구간 (범위) 데이터 분석 - boxplot
require(ggplot2)
# boxplot
tempratureData <- read.csv("data/Trend_Temperature_Seoul.csv", header=T)
str(tempratureData)
## 'data.frame': 365 obs. of 5 variables:
## $ Date : int 20130101 20130102 20130103 20130104 20130105 20130106 20130107 20130108 20130109 20130110 ...
## $ Month : int 1 1 1 1 1 1 1 1 1 1 ...
## $ MeanTemp: int -6 -11 -14 -14 -10 -10 -8 -7 -12 -11 ...
## $ MaxTemp : int 0 -6 -10 -8 -2 -4 -2 -2 -8 -5 ...
## $ MinTemp : int -11 -16 -19 -19 -17 -16 -14 -12 -15 -17 ...
head(tempratureData)
## Date Month MeanTemp MaxTemp MinTemp
## 1 20130101 1 -6 0 -11
## 2 20130102 1 -11 -6 -16
## 3 20130103 1 -14 -10 -19
## 4 20130104 1 -14 -8 -19
## 5 20130105 1 -10 -2 -17
## 6 20130106 1 -10 -4 -16
# ggplot > boxplot
# aes(x축, y축)
ggplot(tempratureData, aes(factor(Month), MeanTemp)) + geom_boxplot()
![](data:image/png;base64,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)
ggplot(tempratureData, aes(factor(Month), MeanTemp)) + geom_point()
![](data:image/png;base64,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)
# boxplot
# geom_jitter : 데이터의 분포를 점으로 표시
sales <- read.csv("data/emp_monthly_score.csv", header=T)
head(sales)
## name month score target ratio
## 1 Kate 1 100 100 1.00
## 2 Kate 2 85 100 0.85
## 3 Kate 3 75 100 0.75
## 4 Kate 4 98 100 0.98
## 5 Kate 5 92 100 0.92
## 6 Kate 6 97 100 0.97
# 1. box만
ggplot(sales,aes(factor(name),score)) + geom_boxplot()
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAAAt1BMVEUAAAAAACsAAFUAK4AAVaorAAArgIArgNQzMzNNTU1NTWtNTYhNa4hNa6ZNiKZNiMRVAABVVVVVqv9rTU1ra01ra2triIhrpuGAKwCAgKqA1P+ITU2Ia02IpqaIxMSIxOGIxP+ma02mpoim4eGm4f+qVQCqgCuq///EiE3EpmvE/+HE///UgCvU///hpmvhxIjh4abh/+Hh///r6+v/qlX/xIj/1ID/4ab//6r//8T//9T//+H///87YnWDAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO2df4MTV5pee3dMjOw4OCa7TJYkC4k707tmOomHhsHw/T9XJFVJqpKq6ULv8963HumcP+xuEH3PvbfqUPrJzRcAADiLm2oBAABXCCgAwJkQUACAMyGgAABnQkABAM6EgAIAnAkBBQA4EwIKAHAmBBQA4EwIKADAmRBQAIAzIaAAAGdCQAEAzqRVQP/WgkbDCPAxNVLFVI+PaStVAroEfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pgRUMbcmwwjwMTVSxVSPjykBVcytyTACfEyNVDHV42NKQBVzazKMAB9TI1VM9fiYElDF3JoMI8DH1EgVUz0+pnYB/fT6xdQ3n16vVqtXBPTr+JgaqWKqx8fULqB3qxcT33x8udrw0+8E9Gv4mBqpYqrHx9QtoHerQUD336yvP19sK3p8Ddpobk2GEeBjaqSKqR4fU6+Abi80X5x+89Bde358+eNvBPQr+JgaqWKqx8fUKqD362A+7AI6/Oauu/T8/Hb1hoB+BR9TI1VM9fiYegX0h1+/HAJ6+Obz2/XXXVSP7sM3mluTYQT4mBqpYqrHx9QqoBsehk8i9d98et3fdb/f/+bzjrOHAQBYKkkBfSgJKJ0GgJakB7SnydX18+dNhhHAPaMEMNXjY3pZd+EJ6NfhuEwAUz0+ppcV0HsC+lU4LhPAVI+P6UUEtPhZeAKagI8qpnp8TC8ioF/uutd/Fr0OlIAm4KOKqR4f08sIaO07kQhoAj6qmOrxMb2MgNa+F56AJuCjiqkeH9PLCOj6i8JPYyKgCfioYqrHx/RCAlr6eaAENAEfVUz1+JjaBfTbaDI3ApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMCWgcApqAjyqmenxMLzygTXj+vNoAAK4JrkBL4C/2BDDV42N64VegTeZGQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUcVUj48pAY1DQBPwUWX79fiYEtA4nEEJ+Kiy/Xp8TAloHM6gBHxU2X49PqYENA5nUAI+qmy/Hh9TAhqHMygBH1W2X4+PKQGNwxmUgI8q26/Hx5SAxuEMSsBHle3X42NKQONwBiXgo8r26/ExJaBxOIMS8FFl+/X4mBLQOJxBCfiosv16fEwJaBzOoAR8VNl+PT6mBDQOZ1ACPqpsvx4fU7uAfnr9Yv/VarV6NfUNAX0EjssE2H49PqZ2Ab1b9QH9+HK14affT74hoI/BcZkA26/Hx9QtoHerPqDrS84X23C+Ov6GgD4Kx2UCbL8eH1OvgG4vNLuAPnSXmx9f/vjb0TcE9FE4LhNg+/X4mFoF9H5dz4c+oHfd1ebnt6s3R98Q0EfhuEyA7dfjY+oV0B9+/dIH9PPb9dddVF+NvyGgj8NxmQDbr8fH1CqgG/qAfnrd31u/X38/+qbjecfZw3wLjYaBZcL2Q3N0AX0YBvSBgF4KPouKKTQnPaA9Ta6uuQ+XgM+iYqrH6EB1vwtPQL8Bo+PSZ1Ex1WN0oLoH9JHHQAnoFEbHpc+iYqrH6EA1DSjPwp+D0XHps6iY6jE6UE0D+uWue8nn7nWgg28I6KMYHZc+i4qpHqMD1TWgvBPpDIyOS59FxVSP0YHqGlDeC38GRselz6JiqsfoQHUN6PqLwQcwjb4hoI9hdFz6LCqmeowOVNuA8nmg347RcemzqJjqMTpQ3QL6bTSZG8dlAj6LiqkeowOVgIbhuEzAZ1Ex1WN0oBLQMByXCfgsKqZ6jA5UAhqG4zIBn0XFVI/RgUpAw3BcJuCzqJjqMTpQCWgYjssEfBYVUz1GByoBDcNxmYDPomKqx+hAJaBhOC4T8FlUTPUYHagENAzHZQI+i4qpHqMDlYCG4bhMwGdRMdVjdKAS0DAclwn4LCqmeowOVAIahuMyAZ9FxVSP0YFKQMNwXCbgs6iY6jE6UAloGI7LBHwWFVM9RgcqAQ3DcZmAz6JiqsfoQCWgYTguE/BZVEz1GB2oBDQMx2UCPouKqR6jA5WAhuG4TMBnUTHVY3SgEtAwHJcJ+CwqpnqMDlQCGobjMgGfRcVUj9GBSkDDcFwm4LOomOoxOlAJaBiOywR8FhVTPUYHKgENw3GZgM+iYqrH6EAloGE4LhPwWVRM9RgdqAQ0DMdlAj6LiqkeowOVgIbhuEzAZ1Ex1WN0oBLQMByXCfgsKqZ6jA5UAhqG4zIBn0XFVI/RgUpAw3BcJuCzqJjqMTpQCWgYjssEfBYVUz1GByoBDcNxOcXzWlpOtN1YMXxMCejpMAS0nobHZXE/G+6Jz/b7mBLQ02EIaD1NA9poi6choBP4mBLQ02FGENASCGjKTJsNFcTHlICeDjOCgJZAQFNm2myoID6mBPR0mBEEtAQCmjLTZkMF8TEloKfDjCCgJRDQlJk2GyqIjykBPR1mBAEtgYCmzLTZUEF8TAno6TAjCGgJBDRlps2GCuJjSkBPhxlBQEsgoCkzbTZUEB9TAno6zAgCWgIBTZlps6GC+JgS0NNhRhDQEghoykybDRXEx5SAng4zgoCWQEBTZtpsqCA+pgT0dJgRBLQEApoy02ZDBfExJaCnw4wgoCUQ0JSZNhsqiI8pAT0dZgQBLaFpVhpt8TQEdAIfUwJ6OswIAloCAU2ZabOhgviYEtDTYUYQ0BIIaMpMmw0VxMeUgJ4OM4KAlkBAU2babKggPqYE9HSYEQS0BAKaMtNmQwXxMSWgp8OMIKAlENCUmTYbKoiPKQE9HWYEAS2BgKbMtNlQQXxMCejpMCMIaAkENGWmzYYK4mNKQE+HGUFASyCgKTNtNlQQH1MCejrMCAJaAgFNmWmzoYL4mBLQ02FGENASCGjKTJsNFcTHlICeDjOCgJZAQFNm2myoID6mBPR0mBEEtAQCmjLTZkMF8TEloKfDjCCgJRDQlJk2GyqIjykBPR1mBAEtgYCmzLTZUEF8TAno6TAjCGgJBDRlps2GCuJjSkBPhxlBQEsgoCkzbTZUEB9TAno6zAgCWgIBTZlps6GC+JgS0NNhRhDQEghoykybDRXEx5SAng4zgoCWQEBTZtpsqCCYJkBAw/jsNgFNmWmzoYJgmgABDeOz2wQ0ZabNhgqCaQIENIzPbhPQlJk2GyoIpgkQ0DA+u01AU2babKggmCZAQMP47DYBTZlps6GCYJoAAQ3js9sENGWmzYYKgmkCBDSMz24T0JSZNhsqCKYJENAwPrtNQFNm2myoIJgmQEDD+Ow2AU2ZabOhgmCaAAEN47PbBDRlps2GCoJpAgQ0jM9uE9CUmTYbKgimCRDQMD67TUBTZtpsqCCYJkBAN9tVS+7SjybacKhGWzzNZS5qEEwTIKDl/Wx3tBDQlJk2GyoIpgkQ0OpzveHJTkBTZtpsqCCYJkBAq891Amq9pkYnO6YJENDqc52AWq+p0cmOaQKXHdBZ1Af08kaqXtTrmek3gOnFwBXoAK5AndfU6GoJ0wQu+wp0lhsBTRnqStbU6GTHNAECWn2uE1DrNTU62TFNgIBWn+sE1HpNjU52TBMgoNXnOgG1XlOjkx3TBAho9blOQK3X1OhkxzQBAlp9rhNQ6zU1OtkxTYCAVp/rlxrQK/l8AaOTHdMECCgBzRmKgC4NTBMgoAQ0ZygCujQwTYCAEtCcoQjo0sA0AQJKQHOGIqBLA9MECCgBzRnqStbU6GRvaXotf30S0PJznYBarykBnR7qWgpKQKvPdQJqvaYEdHqoa9l+Alq92QTUek0J6PRQ17L9BLR6swmo9ZoS0OmhrmX7CWj1ZhNQ6zW9pkcWv8X0WrafgFZvNgG1XtOGi1rdz2+Y6fVsPwGt3mwCar2mTQNauqbfsqjXs/0EtHqzCaj1mhLQBaoSUBGz3IyOyyAENGWm7UYqXVMCOgUBrd5sAmq9pgR0gaoEVMQsN6PjMggBTZlpu5FK15SATkFAqzebgFqvKQFdoCoBFTHLzei4DEJAU2babqTSNSWgUxDQ6s0moMVryosr9YtqtP1BCGj1ZhPQ2jWt7ud8VaMD1Wf7oxDQ6s0moLVr6rP9PqbVqgRUxCw3o+MyCAFdnikBrTWNQkCrN5uA1q6pz/b7mFarElARs9yMjssgBHR5pgS01jQKAa3ebAJau6Y+2+9jWq1KQEXMcjM6LoMQ0OWZEtBa0ygEtHqzCWjtmvpsv49ptSoBFTHLzei4DEJAl2dKQGtNoxDQ6s0moLVr6rP9PqbVqgRUxCw3o+MyCAFdnikBrTWNQkCrN5uA1q6pz/b7mFarElARs9yMjssgBHR5pgS01jQKAa3ebAJau6Y+2+9jWq1KQEXMcjM6LoMQ0OWZEtBa0ygEtHqzCWjtmvpsv49ptSoBFTHLzei4DEJAl2dKQGtNoxDQ6s0moLVr6rP9PqbVqgRUxCw3o+MyCAFdnikBrTWNQkCrN5uA1q6pz/b7mFarElARs9yMjssgBHR5pgS01jQKAa3ebAJau6Y+2+9jWq1KQEXMcjM6LoMQ0OWZEtBa0ygEtHqzCWjtmvpsv49ptSoBFTHLzei4DEJAl2dKQGtNoxDQ6s0moLVr6rP9PqbVqgRUxCw3o+MyCAFdnikBrTWNQkCrN5uA1q6pz/b7mFarElARs9yMjssgBHR5pgS01jRKo6GOJkhABxDQ0jX12X4f02pVAipilpvRcRmEgC7PlIDWmkYhoNWbTUBr19Rn+31Mq1UJqIhZbkbHZRACujxTAlprGoWAVm82Aa1dU5/t9zGtViWgIma5GR2XQQjo8kwJaK1pFAJavdkEtHZNfbbfx7RalYCKmOVmdFwGIaDLMyWgtaZRCGj1ZhPQ2jX12X4f02pVAipilpvRcRmEgC7PlIDWmkYhoNWbTUBr19Rn+31Mq1UJqIhZbkbHZRACujxTAlprGoWAVm82Aa1dU5/t9zGtViWgIma5GR2XQQjo8kwJaK1pFAJavdkEtHZNfbbfx7RalYCKmOVmdFwGIaDLMyWgtaZRCGj1ZhPQ2jX12f7n5bgsKgEVMcvN5wyKQkCXZ0pAS9c0DAGt3mwCWrumPttfnU+fRSWgIma5+ZxBUQjo8kwJaOmahllcQG9vbv7hX77cfi9ZyFluPmdQFAK6PFMCWrqmYRYW0Hc3N5uA/vHnm3/8i2AhZ7n5nEFRCOjyTHkWvtY0yrICuu3nOqB///nm5k9/jS/kLDej4zIIAV2eKQGtNY2yqIB+eLa+8Pz7z+u78JuC/hJfyFluRsdlEAK6PFMCWmsaZVEBvd1cdm4D+mV9J/67+ELOcjM6LoMQ0OWZEtBa0yhLCug6muurzi6gX94rHgWd5WZ0XAYhoMszJaC1plGWFNAunX1APzwjoGoI6PJMCWitaRQCWr3ZBLR2TX2238e0WvVKAzq6C/9O8TT8LDej4zIIAV2eKQGtNY2ypIB+ud087tkF9MOzp55E+vhytVq96r/59HrwzYFZbkbHZRACujxTAlprGmVRAV1Xc/Ma0HVA323fj/Q17ldbfvxt8802pqvVT78f3WiWm9FxGYSALs+UgNaaRllUQPsX0nd8/c2cD6vViy9fPr/dRnN9/fliW9Hja9BZbkbHZRACujxTAlprGmVZAR0U9Ov9XJfzRf//N5uabq89P77srkcPzHIzOi6DENDlmRLQWtMoCwvo9sNEbp5+H+en1z/8uv3iYRPSu+7Ss6vpkFluRsdlEAK6PFMCWmsaZXEBncen1/3F5ubi8/Pbvqb3x/fhZ7kZHZdBCOjyTAlorWmURQX0dvZLPwdXoD/+tq/pfXe/fruCW2au9sxBk/iG8Us/y2zuen7rpDL4pjVN9JCO72Nardpw+JqZPvZC+ice+TywvrfeXWzeDQP6cOEBLY3n/AX9tkml4GNKQBMgoE/y0L3s8241HdCeWVfH9cfl3Ot4H9NqVR9Ttr/WNMqy7sJ/w7uP7rrXgf6P1wR0gabVqj6mbH+taZRFBfTLu2/4CKaH7cvoP7786feJx0B7Zrn5HJc+ptWqPqZsf61plCUFdPMpygNmtXRz0Xk1z8L7mFar+piy/bWm5f/S1DzLownqArp9Cehd9/rPi38dqI9ptaqPKdtfbVrNLM2jCcYD2jfz48vNxee1vBPJx7Ra1ceU7b9q07mqR38q/u/CP6w25fz4cvuo57W8F97HtFrVx5Ttv2rTsoCu764PPoDpYXUVn8bkY1qt6mPK9l+1aVlA+8+z2z3meR2fB+pjWq3qY8r2X7WpPKB//HnWh4nM5JKW0Mq0WtXHlO2/alN1QA8fZyf4R40JaJlptaqPKdt/1abigM7/QOV5XNISWplWq/qYsv1XbaoN6Idnu24+/U96zOKSltDKtFrVx5Ttv2pTbUBvD9V8+h+Vm8MlLaGVabWqjynbf9Wm0oD+8efB/Xb+WWNn02pVH1O2/6pNpQHt/0X4jg/P5n+uyKNc0hJamVar+piy/VdtSkDjcAYVm1ZjsqZsf+H2H02Qu/ADOIOKTasxWVO2v3D7jybIk0gDOIOKTasxWVO2v3D7jybIy5gGcAYVm1ZjsqZsf+H2H02QF9IP4AwqNq3GZE3Z/sLtP5ogb+UcwBl0zaZs/1Wb8mEicTiDrtmU7b9q08KPs5vDJS2hlWm1qo8p23/VpgQ0DmfQNZuy/Vdtqg7o33/ePnf0XvIUEgEtM61W9TFl+6/aVBzQ9/2TR+9n/pucT3FJS2hlWq3qY8r2X7Wp/uPstk8fvZv7rxo/wSUtoZVptaqPKdt/1abqj7Pb3XXfPBkvuBd/SUtoZVqt6mPK9l+1ad7H2d3yXnhj02pVH1O2/6pN+TSmOJxB12zK9l+1KQGNwxl0zaZs/1Wbqu/C/7L/5j134Y1Nq1V9TNn+qzZVP4m0v+pcx5SPs/M1rVb1MWX7r9pU/zKm7hr0/c3N4Gr0bGYuYTUXttkLUPUxJaBXbSp+If3t4OPsFB/HNHMJq7mwzV6Aqo8pAb1qU/VbOW9LPs6umgvb7AWo+pgS0Ks21X+YyG3Bx9lVc2GbvQBVH1MCetWml/FpTNVc2GYvQNXHlIBetellBLSRzSNwBl2zKdt/1aY5ARU9B09Ay0yrVX1M2f6rNlUH9P0mnO/5R+XcTatVfUzZ/qs21b+M6fvdP4vEP2tsbFqt6mPK9l+1qTag77cvX/rw7OZPf/37z7wTydi0WtXH9FK33+R5WZdFPfpTj38e6C/bT1P+hffCe5tWq/qYXur2+wS0mlmaR1vx1Q8T6d4Rz6cxOZtWq/qYXur2O1RpEabyj7Pr77wTUGfTalUf00vdfocqKWg01NFWfC2g77sn4Amos2m1qo/ppW4/AZVytBVfuwv/rnv+nX/Sw9m0WtXHlO2vNY2ypIBuo7m+B78p5zv+UTln02pVH9Nv2v5qXBb1WgPavYJ+Xc51RXkdqLNptaqPKQEtXdMwiwpo9xL6f/zL9gvFezlnuTmdQS6m1ao+pg1P9qZZuZI1XVZAt68E3T70eSt4BukLAS0zrVb1MSWg1mu6tICKmeXmcwb5mFar+pgSUOs1JaDlm01Ar9qUgFqvKQEt32wCetWmBNR6Tf82MzLxYUYQ0AEE9JpNCaj1mhLQ8s0moFdtSkCt15SAlm/2pQaUlyzKFzUIAU2AgFZvNgEloG0goAkQ0OrNvsyARmmZlWtZVAKaAAGt3mwCOj3VdiNdy6IS0AQIaPVmX+aboaMQ0IyZthqpelEJqIhZbj5nUHU+CWjp9sdn2mqk6kUloCJmufmcQdX5JKCl2x+faauRqheVgIqY5eZzBlXnk4CWbn98pq1Gql5UAipilpvPGVSdTwJauv3xmbYaqXpRCaiIWW4+Z5CPaRgCmjHTViNVLyoBFTHLzecM8jENQ0AzZtpqpOpFJaAiZrn5nEE+pmEIaMZMW41UvagEVMQsN58zyMc0DAHNmGmrkaoXlYCKmOXmcwb5mIYhoBkzbTVS9aISUBGz3HzOIB/TMC2zUk27mbYaqfpIJaAiZrn5ZMnHNAwBzZhpq5Gqj1QCKmKWm0+WfEzDNBwqCKaTQ13LgUpAqzebgE5PtdlQQTCdHOpaDlQCWr3ZBHR6qkRxpgcAACAASURBVM2GCoLp5FDXcqAS0OrNJqDTU202VBBMJ4e6lgOVgFZvNgGdnmqzoYJgOjnUtRyoBLR6swno9FSbDRUE08mhruVAJaDVm01Ap6fabKggmE4OdS0HKgGt3mwCOj3VZkMFwXRyqGs5UAlo9WYT0OmpNhsqCKaTQ13LgUpAqzebgE5PtdlQQTCdHOpaDlQCWr3ZBHR6qs2GCoLp5FDXcqAS0OrNJqDTU202VBBMJ4e6lgOVgFZvNv8m0vRUmw0VBNPJoUxOqTAEtHqzCej0VJsNFQTTyaFMTqkwBLR6sy/zE3Wj+KhiOjnUlZxSBLR8swnoFD6qmE4OdSWnFAEt32wCOoWPKqaTQ13JKUVAyzebgE7ho4rp5FBXckpdeEBnUR/Q2vEXic+iYFo71AKHz4cr0AHt/rps9LelAq7r9HAFmsBlX4HOciOgC4Qs6SGgCRDQ6s0moFOQJT0ENAECWr3ZBHQKsqSHgCZAQKs3m4BOQZb0ENAECGj1ZhPQKciSHgKaAAGt3mwCOgVZ0kNAEyCg1ZtNQKcgS3oIaAIEtHqzCegUZEkPAU2AgFZvNgGdgizpIaAJENDqzSagU5AlPQQ0AQJavdkEdAqypIeAJkBAqzebgE5BlvQQ0AQIaPVmE9ApyJIeApoAAa3ebAI6BVnSQ0ATIKDVm01ApyBLeghoAgS0erMJ6BRkSQ8BTYCAVm82AZ2CLOkhoAkQ0OrNJqBTkCU9BDQBAlq92QR0CrKkh4AmQECrN5uATkGW9BDQBAho9WYT0CnIkh4CmgABrd5sAjoFWdJDQBMgoNWbTUCnIEt6CGgCBLR6swnoFGRJDwFNgIBWbzYBnYIs6SGgCRDQ6s0moFOQJT0ENAECWr3ZBHQKsqSHgCZAQKs3m4BOQZb0ENAECGj1ZhPQKciSHgKaAAGt3mwCOgVZ0kNAEyCg1ZtNQKcgS3oIaAIEtHqzCegUZEkPAU2AgFZvNgGdgizpIaAJENDqzSagU5AlPQQ0AQJavdkEdAqypIeAJkBAqzebgE5BlvQQ0AQIaPVmE9ApyJIeApoAAa3ebAI6BVnSQ0ATIKDVm01ApyBLeghoAgS0erMJ6BRkSQ8BTYCAVm82AZ2CLOkhoAkQ0OrNJqBTkCU9BDQBAlq92QR0CrKkh4AmQECrN5uATkGW9BDQBAho9WYT0CnIkh4CmgABrd5sAjoFWdJDQBMgoNWbTUCnIEt6CGgCBLR6swnoFGRJDwFNgIBWbzYBnYIs6SGgCRDQ6s0moFOQJT0ENAECWr3ZBHQKsqSHgCZAQKs3m4BOQZb0ENAECGj1ZhPQKciSHgKaAAGt3mwCOgVZ0kNAEyCg1ZtNQKcgS3oIaAIEtHqzCegUZEkPAU2AgFZvNgGdgizpIaAJENDqzSagU5AlPQQ0AQJavdkEdAqypIeAJkBAqzebgE5BlvQQ0AQIaPVmE9ApyJIeApoAAa3ebAI6BVnSQ0ATIKDVm01ApyBLeghoAgS0erMJ6BRkSQ8BTYCAVm82AZ2CLOkhoAkQ0OrNJqBTkCU9BDQBAlq92QR0CrKkh4AmQECrN5uATkGW9BDQBAho9WYT0CnIkh4CmgABrd5sAjoFWdJDQBMgoNWbTUCnIEt6CGgCBLR6swnoFGRJDwFNgIBWbzYBnYIs6SGgCRDQ6s0moFOQJT0ENAECWr3ZBHQKsqSHgCZAQKs3m4BOQZb0ENAECOh6s6tJXvw9BDQBTCeHanSGT0NARcxyq84nAZ2ALOkhoAkQ0DA+ZxABTQDTyaEaneHTEFARTebmcwYR0AQwnRyq0Rk+DQEV0WRuPmcQAU0A08mhGp3h0xBQEU3m5nMGEdAEMJ0cqtEZPg0BFdFkbj5nEAFNANPJoRqd4dMQUBFN5uZzBhHQBDCdHKrRGT4NAZ3Bp9er1erF8JtXJ7dpMjefM4iAJoDp5FCCM/x8COjTPKy2/Pjb5puPL7ff/PT70Y2azM3nDCKgCWA6OVT8DA9AQJ9kfcn5Yvff/n/rih5fgzaZm88ZREATwHRyqPAZHoGAPslDd7n58eXmEnT0zZAmc/M5gwhoAphODhU+wyMQ0Cd56B7+/PT6h1+/fLnrLj0/v129Gd+qydx8ziACmgCmk0OFz/AIBPRJPr48XHR+frup6Jr74/vwTebmcwYR0AQwnRwqfIZHIKBPsr7a7B4DfbX5b3/X/X7/rHz/KR3hYeZQ/XF4F4nPomI6OVQxzWZag+BZ+HVBV/1Ll/YBfSCgl4LPomI6OVQxzWZagyCg/SuXNumcCGhPk6trn/tw3IVPAFM9Pqa2d+EfVtsnjO42BSWgMyGgCWCqx8fUNaD7J9w3T8BPPAZKQKcgoAlgqsfH1DWgg4vOn37nWfiZENAEMNXjY3oRAV1fhm4vR3kd6BMQ0AQw1eNj6hrQdSu7i827zb123ok0DwKaAKZ6fExdA7q+t74t6N1qc++d98LPg4AmgKkeH1PbgK7T2bG9095/NBOfxvR1CGgCmOrxMfUNaPdC0N19dj4PdA4ENAFM9fiYGgd0Dk3m5rPbBDQBTPX4mBLQOD67TUATwFSPjykBjeOz2wQ0AUz1+JgS0Dg+u01AE8BUj48pAY3js9sENAFM9fiYEtA4PrtNQBPAVI+PKQGN47PbBDQBTPX4mBLQOD67TUATwFSPjykBjeOz2wQ0AZ9FZU0TIKBhOC4TYFH1sKYJENAwHJcJsKh6WNMECGgYjssEWFQ9rGkCBDQMx2UCLKoe1jQBAhqG4zIBFlUPa5oAAQ3DcZkAi6qHNU2AgIbhuEyARdXDmiZAQMNwXCbAouphTRMgoGE4LhNgUfWwpgkQ0DAclwmwqHpY0wQIaBiOywRYVD2saQIENAzHZQIsqh7WNAECGobjMgEWVQ9rmgABDcNxmQCLqoc1TYCAhuG4TIBF1cOaJkBAw3BcJsCi6mFNEyCgYTguE2BR9bCmCRDQMByXCbCoeljTBAhoGI7LBFhUPZgmQEDDcK4nwKLqwTQBAhqGcz0BFlUPpgkQ0DCc6wmwqHowTYCAhuFcT4BF1YNpAgQ0DOd6AiyqHkwTIKBhONcTYFH1YJoAAQ3DuZ4Ai6oH0wQIaBjO9QRYVD2YJkBAw3CuJ8Ci6sE0AQIahnM9ARZVD6YJENAwnOsJsKh6ME2AgIbhXE+ARdWDaQIENAznegIsqh5MEyCgYTjXE2BR9WCaAAENw7meAIuqB9MECGgYzvUEWFQ9mCZAQMNwrifAourBNAECGoZzPQEWVQ+mCRDQMJzrCbCoejBNgICG4VxPgEXVg2kCBDQM53oCLKoeTBMgoGE41xNgUfVgmgABDcO5ngCLqgfTBAhoGM71BFhUPZgmQEDDcK4nwKLqwTQBAhqGcz0BFlUPpgkQ0DCc6wmwqHowTYCAhuFcT4BF1YNpAgQ0DOd6AiyqHkwTIKBhONcTYFH1YJoAAQ3DuZ4Ai6oH0wQIaBjO9QRYVD2YJkBAw3CuJ8Ci6sE0AQIahnM9ARZVD6YJENAwnOsJsKh6ME2AgIbhXE+ARdWDaQIENAznegIsqh5MEyCgYTjXE2BR9WCaAAENw7meAIuqB9MECGgYzvUEWFQ9mCZAQMNwrifAourBNAECGoZzPQEWVQ+mCRDQMJzrCbCoejBNgICG4VxPgEXVg2kCBDQM53oCLKoeTBMgoGE41xNgUfVgmgABDcO5ngCLqgfTBAhoGM71BFhUPZgmQEDDcK4nwKLqwTQBAhqGcz0BFlUPpgkQ0DCc6wmwqHowTYCAhuFcT4BF1YNpAgQ0DOd6AiyqHkwTIKBhONcTYFH1YJrAZQe0Cc+fVxsAwDXBFWgJ/MWeAKZ6fEwv/Aq0ydwIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TEloHEIaAI+qpjq8TF1Dejnt6sdP/62/v7T6/VXrwjo1+G4TABTPT6mFxLQjy+3X/70OwH9GhyXCWCqx8fUNaA7Pr784dft9eeLbUWPr0GbzI2AJuCjiqkeH1PzgK4vRDfNfOiuPT++3N6dJ6CPwXGZAKZ6fEzNA3rflfOuu/Rc5/QNAf0KHJcJYKrHx9Q7oOu77m+24dzcj9/29Og+fJO5EdAEfFQx1eNj6h3Q+81Dn5uO9nfd++/XPO/QDPMEjYYBANiiCWh/AXoI6ENJQAEAWqIJaP/c0VRAexpdXTcZRoCPqZEqpnp8TJ3vwu+fMyKgM/ExNVLFVI+PqXNA969amngMlIBO4WNqpIqpHh9T54DurzeLn4X32W0fUyNVTPX4mDoH9G6fy7vuvnzR60B9dtvH1EgVUz0+psYB3V93Vr8TyWe3fUyNVDHV42NqHND9I5/V74X32W0fUyNVTPX4mBoH9OPLw4cvPawKP43JZ7d9TI1UMdXjY2oc0IdhLys/D9Rnt31MjVQx1eNjahzQOTSaW5NhBPiYGqliqsfHlIAq5tZkGAE+pkaqmOrxMSWgirk1GUaAj6mRKqZ6fEwJqGJuTYYR4GNqpIqpHh9TAqqYW5Nh4mw+n6raYS42i4ppAj6mBFQxtybDhOk+4a/aYiYui4ppBj6mBFQxtybDROk/ItWkoCaL+jdMM/AxJaCKuTUZJsjz51YF9VjUDZjq8TEloIq5NRkmCAFNAlM9PqYEVDG3JsMEIaBJYKrHx5SAKubWZJggBDQJTPX4mBJQxdyaDBPFqp8ui/o3TDPwMSWgirk1GSaMUz9tFhXTDHxMCahibk2GiWPUT59FxTQBH1MCqphbk2EE+JgaqWKqx8eUgCrm1mQYAT6mRqqY6vExJaCKuTUZRoCPqZEqpnp8TAmoYm5NhhHgY2qkiqkeH1MCqphbk2EE+JgaqWKqx8eUgCrm1mQYAT6mRqqY6vExJaCKuTUZRoCPqZEqpnp8TAmoYm5NhhHgY2qkiqkeH1MCqphbk2EE+JgaqWKqx8e01ZtTCOgS8DE1UsVUj41ps7dHE9Al4GNqpIqpHhfTdh/QQ0CXgI+pkSqmekxMG35EJAFdAj6mRqqY6jExJaCiuTUZRoCPqZEqpnpMTAmoaG5NhhHgY2qkiqkeE1MCKppbk2EE+JgaqWKqx8WUJ5E0c2syjAAfUyNVTPXYmPIyJsncmgwjwMfUSBVTPT6mvJBeMbcmwwjwMTVSxVSPjylv5VTMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjSkAVc2syjAAfUyNVTPX4mBJQxdyaDCPAx9RIFVM9PqYEVDG3JsMI8DE1UsVUj48pAVXMrckwAnxMjVQx1eNjeuEBbcLz59UGc/ExNVLFVI+PaZEqAS3Bx9RIFVM9PqYENI7PbvuYGqliqsfHlIDG8dltH1MjVUz1+JgS0Dg+u+1jaqSKqR4fUwIax2e3fUyNVDHV42NKQOP47LaPqZEqpnp8TAkoAIAXBBQA4EwIKADAmRBQAIAzIaAAAGdCQAEAzoSAAgCcCQEFADgTj4B+ev3jb6dfTnP/Yv2fu9WrdKmnedL1MbZzaM7Hlz/93n11t1q9OfrNGqUTzl7StszSLJ7Lw2r1w6/915/fnuz41u5+EefRkPvVhuOjs46LC+jDyj+g3Ryasw/o/ekRWqR0AgGVsQ7o/iz5+NIjoJ9erzoWcxQQ0ERMAzrRTwL6bbgEdLep96dXdUtc6fWF8vYQXfd+GYcjAU3FM6BT/SSg34ZHQP/jf+sFPr/94b84BPTjy97p48v9ow/F2AZ086jN/kJ+cw9ke39k+6vrc30d0M2v9XdJB7d9WL16aPYYyoTr3erNZvyt2PDrwY12c2hOF9CHw+qcLOvRshdwdFrvDfd/Z95vNA+7PLhBoeZw1bp7oW8ONzr85n2/623+tnpY/fRv/VZ/fPmf3nZfHmQGd+EPyuOvm6/ufmE+b3WHW/7IiZW+pK4B7bau38m7/oGRF4OA/vP2BrsL/v1tH7a/sXuypI32cPy71T/tH8MZfj24UW1AB/08XdbxslcwLtPB8Dig/S4Pb1CnOVy13dcvdjca/ObuAuuuyfquA/p/X3YLc7/617cjuzfDgA6UR1+3X939FWjHOKCTJ1b6kpoGdP334GbX7rfr9dA9m9j9b3cXfnP6rHf7zcltW9Vz2vVu1Z3g3V+gh6+PJMvuwg/6ObGsI8sSRmUaGY4D2u3y6AZlmsNVW/9VtNHc3gXd3mj8m1vPRnee1wH9f2/7a+Af//3t8VG4D+hQefh1wepu/iIfnBrjgE6eWOlL6hLQ1YHNUuyuzLd/Q/br2F3W7wLaX8u/Orpt03Op27Yj14PYVySrAvp/Bi9tmVjWkWUJozNhZDgOaDeL0Q3KNIerNvyNPlGDJe3WtdH2rwP6+31/3fmiW6IT00nlHQWr24fg1UigD+hjJ1buknoGtP97ZfjSxe39iUFAtwt2v737ObztQ8ML0O5wG48/EPuaZFFAV/uHPfYMl3Vq2RszcSnRG44DOvS7a/+Yw1BztGrr2ozuTI2XtFvXNvfgt4u0+3vxzbaCI5nhFeheefh1T+PV7Q/SrcU4oJMnVvqSugR0fBe+e0xuv5L7vg4Cul/a8W0rAjocf7znj0pWBfSHXwevEDlZ1qNlr2Ac0KHhZECHN6jSHK/a4IXgXUBPLgxaPf29WaT+CN16vBmbHh4DHb52ffQ69qrVvds/1jl5Mo2+zl5Sz4AOrki3DxRvvngxvgu/X8LxbZu2acL1kX0ulDzQPWS8fxXT6bKOLUsYnQojw3FAX5zeoErzaNUeui/7J5GOfnMTrFa7/9A9y/Zmcw++ux8+khk8C39QHn1dtrq7B2vnBDR7SV0DOngkc72BL/r/Twd0+KhnRUCH4z8a0DLJA/0d87vuAcSJZR1blnB0aTcwnAjo+AZVmqerto3Qqz6go9/cbMF9I9ltQDcrdd9dfL4Zm47fidQrD79uv7oDv77+MwKavKSeAR3t2W5Z138rPXIXfrB6bdrUv3hi+7/x+I/fhW8ueUIf0PU6bv4/sawV1xpHTJWpM5wI6PgGVZqTq3bf338++s31Hc7/9bbR1f22QWuHf3+7O0qPTqujt3LeDx796vRbr+7Ar39CYUZAk5fUM6D7zXwYbOTD6vAM9nAJh7dtFtD+BR7da3kH4z+2zwWSE9adQ/cw6NSyjixLmApoZ7g7XSYC+tD8pfRHz8IfVm33usTB0zSjJb1f/fPLRpvfjXi3+u8v9383jk+rPqBD5bF+89U9vH6uP2kOW/5oQJOX1DSg/VVS/1Kv/uTuz/TusDgs4fC2jdrUvWd3PXD/Po7D+I/t85FkSZ/GHyYytawjyxIm7sLvDfunQU7uwt+vagN6dLBuvt6a7R4iHy7pxKd6ZPHQD/xPmwE/714HupcZPgu/Vz76uvXqbh6k7d86070Q9bDljwc0d0lNA7p7LHu7RP3XP/1b97KFzQtxRks4vm2j19gNnmoZjv/oPg9v9LHdm6WG7APavVhlYllHliUMnud4MzbsnkL+4X8On0Qa3aBM82Rv+0OjO5THSzrxOqEs9n8n9u8f7t6oN3qKa/xOpOH7pgbmLVd3N3yXxOGWPx7Q3CV1DWi3ePuXrfXnU3eP+Tigw9u2une8VdoNNRj/q/u8n9B9bUD7K5HTZR1bVjAu08hwo/bjbw/DgI5vUKY5WrXurO/umvz425fjJb1vVqOH3cvN+/vBh/fCH9680z0GelAef12xug/Dv8AHW/74iZW7pB4BBbgSWj0Hf0WkLikBBVgOn1s9B3895C4pAQVYDg+L+CDbiyJ3SQkowELoHtKrtrgo0peUgAIshbvK5+cuk+wlJaAAAGdCQAEAzoSAAgCcCQEFADgTAgoAcCYEFADgTAgoAMCZEFAAgDMhoAAAZ0JAAQDOhIACAJwJAYU63t3c3PzDv0h+1Idn30l+Tscff/7Hvwh/HFwsBBTKuF338+bpUr3/01+f/FF//1lbvA/PZgwKQEChig/PbuZcNd7ezGjZ7c33caHUHwgXCQGFKt7f3Pwy42ZzAqq/YPzwjDvx8DQEFKp4P+/xzxkB/ePPs1L8TdzOujyGK4eAQhW6gL6f8Ujqt/LhmejpLbhkCCjUsHkGfvck/N9/3n69f9RxfUW5e3q+v9n3+1/e5XRz1fnh2c32YYDd1eL653zf/Yn9jxr96PWf+W7zyMHN9vbbP72P8+iHd9/zKCg8BQGFGgYBvb3p6a8j+9/aVm4Q0N0v72v6n/s/sy5hdw9+Xcv/8PPoR41/9Cagt7vvbwcFH/zw7w6CPBEPT0FAoYr3h4vMTRI314rf9d9v0nXbl3J3F/5dV8HNzTa53Fwxrv/8H/91cA9+e7n5S/d730/86O1V5ndf+q5+dxhr///bQ0FnPsIAVw0BhSre7++/7++AbyLW/29Tu20X+4Dufnn365sY9s8c7R8l3cV185v9jxr96H1Y97Fe/9nNDzu8ourdPpvbxwMAvgoBhSr6gO6v9Poy7l/d1P/G7e4acVe2de2+P/S1f2Rzyz6yfRePf/Thz9we7rpvvni3fxbq8MMOXwE8BgGFKk7uI3fVe3f0lPrt7s717pe768r+IvPL8FJxf8U58UP6gI4Cu5MYtvJ28CwVD4LCExBQqGIc0O3jk5uqHb9s6XZ373v3y92Xo+vO74+/GgV0/6MPf2Yc0P6p+vFTWfPeAgXXDQGFKvYBfT9q16MBHV8kzgvo+EcTUBBDQKGKPqDdCzA3D3zeqq9Aj3/0VwI68XAnAYUnIaBQRR/Qd/uXve8COn5y6PHHQJ8M6PGPfiygkw938hgoPA0BhSq6gI6eDBo9C9+/Pn7/LPzuVUvvb/pn4U+eLj8K6MmPfiyghyflB3+GZ+HhaQgoVHEc0MMr5btfuH3qdaC7vt2ePh9/FNB3X38MdNPq/paHj4jidaDwNAQUqjjchd9UbftETv/C0G3N3u3fTbR/w9LunUibXx8EdP9s1MRd+NGPfjSgm1vu/r+73847keBpCChUcXgnUsef/nd/9Td8L/yXw4d/nLwXfhfQ9U/Yvxd+FNDjH/14QA8/fP+4J++Fh6choFDF/hJv90977J8MH3wa05euoLs3dx4+7WP8uqbBpzFt2b2MafyjvxLQ/ocfLjr5NCaYuLabRQAAAJJJREFUAQEFf3I+D5SPpIcnIaDgT8bVIv8oEsyAgMIFoL9c5AIU5kBA4RLgX+WEEggoXAL8u/BQAgGFi+DDM+Xbhv74M3fgYQ4EFADgTAgoAMCZEFAAgDMhoAAAZ0JAAQDOhIACAJwJAQUAOBMCCgBwJgQUAOBMCCgAwJkQUACAMyGgAABnQkABAM6EgAIAnMn/B6I0TYDRzZHtAAAAAElFTkSuQmCC)
# 2. 분포위치
ggplot(sales,aes(factor(name),score)) + geom_boxplot() + geom_jitter()
![](data:image/png;base64,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)
# 3. 색상넣기
ggplot(sales,aes(factor(name),score)) + geom_boxplot(aes(fill=(name))) + geom_jitter()
![](data:image/png;base64,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)
# boxplot
total <- read.csv("data/all_student_score.csv", header=T)
head(total)
## rank name team score score100 rankrate
## 1 1 Lesley 1 48 100.0 1.00
## 2 2 Kate 2 46 95.8 0.96
## 3 3 Hannah 1 45 93.8 0.94
## 4 4 Heather 3 43 89.6 0.90
## 5 5 Jennet 1 41 85.4 0.85
## 6 6 Laura 1 41 85.4 0.85
ggplot(total,aes(factor(team),score)) + geom_boxplot(aes(fill=(team)))
![](data:image/png;base64,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)
ggplot(total,aes(factor(team),score)) + geom_boxplot(aes(fill=(team))) + geom_jitter()
![](data:image/png;base64,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)
# dash board : polygon
# example(polygon)
sales <- read.csv("data/emp_monthly_score_1.csv", header=T, stringsAsFactors=FALSE, sep=",")
sales
## month name score target ratio
## 1 1 Kate 100 100 1.00
## 2 1 Sunny 90 100 0.90
## 3 1 Jenny 85 100 0.85
## 4 1 Jessica 92 100 0.92
## 5 1 Taeyeon 95 100 0.95
## 6 1 Yuri 70 100 0.70
## 7 1 Seohyun 78 100 0.78
# function
# x : 표현할 값, angle1 : 좌측 게이지 각도, angle3 : 우측 게이지 각도, title : Dashboard 제목
# matrix(c(-1,0,0,1,1,0), 3, 2, byrow=T)
# [,1] [,2]
# [1,] -1 0
# [2,] 0 1
# [3,] 1 0
dash_t <- function(x, angle1, angle3, title) {
i <- matrix(c(-1,0,0,1,1,0), 3, 2, byrow=T)
plot(i, xlab="", ylab="", axes=F, type="n")
x.cir <- cos(seq(0,180,1)*pi/180)
y.cir <- sin(seq(0,180,1)*pi/180)
#첫번째 polygon
cir <- rbind(cbind(x.cir[(181-angle1):181], y.cir[(181-angle1):181]) ,
cbind(0.8*x.cir[181:(181-angle1)], 0.8*y.cir[181:(181-angle1)]),
col="green")
polygon(cir, col="green", border="white")
#두번째 polygon
cir <- rbind(cbind(x.cir[(angle3+1):(181-angle1)], y.cir[(angle3+1):(181-angle1)]) ,
cbind(0.8*x.cir[(181-angle1):(angle3+1)], 0.8*y.cir[(181-angle1):(angle3+1)]),
col="blue")
polygon(cir,col="blue", border="white")
#세번째 polygon
cir <- rbind(cbind(x.cir[1:(angle3+1)], y.cir[1:(angle3+1)]) ,
cbind(0.8*x.cir[(angle3+1):1], 0.8*y.cir[(angle3+1):1]),
col="red")
polygon(cir,col="red", border="white")
for (i in 0:36) segments(0,0,cos(i*pi/36),sin(i*pi/36),col="white")
arrows(0,0.1,0.75*cos(pi-x*pi),0.75*sin(pi-x*pi),lwd=3,length=0.2) # 화살표
text(0,0.1,"o",cex=3) # 가운데 동그라미
title(title)
}
empNames <- sales$name
windows(height=4, width=6)
# par(mfrow=) : 한 윈도우에 여러 개의 plot 그리기
# oma : 각 plot간의 좌,우,상,하 간격.
par(mfrow=c(3,3), oma=c(3,3,3,3), mar=c(1,1,1,2))
for (i in 1:nrow(sales)) {
dash_t(sales[i,5], 60, 30, empNames[i])
text(0,0.5, paste(sales[i,5]*100,"%"), cex=1.5)
}
![](data:image/png;base64,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)
# barplot / achievement
# 전체 높이 1 기준 달성률 표시 차트
a <- read.csv("data/emp_monthly_score_1.csv", header=T, stringsAsFactors=FALSE, sep=",")
# 달성률:미달성률 (0.9:0.1)
x <- matrix(c(a[1,5], 1-a[1,5],
a[2,5], 1-a[2,5],
a[3,5], 1-a[3,5],
a[4,5], 1-a[4,5],
a[5,5], 1-a[5,5],
a[6,5], 1-a[6,5],
a[7,5], 1-a[7,5]), 2, 7)
empNames <- a$name
bp <- barplot(x, names=empNames, col=c("blue","red"), main="achievement rate (Jan)")
abline(h=seq(0.05,0.95,0.05), col="white", lwd=2) # 0.5 단위 구분선
text(x=bp, y=a$ratio*0.95, labels =paste(a$ratio*100,"%"), col = "yellow", cex = 1.2)
![](data:image/png;base64,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)