bar_plot
library(ezplot)
suppressPackageStartupMessages(library(tsibble))
library(lubridate)
#>
#> Attaching package: 'lubridate'
#> The following object is masked from 'package:tsibble':
#>
#> interval
#> The following objects are masked from 'package:base':
#>
#> date, intersect, setdiff, union
library(tsibbledata)
library(ggplot2)
bar_plot(ansett, "year(Week)", "Passengers", size = 16)
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", size = 16, label_pos = "both")
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", size = 16, label_pos = "both", repel = TRUE)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAEgCAMAAABrWDzDAAABhlBMVEUAAAAAADEAADoAAFcAAGYAOpAAV5sAZrYQTosQTp8QTrMQb8cQjtoxAAAxero6AAA6ADo6AGY6Ojo6kNtCTotCb8dCrO1NTU1NTW5NTY5Nbm5Nbo5NbqtNjshXAABXm9lmAABmtrZmtv9sTotsTrNsyP9uTU1uTW5uTY5ubk1ubm5ubo5ujm5ujo5ujqtujshuq+R6MQB6utmOTU2Obk2Obm6ObquOjm6Ojo6OjquOq8iOyMiOyOSOyP+QOgCQZgCQ2/+Tb4uTyP+T5P+bVwCb2dmrbk2rjk2rjm6rjo6rjquryKur5P+2ZgC2/7a2//+5jou5jrO5//+6ejHIjk3Ijm7Iq6vIyKvIyMjIyOTI5P/I///Zm1fZunrZ2ZvZ2brZ2dnbkDrb25Db///crJ/c5O3c/9rc/+3c///kq27kyI7kyKvkyMjk5Kvk5Mjk5OTk5P/k/8jk////tmb/yI7/yLP/25D/5Kv/5Mf/5Mj/5OT//7b//8j//9r//9v//+T//+3///9YmJIIAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAUKElEQVR4nO2d/2McRRnGD6T0SoJFi9nUNlKLCd+kVqJSkFSwGEGJVAjaGlAOqjSCoE2atBB73n/ufNmd3b27nfd2972Zyc7z/EB2L72Hd2c+mZndmZ23N4KgFur5DgA63gJAUCsBIKiVABDUSgAIaiUABLUSAIJaqQZAR+uJ0Mr8YoGOoWoAtL/8zvzigI6pagC0e3ZnfnFAx1Q1ANpOe6/DtV+KzmxjP0nQJEGzAzTcfF4MgS5LgERTtJ2cvzPcPH9H/uZjKDI1AuhofUVStCIAEhTtJxvo1KD6t/FiJH24tpGOqAEQVBugZAMAQbkAENRKswOkuJHMACAoV527MDWIvjwCQFCuOl3YtriN3xgBoGOqrROfpkffXOgJnRRHe+nP5sJkaiza6xmA9h5+PT0QHx2cbkUQAIpEotUxAA0eeTf97EzhrJkAUCQanPiVAWgrbXNMS3Rw+oeiV7soOrTsk5kFgIJWPm7JzxqNWw6eeN14Pbj6XWFxRrY9f7igvA5Oi1ZoSzRRD66W/oczCACFrMK4xZzt9S6KvqcmQQ+unslhVN9+cPXkaCAbHHlwcPqMNq7fnwGggFUct2Rnuo0Y1OxqBuJL5dZM9l8D2QzJg4PTF9MODQB1ScVxS3ZmAKozbhEd2Hh3KBscjaE4AECdVHHckp/pLuzEp3XGLYOeUok04bMHgLqs0rilcHZwWo2Aa49bjJfCRX5LWYz25AEA6p7K4xZztqUGvg0qvXAXdlIDqb4pDwBQB1Uet5gz3Wp8c+FMM4BUkyV6vp76qR4JnBkBoC6qPG4xZ5oA0Yi0qHROAaCgNfkgsXkLNB8BoKA15Un0zGOgPoPoCAFQ0CqMW7Iz1ZuppggAQfMUAIJaCQBFKI5K7zN60REDoKDEUekAKGJxVDoAilgclQ6AIhZHpQOgiMVR6QAoYnFUOgCKWByVDoAiFkelA6CIxVHpAChicVQ6AIpYHJUOgCIWR6UDoIjFUekAaHZtld51GjTYGyAwcVQ6AJpZW4+8my/XU2s987PjKY5KB0CzSi3qVC856TO52nyLfEszaHFUOgCqJQOQbnxqvjQemjgqHQDVktmnQr/orQBqvNmNd3FUetAAbevsGMFoT71YqZR2YXKngMab3XgXR6WHDNB+EhhAI7VRhT7Sg+hWW014F0elBwzQ0Xp4ABX2WhI39Sc+eaLNbknexVHpAQO0e/63AqDA8oWV79zb7VXiXRyVHi5Ah8+8s60ACiRf2EePPyX++/5DLxU+e/NR/fGH8tP3v/UbP5G92euZqD56XO+L8NQsX+So9D6jV0WYzQCSaQ40QIHkC1N38Hqv41G6daTsz/y3QOUHnDq42W4IOSo92BZoV8CjAQom1cGW3t5G15bcuUsS4x2g8gNOHeiMj6Q4Kj1UgEQHNgoNoIBVAkg9WZjlASdHpYcK0G6ihIyFs6m0Ee+WbhnpB5wclR4qQEpeWyA3JcKiwgPOUTo8m2lXTI5LBEBVclMiTCoOm3VrNMvYjOMSAVCV3JQIlwp9WLY9LwDyKzclwqX8Pj7NbAGAfMtNibRXupG3aYH0OQDyLjcl0l7lB5wmLRcA8i03JcKh0gPOrC0CQL7lpkS8iuMSAVCV3JSIV3FcIgCqkpsS8SqOSwwEoC9v3GQqFDa5KREvYXFWun+A/vnCjpr5Cm31oZsS8RJWpwDaT87uHK0nr24ml7nKmEduSsRLWF0CaLiZbIgG6Pydw7XAmiA3JeIlrC4BdLSuVqyu6IOQ5KZEvITVNYBED7YBgByG1SWAhptyzZhgB12Yu7C6BJBeergix0IYRLsKq1MADT9IknM7ogcLrAECQO696KuvfhI9/HfromWWmxLxElaXABpuBjZ2NnJTIl7C6hJAwd18GbkpES9hdQkgeRfGVrisclMiXsLqEkCj4VvLl24o3QxrFO2mRLyE1SWAjtaTTIH1ZW5KxEtYXQJo+PaVTK+gBXIUVpcAClduSsRLWADIhdyUiJewOgbQ8E+i9xoGNoQGQB686KufuiJxLVFryjCV4SysTgG0nyz/Xq8JwmSqq7C6BJBckaieRmM5h7uwugSQXlB2die8OQ03JeIlLADkQm5KxEtYXQJIzoUpdoLblt5NiXgJq0sAyTcy/iMA+nwNg2hnYXUKoNEH6VTYClMJc8lNiXgJq1sAjT7/ucDn+dd4ypdPbkrES1gdA6hC256zY7gpES9hRQHQthpYb9QtXz65KREvYXUKoK+/ylRaVq82Zx1uehwYuSkRL2F1CaDCgrIkOfeX8i8lQN7SPc2tRAa9Xi9LTCAzbkhdHE8qPtewugTQ8O2Xk+SFK2Icvfzj58YZ2RXnE+meXGleJTLonRnt9Yq5UdQu4ZM5d+YXVpcAyubA1Jupu6V7edHoXB5NpntqnV5rRnGUyBTbv/7g0Y/Hcou9+dBLOu3Y3376qJOwOHN8+c4XZt7KkCCNT6jKNR5d26l+fFvnLH+vlNyxl8qywxFWl1ogMwVmJsWK2vWYrWeuJbJV2Ho3P9YJ7OxZdjjC6hZApgWaApDoujoJ0KCQXSdNTZDl3KGy7HCE1SWA1PhY/BjKTaYKE6qKm662QKUxdKE3k6NpaoNwjrA6BZC4j19+8crLa3qrRDOhqh4BHa1f7mK2nmL7kyXXSX/zMJlGnCOsTgE0uv+WegZ06Y7g5VJhDL2dpHdhXQNoq8SP6cGkRNcFgGyqmMr46ouv6O+61rxKZFB+2FNMroMWiBLeCyvctGulyXVMzh0AZNP098KmzYX515xKZKDnLgQhpeQ6JucOALJp6u4c2FzBdVidAkiMlc9hcwW3YXUJILVHdJByUyJewuoWQIH1XEaMJcJhFYMXXSmRbrLJYRWDF10pU1/rCex1nkyMJcJhFYMXXSlTALq/mXR+j0QOqxi86EqJdI9EDqsYvOhKiXSPRA6rGLzoSol0KoPDKgYvulIAELxoK4si3SORwyoGL7pSIt0jkcMqBi+6UiLdI5HDKgYvulIi3SORwyoGL7pSIt3ijsMqBi+6UgAQvGgriyLdI5HDKgYvulIi3SORw+q4ea3eezI9euw9+fu74mgx/UlYWRTpHokcVsfMa3FkAFr83xvpgfho4baFILpSIt0jkcPKbauRn1GtxnQv0eoYr6X/Pp1+dqtwZrGyCFMZIXsVWg1ztji6Lmp+hn6n/OHSvV8br9X026YlWrj9R9GrXRdoZp+UrSwCQAF7FVuN7OzUNfnR0lhFk14Ln71hWrNT1/4ufn1Ltj0/ek+1Zgu3RSu0Kuy1+4SVRZUAfXnjZsN6npta1ZClcIP1KrYa2ZkBqLLVmOZ16tqtvDtU7depa3f7S/Kr8mDh9i3dtI33Z3SlTJ0Le2FH3Iolod3FRwdQsdXIz3QXdu/JylZjmteS+Cfl8ZTsv5ZkMyQPFm5fTzs0DoD29bYcr27iNt6rV6nVKJwt3Fb9T2WrMcVLwDc+IJdf1R2hOGAFSM6FyWdBE9vbedecKipUr3KrYc5WVbfz36crK32K15L+pNTXCW4W5wLQkZ6JX8FUhl+vcqthzlTDI2/A6wCklHvJb8pvaa9FC4x0pVTNhYlWaB4AHXwn355gkO1aWdym2ab5VFSoXuVWw5ypTkuOfJsDJIfNqktU35QHzF2Y3MVuPss5vrmQ72+xlW2HMblNc4XmU1FBe00+SGzZAmn+VsWv5U/1UPJW2iaxDaJ39TTGkH8QvdfrGYD0rjxbJz7VG4JN3zmlrPbV1AGAGo2B2oZl0bTtXT5IknM7I/4lrYKZnBOzF09hJzD7fszRAqRbjexM9WaqKQoVoFTDeWwvVQBIUZJv5vTIu9R+zDEC5NuLrtE6Uxm77WfoB+NdWLo9oRwHUfsxAyD3XnSN1pjKkJsu7LckaDA+iNYAqTE0tZXclBJZLT3bWJp8qj/Pwo3Bi67R2acyjtYlOy139i2isdXrnfjkCdWRqW126wO0Kjp/M0BQo8v8bP6FG4MXXaOzT2UUdqpvni9sHI09eZ5u01wbIDWMVA819Jm8vx17Xj/Pwo3Bi67RulMZ22d32uQLG0dj62S+TXODLqxfAEg3PtZpat7CjcGLrtGaUxlyHNQmX1ielUtl6Xpf5eX6tv5EJej6UHxSzt1FJOYyK2P0xI4CqGqauh9sXq5QvZrkC7NNZagxdJtUB7ptUbdaMrekPDPbNDdpgRbVg1SltAuTM4NV09R9V3/pxcG9nDyXsg/O3MTV1MqiWlMZevO7sHJlyKUx+kgPoi1Ty8yFW+1VHtyXo6zrxRlXYyuL6kxlpC/LhwVQYXWn+Lu/973PqldHMRdupVd5cK9Do54vuIiruZVFNaYydtP9o2sBxHkV039b/lO3rU0oeHGEZfcqAaR61eM4uG8EUMbR2FSGGjsHBVC6rqVUHat3+2EAVApL9ml96+C+gwCNa1e/bVgzYyHnVYx/rv7I9btN/XSpuKy2EAAqDO6z0PoBDO6bWtUF6GuVq+eLP/+u/RCH8yomfyPXtahFdbJa5O2O/kv3D1B52KxbozDiamRl0bSUlz9j3OaX8yoYvTisCK9CH5Ytho8EoO0keS5Jvi96K4aXmzmvgtGLw4rwygf36XuksQAkpzL0Fi8cKxI5r4LRi8PKfhtfaIH0eT8WgNKpjA2e/YE4r4LRi8Oq0qs8uDevoEcFkHzmzPJWBudVMHpxWNmnMvLBfdYWxQKQSve0z/VeGOdVMHpxWMXgRVfw1EH0a2oeTE2ItRXnVTB6cVjF4EVX8BSA0vU+yyxblHFeBaMXh1UMXnQFT3uQeP8XO/JeLLnE8FoP51UwenFYxeBFV7BlLqw2LNPEeRWMXhxWMXjRFTzvHco4r4LRi8MqBi+6gscBuv9Wkiz/hO+VVM6rYPTisIrBi67gMYBkvsvn1HIgJnFeBaMXh1UMXnQFjwEkX7Zg3VaB8yoYvTisYvCiK7gMkJwDG404kxxwXgWjF4dVDF50BZcBSh8+M24txXkVjF4cVjF40RUMgPp6w5RsBbNcliZ1ffzN+xm9OOPy70VXMACS/NzqL5ayB6jlhJMv58zgxRlXAF50BQOgdL1XaYZ8NVtaXX45h/bijCsEL7qCAVB/8uUO/ZKrlN7G3Z5IgiOsUL3oCh4HaPnFK1euvLymflx5JaIFZauFFig/1m952BNJcIQVqhddweMAJUVFtJxjqfAajsmFs2jfEj7QSvf6HOiLG0XdjKYFKo2hC72ZTkph3wOXI6xQvegKxmSqVLH9KW9StURnIuEIK1QvuoIBUF8+8CnyU8rmNkMiCY6wQvWiKxgAyfan9LCn+BYOWiBKAKif37RrpW/hmJdzAJBNAKiQ1aT0Fo55OQcA2QSA4EVbWQSA4EVbWQSA4EVbWQSA4EVbWQSA4EVbWQSA4EVbWQSA4EVbWVQPoMNn687Pc14FoxeHVQxedAXXAqjBQrOxgBb+kT+KM+m9ikuSbVfBWCIcVjF40RVcB6D9BiuEyvE89l7+LNek95pcklxxFYwlwmEVgxddwTUAOly7rDaGrpUvrBTOot6HV8mk95qyJLniKhhLhMMqBi+ainpjoBSgGvnCitEIZnJOCum9qDxf07xalgiHVQxeNBKNAKqRL2wsoAJAWXovfboqc1xUrD225gurqUDzcoXq1SRf2AwANU91sDTehaVLceQ4iFp7jBbIvReNhDeATHoveazG0NSyCQDk3otGwh9AWXqvfrYkGQCF50Uj4REgqUV5ni5JBkDhedFIeAZo9W6+JBkAhedFI+ENoEJ6r3RJMgAKz4tGwvFkqkajlN7LLEkGQOF50RWM2Xh40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWASB40VYWNQZoP0mSFfqfcV4FoxeHVQxedAU3BUjmyjhapwnivApGLw6rGLxoEBoCNNyU7OzT+Z44r4LRi8MqBi+ahIYAqYw96X+t4rwKRi8Oqxi8aBIaA7QxkikwFUC2dE9QF9UeIJUubKZBkFN9TP8TLwo0Lo6wAJALBRqXR4BKXVg4CrSiQo3LK0B6EL3BEAKjAq2oUOPyCNDMt/FuFWhFhRqXR4BmfpAIdVzznsqAOq55T6ZCHRcAgloJAEGtBICgVjruAB0+q/L+7iaJfqRgxvaeB/njcU0GGFZYu03DOuYAHa2rxNHbohTU7Ip5uuD5McN4XJMBhhXWbnJZHDQJ63gDJP6cdSJy+Vx8+/yd4eb5O6I0lt8xB2HEVQjQ5wPYyrA00jNkcZ/UsQZIFIC6aD21W+TGL0ATcZmDmddRuQ4rPahveqwBGqV/Nfovejdtj4/WBTzmIIi4zIHvSeiKsPQvt6NrgUZpiaRNsfx7OlxLElU75iCEuMyB72UwFWHp3zUqr04AlA4GRUHIg+Gm+MwchBOXPAgCoMmw5K+ajaE7ApD4K0rO/+uZdIgheghzEEZchQAD6MImwxo1bX86A5DU/tkd/QcubnXMQRhxmQPf66gqwpIkNWS6QwBtr4yCa4HSuMyB73VUFWGJ9qcp0p0ASI0p1M1EWGMgE1ceoOcHnBVhtXiu0AmA1C3X2ewhfaJu3s1BEHHlAfqdyqgISxZWks1q1NNxBwjyLAAEtRIAgloJAEGtBICgVgJAUCsBIKiVABDUSgAIaiUABLUSAIJaCQBBrQSAoFb6P8aanKcVqxByAAAAAElFTkSuQmCC)
bar_plot(ansett, "year(Week)", "Passengers", size = 16, rescale_y = 1.5, label_pos = "both")
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAEgCAMAAABrWDzDAAABhlBMVEUAAAAAADEAADoAAFcAAGYAMXoAOpAAZrYQTosQTp8QTrMQb8cQjtoxAAAxero6AAA6ADo6AGY6Ojo6kNtCTotCb8dCrO1NTU1NTW5NTY5Nbm5Nbo5NbqtNjshXm9lmAABmtrZmtv9sTotsTrNsyP9uTU1uTW5uTY5ubk1ubm5ubo5ujm5ujo5ujqtujshuq+R6MQB6utmOTU2Obk2Obm6ObquOjm6Ojo6OjquOq8iOyMiOyOSOyP+QOgCQZgCQ2/+Tb4uTyP+T5P+bVwCb2dmrbk2rjk2rjm6rjo6rjquryKur5P+2ZgC2/7a2//+5jou5jrO5//+6ejG62dnIjk3Ijm7Iq6vIyKvIyMjIyOTI5P/I/8jI///Zm1fZunrZ2brZ2dnbkDrb25Db///crJ/c5O3c/9rc/+3c///kq27kyI7kyKvkyMjk5Kvk5Mjk5OTk5P/k/8jk////tmb/yI7/yLP/25D/5Kv/5Mf/5Mj/5OT//7b//8j//9r//9v//+T//+3////m/5elAAAACXBIWXMAAA7DAAAOwwHHb6hkAAATDklEQVR4nO2d/2McRRnGDyntlQSLBrOJTazFBBGpkaiUL6lgIRbtWaQEbTXFBKL0AEGTI2kh9Nz/3PmyO7t7tztzu/Peztzu8/yQ7F56T9+d+dzM7Mzse50QgizUcR0ANNsCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWakMQIMgCFanFgk0kyoB0GDlMDxZB0FQWpMDdLq5wX72l3enFww0e5ocoMHSTXlwsv7aZhBssQ4tfgVqryYHqL/8900xBjpZZ63QTrByONxmnRrUbpUAiDc4w+1VBtAGH1Bvqf5sD2qZKgLEx0CsIztZ34o6NAyIoBIAiREPa3kAEJSo7CAaAEEZTQ6QGPqEg+VdAAQlKjGRyHEZbm+EAAhKVHYpYyMEQFBKWEyFrASAICsBIMhKAAiyEgCCrASAICsBIMhKAAiyEgCCrASAICsBIMhKAAiyEgCCrASAICsBIMhKAAiyEgCCrASAICsBIMhKAAiyEgCCrASAICsBIMhKAAiyEgCCrASAICsVAvTFnbt1xgHNqPIA+vSF3bAfBAES2EFG5QA0CJZ3TzeDV7dFSjKoKeqd/Tg6+uZSh+kcOzqKflfXOEDD7WCLNUArhyfraIIapKOOAujoO29EB+yl4wtWBI0DdLopkrCuygOoIWKtjgJo/8yt6LWF1Fk15QPEerAtAOSBkm4nOavW7eyf/a3y6kVvVy3R8YUfs17tMnOOX5lYeV0YT8TK2EEX5lypbkedHXUus6ajLEHHT7+hYHx07fuMwQXe9vzpkoDx+AJrhXrM/tG1DLETKGcQzW/AWA82xCDatdLdTnwmq3i/ZEvx6NpC0poJ/B5dOxfu8waHHxxfWJBklu/PcgAafhAEF3dZD4YGyLHS3U58pgAq1e3sszdlu0Pef+3zZogfHF+4HHVoFABFGv6nnBNErXS3k5zJLuzsx2W6Hfbe0fEU95HtGDsgBWi4jbGzF8p0O6mz4wtiAFOm29nvCGWaKvbWo6kAhJsvT5TtdtRZT4xbztwqXenKS7yTv0swGB5V8EqUfxdWzgOahrLdjjqTlf7NpYXqAPFhs2jRxDv5Ae0YaHhj6codobsYRbtTtttRZ6LT4gxUA0i+vces+G8xp7QQ0gJ0uhnEQl/mWuMTidVboOkopwt752qsV9ACOVbOTHTlMdB0hA1lXivV7cRnojcTTdFlAARNUV0Cmf+XXICGf2G91xBD6NmWO4A+XQ/EnjIsZcy0nAE0CJb+KPcEYTG1blFUepfQyxxx/o5EMRuN7Rz1i6LSXQMkN5Qt72JNw4EoKh0AtVgUle4aIL4WJtgZ4Lme2kVR6a4B4k9k/JcB9Nm6/4PoXmaLwn6FLb2eiaLSnQMUfhAtha1SFs001DtzK5mmFXP8ydlsiqLS3QMUfvZrhs/PXicsmKlITOaLvQnyjK8y9spuCvdLFJXuAUCzJAWQbHzKbhb2TBSVDoBKST2fIPdnCoAqP6PiXBSV7hygr7+M5f+2+iOxH0oo6sL4Bt/Kz6g4F0WluwYotaEsCC7+jbaA6MUfUJBHchBttUPcuSgq3TVAw3deDoIXrrJx9NLPnw9G9kfv+Dc1lDxjx27qz370tM1DTlRKTy/whyg68RZSkygq3TVA8RqYeDK1n72X93FuMXvnbveIAZGy0wtcSTupF0WluwZIPZXBQcouqLLezSeAosdTMvdavXPut+plpxdkWBPeEFJUumuA1BKYWhRT6q/8ngF0sv4aGyZtDYLR/q1uiTqSKUrC6IlvTpNzgJLgYolx/STTCxSV7h4g1QKNAHTy3M0dAZDYLLRyONyW7dGeM73FxhbfZb/vdX60t/fhU53O42/z3+zk3mMv7e3d5qeOdJsHoOKUcbGfb3WeeP8fv3zi/YJ3UVR6l9CrIEwtQIIN9mvIk0ylBz3D7Y1QArTBR0NbrEXCcn2BUtMLYdQ4TvQsMkWlu26B+Ehn6cWrL6/LVInJgmqfwSMBYuwMeDMFgIqVHjbLYdokXStFpTsHKHx4Q8wBXTlkLF1RDRDrwEIANLlSg/s4KcLllgDE9OXnX46+1JdTizx9mSOA6ikRKiX38VE+sVYBVCSnLVA9JWKv0ekFed4mgIaFa2EAaAJlpxdULsvWADS8UZxcAQBNpJ5MepFsMeEvtgagnSC46GVyhXpKxKkoLtE1QCJHtJeqp0SciuIS3QPk6815PSXiVBSX6Bogf5Ns1lMiTsKirHTXAIV9Xx/nqadEnITVKIAebgd+5kisp0SchNUkgPzNkVhPiTgJq0kA+ZsjsZ4ScRJWkwDyV/WUiJOwAFAdqqdEnITVMIA8zZFYT4k4CatZAPmaI7GeEnESVqMA8jZHYj0l4iSsJgHkb47EekrESVhNAsjfFHf1lIiTsABQHaqnRJyE1SSA/M2RWE+JOAmrSQD5myOxnhJxElajAPI2R2I9JeIkrGYB5GuOxHpKxElYDQPIU9VTIk7CAkB1qJ4ScRJWAwH64s5d+7Kl1dRKhH8HYJyMJZVQrDdZnleKsJoF0Kcv7IoHmT27i59aiex3FsKjTjoflMiMMJ5nbHphNQqggUzL8ep2S27j5aPrmYf9enGeqmyesemF1SSA+FoYnws6bMta2HimPJkxmIsDZMosRhFWkwA6lSvxqy1byuilWqDkWKbM0ycupwiraQCJp1NbBdB+KqNYlI4lzjNmyixGEVaTAOJrYSINYlu6MK7MGDrVm/HRtCkpAkVYTQJIZpJalXmivdL0SiTd/mS/8Ud898ZlAFSovPQuHwTBRb6bw7MGaHol0svwo3owriPzVydQhNUogCINvfuqlWmVyH52siedUAwtkElYykjdtEtFCcVUnjEApBOWMsRCRkdM8mQSiqk8YwBIJyxleBFWowBq21KGD2E1CaDWLWX4EFaTAGrFUgaFVRu8zJXS0qUMCqs2eJkrpaVLGRRWbfAyV0pLlzIorNrgZa6Uli5lUFi1wctcKS1dyqCwaoOXuVJaupRBYdUGL3Ol5AL0tfiuns//+gfchbXcy1wpeV95+avmp/mlsGqDl7lS8r+t5/kg+GEQLHn2cDNhiVBYzZrX2oNnoqMn3+N//4odzUe/DVYa5S9lyBQvuI1vktd8qACa/9+b0QF7ae6+hiBzpRQuZWw1Oj8QhVW9rUZyZmo18r1Yq6O8Fr99NnrtIHWmsdKoACD+hStYynDulWo11Nl8+C6r+Qn6neyLiw9+p7zWonerlmju/p9Zr/YuQzN+JWulUcHXPQ2wmOqBV7rViM/OX+cvLY5UtNFr7pM3VWt2/vo/2Z8PeNvzk/dEazZ3n7VCa8xeuo9ZaZQ7iH5drIOJBTFiHX8v2dO3Hz/qmc5toJNVDWkK11uvdKsRnymACluNPK/z1w+S7lC0X+evf9Vd5G/lB3P3D2TTNtqfmSslByABzk6wNIUUZd9cSjaF9uI9pOO5DQo0tYry1CvdaiRnsgt78Exhq5Hntcj+SXY8xfuvRd4M8YO5++9GHRoFQOHD3+zye7HgCvUY+qjTUQDJrey9sx/n5DYo0LQqylOvTKuROpu7L/qfwlYjx4vBNzog52+VHSE7IAZIamh+c0kxZhJO1Ab21OMz+iQGbQMo22qoszXR7Xz7bGGl53gtylcyfR3jZn6qAE1FKYAEJckTEGdumZIYtAygbKuhzkTDw2/AywAklHjxd/J3Sa95DYzmGh0F6OGNIFj6xdTmf/ZHu7DomT4+DjIlMWgZQNlWQ52JTouPfKsDxIfNoksU7+QHdADx77t8XmwHmo72RwfREiAxhjY9f9UygITGJxItWyDJ3xr7M/8tJiUPojaJBKAdPvtctBexb587Oo1Gr9M5+9HToiMTz6ZXAGgt068vjt/RTlpRlVSDV85MdJUxkG1YGmUB4mtgYViwiMFnpweWBI2iccTPo9wG5QFaYyUnP1LijBVmcqYvEYrCrQ0gdVESJ96biabIQ4CiyefcOejTTc5O325ycRSN3rkkt0FpgEQRig5dnh10x+5Vi0qEonDb4GWu0ckBOlnfYj/7/JGN19hIaWvARts3zf9BVgkaYvpHZpCLchtUGwMpgOTnVDtFS1u4bfAy1+jkAEntLO9GM9Urh8Nt2dPtTa7bj7/Nft7r/Ghv78OnOh1+dlvmNnjspQ+fYq/ee+yl+F+NKfcS1aqQnNQQABVN0TLprMqq2Cs9NuPzflz6vrWeuKpajao6QHwcdLK+wYdJW9b9WVnlXOC8uIkQirowPitWNEXbremTnh2bcfG1h2pelHFVttKoHEBiDC36sgHvvtwDlK4aOYjWTKsSF26hV3ZspmKr5EUZV3UrjUYBWnrx6tWrL6+LX1dfGbkX64vb+1IAUV5F/l+TnQ2s43jwg0+KVwZTXhRh6b0yAIlGcRbHZuUBCtIa4SP6GmfPAMr2Fbp5+ZQXRVh6r8yOHd6ndbVjs4YANPz8Tlp3My1Qnw97fAIoWtPJfJ7Xvur6AFBqbNaNNuB03Y/NKltNDJBOYuwsDzwBSPQScl9vN6olTpMPAGWHzZJxP+KqZKXR5AD1ZbfG54E8AUiu6YgFZf655vfLsqvwoqJSLWO8j8eLuKpYkQBUTZRXQehFYWXwSsZm0RZ4AFRFlFdB6EVhpb+NT7VA8rwLgKqI8ioIvSisCr2yYzP19AwAqiLKqyD0orDSeGXGZnFbBICqiPIqCL0orNrgZa5gAAQvs5VGAAheZiuNABC8zFYaAaCu3CQaL32mtu+sGfZYE4blq5e5ggEQ5+eA3S+ld1+IdYjxXT0TeFHG5YGXuYIBUDRRnLm1XouX1LK7esxelHH54GWuYADUHV/Ul5sbuWTqCn3yHIqwfPUyVzAAirSWaoGSY7m6r0+eQxGWr17mCgZAUoup/Tsq/9e8Pg0GYVi+epkrGAAJZcbQqd5MJuLRP/dLEZavXuYKBkBc6fYn+3Diojn7EkVYvnqZKxgAdfmET5qfTAbLCZLnUITlq5e5ggEQb38ykz3p7TtogUwCQN3kpl0q2r6jdvUAIJ0AUCqTU2b7jtrVA4B0AkDwMltpBIDgZbbSCADBy2ylUc0Azf0rGUWojHTp3RS6qyAsEQqrNniZK7hegJ58LxmGqox047spCq6CsEQorNrgZa7gWgGal4+OCqmMdDm7KQqugrBEKKza4GWu4DoBYswknKQy0plS0+V5WZYIhVUbvMwVXPMYKAVQnJFOnq7xtCyG7xwiLBEKqzZ4mSvYGUAqI518PTzoGr9ziLBEKKza4GWuYGcAqYx0/HhefuuZIV06YYlQWLXBy1zB7gCKM9J1490UAMg/L3MFOwSIa56fR7spAJB/XuYKdgwQ//rXeDcFAPLPy1zBzgBKZaSLdlMAIP+8zBXsBKBMRjq1mwIA+edlrmAspsLLbKURAIKX2UojAAQvs5VGAAheZiuNABC8zFYaASB4ma00AkDwMltpBIDgZbbSCADBy2ylEQCCl9lKIwAEL7OVRgAIXmYrjQAQvMxWGgEgeJmtNAJA8DJbaQSA4GW20ggAwctspREAgpfZSiMABC+zlUYACF5mK40AELzMVhoBIHiZrTQCQPAyW2lUGaBBEASr5n9GeRWEXhRWbfAyV3BVgAbBVni6aSaI8ioIvSis2uBlBqEiQMNtzs5g6abpH1JeBaEXhVUbvMwkVAToZH1D/dSK8ioIvSis2uBlJqEyQFvs5+mmAGgPapnsAeJDoHCiQVCt2jP/EyfyNC6KsABQHfI0LocAZbowf+RpRfkal1OA5CB6iyAEQnlaUb7G5RCgiW/j65WnFeVrXA4BmngiEWq4pr2UATVc015MhRouAARZCQBBVgJAkJVmHaCTn+7yX/0gkFMKamzveJA/Gtd4gH6F1a8a1owDdLq5zEtkh5WCWF1RswuOpxlG4xoP0K+w+sEGO6gS1mwDxD7OvETkvPjOyuFwe+WQlcbSTXXgR1ypAF1OwBaGJZHuC7pKaqYBYgUgLlou7aa5cQvQWFzqYOJ9VHWHFR2UN51pgMLoUyM/0f2oPT7dZPCoAy/iUgeuF6ELwpJ/3GldCxRGJRI1xfzzdLIeBKJ21IEPcakD19tgCsKSf6tUXo0AKBoMsoLgB8Nt9po68CcufuAFQONh8T9VG0M3BCD2KQpW/v1cNMRgPYQ68COuVIAedGHjYYVV25/GAMQ1WN6VH3B2q6MO/IhLHbjeR1UQFiepItMNAmhnNfSuBYriUgeu91EVhMXan6pINwIgMaYQNxN+jYFUXEmAjic4C8KymFdoBEDilms5nqQPxM27OvAiriRAt0sZBWHxwgriVY1ymnWAIMcCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVYCQJCVABBkJQAEWQkAQVb6P3eYh1sp9iGgAAAAAElFTkSuQmCC)
bar_plot(ansett, "year(Week)", "Passengers", "Class")
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", "Class", "Airports")
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAEgCAIAAADT5FumAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAgAElEQVR4nO3db1Rb150v/C/TNk7buC2YXseRCaiAzFD35gnxLBEBc2HSeF0cWzjXBF+7ruLxmuCHjBOJdTG5Y+Lp6kPwrNjcIFpfe1m9jx9HQ5yaKK2lxGaNMx6YYitoLqW3qZcHCxjhCtVJg6GZpJPEmS49L8450pF0JCSQEILv5w1i6+j82fvo/PbeZ++jLL/fDyIiokzzR+neASIiovlgACMioozEAEZERBmJAYyIiDISAxgREWUkBjAiIspIDGBERJSRGMCIiCgjMYAREVFGYgAjIqKMxABGREQZiQGMiIgyEgMYERFlJAYwIiLKSJ9P9w5Qpsqu61zIx2ftLcnak6XsRyMPLeTjT5X9PFl7kkRt5Qsq+o6hFVH0tAjYAiMioozEAEZERBmJAYyIiDISAxgREWUkBjAiIspIDGBERJSRGMCIiCgjMYDR0jPeXZEVpqJ7PN17taREZFFF9zjGuyuy9vfF+/H4llxMEQeV8C4uzeOilOFEZlqaGi/6T9WmeyeWtsgsMl71p2lfkkZ2UOPdFcUV3WNXjUVxf7poGeQAJYAtMMosffvD22SBFKnqPd5dUdHdHZ6qtGToohXd44FFhLX37ZcWHe+uWPqNwED7Y7y7omL//grpSAPHLR5N3/5ikxOWLUu8sVL0WIMOQGi7Sv46/LjCciDOc0BpPdESaYlhAKMMMt5dsQUX/X6/339xo+nJ7nGgb/+Wa+Yxv9/vv4gtgRjjNPWWComNlhfEROUl4TRd3+73+/1jZpiKs84HXh/rA2q3N15zjwPA2HU0PBZ/SyD9nBY87/f7T9Wib7+UZ2Pma1v29wG1p8bMuqXfxh2/0Bsr0yOPK1TMc0D2EcX1zLVyWhoYwGhpsmyJvAU2fqHX2bhduOjWnvJfNRah77yl8Xmhj6l2e6Oz94IYl6TE4lKd8/oYgKhL6swHawGhvh94rdmIa+5xoHb7xt4L40Df+WtLL37JskjhCitlFACIUbjIeHWJx6yQgyo2OedYOPZxKZ4DOqEci4zPN1rO98VaTwZl2srFAEZLU6NQ/xUF7oPoSovlS427rwX/KS7VRV9f/EuGKC5F74XxJRm/5FkU6wpbe2qsobc4U8bCyMtdaggrm99xOU3iR7ZYxBCluJ7MyrSViwGMMopYlZYUaTYG/xm7HqPGHv+SoR97rAHXjy3J+BW/IuNVf0i/a4YIKTOl9+dxXPIAKVWLFNeTqZm2sjCAUeYoeqxBJ/X7iLfra7cHbnAE+4cUxb9k+DavWTI5fvXtz9gmRN95i660WNajK/Qii2/O47jk58D+4ECdyPVkcKatLAxgtDSF3gMT7/IUGa9ehPBGcW/D2KlaoPbUxY1Cr9AWXIw54jr+JUMUPdag26jJ2PglO2zZgRc91qBbmqMQ5eUe2N3ag2YIx/AkGhqFBRWPay6yc+Ca+WVh3UrrmdfKafFl+f2cN0HzsVJ+0HK8u+KY5up8b+PzBy0j8QctKVk4kZkoqvHuimITzGNX070jRKSAAYwoqiLjVb8x3TtBRFHwHhgREWUk3gMjIqKMxBYYERFlJAYwIiLKSAxgRESUkRjAiIgoIzGAERFRRmIAIyKijMQARkREGYkBjIiIMhIDGBERZSQGMCIiykgMYERElJEYwIiIKCMxgBERUUZiACMioozEAEZERBmJAYyIiDISAxgREWUkBjAiIspIDGBERJSRGMCIiCgjMYAREVFGYgAjIqKMxABGREQZiQGMiIgyEgMYERFlJAYwIiLKSAxgRESUkRjAiIgoIzGAxadvf1ZWVlZWVkX3uJAw3l0hpOzvk/2TJV+qb7/49hxrlj5bsb8vsOLAdoQNV3T3hW6iYn/feAoPd+lKYnZFlNp+YS2hqxzvrhD/US7llSF1539YASJibcGyi2+Fy1Iq8n9ZnP8MYIlx9l4QSm3sujPsLZ15zC+6aiyKc319+7dYYB7z+8fMOqdly/4+FBmfbwxsZ7z7BQugM79sLJZvYswMy5biFfhVTn52BUrtYiMspieD30mn6ZjSB+ZVystHss9/jF/odcrXG762FXuqK0t6/mf6+c8AlgCdTgfn9TEA6DtvgU6nW+gax93XxJOyyHjV7/efqgVQe9CsE86fvmMmJ9D4fPiZIly1LedX2tc6ldlVu30jpNIVWF5YClXMJST5578QvxobG6NdL1fsqa4kBfkflKHnPwNYIjZu1Anfpb7zFugaGjYmZ7VOU3FIH5f4pX2h4gUL0HjxVG3kR4pLdcA199I/wVIgNdnVd94CNG6XPqzT6aJeVFespJ//4xd6ndCVHtweI0it5FM9TIquPwAy9vxnAEtE6fYGHSzn+8bd14CNGk3Im05TccKdw0XGl806AHBathRLfdCQWhVOZ5TrMVCkCa8vrQQpyK5AqW2xQNe4vTjwRsPzZh0sL3SPRVl+adwCWFzJPv+F+NXwWFFtjAi2Mk91RUm//mT++c8AlpBizUbg2vljvU5ZZUUU7B1OpHO4yHh17KK5UQfAKeuDFloVkRuRjLuvAbrSYuV3l6+kZ1eg1MYuNjotW2Q3AYqNzzfCaXqhV3n5pXELYJEl9/wPxC8gRgRbqae6kuRffzL9/GcAS0zt9kY4LRbnfL9R0mgief2lqNZ46urYxUZdohXNjZqlcAottgVll1L+S6vd3hi2xkDDjiTJPP+F8RtilX6LBbFuda3MUz1SKq4/ggw9/xnAElRcqgMg1hsTV3tKXn8RBqbu7xsHiopLEXdFc7zvmEmhDrbcJSG7QvM/dKHzlvA1ig07Ckre+Y8LvU6g8aKYMGbWKUWwFXqqR5XU649chp7/DGAJKnqsQQfFGmGwd1g++8KyJca8iSLjyxcbdZYtxVlZWcUmNF58OXazXNpE8ZZrjRfHlG/3LGOpyK5AqRVvsegi11h70KxTXj72HJtlK2nnv9D+CkYmYcWBCBa17GJ+oZa/pF5/kPnnf5bf70/3PhARESWMLTAiIspIDGBERJSRGMCIiCgjMYAREVFGYgAjIqKMxABGREQZiQGMiIgy0ufTvQO0GNrKO6GpNL2AV5+48l4W4C/5jkv3W8Ppt9yyhTSVJuuaf9Da30Huo6/pq+/PSdvuEhHFgS0wEq19VPP1n914Jyvd+0FEFB+2wDJMW3lnAktrKjus5eLrG9Pv37/121uuvNKHtQd0pcBvZYuZrOVfx8yAYTSpO0tElEKpD2A+m7HJu9vRrFVIt3oAADVtkW+TsoITryaw9N1fB6QAljX6iiHXZG3p+B7e/9s3B34te8aZ+4q5/Ar8Jd9x7XvUcPqtGwDYf0hES12Kn4Xo6tJ39CtFKFeX/mzeye56lRDJBquE1+nzo5GHElr+qbKfp2hPYsuuS6QFpq6cNZdD4ei2frvsEc9I80RoaqH65+rfPfT3syWbSo88eHf+QveViCiVUngPzNWl13dMGtoMaoX3nP01u8WIparfXePxTgHw2YxGm61Lr9fr9XqjzQeX7DUt1NZvl/1k090AkH3fPvXs5QkA2V1PlT6bLS2gzr75u4/Tt4NERIlIYReittnhaAZ8tkHF94ItMpezX53XILz2WL27HY5m+GzGpiZ9TZv0utdVH2zDud3uiDUutgXuw8sGR6IfedKqn8eGPsWHM+5brd/fBQDVd2abf/4gAN/QI3tXj2AX8E8/Nuy7vONJAMDMcdPpw55dQG77idX5/+6e/hRYlZuf/4UZ9611YT9gLlkKZbESaJj/acX8T69o+Z/2QRw+m7Fj0nCyWew/VBsatACgerhKPVglvs4rwKDXB63UxxjtYBZCW7croeVn7cnfh9jmc9SeK6tQvk6zWvx3wJ49EL7IiPV0tjUsbfrw06cP2FsC98GCa0jKXlHyMP/Ti/mfXukNYK4ufcekId23v9IhsbEYopbk7wcRUcZKXwDz2YxN1oI2R/eKHH8o9ukl4il7KnaEiChTpWkisxS9OHqeiIjmJ8UtMGmyV4cebY5mrTgnTPdWk9UDeDr0/dKCNW1t6OjoB9Bhe/iE0KX42bUOI9qWdP9iYtOKAQAdQ+wJzFQsbqIlJaUBzNXVNFh10tGtgs9mbDLaTnbXdzt8NmPTl9scDq18irPPZmzyBhK78hzN2vruNhiPAggbs7ik8FbWijLv4mbkI0qFVAYwn3dSXdWgAoS5XlbnFKDClNdTowuMNLQ6Xc1arXJicEU2Y5MVS3GwB29lJUtGTCRncRMtKakMYKq8As/Zt3319Sr4bGf71VUNEKKaNOkrMD4eSolSsBLbcbLgtRTmXsx7HxL4oLpy2LzGXGfvCfugunLYXF4IALjU1blzQEjNbT+x94AK0nSuJO9nqufBJBob/tOx9J8D8RDyZx5NN7c7ZNof5yGlF/M/vdIyD0zb7ECXXq8HoJbaT1NeD/LCF1RMBAAMHtUj4jFTqZ17ERo2ygz7Lu8ITIgae0ZKn/c+xPvB6rrZ5mJgLOKDJefMmj5T52GPsKv72m+ePuzBnkN7Nb2d2QNA/b5Z874P604fVdxc6NHJYmHw0BLaz3TNg1ngdhetT0/Yz0RnGSLuiYach5RezP/0SmkXovCQQ4dDJTxXqqvN0axdn6fwZCnFRADwoMpQMCi04hZFRNgoXZ8ja+XMS1jMCCo5Z9+6GYBv6JGnr4yE7ACAO5e6hgqb10Ts4YbNLudOoYHluWJ2lW/LBzwl27RjbxwBqutmv5sDjP0GAHLbT4i1+Fl7y8TrZzZ9ccfsltUAnjfk9lingZJz5vKJrs5NAygz7Lt8ovJ6YDeWO968JFoGUhnAprwedVWrEHm0uhqc9fqgVeUVeISbYYDPO4kCnQqAYiIAddXD9Q/DeNT28CLc/9pzqOWH2pnjXUO1wbCRu2H9jPtm2IIRgeHXFULUmXj9zCbrdMiyERFRtpKt6OrMFoLHoensI6NQVw4345m6zh6h5fftNRMRHwt9mkbJNu2M+1VAnVvou73t/2v5YQ6AT2aCS4ttx2zT0Kh57yw+PN41VNusuWdHxR6rvUedW+gbahwAgBGr89IO3ePqKyOe3PYTegzdjjPTMhTvZhEtA6kMYOvz1B6p9eRy9qOgTSWk9p+1NWjrVb63Bz01u7WIlihS1bdWxR3C4hoLcPezT5SqR6RnsQeGA/Qc6ewBoK6sDS6aq1HlbDa3HAAQuOGkfnC3SgwMz5iGTOa9s643H3l9zeUdOYU79s7uQKA7rvVEy1+J+1z8Q3sd6uw9yJWteeyNAQAYGXRPmDfswWiP58qmOvHtkUH3xA7NPbgtxkspogwbcgPxcvZDzLx+ZqcHUAOqciEcouK/vte65j5xNTNiDPOMvubT4Njpw6isxZ13sWZDlDYvACDnwHonUDx3Tq4EsjuOe4Ce8F5lIOROJISbkZpeISUXRJQyKR3EUd/d5tU36a2AcBNMG5YaSFNOlK2otUocXD/XNuOqWas3/Jl5zU+/v0vo04tVs1bnFgbHROS2n9jXftOpMRf8y3szOWtzAPzw4Bd/7Jvpe3W0dNfWS11volnnlg2g+M0ULvV27ryp1IWozi303b4uvPZMT0CzQQ14gu+XVWkKf3V74lvCf7KIsmPvrOvN7Lob5+xbq1ff/OtAg8839OKAsNWP7+A/PBS6NmWe6QnV1ueqr+wcQJlBtxmQ7kfPHH919IB261yfT5moN+oCoWLRAkPwjuOsveWHQi+r/OmR1XWzDbfFnAcAlBn0B1RAc8tsczDxXDVevD9K2FO4DRls4hNRDCmeyBx4Ir2xySt2Ec6Lqr474ae3J4Pnyqa6K9I/0zemcrY9lFvom/zfyNsEALik+lqOD9NST2Po/VzF7kdJ/rrCtfmXT+CRyNtO4hVt5vjR27XfEjozgxGlzzeDf8wdtpdPdL050KwTw55nemI+1/TRnabcYXPLbDMmXn/zuE839ydSpgwIvQsY6HRVHrQiSGTwfcmm0lcevDs0LSJ4RLauPpoZetEjRpRLqjWlgf0U9q15zXGTfUS2Qkv57Uu+HEgtsFn7XgAvDuQ+fiIneLMzGPaCR7fSbkMSLdxiPAvRZztq9aAm8J+xA6FzlqMkzsesve6ZOvv1aJ08wSESH24ChNpuYhuYnp5QVRW99wfhv82+3/0Yq6Wexq0ANptbNFIrQd79+BfV6BkIrmbPt/PvfPzLWsWrlRg1S87Zv50Nb/i7n//S7tby4a7OnQMl54J1/NE3plqEthTu++Jd+Ojncza/QrYFoOTcjttvxPmpFBACg8JtSOVBK+Kbrd9/pv3E3gMYUqgHhNpzqCX/ZGf2AGbtLRDjpdIYlvDWFd5RaR5XjwoJm323X5Sts8ygC+4bAOS2H9T0HXPgYLFUlfmGeHSH9tYOnckWm8uysKfOLfS5X/QA4m3IDaEBkkIkOlkQ0g0CTiRfrlIfwHy2o4MFNerAtzy1E5mz6+wAoNjJExgioa58x1z25KES05HROVZXXTfbcFu6OOZuWD/2xsBoz8BXhu1/Krz/yNO/ePxEHu4TehqdGrPObXLg4L72m6cPQ+p+ROWwed17DSFNB5P7ZwPfWiderdS5hYgMHqNv/Gqr7lvSf/dVCn9zv/SFHGCz1EMViJc9R97cZhcSZ97D7d/MlVEAgJJzdrHPU7wWx/WplBB6UxVuQyoOWgm8+T/23iMEBsX5AMHEd3+Jsf91BIH6ihQ8IsewBLd1rnnNcdPpw56Sc/a9mwEAjzw9+viJlstivCx5bgeOm4KnUJlBXzvk2ORBezDlAeGFaSo4uick7HmmJ1TidssMus0+tzxAUpj8f9y1cyD6Pchg9TTYGcuhN8tbqgOYz3Z0sKq1FUf7xaZE8icyr8rNvxfv3pz+VHEHZLVd2RCJO/joPe2GPRjtUT/4B/zh45sT4kRgDD1yTPbpAfsj9++7bC8HIEwQ7lFXDpv/ePa9mZlPpqfvWnfZXnPJB/dvpDYTIPY05gMDUuNGDeDOrakcTT7gwcyn+PLvZybKvzrjKzYZcnus02VVmkKXswdh8bJk27dmzpjsPchtB/CbK253DrBq+surjx8WAmEw/AAARnfWjQLiDSQAwPThY+6nzN+ccd8SfuJL2pkP/5f49R7d2bVhVmgj+oYeeToknLvdbnnepmAi5+p1mnWrAXw6c/PmdBzNjtz2E1sLhUErwL/+wf+Vz2UV3j6TF3U+gKx37sCByzX/XnGo5YdaAP5PfhM5KDScFNErh+2aPtMZ90H97ru+cNm+973XpYZU9YbNUuMJEDoP3Y1PT8va9CXP7cAnd5D10cxEeUmZVSzW0LA3urMO5+wtswidTQF8+inw+5uB0zr5+S9lP/DhLfetNz/alX3fT+rvzZcv4vE89PezwqCnJ78GAD/7B3HoU8mOb56O/qWbW6I/6Lr2L/c9+10xaCnfgwwbwXuopOfIKJD9iR9/NO0+sVZYWmniisITAHLbT+hnbrrlR8eJzOmVnh+0FMJXtwq2QFKKJjLna4Sz+1w15HO2Ijp5AACeK42vay6vv9EDwPOLz+GBe/I1ew5pAp08gTiHyN97rF5T6PvnR56+ctnekgNcwmfuY+EhZI/ikQjUD+asAlblvPg6LPjZhDBqMRA8IuLlYdmeC0d9yTejtN6Qowvuf9gPWoa9C8WfuBRD3YFAJkt5qyisLLLrOhF99jcgDdAw3TaZc182ncFB/QFVTr4mZ4/YoxtNyTn71sLALAX1g1/5XBaA3xeXlOHKiGJbCrLeuQvejx4t/mNnZ/aR3Fn73rvv05Qh9/GD5YUqtFdfeSx8DAuCYSa/rtDn/qkHjwM5X1/9ET54bVBsSO3RFU8MXQ3Em7IqTaEqRyo7oLllWHez0DcJ1QPIyXnxdY3FMLrJOh0Z9obNmj5T504PUF0ndID3AEDOqlXAqphZr5T/87J6nWZ1a90u4LWnAmnVdbMNt//CtGsEJefsW/+pq1Ns+pT/z46nr4wg9yn7qtgnRmxCRFE8TxQS1Y9O7LpHaTXK1dPAsN7rhuq7s4Cva8QotRbOsIkrkD0BoLpu9mDlT6XAlhPf0XEiczxCunA1lSbrmn/Q2t/JAgD4cx99bW/1/QBmBgyn33ILKfrq++M6uVI7kVkMX/AFE1M8kdkd0lMX3skDyIZIhKbLO3liuXl7QqV5XC2O7NgsdP0p9DTKEj1XNtXltp/A8ACAXwAPABixOvpO6CFcuWSi/T4yAOFemtiQAoJNrqUn6uzvwACN/DWBwCDYEGPYpLpyWGpgAQBy2w8WCK8mxjQWw+imQaVPyXvnHsu759+n/qdsf557YW/h0JnswRLlMSzBMCMU96gwG+Ee/OFDcSdzN6yf6Xs1eMLICk4cRv+GrsU09H8KdwSLu33w9I3QsBfIBwAYuHEpMConMP9hsYRWIMLu0oVWDipgaS1XXEmiFM+TiMTc9oMF/3L7k5y1d4V9XLl6KlQmXM4edeVw+e+ArwLYc2hv7dDPLu1YFz5xBdITAKD8e+UUwvVm9pFR+USRMsO+y+ud2WH3Yur3zX4Xf1N3+qg0iElqAQevAFfuFc+3PYf23nldqkD8TWX701dGgHWfQ3V8e5TCAOZ7e9Dj8Yij6AF06CcNJ7vrUzuRWey+E87psNquIDhEYl+7rIkj6+SJyXNlU9eaWbN4g/e4yd4DpZ7GaIlB04ePuYfNdTcUntCRwfYAPVGGX4YM0LgZCAwizcGWWcWxGFL0ClzRygz62qEB7KgD8JHTMdKgbx90Ks0HkPfOjTnfuy2fFf4n7575hnUaUB7DEmxdicW9V0j/8VtoMOQetU4DuRoVYnYeCRFu9sAO4V+huJ/Q+ELCXqA+NOIBqjdsVrgVukjkJ2G0wAAAuKu2VdNnOnPAvBfAe8Bdb535xvHpPYdatjmlG1HBypwkmChe0aKfJ+GJQnH3lddsAoL9/Er3IAF59XS6/aCu79jgAXM+hOrpYMlwecTEFeQW+m5vONQyq0Vkn8di+sX1h4Y/EV8Lfbmy/ltx0mr2fT+pX3X6R543gZKnyl5ZyOaOmzoPexAsNRmlosxtP6E/oMqZEG67KM5hDa6g5Nx3cdwkPspOXCdyN5zYeyAH+GLYkyIWWoFIYQBT1Xc76oWXsh9OAVI6kVkurJMn1Ogbrq3y8WwvDkmdPHMasAcGswVOd6WWk3JzKvgyrDdvWRDunCvM/g4boBEaGAAUBgfphSir0hQChbJpVR/NDNX9+ezlkMCwwWwaMoW1pcJ655rLX6q+Uj0gruSfS0vKMP2c8hiW0NbVgD17QPwCNx13tJ/Qtw+ePuyJ0fydPvx0J1Byrhnu8OIuOWcPnasg1YcOAEq1nIRdEoan2je8IVSMFB9jFkhUPzphfkBo6LWfaFEODOGTBe/COwOHPWJ/AHz439em57oMRUw2AHoCd57Cz5PQk+dvhwrL3Y1Pzz5eDgBrt+0Nnicxq6cX7N8teetvCz3ZwnomykvKfr2mEErPl1GVa3o7s48A6sphWRfiInv/73a1DgAQduPOJR9wXkh5vxXvA7sAQH3rQfOed/au7ql+4qmyBW1Okw94FCsQsYqy0HVrw4mW2c9PeX1T4mijiDmsyrUf+Shc+RAt9UIrEIsxjD5Uaicyi913QGQnT/gQidDxbIFOnnRVwZYPhdnfSrkqCwwAQqoO8vsZoZWAMsO+yzvKA7eaNje3DL9+ZlPdNICesLZUdVjv3Dp5FDws1Fe6biuNYYnRuoq/3SxGuANKiRH5ELGVp08fsM9nGLf7Znxz5IVBQ55fnPXlCfn/netnso8rBoaIyYKnR4MDVVQfz9yc4zIUvKKpK4fNYsHtObS39vovJ1R5fWHnCUJOnpM93928+nOB4n6gCBO/FFcbq3qqzi38+HOj16aBbCHhxSGNZaNX4cFskD0BQNbnvMj9txAKDlCaiREkFBwOtcxqPxBSXnahMuTeh3xgV277CT2OhX31xBaw+2aUCoRiUUrPHrr0pT+tHTqT/euK2YZoxyGr/ciKO9YNmoVVIBYngIXNQxanN4eKTJzyejz9TXqr2nCyO+6JzMcCV5aIy1DMIRLLtU9vkbWrcThy9nd+9Ptb0pWiLL75T4F4JrSApWq70nyA8N65W8/U2XukL3CgvpKt0AiODDOyiLK0282Hhcit2NRA1BvAgNCQAhQDQ/TJgnf++bM/qcrFYIzLkOyK5rmyqW5UyP//51/PfOP4NI4H1hQxdhcApq9e/1yOs3PngHi1fW9mqFG8DsaqnpZVfXPtF7FWVl+xYLCv9JFa1a2IiSvRngAwz3uQwiCmRIgnpHAtipyJIZIVXI9nNHAa/+epMyWywBDa+lHsCBEj+o1de03KFQilopQqOrpvfXDm/50GbitXBRBa+5EVNyqj36BZWAXij+JcbtFJU5sdjpNVg01drjg/dlhec6wLr/iPWE9n13Vm13VmB98Kq/gzei2IJn/uZUKJgyothoU8HWp0Z9ftA+aWWXvL5XL3I0eky6WUONu8RrxbGTR9+Ji71lwXa8hohroZ/friubKprjO7zqkxPztrqSwDAleKGakFsGH9TN+gvLJccs6+r10NiNfHGz1AYIL2f/zvP+kr17ffF3YZ0jweGJRVvWFzoB0sc+ehkgT7wP4V4pgd4TzJ1YTdUBiwPzKkuWxvmbW3XN7x2XGT8DUXZ4Ftso4dPjaRg+LnDbkQmzLCgYy+MVX+XDUAcVJ55K6mUsk54fouEGZiKLZUggUnloXg3XJ5NpY8twPHX5WqJmJHiJAPZ9wN+9rVJefsYuXLNHVm0/G3NskugzeEeT6IVpQ5ACY+/mpZvpC+pjS4lds3Qm4ej0YGqvcmNcpfcM90lHN1rrHWkiUbwEKnNvc7441glFbum0B13eyJSul7lSvr1I2lr1zfHuv5wsqC958H7GLVRN4FEUhcUfWV6NcXyegbrruck5rLdmH+EwD8SVWUwBBZOVBXBibyi/WA1oKPouyLeLW2rJYAACAASURBVEULOSUAoP/nGsuhJxTOk6gnz78DeOyIQzpP4qyezsqy5a1v1L35yx17Q2o5QM+RN9HcMmtvmTWvMS/mDTB15bB9K7qCLbayKk2hqvyyvWXWvveACpubW4bDL/qjb7hy5HXEi0OywBBWV/BcCYlPMzl7zVvRdUb4f6I8SgUiPKLcc+CvhOKYAfD7L/7hjzfmAtNuX7EpvCqAYO0norhHXnVE+YIvtAKR5ff7E/vE4vDZjEfRKo7bcHXpz+bJJoNx8uDiizbf5ebMp/k5qwCIE5I/BYBVufmRiaJVufn5X5hx3/pQ/EeahB6STuGi5f+nwJ1bYbm2Kjc//8u/v3lz+tNgpq5ep8n5TCqKwD+B/I/9NICwdedEbBGr12nu+ch968Ow5woE/5GdEv5PfjP2649W5ebf+/lP8JWvxnPypP88SfJE5ijZKH9bPMhoBVew/qt3/dtv3TOrpJwJWTBifd/Iz8Gs+1/eF3Pyw9X59971h1Vf+ESW6zmf3hQ3KC/K27//8n3B4ngX9wqbC3kKgbTJ4C5EFLfsmMJLMDCj/sNb0S8L66Lk/1INYCExKzyAERERLdUuxKhTm4mIiIClG8BUeQUe75Tw2uedREEem19ERCSzVAOYOLXZB+GJHuJ4DiIiItFSvQcGAK4ufUc/hKnNvP9FREQhlnIAIyIiimrJdiESERHFwgBGREQZiQGMiIgyEgMYERFlJAYwIiLKSAxgRESUkRjAiIgoIzGAERFRRmIAIyKijMQARkREGYkBjIiIMlL8AczVpdd3ucQXer1e/I+IiCgd4g1grq6O/pq2Zi18trP9qGlzOE4aJjsYwoiIKE3iDGAuZz9qdFrhx7mEV6q8AvQ7GcGIiCgtEr0HNuX1QJ23PiX7QkREFLc4A9j6PDUmvT64nP1QVz2sgqxRRkREtPji/kFLn83YZPUAqGlzNGtdXfqOSf5QMhERpQ1/kZmIiDJSnF2IPpuRo+YBAH37K7IEFfv7AIx3V2RlZVV0j0tvZ2VlZVV093VLi0nLjkdZYdgKAikKn+3bn5WVtb8vpce3RAn5KsunQCbt74vIMXGpObNLWmkgo4WVK64tInF/d7QSXb6SfPKP9+2vCK6wW75UtLdW8FdAkMwiWBbnvz8uQy9t2/bSUHzLLmcXGwGdeczvHzPrADReFNOERDFVZx4TXgmJIQtHEN4LLislKX32YmPU1Sx3FxvF81XKl0BC48WwHAv9TKzski8wFixGxbWFJl5sVNrgMpfkk1/20fClor+1gr8Cfn+yi2A5nP9xtsC0DQZ1/1mbb95xcnkYd18DnL0XxlFkvOr3+0/VAqg9aNbBaTrWh75jJifQ+LyxKPRjRcbnGwHLeYWK4/iFXicaGxuFFSiI8dkVR6fTwXl9DAD6zlug0+mSt+4ioRh7L8RVr6zdvhHSrqwUyT35x7tfsEBnfllcvMj4slkHywtCZT/qWytc8q8/wWUy9PyPdx5Yr9UDj7VJH2ZFdis6TcUhTXLx/Hih4gUL0HjxVG3kR4pLdcA1d8TJMX6h1wld6cHtMU6waJ9dgTZu1AnZ1HfeAl1Dw8Z07UjfeQugKy1O1/bTJ0knv3DiNzwWvNQWPdYgXEBjvJWC48lASbz+zNfSOf/jbYE1OxQ1r6xh9EJlEIDTsqVY1gss1F6cziinD1CkUayxBL6rtTEiWJTPrkSl2xt0sJzvG3dfAzZqNCFvOk3FIbfAEjPed8wkv24qri2QuOWaznzx5fCa7vKW7JOfEpbCIsjU858P801MkfHq2EVzow6A02J6UipboRKExu2Kp4/Y9o+oscjqmjEimPJnV6ZizUbg2vljvc7IvA52yV9N5Jtl2ZKVlZWVVbzFomuUfScV16Yzj4l3DpwbNbVL4Ou7uJJ68tN8JL8IMvz8TyCA+WzGQL+hz2bUG1foLbGiWuOpq2MXG3WJVis3aoqCA38quoW+EqlWs8WCWN3UGzVL4nRJu9rtjXBaLM75XhDl+S+kBO9tXz0V13ey9tTFRsCyZUWOhUvWyY+IXsFAbS6ywzCyU3ElS9r1R0jN8PM//of56psGq0462moAAKr6VgOsTSvsFpgwlHR/3zhQVFyKuKuVQvO8cXstUHsqUK/BhV6n7PwZM+uUIpjsswSxNx/zvpzJ8n/+l8Pag2YdVtqwguSe/EVFxucb4TQ9KYyQH+/rftLkFMcfxHhrZUtyEcx7P5bU+R/fYMXAMHrZePqVOLReqPgIdI0XZcNIw8b3SqPjFZeVLSEb2xpIiPrZwNBx6Z2lMI51cYQN8pUNIA4Mo5cLvh0ru6KMyVZcW9jYYmHdK2s8dxJPfmmF5sBAUl2jWb5UtLdW8FfA7092ESyH8z/OJ3G4uvQdkJ4hhTZHs1aWFsfniYiIkmve88BcXR39akMDoxcREaVFIs9CdHXpO/oD/6n5LF8iIkofPsyXiIgyEueBERFRRvp8fIuF9h6GqeFIDiIiWmwJDOIAatqCD5FqqwHUhpMOx0nDZMfKfCYiERGlUQIP861pk7eztM1tNR5rrwuq+t016HcyghER0WLiPTAiIspIicwD65B3FAbngfm8k1DnrU/N/hERESma/zwwYeiGz2ZssoJTwoiIaJGlfh6Yz2Zs8u6OHKfosxmbrB4AHMZIRESJS/E9MFeXXopS4W80DVaddDgcwjDGlfrTLERENF9xzgMLaTDJxGo7ubr0Hf1qQ5thsMMb8Z6zv2a3Q+h1VNXvrrE6pwCVz2Y8iqoCq7UfwqOq8nqFTks+toqIiMLEGcB8tqNWT4I9fdpmh6MZ8NkGFd8Lrsnl7FfnNQivPVbvboejGT6bsalJX9Mmve511Qe37Xa7498NSgqNRqOYzrJYHMz/9GL+p1e0/I8zgE15PajZnYr7VD6bsWPScLJZbF9JD7hXPVylHqwSX+cVYNDrg1Zqg0U7GFp8LIv0Yv6nF/M/veK8B7Y+T52KrYu/88zuQSIiSlScAUxVv7smdB7YgvlsRn0H2hyMXkRENA9xP8y3ox9Ahz7sib7zHQDvsxmbrAUcPU9ERPOV4nlgwbGLNW2OZq04J0z3lr7jn0IXrGlrQ0dHP4D1hpMn6lXw2Ywd1z77wsa27nqVq0t/No8djUREJJPSABYMPD6bUbrZFZzYLJviHC3xKFoZt4iISEECE5l9NqNer9fr9V0u+GxG/ZyTj33eSXXVwypAuIfm8U4BwJTXU6MLjDQUH2OvmBi6Zc51JiIimXgnMru69B2ThpOO3b36DgCq+lbDYFNTV16su1iqvALP2bd99fUq+Gxn+9VVDRCimjTpKzA+HkqJUsNLfGiHrCHGuReLj/Ng0ov5n17M//Ra4Dwwl7MfNW31KgSaRqr63TXWDqerWRs9gmmbHejS6/WQPUtjyutBXviCiokAgMGjekSMs+fci6WDZZFezP/0Yv6nVyqfheizGfVn84QHHu72Ngk/26w4oyzqNDMPqgwFg2+z85CIiMIk8ntgZ+V3oYK/BxbVlNcj3QODVleDSa9P6FcUboYJvyRWkKeKkggA6qqH6xuqBo/y/hcREYWKtwWmqu927PY26Tv6gf4OvV7fMTnnA3bX56k9UuvJ5ewXw9L6PCkU+t4elIZuKCYGNt3KEEZERGFSPA8s+BuY8gfKS6khD5mPTJQNo4/2o2JERLRSxf1zKvMTeCK9sck7Bcx7RpeqvtuRzP0iIqJMF/8gDleXXhiG4erSB+aDxcVnOyr7JTGfzdiBNofD4ThZNdgkrkMxkYiIKKp4A5irq6O/pq1ZC5/tbD9q2oQfUo4n0vhsRwcLaoKjDDmRmYiIkiCheWBaYYyF+MtgeQWwxp4HBiF8VbW24mi/+KvMnMicmTiRM72Y/+nF/E+vBU5kDpjyeqCuWh/n0kL46lbBFrICTmRePlgW6cX8Ty/mf3rFGcDW56kx6PUBzn6oDQ+rIGuURRUIX5B1/s1vInM9n+graivvBAB/7qOv7a2+H8DMgOH0W0ItsLau43vFAICxc4bbf2Yt/7rsU2v/ct+z382Rr+r69ztf6QP8Jd9xbS0F8OuhHzxx5b0sYeX66vtDFiZIORY9J2WF8rz7my+E5D8QpdQ0lSaxpMbOae3vMP+J4hZnABOffagHxCdKCY9G7I4Zv94e9Hg8TXqr+H+HftJwsrs+r8DjFAck+ryTKNCpACgmQpjI/DCMR20Pp/qh9L+4/tAwnn2iVD0y0jwBZN/3k/pVp3/keRMo2VT6ytduPfT3syGJT5W9spDNDRg6Q6OOdPGSq63r+HOM379myuDAC+IVbV05Dnuw59DeO693Zg8A1XWzf1PZ/vSVEXXl8PfwTF1nD1Bm+L8vW+89buo87Mmdte8VP2U7/b1AQ7i6brbh9jMjGFmb235i61RXZ8UAygz7Lv9gOvvIKIB1n0P1Qg5vmVr1vX3rZk9HyUl5oeyZfeGBH5s6m+T5r1hqKDlnLf9FV+dOIf9/Uml5+spIOvI/+vkvyr7vJ/X35ns8D/39LBZ+/i+y6Ee39dtl+353/b8MfwLc/ewTpdWe6/9l+JOSTaVHHrw7P917TXOLuwtRVd/tqA/8p212zDmsXfaJkGlceer+s7YGbb3K9/agR7idJk5kDksMrKe1KvUh7P2/29U68H4r3gd2AYD61oPmPe/sXd2DknP2sdOmXT3yxOonnipb0ObuPIgTH2DPoZYfameOdw3VNq+5ci96QhYpOfe9Ncf/9vYBjfNPPkC7dEWr/euWAx+POVVjrx4BAAzYswcAAJ4rm+rET4782x3gzo3gyE9o8nPbD+49gKFHhItm85rjJvsIAORqVGNvDADAyKB7wrxhD0ZDd2OR/GjkoZD/s7ueWuexXf/BrOwSk33fT+q/NmC7/oPZBV9AL3V17hwoOWff8EadvQeAunLYvMZcZ++prpvV3RCiOIA9/6Plh3gz+79Nt5/QH1DlmF05pr9uOfCxkI1ASE6WbNOOvSEUCj6Ea7gpMv9VM38TVmrq3ELfUOMAAIxYnZd26B5XXxmRfXDRRD//hf2sHD5455IPOL+rdQBA7lP2BW2urbwT/pLvuHS/NZx+y421f7nv2f/k/sETV97bUGmyrvkHrf2dLKz9y33PbrqD94fbDk4LTdJnXNjm7NyJ0DI61LLN2blzILCfaya+WLx55s3s/zYKiBWI9//umU8bnvyab6jj+7tG5EdXXTf72a+yj+wS8uCdQ/nbnLtaB3LbT6x+kH0+EYT6MdSVwwfRGPgK2HVu0+nDCEkcsG99ADPHu7wHmh8A8KOR72z65isPfuGdS//nz28CIfWGgLsDNYwEKhApngemQFXf3ebVN+mtwpxlbfRE2Udaq4xzPPp+odw3Q/4tq9IUupw9EC4xt68LqZ7pCWi2tbf88D9+ICS87ELl1JlN1mnpc1JxeoTX0vUxSPxGuW/mtp/YewBDj9RdGVFX1kbsT5lBt9nl3GkbPQwAuYH0nJ+fyb5QMnwQGw61zGoBzBwXNyf77JcA13DIdr+9t3boTLZ1Orhm4SMRR7dBDaTjAtr6/V2y/0rO2TceN/3TYc8uqCuH195q+atdIwDwq6/Ydf/4/fd7pAvoj0a+s6n0lQfxsu36D2bj29BTZT+HUNyKxx4ILQBQsq1o5rhpNJD/f6FFzltnso+LxR2Zk7JCGQ3Z6rf31l7/5QQ+Xh291NIr6vkPALntBzV9xxw4WJysGz4n1gLq3H0+d/sHGFkL2Jwl390wdi96Prhyog64FwDwc/dj311j/u+jPffmCk3SbdoPcgpaZv996JGnA9lbsk074341fD/xRkT+S+d/yNGFFXdwVYstvAI3F+E0njexTzt+msoOa3n8i78nnOF49AAA4J3PXvmzn/1yovTjF4UKBErO2Ve7LbvkX4Eyw7anPnTuOLILSKACEX8Ac3XpO9DmaNYGnq5R0xZvRAmbhyxObw4VmTjl9Xj6m/RWteFkd7wTmbPrEiwYKaIEs1JdOWwuLwxcg/LXFOK2/APu0507pa6h/zx1piQYvWJf0YQLVraw5I1de02yb1SEkud2IPQiKJbUN45PQw2oyjW9ndlHhNpQ5U/Fik/EzkubK3QHomzomiOOboES/R7i7mefKn0yLC0kGz3TEyqxXVJm0G32uV+ULfnOZ6/82QUhG3chLmLkO+wBqmMfe277ia2Fr58RdwOfB/DH/2xfezxYWQkvI4VCkeX/YMnwoxELeKYnVFufq76ycwBlBt1mYIFj2pJ//gNlBn3tkGOTB+0RH554XV57i4O6ctYsXQdjlizCg+jnATzg++pHId+akDJS2s+I8z/i6BRXtfhCK3BzE07jxIsbs/YWCBWIhOSgI/Ba8aSNeSabps5ssuaes0dZIGqhzC3+3wPr6K9pcwTngTWvtxmbulwpaxRJU5uF32hOVeur5Jx9a3ia58qmuitAyTn7vnbT6cM3b09E//y75SVlVil4zH1Fm35O2pxpKuY3v3rDZp/7xeB36Ru1qq8Ir8qAEQC+oRcHhL0NXgUidt6pMYubmwjsZ9iaox7dPEcQJPo9hHrDU+awpLBsHN1Zh3P2llkAvkDfnWiObAwXWtyxSrbknH1rYfDqLOb/wFfWlmFM3IHwMooslOnn5Pk/qFhqoztNucPmltlmTLz+5nGfTlrX4ozgiOP8R6Wl3N349LS8GyBgIuT8T1T0kg2/oon5/9FQWG+HrIzUkfsZPLrgfoYdnUdpVcC883/eESWjKJ600c5kQMr/qAsoFEq8+R/nRGaXsx81usA8MJ1WmK8VPuM4iWJPbU4GdeWwfSu6op1wo2+4cjT5wrVmTan4kdxC3JbfW7o4pLEYpC9M9YbNPvdPo17R/q/X7FvRdUZ4Z6K8JMZNtD264omh0WCjyv6nmJkR/rMYcuGZjhFTxZ3/Vc5ec3BzL0r7GbJmxDi6mTm2kDph2aiuHLbr3KbO7LrO7N41l+11e2TLxs7GEJHFHe3YpSWDdXYp/1+UFbdCToZs70u7w/K/6o5yqXmubKrrzK7r3GSFRrWI+R/f+V9WpSlUlV+2t8za9x5QYXNzy7AhGMnkGTKvHYhSsmKeODXmfe0VQv4D8uIOKyMo7Od7doXzP+zoFFcFIJ3nf0ZQPGmVz2QgkP/RFwAQUihx53+cD/MN6T8Un0MfSItzUwmRPcgXcHXpz+bJJoMlYfLgqtz8/Jw7t9y3PpQlrl6nyfns5s3pT0P+WZWbn//l30uvvjDjvvUhsCq3YP1X7/q337pnVuXfi3dvTn8a+mlhDfmrZoT/V60rzF/9h/fdk7OrcvPvxbs3P1wtfUzcGXG90s5Jb4r7efOzHCFFfOvTHM09H4k7Ii4r33zE5qQPvot7g5sNZITC0YV86ub0pymbyBl+7BHZGLVQIrJxjq1EFLfisYctGSX/5TkTsHqdVCj33F98390f33JPfRiy/F1/WOX/IDSDZYeXnvyn+DD/0yvqfDt/XKZee3bbs69N+Yde2rbt2dem/H6/f+ilbdteGorv44kbeknaTvg/RLRobty4wc2l0fLOkIVvLoXzwBYk6tRmIiIiIOW/BzZ/ri69Uyf0T/LHwIiIKEL8P6eyyGL9RjMREVHcLTCfzdhkjZgjEf9UsHlQ/OFmIiIiIO4A5rMZmwarTnbXQ+rOS+kYRCIiojnE2YU45fWgIE8lzP6a9PoAbXNbjdjHR0REtOgSvge2Pk/t8U6J/wRfEVEG8tmMetkPq/tsRr1gXomp2xxcXUJaQr/MnoSjS+jwEsf8X2D+xzncPjjrS3olTQ0josw09NK2bdtk0zmD33LZtzs4C3OuxGRtLjJx6rVnZYlxTj+d/+ZkE09Teplj/i84/+NtgWmbTxomO4w2n9B32KHXN1lhaOXYCqKM5OrS6zsmDW2G4IRLn3dSbWgQnt9Wv7vGM/i2T0iselgVSPROIUpi0jYXkZj4g+UWtDmXs79mt3hpi/PwEsf8T0r+x9+FqKrvdgiDAbXNDofD4XBwaCBRptI2OxyO7vr1cy2nyisQr2Lw2c72q/PWR0tMyuYU+byTgU0E7sKnbnPaZtngNJcznsOb10aY/1E/HHf+L9l5YES0uFR5BR5rrwsQLotiqrbZsdvbpNfr9cJAZFXUxGRsTjFxypuEHzmJf3NBPpuxY3LROpqY/+GfmTv/5w5g0s27lN/OJKK0Em4U6PV6/VHsFnt/fDaj/mzeSYfD4XDs9jYJFwHFxKRsTjExOQ+Wi3tzIlfXAqJD0vaQ+R8z/+d4FqL4zENHvUqYC6bv4tQvomVLVd/tqAcAuLqsBToV4PJ61FWtwjVEq6vBWa8P2imlxHlc5yM3p5yYV+BxTgEqAD7vJKQlU7U58bkNBW2O1D3tNd49ZP7HFLsF5vNOQnY7rdWQkh/mIqKlwNUljZL22c72C7ft1+eppdstcDn7hemgiolJ2ZxyYlIeLBf35qSr56JX1Zn/Ced/7BaYQt/n5DxjPREtcdrmNqe+SW+F8Pw2cXBYd5tXTAykKiYmZXPKibLtzXtrcW/O9/agB/B06AO3ZFL6xLw59pD5HzP/Yz9KKux5UYEHSjGAERFRmnEUIhERZSQGMCIiykhzdyFGjM2XW6zOYSIiolBL9heZiYiIYmEXIhERZSQGMCIiykgMYERElJEYwBI03l2RlZVV0T0elhJQsb9PfK9vf1ZW1v6+6Ovq258V+klhrWErFDYWkbhftgvLnJRPgVwPZMb+vijZNXfmAxjv219REczPvvG534pntUS0SBjAEjN+odcJwNl7ITR86Mxjfr/f7x8zw7KlOJErXONF4YMXG50W05OBqCSt0O/3XzUWhSdebIR84RUikOtj151hbylmV2x9+4u3WNAgllvDNVOw3GK8RURLBwNYQsYv9DrR2NgIp+mY4hWtyPh8I2A5n/Dlrqj2oFkXGRijqN2+EXBeH0t0KxlMp9NJR9x33gKdTreg1Y13v2CBzvyyGO2KjC+bdbC8IDR2o75FREsJA1gixi/0OqErPbg9RpAqLtUB19ypvdr1nbcAutLilG5kidm4USdket95C3QNDRsXsjKhJBseCzbWih5rECoQMd5ayBaJKOkYwBIQuLTVxohgRZp5NY7G+46Z5NdNp6k4K+zOjyxxyzWd+eLLcfaVLROl2xt0sJzvG3dfAzZqNCFvKmYXES1vDGDxk1XNY0Swcfe1hBpHli1ZWVlZWcVbLLpGWUwK3tSR3dPRmcf8/ouNAJwbNbUrKnwBKNZsBK6dP9brROP22tD3FLOLiJY3BrC4CeM3xKr+Fgti3eraqIlyFQ0MPAw0FMRBHH6//+qpuGJS7amLjYBly8obVlC7vRFOi8U5385TWeYjolcwUD2J7DCM7FQkoqWAASxeQvwKhJsxs04pggk9gRENhIDaU0loKNQeNOuwEocVFJfqAMw7lsgzv8j4fCOcpieFEfLjfd1PmpxofN5YJA7EUX6LiJYSBrA4ifErEJmKHmuQRzDpHkzxlmuNF8dOBeOX2EOY8N2Z4E0dhXlHwljHaCMhly8h05Xat8rZFTPza0+NXTSjd0txVlZW8ZbejeZgucV4a87VEtGi4cN8iYgoI7EFRkREGYkBjIiIMhIDGBERZSQGMCIiykgMYERElJEYwIiIKCMxgBERUUZiACMioozEAEZERBmJAYyIiDJS6gOYz2bUd7mU00VKbxMREcWS4gDm6tI3WT2KbzQNVp10OBwOx0nDZIfR5kvtjhAR0TLz+dSt2tWl7+hXG9oMgx3eiPec/TW7HSoAgKp+d43VOQWofDbjUVQVWK39ANSGk915vfoO6XW9KnW7SkREGSeFAUzb7HA0Az7boOJ72sA/Lme/Oq9BeO2xenc7HM3w2YxNTfqaNul1r6u+OfAJt9udut0mRRqNRjGdZbE4ouU/0UqWwgAWH5/N2DFpONkstq/UhgYtAKgerlIPVomv8wow6PVBK7XB+GVeOlgWRJQu6R2F6OrSNw1WsXuQiIgSlr4WmM9mbLIWtDm6tXMvS0REFCZNLTApejUzehER0bykuAXmsxmbrB6gQ482R7PWZzM2eXc7dG81WT2Ap0PfLy1Y09aGjo5+AB22h08IXYqfXeswoo39i0REpCDL7/enbOWuLv3ZvJPd9Sr4bEbpZpcYxJq1sldRE4+ilQGMiIgUpLIL0eedVFc9rAKEuV4e7xQATHk9NbrASMN+pytqYnBFNqNez7nOREQkk8ouRFVegefs2776ehV8trP96qoGCFFNmvQVGB8PpUSp4SU+tEPWEOPco8XHeWDpxekKRJFSeg9M2+xAl16vh+xZGlNeD/LCF1RMBAAMHtUjYpw9v8xLB8uCiNIlpV2INqP+bJ7wwMPd3ibhmb3r89SRSyomAoAHVYaCwbfZeUhERGFSGcCmvB7pHhi0uhpMen1Cv6JwMwzweSdRkKeKkggA6qqH6xuqBo/y/hcREYVKZQBbn6f2SK0nl7NfDEvr89T9Z20+AL63B6WhG4qJIlV9K0MYERGFSekwevGJ9ABCHygvpYY8ZD4yUTaMXja4noiICCmfyBx4Ir2xyTsFzHtGl6q+25HM/SIioky3GI+S8tmOyn7U0mczdqDN4XA4TlYNNok/xqyYSEREFFXqA5jPdnSwoCY4ypATmYmIKAlS/TR6n+3oYFVrK472i7/KzInMmYkTmdOL8+2IIqU2gAnhq1sFWyCJE5mXF5YFEaVLaicyHx2sag17Fi8nMhMRUTKkMID53h70eKxNer1e32T1oL9Db7T5OJGZiIiSIoUBTFXf7RCdNKhR0+borldxIjMRESVFqgdxRFLVd7d59U16qzBnWRs9UfaR1ipjU1ceJzITEZEkxU/iWBDFB3akSnZdZ0LLz9pbFnNzgS3Obz/nvblFkxH5v/SzkWhFWfwWWJykqc3CbzTH3fpa5EsMr2hhmP+KMmU/iTLLYjyJgYVdnwAAAv9JREFUY15iT20mIqKVbql2Icoe5Au4uvRn82TdiJw8u/g4kTm9ON+OKNJS7UKMPrUZi/tldrvd3FwMqd7bjMuQpbw5omVmqXYhRp3aTEREBCzdABZ1avNiW+QK8vLe3Dws7wxZ+vlPtJQt1QAWc2ozERHRUh3EASzyPDAiIsosSzmAERERRbVkuxCJiIhiWfEBzGcz6rtcIf8K5pWYus3B1SWkJfTL1Ek4uoQOL3HM//TmP1FG869kQy9t27Zt27aXhmT/C/9MvfbstmdfmxITxVdzJSZrc5GJU689K0sMrCBVmwseXSKHlzjmf3rznyjDrdwWmKtLr++YNLQZghPOfN5JtaFBeH5V/e4az+DbPiGx6mFVINE7hSiJSdtcRGLiD9Za0OZczv6a3eKwmTgPL3HM//TmP9EysHIDmLbZ4XB016+fazlVXoF4FYPPdrZfnbc+WmJSNqfI550MbEKVV4BJ71zdWAvanLZZ9uhklzOew5vXRpj/UT+c+vwnWgZWbgBToMor8Fh7XYBwWRRTtc2O3V7hh6UHq6QB/YqJydicYuKU17OQ40p0c0E+m7Fj0tC6SJMYmP/hn1nc/CfKNAxgctrmk4bJDr1erz+K3WLvj89m1J/NO+lwOByO3d4m4Z66YmJSNqeYmJwHa8W9OZGrawHRIWl7yPxn+CKKYqk+zDddVPXdjnoAgKvLWqBTAS6vR13VKlxDtLoanPX6oJ1SSpzHdSZyc8qJeQUe5xSggvhgLd38rmnxbg7w2YxN1oI2R/iPY6ca8z+9+U+UUdgCk3N1SaOkfbaz/cJt+/V5aul2C1zOfuGpjIqJSdmccmJSHqwV9+akq2d8vyGaRMz/9OY/UYZhC0xO29zm1DfprRCeXyUODutu84qJgVTFxKRsTjlRtr15by3uzfneHvQAng594JZMzSJdTJn/6c1/ogzDR0kREVFGYhciERFlJAYwIiLKSAxgRESUkRjAiIgoIzGAERFRRmIAIyKijMQARkREGYkBjIiIMtL/D1xL0A9mIAieAAAAAElFTkSuQmCC)
bar_plot(ansett, "year(Week)", "Passengers", "Class", "Airports",
facet_scales = "free_y")
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAEgCAIAAADT5FumAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAgAElEQVR4nOy9f1hb15nv+6VN7biOk0qoJY4gWMHIlLrJlNKKCJgxccO5OFhyB4IT1yGMb4MPPqSS7pXdUzucaR9CemJzixhz8Fg9l8Gq68SOPLGU2DzjjAtTsIKmhLnO8XGxgJEpKKmnWGpit06ctNw/9g9tSVuwhSWQzPt5/DxGa6+9tPd+tdb7rvd919ppMzMzIAiCIIhU4zOLfQEEQRAEMR9IgREEQRApCSkwgiAIIiUhBUYQBEGkJKTACIIgiJSEFBhBEASRkpACIwiCIFISUmAEQRBESkIKjCAIgkhJSIERBEEQKQkpMIIgCCIlIQVGEARBpCSkwAiCIIiUhBQYQRAEkZLctdgXQKQqMn3r7ZwecJjjdSXJzE+Hv347pz9X8E68riSO7Cu6LdG3DC4J0RMLAM3ACIIgiJSEFBhBEASRkpACIwiCIFISUmAEQRBESkIKjCAIgkhJSIERBEEQKQkpMIIgCCIlIQVGJB9j7cVpYRS3jy32VSUVEY+ouH0MY+3FaTt7pJ4ureZCEnFTMV9ict4XkTBoITORnNSfmTlcsdgXkdxEPiLD+ZlFupa4Ibipsfbi3OL20fOGtZLPXnsHPAEiBmgGRqQWPTvD52R8CWd6j7UXF7e3h5eK1QytWtw+xldhWu/ZyVUday9O/kkgP/8Yay8u3rmzmLtT/r7Zu+nZmWt0wbopyScra5+o0QIInVcJ/w6/r7AnIPE3INZOtEIiySAFRqQQY+3Fm3BmZmZmZubMeuOz7WNAz85NFy2jMzMzM2ewidcxLuOJfKaw3voiWyheEy7jpS0zMzMzoxYYc9NO8X8f6AEqttRf9IwBwOgl1DwhfSaw+LiseGFmZuZwBXp2cs9s1HJx084eoOLwqEWb/HPcsdMnZnvokfcVyqy/AcEpou3M1TiRHJACI5IT66bIENjY6ROu+i3MoFtxeOa8YS16TlnrX2B8TBVb6l0nTrN6iSvMzde6Lo0CiFpTa9ldATD2Pv+3ej0uesaAii3rT5weA3pOXUw+/SV4RCIjLPegAIDVwmsN55NcZ4XcVK7RNUfl2e9L9DegZeS41vBCvfVUz2ztpNBDW7qQAiOSk3rG/mXh4yDa/FxhrTHPxeCH3Hxt9Pak1wwhNx8nTo8lpf4SPqLZRtiKw6M1J3JTJRdGKHduIizO/O7LZWRP2WRlVZRoO6n10JYupMCIlII1pTnWqtcHP4xemsVil14z9LQnanDpQFLqL+msNZyfCfG7pgghMhM7Po/7EipIziwSbSdVH9rSghQYkTqsfaJGy/l92HB9xRY+wBH0D4kivWb4d160prL+6tmZslOInlNWbX6uwKPLeJHZg/O4L+FvYGcwUSeynRR+aEsLUmBEchIaA2OjPGsN58+AOZB7omb0cAVQcfjMesYrtAlnZs24ll4zhLVP1GjXq1NWfwluW3Dja5+o0SZnFqJQ7vzlVuy2gLmHZ1FTz1QUva+5EPwGLlqOMG2LtTOvxomFJ21mhtZNEPNhqbzQcqy9+ID6/HzD+PRCy0johZZEvKCFzAQRlbH24lwjLKPnF/tCCIIQgRQYQURlreH8jGGxL4IgiChQDIwgCIJISSgGRhAEQaQkNAMjCIIgUhJSYARBEERKQgqMIAiCSElIgREEQRApCSkwgiAIIiUhBUYQBEGkJKTACIIgiJSEFBhBEASRkpACIwiCIFISUmAEQRBESkIKjCAIgkhJSIERBEEQKQkpMIIgCCIlIQVGEARBpCSkwAiCIIiUhBQYQRAEkZKQAiMIgiBSElJgBEEQREpCCowgCIJISUiBEQRBECkJKTCCIAgiJSEFRhAEQaQkpMAIgiCIlIQUGEEQBJGSkAIjCIIgUhJSYARBEERKQgqMIAiCSElIgREEQRApyZJXYD0709LS0tLSitvHmIKx9mKmZGeP4EOasFbPTvbwHC1z5xbv7OEb5r+H+eLi9p7Qryje2TOWwNtNSeL4JCMEupNpJbTJsfZi9oP4D2Bpk7guEyZYRLQWlKm0BpcUiZBL0veXJa/AOFwnTjOPevSSK+yQ1jI6w3LesFZiez07N1lhGZ2ZGbVoXdZNO3uw1vBCPf89Y+0vWgGt5YghV/gVoxZYN+VSvxQS/yfJC/RMPazGZ4N9zGU8IHbCvH4Adz7x7jIYO33CJWw3vDXqHZKIu1ySub+QAgMArVYL16VRAOg5ZYVWq73dFsc8F9lf0lrD+ZmZmcMVACp2W7SM0HsOGF1A/Qvh4mWGZusp6qM8iXySFVvWgxM8g/VFmmJJIv5dhtFf9fX10cZF6h0SSIBcgiRhfyEFBgBYv17LdIyeU1Zoa2rWx6dZlzE3xJHF9sAXi1+0AvVnDldEnpKbrwUuemgUDSUxT7LnlBWo38KdrNVqow6eRBhx7zJjp0+4oM3fvWUWJUW9Y04SNJQBSMr+QgoMAJC/pUYL66meMc9FYL1aHXLQZcyN2aO71nDEogUAl3VTLuc4Bjd1cLmiDLrAWnW4kbPEScCT5AW6yQpt/ZZc/kDNCxYtrC+2j0apTyGwIPHuMoz+qnlibcUsGox6x5zEfShL7v5CCowhV70euHjqwAmXwMJgCbp0Y/HorjWcHz1jqdcCcAkcx8zUIfJLOMY8FwFtfq740SVJ3J8kL9DRM/Uu6yaBUz/X8EI9XMYXT4jXpxCYgPh2GV5/AbNoMOodcxP/oSyZ+wspMJaKLfVwWa2u+XYPLgVIaHSsrTAcPj96pl4bq9W4Xk3jZAi39STFRMM1u6U+rEV+YkfMRTy7DJO/wZrum6yYLdRFvWN2EjGUMSRhfyEFxpGbrwXAGoGxU3FYaHQw2aQ7e8aAtbn5kGw1jvUcMIoYTkuYODzJUNGEVjplDW+RndgRcxO/LoPTJ1xA/Rm2YNSiFdNg1DukEdehTEgS9hdSYBxrn6jRQtS8C7p0hUsmrJtmWeyw1nDkTL3Wuik3LS0t14j6M0dmn0tzX5G76WL9mVHxmM7SJBFPkhdo7iarNrLFit0WrXj92dfMLDni1mWY+VdQMzEN8xosqkxn7YNLl7gOZUju/pI2MzOT2G8gCIIgiARAMzCCIAgiJSEFRhAEIRGf3aBrc/Mf3W06nU6n0xnsPsxS6LMbQmoQ8YIUGCFGWD8lCALw2ffbvIJPhhbsczqdzkOl/Q1sdxEtJBIFKTAiAnebrkHQTwmCAOCz7+9fU6biP09Nesu0GgBQPlqq6nW5oxYKmjCETdeI2+Kuxb4AIrlwt+laelW1+2r7Wya5Mp/dsB+la2y2XgCq2kPtWSd0Ldzf1crFu1iCWDB89v39pXv2YH8v2zF8k1dUWTXM38qsNeif9EEDsUKui7jbGvpLDzkFXcbj8SzcHaQy6rA9RThIgREhaExOpwnw2ftDir22yW1Opwk+u6GhQVe2j/v7hLvapOEqUW+USLTeCMBnNwhmv2X7nMzjdbeJmAyRhT67YT/2kFERfxj11a6EnS+amvQiK7yeaCEAoH+/DqXhBt8svwRCCqTACCmoamt4t0h/Kft3uIFJvfH2mZr08lqLgwuraOCzGxraspwmTZRCIjHw6gsC519mliqypmghAHhRWrum/21fNVkX8YQUWMrwu98MvvLkwNU0YCbvO27tf9R2vSWc8KhLjLb0X2gcW93mRbvEO4V9Ra1SqrUMxv1RC91SPKFhFZvLbdJoxAuD7dgNDTbcgR7eRRGN7+1+r9fboLNxreuu1B5qr85a43VNAUoAvskrWKNVAhAtBKAqfbT6URj22x+942QSM3EUIimwO4SMx9Vf/KXr3TRsXewrIW6DqUmvt5cbKdmpGMVaYmfe9yvqRVBWtzurmT99dkPD5DZ2upul6j1mr9FUK31v93vLtmkAIFOskG9nTympsLhCCmwxmcMSCZ1U/e7Bom9tGvh5DzIatfnAf4RUK/oi/H21I4m+4AXgp8Nfl1LtuYJ3EncNnRmSqrUAiO+cwDd5JRjR8tkNBntmezXFWgRIFY1aLVEumP90TVndvm9S16CzMWFITfRCwSl7SsnhG0cSr8BCTJawcjZaHeH0Xyqs6XxltsN3f/FzUH3x0CuAGcDPaweNNnPL3+J3P3uz7zeC3cc8A5aiAczkfce94/HargRfMpFIBKY+oGS9URRrSQa4jBmgbN/tDFbK6nZnfK4oqYjJjJtj3Auy6C5EVuplIgca+ksPOduVjCYz2BfcW58Mlv6eHz0922HVuscs6a//6OnHHACwxvhfTg0DAL5S+a0H7/UaX1kTWv23gXdUP3plTqmH5rkBnAExR/4b6/lQVrfvsRsM9j3t1UqNyRl/u2OOZ8LxnCPu3zxP4tgbBfjshobhlfgiGEXm+B8620UAmQWZwVhLZOHVi75lsoeqayjWEl+CGTNMyow7eh4NJdcsKAlUYGIrivhjrt6ybU6mfymrt5XZXFOAktYbzca3Cv7x95f+eugjyB7YoQp0/TMAWdtzq732S38XAIBKlWzi9+/P3U6Ile9u0x3LYpIKJee/EQnD3aY7lnWovRr2/TYvHspg0jQ+98Gyi1eKDzlNyuEfVv/wE70G0QpZKNaCGAwLzG1bCKZNc+XRLNHkmpi87nE0UhOowKKsKOKOBaXqdvXy8eikW28U63cdqZXkIHjWpov1GjSn0wKmd74GwDe4sW7VMJ4G/vXV2h3nqp4FAPg7jF1N3qfdByYU2ffjtxPTH88Z+XC3tVypPWRilhBJzn/jSbHemKAEtnhOGTWmQ5OGYLbbt5nf/Cf33Vq/prdB1wtkFmRenXYDGvFCAZ94bQ2GzzvbN8V0M8RcBFMzKLkmdmK6X2HlpF3I7LMbgoPoQq430ugljTsBR0Ki35JuwTtQqAeAg0zl3a2yvvAqw7YumS2kRK3OBoBstXyu5n32Y8F5sPT8t+TojfP4Lokmuccj1baIe28EoKzeU9u/H3v2YH/DZDoARgoFe9pfUgLMHI0bKCMKlRnrlUpkwN3W0P9YnEXzLzck9RcAf3WP9KkPkDCbT6JhAeCvDkgSDedkV9Ue4lwWlFwTIzHdr5TKi6vA3G26lispY8FLIjERkUTgPmED2xURS/4bgCTojfP4rribLHHvjUjiHR8kPj0srs2X0Mqs893dpjPYD7VX3+nJNYu3GjIGFk+B+eyGBtuafc7wRNMUJ2VyENyuXlXpIb4zSc9/A1KxN6YGS3LHh9Sx+Rg02rIW1xSgucMXMqeEXBZJgXHai3ICFosw/SWO8s7pjSlB9B0f7uQsxBSw+bjkGsZhy8XsRdcsL8JC5gQlVKeAXBKuwLjU7BYd9jlNGnZNmPatBpsX8LboermKZfv2oaWlF0CL/dFORr6fXGwxYN/id8PEr4hceHyTV1SlNYInG9JFfZNXyrQm0LYCC4zy0VKVbc02p0kDX9ezDaeUzK//KmUhLjIhyTW8pz1ZFjKnhKZJEAlVYMHFXvxar3anz25oWMlnZrNLnH12Q8NkaLp2dfs+GPYDCMtZXHjimY+bHPjsf2vz/gfYHlm2z2nSaEyHJp/juqhsy6EjTP5MdfuT/8T0xmUFP7QzUrh60efDVVQraVuBeCNI1753Je656HJDEyXhkLIQFxTlo6Uqm9cLAN5J1ikxv4buzIXMi0UiFZjAyg+u9UrBxRPS05lSxcaZmvyPyCVfb/dfDa5oPuHewRoWr+Xvc/5UI1y/yaa6AXdKb1SVDFmKcgBg9Hm9A0BB7Y5zVSFZnGfbWrf28Z8UzZ116hPsvLy5cwcOdDXF+QWgykcfU9kmtVy69uJnIUon3t/FPm2Px7NckR1whNiIrFw26AOmXACMBI8CHs+EdLlISBAV3XiBFjIvPolUYMqsNd5jTDTZZz/WqyqtQeotnph3qnQQVcmQJd2idxwNq7lcMeQw5wAIGR8VzZ11jUpw67pu6xqi9MYU2fI87LkF1QzOtrHK498+msC///XQR3O0NKv3P++4Rd1jbG3yoqB2x7nOEoQtTtigD9Rce7kPCFNsJnYkVdx731MWc6OgRVaaEXpRKimerq1Wq+MYlSmo1TUqcZa7BZme8+fzclGVDJnwvL71KCOgvXlHXxpRq7PP+vzSL3iOGuIbLyRfl1kwBBaDoDTvuKOyHIBvcOOugWExQ5CBtS0QNjCKDH1zklAXosbkRJtOp4PAb5xUvTF0iAx93Kwpd7v5uKykR0Vrdhhbm7zMZexonuhq8mL7i3V1ytHn9Y6jG/SB3SWv7xoYFjYbdUxnr1b8GsJJni3PV61Wyz+ZmJj+GMsV2dkr/zAxMc0eCX9uQTXDPC7/hGf64+XnV66C9ek5f+vChT7hqBQ5Ps/LXgAYtrnOVq37ashd5B03pXcYHcweXsO2Lll/ydDu9HHk4sJo+cb0iYnr0ytXdTR1NXkVzZ11jSv8uOl5uQ+RenHC4/kYy5k15vLsWWWU+unacYvKqEqsRdfO+iIHQYFcuOWSAIb7JwOWyr4NI8FqzJD66VR91auvsYWxD5SiGy/c0bb4bIRZDOXve96/DiiaOyvR1irrY8yIadlLI8P9nvEqdrwq2Pu9cw9PTEzOfIzlWLkKX9cHngkZGLfvrVOfaJX1AdzQ5/HMvSdDQl2IdkNDf+khp1MJuNt0urZ9TpMmeXpjhGrJz5SHeopmRWxeBUBohvx4qugHGn9H22CF6SsHHeaDgFDTAGA7j3fA4i7anA1kbz/4Ve5Yn4Nbtqxg/uOcJxO8+XMDcLW1FvaxQ+SlXQPDUq482bY8D665Xs78uX2v+SD73NLZIxvWlbtdWwWP66BGLgc4K1vR3FnXCNbuC5ZwgxR7YRH6njdZzjmK2PP8g1AX8d6nglpt8HuZZnerew44sTv3yU3pgDxbLYfPD2D73rqKwV+erVrvMQ4MQ0QvliOXv9/ZnoZgS8r16wE2XXvxsxCjulXFrKg4uVWDTzvskUXIheXJnetlwK/YT3cV/aDyc2MYv9BdD925vXmvvTQCsYEylksSbLzgTiZbXALSZ8aYfXIcYjF4UFWkXrUa8KiVo2/0sYXjlnXbMXI0WDPv+5o/+4FstRrAlZsofwYdbRe2mR45yA5ceZs1o2+8BCA49EnZkyGRCmxq0qsq3cPIS6MtA+OmT5bFEwFTesgQCcW6TL9nIqyWAkBzrb6xKhfA+Mnuwt8Uc3NnRM6rAISYIZlvyvQjKH6qHjiibzUKXByhJ+Vt1vixwhx4+GbAPzUjzz3oMB8UMQ/9HT/7Y/0z2Qe1b8r0DhQ/dXXP59/pA9ghUvtt1cCwVzH3nSf9ludHX2o9CkBVUsEXBdU52MeF4K96+966isFumW1aWCIcpJjC45ai8TB9z7oKBXb63wxYeWWGvO9XocMYFFZBra5i0FnoxaF7kTHmwtpKprxit7lisLseunNBLTs9rmQkgoJabbnPAyX/s4mOe6+uxbeFjbW0bWs4v6waSbIXYhS3al7kU52tldBgFVMm6vkIFlrqAFzgDjer0OQNlwvA69Fb41c/yxV9Ji8DfxjozrNNQ8UNqWIDpWRCN15Ipi4DgA8WsiZ4RFwQwMcZb0U1LMJc9AVAFNEIrcNX32KPNVu/VXj1/3uZ+eCdHod6nQrgvqigVlvu+wRTl6HJBeDx+z0Hui7/n+Z7MPH8Lt7gu7ZurzmgQdK4EDOzVF5OYm5XL9bsUyKhiydE7Iu7v/dkvmp42DQuKGOMC5m+K2SIhEKtlJeHBDNGn9efB9CYeXnjyfRzVfKcqroAe+hmADf/jGxuXgW+Q1Yob41PAEIz5L2pSdwcQkghcw6vGm/92pFxLj/wcK5MnvlnTDyvf+2oqmSIcyEyyPRdUD2+7ZkvDb0yAgDv3bwFhUrwK7ktksawmAtFc2dlzsluVNUxnxnlUSjQXogYpAKOIgA5vsH6PiBE3zP9Vt1jfBMWreeVm1aHPtjMhq+Wfyov56WgKrEWeep3TQPf/MYqjJ8ayWEVmByDg+NFxc1K4ag6slWP4w5zAGxIIDjJm40v4qHfnWrQnQIAVdk3b+ETJHQvxLlN8ru/92S+6gv4S0GRwH2nUkQ+VUHN0JlxRLCKqSTq+chXy2/4B/V/MzDMjMvCYxvWlXOz2yDekR6fGgcuVlj+Moex4u66Z9n1qXeL8gpsA8P8kIp5DpQiGy8kWZfhg4WAeFxw1rPDXfRMqahoWOtwomTIUvTU4zfZ0s99Rv5JlLZVekeVHPB3HBhp1AhsvksXJr/6+WA1ZZH6RKvsJYAb+qTcdUKTOIIrIgRrIhK4eELE8869kUTo6BP3vKsUOfB3GF1qi9ZjdGK3TnEp/WDn1wB0vDKS/3Tl2bZuT42Os1/yjju+pcWyC22tG/qCbRwEZJ/+mY0dB/tMkIJSdY7bdRRg1F5j5vWzQM5bF/C4PvDhmzLjtaH/9pUH5fJC4KjAhBfHe/0PuPsbXwcYGx+Q6uGOYclXwgwLhru/92T+Bu+lvx76CJC1PacCQgbKSPKOOyq/cR2/+s00YyriLnlWBpZV1QWqBL7Z4r/YgMxy1rbwdxjZd6TJRH/s2ek5Ps+7pdpGt2urHepntOXcEcuz2bdGHRn/lZ1nF5Sqc5TyoB56hk+H8/f0D7ye+b1z9/46OBqyerF1qxfYoA8I9eIshMZa2nTHsv4msVmIcwarCmo3P3fd5ZF5BCUR7juB8Z7zdXg8E1i5ClAcf7WufAUANTsTLVXnQC6w+Spvvu+ZvH7Ps1/PwL+Efa2ieM2f7llVFHzaJvPH/vf+sDIdwHZtrv/e3HOdEHiMg5Nj9c2/fCQdHs8EFKuX/XGqe1BtrR0pFO4XGjFQMrGWlViOP0wsl2eLPAXxjReSZSEzEBEsDPXyCY1mACIudxEXPaI4pXjrcKBQPwDkBRyVAPAJM+4xLY+6hGdk4x7f4MZd09937OCK5BgcHC/J/DJuBqv5BplUKd57IeW+E7yQmd+R3tCQ7IsnvAOF+gGoSoZ8npe90/lTcvXFN88+/tVyIIog0+7CravhhbxjS9HcWVmOm8FEKLaT+4WuD7+mAG2thX2K5vwsvDICb974J588gHtWS5pXvXcB+YXPmAPPYPzkmx0+7ZwnsGhMh/73s/x2Dw/9Z6cFAJSPln7JZuOLmeyp+KwDizpKbtA+d9/75h88PQwAH2Y7gspDBFXJkKXoqtsv0wSdhxUZmPxZa/3nd3Tnf4l3ph/fo7gBDLW1vvzgjnMlf9RzLsRARtH3Nwxs7QvV9xPXxpVf+X7VJx3GEWzQl+MaI8OK3Wb55z6wHg56iXkf2va95h/lY+h/tpabgind+Vjmh+rbKrAGR3Z6js/zOvN33+WzpllvTYQkiLUIfrGNlkquNNR9550eV1Yes/hfM7a+XrrjXNXnZc/skEN+1ud/8sd1K9/tlr00zYeahE5IJqS/YrVavRrjQM4eM+Pb4Ox9hXwV7wnEuB/jR1rLTeblAKDY/DDSBrplHYJ8n20rJj/11O2aBr6ZswI3rkG9Kfvs1Y/8wLjN2dOpa+4XjKgRAyUbawGwXEx7MTukhG+84DRpRHvHoiydjBosBFDwxF/k4PdsvZCM2aJzjiLmgRc8mA5NJauK8NsL8APy5s7qCuU9OVx9LuQZPoUFKgHg008DyvTavXUlg92y/rwhCy5zI9h2be744PlhTL/hrixnb9vf0z/w+r2NPY9fZSt5p8chIfwRwUJsJeWz77d5+ZdaJnDxhEic+WeDgLjnvblzB34eYZZyv+nLwD1ardY3CWU2512sAwCLWc32sbTPYFm5JazjgdFYfEg/6NjysgbLcceOZm5OEPhZ2PR85I3/qHws4xYQkgUQnT8eM3awM8Kqa29I9SW6T5z6Qu2hI9X8opZH2quV4ovDErsObOLauJI1z7FhHa88RFCVDFmKxn82mPNYujAnTfbpR2ffwbDX6eisrmCagiLn6vQfPp16uQ/DcJ2tKsyAmhnpe/YPVuwxB0zA9dFXfVzs0ztQeOYrgU3yRou5Ef4OY1ejxQzIMTh6qypTrEsp1mV+8O9/vC+i0H/skKfCor/MTASl35oICxlrCU99BsL6y+XNjh3g8zKyw9x3I1t/pg08I2+0mCtOvtnh06qvycsfBiBfucI/nplXgIHhsFATqxf/NLTfUbjHDECGPw3tb3v8vKK5s67x+f9yaOJ/NIBxhzDejty3TupzOElU7K7LWPFB92mBx7jPUf9/mKxfzgyfHH/6aUCZno/ppgOeIYv2HjAdZD4DZTAttKVX8K5X0d4Rny4zl2s3rzD/56rff+cL9/8cgtlnc1it4Mz4OlMw/eEH4x/KwbjcBetDBK5CRXNnXcVgN6rqcNddsqAUFM2dO5onupoAKIsaVwxu1A8Mq0qGdvOuhT/LP819+l5Hhm26oJb1M2GDPlDzx1fh73llOjJ0PXz68o3Hv7xZhaNeACNvTJkZ+5If+oRLU6LxGQl1bg+ffX//mrJgbwtdJ9HrckctFDRh0OkMdh/mYNjWJdO3sv/aRuEbfPkdAOkvmPC8vlWmb914Mv0g53kPZ4M+0FlSgJGtepfaYj6ogTbTs3HXvwHAA0x36u7w+TuM3Z6aHc0qAJ/5LG6dNTJfxxcicNdnynabjVPdhf3LcnDtcphSUSkegbyUs/NynjEHHOaAo65RKa/4OgAc/X9/C0YvWtItc2QVPvAI7it6AGC9Opcj8iGj4Hb1lm2rDi5q8U5OgU0KzgyrGh+5ACio3RFwmLl/+u1MqXegsO1ao8UccJgDpvQOowNAcyf7JENOL1XnAOXPFOUoc8uVEE59AADTTQfez8A9agDe6fGML9y6i/lSbbnv+h/4Wu8NWNwYP9kt235ZrgyKZnv6qvGT3TJ9q0zPR0T8Pf2ObSdvfqM0crBTqJV/Gvxx0PJo2tXV5FWolcB7A4W8G1Ps1iThsxt0LdjnDE6hlFlrGBGBDatkKaMUAkyspaa0f78ksXA5R/rWjYNqNijFhU+4/oI33DG6w5cAACAASURBVIJ8GW3u+OBIyM/Szna6QhvUylsZD/sB4K6Pbl31/BpF5xzmgCNUoN6B+pN+uC/497AOpWO+DwbfYzNxnn9nhTybsfZ4WYweeQfjvMIaHHT5fv16aLd67b+2cR2/u8PHLhNs2mXv8eUaaxXwDtSfRAbbQUbemCr6/gbmUSmCs+S5cLfpdC1XavfVCm4lgUPZnh89Hf3fj7ILfn7v6W7Vzq8xla1FnvqQGDDL9qeLcuDvaBu9gezN7HUz8dq8AiaQeYAZYXgPU95xR10wovzpH48ZmfUh5kBn3vUpOTtT9Q3W96rPOcwBS1GO8iHu2+71O0YDX9YHHOZzRZ6NTMitz7Fx8KGnlPJGizng0Ho4w53jZgA3HrGwo8HRl96EyRxwSBn6giR6BsZsr70H+3vZtzIv0OIJPs5cAlx7kRlWVCXWKlzFuj97PNeZtQgAsGxzp/kgBjfucmx8cAdnxPk7jF1N2fqAo+zGxx/jPWbypGgGgOnLU/LN2QA+/QCT3KSHLfR43vvwoQeyPrxwoSjvSXBmSHZ6ju/aJaaid/oC/J4JrPBMKLLvP/b9g5x1owObtnr9I8hdxr/b6g1m6gvu92YAE9yX/iKvbVVgD58mwHp1/B9/zKycAJYHfSNCxN8mGv/3gS1XZGd/zu95/zrmXqLARrDK2fAJ86wEfnxb10bssMJZaAOTarXmCR2w6op6tTwb8KKgNP0e3PAATPZEn6PynKMIvsGNB2DdfW3iD6tXZSvrLOZP3up+yDZdUKsrd7u2sm0r1mUyFiJ/F+w1DLPep7A4/8hW/UjE/QYLg4TOPMqlvA+Mj7Vk2g06dps1JqzSruu9AUAmQ9mu6IWcq0pyrEU89blNH2D8sf2ecUvhd8Ebzop1mR8E1tQFivjpWt5xh9ZjZJYc/GX5zXvHz3D5NRlF8rbujhodfu6pCElHYpyQv7gMM+dQCmbibN87xwX39A+8jh3W2pFCsSE7lOmmXW+qHXWBqpAOcvSlNzc7zAETmF+dxIFS5PW8cR/KhB2GR7BcJ8TDVFUXqML19z3+5aocZUiwcOhBVgPx2bxPIjcjm/1hMw+w+79/OcvdzwUyQ/LXzv5mGoJewKf4bt9b9HWwvr7xYPqutnBievrj5Vi5qqff8TrbSYOiGbYdFr6wkOkFTbuZSSgzrvKEd6LFf6HlYr3cSBBnDg6C8A7Un1Sfy7wMTeVqZgnRewMWt9k4xWVg27pkv9EHaq6xndN7+axJW758OTd+TTft6gKwHQBGthoVQxbODaUqeUGD37qgVj/Q4bsh+/Ij5UB5+YWN2zkzJEw1etEoqloAeC+7kO7hLjjkhZYIGdOZliPygKfly5dLeZslgJBAS6LeB7ZavWp1lCCiyHovwQYK4QlsXAagQvhdGuPgkMUcMAmigFxW4VVLZbmy6Jzl+hH94WcdZgDjbn/O43WBx0OGM0ChVobkvwiugfE+cV7BCOL+0qmwWEuLrpd3V60EbkTUFy0EID3vSWhaBVOfQ36x1zuMhx+xMFNeRanyvgffEsSfMLK1bV2AG/smT3YX2qYDVQCAq4Mv900PT3iGLGtuYNm3VQPD2fpAzbWNJ9LLfZ6XvXnf5xxKjRnyScfgr4vyCmwj6zJH3+hj0/Q5HalgCstN7FdGMSwYppt2tQIImLjLizQsxAtjJzFDGdNhWELXqg73e8arisb53bNqrq1SFq0COnx+HGCX0rNp9CEPMH0lbl2dQDn3wx62XbzlKB7azz0ElSIHH/lx91Bb69Y+1lWoVmef9d9qbDVPOroftk3zUoj09cmzi/gVmbOKRvx+Z2GxX2i5aC83mmWZiL/DGJrKGZaBLRq6EOtO2CCcV4285ku/3IeDJgC3eoytTV5Fc6eOD+lHvjeZIUw1Aohb75qb0EBLYt8HFmricVMxkfVeHGFLu8IzAHkXopc34rgo4AYme2JkWD/CWIjXuXvoeaXr9alwC1H0gQfFEWYxJBgmGbelV1W7r7S/hZ+BTU16y77L/O2zGxqCWxZFFPKxFp99v82rqg13CUeQE6WcGSv5QBQjuIrdlTjZ/VDY1KfPwWRUjwtm2E31/6zuVADMA5w+7tAyNTc+uOOcSQ7knnP4O4xd5RYzgFdv/umpqqIsoNzx5Q7jT49CxObjE3cBzGlYLBAJHsoizTvGkZ5jMnPqOWxloawoA4XPlhT0DQyHPMCP/Jh4w4tgGtGG1TlX35/co9/OPEDGsq+6u5xvmbFXbi6bvHozq6ouUAVeCoiYwh4MWR+y0KJJoAKL/nKjBC+eEF8mEsyh4Io4d7BN4G/1DhS2pXMWJRfSF+tOqdHHoiHxbaLxeh+YShiT56LB0WMPkYaFwAJgzUwmDHbcsYPzX2lZr2CECSLMbZnTQlx0Eu2qWq1WL/NPMC5mLFd8NtoAEJpz5PFMYGW2SH8Bl18j0F4ej0c0Jg9g2ObsKOLXojAOpeWCvbh0fKuRNh9zC/zmNbMbFvHePlSMBK8DizTv+GdSULvjXKZL9tKIcGvj7Xv1MkfQ5gs+QFUJ7ytifUhP544PROtf2L7XvNnF9C+/43DX66Vz2HwHBS0DC23zJVCBCWx6wYtTgEQvnuCyNkUZCU/ljPSnh/rlGNtTdAolWrhYgowB0UUtCX0fmFfo7OaCiFFViJhhEYWtbddYa4P3CkaYIKlkWIgSd1eVPOhiPov0fIBdkozIRNaRN9yVm7NZt6pof4mYFrBECTWFOGyZq1osh+38KgtYrHVgIh4mseX80QgP+t6Gw3bxWfg3Mif6LXCziycilTO5xZMIoixqCX9lX/RV5zwJWtQSxbBgCQ1yiO4GFGWLIInGe9KRSFeVx5drrFUctU3zS+wj+4vnlaD3KbK/RJpx3LRAavwpBWw+cRbphZYiHqYYbL7IoG9KO5MWRoGFrX1g3SShRBZyeXGq2kPt0tcbzS2ecoswCTupxZMIQqJdc5fHQy6iQcRZWYKGRVRicFVdGPDC67V5ZbJR/sXmsyKSpyeacxQ8Y8n1lxDCV3EldCgTR8zDNKvNx+eCsZ9FbIhUdSYtxgxMIvNe2jy3eJjemBLiST7mJRfRIOIcLO2BMgSJriqf3fD3yFDV/rD90bd3NfzjD+2P/lSCCrujhrOkJL6vuIzwMHEsTZsvaRXY7O+FIxaLecolWh4mED4g0kAZgURXlXvS+81s1e/Avs554J/ofcBJQXyHsggPU5ClaPOlzczMLPY1iOGzG/ZjDxvsDEkwwMK+BS6lif/bhkgu8SAhb4Ei0cQD6jLJyeIsZJ4/0ZOssLBvgSNCILkkLSSa5ITkkkgSvxfi/IiaZEUsKiSXpIVEk5yQXBJJsiqwqHuVEosKySVpIdEkJySXRJKsCoxNsvKBWbfEBkGJRYfkkrSQaJITkksCSdYkDoB//U5wj1kiKSC5JC0kmuSE5JIoklmBEQRBEERUktaFSBAEQRCzQQqMIAiCSElIgREEQRApCSkwgiAIIiUhBUYQBEGkJKTACIIgiJSEFBhBEASRkpACIwiCIFISUmAEQRBESkIKjCAIgkhJSIERBEEQKYl0BeZu0+na3OwfOp2O/UQQBEEQi4FUBeZua+kt22fSwGc/1ouyfU7nodorLaTCCIIgiEVCogJzu3pRptUwb7Rh/lJmrUGvizQYQRAEsSjEGgObmvRClZWZkGshCIIgCMlIVGCZWSpcmfTB7eqFqvRRJQSTMoIgCIJYeCS/0NJnNzTYvADK9jlNGnebruUKvV2UIAiCWDTojcwEQRBESiLRheizG+70rPmencVpDMU7ewCMtRenpaUVt49xh9PS0tKK23vauWpc3bEoDYY1wJeInNuzMy0tbWdPQu8v9WAeueAR8s9vZ0/Ew2RrzfkkuUZ5GTCNi7YWUbizPZqwlx5x7i9jPTuLgw22C2tFO0S9JgrxFE3S95cZSQz+ZPPmnwxKq5uSnKkHtJbRmZlRixZA/Rm2jClkS7WWUeYvpjCkcgTMsWBdrkjs3DP1UZtZwpypZ3+j3CPjC+rPhD3M0HNme5LCCqNBCYu2Flp4pl7sC5coce4vglPDa0U/RL1GlPiKJtn7i8QZmKamVtV7zO6bt55McsY8FwHXidNjWGs4PzMzc7gCQMVuixYu44Ee9BwwuoD6FwxrQ09ba3ihHrCeErECx06fcKG+vp5pQIRZziWCaLVauC6NAkDPKSu0Wm382l7LSPjEaUl2YsWW9eAuZakT3/4y1v6iFVrLEbb6WsMRixbWFxmjPuohQpT4D2XBOknYX6SuAzth88Jra9CFcWe5FV3G3JB5NCvUF4tftAL1Zw5XRJ6Sm68FLnoiJDp2+oQL2vzdW2b5VUQ7lxCyfr2WeYI9p6zQ1tSsX6wL6TllBbT5uYv1/clHnPoL01dqnggOqWufqGEGylkOJeB+7iDiOJTNl4XpL1JnYCanKKY7JI2esewAuKybcgWuW8bkcLmiyBxYqxY1M/iOVzGLBotyLhFC/pYaLaynesY8F4H1anXIQZcxNyQEFhtjPQeMwvFRtDW+cNNFreXMkXDLdWkS7/5CxI0EiiYZ+wtt5suy1nB+9IylXgvAZTU+ywmEsVxQv0VU5uyEPcLMEBiOs2gw8XOJMHLV64GLpw6ccEWKIehiPx9LT7FuSktLS0vL3WTV1gv6mGhrWssoGwlwrVdXkPpiiWt/IeJJ/EWTxP0lBgXmsxt4v6HPbtAZ7rSQ2NoKw+Hzo2fqtbHaiOvVa4PZOsXtjOODM0U2WTGbb3m9msbEOajYUg+X1eqa78AnFA1TEoxVnz8sqY9VHD5TD1g3Uc6bgHj1F0R4BXkDMNJhGOlUJCKJ21DGlCZxf5G+ma+uob/0kHNfGQBAWb2nFraGOyUExuR/7uwZA9bm5kOyjcjMqeu3VAAVh3ljBKdPuARCH7VoxTSY4FxidnLztQDmPWwJRDP/Ya9it0ULSh9giG9/WbvW8EI9XMZnmQz5sZ72Z40uNs9glkOEGHEWzbyvY8H6i7RkRT6NXpBPf0el1jPWCoO2/owg9zMsWZfLjhetK6ghSEjlC6Key+eHc0coWXtGmPsbnhDMp9ELCR6e7UlGyb0WbS0sV5hpm/K2Z2bi2l+4Bi18gqm23iKsFe0Q9RpR4iuaZO8vEnficLfpWsDtIYV9TpNGUCbhfIIgCIKIL/NeB+Zua+lV1daQ9iIIgiAWhVj2QnS36Vp6+U8q2suXIIglAr+bObufeViZsJgbKINDpM9u2I89NF7Gn7tiqKsxOZ2mhF0JQRBEcuJua+gvPeRsVzJay2A/1F6txNSktyw8iOKzG1qwz+nUwGc3NLRlUYwlodA6MIIgiFlxu3rLtrHzJ2X1tjLv5BQA3+SVyJf7Tk162dckKh8tVYW/s95nN+juvAVIi4jEGVio9zCMCCOEIAjizkFjcgZHOLerV5VVA2Bq0uvtbdDZAPCjoG/yCnMQgDJrDfonfdBwnkN2HifwJHo8ngW6hRRHHbYHD4dEBaapqVX12tYINBX/SkvYDQ26NtJhBEHc8fjshpYrtYdMSsA3eSUY5vLZDQZ7Znv11KQXWaJn9u/XoTQ8byDauExIJIbNfMv2CXWUxrSvzGs74YayelsZwmfKRHLjbhPbjpkrNYSmm4YX+uwGcoIQSxB2OwdWCSmr2528PlJmrfFOTgGZWSrxc70orV3T/zb1m/gSSxLHPAi6HsvCZm+hWTqihZS6E8JxTeu7aYC6xGhL/4XG8W4ad2Am7zvudf+LK2kZNM/RUDDMzMSZ3YzvQyz4TBHpudlX1Cql2txyIeKKRLlAomh8dkODbc0+Z/vsPUCZtcbrmgKUYKZoa7Ts8KUqfbT6URj22x+lES2OXSYGF2JDS5tWqIRaelW1hzTsTLo0PJYJGijjzFXmv8vTv4M6Yx3AO8/XKb74m2sZB8wtfwnAP3dDyup2J/fno6Uqm8tt0mjCgs+zFfL47IYGG2g5xZLgp8Nfl1jzuYJ3Enoli4DPbmiw/Q7wtuh6eWPc3aY7hm96e/8VgGrLFpRpTQAys1S97breGwBkMpTt0gDA1Ys+H66iunpP6R2qwhbLjJM6A1NWtzuz2nQ6HV9Sts/ZruHHMDGJ0EC5YDxY9KV/aN23B1CXtNiKpJ/ne7vfW7ZNgyjBZyzRiPSRWufclYBnbbq5K3EIHw5FPhaANZ2vSK47x6jqe/ufvIKPvS26K//Z2b6pZktnwymmyHvm1Dd37+AqrARuiLekrN5TShZ6HLnddWDK6nZn9dyn0kApishAqS4xvohXnhy4CsXjr9V96R9af96DZ4/vyL5/1oZ+M/jPZ4A04PL0dXz8ycTE9MfLFdnZ8uXRT2EXYTKzaEA0+EwR6VmJ6X5T/eHs+dHTEms+50jgZUicCD5X8E4cL1iZlY+y7/JKx92mc6UDmPogwEVGfHZDg8sN1hb/rrDQpNEgY71SiQwAPvt+m1dVK+KvIuZFgmNgoIEyNjIeV3/xQfn33Nws6m/Nxoe6v5gtB7D+0CsrANz9vQdw8bfGV9YET7p+40sPPcAcReUqVCJbLZ/zm1jTw92mM9gPtVeLBp/njEhX35lz4s4MSdVaAMRg6Utznojt+EBhYx6JainOSlQ0jZ5scQESu8yzHg8kdxmPJ+jhuM00+vBdUzgkLAGjgTI6YoJ85afDzB95hfk//8L7X//nr+A51AEoeCBv/L0RmXzDFwJd4yGnvOm9+c7XZX/3zwHg7odivASNtqzFNQVoRIPPFJGem7gOqaI7PlDYOHkQpNG7yRaPGeZ+NXpJXSbgmPvhSFRgPvt+W+SuKbFAA6UIs459iuZOqE89vaePHfv+9f6fP3c/4BvcWLdqGE9DVTJkSbfoHUcB4M3jjneeUwGQ8PY6d5vuWBbXk/hVmZlZqt5j9hpNtTLo7xUvZFHeuRHpRcPt6i3b5gzu+GBzTQFKChsnCfziVyUQxexeqrb4YiFRgU1NehE6fEmABsrbYrppV0hiz1Z9aJ6Pd6BQz38Y2aofYf4KOOZyVWlMhyYN3AYCvPtJWd2+b1LXoLMxZYwERAt5KCIdb+4IV1Ws35XolJmYKkedEkWm0YtnzC9RW3yxkKjAMrNUmIy17eQeKKVHg2NqNiVWBUVJvRHdrTmyUFnd3i5oKBEXSKSwqyrW75IYEVGrY+gycc6v4bSXKdNu0E1uYweizPtkvS06fou99QCWbBr9YiFRgSmrt5XpQtaBSTvt0VKVzesFAO8ka5bMiwQMlAmKBsc5pJ8glmSmQErYFgCWmqtqcfIyYsH3dr+XWwQGoEXXW7bPadIov/IXeLsXVxH+cilKo18wJG/m29ILQGBuMMweFqOIdHJCckliyFWVfDAOopZeVe2+0v4Wfgbmm7yi+k/hc907J40+JQw+qTtxzOdVYEsyIp385uTSlAtSYnLMu6pC7AQKGy8+7Ajos/cHy5JlN/p/uSFpzPmre6Sv7I6BeYcbY6p822n082BJRqQT0WycpZ7ccklcb5RoW/zVAal3EffeGOaqAjssJkvYmAghaXaj/5dhSdUSFAdN3HJ+KZVjUGB83KRsn7Nm0iDYllnKqSkckY7zrqBcszFdQ2IqJ6NcFrc3xtRy3OUSfV+b5Miv2aAPmHIBAKPPs+s3eBTNnXXqE61b++L9pRJRlQxZinIAAGfbuA4resGhNed/wSHS4vy8d1BsMgU8FtIVGBtWdm47oWsBoKzeU9vfIM3CS/mIdBw3VZOKWG8My4/n+l7ecUdlOQDf4MZdA9IGf4Yklcsi+GAjnnZB7Y5zVSGbmXBPW9FsrWsM3XSguXMHDjixu65RCcDfYexq8oY1O/q8fhFdxnFCVTJkwvP61qPM89mbd/SlEf5gQa2uUYmz3Md/+2gC//7XQx/N0eQcKb6iOklc/eQdt6h7jN3YXaf+xWCOaQeAZmvjtozJiAtmarY2eZmmdjRPdMX0GOZgMXajl95lYtqRee5mVSVDlvTQj8EffIS5cP2I/jBT1mxt3JZxtzys5mzmUVSkJnG4elG2r1oJ/u1RyuptZbaWsKBIBHdERDo+m6qJ9kYomjsjBr4N2wMmZuvD0eeN14wWdo/QDqbXAdigD9Rce7mPOb0Sba2yPqaLTssEY8ps3BFyiRPhIxqAYVuXzMYdDz5tbN9b92SGv8PY1ZStD2xbgQw2GK/eUYcTrbI+YIM+sLvk9V0Dw8g7bikab2stZETTWbIIdxZfBOsOh/s945Z12zHCD1LWomtnfUGVf/7aKlifbvIqmjvrGhHVtJrVChGRC4BI9dPkBTasK3e7Xi7VnVPi7PSAxV10UAN8+sdjRnYcDF7whnXlbtdWL3tHFnfR5uxYHsLViz74PIAGS343elbf8DsnhP/gL/G94MxozqZcYPmzXC+oyLg78LPWHLug5qzm0SwkMgaW5BFpcYUvMqFp7tyBA5x2mSfivXH73jp12MCnKhkyrYT7TdlLIwW1O849ffl5pjcKmzKldxgdwwCgUCtH3+gDBF107mtJcrnEQhwW80WMaNGfdt5mzfUMt6vJC3gdsj5+Trws5+FRS1PoYK1S5PgG6/sAYNjmOlulLY/pxnx2QwOf7YZkW+FQUKrOcbu4LqNo3q3uOeDE7twwJ+n2vXUVg90y23T4+dwmMoKPEZb7zr8qx6pyi7kRo8/rHbxcyt+NUD9eoM8hmygZ2s0o0bzNGj/Aa1NFc2dd47034T53FECfQ9bHX0feZo3f8wqkisbdpmsZBrgJuCb1dqOP1wbH2/eaD2r8HW2DFaZ0xiiP/MF/WzUwDMUjN5GxKb2jbbDCtOaGUv0IAED26Udn3wGg+HaRHMpHnlMNNIiZR1KuM5b3gR2z12j4iEjwfWDRSPKItJjCj31CIz6v4g+xWz0V7C0vx7Jyi7kx9Gyj5tY4457k+5V3oFA/wBwd7veMWwq/i5DeeOhoZfnN0ZdZJ5Uix3ftEnPEOz0O9booLj8hSS6XhSZiRBM8bRTUaoPqTaXI8f3vDlQGHJWAv8PoYivddZfs6rXN/1BXLgeg/rZqYPi2bB1eMZVxn5NphQP7g/d3GNmuUVCrqxh0FnrRHFqxYre5YrC7MFJ7hVvuwUlViD2+6bfP6w9z3fOxs5xcOrr4LsmqHwBCJVrxbCVOdqOqjjmw/cW6eiWAmx2vhPVlRXNnZc7J7q1ehPVKUdxtTBp9bX/LJKenl+5u9Edfaj0KQFVSMVfNG/7BbbsGhsVqbt9bVzH4y7NV68N+Irx5dFDClcT6PjAbwC4HU82VPp3kEelCzgAU+ENmn9BE+kPE51VAeC8dfunvZMFD2wOm+4AVAGSf/lm+wxx4GCEuRI6C0vycm/eOnxH0xr11las+4CYEQHZ6Dq7FeuNJLpeYiGpRhhkWBUypWLxQUHPcD2bs4+bced+vAj9SA4CySH2iVfYSoHr831sr+eJ7Moq07m7ZS9NQlQwxM2nv9Liy8vsbBrb2oaA2humXcKDkyhK4wmHWKWzltwp+JPvtd157byQ4hWUNrLzjjh3Nxq4mlFiLPPW7pgFF6LlyDA6OF+UV2EKch0LLnS/M8XkYg2zY5jpbtS4fGA6xxycDloJHBDqJ7YkZmDzZzdgWnBJ9aEiJDHd3lm06UAVwSjTjhengBbNdLO+4ozLnpJh+jYJIGv0iJu4uV2Rnf87vef8681FarorHMyHdmST9wt73eK4DiPjBe4SFE1gG+SO44Z/wTH8s+6z6i5X/zfyN3u566M4JXs0bZh55PBOK7PtXYjn+MLFcLu7qvd33gUliofwhEhxKld8q2KFCyLMI+kOEExqkZyB7swoAFPfe91Rw8lR0zlHERo83fLX8przcYm6Ev8PYxXg5mjt3qK/Jyx8O76Uc3xwy3e9/q1v+eB0A3HW37EKrrEnRbK1rbH3q3apXX2NqcT8+/1vdhcLeODVxj+/91/nf38S18YgviIGk9FNFTaAQy4mI0iHFDQux6TVfM++4o3KD/ENr/3RjFdfMhnXl3NjK4ht8uY9p/5HP4UPgXgDA3bg+9W5mXgEYvaX9tmpg2Duy1agYspgDJoyffLPDp22U9rgWeKCc3QIYbWvd2vc14GsRSwtG3nBXbs5GwYPqHKX8nIN7+4/JPPJgt8czgZWrev6Y3qjMLXcUCUfVS1N+aOSNpiIABx369z2e65B9Vv2Nl4sHHj+Pglptuc/zcsgX5Z22PCLz/VJmm3Z/dUKRfT+A7Xvr6pQY59WPqsRa5Kk/kDfkKIIfLtc0AI9nAiuzBUqUvWCwPwk2WsM9nAlF9v347cT1VbO/Qy+UxX4z1Gr1qtUAgCH1qJRcFbU6+6xvrje2c34j9sJmj7NcnZrEzdVq9WqguVPh2T9YsSf4gwcAcL0AuIXfnvUtK89Wy4GOq6jPQE5VXXewJoBw80it5gbq5VEDlYl/H9gC+kPm8vAqmjvr/iw05cL8IfyEhhXbLabW9IcfjH8oB+MPEYb0tdln/57RZPrAbr1LyXo5PF2tW72i8+u8046/zPH9UtYxHXgcAPDpR796B9v31lUM/PJs1fqHVXhNMFyebXsTJl3zaS5LanDwxqaiyTO9QZPWOz2uXJcPsEEXXHtDuvMqWf1UURIouA6JknctBQfDcyJCc7ijhE8qlKOWPiAypI+SIUfReFvr/601C0P627W5/ntzz3WCna55p8eh4Ia/N10mbl716Y3JP051D6qttSOFNsFFBb3Becerrgk9k7Gx8AMlN8TzKeZqtZqRBTdzZd13w32csDY8GTBlA6Mv2qYPOrLPXv1o2zPXntd3r+vUKS6lH+Ri8vmZ8rNtrVsn2FHyoMO8Gujw3ajYYw4gIpO2+KmrezKXwd9x4F8BMMNZxQ/M9RnoE1xbQak6Ryk/ZwEAyJFjMg892J2jzj7rv5VTgpcHGLkoWH9jxK3xLUt6i56QpEncFXEmCSO7wD2Ql4aoACaZ1v9jC8CREQAAIABJREFUfdd+YTEnROZTlDROQZylsfHc478Pnv5eyA/+DS5UWagfgKpkyLImQ8n1gk/9VmPX66U7rLhXrYwctThrQwKfkVQLANxtOl2bm/1Dp9Oxn+Y8p+VK7b5agVBDXR+9LnfUQh6f3aDTGew+ydcqRt5xR124U947UKhvleldasuOZhU7ofnWXnPAlN7RNioIw3L+ECakf4Dvw6y/EX3nO5CbcVLoTVM0/6AoB+kP8AWqkiFHZQ7XGxkCQPFus3Gqu9D2IYQ12T428oZbzlshPf0jv/70T/fcK7ypaY8v11irADuPvCwx93SB5fLT4a9H+/eLAICJf/Me+T1++YvwCbTgaasUOT7P69n6gKUoC/4LypCpbUHttxuVKH+2pAAAGz5plelbN55MP7j3sc0a1uqUXRXGC9PXqYA+h+wVBfe08zZr/J4JvlXF5oeRNtgtCw6pI2/4ixxM5QlFjo+flNwav1pU/RtnT5GuuViR4/O87gVrRaqYy9OWuy/P9ZCiM7+BUmrreccd5oDDHOgsKeCKntz5jRyg3GQOONh/AJpr0l+9pD7Hlmg9Ao/39r3mgOkLQ35B5gKbATjddMDzjcdxVbNuOwAo1mUKnzDLNuWKwP5Wmb67Y0XROceOPUypqmRoT2Zfm6B7AgCyMhDwM/NglmFb18aTIROLHMZCvXnj1XfV1ip5TlUdf8EFpeqwWzu+QeqTCkeZtcY7OcX87Zu8gjVZyiiFAJO4W1Pav/82h7FZCQ4CfQ42fr9BH7AUZeDWVcFj3/7/MEtBrr0nOHf7XnPAlAlEChFgVCMnxGCc5d+mb2ElV3tZhWVHs0rR3GkOHN1Yzo5FwV6wDPJHuF5Qobyv6AEM25y/Ki8uf/fyUeY6g7/AsJ44G9LXgbX0lu1zauCzH+tFGbMvc0Obe3aTfCH8IWHuYNFlIoxK+NkgninebnN4PB5gucD7xCn8vulx5br3drXKABQ/VY+P3/eC9Yf0D7yOHd3//ctZ7n5BSP/aur3mgAYA/G9159im3V+dwMpVYOKT714Yf/zz7wmuavzMaPkj1xgHIHMNV7KytVODrqK8gn4uErBBH/huJoAckznA+Gs15uvvT3wivx9QyFfdGH9Y16zix47ppl1vqh11gSrGeg06jvHbiemPo9rdyeKnAoBW7vmkv/6jpzMFrqqQBArv9A1l5TmTv6NtUG8qeMR3ZeIPMx9jOVauwgMlxzbdd+M6XEeYeZJI+MTz1TLFQ5lygAtkjrr4bylV5wiedrnFfP39CWBVxe66jBUfdJ8OiZFc8ly/56uryk3mAFfCVPZ0vam21DUC2POVI/rDwwAwsrVtXYDxPPsGN+4aOXRADSxnRCPPjmU+lMgVDqJZS8s//GzYCl9Gh02f7pJ1iDTCh/T5VUFNuzi3gXeg/qT6XCYznCnUSjmfyvTdDWwV+aefnH0P2/fWVfT+8mzV+lUqwCsiF6byMiBDXsQ7LZnr5GbtwYl4yAWrSoYs6ZfZMJtgfs/f3bwCIwndjX6OaMjd33syXzU8bHqMj01GJNeAjTh+MOTHw/L33/CyyZZP/ticseKDjrZfhwU4jr4yaMxMH78rVxv+buXQNE5hnOW9m7fwpWVstVs9P7vWaKkDAN+FjWz6m6AXwP/jl0Z+4KgE0OP/UyMz5746Nfnwuu0YOdrn2PjgDk6sbEKAlOSamNaBadgUNiadOmsNwkPHEkiMP4RzB4t4fpvAKY9nipjZMXO6+tOPXmXP5tOZpj2+SmOt4qhtuuBrimX4/RDwLOc4HrZdvOUoHtofGtL/xeC4pmj8Z4M5j+UVYIDxMrP5V/15Q49/nqnI9sZNuUBuMGAAnPXdyNEUlQPllonn9a8NA2AEWbUCAC9ILl17ZKt+BKqSIYv+ctAfHXwTGPdw5uUPSbifSnTBdYgznWkhSgLFyAY9jjsqG01FgP/HuwZ+4DADOOv78Dv/VxF6Hd35+ojvDoZPAo5sAH7gW2xit+K4g/W8D9u6ZLaQkH7AYYYPGBx0FeH1UOfGsO2wcPgLOMyrVmc3Me9p00ckrIbkNwoeTkzaC0joCofIrKWjUeZJHHMs7QohbFRVKXKYnzRKhiyrr9awsUn/XZ/7Tz8wf2Ogu/A3xQHGDb5Bf67Is1HPujqOO7QeY1ejxQx2NaSiuVMnFvsMeYWeUIkK3pwXRxK4Gz1r84W8tFaAat1jlvTXf/T8Y3yyu3ekx6fGAZfaEsxVOfrSm5sdlTnvXJjkBiJAfuPM4IUivD6B0AAHl8b5g1xtSHlEGqcwccx72YX0cs43XvFY7nhkXkxoL/gBAKDpb/6uKeKWRW2LOZHuQmSYmvRClXUbWaAJ9YdsWFfOLNMBs0xErs7mnAabmFBk7kFuP4tXb37uKQvjRqgsv8q4faabdr05XlUXcJjPPTw9ieuhja/Oufp+xh79dr7k6tSXnykab2vdap8eV6q/zd4D728MMmzrkum7O3z+DmOrTN8qC76a8laPsVWm7+7wreIz4IdtXUwdmT6kizYFfcpSl6nHQGL9VJzfXN+6cVB9bm9eeOG7iiysCjljw7py1hcHgHHAaj3GVplxcByf+4GDHZAU9967cvTCr/LXhOXAofipq45KbajDdllG0Y6p7kLbNBMvvMzvl+GoRFtraMfz9/QPvDyottaGN7wYKKvb962xNeh0uob+0kMmTfRCwSl7Svsb5nbyhy7DSF+nAjNParSIe9jYpV0S93wJc9F7BwqDP+lb70+xA98x/2dlGcipqguY0jsYn1WfY+OguLsSADDddMBTYRH0xAVDWd0e1D3MbvROp9PpDGovJo3e6XQ6nS9t5rzuGeuVyvXBNHppA+gGfYBzJonyQG3kGz4FQQf+h336pqAC98N+YoXwNCaNMzI7sWK32ejpzoiIs4ghMu4tADG80LJ/0ge4eqGqfVQJwaQsNhK644PYKsVgnFkVDB0DmP7wg46mrstPMyEofvDiJjQR/pDtT+eODwhqeqevfv4RLZAV7uXwM/5G6xNhbwBVqJWIkpo63XTAEzqvWnASuxOHyPqEo2HO9MfvKxScEJ5AkZ3OxpZUAP5wAenMisjyFR/94+G3flpaby/Hr/iTufDJ1j42nYkp/uQ6VpZ/rcD2FoJ5pyIhfZ5hm7OnU9fcf5tr2OdF+PqERK1wEBkf+XmSF4CiuTO42VLUpV1zIMgAZPAOFOqxfa/5WebjTX8HG9IPjqHR7HGBGRfjVcSfBO5GL7reIJT0HUXXrn8sxx+vBzpLmPABkLdZ84F8jTmwbWoyI/PXbPou/11sgGPY5uyxPrWNf0WxSmQtRNQ0zr7wxLH3PdPXsZyPs1hrR2b5hcR9/2uJMzBl9Z5a2Bp0Lb0o21at5PbRm09OGuP68IFxR7IpAqKFwe+OPfbJrFIUsSmEVOwO016zNbgu09/TL6w58sqlFWfbWmX6VplxcNw3uDE4r8KwzdmTn9VjFCqkka368KGwaVdXYudVMZBIuYQvuE5fp4p0pi9fHZzuRSRQTFwTzHFXPsI5MeR33f2UxXyu6l7ZKpSbzEN8PgsbqK8sh7yRC5/8vOnNd1c9cs5hPlfkYXz0c4X0F8/SXyhErOmQedL05Sk+jSgWE1s0Jh9SqFiXOSo8Y9jm7CnSNUeZ8icj7G70zGzrUNYxg93HuKjE6d+vO5Yl4nUX5ehLrTJ9V1NUR+4KGe65cOD8quVYJVu1cVB9zlHXqJQ3WrT4X/fJBro3Dnw+i/9hW4pykPvdDQhmpWO66cj0PbifMRkLStU5yqJzDnPAUdeYgXuQ+0KtQq3OxopbOSWws34IPrEiPHFstVrNtzynEJm7k/iAhQ8kWh3JafShy181Jud8F7AuwI4PElcpiq+1jILI/OnoS29udjDTr9Hn9Y7QRpJgUhUbiZSL6ILr6KuwRRIovAOFbelcNPjWWaODme92+Pw40NXkVTRb6+oyRi226VnCJ8DIE/rp5k4d2DzSqCH9xIdPkoVxZbrkZRh+KSY2i1hMHt7wQnC2BYDU6zKLtxt9QWlW4OSxrV4wyUTDti6ZTdHcqauAPMfDjHuCH7aqZMiS/j/7cFD4w35vahI3h4KnM6VsP3rRNn2wCrh549VLamuVHKgLVPGT8vDEsXOOSsGlLbQQE78ODAvnDwFEVilGZ9YOyY1c3HYm4bkS0QpTaexbMLmI+s2Fhd7LLqR7wCRKyUUTKFj/sKpkyJLOp1QFn/ancLVx4ZPZ0plSbZRMMIw1fdQ2HVzOH7LeS7Euc/SNPpRzv4DZ3KqhXUbUOAgrZOSSSl1mThZgN3oxjx+AGC3yKHD9iBFiZBongKQa96QrMHebrgX7nCYNtzUD5/VNGKIbQ8zKrCENURYzzpGqxC4X8QXX0VZhx2RYMISkn6VC+CRBxCyayGUYkRZA6K50ZAFwuNsEPkHf5JXgbvQR2aEXBrzef2/Q2VRbtuB2VRi7cFuQzDxUqyi0IWrHEe0y4r1ggdM440Bi14HdBvPZAyJs7QgkvbCOOmRMzG9vDsH6hOBG5iKFfB8jwyJ25icaEWta1AJIieFsQdGYDk0auBwO3sMe6XX32Q1/jwxV7Q/bH33b0DCyRnV7W9oIPX4BRx2AQltwNrbUOs6CrwOTyux7lYozx0qCUEuEOuS8mI9cRBdcRykUnEKGRWzMTzTE/ImyL3aY131q0lv2NKOxHi1V2YS7j8ZCtDVh4SytjpM2MzMjoVqI/5B9jS9flojrCtkwNmSujnlv4bz0uJ2tQsUhucSD+MsFJJr4QF0mOYkmlwVfByaR6HtAIEH9n5ACySVpWQzReDyeRLScoGYT2nJU7iC5JK7leTcrUYEpq/fU9jc06ACU7QuuAwvPq44fUbNRiUWF5JK0kGiSE5JLIln4dWASvy5aNiqxqJBckpbFEE2CzPzETZIWwUlwB8klcS3Pu9lY90JcMGbbA4JYPEguSQuJJjkhuSQQiUkc7DvKIzIzE7oULPb1RsRCQHJJWkg0yQnJJVFIVGA+u6Ghv/RQezW4t9AnNAeRIAiCIOZAogtxatLLv3AUVyZ9gMa0r4ydGBMEQRDEghNzDCwzS8W/MhvBvwiCuOPw2Q06wUvFfHaDjmFehbffLNxtTJkhiukchwsWveIkI0FyuZ2WZxdN4uQyI43Bn2ze/JNB4V9Tr31v8/dem5J4PkEQqcXgTzZv3sx1+xnhGCDo+4M/4f6aqzDWZiMLp177nqCQbyAOLQcvOAXGtQTJJYaWYxRNIuUidQamMR2qvdJisPsY32GLTtdgQ+0eCkgSxB2Iu02na7lSu682uIbJN3lFVVvD7ve3rczb/7aPKSx9VMkXTk4hSmHMzUYUhu2Vxb7sOB4tu129ZdvYsSzsipOMBMklxpZjEE2i5SLdhaisbmdfnK0xOcNeo00QxJ2ExuR0OturM+eqp8xaww5h8NmP9aqyMqMVxtSsKL7JK3xTfCw+Li1rTIJsNLdLeMVJRoLkEkPLokQXTaLlkrTrwAiCSCaUWWu8thNugBn+2FKNybltskGn0+mYNGVl1MJYmhUtjP6y49ttOYjPbmi5klqepQTJJVrLty+auMplbgXGxeZSI7pJEERiYMIIOp1Otx/bWJeQz27QHcs65HQ6nc5tkw3MECFaGFOzooUx78kkuWUWd5u0gT3JSJBcorQcB9HEUy5zbCXF7nnorFYya8F0bbT0iyCWKMH95NxttjVaJeCe9KpK9zADi0ZbhmOTPmimxApnUQqRzYoXxr4nk9SW2Y0a1uxzJm571wSSILmItixeGKNo4ieX2WdgvskrEETR9tSGRU4JglgquNu4FGmf/VgvE7PPzFJxYRW4Xb3MYlHRwpiaFS+MdU8myS1zo2Rq2uYJkkuUluMgmnjKZfYZmIhr88rcWpsgiDsPjWmfi3nVsOj7h4OlooUxNSteGPmy49gvWKzQ93a/F/C26PjQS0K3yIs3CZJLlJbjIJp4ymX2raTC9oviN5QiBUYQBEEsMpSFSBAEQaQkpMAIgiCIlGRuF2JESr6QlPIVEwRBEHcQkt8HRhAEQRDJBLkQCYIgiJSEFBhBEASRkpACIwiCIFISUmAcY+3FaWlpxe1jYSU8xTt72GM9O9PS0nb2RG+rZ2da6JlMq2ENMl8WUbhTcAlLF+4R8gLhn9POnihPcm65ABjr2VlcHHzUPWNzH5LSLEEQiwApMJax0ydcAFwnToeqD61ldGZmZmZm1ALrptxYhrH6M8yJZ+pdVuOzvFbiGpyZmTlvWBteeKYewsoEL5DRS66wQ6JPcnZ6duZusqKGFWnNRWNQpLMcIggiOSEFxjB2+oQL9fX1cBkPiA5baw0v1APWUzGPaWsrdlu0kYoxChVb1gOuS6OxfsudiVar5R5GzykrtFrtbTU31v6iFVrLEVbbrTUcsWhhfZGZB0c9RBBEskIKDACrv7T5u7fMoqRy87XARU9ih7SeU1ZAm5+b0C9JHdav1zLy6DllhbamZv3tNMYIueaJ4GRt7RM1jG0xy6Hb+UaCIBIKKTBAMLRVzKLB1qrnNTka6zlgFA6OLmNuWlh4R1C46aLWcuaIRIfYnU/+lhotrKd6xjwXgfVqdchB0SdJEMTSgRQYQkzzWTTYmOdiTJMj66a0tLS0tNxNVm29QCcFIzeCwI3WMjozc6YegGu9uoLUF0+uej1w8dSBEy7Ub6kIPSb6JAmCWDqQAuPyN1h7fpMVs4W61qujDJV84iE/G2CTOGZmZs4flqSTKg6fqQesmyh3QEDFlnq4rFbXfP2qArkgwivIWy6RDsNIpyJBEMkGKTBWf/HqZtSiFdNg/3975x/U1nXl8W8maZxfTisg67rPKqgKD423SaaYjmQWWqg3zJKANF0rpvY6itez8QweYtCMbE9N+KNDcCdEU4mGhamzw7iKa5dEHo/kJMw468JGRJG2hG6ybQbLqz6oeHWzAam7zrZOpjPeP9570pP0+CEsIcmcz+QPdPR03n33OPfce8659wmRwLRVQJzmn2RhNdB81FkLqh1IonJ7LYA1+xK5XR7ufP4Q/F3PCBXy/zU28EyXH4ee73xYrNFR/oogiEKFHJjov+Ke6eEn98g9mJRoqXzi14feuvqThP8SI4QZp2ASmRuFzUVCreNSlZAbEsEeSktf5Z5c1i7NP7n6lhOvPVF5xx13VD7x2tedCZMu89WKagmCyAt0mC9BEARRlNAKjCAIgihKyIERBEEQRQk5sA0M7+40OoLyTwni8qBDEHS6+cSFiQ8EQRD54q58N4DIE+LbthvjgvkIl/aCbd7d2Ydur1cP3t3Z7lDT+7cJgigcaAW2EQk6jMa+WUu3RZOQ8ZFZjXpbyoXzEa6xVg8AzM56zbg/mPQt7+6Ur8wIgiDWFVqBbUT0Vq/XCvBuX0I2H+G48XajCwAgLsX4yKxGvUf4nlFXwBfhoWfEHwQd7b76Ya+ZiasIhULr9ABFDptyKBZBEGuCHBgBAOAjs9BYhgfMDMQs17YB83yEg1rxcl+/EfXi1XFoXCYIYj0hB1Y0dBvswh+P9tseGbf/LGWvM1vX9ULpJ6jc/tU1aWfMA15z/IO6gvPPA9vUGuWrOdRbKnzv8eZkD5YNXpnesZrLnq1+P9t3JgiiyCAHVmzc1D3yreh//0uKsOzxF9jfPO/FC5Xbs3gvyZExEJZoFbWiv9LU7zTvRGe/e+dAtl3YsR/sXc1lz3qye1uCIIqPdSniSC7Xltdry6RUrr0KbpY9/nrLQ696305ONm3pMP71v3nfvnILmoMOec9HZoXajW1qzfhZNw+Af88n1XOIMOZj9b5+MhBBEPki9yuw1HJtMfc/wAC8u7O90z08YGY2aLl2PCqYyk3dPwRbHnr1tPOfFwD0BWzpwgRs3d5vh849tQCUrb0peutwpFOq4dBYhgeE2kPzQHfE2G50yWQJGPOx+g1kLYIgCozcOrCgw9g3rrF0W3x9EUnkH2/c5xXCTox5X6PLPw8wyeXaLn/QqpeNiby7s90FS2rNwK1RuLkWtq7LZfjkB3ZncparK9iSLgSw5XH2oa+WHAkaMr4RYx7wJn8yp18kViwm/2xAUcNtw5ITi2TEiQVBEHkitw5MoVxbb/UmXFPQP65R7ynocu2c3qti6Fyq6J4jT203xLgd77aiolVqw9zB8vKST5OFMs69Mi38oavZ/rOHY6Fr1wFsKiv/csmmTblr/G3M0JZVXdaX42YQBLE8eSzi4N2dfbOWYSsDBPNQrq03rapYIObJ7F4ZTd7T21BtaX12O76kef9Zqf7vksPOWksAaGRCjtvxr38+8tR2zfS0NZysYfNWdvPW1bWVd3e2R/YlAoBitDdRTq8s5N2d/TiW9eoNgiCIzMiXAws6jH2z8SExH+Xahcm0a0TlShXGrACgMsld417gk2P4BEhxgfaYZ3VxrdTcpGIa8rbKTRZu0JggiDWRDwfGuzvbXRXd3kRNQD7KtXOEQlRQmXymTxRyk1BMQ+YhN5k7qECfIG4z1t2BSd4reSovlGvv0ZsZ/j0f17gvtVy7eFxYUYySCrlJxTQkNmJucvWa19wGOrKEILLCejsw/j0fB3B9xnFJ0tjtteqpXDvfKJ4aVcBHSeXuXqvXLFxJJYsEkS/WxYHJiq0Z84B3p7uz3cUB8TNjM9JA5ATFNCTlJlcBlSwSRL5Y/9epiJEnr9c7bJntE09/kIoFvN7hel+7I7iSEiLbMOoKLjIv/M1HZlGhZpYQAkJuck/uzuFoMMU8tpjHFvOY9iekZb1DgvBg7xJ+lSCIDcX658Ais5r6PQwg38dc2MUCq4wRobjDRIppyHzkJjV1U1Y8Z7KfAaotBy+f0J05OQNg/4kD7Gt21QTQYIodrcvqLQmCKErW3YEx6grurBB74t1nxzX1e1DoG5lXXViIUMi4erUZtWFtF2eSKFJMQ+YjN8lN1pjEP6d9obCzaj9mzkDXqr968SQAYMKjmkDMYwDwqxtz+O3fT93Q1Wz/2TfwU/dHP44pqVxVZbymbspZ6jR5FIWiN91dkv673qGDeGmkh8vkGQmCyAbrX0avt3rhMBqNkO2NzWOxgGyEAgCU9Q4d6GAARAe7Rno4sCx7iX97lSPUyruepdslPUJKGxpMMWslACD6MRZfkC7u1aCHS7tYUzflNGgBAJcc9raJTDonNbOYfmqUojDjo6SSd7ApIT3Uy8mb2KrrWW3QfwaApkzLL1adsMX0EEwjXPDu4mac2ntlr+07b55WuRZSd8XFfZLolXSjnpYmAHxg1+HJaSWf9E8NQNwnlQuGuCp8lbRFr8EU27MIJvPjuwiCyB7rngPj3Z3Gs+phr9fr9e6LtAvn0a9YLJCjxjSYYtLoLyDGqUx2lWOx42hd9fI/19RNpadqFIUAgOoTR2JOgxaV8WF6tAFoeCqpDVIATeW4CpRsweZlG6wbdbJjXXaVya7qCmitt1FySFM35bFd3o3BczOihDGwfuFJQ82yEGLzUVvX/Oka10KqhjTj9g61wGFXmey7AuzlEzoIPslkfy4IIDr4VhSIvjUhXswetMWspYOOQDhVLwDdqLV08KXJZGFZ75AtNrTSvxmCILLHujuw+Qinqd8pLKj0tY2YjfBZKxZ4ZXqH4n+/iAGY+xX30z/inV9IxzHsP5E+Qula9VcvTgAAJjyqw5PTSepTRijdqNMQFgbE86UvS3JFoXC7y/pPBx2BMK4+J61I3q+1xaxfmoreiMZvwk3WmDwQ2vbq/Oe4v0b6hj1oi1n/aioKoPQrgqihqinoF5eG3KQzWMKWr6aflJG95Ub+ops8veaGm6wx2VUmP+uUvDIfeHFC+GohzMRXmSUIBMIGXYrbUDIuWEY07rQvFNZXxacXZ07aVSY/+8R9USz+XhKGRuwqkxf7DNp4byM+O2lpwudX4ivyu+7b57TFPAc6mLnnkv/NVFsOStUoxZscJYjCZd1DiNvUGk6qvw76x1HRzSBbxQJLbyK2A2JA6cIP9n7HAwBnTtrPANDUNcevSotTycOG+08caA4Icar4xYFDEwAw7fJf2l37Xc0kgHThNJd+O52go/+kvR9lvae+9zVAjF4isOvwpHBxdUdHB/44BTwDAAiN2C/utXX97wfhx+8Tx9kJj2oi3kBdqz4aOoemFTppSeYjXNq2hrwfJTVzMdjSWg5MLISVXxYTHfNNXsDBU5YZ+SJMwbiAll/8SPiLWwiDrdIAkn2rLbVN/xkJP5Kkev+JA80fynpbXO++wTpro2/f/fKQuAps3nLP3VGEx08fgvHyUN1HMh8mjzqSDyOIrLPuKzDGPNBd4Wo3Go1GY9+sZdiqT5a2++qHU0dJxnxsPYrrq598TMsYOsSbl3Q4bW82iF81H7V1zXvGDAdGG5J+ohWn2C1NKOlw2gBsuRdAWe/QctG8r1hq04U1goMUhj8hgPY4orgev0CMlb35ZyWVZb1DLdrz3lsoJeAjsxr1thRhcnXouD/ZBLy7U74yW5pEWNWW0oEySp/3mACgwRQbenxY7EBdqz4a/frBmKeliTFcFpW01EbFQpUOpqTDabu8+3rYYEztcDE7WPmyR6wJ0eLeZ5Xtoju+G4Nji3KRQm9ryrR86EJ5VRMfemXQf4kpFcSqvyA2HggbdHD5LzHsd5XtrlumewiCWBvrvw9MKAvwer3DFk08brgSjHkg95P/6Tc/CPOBXSYhB/YH4Mbv5oRvShAIfNzU1CFfAnILYcZg/t2IymTfdT4KRAdfvQrgwxLD8QYAKHuydonF0OYndqeKHkDl38kTOUIArStyN8pb4wOiUqwMAKAb9RxoDijlgTJgPsJx4sQiHkCUOzVGXSHEeyWkN5MmFsYhOdeu47PoXCgUCl1bOVG3g9WiZAtwLRTChGdXoOJ7TEmH0xbz1Ia6RtoHR1Qmu8r0xiXx6ujL/zgZmot+hj9d4qODXfZd5zc3LS4NeucyAAAKeElEQVQ2O+VJR92o0xB+NRDG1R+eL8Vn0bm5qFI2CwDQUNXEhy5I66xQaE45MskthBn2+N9WhgMzsNQ28YtzoVBo7n+AG+/6Jl8MsKcsDy51h2pLLa5fk7pmbqnLCILIiHw4MAAA7+53cbJP2djInLrLVWHif3fr0MElf88tSGOcbtR6fxh/khxCdCwMNe789Lr86pm2roDWaot5bKfgH+S/0Px0KYAnuwJa64EOpqQJ/kH+TsP30xP79z/Gp5TF3wNE/6DgnBb/D3dvkdJaY8Io+eS9SZdo6qY8LXDYb817CalHjUUorvEOq892unmhOlQZX7/xrFqhOjTB1s3YVFLOsiy7dflE3f4TttjTEPJVW1kWwLTrwiAfHeyyq0xeHI134Eyb6Y1LiA52jfQDbHnJJtzXdnikh8O0LxR+FLJSUjHA++L7APB7lx+bSsrLS8LMl8SKQ426BiXxIp39tZXhwEw87sey5UJkMq23Z9pMv9Y+Au3uA5cNoV2HJ8tZli3/Yuyue765A9Mu7y+b/maJKYvu+G5g81apa24hUUkQhIw8OTDe3e+raEzMxLMTqkquHkyr0PvKSr/HzMV5w/EGVFtqmz78A/jQBXH8vsvwDOvpGZu5F1p5IkYsNLDXuFDNbNIG/ZLw9CAfPfsm6pkvqidPpxSDPIDNHwdmkMSNT7H4VoA9ZSlDg0nm8Ervx+cfy+br0y7v2KNVqvhnTd2U0xB22NsmVny0lWDMA4nFlFRUk6XqUNXJ+PPqWvXRlBXImZN2lWmkR2lZsl8eVhUyVXFfKKO6ntUGr5xJ+3kKIb685sG7ABw7+lgJ/46ktqxqW3TMp+D+FXrb8w0gOthlV71WelmKTI59fEP1tC3mOfDNwG9jeEBhE0NDVVPqlIUgiCyQFwfGu/t99cf2JHZ+3UqoSgxXXb8mbOCNVw+mV+hJr3mMzoVCoTnFouczJ9+A1XZ5dwkehfPw5DQQCs2VPXj/1z709nCxwCK2PB2PU+lGpdVeteXbtfh88NxMKHQtLjT1tjzGv6NLXRjd+wV8/oFvQWi3/Ivfu7xjBmPvnGdXgBWTPU7155i7yCEUmot+9hkAYKHnpwsP4MtCaWJ1PasFmqy2mGyhKVwsBO8ysooCWT5KKrNEXVp9vO64vKpebEhatb0AtxBmDMd3ALKMY8/hd2KbH+xw2r7/4Ae7Dv97vFWs8FDcZI18DQcACz0//I/EzujyUi3/m0OmkR4OmLhyCWIOrOfQoFaYxwxe+SXmLqY9nbDCW9UzEwSRCXl4H5jgvgYYuOOibGxk3sxujnlsiepBhQq9yTZ3We+QsamcLQHuPC+WFMbPfQAAzLQ5qmJ7FndJs36WLb+TDzw1uACU4S/wO+Jj3EyboyrmtHUAiEaF5VoHu1XvuBpzHgCA6/N+3F0NTMu3HnORKahDQJP8Ef7yp7NdnjMAXgpNOU1XTKnvtHyZLQcgjvvv/nxL/KAK5bdflgNAOatwaMQyBB2ymCAfmW2stSKrR0npRj0t2vOrT9RJWSiXtH5tqGriQy+muAdussY0KU4mkqpGZ9q6yoQt3nvwBtACAPjtGP+t5kAgnLT/eKbNlOpdeg6PyPRL0rnFMMOKZaUNVU1YBEoAjHoOhrpGejhxgdiW+iBlVduiY+cWOtISnwRB3CJ5eB+Y6L4gm7xn6dRzlckOTd3U0boLSVE7YeJ/ui157FtqJN1fWxkOvCsP+mkZw2WPNOZZbVNflUZhyUfuP2HrmpeSKBMe1URZ75ARL/38Qr1Q3i0bBKXhsiOhfkF5uFxn9NbhSGe7UfCH8WOjsnSUlBTqrJlYfYNS6+PT7SJDqraXm1j0bQB0sYTzUC67XxXcZI2jVJyyIDrYNSLUnbY5FkUhH9h1eAZIOS2ljGVAAUSCyAX5eB8Yx0kDJdBnnLUMD5iz90ZmbiHMJHZfKU38xZVJNaA0GorzZblIOgmprHfoAPtaesJJ4ScC0y7v2JCx11ccB+Ux5gGvOV2chaOk1pyok3WgcidLRhT3wMnQjXpq4wujpdVm2KCkZb00C0kWAikTkfQpC0EQ2WG9c2CMecArMmzRoLFbyG0JoSoegocT6zniPzm2xhd3KFfoiadenLIoboyVMiIra44nw5b5yULPS6Hk8u6NSHqiLrkDlyHegcqdLO0ME32VTO1Mm2Oxw2mLeWyXDenrH7ILQdwO5CEHpkT2Tj3XlGmFTMlKFXpjBsU5uEJGRGKh57B0KK3SFDv5ygKIChYMSof5pnULN1ljih9XodCBZ5TskqpZ3tuyhVFMjACTXQjitiKPDiwl/JQeqpqPcNx4u9GlsQwPrCpUFfPYgKvPmTzTUoWe1mqLSUovJTuzHrFiwrNi+TWRTNBh7BuH7GUCBEEQ+aBAVmDprOUUPvl8XLFCT5iDdwjTfJqDr4W8n45IEAQhkreTOFZi+a3NRL4guxAEUSjccfPmzXy3QQne3dmPY2KEKmmPEtb3jcxFTTbf/ClAdskG2bcLQWxICjWEuPTWZuTs//9QKFRcmnPX4CXJh11QhB2YB9MQxMajUEOIS25tJvIK2YUgiIKhUB3Ykqfw5ZDcTZlzpDkPc/x82AVF2IG0/CKIdaBQHdiyW5uJ/EF2IQiiUCjUIg6A9hsVKmQXgiAKgkJ2YARBEASxJAUbQiQIgiCI5dhIDox3dxodwaSPAmsSZkUzgg5Bpvi+6Sw0eKkWFxg5Mk2O7JKdBheJaQiikLm5QQj8qLW1tbX1RwHZZ+HD/OtHWo+8Pi8Kxb9WEq5Bc7pw/vUjMmFcwa2qTTR4iRYXGDkyTY7sckuai800BFHYbIgVWNBhNPbNWrotiT1MfGRWY9kjvrRxXyPne48XhPU7mbgwMo8lhGvRnCZc+limW1Ib9I837hOLK9JbXGDkyDQ5ssutai4q0xBE4bMhHJje6vV6B8zbVrqOUVeIQxh499lxjXrbUsJMNSvCR2bj2hh1BWYjUrjqltTqrbIDdoP+lBYXGDkyTY7scquai8o0BFH4bAgHpgCjruBcrwUBYewTpXqrd1+k3Wg0Gtt99VKNuKIwQ82KwvlIBi8EXr3aBLy7s2/WcqzISt1zZJoc2SUjzQmK0zQEUWBsVAcGvXXYMttnNBqN/dgnxoN4d6fxrHrY6/V6vfsi7UKWXVGYqWZFYWbHMq1arUjQsTqHW3jkyDQ5sksmmkWK1zQEUVgU6mG+6wBjHvCaAQBBh6uilgGCEU5Tf0wYVfS1jTgb4aGfVxIuP/Kka1YWqis4/zzAQDyWqTY7agHe3dnuquj2pr7auljIkWlyZJcMNBe/aQiikNiwK7CgQyqR5t1nx4Wc/Ta1RsqpIOgfFw76UxRmqllZmNGxTKtWKw2RRfumyRyZJkd2yURz0ZuGIAqLDbsC01u7/cZ2owvCkUhiudhAd0QUxqWKwkw1KwtlqldWvFq1/Hs+DuD6jPG8S2ORjZg5Mk2O7JKB5uI3DUEUFnSUFEEQBFGUbNgQIkEQBFHckAMjCIIgihJyYARBEERRQg6MIAiCKErIgREEQRBFCTkwgiAIoighB0YQBEEUJeTACIIgiKLk/wGPfvuh4zg9qQAAAABJRU5ErkJggg==)
bar_plot(ansett, "year(Week)", "Passengers", "Class", "Airports",
facet_scales = "free_y", repel = TRUE)
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", "Class", label_pos = "both")
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", "Class", label_pos = "both", label_inside = "share")
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", "Class", label_pos = "both", label_inside = "both")
![](data:image/png;base64,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)
bar_plot(ansett, "year(Week)", "Passengers", "Class", label_pos = "both", label_inside = "both",
coord_flip = TRUE)
![](data:image/png;base64,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)
bar_plot(ansett, "Airports", c("Share of Passengers" = "Passengers"), "Class", position = "fill")
![](data:image/png;base64,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)
bar_plot(ansett, "Airports", "Passengers", "Class", label_pos = "both")
![](data:image/png;base64,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)
bar_plot(ansett, "Airports", "Passengers", "Class", label_pos = "both", repel = TRUE)
![](data:image/png;base64,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)
bar_plot(ansett, "Airports", "Passengers", "Class", label_pos = "both", repel = TRUE, angle = 90)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAEgCAMAAABrWDzDAAACBFBMVEUAAAAAADEAADoAAFcAAGYAMXoAOjoAOpAAV5sAZrYQTosQTp8QTrMQb8cQjtoxAAAxAFcxero6AAA6ADo6AGY6OmY6OpA6ZmY6ZrY6kJA6kNtCTotCb8dCrO1NTU1NTWNNTW5NTXlNTY5NaX9NbqtNg45Ng8hNjqJNjshTTYNXAABkTU1kTY5mAABmADpmAGZmOgBmOpBmZmZmtv9pTW5pTY5sTotsyP9uTU1uTW5uTW9uTY5ubo5ubqtujqtujshuq+R5yP96MQB6MTF6N4t6gNp6utmOTU2OTW6OTY6Obk2Obm6ObquOjm6Ojo6OjsiOyP+QOgCQOjqQOmaQZgCQkDqQkGaQkNuQ27aQ29uQ2/+Tb4uTrO2T5O2T5P+azTKazVqazX6a3sGbVwCb2dmoNourbk2rbm6rbo6rjk2rjqurq46ryKur5Mir5OSr5P+r5+C15Ku2ZgC2Zjq2//+5jou5/9q5/+25//+6ejG6unq62dm9zTLIjk3Ijm7IyI7I5KvI/+TI///O1TLO51rO98HO9//Zm1fZunrZ2ZvZ2brZ2dnbkDrb25Db///crJ/cyNrc5Mfc/9rc///e/+Dkq27kq47kyI7k5Kvk/8jk///v51r/tmb/yI7/yLP/25D/5Kv/5Mf/5O3//7b//8H//8j//9r//9v//+D//+T//+3///9IHShtAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAUfUlEQVR4nO2djX8cRRnHI4I16YsSsWK1J9ag8SUgRmlqReMbBUW8FF8LFnxLUSrV2GJ9iWB8QWkIaj2BmGsOY4zH/pPOzO5d7m7nZWfm2Z25u9/382kv2cvs7Ox8d+aZ2beJBAAPJkJvABhuIBDwAgIBLyAQ8AICAS8gEPACAgEvIBDwAgIBLyAQ8AICAS8gEPACAgEvIBDwYngFmpJBmsPjMuxX8wUZpBsaEgikBgIVAAKpgUAFgEBqIFABIJAaCFQACKQGAhUAAqmBQAWAQGogUAFGVaDt6QnGTed8ctAKlGZwbPu2yz0p+n/L0AqUrmZ+IIl0PXEysgIRVIFeIFkGDgLxFNtv8xI9KCMv0M4cb4fY/zdfTraPfk0c7elve2e/wZqQLfYvWZln320M5lBEIPax/faP3nyZrebmy+l6BzELtHf2HP/k/8R6xFr7tjVb3vmIiFEXaG9pPtk6sLFyjP+/PS0+kvS3vaVJ1oNM8j/dYguO5XIoKtD0fLJz9+VkfdK5BTq6kQm0v56ebWULsuXZR0yMrEAitjiwkVYp3/E7d53rqSX2Gzvu+bHPf9y5Z+Pn+V7EHAOlVX2bWJ1Y6BgDHegK1F1PzwK2vdny7CMmRlagrCrTnon/tt9PZL/1CLR39lv35Hqwwi2QaESmeU/p2AKxZrLThXXX0xFoLh0LpMs7HxEx8gIVaoGS9Y/lezArgRhbnfZuALNALAbrCNRdT8+2ZvAObf8jFkZdIB4DsZ+zGCirpSwG6hFIOg6yEIjXqrtAvBPlFrNYvLue/m3NlmcfdDvRn5EVSMQWbBjTNwrLKqUzCtsXaO8RSc3btEArYni0t2Q9CuvMA61PTLyTtTYr3VHY/rbyTitd3vmIiFEVyJLt2yULtQIVRyvQ0AOBOOvSyBQCFQACqYFABYBAaiBQAYZXIBAFEAh4AYGAFxAIeAGBgBcQCHgBgYAXEAh4AYEI6bn2YmyAQJSsS64qGnEgECXr4hqSyC64KBcIREiElyyXDgQiBDEQ8AMxEPBB3EKBGAiA4kAg4AUEImNnbvwiIAhEyM7dX889p2X0gUBk7IjbusYqgk4gECHpLJD8ES+jCwQiYxynESEQ8AQCAS8gEB3b0xOT62M2EQ2B6OBP+uDPn5M8bXGEgUBkiAcYHhu3YBoCkYEWCPjBYqBjiIEAsAECAS8gEDkIogEoDAQCXkAgOran5/eW+HsLQm9IlUAgMvgzzVfmMQ8EHGHBM59LRBANHGHND39p1FZc72MqGQhEyIq4LWys/IFAwA8IBLyAQMALCOSK9A0GSkJvbWlAIFcgkAACuQKBBBDIFQgkgECuQCABBHIFAgkgkCsQSACBXIFAAgjkCgQSQCBXIJAAArkCgQQQyBXpO52VhN7a0oBArkAgAQRyBQIJIJArEEgAgVyBQAII5AoEEkAgVyCQAAK5AoEEEMgVCCSAQK5AIIFBoPZy7Y5L1WzJsAGBBAaBVutJc2azmk0ZMqasCL21paEXaPfBNf7RvvBUrbbYZP8q2abhAAIJ9AK17vsR78Lay7NJa4H9O819ugY4dgKF3lpyCgq0UGcSbbYvMInYv90HEA91QQskMLVAm9waCCQBAgkMMdBDEEgFBBKYR2HowuRAIIFBoN0ztRNrCQSSAIEEmIl2JZhAW+I5aLG8kQMCuRJKoJ27ztGtzB8I5EowgeJ6CCwEciWUQOKldvEAgVwJJxBioJEglECIgUaEYAIhBhoNQgmEGGhECNYCzSEGGgmCtUBxAYFcgUACCOQKBBJAIFcgkAACuRJGoCyEjjWI3j1TTy/gAEYCtUB7S1GN4gcEWp1NGifWGrOBNmaoCCRQ1DPRrAHiN2A00QQVIJRAkTEo0O6ZRQhUCAgk6BOovbzYvOMS78iAkZACbd8WSQg9GAO1FmqzySruZS5CGIEiH4WB4gRqgXbmmDqxtkDt5Xqo7Rg+AgnEFTrwYqQCsSA61HYMH8EEYiHQdCwd2GAX1kD4U5iAAsXEQAtUE2AYXwAIJEAQ7UpYgaK5sBUCuYIWSDAgUKNWqyMQKgQEEgycTJ15NT0dBoyEFCjWeSBxLqyOc2GFCCNQ3DPREMiCQC1Q1DPRSYN3YfyEPDASSKCoZ6KTpMmngeBPEYIJFPNMNChOQIFiAgK5AoEE0lMZtRoG8kYgkGAgiObjLxZEYyrITCUCxf9yetnlHGwYj5G8EQgkgECuQCCBvAvDhUFmIJBANg9UTxp4y5wRCCTAMN6VSgSK/7WIEMgVCCTI3ReGS1oLAoEEA7f15Kd/cKuPAggkMN7W06hBICkQSGC6sbD1qS/V8dJdGRBI0B8D5eYP2xeeZlLhpbsS7ASKORMnpALl7wtrLPJWCS+ck2BXtzFn4oXxpbsQSAEEEugFaogGaRECSYBAAuN9YWiBFEAggfG+MAikAAIJcFuPKxBIAIFcgUAC3BfmCgQSRHFfWFxvQi+IrAaPiG/+e+/4ChSEyJ69XhBJBR76xaPEdQuBihDNw5KskAn0jKTtGSuBAr1sJa63gBZEVoPHXxpzgQK9bCWuN6EXRCqQ+GZ8Y6BAL1tBDGSTSeQChXjZCmIgm0xiFijUy1YQA9lkErFAgV62Etmb0AsiqcBDV8U34xsDAQsqqVsINLpAIEEM80ArogebrzZTb3LVd+iqMgIaG4GCzAOtMHXW55OVyUpz9SYv0DOPJVfGW6Ag80BiEL99dGPYBvMSge6dOimNoMdJoOrngfbOnkuSrclk68BGhbn6IxVIjMTGdxQWZh6Ij+IPbGzdNGTT0QqBaOt2yATCS3ctqKRuh00gUBwIJIhAoO3pCd59DX0QPXX4uvhCGkaTZRK3QCGeD7S3NM/+HRt+gQ6eTwfxR15717gKxILo9nK94nc3p+KsTFoJFMFV1Lnq6wTR0mCaKpO4BeLqrLJhfKVRNG+BGOtvsngDTQxXEOWqDy2QEKhR+QVlO3Piao51i/Ykhu4uX3+ak/FjIhCfAWL2DMFDoiO4goiobvWd8bAJxIKgZLU2BA+JjuAqapq6NXTGwyZQSGy6pShjoA5WQbSh1BCoHKqJgSrpXfSd8XAJtDo8T4iuIgaqpnfRd8ayVZHfP+1Fj0D8HFgjgEEOM9GVXEVt3bscvn7l4PkkkY3iCWMg+nuHvNgXSDzjN8BjxeOdibbsXfg80MkrzKO/WcwD2cdA9PcOebEvkJiA5sOwinGaia4Ey96F1ezB7zxqOxNtHwM53DtU4sR9eIFcZqI522W/O926d2HNzxFWuUduWNStoTOWCiS+sYmByhy0hhfIfiY62+nRxUBTJ8UXMn8IZ6IdYqAyG/cIBLJnZ46pU3oLFMMIWyaQQwxU4qC1V6DOO7+HYDC/M3fgxdK7MPvexU0gzaEgW5VDDFTixP1wTiQmfPAf+FZoCoGMnbFkTQ73T1cTAwE7KAQydsYkmVQUA1VE9G+R7WCa36SpW0NnTJRJJTFQRRAIxOs0vReoxO00zm8S1a2+M6bJpMyJ+8oFIniDGqvT9HbW20vcTuP8JplAOirJxIshFWj76EbJ5+SN85thBMpC6ChPpsrgt2nQnh2jEGjupm8/kt5QT7ppg7no5zfpBLIKog+eVz8DRLWWMh9/oheIv56ndYr0AkWS3b63NDGZbIUdx1MI5DSMt56JLvXxJ3qBmvwu+dU65Ut3SQSKAQqBKhnGuzz+ZOeb/P+9R8wpzDEQa4UoX7prtUdIXg/ryJ/fMnHr9ycm3vgDxfd2davM5i8fuuVXb1XlQZLJC5+//9q159987flbfl248C987tZr1375hvvVf1FYIH52jPKFc1Z7RL+q0oPoFd48qAItu7rV5GQ3jHe4f9rl8Sd7S++YLjR5ZBJIvPspUoFKhdu5daz8iUQ9ufWUcfeinJVik4/GURgfg42jQNkwvoIWSEduPWXcP53D5noZw2u/hT9jKRDbi9wg9VVKlAIVb+aqa4EKUuS13/WxFMgEpUAWmZRw/7QXlc9EE+z2iq5INBBIoNh2F7lAphkEit3OT3JWRWRBdHS7i1wgsbXr6iEjyW63v0Kq+MxYUUjq1jkTu/unLXcXXRDtgmEGQbY3lPdaUm6V3mt7KARyOZVhnYkDFm1WGTGQdgZBUm712R3CjSo8M1YUkro11VQggSzaLGKBzI2fTCDlfQak21ZwZqwoNHXrdgP+4b9L95h+g8uZuI9iFKa8z0CksLqGUX4Ro8NAJI7eJbeeYbseiB6pQOIbVQxEIJALUfQu+RUdusr2k1MLZMH29PzeUrFrhqm7MOPlypJyG2Igq0vQFNegOZUlgoeHyVZ16Opr7y5XIHEieb7YFXv0AhkuV5btEX0MRCIQ/UV5DgLZN6XylR2+Ln8nEFXRWBWKV+AUiZroBTJcriwruD4GcqipHCVclOewWVQC2ZXdIQBku4tfibBVYHeRj8JMlytLyq0+vaNKYbsTy3gnmcNm2TelBGV3molOG+wih1sJM9H6y5Xt94jsC8vHvJnfSVZJ4xBIoNG6tdl+j0iWW19Ybrwob6QFKpMIBDp8PblxXNOcSPYU/WPeKqlb2Rf60zgOmZBQfMxBLZBxBiFXav5YuOM35I8WlKeYcnrEiR6ZJ98T3/znN2UKZJjCcMiEAosxB7FA5hmE/C5krQn3QdaqyFNMuTzmzYAkD/q6lWWin8JwyETW534x3V0/lHfGOWzGHPTDeMMMQq7ULi0Q/aNuZZmQ163sC/IpDElT+t1//F7XGeeweQ8ydRdmnEHIF5vFQC+VHAM5neOlr1tpJuIbwhhIstz6bLXFjUDkQbRpBoFkj1jHQMapEGkm4puS67aKftJwKHgRwSjMYY/YP+bNNBUiy2Q4YyDZF/pDwYsIBNLca6lIYdyJFJs1rDGQZHmZV+xFMIzX3OkkT2HeifbIVlVJ3ZKfxpFloj8UrCZRBwducQzjVaV03Yk57L2uqG4pU7g2czEJ5DKMr6AFcvDamIfDZoXKxHAoyAb+f+D/P/HH/CTq4Mg/gmG8KSJWJbAIoh281mGfQpXE4TQO6XaJFBKBnvjTvx5//Kf/k00fDey4oRzG2z/mzd7rQ1cNeVgVRJHE6TSObSZOKQ6e/+t1+Q4Y2HERjMIcyufwmDdbrw8981hyxXKzrEvidBrHNhPHFCcVB9DAjotHoFKDaPvN4ptzUv4Mg5FvgWxihHgEotkjpAKJXVnqKMzhNI51Jjod/Hewn0AOA0CCPZJCe2tLbj2a023BexfLJJqQ0TWTffwEUpzj1Z36zW8ROwpfV7wpUlG3xhaWYrNM+9AqReBhvPVJmfTVedIYkFQgivLxeSB+jFjEQMab6wg2izaFpguzO3iIt0uRgr87+PiVqZMFXt4ZXqB05528YbUTDTfXEWwWbQq6g4d2uzRVwgL7Is+QCS9QNhN9/N8SITSZaG+uI9gs2hSUBw/ldimqhL98+siNQg9iDC9QZ8rueFwnncoYu+SWOh48dpk4pOCFf+1dR16XhU7xCUSagi6TEsYu+cVVHDwxD+MpyueeQt1Fk2RSzcWChCmGcBhPUj7SFMMVA1WUifWhoBkcQqAgKRza0oBl1w0OIZBlisjqtpJMdINDCBQkRQyZFD8UdIPDURDIfCojyGaNUCaaweEoCGS+oCzMZo1RJkMukPGCskCbZZ2kktlK2hTuAu2eqc1sRiJQBZlUU7eVzFbap9Bcqu0sUHu5njRmx0egiuq2gtlK+0NBd6Gks0C7D65lL90dE4HGeCZad6m2s0Ct+zazF84VfvUvGGGsBWrObBZ+Y+E141/4p0AmJacomMShBaLK2i8FMik5BbVA0hgIjD0Wo7DF/CgMjD1+80Bg7Kn8xkIwWkAg4IWXQGJU1lqoMepJb4idLlvMPu+4lH6eeG6BB1GrJ9a6y3ujctnaWpoUnT9tLdQT8ffpgtr7NXk00pV3fxBfmjOxKwnr7Gsn1trL4k9muyVSLFYXXpNAUfb3LGiykJbdnEmu7P0DKS+Bmg8vZtuxe6beJ5BY9kB3t6afjfd9/NObye6XWXH7lmvW1jqlTpFW/ilWLl6mVvY3uhRJg09mnVnc/8GYxKEkfOt5BmzTulvFlikWqwuvSyAvuzYLedmNmeTL3h8J+wjUvvCThzY7NX3f5uBuby/X+7NuffIjX2Gb+bC8cqVra51Wp0gzucDK9+xsj0CaFHwqQizo/mBM4lCSzn5nB3Syutgt0SvyxZvKwivWs6kruzqFsuymTHJl75/L8RGI5bPaaSp6RO1kwg+QgeP2E8/Wk39elAskXRvbQcoUaSZib6cJsz2iTtEUBw/bJd0fjEkcStJezo7R3Qcu3rfZLdHT8sWXlIVXrOeSuuy6FIqymzPJlZ2uBWosJs3ZbLXiaBiIHOrZJ2sg089XTj/3mfaTz3V67JneRku+tpYmRc+i3Yf4/1lf/TNlimY6j7Va7/6QCWTKxK4kSZNHDLxI+6EGK5FqsXpXqhMoyj7zsjKFouzmTHJl75/L8RCovSxCqsEWaLVWmx08Lvlnk0eav/vxq19t5Y5bnkS+Nl2K3ha2sbjfAqlTpPuOH4WdH4xJHEqS/n7qUucQ7juo84vVhdckkJddl0JRdmMm+bL3W+AhkOgpOyI3Z3Ix0OBn4wQ7Yn/71GJ+t6vX1tKlED+mSdoXLu536soU6jjAkIlVSdIaWq331Ulz5mX54k1l4RXr2Q9PcmXXpVCU3ZxJruw9TW3iJVCjLvaWWK1sFDb42V6+8/SaOHplu12+tpYmRfqn2eHKhyOdXaBMIUqfjkSyH4xJHEoiBjHpsLxbJ51RWH6xuvC6BPKy61Ioym7MJF/2/vNZ7gK1n0xbu4vdyQvxw2xflunMTHZotRY+uJbu8+7ybhLF2u48rUyx30WLlTc6czK1zypTiA4/neVo9ubyXk0m1iVJp1ZES59Vb888kGSxuvAfUCZQlv3DyhSqsusyUZR9kUYgABIIBDyBQMALCAS8gEDACwgEvIBAwAsIBLyAQMCL/wNK9+0+A/CdBAAAAABJRU5ErkJggg==)
bar_plot(ansett, "Airports", "Passengers", "Class", label_pos = "both", repel = TRUE, angle = -90)
![](data:image/png;base64,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)
bar_plot(mtcars, "factor(cyl)", "1", "am", position = "dodge")
![](data:image/png;base64,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)
bar_plot(mtcars, "factor(cyl)", "1", "am", position = "dodge", coord_flip = TRUE)
![](data:image/png;base64,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)
bar_plot(mtcars, "factor(cyl)", "1", "am", position = "dodge", coord_flip = TRUE, rescale_y = 2)
![](data:image/png;base64,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)
bar_plot(mtcars, "factor(cyl)", "1", "am", position = "dodge", coord_flip = TRUE, angle = -90)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAkAAAAEgCAMAAABrWDzDAAAAvVBMVEUAAAAAADoAAGYAOpAAZrYQTos6AAA6AGY6OgA6OpA6kNtNTU1NTW5NTY5NbqtNjshmAABmADpmAGZmtv9uTU1uTW5uTY5ubo5ubqtuq+SOTU2OTW6OTY6Obk2ObquOyP+QOgCQOjqQtpCQ29uQ2/+azTKrbk2rbm6rbo6rjk2ryKur5OSr5P+2ZgC2///Ijk3I///Z2dnbkDrb///kq27k////tmb/yI7/25D/5Kv//7b//8j//9v//+T///8QDio0AAAACXBIWXMAAA7DAAAOwwHHb6hkAAAI50lEQVR4nO2d63bTRhRGDaSlxLQYQi8B2qQXQi8JgWDixEn0/o9VS7IUgWV77G+ONJ7Z+wcta8XazpyNfFm2ZpABCAz6vgOw2xAQSBAQSBAQSBAQSBAQSBAQSBAQSBAQSBAQSBAQSBAQSBAQSBAQSKQb0DdtrL3V2zY6uLfBQkAEJEFABCRBQAQkQUAEJEFABCRBQAQkQUAEJEFA7QFNR4NHn1putS6gq8fvze95UBBQa0C3xwfZxV7LrdYEdDl4SECJsDKg6Yv37SeT1QGdPfiDM1AqrAzo6smnbPr8r8Vb8RD2FQTUGtDlIwJyg4A4A0kQkM/nQASUEGtehe1v9SqMgNJhZUC8D+QKAbUHtIx1ASUHARGQBAERkAQBEZBEugGBFwgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJAgIJFoD+tiNuyNNZL9OYBoCQiNpCAiNpCEgNJKGgNBIGgJCI2kICI2kISA0koaA0Eia9oBaL77UDR7XoP51DI6JZg4BoZE0BIRG0hAQGklDQGgkDQGhkTQEhEbSEBAaSUNAaCQNAaGRNIEGNB3tz/689LMFcmBLHpcmzIBufy93m7xs3bPLai3QbKEJM6B8x8ns4qD8b2drgWYLTZgB5Weg6WiPM1D4mjADym6PB4O9i8GDln2T7dYCzRaaQAPySmBLHpeGgNBIGgJCI2kICI2kISA0koaA0EgaAkIjaRoB3Z0cVTcmIDSOP9cIaDwkIDSbau4Duv75VwJCs6mmDuju3X/lQ9jHGW/BDz1OtiNNHdD4sPEcqO91jwb/gw01oOtfPhOQf3qcbEeaKqDxMOdwfuO+1z0aepxsR5r2l/F9r3s0+B5rRkBp4XusWcgBNW7c97pHg8eJ1sMxOKagISBTPE60Ho7BMQUNAZnicaL1cAyOKWgIyBSPE62HY3BMQUNApnicaD0cg2MKGgIypVzP6Wgw2I/0OyYEZEqxnMX3bM/2s6snEX7LjYBMKZaz/J7tfpzfsyUgU4rl5AwE21KuZ/4c6OCM50CwMR4nWg/H4JiChoBM8TjRejgGxxQ0BGSKx4nWwzE4pqAhIFM8TrQejsExBQ0BmeJxovVwDI4paAjIFI8TrYdjcExBQ0CmeJxoPRyDYwoaAjLF40Tr4RgcU9AQkCkeJ1oPx+CYgoYtL9FIGgJCI2kICI2kISA0koaA0EgaAkIjaYK7xJ0z/tdCJE0NAXkjTQ0BeSNNDQF5I00NAXkjTQ0BeSNNDQF5I00NAXkjTQ0BeSNNDQF5I00NAXkjTc3OBzQdrf3GcGBLHpdm9wN6/ufxw9VXvQhsyePSRBBQvsX8yoQCW/K4NDseUH7di4JVBQW25HFpdjyg8gzkaS1E0tTsfEAe10IkTQ0BeSNNDQF5I00NAXkjTQ0BeSNNDQF5I03N/aa7J8Onp9WN+47DBf9rIZKmpg7o/Cib/PB5fuO+43DB/1qIpKmpArp586Fx477jcMH/Woikqbnftfmf+UNYz/vG97gWaLbQ1AG9PMq3/p7fmIDQOP5cY9/47Ob1/Fk0AaHZ+DnQbwSEZgtN81UYD2FoNtbUAd28Gn5fvRAjIDTaO9EEhMbx5wgIjaQhIDSShoDQSBoCQiNpAg1oOtqf/Xm55gtfntcCzRaaMAMq9jmecfkown2O49KEGVC50/pBnDutx6UJM6D8DDQd7XEGCl8TZkDZ7fFgsHcR507rcWkCDcgrgS15XBoCQiNpCAiNpCEgNJKGgNBIGgJCI2kICI2kISA0koaA0EgaAkIjadgzFY2kISA0koaA0EgaAkIjaQgIjaTZ3UvcgS8ICCQICCQICCQICCQICCQICCQICCQak796XH2Tk4DAleboL6qvchIQuFLM/OvNQwkIXGkNg4DAFQICCQICCQICiWLm+dV0ZlxUF0QhIHClDOj5d/lVBetLMhEQuFIG9OL92V6W1ReFIyBwpQqoeBeRMxBsSh1QdvXtgOdAsCmtYRAQuEJAIEFAIOEnoOuXjQ3n+v6VoEu8BJTvlzr+odrysu9fCbrES0DFrs1vPhBQgngJ6P4M9HFGN5f94avNEWiam+5Wj2AWF5hS7qNKYEsel6Z+CPvxNJtUz6IJCM2mAU1mp5/8Yay8MQGhcfw5zkBoJE39HGgyHD49rW5MQGgcf66rq7Qq91ElsCWPS0NAaCQNAaGRNASERtJ0GtBXn/wnoAg03Qb05Sf/CSgCTbcBffnJfwKKQNN1QM1P/hNQBJrOA2p88p+AItDwKgyNpCEgNJKGgNBIGgJCI2kICI2kISA0koaA0EgaAkIjaQgIjaQhIDSShj1T0UgaAkIjaQgIjaQhIDSShoDQSBoCQiNpCAiNpCEgNJKGgNBIGgJCI2kICI2kISA0kqY1IABXCAgkCAgkCAgkCAgkFgNqXnHchuuXw+FR8X/j4fB+ixcbzBW5YP77mLuuf/pgPKDCsMmAFgK6OznKxs+M7l5Bfjnq/KrCM86PLEVZR4ryKtsduCb5ME0HVBg2GtBCQPmOK0WGZkzy3764Z3fvTtf9sEoHiqy6Qru16/zpv7PBWA6oNGw0oIWAim17XluvemmYnYyrc6WZyF6RVScEe1ceju2AqjSdB7QQ0Bd7Hlhxd3KY/yc/Txr/s+1AUS+XvSsfr+2A5gG5D6iXM9DNq8P7v+z+86BJ8zmtqaurM9AGA+rhOdDsSX7zLu1+QOeHzb9YB2Q7oPmrMPcBtbwKOzR+FXZ/9/J/und/m8bagaI+x9u78vHaDqg4x20yoB7eB5q/cZLf1XFjhxc7m7GifDzp5Nfp5n2gjQbEO9EgQUAgQUAgQUAgQUAgQUAgQUAgQUAgQUAgQUAgQUAgQUAgQUAu2H9Ec2chIBfOrT8zsLsQ0HpuXpl/6GR3IaD1TJ7Nv+QCixCQCwS0FAJygYCWQkAuENBSCMgFAloKAblAQEshIBcIaCkE5AIBLYWAQIKAQIKAQIKAQIKAQIKAQIKAQIKAQOJ/I41RR3WczU4AAAAASUVORK5CYII=)
bar_plot(mtcars, "factor(cyl)", "1", "am", position = "dodge", coord_flip = TRUE, angle = 90)
![](data:image/png;base64,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)
bar_plot(ansett, "Airports",
c(Passengers = "ifelse(Class == 'Economy', Passengers, -Passengers)"),
"Class", label_pos = "both")
![](data:image/png;base64,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)