data[:,2]); kwargs...) + end +end diff --git a/src/contourplot.jl b/src/contourplot.jl new file mode 100644 index 0000000..fef1563 --- /dev/null +++ b/src/contourplot.jl @@ -0,0 +1,104 @@ +""" +contourplot(x::AbstractVector, y::AbstractVector, + z::AbstractArray{T,2},levels=nothing;mark="line", kwargs...) +This function returns a contour plot. The variable `levels` can +be either `Int` representing the number of levels or a list +of values representing the actual levels to be used. It's an +optional attribute, and in case the user leaves as `nothing` +a default value if provided by the `Contour.contours()` function. + +Instead of the contour lines, the user may use `mark = "area"` +in order to get the filled contours. +""" +function contourplot(x::AbstractVector, + y::AbstractVector, + z::AbstractArray{T,2}, + levels=nothing; mark="line", + kwargs...) where T + + # declare empty array to receive data to be plotted + data = Array{Float64}(undef, 0, 4) + + # to differentiate when there is a lineb reak in the same contour + group = 1 + + if levels == nothing + allcl = Contour.levels(Contour.contours(x,y,z)) + else + allcl = Contour.levels(Contour.contours(x,y,z,levels)) + end + + # iterate the contours + # for cl in Contour.levels(Contour.contours(x,y,z)) + for cl in allcl + lvl = Contour.level(cl) + for line in Contour.lines(cl) + # coordinates of this line segment + xs, ys = Contour.coordinates(line) + data = vcat(data,[xs ys ones(length(xs))*lvl ones(length(xs))*group]) + group += 1 + end + end + + # Partial implementation due to bug on VegaLite.jl + df = DataFrames.DataFrame(data,["x","y","z","group"]); + p = @vlplot(data=df, + mark = {type=mark }, + x = { field="x",type="quantitative" }, + y = { field="y",type="quantitative" }, + color = { field="z",type="quantitative" }, + order = { field="row",type="quantitative" }, + detail = { field="group",type="quantitative" }) + + + updatePlot!(p;defaultParameters...) + updatePlot!(p;kwargs...) + return p + +end + + +function contourplot(f, x::AbstractVector, y::AbstractVector, + levels=nothing; kwargs...) + + # calculate the z variable according to function f + z = [f(xi,yi) for xi in x, yi in y]; + + return contourplot(x,y,z,levels; kwargs...) +end + + +function contourplot(x::AbstractVector, y::AbstractVector, + levels=nothing; kwargs...) + # use kde to estimate a density to apply the contourplot + d = KernelDensity.kde([x y]) + + return contourplot(d.x,d.y,d.density,levels; kwargs...) +end + +function contourplot(data::AbstractArray{T, 2}, + levels=nothing; kwargs...) where {T} + + # use kde to estimate a density to apply the contourplot + d = KernelDensity.kde(data) + + return contourplot(d.x,d.y,d.density,levels; kwargs...) +end + +# function contourplot(data, x_col=:x, y_col=:y; kwargs...) # assumes Tables.jl format + +# d = KernelDensity.kde(Array(data[!,[x_col,y_col]])) + +# return contourplot(data[!,x_col], +# data[!,y_col], +# d.density, levels=nothing; kwargs...) +# end + + # There is a bug in VegaLite.jl, and the code below is note working + # By now, the implementation requires the use of DataFrame + # return @vlplot(mark="line", + # x = {data[:,1],type="quantitative"}, + # y = {data[:,2],type="quantitative"}, + # color = {data[:,3],type="quantitative"}, + # order = {field="row",type="quantitative"}, + # detail = {data[:,4],type="quantitative"}) diff --git a/src/histogram.jl b/src/histogram.jl new file mode 100644 index 0000000..6453790 --- /dev/null +++ b/src/histogram.jl @@ -0,0 +1,24 @@ +function histogram(vector::AbstractVector; max_bins=10, kwargs...) + + p = @vlplot(data=data, + mark={type=:bar}, + x={vector,type="quantitative", bin={maxbins=max_bins}}, + y="count()") + + updatePlot!(p;defaultParameters...) + updatePlot!(p;kwargs...) + return p + +end + +function histogram(data, col_name; max_bins=10, kwargs...) + + p = @vlplot(data=data, + mark={type=:bar}, + x={col_name,type="quantitative",bin={maxbins=max_bins}}, + y="count()") + + updatePlot!(p;defaultParameters...) + updatePlot!(p;kwargs...) + return p +end diff --git a/src/lineplot.jl b/src/lineplot.jl new file mode 100644 index 0000000..a4d7ae0 --- /dev/null +++ b/src/lineplot.jl @@ -0,0 +1,29 @@ +function lineplot(data, x=:x, y=:y; kwargs...) # assumes Tables.jl format + x_type = inferType(data[!,x]) + y_type = inferType(data[!,y]) + p = @vlplot(data=data, + mark={type=:line}, + x={x,type=x_type}, + y={y,type=y_type}) + updatePlot!(p;defaultParameters...) + updatePlot!(p;kwargs...) + return p +end + +function lineplot(data::AbstractVector; kwargs...) + lineplot(DataFrame(x=collect(1:length(data)), y=data); kwargs...) +end + +function lineplot(x::AbstractVector, y::AbstractVector; kwargs...) + lineplot(DataFrame(x=x, y=y); kwargs...) +end + + +function lineplot(data::AbstractArray{T, 2}; kwargs...) where {T} + rows, cols = size(data) + if rows == 1 #treat like a vector + lineplot(vec(data); kwargs...) + else + lineplot(DataFrame(x=data[:, 1], y=data[:,2]); kwargs...) + end +end diff --git a/src/scatterplot.jl b/src/scatterplot.jl new file mode 100644 index 0000000..877c175 --- /dev/null +++ b/src/scatterplot.jl @@ -0,0 +1,30 @@ +function scatterplot(data, x=:x, y=:y; kwargs...) + x_type = inferType(data[!,x]) + y_type = inferType(data[!,y]) + p = @vlplot(data=data, + mark={type=:circle}, + x={field=x,type=x_type}, + y={field=y,type=y_type}) + + updatePlot!(p;defaultParameters...) + updatePlot!(p;kwargs...) + return p +end + +function scatterplot(data::AbstractVector;kwargs...) + scatterplot(DataFrame(x=collect(1:length(data)), y=data)) +end + +function scatterplot(x::AbstractVector, y::AbstractVector;kwargs...) + scatterplot(DataFrame(x=x, y=y);kwargs...) +end + + +function scatterplot(data::AbstractArray{T, 2};kwargs...) where {T} + rows, cols = size(data) + if rows == 1 #treat like a vector + scatterplot(vec(data);kwargs...) + else + scatterplot(DataFrame(x=data[:, 1], y=data[:,2]);kwargs...) + end +end diff --git a/src/updateSpecs.jl b/src/updateSpecs.jl new file mode 100644 index 0000000..63bff9b --- /dev/null +++ b/src/updateSpecs.jl @@ -0,0 +1,130 @@ +""" +updatePlot!(p::VegaLite.VLSpec; kwargs...) +This function updates visualization `p` according to the parameters provided. +Note that the **order** to which the parameters are provided is important, since an +attribute must be first created in order for it to be updated. For example, +`zcolor` must be provided before `zcolor_type`. +""" +function updatePlot!(p::VegaLite.VLSpec;kwargs...) + for (key,value) in kwargs + # TODO: Write a proper way to handle the errors + + # create the config + if !("config" in p.params.keys) + p.params["config"] = OrderedDict{String,Any}( + "axis"=>OrderedDict{String,Any}(), + "style"=>OrderedDict{String,Any}(), + "title"=>OrderedDict{String,Any}() + ) + end + + if key == :title_color + p.params["config"]["title"]["color"] = value + end + + if key == :domain_color + p.params["config"]["axis"]["domainColor"] = value + end + + if key == :grid_color + p.params["config"]["axis"]["gridColor"] = value + end + + if key == :tick_color + p.params["config"]["axis"]["tickColor"] = value + end + + if key == :guide_label_color + p.params["config"]["style"]["guide-label"] = OrderedDict{String,Any}("fill"=>value) + end + + if key == :guide_title_color + p.params["config"]["style"]["guide-title"] = OrderedDict{String,Any}("fill"=>value) + end + + if key == :background_color + p.params["background"] = value + end + + if key == :title + p.params["title"] = value + end + + if key == :width + p.params["width"] = value + end + + if key == :height + p.params["height"] = value + end + + if key == :opacity + p.params["mark"]["opacity"] = value + end + + if key == :color + p.params["encoding"]["color"] = OrderedDict{String,Any}("value"=>value) + end + + if key == :zcolor + + if typeof(value) <: Vector + # TODO: Check if the length of the array is equal to the data inside the plot p + color_type = inferType(value[1]) + p.params["data"]["values"].columns[:zcolor]= value + p.params["encoding"]["color"] = OrderedDict{String,Any}("field"=>:zcolor,"type"=>color_type) + else + color_type = inferType(p.params["data"]["values"].columns[value][1]) + p.params["encoding"]["color"] = OrderedDict{String,Any}("field"=>value,"type"=>color_type) + end + end + + if key == :zcolor_type + p.params["encoding"]["color"]["type"] = value + end + + if key == :color_scheme + p.params["encoding"]["color"]["scale"] = OrderedDict{String,Any}("scheme"=>value) + end + + if key == :zsize + + if typeof(value) <: Vector + # TODO: Check if the length of the array is equal to the data inside the plot p + size_type = inferType(value[1]) + p.params["data"]["values"].columns[:zsize]= value + p.params["encoding"]["size"] = OrderedDict{String,Any}("field"=>:zsize,"type"=>size_type) + else + size_type = inferType(p.params["data"]["values"].columns[value][1]) + p.params["encoding"]["size"] = OrderedDict{String,Any}("field"=>value,"type"=>size_type) + end + end + + if key == :zsize_type + p.params["encoding"]["size"]["type"] = value + end + + if key == :x_agg + p.params["encoding"]["x"]["aggregate"] = value + end + if key == :y_agg + p.params["encoding"]["y"]["aggregate"] = value + end + if key == :color_agg + p.params["encoding"]["color"]["aggregate"] = value + end + if key == :size_agg + p.params["encoding"]["size"]["aggregate"] = value + end + end +end + +function inferType(x) + type_x = "quantitative" + if typeof(x[1]) <: Int + type_x = "ordinal" + elseif typeof(x[1]) <: Union{Char,AbstractString} + type_x = "nominal" + end + return type_x +end \ No newline at end of file