# fm_casestudy_1_0_DownloadData.r
#
# * Install/load R packages
# * Collect historical financial data from internet
# * Create time series data matrix: casestudy1.data0.0
# Closing prices on stocks (BAC, GE, JDSU, XOM)
# Closing values of indexes (SP500)
# Yields on constant maturity US rates/bonds (3MO, 1YR, 5YR, 10 YR)
# Closing price on crude oil spot price
# 0. Install and load packages ----
#
# 0.1 Install packages ---
# Set ind.install0 to TRUE if running script for first time on a computer
# or updating the packages
ind.install0<-FALSE
#
if (ind.install0){
install.packages("quantmod")
install.packages("tseries")
install.packages("vars")
install.packages("fxregime")
install.packages("coefplot")
}
# 0.2 Load packages into R session
library("quantmod")
## Warning: package 'quantmod' was built under R version 3.1.3
## Loading required package: xts
## Warning: package 'xts' was built under R version 3.1.3
## Loading required package: zoo
## Warning: package 'zoo' was built under R version 3.1.3
##
## Attaching package: 'zoo'
##
## The following objects are masked from 'package:base':
##
## as.Date, as.Date.numeric
##
## Loading required package: TTR
## Warning: package 'TTR' was built under R version 3.1.3
## Version 0.4-0 included new data defaults. See ?getSymbols.
library("tseries")
## Warning: package 'tseries' was built under R version 3.1.3
library("vars")
## Warning: package 'vars' was built under R version 3.1.3
## Loading required package: MASS
## Warning: package 'MASS' was built under R version 3.1.3
## Loading required package: strucchange
## Warning: package 'strucchange' was built under R version 3.1.3
## Loading required package: sandwich
## Warning: package 'sandwich' was built under R version 3.1.3
## Loading required package: urca
## Warning: package 'urca' was built under R version 3.1.3
## Loading required package: lmtest
## Warning: package 'lmtest' was built under R version 3.1.3
library("fxregime")
## Warning: package 'fxregime' was built under R version 3.1.3
# 1. Load data into R session ----
# 1.1 Stock Price Data from Yahoo
# Apply quantmod(sub-package TTR) function
# getYahoodata
#
# Returns historical data for any symbol at the website
# http://finance.yahoo.com
#
# 1.1.1 Set start and end date for collection in YYYYMMDD (numeric) format
date.start<-20000101
date.end<-20150331
# format(Sys.Date(),"%Y%m%d")
# 1.1.2 Collect historical data for S&P 500 Index
SP500 <- getYahooData("^GSPC", start=date.start, end=date.end)
chartSeries(SP500[,1:5])
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAABYlBMVEUA/wAiIiIiIi4iIjkiIjsiIk0iLkYiOWIiO1EiTXUlJRslJSAlJSUlJTElJTwlMUclOxUlPFIlUA4uIiIuO1EuRlwwMCIwMCgwMDAwMDowOkwwQxsxJSUxJTExJTwxR1w5IiI5Yoc6TF07IiI7LkY7O1E7UWY8JSU8MUc8PFI8UmZDMDBGLiJGRlxGXGZHMSVHMTFHR1JHUmZHXGZMXWZNIiJNTXVNdZlQJSVQYwhROyJROztRUVFRUVxRZmZSPCVSPDxSZmZYZwtcRi5cRjtcRzFcXGZcZmZdTDpiOSJih5lmUTtmUUZmUjxmXEZmXEdmXFxmZlFmZlJmZlVmZlxmZmZ1TSJ1mZl3JSV3dQCHYjmHmZmZdU2Zh2KZmXWZmYeZmZmbOyWbUBWbYyCbhwCfiQCqqqq9UCW9dQi9mQDAmQDfYxvfYyDfhwDfmQDgZyjgmQD/dRv/hxX/mQD/mQj/mQ61XxjRAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO29i7/sSGKYVXfYDGfjttczywkHMAzLkhOYbCaAgclcwhpz2Qww9poJW0muMbAG44nhsmEi5/+nVe+SSlKp9Cqpv++3O6e79OhSSfXdUj3FGwAAKEIcHQEAgLOCQAEACkGgAACFIFAAgEIQKABAIQgUAKCQugT6g59LzbtEmOGt3/QUbfDHvHbPMRgIAFBOTQKNfPjLH5vQrkADhT4nBfrc33EgEABgCRUJ9DXW5K9+poP7AnUOjI941w98mzo3BgWAdahHoHFx8s63P1XhCYEat370RUKgT4kd04EAAMuoRqDGk2+Dz9/4DVZ6xrLfhIdEAtVS/cZu1DsmAwEAFlKNQJ+CQqd55dbfIoG++fhrv0V9/iZxGlV/GhyXDAQAWEg1An0NqjGtJ31x1Dvv1RdUn6NDeqfxH5OBAAALqUugrjipX7qV6DoCffICfXWf3kTHmZ2f7BmTgQAAS6lLoKmy4aBAQy9aVMnVVASoz+2LezIQAGAp1QjUNpT3SoeDAlUbvv3bMiyH9lzZfk4GAgAspRqBhk3qb3sbOnWg6quuJzWEb+imgOkOTAYCACylGoF2xmX6gmisPL2XKkLGBwTtSl1XJgMBAJZSj0C7PemtQiPlmRFF7xL7q116rmy9mgwEAFhKRQLtdowfHomkt/iX+VdnXAQKAPtRk0C7sgw60vfLmroO1Gjx2QYjUADYj7oE2hLM++H7gSZKpiHDrqQOFAA2oz6BvvHO9KMvPek+nHaAEa3wALAfVQrUjkRSostSnh3HFLrSdflMBgIALKUegd5FGXSiV6KbL1BGIgHAftQi0GD6JYXX5pBAVSHVqtC+woc7u2HvyUCAbP71/+XXmv/9f9ABf+Ofqq//238R7falCvzTN4WBWXv8pP+zU4eZyP6TKPCH95A/m30x/Qj88NchA1eUHau8PYIo9O7M3tQi0CffauS/K6EOCfQpaJD3bevMxgTr08mm7muUb3/iAoMsnx8YMbiHksqgQFOHGQ11z/WlNdqMi0lFwO84KNAZser+0GQUEKhBK9B5Un8dncIznBzZt7MzHyisT5xNY2fY3P1lImxGYMTwHmrLkEBThwV+DM/1r/2P8y8mGYEvo+NTAp0Rq4CRPcIoIFDLc9jIbkZppuYD9by6A147e3cnn08GAuQSZdMoa7uc+8NE2IzAiOE9tO4GBJo6rBVl6lztRbSnmXExyQjE508JdE6sPCN7RFFAoJbOAkcd+6UE2unfZLT4HIZ1VgKJAwEyUdn0f/331WeTtdtCkc7Kf+ZD/8y+ef7Zm3mBEcN7mMJcWqDJw35oI6tN485lqkBnXEw6AsGLdlqgs2LlGd6jnwbqJx5eoP0O85M9N6PpmFzLOqtywtqEAtU5Wr9U/sRlZZXh1R5KFDo75wdGDO3hZJUWaPKwL11kfxgdaapAZ1xMOgLqBAkBlsXKM7RHKg0QqCEqJ7qWnpFqy8C536ROw7rwsAqhQMMMrcJV1v3Sl7/8x/zAiPQewUttWqDpw760u6u42iNtFeiMi0lH4CfpSyiLVee4/h7pNECgDmfEoKfmaLtPtH6nIzm7/eCU9wAThAL9ya/9Z10e+idxHlZSagtl+YER6T3Cd+WkQKdOHKnKVoHmX8xABHxJMc2sWCUJ9hhIAwQKUDWhQEPcW2noAbdzfmD/x3p7aHn86dAr7/SJvwz19cO+yiYuJh2BSXfNilWSYI+BNECgAFUzJFCXlXuemBfY/7HeHq087jGYIdB4L+UhZxnXCzT7YtIR0F0y/8tfD5ZDZ8UqRbjHQBogUICqGRCorpJrw31TSVCSyw+MSO/xN/7pn7qNSYGOndh29rGOc71A8y8mHYGoF1TKYXNi1aezx0AaIFCAqhkQ6Jcud/fqEtv8nB8YMbrHsEDHDtOdguLOR92TTFxMOgLxQM6BUZe5seqT3gOBApyKtEC1clRwsjEmPzBidI8ZAg0OM8ONur1A51xMOgLxOKaExebEauCaensgUIBTkRTol4EzziFQZ5n2e1wFOnkx6Qj4Gsov0zKcE6uBa+rtgUABTsVg+3HUCb1egbr4as30q0CnLyYdgTZhwu5d0/URw7EaoL8HAgU4FQmBGuWYclzldaA+xq5LZ3SOjIuZjEDmvwbDsRqitwcCBTgVPYHaITHWFwtb4YPG7D8db6eP5JF/WHxopwo062KSEYiwA40KYxUdlo73QAACBaiarkCNcnymDT3hujvmBw46p9d1Mk+gyQ6m3l9xFWjexSQjEGFLioWxGhTopMMRKEDVdARqlBPk4YUjkSJ5jA7eGRbo5BCnaKim903mxSQjEJEUaH6sxgU6Vg+MQAGqppP1gy4/hrCU5IZ85wdG8kjuYRkWaPqwn/y6/wYdV4FmXkwyAkpd9tDkK3x+rGKBpvZIRuENAgWonFigwcyZjuSkQ/mB0+cyDBcAk4ep3UN/2VoEF/vsi0lFIDx9uhEpP1YRo3sgUIBTEQk0OQnwHvOBum3584EGsxi7mY2jKtD8i0lFIJwkOWxvL4lVxOgeCBTgVEQC/fLXHdpSl8vxoVPyAyPG9hgRaPIw179de6jVTFQFmn8xyQj4938/ErQsVh3G9kCgAKeiPyN91znxoMZwxE9eYMTIHiMCTR6WWHIjrAKdczGpCHROn+rPmRmrDmN7IFCAU9GbULnvnJ1W5RwT6PT6l39mT2FNN+tiUhGITp+Y8C87Vl1G9kCgAKciEGhnGcrACrusCz8q0KkV2P/U7WRKdDMvJhWB4PRD44myYtVjeA8ECnAqAoF23i0jLXyZyu75gTl7jAs0fZiJciBNa5vZF5OKgDnJ2HDM6VilGNoDgQKciqEZ6aEGEChA1SDQmkGgAFWDQGsGgQJUDQKtGQQKUDWuT81R2RQGOPzOIFCAKQ7PpjDA4XcGgQJMcXg2hQEOvzMIFGCKw7MpDHD4nUGgAACFIFAAgEIQKABAIQgUAKAQBAoAUAgCBQAoBIECABSCQAEACkGgAACFIFAAgEIQKABAIQgUAKAQBAoAUAgCBQAopBKBSgCARRxhrjoEenTKA8D5OUBdtQj0BgCwAAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCEGjLZ1LKf/x30in0SdTp6xc73RcAOAEI9M7v/OGIQD9DoACQBoHe+VyOCPRzBAoAaRCoLWMOCPS3fx+BAkAaBGqLmAMCVa/3CBQAEjy8QJ0gBwT6o6/v2/5413sCACfhwQUavKAPCPQzyp0AMMBjCzR8P/cCVaG/+vv6i3rB/4Ojbg8A1AwCvZcvPxkWqCqiWpkCAIQg0D/5vduIQHUX0f9YUg4FgB6PLlBVuzkiUNWGZKEkCgAhjy1Qw4hA44GcFEIBIACB3noCDYkHclIGBYAABHobFejnTpu6vz09QgGujBRi1u4IdFSgbR3on/ye+vgZRVCAq9M0TavF3N0R6G1UoAG6zxO1oAAXBoHmMleg+iWeQUkAF0Yg0EzKBEolKMCFuQu0ka1E80CgNwQKAAYhEGgeOQJVIzlNIxKv8ABXRyDQXHIE+knQ8h41In3aNB9m35y/+X/2gn73N/c3huav/zzY6a/akOjkn7YhzXf6y1dNRDcW+oTfZ4R8mLkPwPVRAm0dmrk/Ar2NCVRLU7+2q25MtjRaItD3vUO0LFv+1T9zO2m8U7XK3D6jAv2tv7Dh3w2G+B+dsw/AIyCERKB5ZA3l1N3nW21+Ho3lLBBo/xCvKWfQr7oB3p9N8y//wW1CoO/9hu8GQsIfnbEPwIVxMrACzX2HR6C3UYF2VvRwTUirCPQrK8DWYOr9ubVlq8lPbYBymRNn//jvowB7WHuQFnA/5L0xcVvszN8H4Mq44UdaoPlFUAR6GxVoPB2TfYFfR6CtsHzFphLVe6vEu0n1S/xXxp/qePPJnzAOaA//EJ+6F9Iq+oP70e9z9wG4MK7V6O5PLdDcAZ0I9DYu0LAMGnRhWkOgn3o5tUW975TBbIHvK733fYOtDQ0+Ku47R99vrQptyFeubNsJCYxofy1nH4ALI22J0wk09x0egd4mBOoUGvUATQpU1yV6q+nW8++Dz1GV4lfBOd6rLfeinzXX/WNbvAxCEr/WjUKkwu+SIe+DKJiNOfsAXBhphdkWPBFoHvnDtRIkBOpbd/SLtW/9+XBLCjREeypQ6r282Rb9hku6/Rf44HhXWu2FhEI0vszZB+Cq3EUgRChQgUBzWFmgYet4u6nTkj0u0PvOrQ2/iroWGaV+Z7oZxUd2X+jtaVxz0PfpkFCO731Mp/YBuCitK2OBUgLNYl2Btvb5YD8YGaraw9Z+qqg4Vm1qCoH9d+f2v1bNUWVkunXHW/v7gZC4kOujPLUPwCWRoUAlAs1nXYH6FqH7q3urOidD8zI+JlBT4dkp+hmB/nNXkA0MmmhBsod1C7pxiGve12Xm7/P3AbggDQItZO06UItpuP4q0eto4BCj3N67s315twXYQGWfpr3mu8TbE3VD1Bk/2A+uH9PkPgCXpO01Hwi0URZFoBlsI1DlHNP8ExcFBw/51JUteyVQp7JbVC5M14BqE34wkdDb+yG+beuv/4/f2IqDyX0AromwAlUDOFX3T0E/0BxWF6htJ/Kd4jUfhg8x4fbdPPUK78uxQQ2pfeePiV+9TS+oToi341//uY5Rzj4AF0Vob2qBNlag2QsjIdAy+l4Jxqz3pv34kD5EESqy3wofNoIHJ/gqea648affLyqs2GzD9c/l7ANwUfT0Swh0Puu3wmt3BoN3XPP2h9QhLe1rc1Sz+cFvMDWpH/pbB9/gu/03x3t0+ob+qX0AromUXqD2zR2BZrGuQL9yL+Kd0Y9KomaCkPiQWzTq3HztjEQKG4s+DatDE2/wcwVqIpqzD8A1ESIUqBZn+1LPdHaTrCrQoEyo6zRt56Wbk1BCoGG7ULBniyl6ugb6W1gHmn6D7/bf7L2em9GiH/zu3yeP6u8DcE2Em34pEKiQCHSajQRqJ4XztZeDAu135uzPxvS+279UBybfqz9twipM85udEO/otvT7XfKo/j4Al6TtsnRzdaCmNxMCzWLdV/j35hX+K9ud0vXbtCMke4PXTXkvpD8fqA1RQR/cgcn36rj/ZvpDG1Hly69sB9OcfQAuyV2gMhSoaKWAQLNYKtCAu86iADMlR9wqr5vpvxs6h97Sn5E+GGNvXWZGzjtcSTbsCdCd0cSGBGP0g2Lm1D4AV6QjUD2rndZo5gkQaBE9gXpf/j+mYOlXGgrG9wTlVr89EGhiTST3U06a3TYkXxXgzRfIthPSWWMpcx+A66ErPYMSqHLCHDMg0DL6AvXrWH4aToXURF07wyaZcLqmYLfEqpzvOyrrThIa1qXqWITe64e4aoZZ+wBcjfZl3bbEe4HOAYECwINi6zydQGefAYECwIOiBRq8ws8+AwIFgAdFG3M3gX6sVqj81c98yA9+3oa8ezMvBIECwOHIQKBic4FqEbZ8+1MT9GoCvFNzQhAoABxPJNAZc9iFp8gWqPenM+hzNyArBIECwIHYrC/2LIE+2/fwtkj5TfuhfaP/5Y/fvHmyAVkhbxAoAByIzfqNFai8bS7QtgD6Vn98NqXJ18CS+gU9J+QNAgWAA7HrdZi/rTg3F+iTL0F+9IVy6V2pwXt6WzjNCWlBoABwDPd3YStQI8xdBBr4ry1WvlVlSqvU+8f2PT0npAWBAsAh3O15iEBDXtXbeKDUe5m0LWjmhLQgUAA4gnYZ+KMFen8vb8uSz65StJWjUepkSEstAn0BgIdCqh7zjf4ihPpzF+eL6Ug//3wpJsxjipWvXo6mTJoT0oJAAeAIhBn4rr5YBdzFKaWakX72+QoEaiszX6Pe8lqX0yEttQh0zVcDAKgfuwCS/mJe2e9/jUBnn2/+K/zdn7ouM5ZjW9LMCWlBoABwBELIYYEWKGG2QJ/ckCJKoABwFnR+bxovUBkIVHVv2kGg3p8IFABOg1Drxd3VeaRAX6XrzHmBVvgV7w4A1Etb8Gyt2U4A2n5Sax81kUBv89byuNlDZiinHYLkBrS3hdFOH8+ckBYECgA70pgli/W672btjr0F2k4M8i76ykgkAKgeGQlUSr38pugKtOTM+QINpwNpYSw8AJwBEQlUfZfB8sW7CPTuwsifzMYEAKdAzfeZEKjbXHzmbIGaKZhCmA8UAE6AGX8UCLT9sMCbjjnT2YUolzIjPQBUj1TLdUgZClT1Z1rh1JkCbQugPYGyJhIA1I5Z80h6Z8pG1YruKNBwRSQvUFblBIDKaV0pI4HelEDtrHZLYF14ALg0d3kqe3YFKlYwAAIFgAsjW3+KdphmUOhEoMtBoADXRwlUDXMPnIlAl4NAAa6Pby1CoKuCQAGujzdlT6ArnB2BAsCFSQpUItDFIFCAyyP8Sh0IdFUQKMDlUU3w/qMJRaDLQaAAlyewZoNA1wSBAlyeSKBu7JGUCHQpCBTg8sQlUJvnEehyECjA5QkWK+4IdI2h8AgUAK5LOOVSWOakBLoYBApwdcLhRpEyEehSECjA1QkFKhHomiBQgKuDQDcDgQJcnGjWeQS6KggU4OLEy3Yg0DVBoAAXJ56yLszyq3RiQqAAcF3iUmYk0FUKoAgUAC6KlMOWRKBLQaAA18TkbTGycjECXQoCBbgm0s+gPLQLAl0KAgW4Jgh0BxAowDVRTezjMy4h0KUgUIBLIhHoDiBQgMtxz9btdPNtC3wjEOiGIFCAy+EE2iDQbUGgAJejdWcr0LsgRwU60sNpDggUAC6DbBrZINA9QKAAV6NdbbMVaKPWgx8R6MggpTkgUAC4DLFAxySJQBeCQAGuRizQsTyOQBeCQAGuhq751AKVEoFuCAIFuBpWoMafCHQ7ECjAxZBeoOP6RKCLQaAAFyMS6PiuCHQhCBTgYoh8ga6T/xEoAJybdvimm0K5rf5EoDuAQAEuQdPcRNNmZ6nb30enYbIg0IUgUIArcJem1H3mEeiOIFCAK9C01mynABVKnu3bOwLdHgQKcAVabzZOoCpfI9DtQaAAV8C0GxmBqiAEuj0IFOAKeIE6bSLQ7UGgAFdAz1wXCTRjsjoEuhAECnAFhK4EbT9IHzZ1FAJdCAIFuAD30qZUApUIdE8QKMAFaF/XrUBdIALdHAQKcAFaV7ZdQaNljtaZKmQaBAoAZ6Z1pZQdgbZVonuAQAHgrLSTfmptKoHun6URKACclaZBoEeBQAFOjhoG7wW6fwQQKACcFCEQ6GEgUIBTo2avQ6AHgUABTk2jF/AwAs0Yvrk+CBQAzgkCPRIECnBq2tnrnECFQKC7gkABTo2IBJoxhd36IFAAOCdKoLbgiUB3BoECnBqhl0BCoIeAQAFOjdADkRDoISBQgFOjlpCzAzgR6M4gUIDzYqcRuZdC1XcEujMIFOC8NKb2U5qM3CDQfUGgAOfF9VsyGVki0H1BoADnpSvQnKWM1weBAsD5kL2hRwh0XxAowGlRi8FHWRiB7gsCBTgragRSLEwEui8IFOCstFMpd4TJZCL7gkABzooeBt8N2j8eCBQATkdry55AD4gHAgWA04FADweBApwV0fSyLwLdFwQKcFYSa8A3zQHxQKAAcDoSxc1DMjQCBYDTccj7egIECgCnA4EeDgIFOB863yLQw0GgAOdDtxUh0MNBoADnQ89Aj0APB4ECnI+mLYIeMmwzBQIFgBMhtEAryb0IFABOBAJFoABQCAJFoAAwE1vraQR6bGQcCBQA6kcIM9QdgSJQAJiHMHOFyPsHWU0jPAIFgBMgdP9PBPoGgQLALKS0q8CL9oM4ZOq6FAgUAGqnae7ONEOQmt6CxgeCQAGgdprWm6rYqT4g0ApAoAAnQVlTCfT+n96K8AeCQAGgSoIc2r7A2xLoTXRXhD8QBAoAVeJzqFQ1oHYWEQR6wG/2QaAANeNzaNtqJKVuQ0KgCBQAJgkF2n62g+AlAq0BBApQMy6Htn3nnUBvCBSBAsAU0mZR02vJDYKXCLQCEChAzZjBm27qkLYcikDfIFAAmGZQoPVMxoRAAaBOegIVTYNA3yBQAJhE6qajGwLtgkABYILGDXnvCbSayZgQKABUSWN1afszIVADAgWACdQMdrdgAQ81DZP6WE/eRaAAUCNN4wfA6wA3j109eReBAkCNCIFA0yBQAJjgLktVCA1XNK5nJmUDAgWAGukLtEGgCgQKABO0AhWRQGuaRcSAQAGgQqQSqAgFeqtoLQ8DAgWACmllqQXqtVnPcsYWBAoAFdJa0wrUh9WWaREoANSHKnbKVqDB5HWyukyLQAGgPlRh8+5ON3yzThAoANQHAh0GgQLAKHbeOgTaB4ECwCheoPX1XQpAoABQHwh0GAQKAKNYgUoE2gOBAsAoduLPdjx8xTkVgQJAfbiZk+ubQCQEgQJAfYQCPTouIyBQAKgLr00EmgKBAsAgkTYRaA8ECgCDtCt5VDyFXQgCBYCqkJFAq5vBLgKBAkBViE4J9NDITIBAAaAq2uHvCHQEBAoAQyDQCRAoAAwhotU3EWgPBAong4dlR4QIuy7RiNQDgcLJ4GHZD4lAJ0CgcDJ4WHajtWco0LqTHoECTMPDshsIdBIECudCVD2l2pXQDfAIdBQECudCLU8OO6AFKhDoGAgUzgUC3YtG67PqrkshCBSgh+w8HAh0JwQCzeDcAkW816crzPvXhhu/Awg0BwQKddMRqFTfz5Orz0tbAXov/p8nqRFoQZKtewugPjoCFQh0J1T7OwKdAIFC3XQE2nasaSTVoJuj/6VCoBMgUKgUc3NTAqUdaXva9/cbAp0CgUKl3Aua7f2NBCqlEmiDQDfHCvQ8eQyBFiTZurcA6kGmBdrWyyHQHbAlz/PkMQQ6P8VOc3NhJveyZqObixDoIZzn1d2CQOen2Nhx2PXMSJESqOqWiEA355QdHRDoXNr22OEjEeiZSQu00QKlEWljHkOgP/j5tz+1nz/6Qjreuu3tt3fREd2Q6wqU9/tT0wyVQKXepr5yi7ehrX++vkDvzvQC1WqMBPpqvv7qZ3anfsiVBUop5cQIJVA9mjAlUJ29Eeg2iIcQ6F2HXqBPsivQZ/fd7tUPuaJAbQgCPTNWoGowtr+TemS2QKDbov/hOjoWc5knUPXO7kX47N/cNR9/LeUvf6zN+s1AyJvzC7RvSQR6BcxUvgMCtfedW7wJMl6L8yzMEmhrw1Cgr8FnE+C9qV/Z+yFvriDQ7qH2XIlNcBJEMyhQeUOgG9M0lxeoqvH8o6AO9F4ebQuX0R7Bm/u7ZEjL9QRqMxUCPS/CzoU+IFCBQLdDNp2FPM7CDIG2tZlvw0akux2/ifa4lzK/8R9bufZDWi4rUJfJ4Hw4gQo1o9qQQOnNtAVKnpcX6DdxK/zTXaiqWGrfzYNCptmvH9JyboGmKkGdQMleZ0Uqcd7sdL7StxXqbH3fiEA34xEEqggF+ix/9Y9MC7suWwaNSvf9Wq32Q1pqEehLCUK11XYC77lNb+tvgnOgxGn+tDezFajdov8r1b3lDm9BK9CXRqf0qZApRqwTCvQ1OEQZ9DVolX9VuuyHtFxOoFILVNpMBqdDan+GArXZuSdQecKMXjmPKNC2T5NW4pMZafQa9Z/XAu2GtNQi0KIyuxZopxyvX+rVawitSKekEba7p+43fzMVNVLebPdP9wrPW/za6AakE3YDXfIK/4OfOyN+/LUKjXXZlj37IS0nF2i/olO3L0gEel7yBCoR6CbYdrqj4zGfRUM5PSldXrYEGgvUTx+pch7N8OdEOIGaTr1GoG58oZTqH0eJQDfg4QWqW9sfUqBanUagjEU6KdK+Pt6firRA9WcEugm2o8PR8ZjPSgJ9UgI9Wyt8UYq1nQRdBjIVY3opLAR6XsJh2B2BNoFAGwS6CeedZWBVgT71en32Q1ouIFAzb52pGDOr3qrHgMx1RvrzWAwIlOXltuCMZU/Neq/wb686EineT2qBmrYiJdAGgZ4evZpZiBKomZ/JByHQTXhIgcajjNrX82uOhR8TqFotXOeqxrXern6TYGvkDIGqMG5yGQOZ7iEFavoutTyZOZcuORuTa1bQ37oCFYFAddAGtwm2RfTnARJWoEHlqGpRUhM2cZPLSGY6ccYOoIYFAm070uvPz7ZH/SXnA21bDpICVR1bjDsR6KlJ5GArUIFAV0Qv+94JPLE/F9WB6ulBNebt/Ioz0g8ItLmp/yUEesK2xEcnMRFle0uliBqXpFntA4EWo1UQh51xGlDHokYkb9BgwLvmQmsiqXpOt28TCVSkBErmOh0IdCeE7sAS5b3HFahdFSmcFfR6q3JmCfTmBBrMgwZ14+9T4h1ySKCq+gaBFqI7McT/AJ1xFjsH68JP0kQzKBuBCiVQqYclWYFKt/8m9wrW5e5D+zFXoKpGlBJoOSmBnrkKFIFO0zShEvsCNbkqEihF0BMQeDCRhWVj768P0n2amDa7HAS6BucSqIx6TpvlHjoCvSHQ0yGnBdqkBco7RjFpgZ44uyDQ6STKFqjeA4GeAhm8ictUGUj3oRdRDwxTAqUOtJS0QA+LznIQ6HQSDQjUlVDMJCL2ORAI9AyEjenJl0izxlz4mCDQpfQEGo70OiMIdDqJtEDN7mq+SN1xSS9kLfUoFgR6MgKBJsYh3UYEKiUCLUV3AkOgyziZQIV5YVffhgTqO2NIBFo/UsYCTewyItDh4Wb0YBsHga7BlQSqB1fcglzoBEpmqpfG9YfvdFUKd+kJVI+MR6DFNF2BSgRawLkEepsQqMk07jVQ2kba3pg1qIW2wkXadQQGRsI08UB4BQJdBgJdhYsJ1OzlBaqfD0lvwRqRes7BMoHaO45Ay/ACNcP1EGgJZxOoanWdLVDm3a2StsZFmJKkE2h6z/4G23o0WMuNQEdRjQa6By4CLefaArXmZLxKlejeZ41bPWCeQE3IoEBPLYONcStEB4P7mqEa6LOAQKfRA0DmtyMAACAASURBVDUjgSqnDgnU9HJBoFUisgWamOViSqDc8hG8QKVpJ1A56dT+RKAZWIGatiIjUD2vWShQn6YItF5EMELTLEZdINDkIZJq77FKDC/QGwJdxIUEKsO9XKIi0FpRjjNN6V6gA0/CmEBT91ZS7T2yrLde+8Z8MQJNtNOdDAQ6jRVoY76kBRr1F2ziuSqgFvT8g16gcp5Ab74Emhr8iUDNfOKpvCXU3BF2N5VSjRgp/58DBDpNKFD9CHiBhinpPyPQWrGzF5hvSqCDD8KYQFP3FoHqVb4zBCoQ6ALOJ1A7bMU0G6UEGtI+RQi0Qvz8rYq2M02RQNOVnQjUzvSXFmiQYYQwK4qdveMCAp0mLVA5IlCpc+aD56b6UNPTtfWgwcyDI/k3sc3N3zQo0IfuCTosUDX5gE9Q1dCqK0IQ6GzOKlAZCPSGQE+H1P24/RjbCYGOjMVN3Vs9aUJybtFHwQq0nzwqu/QFKhFoAecUqH/pQKCnRPZuWNMM30N1RIFAT16ntwz9T0iqhsP0+vMJikDLOZ9A5XyBNgi0MjYWqHlGHnq5Dz3MPdWDT9WdhGntBHruOg8EmpNGN7P8ZijQsSEsUudM5gWtiv4Nk4sEGltCSj3V+iMLVJhsMiDQbk+VUy+GZECgOWnUClTOEOgNgVZIUqCjb9wIdB6qT62qBu4mQr9mGIGW8zgCbc7+hnIZdLbeUKC6keTRBaqWO+nXXsmUQCUCLeS0ApUI9Kz0FnnXoaUClVagZhfdq009IQ8u0FtKoIms0sRtSmcFgeakkX40SgUq/WngIKSZQqQTPJGJZwq07QMqHlugt9scgV4gSyDQnDQyLfFuAjv1X5mYL9ISCNQ9Sxd4Ws6L8FMwhUx0OsoQqJugzaj4ofteDAm03//BT+5/chBoThqVCFQg0IoQen247i1YIlBpxqbpHVtHPLhATUVnY7r8hVsQ6KqcTKAtJQKVcZc41pg7kIE5l5rxariRO9aYge+BQM1sXQg0FmhbLZoQ6EjuORMINI/2ZncEOjStrtqiijaxQB+5cuxo5EBj0WKBCitQeyY5PCHmxXENBB2Bqh7zCHRNriLQ4TJlQqASgR7GyLy9o0/ByEb9PuLKnY1X8fl7/5a9KnUE6h72AYGOFD/OBALNwwhUzBVog0AroFSgI+jBZo0XqDvR+SdkKoq/6yXWmO70dgMCXZ2rCHT4STMCFYFAH36uyANpG3i2Fqg7/+kFWvaguoaixnSn16HyZhIKga7H9QWqq8QQaCWoLL2y1WKBBiXc03elL3tQXRI0pju9ClWNa/HaNxYEWsxlBDqcrAi0JrYY8hIINJ5c+/TNSGVzOKQFqmf4Q6DrckKBtjvrvklqMbL5AmV60APZVaCn724RDabKzSVqsHM8W50+FwJdn5MK1D8Hk++DSYFi0IPYZI7jRniBNtcVaOa1qIajWKCmclika0AR6AIeT6BSItDD2Gbhx0Cg4noCdc93rkDb6w+TWU4K9BoDSxBoPn40y/S9N6uXaYG2FelN1LUDdmSbSSu0NAcEemo1qDn5wk5ZGVczLtDkv2AItJiTClQG7QRT+yLQethYoPIKAg1TSITdl/OWahYFAr3G5BAIdEZazReonlIEgR7JRstkajM0aYGe7UZHhtOzQpuq+zkCjbLFtEAvAQKdkVazBCpjgao60bPlq0uwUe7VZpAJgZ5wSlA3XE7qiU2dQEWuQGV3eTgEuh2nF+g0Zg2tUKBXGCV9RrYTqBgQ6PkWwwrHGxcKtBukBmRJkzSXeFtPgkBnpBUCPSNbC7TRlmjcr6i1C7b4ye2wY/lNXZOcKdBUzlCPvDT2RKCrclKBznkMIoEKI1D6MR2A3FCgeg0k2VmB9XwC1YVO80EJVKwh0MYVPxHoqjyAQKWMBSrMKkoYdCMG781WS5c1Zo77vkDP96ohbIlTzx+mZgaZI9BUP89IoNcFgc5KrLn7BgKVCHRLhlJ2s7VztUDt2h5xIet0ArVdP61Ab+FEp+UCFQh0E84q0HkJ2/43EOgNgW7JUMv3ZgMGpVljKTVZ28lGKeqGd/uONF+gycnlvUA3iHE9INDNElb/RaA7oJcTTm3ZLgNLN7HM6QUqrEClrWxaQ6ACgW4FAu3tBkvwa7p1N2zXBXFMoCcbMqE7E6iZ492lBBOdTlVIpC2JQLfjkQRqhnPqf9Z7GYsi6XKk7f2d2LZhDZw1Q5Oo5nP3+Rz/PkYCNdclbbM8Ah0FgW6WsPavRKCbIfWC7HZWjx57CbS38UwClWb5LiVQ9zqunlWZJ9DUvCBGoNeYMmQYBLpZwtq/wWyRCHRlTCeiIYFuuXSuNcP5BdoogQq1hKy8RQJVs3wuEegZrn8RCHSzhLV/Eeh2CGGXLEulpNzyBTJLoKe4v3oeEKGmU5KuC5YRaMbcKOlSfnP91/cWBLp5AptBf+obAl0XL9BER9Bts7ArdU0IdKPJoNZDqVM3w6k+9H4mUC3QyTWeBqpJEOhmPKJATXEFga5H23nJrriTmuqqBoG6Rpl6kXrmRbvgQihQmSnQgeDqL30FEOjmCYxAVyaoHdFDaNICFdu2AWcLtPJb3IhAoLdIoLLJEehQRzEEuhmPJNCbeUQR6Gq4udIb3fFb59OOqMw8BIcJVG1U8av7Fpue86o0H1+HFWhimGyUdYYEKrdswqsGBLo9CHRV3BgZ+3psRim0r5z+lkq58TRA0wI1CwnWfYvt0KNbb04lXwNSJtDTDcgqAoFuz7hAT9HTpSaEXuesK9D2RTNaz3zj3Hs9gTbdEmjjBNq5hI5Ah55gBLoRjyhQ87Ev0LrzV4WYuddEMPGFEaioSKCNma+p9hucI9BeJWj4fWS6KwS6EY8nUIlAV0NNfNGYYYK62UOlrhWo+iY3b/3OEKiOY903OOgm0BeoyBDoSG95BLoRCNSCQOejuy6Fow41VqB2YsuDBSq1QOuegUvVFJcI1GceBLo/DyZQMSJQDDoLtU6ZFeitXoHKQKCi4vur+n4OCPQ2JlAfMjJc8+rj4FsQ6PYEz2U0rNh0BEeguej1M8x67Hr6ymBrYwp7jdAdcHYTaMIgai4jJ9B6b3Cbji723QTz1aPjAh08OwLdCASqk952BN8pHidHmgWI1Ku7Fmi8EHkg0GZ7gfqm6ORI8NMIVA4LdHAEcvDQjrXVPYA/EegORAL1D6xZg7vm/FUVZg1M/eruun97rEDN9OqbC9QxIFBpBVrxHY5Kz90Ek6MCNaM+EegB6npogfp/uxHoLNSkIbFAI0KBCj96dnsGBaqnw5QVd/adEuhA1b15jP34z8cFge6Rxu4jAi1HNHZw5ohApV/b/Ij76yNjqhF0l/9aBSpHBeqrSAYE2vbGRaAHqAuBqmAn0DpzV20I+0Zshll3U01XKOt65V1zdepBkkE1bLUC7fwrNDxiMy1QM5s1At0dBKqCmxN0FKwIvUKEyfOprkNmdfNaBCoCgdZ5i6cEOrRFOoEmXgQeDAS6Rxq7j8Fww8YsnI1AMzHzVZquiYmuQ6qVvml2F2gKGdzZam9xZybk4QzRiX6DQB0IdN/kjgWq2zrqzF21ISOBJveQt2oEeosEWmkJtFMNMkOgAoEaEOi+ye0EKhv7SopAs7BZdVygdindw7O1frvQg/TrFOiM6VbSAjVzWa8fszOBQPdN7lCgQjeCItAutujWmTVN/x2+bVag3bq9QxC+K/+1Bbp+xE4FAt03uWOBqn4ikmb4DnYp8qjqMCuramvVINBgMGmlr/Azesp2oi+0QAVv8Ah07+R2AhVujiapJwgGi7TGicQzT6CHp+cpBJq7a1+garlR3uAR6O7JnRJonRnsMJqUQPNeFnWOruHFsnqByqUCbRDoDYHuntx9gZrZL/aPTKVIOz7LdIzXodkCvY2Pz96NxnVeqlag2Rmgs16fbqlDoC0IdOfkloFATWDzmOM5h9LfDNlsTMd4U0GcV15qwinqj8XfX1mrQLP39TP96yONQAUCRaB7J/eYQGvI9/sxKNB7woQCtcW4nMRBoDmo5JnjvoRApRHoFvE7Ewh07/QeEuima/DWyIBUVOOwEahfKC6zvNQMjlPanUCgtdXQmEmrZh4QzMCv+ooh0BYEund6Dwv0wTqEjglU2pk/rUAzs2oVZU9NIFBZl0BVks7qgOQE2v4fgYYg0L3T+6EFGqZ54mrV5G92Dt8SgVZR9tR0BHrk3HodlDvnC7QdvIlAuyDQvdN7SKAP0RQfpHnqn4vWMyZZpJs6Wb9vnq614hiB5rRGmkqSGTGyAjXzreq+Ygi0BYHuzSML1GVvs75Rd7sa32LXiIwFejZ/hrUJ+82amTXvk9DNdDNO2xWoDkOgNwS6P8MCvX5fJneFokl0jtSdZAcEums81yAU6G7/NmY9QyJM5rzTDgi0ig63x4JA98Z3y3HzfZvm5qvPTe9HEQwI1LS9m6+NmXv+tAL1n3frx9TkFEFLBKqmCuwJ9Iz3ZWUQ6N44gQb3QFqBXroIKuwkIa4rdrS5MQMEhdtdWoGesaRzLYGayZeC9nsEqkCge5MSqJ4h7CEEatrUm/48qNqpYduLDkag+fgB+CPEBf2s09rJl7oCrafTw1Eg0L1p7DTlcagwU9wcEqc9kGr2iliggVX0IkKJCdJUZj+hQEP2EqjMWj1EiCzPBoQCtWPomQtUgUD35tEFqtaC0E1oPYHKxPQUV1g3oiaBqmVLZwpUeoFKP8/+2e/KKiDQvUGgur7CCDQYICikTBRrEGg2MmeJQi3QecXH9r54gUor0AVRvQwIdG8GBSoSDdMXQhd6tECFFagffaVn9kGgi36m7Vi0jUDN7HUItAsC3ZsRgcpg/strIaWpyLQtwE6gfrIQqffrXr9EoLk0+QKd+wqvOyqHrU8IVIFA98ZIckiglyyD6tZ1vShxY3vIm8Kl/fdkaM04BJpNhkDNHIEzh8amBHrGnhEbgED3prFvQnGoEmh1E5+tRNC8Hq7aLn1v0OHceAmB7jHITErVsShDoLP/odYCFQi0DwLdm7RA9RvuVYuggUBlSqCjVXIINA9pJ/kY26kx/06LWU+/7jYRC5RO9AoEunuKJwWqV+mWcmgw87mrRoWudms/Ri3tWQKds3hPpewlUD0kYyy1VF8HVdVcKNAGgUYg0N0RwwK9pQSq4hlmi4pmDc5EhMvnzBbo+a63yy4CbYIRQmM76aUP5glUINABEOjuzBWomQonEOjZpm2KhxLFApWTAj3hPxhd9hCoNGk4Pv192cSqCHQQBLo7etB7X6C6pDkt0MHX/GppRFjlFshUL3s0NV/m6f1522PmzCZHoHMWg48PQ6BpEOj+SZ4UqH1V78rRTEcU5IoqBDor8eKLDb+osUlyvwmHD2KPIRJuGNvYT5UWhRHoEAh0/yTXfULSvz4g0DC4OZ1AR4s9zQNMbb6DQGVQxzwm0LKnXtdhxz3wr33LckGg+yf5LIE2ZvBjRQJVC+DNE+jY2QQCXeUnnNg2FSgl0BgEun+SN2K4pbQ3Lb3WZejMY9f+CGbWzWZCoLOX6DkdtQi0uEdYINDj336qAoHuz5hAb5211kyv0cCZ4ti1PxBoATusDO/VOC7Q0rP3S6DQgkD3p3G9ypNbIzk2ZrlO70w9Zv6ouEs9MaSdWT4vHhkCPX9L+xhbCTQcFuTSeFigcqFA1WUg0AgEuj8zBCrNSh/Bq5OaVfOwl3g/s67tXBUsPjmUogh0I4GG7yWhQNOJKcvHxDqBUgLtgED3Z75Aw6lC1bSZRwpUCjdvr5pZSvpt5QK9NhsJVIQCdWk/ItBi+3mBXv9mzQOB7o/uUje4NXz8VaWTnQDCBInM5b83wUxMZ1aEU+/y0m/oxUpMLwnXlLYMn4g6BLqg+BgK9Oo3ax4IdH9KBao31CRQXxuq3uuLBFrcteZEbC7Q8HkabChf8NQg0CEQ6P7kC1RagcpKBKoXdG9rLLUZQ4Gm1uPJEejl9bmLQIOhslsJVC9rhUAjEOj+jAs0fMrVWHHz4mVVZQV6xBQbjYgEKoR/bfcVoyE5An0AthGoCAUaBg8KtFh+dqgDVaBdEOj+lAtUvTa3X+QxfUGtQG+3DIFKu5VMNz6+shBpK1JuaYG659t8mJirfhQEOgQC3Z9xgcpYoO7ZtV2H7MoYR7zFi6RA5c1Mhx5nUbuMIwXQ2yYCVf3ZMgRqn7UlUbAPITezCwLdn2a0JqkrUGknelQCtU/wIQI1PTbNqrZqQL8VqOgJ1C6FWziD2sU4XqCLahEQ6BAIdH/GBRouaiNM2dMJVNonWB4oUB1L3TmgEe41vbMej11IfEHN24VYX6BySqBmW/uk6OAF98H2lECgXRDoAWleLlA3iv4ggQa95vUiHYFAb1EXRF0lGq7B+dCsLND7fRBDAjV15dIL1PTeWHAf7LEItAsCPSTRxyfIdB/Ns28LfYFAD1nXoyfQm53e2VTqis6QfYFADasLVBqB2tJl9FOmj67aZLvnLnoRsPcdgXZBoIck+jyBug2HCzSIjB3WYgQqbaRigU4sd/QwrClQtaamW0Lu1u0n1lb03FICXfST9i93MwaBHpLoWQKVMiFQV9jYvx+TSApUaoF2IqWuUCBQy5oCNeV6L9BmN4EuPM0FQaCHJPq4QE0j6qRAm9HJH1cnQ6DS9lZtnEBphG9ZWaCuI1xCoFIOvMIv+EkEOgQCPSTRxx5DaQXabcA2AnXvyPsLNJwnyhctw0WaI4HeEKhjvfvklsjUp1WzG3YF2v7jawXa3JaPZkCgQyDQQxJ99LedQEVtAg2/yWGBSrtRSmrNDOvcp/a56QhUrVfQFaifmMC21S+rSUGgQyDQQxJ9WqBGlt3lPXxBQr+pHSfQW1KgdhE8n18RqGKdd3ijQv8g6M62fYGaIWLS9BaVCwXq4W7GINBDEj1boPGGeAxomy92XOSr+xLosmTUVUm3cARRR6CaNe6TWaE1mHegaUYEqruXyVUF+gBzZ80CgR6S6LkC7Ww4jUAD9R8xa1SNrCJQVaOp3+DNiFo91Ct6UTECVY17erSD1u7y378h0C4I9JBEH908KFDZFWi4VtLW9FohpBdosE0GfWxMCFmuZW2B6hApBgQqOgJd6z2AuxmDQA9J9NHNphfKpEBlehb4jeg347rZKpooUoLh7ylWFKgIXmGSAtXvBE6gEoFuBgI9JNFHN+tJl+oT6FCsZUKg+8TpTKxxn4QZ9dUVaLSTLYHe3BBbgUA3A4Eekuijm8cEGjXJ7CzQoS2y9waJQPusKNAoKEOgTadSZQkINAaB1segQHXhI/iqBbrPdSDQZSwVaNunNinQrhsDgYpAoMt+PYwGBCDQ+hgWaEdWZiG3Xa5jrDdSJyURaIqFAm1vvFrDLyHQprNnV6Br/pNWba45CARaH6Yjep5Ab/sIdM688gg0xVKBqiahtEDjB2BbgUIMAq2PMYFG7CfQRiDQhSwXqF5FrvvCPixQaQd0Sskd2QoEWh+m+0m2QHdoRUKgi1l2m9R6LmaO6s6WvkBvgUDVRgS6GQi0Pmz/vTyBrjjPzwB2/YhcEGiK5QK1r+WdLQmBmiInAt0eBFof2QK97SFQ1edwlkAnRqo+KAsFKoYEKhMddL1A3RKACHQbEGh91CXQRr88kgMXslygYkigvb0R6G4g0PqwAp0uyO0o0GpT6yysIdBU9YhMnFjqReAR6PYg0Poww/Uy5jHaXKDSzUxRbWqdhc0EmrgxvgRqfxyBbgQCrY/8kcsmT21m0LaXvq58qzWtzgMCvSQItD5mTv2wrUCFSMzsDPPZV6AqGIFuDwKtj4oEqutiyX4rsGjAg3AC7f1bliVQ+kVsBQKtj5lz5zRmIfCVac9pOvMj0BVYKtDuW/kYCHQ3EGh9zBSo3EagerVHBLoWCwRqloZTd2HWP60IdHMQaH3MbLSRzSYv8Qh0XcoF2i7yLuQigcJWIND6qECgajw1Al2ThQK1d2HOU8t92x4EWh/9CXbGd99gYTmzNLEoyLWQZoFAw3/GEGhdINAKmdltaDuBStS5GuUCtVNhzdYhAt2e2QL9wc+//Wn4rR1w+O7NvBAEOs7MB799h1/5WoRdVbneRDobCwRqOn/O/mdyr9VeHpm5Av3oCxkI9FVqfvWzOSEIdILDBarqPhHoqpTfIzsz7Ox7gUC3Z65A7zr0An2WFhuWE4JApygQ6Lrv8Ah0fQptpuYSLBQonZe2Z55A7+XPQIQffy3lL3/85s3TPfCb7JA3CHSK2QJdvraxymt+sXGRMyE+zGG5QEuOhY2ZJdDWhoFAXwNL6hf0nJA3CHSKKgTKAM51KRWoexkoOLbaJ/w6zBCoagz6I18Hev8evKe/ywxpQaDjzM0vKwhUqLWUTYpIBLo+hdUsAoFWzQyBtrWZb4NGpHuZ0r6U3z+27+k5IS0IdJz9Bdr2JfVlpLbftpyzkDFM0+j1MecetkSgsD2zBPpN1AofFClNaE5ICwIdZ666ZGpW8nln0AJtVMdPaQcNkmtXRAl0dpJKZU9uRbUs6MZ0l+NbH9pWcOaEtNQi0JdKub8/z9q/Feiyi2kF+qIW77inSptlVSzEonNCxD1x2//MPEoYqn1WHx2ZYsQ6gUBfvRzvn1s55oS0INBx9hdoO92k+k97IgS6BcUCVSXQTaIEy1kk0LC3vNbldEhLLQI9uvg/xNwXNiXQhb+oZnFWAr25kYO8N66IXuZtblWLeYHnTtTKglf4WI5tSTMnpAWBjlMk0EVXY1bN1S/xwgzFrzeBzogsE6iyJ3eiWlYTKCXQ9SgR6KJmJBEI1C/BWW8CnZHCEqiY3/AEO4JAK+RogdabMicGgV6Sh26FPzrxhzhQoAKBboSaUgmBXo0FAn3q9fHMCWlBoOMcJdCbnUYZ1kfdorl3qUGglbNAoIxE2or5WaZZNKOdtCM39aCXatPl1JQIVBaVWmFHFgiUsfBbUSbQ8nzmBCpZA34zSgRKB6bqWTKhMrMxbcT8XLNsQia16KPUv4pAN6JQoNU+pKBYIlDmA92IAwR6s72WEOhGqFqW2QKt9yEFxaIlPZiRfhsKHLZIoAKBbg8CvSSsiVQhBQ6TTqAFl6VfFBHophQKdKPYwEosEyircm5CQcy8QAtKotqZ5lfrTZZzUybQjSIDa8G68BVyjEBhUxDoJUGgFbJQoAWzns/+PZjLLIGaJ4AbUz0ItELWFujE+ST5dAfsZANZOyPQs4BAK6QkZlagYr5A6a29B3qYbJZApUSgZwGBVshCgfby6Oj5JIM3d2GWQI05EWj1INAKKYmZLBVoQ8elXegKdOSm2FU4qVupHwR6EUYEKhFoBcwSqN6NupX6QaAXwQm0/5Y42i4vEeg+FAl0h3jBIhDoRRgWqLRl0uQFS4FAd0FNVh28Hoykur2H3Jj6QaBXwZQz+wK1w+Rl6lVeNgh0H+YKVEoEegIQ6FWYFGhyvpEGge5EnkBVuxECPQ8I9Cq4175uladAoDXQrQNNd2hyAm2rZLgx9YNAr0IoUH9pKhsOC7StAUWgu5At0LYXqFocFYGeAAR6FRBo3WQKtL17epEVukecAQR6FaQXaJMr0DabItB9CASqmvPSAm1vXrs4lS2EQuUg0KvgBCpjgUpbK5oWqJjoZw8rYQUqcwR6owR6EhDoVdAClWmBtpvSApXMoLwPkUDVasWpdEegJwOBXgWpFn1UWTOqaVO5Vv1vQKCwC0agxo5Cpme2s70iEOhJQKBXQZc9m0igUgYCTQzyRKA7om9BK0Uzt/KYQGXmxE1wMAj0KkjdTzslUKmLM5350FVPbQS6G1LaGZUb889aYicRCpQSaP0g0KsQC1Rdm5SuQyECPRw/JX2GQG+qsIpAqweBXgbZiI5Am8ZkQ1OcSQn0mLg+IgUCvdgTekUQ6GUYFajoClR1t8efOyKleQsQCPQ6INDL4AQqOgKVCLQGCgS6dxRhNgj0MgQCtWOPbL+ZmxWov+RWoGTRPZknUO7OOUCgl6EvUGH7zZhpk8OeMwh0b6xAbWNfSqASgZ4MBHoZegKVXqA32wHR7Y1A98YLVIwJ1I0j4+6cAQR6GaTuLi+dQNv2I2Ea2mVfoMxWsS/6Hywt0KEVjvXEBQj0PCDQy9ATqNBzSwbZMVjSzIxOOiqyD4gXqK6a1rPOx6hbZgJp4jsDCPQy6OWN1Owg0ghUDgpUMBX93gQlUCNQ2VmmqtMt4moP6CVBoNfBKTEUqM2GKqsi0AORZhImJ1A1pwgCPTcI9DqkBWpBoAejBaq9KexbfHgLpBAI9Gwg0OsQKDEhUB1svzMV/e6EAm3rqqVqxguakiSj388HAr0OfYH29nAGZa6K3QkFKlMC5ZacEAR6HRr/CjgsUJ1fBUOtdycSqF7UoytQ3glOBwK9DrMEKint7AwCvSII9DpEAlXLcfb2iAS6a+RgSqDUqpwRBHodOgJNKFIFS5OTyav7Egm0DUCgFwCBXoc8gaoO3Ah0f9QE1rqpXQtUdAXKAgHnA4Feh0igyZd0BHogelCD9HcJgV4ABHodYoGmWiRkINDLXX7tTAhUCsEb/PlAoNchEKgcmipEz3lHa+8B6OdNNq6cqadlsgKlAHpKEOh1CAU6tCouAj2MnkBlIwQCPTkI9DoEAh1u0tWlHgR6FF2BBncMgZ4QBHodmmByn8GRRgj0WEKBiqAEKqgCPSUI9DqEWhwRqF/nA/YHgV4LBHodsgQqEeihDAm08Wt5wIlAoNehJ9DUTu08QAj0OLoClUF96JHxgjIQ6HXIEugNgR7KgEAbBHpOEOh1yBYo6xkfRyxQu3wVAj0rCPQ6hFocLmWqxeXIrIfh+84j0AuAQK9DvMDOkCTV2khk1sMI0j4UKJ1AzwkCvQ4I9AxEAlXTE6hQbsk5QaDXAYGeAQR6KRDodcgTaG9P2JUg7ZU71X/oGHFWEOh1QKBnoJv2CPTUINDrkC/Q7nrxsB9JgTYI7FA3JQAAIABJREFU9KQg0OsQa3E0R17u2s8DAr0UCPRCINATgEAvBQK9EAj0BCDQS4FAL0S+QOEwhgTaXO5xfAgQ6IVAoCdgQKDieo/jQ4BAL0R0RYlVjaECkgJlIOdZQaAXIr4iBFolfYFKBHpeEOiFQKAnYEigB0UHloFAL8vVr++k9ATafkegZwWBXparX99J6ZdAm7tA3fLwcC4Q6GW5+vWdlK5AJQI9MwgUYE/SAuUN/qQgUIA9QaCXAoEC7ElKoPTZPS0IFGBPUgKlEf60IFCAPekOekegpwaBAuxJbzJr0a6HxLN4UhAowJ6kBXpMXGAxCBRgVxDolUCgALvSfe4kAj0xCBTgWBDoiUGgAMeCQE8MAgU4Fkk/+vOCQAGOhRLoiUGgAMeCQE8MAgU4FgR6YhAowLEg0BODQAGOBYGeGAQKcCwI9MQgUIBjaZiM6bwgUIBjQaAnBoECHAuv8CcGgQIcCwI9MQgU4FgQ6IlBoADHgkBPDAIFOBYEemIQKMCxSAR6XhAowMEg0POCQAEOBoGeFwQKcDAI9LwgUICDQaDnBYECHAwCPS8IFOBgmuboGEApCBTgYHgSzwsCBTgYnsTzgkABDoYn8bwgUACAQhAoAEAhCBQAoBAECgBQCAIFACgEgQIAFIJAAQAKQaAAAIUgUACAQhAoAEAhCBQAoBAECgBQCAIFACgEgQIAFIJAAQAKQaAAAIUgUACAQhAoAEAhCBQAoJCHFigAwDIOUBcCBYBrcIC6ahHo0cV/ADg3CBQAoBAECgBQCAIFACgEgQIAFIJAAQAKQaAAu9A0R8cA1geBAuwCAr0iCBRgFxDoFUGgALuAQK8IAgXYBQR6RRAowC4g0CuCQAF2AYFeEQQKsAsI9IogUIBdQKBXBIEC7AICvSIIFGAXEOgVQaAAu4BArwgCBdgFBHpFECjALiDQK1KDQH/w829/Gn5rV2p692ZpyCQIFPZkL4Ei6j2pQKAffSEDgb6ate5+9bNlIdMgUNgTBHpFKhDoXX5eoM9utVAbVhaSAQKFPUGgV+Rwgd7Ln4H2Pv5ayl/++M2bp3vgNwtCckCgsCcI9IocLdDWfYFAXwMn6tfxspAcECjsCQK9IscKVDX9/JGvA71/D97K3xWHZIFAYU8Q6BU5VqBt3eXboBHpXoK0r+D3j+1beVlIFgsE+rmUv4gCPpPyj/u7/fbvy3/8d4p/JM1nqR/q/2byTwH3I/+g6EDogkCvyNEC/SZqhQ8KkCa0LCSLBQL9RMo/+b3g+10zv/r7/d02EOiPvp4448oCnf5ByASBXpGj60DfdAX61oe21ZllIVksEOhdSFHB7Edfx0L1u61sn+kC4doCvRd5U5cGs0GgV6Qugb56Fd4/tyosC0kgE7y86ESY/1e/srvv/4F+pe/u92/959pb5b/T/93WZhn7K2W+vGhzLvrd3/lD+d+vFv8H/SvErRXbPr+31+/wt/1bm0DDvvFajiUhCUYE+jL/773I2frJfDei7O03FF7899/+ui2A5uzfmvPvGoEu/N3P5P/8d1eK/6P+jQW68e/t9Tv8bf/WLNC2XFkWksWSVvj4Hf6TZBPSBq/wn2e/Tq/w7m65F0F/Mb0XjGAEus+P8Qq/JzULdNUSaJ9F3ZgiZ37ubfqJKtqab95itonJVJbenXT/81k79lRt+Cw4qHuSgPvRWmUjx0/VgSYiqI72ZtZ7BP8ifGYOvv9qqqkMJkGglwWBlnGXiSvaaZ2ZTxq9bVSg/+7v611/4Y76Y7dPeJKAz+x5Ro4fF2gigv+R/bk/iH/dFzuttxFoKQj0stQl0LO0wt+6pU5XMJShoEYF+p+ZPX/1n/y+DBXmDdY1aCTqoeNHBZqIoEfFMdjDXZ/9XQRaCgK9LHUJ9KnXo7MsJItlAr17zr7lfm698rkpt31mioNjAtUK075qP7XeNMfovT+R3ZpV9wY/cfywQBMRNKL8zG9xanVv9Z8jzmUg0MtSl0DPMhLpFlYruk6g9w9GNObTqED1MZ/I4FP7wffR7xX4PnOFwpHjxwSaiqC9CjOW6vNOXWrnh6EIBHpZ6hLomcbCf2Zf3J1egvGceuOoQPUx3pKmVjUo7X3SGTDqN40cPybQVATtT5iYfSYTDf3diMBMEOhlqUugZ5qNyRY8fVEtqBbVL/hjAjXHdD/5es6oluAW/dDI8aMCTUWwE7NP4urPZERgLgj0slQm0DPNB2oKhM4u4YB4raMygYaEpcHFAk1GsBMzVU0aN8Ij0MVEAlVfNgSB7kllAj3TjPSf2GYX46Cw1lAXJAsEGrTBbyHQfgS7AtW9QmOFDgz1h1xEK00EekVqE+iJ1kTSDvLv3KuUQEdctU8J9BZ0ZfqF35kS6BIQ6GWpTqAnWpVTlT2DBpa4a2hxHejQ2MtV60BdBBMCNWfz5V8EuhAEelkqEOhRLBao6pf5edTbx3cNDVrhg+Zz08g9LMDuRHkhUSt8iUBTEYwFmpQ0rfBLQaCXBYGWc7fNn/x7f+gLZ0P9QFtb6Z1s/80RAX4mB70V9QMtEWgqgp0SqJ9rPxAo/UAXgkAvCwJdwP0d/j8N3RIO9Ak6tbthPp/YdqERAap35z8wZ4s70kcjkUoEmopgohvTH5vT9YdaQRmhQJuUQF3YCvZDoHuCQBcQVRTegtaXeCx8EP7f/OGUQG1PzG5XIn06P0ipSKCJCA52Y/IlYcbCL2VSoE56CPRkINAlfN6RXHo2Ji/FX/zOtEBT8yEZPuuMOkp9mjsbU1egfn6R3ogoBFoKAr0sCHQJn3TfspPzgbZ8ro2UI1DbFbPf8B3OB1om0H4E+63wRrJhzYSzLwItYlyg9w0I9Kwg0DORPyP9ijAj/WIQ6GVBoGfiR18f0Bz+mSu9QiEI9LIg0FNxwBrDFECXg0AvCwI9FXeb7V0EZV345bQCbRDoFalPoB+rRuhwUqVah3IewY++3vl9+kdf03C0mCmBCgR6VmoT6Edf2F40bnXiWicTOYbP9h2W/tu/zyCk5SDQy1KbQK0JvUGfXUBl09kBZIJAL0tlArVTIrdv5NqF9U6oDJAJAr0slQn01dZjtgZ9a0LqXNIDIBcEelmqE6gV4HPti8oB5LKzQFHoftQs0LYEWu2yxgDZINDLUplAXQnyoy+0SoMipZm5PickCwQKOzEm0NZ3kUCX6g+B7kllAm2rPr8J/tqCaItxak5IFggUdmKGQIVAoGeiMoGaDvG+K/1r1CG0lWNOSAKZ4OVFJwJ/+bvpXyNQ9f2uyGh7IND7dyXQ8t9rz+MFevh1P8Df2gTqeoK+td/C3vJal9MhCUYE+lL293f/v/ZR/ZDa/u/8pt30L8z3/7aJ+GD2+1R9+653/G/9X37f71T4vxmHqP3+5l+ZX+///t/6v/UmH/63/iqMTxuuD/8XS66fv9l/0wJ96Qj0pSPQgt+LBHr8dT/A39oE6jvS2x5K0XCjt3khWSx7hf+tv4gkN7bpq45AVeDv/sZ8/Vf/rHO4dlt4gn7I7b35+td/3otZf1NOCGyIFqh+d9/0FT4ugcL2VCbQVzOgvR3Rqay4Wgm0zyKBekn2DNrblBKo82fT/Mt/EB//adM5PhHiT9nzb39TTghsCQK9LHUJNOgI/6wHF9Uq0K+MCdvCYceAI5vabd/fwm1253if7yZCWv22h7dm/f42sSknBDYlEKhAoJeiLoHGHZJy29wPaIW/lzLN2+9dhfF78Mim1lhaqV85t37as+z7XrGwF/I+UGHnJ/qbckJgU9ICNSVSBHpm6hJoWH7UWnzq9fHMCcliiUDv5rFFt27xcGSTM6qXbPjRBXSM2gu5nyd4Gf8wviknBLZlWqA2EIGejNoFWv9IpPeJZqSBTe+DFqTBV+e73r6fCAkOv3+M5NrflBMC2zIhUNEG6lAEejLqEmj8Ct8KtPqx8EFxbmrTp+F7+4ehE963faea3V3BtBcSlBvvpdPoN/qbckJgW7IEqr7mCzS5GwLdm7oE+iTDRiRlxcpnY/qq3wo/tCl4WVfv9rq1vnfwV81f/79x+3wvJKga6NYA9DflhMC25AlU2Q+Bnou6BKrmo38Xfqh6PtD3qV5Mg5u+8k3e7+/asl2J+i1GHu3LXkhYNfA+NmB/U04IbEtOHSgCPSV1CdQsiKQxlZkVz0g/S6Bhm/xdW/98oCtmWy7V+31qejj1Q95HXeI7Au1uygmBbckUaLvXUoFq1ok2TFOZQIOx8K4xqNo1kWyP+UQzTGLTp74Aqreqbb2umIFnf/c3Sq79kNiAkab7m3JCYH0CUTYI9LLUJlBbCA1LklWvytm27gy0qEebwtpGJdAP+vNYV8y+3VIGpARaJbFAlSYnBarrQ5cLtDflKGxFfQLdjZW6MfW7yyc3RR2G3gdl05EyYL+Xpg5BoCdgJYEO6hSBVgECXcxIZ/RgU7TX++DLSJem/iYdQiv8CUgJVCDQq4FAF5NlwNhUXy0T6KfDHTn7m3JCYH1KBCoEAj0ZCHQxWQaMh/wEDUpjhw9NK8JIpBOQEuhdelMC7TYBIdC6QaBFhEXITiVmelP8nm9a0ycO92/cnRDGwp8ABPoQINAiAgOGMhze1O/v/v3k4aac2g9hNqYTULtA6eu0Cgi0iLYjkrZab0LP5KZuXaOdkdP1jU8fruzWD2E+0BMQijJboP1enOpbSnbJDeZnEOhuINAyghnljYNcn6X+JrUxrmsMZqnXG5KHf+j91ofu4cbLvscUM9LXwUoC1VOMINBaQaCF+HWKvncBfiLljj8TjTVumQ4T7g/3vvzOH90J6S1qFHQ5ZU2kKsgUaKMF2kwItK9EBFoFCLQYrTXnxU6v+SYax5maAPR9VAIMD/80tm8yJFiVs3t4Z1NmCKyLm+IzKVDVo+l8AsW6XRDoeny1rDx37OGwMnkCFbkC7akLgVZBhQJ9CteFb6l6LHzA+2UVisceDivTF2gzIVCRIVC/MSlQIRDovlQnUDehnZtOpNrZmDr81l8s6pN+7OGQYkxEUy5JCLQxAr1vKBeoW34OgdZAbQINJgStfz7QmK+WTQx37OGQYmuBipt5uV8g0CiOGwnUne+qAi0feVCZQNs3cSXO5zPMSB/xW3+xyGDHHg5JVheo6S6/k0BHo4hAAy4j0GdX8HwynypfEwmuzEECDX92UKC2g2hHoGIPgV5uqOhVBPrRF06A5mP1q3LChalDoLb9Sf8qAt2Aqwg0WOG9H1LpuvBwXYoFet+YJVAxW6C9bvgIdAWuItCnXgHyOVopvi1o5oRkgUBhgkyBJnu5pwQqdhOoCkaguVxFoM9t/0+1pLHtB/rse4Sal/qckCwQKEywTKB2j9CMzaRAxWKBNgg0hzABriLQ17v+nqMOSa9Bl/pXJceckAQywcuLTgT+8jf51+Sr5PZ7/rPfbfbz29X8IE3zYjbPE6iwXe3v5xOhQO/flRjV76jtWqD+d9MCnYp/fjroM46my2n+3m9PkG6l56lOoP913KXzNeotr3U5HZJgRKAv/OVv8q/NV6ntbf4z351P3PYpgYocgb7EAlUZXvvyxW5X5wx+1wu09aMR6GT889NBnXE8XU7z1wn0xVxQ0XmqEqh+eVetQLZLZyzHtqSZE5IFr/AwwYJXeDH6Ct/0BNokSqD6WC/Q24xX+HZvXuHHuOArvBKoaQ8yXTpXK4H2QaAwyvjM7uMCFUMCbQKBNgj0QC4o0Lb86HohpUqXCBT2Y3OBlpdATS3qugId3j0t0J00utXPXFSgrhuT7tJEKzwcxYRA/caNBNo0wZFrCTQeCpre1MO1SCHQLnUJ9Lkn0KdeH8+ckCwQKIySK9DEbuMCbaYFqr/MEmi7PUug+ohCgao/CNRRl0CfgslAtBYZiQRHsVigJjxfoM2wQNVszG5Q/EKBmlGgwYG327hAhf3doCCKQG+1CfTuv3Aa0LeMhYfjqE6gTRUCbR5AoPm/WZdA/bxKzqXMxgQHcaBAzZagnV6/wyPQ9bikQO3Mnqof6LnmA4Wr0RNomOWaIoE2WwlUNdZvJlB9xhsC7VOZQIO55U83Iz1cjBUF2vQF6jWZL1AxIVCBQPO5pkDNknIy7hCqqH1NJLgYpj9REBB0/RwVqLGka7MeEWgTCVSsLdCeFJcL1BR2fSQ2BoH2GF+V87VbkjzLqpxwKcQSgTaLBGr6NIkJgZoq1dutJ9AmX6BCZApUN23NFehy/c0/Q94gq8sKdC8QKIxRk0C9RgcF2pxUoJ1f7UcCgfZAoFA/xwu0WSDQdvOgQMMKUuGuclKgYlKgffEg0A1AoFA/uQIVIwJttzTDAm1WEagd+BmeY1WBmratphKBdneZ3CFNeBgCLQCBwhjVCdTucVO+nBSoSArUHDZfoGIVgSY6LCDQ2SBQqJ9pgQq3X+fQVQXarClQe9jN1HzqHXuXF19wV6BiX4H2rmF1gXZvNALNAYHCGFMCbfYXaDMs0CYlUNGXT0+gvijdL61eVaC2GsSfAYHOB4HCGCmBuoA8gYpBgQaGmylQU+AUmQLtXoKuG50jUB8DL1ATiRKBTugQgWaAQKF6mkyBNl1JWVdq5TVVC1TMEGhzLYEKBLoQBAojzBJouKO24qRATdegtECbKYGqv3bTbVigXWGFAjUfbeSbeE/TjH+8QJtcgbpwBLoLCBRGWC5QsUygzYYCNee7ieAqg6tTVzgqUK2gMYGaFqwigUZhCLTHtEA//jpYXJOhnLA/OQIVtxGBNssE2gQCtf9dRaBWhWKZQLWAhdvZ/XUtTz1P3bYUaNMsF6i/vScXaKtDJ1AmE4EDKBOoEmYTCFSI1QWqxRcI1P2CEMHJvUCtYm9GoGJtgTYIdFcmBdr60AqU6ezgCAYE6t59ewIVpnv6CgI1El0m0GYvgdo6UfNLQd+nEwk0bpg/uUDVlHZGoEyoDIeQKdAmEKgQtQq0sYpYLlDRzBGoKZw7bVYj0OCt4XIC1fWZRqAs6QGHcDKB2s9pgYpAoI09wAvUOK4v0PaKfAwmBSpmCLT79xZ89bUAtzUE2tNhUqC2qJ48YpAKBdouTfz3rEBZVA72xvSQ7Brl1gwLVL0T1ivQqCg6LlAnnwyBGocmBdpkCjQskZo6kA0E2vuXUIf5qtsrCfQuwbfPVqAsawx70/S6mNvwMYGKrQQq8gQanmO2QIW9OhstLRkjSCdQe9ZsgQZ21mnYEagQgUCbQKCN22VXgfpoTj4lhvoEenfguzdOoEGRsi2Z/jQvJAsECknSAnU+cApcJFBRLFC3kxuJlCtQF58ZAvVnHheoCASqRZgtUJvKmws02KHxAg0u/AoCvSvwXoYMBfrWb2krOHNCskCgkMQ3nXQFKkKBWu8cIlCRL1C7g93Vn8cINNCfF6iNX1+g/jcigZof8AJ1MboNCLSZFqhRceL+BB/WF2i3xDpCdQJ9jZ34GnUIbTflhCSQCV5edCLw90H/mvzSCW+al1igKjwpUKEF2hiBqkwcCdQabDOBhv6aLdCXQYG6+OUKtAkFqtPFCfTFmOmejuqTSc/2991RNy/QxrrQCTRxf/QH9ed+Hnu+MPz+1XzvCvTFROylI9DGCPTF7J/zHNUm0Cf9Oh4INOwtr3U5HZJgRKAv/H2Uvypj+O8mv3T26wr0xQnUiWhIoGJPgdpN7neSAg3e5V2JeJ5Am4RAhY30gED9f1qPaYG+GIHa9IwEqhJORAJ96QjU3B/hvncE2oa3p3jpCPTFCNT/e+kT8JYQ6IsRaNZzVZlAf/Bz3Qg0INA2MCckC17hH49uY0LyVW34FX5QoLo42K0gXCRQsYNA3Su80tZSgWoTNz2Bqi5h7t3Yt74Hl6CXH+kI9NaYkPiN3FUCpF7hrYyje90tgd78b7sxZY1wAj3zK/yraQNavwTaB4E+Hr3W2FSX65RA3StrR6CuoLirQK0/xwXqorhEoM1MgYY/PizQJkpAJ1AVDaPgGwIdZFCg/bYjBAorUiRQ2zIyLVDnnm0F6llPoO5U1pijAm1GBep+LE+g5sOEQN2tEu7+mLvpBKpj413q7/osgZpKhTyqEqjv0EkrPGxBX6CJrFIi0MY75KwC9fsuEKhPpI5AbVJmC1RYgYpOgbJJCtTHJmjvc3c9LVB9RCTQoDtWHlUJ9LnTyPPONSq1mD6eOSFZINDHYxWBWtOlBWo1ebJX+AGBBidq/A93BBr+6xELVAwK1McuEKjePCZQfcDtZvqo+ptqYtPME6hu/LuyQBmJBCuytkCbkwg0OMPaAm16AvU/5jwVCdQHhQJ1v2K61pqBVs2QQL0hTVOe/UV/p+y9fWSBMhYeViRboNYb9qDIcqcVqBXnRgK1F2pj1vhzzhRocLKkQL0glQJDgQb/1D2cQD3PzMYEBUw9+NMC1dVwhQJtTiZQ9yMbCVS4XwsEGvzsiEBtNEwcUgJtYoHaawsFat1rBGpv9phArYkzn7jqBcp8oJDPQoEKYQQqEGimQEUsULGGQMPLaGxSxwIVXqBNrkD9ze7+pLBl4gsKlBnpIZ8sgfrMoXOo32RbMgoF2pxHoB2T7SfQJvxZfwnu7F2BuqTW/7h1Bdp0Bdp4gaq/+lf9nua+O4E2PnV8CuofyaJ+gbImEmQzW6BxIcWKwArU176dWqDeJ3UJNNSjE6g9z6hAgwTQAvVpY29CR6BNJFB38CMIlFU5IZc1BNoEAtU9ZFxeQ6BjAm0mBOorHL2ums7ZG/cTfYEKJ9AwASYEql8sROO+2Ptu49gVqE27cwt0DxDo9eg/9rFShZ7CyO/uBNrEAvV50wjUZsdLC9Q7ZBuBWlsJm2zRRbrLHBZoE8XDxS1XoJ1x+CmBurRDoFMg0PrJ706imS1Qlf1ukUCDUpLO9qcXqPdJFQJ1FpwnUPeDXqB226BA1UYEug0ItH72EKgb2JIQaOCikwvUxuo4gUbJ4pKqI1DhI+0Sy/0vKdDG/VgsUJeodrAUAl0ZBFo/JQKNH30RrnxjBWp3MVnndvPN7j2BCpu7EGiZQBt3IcInyz4CdadyAjUDnRDoCiDQ+pkjUKHbKdICNcOkhZl2rs0kNydQt9palIlDsSHQFQRaUgINYuxPky/QJorxDIEKBDoJAq2fbQRqBWMF2smhCYF6LSHQdQQapl22QGeXQF1K2V11H1IEugYItH7SAm2SwRkCFcIuJIRATybQJhRox4oZArVHI9D1uJ5A59YY1o9xYoe0QBvd0Hsz86XZE4ib16ZwXRFzBepdg0ArEGi4R4ZAw5NZgTYIdCUQaP04gUaX1heoaUIPBCrsVGeKoAe3cBnYLWPh81igFgR6doG6FGjcFgS6IpcTaN8rZ2D0SbXjV7oC7R5k+yA1di6QjkCDXOQFGvkHgZ5IoE0QjUmB+kvxEbuyQNupleJB7QzlzOOyAlVP+M0XQ7uPtxCZAg3zdZClugK1B7j8jUAPFajdnBCoTRwEatAijOZVYjKRPMQFBWoXybECNbM/CuHrOG9uth0nUJuBbqFAvTVSArVZsCNQmxMR6BoCFU14gQUCFXE8EGgP709nUKazy+SyAm2GBGqahLRAXZbzoroZgXqRIdBQoF5gOwjUpQ0CXcywQJ/te/irnRuZCZVzae99MrxurUaR7l6B05J2pLGlyQJuVsg4y3lRib5AIwPmCNSpIRSozXUI9CoCba4h0LYAaqaxezalSZb0yOW8AnUxjB9bW9Z02VYL1Ob4wB4uEzmP6W128cZIoD5XIVAEei2BPvkS5EdfKJc+4qJyAyKcon6B9sqXpsORcKPVxwXacrOWtOLoC9S77hbJBoFuIFD3fwS6H4MCDf33qgT6iMsaP45ATeO5U+gMgTpxNEFmGRVoJB0EikAvKNCQV/U2Hij1XiZtC5o5IVkg0L3pC9Qub9MTaPshKVCbbwcF2iDQbIEGykSgFxPo/b28LUsGa3vc5WiUOhmSxZ4CnaXEEoGaollqU90CdTZsA4Qbhpkh0CbKZNYZVlMItFSgPv4IdJpqBWqKla/R6nKtHHNCEsgELy86Ebb/q29H5v5OhDN+xzwEYbgQ8d89rnP8b/e6ovzchutLaJoXI1D3QHsRhGJLCtQbxEsFgV5aoFHarCjQnOe6VoHayszXqLe81uV0SIIRgb5s/1epI3d/K8LedlOWTB1nH4sgvCfQHa5z/G/3ulx+1jF/0QI1xskTqNcCAkWg6wo067muVKB3f+q6zFiObUkzJySL873Cj7yMhwJ1e9vRjDN+e1MSr/ChQO1aCzrwdgseaJ8XEwL15+gKNMjzCDQh0EBgCLQn0CzqFOiTG1K0Wgm0z44CTdyOURnuINBirZoDgzhm/+uQL1CfZaxAI5MhUASKQIfx/nwUgXaG46RvXjNLoM2YQIUY+f1hzLzu4RHqics8y6BAg+yHQBEoAp1gQqCv0nfmvEYr/CKBuj0H76qdSsNbUQTfoomM/PbIg9kCFSUCNesP9UZtDgjU6QuBIlAEmmBUoO0QJD+g/anXxzMnJIvjBGr66HRC/BezBoU92M6GOV+gav9AoOH20IPqGcq4DuuNWyxQN81cN3qqTd0dIOzcSvZbpEJnCWccBIpAEWiKMYG2E4O8i75eYCTSuEB7ZTP9eLiD8wXqXBZoYUyg5gBhD3Tn96XeqKrTPl+3UKAiEmg883Hj5pMLBWqzIAJFoAi0gBGBdqcDucZY+NkCdSa89QQaHGhLkeMCVYfZM0TzDNsD3GPodjS/pE7hr8E9mTdTz6BnkesItFMPazBz0Ll81dhH2j37wROPQEUQnS0E2hPYSQXqrxSBttxd2KnDrHA2ppkDhfQgoSigI1AhBgTqi4l61Lg60Fc5utdw96QIYYuawQNkvGgy/c1sd1nbFRLNeW43U7MpogfJCdTpIJCL8bPpvNkEVxJZyz7Cjc8fAwIV8QMtgj0vIVB/RQgUgc5lUKBmCqaQ2uYDFf11IieqD4cE6o5KC9Tt5AziBGqLgELo7pISxHJ5AAAPbElEQVTDArXZQUfbeS8SaJDNGqPYzilv+k3dicY92fYBb3Q51hk7uJIop4fPOAJFoAi0jLHp7EKUSyubkT5XoEHTtIhviLWYK2KaO+oPjQTqDeKkZh2nZdUXqN0tKVCf4+xDGjyMVq/eEOpoY0f3zNnH2alQmJd5m9dNukRZzv7iMoGGYkOgCBSBBrQF0J5AK1sTKU+gxkRqayhQPdTb5ZFIoK6q03nNWybIs25f86T0BOoUYR8j/ejcfM5KCtQ/jzf70AUZ3+dj9zB3BOp+KFKuV477hEArFKj/LwI9r0DDFZG8QCtalVNoEzUDHTVDgYpYoI2+JU0su1igIhBoN9vaTOrU5h6kWKA+gznTme9eoN4JaYG6LJwWqHvUvAPDUxgJ1yvQIF8jUAR6JYHuS7ZAo57sPYFqXYSv7MaJHYE2VqD+YdIroSUF6p4/J5BQoOEjd3MP7bhAXc4KnBAK1Gy2kWn8EaGGrEC7DvS/aP+x6EbFfUKgCLT3+wh0DucTqHkBV8mum2/MFpEQqLvxehd3t92j6bKcFah71m+mcShXoE24kxOofwLLBOotI/zFRM/skEADVwZ5PciECDS63noE2rifRKAINIt5AnXZX/j271igYaci96i6xzuwmb9T/sm3d/QWPRI+2w4KVPid5grUPTj+YUSgwW4IFIEi0GFmCNQ9WsHDFgtU34jbzeWVxj0M7m47pYVm8I+WtUaOQBv/IIUq8mdy+RyB9giS0V+qSz+/GwJFoAh0mHyBRk+pe0TV0EYRNKp3BeofWJ8fESgCDa7XWQKBItB8ziVQbwGf0ZrogfPPy83502Ybr5dpgTbBIxlnW/dIu6fQPUihihAoAkWgLhkR6KaUC9SZJrj94QMUWC/QCwJ1+QaB+itCoNHZEWgGlxCoCB6H4FbNFGjwaPnM5DPvaQUaOs4/y+EzjkBDSyBQBJrPJQQaPg4nEKgXi9eCPbF/GBFosBsCRaAIdBgEak/sH0YEGuyGQBEoAh2mJoFaS2wi0CBvIFBvJwSKQN2tfHiBbjgWHoEiUH8nXMKGxkOgNpUQ6B6sL9AtZ2NCoAjU3wmXsKHxEKhNJQS6B6sLdNP5QCsQqN/gnkL3IIU/hEARKAJ1yYhAM9l2RvolAvUHIlD7CYEi0N7vI9A5rC3QbddEQqAI1N0Jn7Ch8RCoTSUEugcrC3TjVTkRKAJ1d8InbGg8BGpTCYHuwcoC3XhdeASKQN2d8AkbGg+B2lRCoHuwskCDYudHX+Q3IyFQ++D4hxGBBrshUAT6KAK1ayHfBZpdCYpA7YPjH0YEGuyGQBHoQwj0NVhM/nVIoDLBy4tOhPG/CBSBujvhEzY0HgK1qXQpgeb44RoCDdc3niHQXP4SAB6MXDusK7MsNhWoL41OgD4BYIhHFeic0ZxZ/OVfvixl+SlqOAORqOsUVUSiiuvY4DL+8i9X1siaINBTnoFI1HWKKiJRxXUg0EU8l7XC58JDRiSqPEUVkajiOhDoIp7K+oHmwkNGJKo8RRWRqOI6EOgiCkci5cJDRiSqPEUVkajiOhDoIgrHwufCQ0YkqjxFFZGo4joQ6DLKZmPKhYeMSFR5iioiUcV1INBllM0HmgsPGZGo8hRVRKKK60CgC3l2vVpXb0JCoESi0lNUEYkqrgOBLqVkTaRceMiIRJWnqCISVVwHAl1MwaqcufCQEYkqT1FFJKq4DgRaMzxkRKLKU1QRiSquA4HWDA8ZkajyFFVEoorrQKA1w0NGJKo8RRWRqOI6EGjN8JARiSpPUUUkqrgOBFozPGREospTVBGJKq4DgdYMDxmRqPIUVUSiiutAoDXDQ0YkqjxFFZGo4joQaM3wkBGJKk9RRSSquA4ECgAAWSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCthbos5TvCg77wc+ljI/8+OtuSGfTr342dnhOyLasnBLh5Y5syr7u+6FvC6JXQr0poY/6piByhdSSPXTotz8dO2qS594Br3NTM30ZccxGojh9YR99IR2rPO91CvTVXKJLHH/dvavWidbikql3eFbIxqyUEonLfTO8Kfu622PrFuj2KTHykG1FJdnDnMOn40jajl5M4l+oGQIduIwoZvHJF1zYlQX6LDtpM/LvRpgiZu/e4VkhW7NOSiQu11KYEprXtR6oDGpNiVd/1LmSYmn2ULwG30fSdipev/yxD3hqA/IFOnQZr6lIlF2YjtKaN7lGgbZF8/Y+PLnkb5OmPU2bauEdCjb514X+4Tkhm7NuSiTejspSQvNUuzV2SAn7qX3Iav5XdfXs0aLk5a56JG3HLyYq/Wkh5mev9GXEMVt4Ye1h6z7mNQr0NXjI1f24J4K5L/e0jcvnwavns0mo3uFZIZuzSkokLtdSmBLu2LoFukNKvNpo7VidUUX2eGOrE20qjqTtxMX8w/B67if9hzMEmr6MOGYLL6zdaeV/GysU6D1tgtes9uh7Ktjb0P0X5Mnfofbfmrepw3NCtmeVlOhfrqMsJez+3/69qgW6R0q8umy32zNRRfYw/37+ka8qHEnbiYv5r34elB2f5bd/e4ZAU5fRjdnCC2v37RTRl7KjQHUVk3lIdc2uKvR3ryhIyPvHztbXzv0Mn0C9rX94Tsj2rJIS/ctNnX9GSthD367+bjNMpSkRCXT/Euhh2UO/Dr8N2lpG0nbiYu6PUdiy9U3guej67t9++eMnOdSG6360G7OFF9YadeUau90Eqh4G6Z6I9qr+w69NyNv0IYn2t+CfmT46B/QPzwnZnpVTIszwPfJTouX+vL3bURq1poQL8u+Sm1ND9mjDvhnMCCNpm7iYt+pZ0rQd457Catrg+lqB/huhUCP8ZYzFrOTC7vF5q4qlq93gvQTqE1AHhC1unasJsnL3UX7uPU4BP/i5LZp0Ds8J2Z51U8JdbooZKfHGvtYcINDKUqLNWN8Ef/eghuzhv6U7C2W/oD13y7Hf/tQKtHt9d+n9T4N9bruXMSHQORd2LyD/o0jki9lJoO1DqRLOtrDpJ+Ttm6A5zRK+NIT//ul3gOFcbn6qf3hOyPasmBLh+UZ+KvO6X7tG2ZpaU8L3jNmtK30N2cOQ1tRI2qb2feufo/YN3lZV9q5PxTapsMRlTAh0zoUFPdVWMuhOAvV1IfeCfXs57RPiu29FD2z8VGQ/If2qLJ9ZpkO2Z8WUMEcPPQFzUkJF6N2bIwRaXUq4/LVbP/oqsochqalZLQTqEXJVkWpom7mw3vW1sU2feLZA51xYm6zuqV+noXD3VnhTv9FeitnQvUmdpyIol4/9w2HvTOLwnJDtWS8lzK5DD9WslHDvaPsL1FNHSgTFk+OGpx2QPfwJeuk4krbpi3kb1j/eo/LULc3b6s3XAX+lLmNUoLMuLOgfNe/ShtlZoK5ba1BNMf6E9Pu1Jd+vnty/2JWXQC3LUuJpuHvevJR48+qe96MEWk9K+PrH3RuRNIdkD//b3YQcSduBi3nrHqT76d696QrU92ofLbZ0LmNMoGUX9mYqBvnsJ1A/iGrBE9LvKuxO7gfk1S7Q5SmRZY2s63bePESgNaVE0P36ebUmhilqyB6Gvmdm+tM8QuYd/uOv23N7gcbXN5Hr4ssYEWjZhdnYrvEOv5dAP/5a5j4hz9F7STedk9cd1qj0D88J2Z4VU2KwAml2SvjOcwcItKqU6HSD2akIWkP28N9iz4yk7eDFvHXnebXDKt0wyxkCjS9jWKBlF6Z5OpVAbQPntz/1lTxDT8hT9CQnXiu6192+GHyT2sEcnhOyPaulRHy5EbNT4lnGrFKvPkWVKRFl6d3+Nakhe6RPNpK2Ixfz1v65X8e7N06gveubEuhTjkDLLiz5E+VsI1Dfe8wnqrmI6SdkfJhQ/7rbf93eRV8rGom0fkp0LvdNvP/MlNhRoJWnxJ4CrSt7GGLPjKTtIOZi1C886fgbgfaubw2Bll1YN7ZL2UygrmrXFOttej1NvqP0B7WGBfpe3e/HnelA6hoLv3JK9C83oCAl9hVozSnReYXfWqAVZQ9D5JmRtB3m2TUffftT/QZvBNq/vpRABy8jbcCSC9ugmmYbgbon0ETTx9bOFTbyhLzpTasSdDno9T7oV5tXNRvTyikx1EqQ3jTnujd/a609JZ582/vzzNaTuVSWPVyk3KEjaTuCfYSe1aQiylRdgbqpAhMCHbyMpECLLiw4b6+DVSEb1YG2JRv9T6sbeKBirko88TPTf0I+7k7s95HrVvzcLSUlCgu9w7NCtmL9lBjwXGFKBPHcuNqv8pRQXWzehR+2o67s4XYN65YLHgb7CKkWIx19o6ne9aUEOngZKYGWX5j7iXUKThsJNGh1U5cZTgQ9+YQEL5bmysNGvDjfRyf2/wLGh2eFbMS6KZG6XENpSvhf2ligtadE+JBt3IupsuyhCDwzkrZjPPtydTBJ9Tep60vWgQ5dRkqgZRcW/cQ6/0Zu1Qr/1ImmG+Xx333RrfZJVIWPrH8TPyAfhZMuuHudsxJQev2UDVgzJdKX+2Z4U/51P2/f8Fx7SviHbPNeoJVlD7Ov8cxI2o7iHqFnd5B9Ue5eX7oRaeAyEgItu7A3oUFXeto368akL9Hf+o/tenu9euVUO/gPBpYd7O4YrowSpEr/8JyQjVgxJQYud2RT9nU/by/Q+lPi4/T05xtQWfZ4E3pmJG1HcY+Qb895CmtMgusbaoVPXkZCoGUXZqMkV6y3Y114AIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCEIFACgEAQKAFAIAgUAKASBAgAUgkABAApBoAAAhSBQAIBCECgAQCH/P1FNCRqOF/EOAAAAAElFTkSuQmCC)
# 1.1.3 Collect historical data for 4 stocks
GE <- getYahooData("GE", start=date.start, end=date.end)
BAC <- getYahooData("BAC", start=date.start, end=date.end)
JDSU <- getYahooData("JDSU", start=date.start, end=date.end)
XOM <- getYahooData("XOM", start=date.start, end=date.end)
AEP <- getYahooData("AEP", start=date.start, end=date.end)
DUK <- getYahooData("DUK", start=date.start, end=date.end)
chartSeries(GE[,1:5])
![](data:image/png;base64,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chartSeries(BAC[,1:5])
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)
chartSeries(JDSU[,1:5])
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chartSeries(XOM[,1:5])
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chartSeries(AEP[,1:5])
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chartSeries(DUK[,1:5])
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)
# 1.1.4 Details of data object GE from getYahoodata
#
# GE is a matrix object with
# row dimension equal to the number of dates
# column dimension equal to 9
is.matrix(GE)
## [1] TRUE
dim(GE)
## [1] 3834 9
# Print out the first and last parts of the matrix:
head(GE)
## Open High Low Close Volume Unadj.Close Div
## 2000-01-03 32.00652 32.15034 31.20898 31.37894 35166578 150.0000 NA
## 2000-01-04 30.80366 30.96055 30.12378 30.12378 35248799 144.0000 NA
## 2000-01-05 30.07149 30.75136 29.82306 30.07149 43489038 143.7500 NA
## 2000-01-06 29.94074 30.73829 29.83615 30.47353 31666460 145.6719 NA
## 2000-01-07 30.96055 31.77118 30.75136 31.65351 32093817 151.3125 NA
## 2000-01-10 31.94114 32.22879 31.61428 31.64044 24262291 151.2500 NA
## Split Adj.Div
## 2000-01-03 NA NA
## 2000-01-04 NA NA
## 2000-01-05 NA NA
## 2000-01-06 NA NA
## 2000-01-07 NA NA
## 2000-01-10 NA NA
tail(GE)
## Open High Low Close Volume Unadj.Close Div Split Adj.Div
## 2015-03-24 25.38 25.48 25.27 25.27 25801300 25.27 NA NA NA
## 2015-03-25 25.23 25.33 24.91 24.91 34897400 24.91 NA NA NA
## 2015-03-26 24.80 24.92 24.67 24.80 32504400 24.80 NA NA NA
## 2015-03-27 24.92 24.92 24.71 24.86 28320600 24.86 NA NA NA
## 2015-03-30 24.98 25.20 24.97 25.12 27281400 25.12 NA NA NA
## 2015-03-31 25.09 25.09 24.81 24.81 34940900 24.81 NA NA NA
# Some attributes of the object GE
mode(GE) # storage mode of GE is "numeric"
## [1] "numeric"
class(GE) # object-oriented class(es) of GE are "xts" and "zoo"
## [1] "xts" "zoo"
# xts is an extensible time-series object from the package xts
# zoo is an object storing ordered observations in a vector or matrix with an index attribute
# Important zoo functions
# coredata() extracts or replaces core data
# index() extracts or replaces the (sort.by) index of the object
# 1.2 Federal Reserve Economic Data (FRED) from the St. Louis Federal Reserve
# Apply quantmod function
# getSymbols( seriesname, src="FRED")
#
# Returns historical data for any symbol at the website
# http://research.stlouisfed.org/fred2/
#
# Series name | Description
#
# DGS3MO | 3-Month Treasury, constant maturity rate
# DGS1 | 1-Year Treasury, constant maturity rate
# DGS5 | 5-Year Treasury, constant maturity rate
# DGS10 | 10-Year Treasury, constant maturity rate
#
# DAAA | Moody's Seasoned Aaa Corporate Bond Yield
# DBAA | Moody's Seasoned Baa Corporate Bond Yield
#
# DCOILWTICO | Crude Oil Prices: West Text Intermediate (WTI) - Cushing, Oklahoma
#
# 1.2.1 Default setting collects entire series
# and assigns to object of same name as the series
getSymbols("DGS3MO", src="FRED")
## As of 0.4-0, 'getSymbols' uses env=parent.frame() and
## auto.assign=TRUE by default.
##
## This behavior will be phased out in 0.5-0 when the call will
## default to use auto.assign=FALSE. getOption("getSymbols.env") and
## getOptions("getSymbols.auto.assign") are now checked for alternate defaults
##
## This message is shown once per session and may be disabled by setting
## options("getSymbols.warning4.0"=FALSE). See ?getSymbols for more details.
## [1] "DGS3MO"
getSymbols("DGS1", src="FRED")
## [1] "DGS1"
getSymbols("DGS5", src="FRED")
## [1] "DGS5"
getSymbols("DGS10", src="FRED")
## [1] "DGS10"
getSymbols("DAAA", src="FRED")
## [1] "DAAA"
getSymbols("DBAA", src="FRED")
## [1] "DBAA"
getSymbols("DCOILWTICO", src="FRED")
## [1] "DCOILWTICO"
# Each object is a 1-column matrix with time series data
# The column-name is the same as the object name
is.matrix(DGS3MO) #
## [1] TRUE
dim(DGS3MO)
## [1] 8687 1
head(DGS3MO)
## DGS3MO
## 1982-01-04 11.87
## 1982-01-05 12.20
## 1982-01-06 12.16
## 1982-01-07 12.17
## 1982-01-08 11.98
## 1982-01-11 12.49
tail(DGS3MO)
## DGS3MO
## 2015-04-14 0.02
## 2015-04-15 0.02
## 2015-04-16 0.02
## 2015-04-17 0.01
## 2015-04-20 0.03
## 2015-04-21 0.03
mode(DGS3MO)
## [1] "numeric"
class(DGS3MO)
## [1] "xts" "zoo"
#
# 2.0 Merge data series together
# 2.1 Create data frame with all FRED series from 2000/01/01 on
#
# Useful functions/methods for zoo objects
# merge()
# lag (lag.zoo)
# diff()
# window.zoo()
#
# na.locf() # replace NAs by last previou non-NA
# rollmean(), rollmax() # compute rolling functions, column-wise
fred.data0<-merge(
DGS3MO,
DGS1,
DGS5,
DGS10,
DAAA,
DBAA,
DCOILWTICO)["2000::2015-03"]
tail(fred.data0)
## DGS3MO DGS1 DGS5 DGS10 DAAA DBAA DCOILWTICO
## 2015-03-24 0.02 0.24 1.37 1.88 3.50 4.41 47.03
## 2015-03-25 0.04 0.25 1.41 1.93 3.52 4.46 48.75
## 2015-03-26 0.03 0.28 1.47 2.01 3.61 4.56 51.41
## 2015-03-27 0.04 0.27 1.42 1.95 3.53 4.48 48.83
## 2015-03-30 0.04 0.27 1.41 1.96 3.55 4.51 48.66
## 2015-03-31 0.03 0.26 1.37 1.94 3.52 4.49 47.72
# Determine data dimensions
dim(fred.data0)
## [1] 3977 7
class(fred.data0)
## [1] "xts" "zoo"
# Check first and last rows in object
head(fred.data0) ; tail(fred.data0)
## DGS3MO DGS1 DGS5 DGS10 DAAA DBAA DCOILWTICO
## 2000-01-03 5.48 6.09 6.50 6.58 7.75 8.27 NA
## 2000-01-04 5.43 6.00 6.40 6.49 7.69 8.21 25.56
## 2000-01-05 5.44 6.05 6.51 6.62 7.78 8.29 24.65
## 2000-01-06 5.41 6.03 6.46 6.57 7.72 8.24 24.79
## 2000-01-07 5.38 6.00 6.42 6.52 7.69 8.22 24.79
## 2000-01-10 5.42 6.07 6.49 6.57 7.72 8.27 24.71
## DGS3MO DGS1 DGS5 DGS10 DAAA DBAA DCOILWTICO
## 2015-03-24 0.02 0.24 1.37 1.88 3.50 4.41 47.03
## 2015-03-25 0.04 0.25 1.41 1.93 3.52 4.46 48.75
## 2015-03-26 0.03 0.28 1.47 2.01 3.61 4.56 51.41
## 2015-03-27 0.04 0.27 1.42 1.95 3.53 4.48 48.83
## 2015-03-30 0.04 0.27 1.41 1.96 3.55 4.51 48.66
## 2015-03-31 0.03 0.26 1.37 1.94 3.52 4.49 47.72
# Count the number of NAs in each column
apply(is.na(fred.data0),2,sum)
## DGS3MO DGS1 DGS5 DGS10 DAAA DBAA
## 164 164 164 164 164 164
## DCOILWTICO
## 150
# Plot the rates series all togehter
opar<-par()
par(fg="blue",bg="black",
col.axis="gray",
col.lab="gray",
col.main="blue",
col.sub="blue")
ts.plot(as.ts(fred.data0[,1:6]),col=rainbow(6),bg="black",
main="FRED Data: Rates")
## Warning in xy.coords(x = matrix(rep.int(tx, k), ncol = k), y = x, log =
## log): NAs introduced by coercion
## Warning in xy.coords(x, y): NAs introduced by coercion
par(opar)
## Warning in par(opar): graphical parameter "cin" cannot be set
## Warning in par(opar): graphical parameter "cra" cannot be set
## Warning in par(opar): graphical parameter "csi" cannot be set
## Warning in par(opar): graphical parameter "cxy" cannot be set
## Warning in par(opar): graphical parameter "din" cannot be set
## Warning in par(opar): graphical parameter "page" cannot be set
# add legend to plot
legend(x=0,y=2,
legend=dimnames(fred.data0)[[2]][1:6],
lty=rep(1,times=6),
col=rainbow(6),
cex=0.75)
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# Plot the Crude Oil PRice
chartSeries(to.monthly(fred.data0[,"DCOILWTICO"]), main="FRED Data: Crude Oil (WTI)")
## Warning in to.period(x, "months", indexAt = indexAt, name = name, ...):
## missing values removed from data
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s3+XP/0jhdfzRWmBSo2v2ZXTqGzsIbu3g3PzMVgShqsQTGJFOGQGfv1FQSWnOyFUapFteY5jwv91YFzhjK1jwfJnJ3eH1PBWpcoOqwoOitPYv/9YxzTLrihvP3aUGPjhhitE590dzIkzWGerYP0d9N2S8L9HHMtC+AfDP9/E0lw4bu55KUbw0ZYmllVMy7KlAlwh/p2t9//kWR2+u3w5DnpK7hT9kfmobClKS/U4/p2D9xknU/DvNRGj96Z1apOHuNkbfgZUyWITxjpuKNbVtGYEQydQh0dk2snfTWnGyFHTNZmhLS81ra6mqMse6WHuBUVn3LPUCgpkAv0mjK8h2pkCnwm88dAnXEUCdjnuebf7LGGPygXqxKaywLtIvSWUJO888FOvTd+lwus5+6uKrRLYs/la7wkkCHjfRxu428/5NvxZbUkskt2ZdIJe2fXgszgQJEgkDtAv1p4b7Zykhxaquv3PwZq0AdMcy3Hc8FankfsiFQKZ9lgXY+6+NehJ3nApVaUuenZiiWtYWtClR2wfvfv/7kImI9zrfpFmj8/pm1gEAhDwjULlCpL335+HgCm+t95ie2I4Zm4+G0ngnUEkN7UadUlIdAHYU1unxdfkqXbY7VXbJDuC7QqQDjAMQ0PmKM/roFGr9/NhAo5ACB9qinrSLQ7gS7CLMpn8Y402WhRaCOGLP+3ngGG2+In8VQdy+3QKeRT2MIVGJ1l7xsXhfoFGMclO2/vxN18zTP1SrQ+P2zgUAhBwi0xyLQ0YiqEabrzeG8HzV0sQnUEWO+CGn0gSJQawxDoH3oOQTa8St/fdzpvlpuW389DoIaQ6AIFE6DbN8I1BCoOIflpPfddNpr8rPNUC/EuJ2472RmpkCtMU4v0J8dSzgOgY5zSV9oYxNKrggUTgACnTAFKk5U1W3TSadZSHvYkGA9hlOglhjnF6h45pLIx7JWTMkVgcIJQKAThkDFqWXOBXWnsH6W25YxrcZQlkk5BKrEOPMY6NDAxmt1sS51HAQ1h0ARKJwGBDphCFTvPGo8z89yYynO3XIMdZrfLtB5jJPOws9zeP8nvhRJhsHQP/72Op8oZxYewJOCBSpO4ewCnT0NySJQSwxVoEHrQE3sArWvA/3wK3XR5ExG04NKvAQ65PAX5R73g6A/YZYgZB2o7/7ZQKBwek4j0Hm3R5/7sF3Cu2KI521+/YlrDNQWI/pOJBP3nUimhR413c0un++v0057CFTpVD/L5D9tVq5boPH7ZwOBwuk5gUDtw5PRk0jKo4UdArXGULUUdC+8ycK98PrsmWYs803Kw4/L98Ib25VJlPsF9FHNhVs5o/fPBgKF03MGgVqf06TKz76MyRFjvuDTFKg9RuzTmEzmAlWmWuZPY1IedTeOZBjDtMtPYzIrROY/jY3MIi8INHr/bCBQOD1nEKg6dXEvPqhXk+O5u7CQXsZQBwTU/pSUoiNG5PNALcwEeq/uvGUF7KzDOBnq0fhxRaCTMEVFyaEKLd6CQKP3zwYChdNzBoEqtxEpj8CUJ6/oWcmL6uGstMZQHltpLmPqM3bEmCZQnE+kV0WzhGVsQSZTN3nRfSfGMJ+mjUlf+Qh0EuZ8rmxx9m1Wrsj9s4FA4fScQqCzh3uoylOZC9Qe43EeqPY1r9PS8oUY16ve64oS6AyvdyIZ5XG/E8maxfz1ISLmbGHnokAj988GAoXTcwqBzpSjP2K556fGJ2PoZ7s1hhr4d6dkUtLPrhjOt3JmEKjqmZmG1OtrQ+3Ot3Ja8xjLOI0ezHu/liNhKVfU/tlAoHB6ziFQTQqWztrzh1aBLsQYcprurL+TXnjnjKH4QXsvfLJA/d8Lr/f/liZ6bJIzxort0zwrAo3aPxsIFE7PSQQ6aUE/36bhSIdArTHU9YnqCqnBC+rwqfm0zMtV+5pFoJarXOEh2008Ql+Wh7+vCdRYq6nNX02sCTRm/2wgUDg95Qj0lMxn4R/dNy7CHAQKpweBJjET6E0JoWuaGgaBwulBoEnMBHq/8m5lUEGgcHoKEagxagcAEMQR5ipDoEfXPACcnwPUVYpAH87JHxAret7/6YeH3/9n/s7R+3MatIoDyAACPR94IBIqDnKDQM8HHoiEioPcIFAAgEgQKABAJAgUACASBAoAEAkCBQCIBIECAESCQAEAIkGgAACRIFAAgEgQKABAJAgUACASBAoAEAkCBQCIBIECAESCQAEAIkGgAACRIFAAgEgQKABAJAgUACASBAoAEAkCBQCIBIECAESCQAEAIkGgAACRINA4Pn55+Y3gRL/3f9jD/+D/efn1/sP3XjTULdh/uqW88f/+W/CuwMbw57kNEGgcMQL91pHk9/6vlziBdgkHfusXIsoAG4JA2wCBxhEhUGeSb1/iBCr9iUGLA4G2AQKNI6NAP36ZBKpwE+ZvOjISP31POLYzsCsyHAMCbQMEGkc+gQ79yLlAb5H/719w5tP/JK/8O5XSBS0LBNoGCDSObAL9ff/z5bf+uyHQmxxdM0PTTx/LbuctE7MPC0eCQNsAgcZhteG3L/qceH9xPlru43Gwcu65W+fx179nBH/r9vP00/eUON8i0MJAoG2AQOOwCFRO8wwX38MSIzHj4xDoLdJvPBgC9biA1/mWpUyFgUDbAIHGYQpUnSafz5H/ukugt2vvmw7nAr2Funxo/+m2LZdw4RgQaBsg0DgMgXa+nBZndjYTEzvd+GRvN9tV/9BznAvUYwbeCA1f1g9bgkDbAIHGYdhQTuncrso7c07Dkt000S/YkkxBM4H6zCBp3LZIB7QwEGgbINA4Fmbhb5LrhPm9+WClmURcec8E+rG7A2r9aTQ2lAQCbQMEGodToN0Ve++zj+djnmaSb0fx6QINHQH9mEWgBYJA2wCBxmET6MfTpFEvtG9nd2QaSb6n3MGpCHThgtz2E/4sEgTaBgg0DlOgctXSi+xYqgqdJ7klGC/HdYEuzAhZfvrWveIJDgSBtgECjcM6Cz+4cxwDVQPFSlAtyezxIOLHoCv4bsCAu+BLBIG2AQKNw3Y9PmpTEej4degkego05Aq+6/WyfqlIEGgbINA45jZUOofDoKRYvPQwGdVToAFX8Dd/cgNSoSDQNkCgcbgF2vU4x3WgYwyHQCXaGOjCXZmznxbWi8LRINA2QKBxGDb8dryE7/uVnde6Ofl+eLIz6m8+LN3grgpU6bnOmf3EI5hKBoG2QbBAX7/95vNZ0IdfXZ+U3683nhfzqEOgCjevaQF9x/Bb7XcxTW9TnirQ+W3tSjdz9pO+C7i0LBBoG4QK9IMvr3OBdsqcBHq5Drz/YiGTGgUqffm/x55hv6Re+nT8bruKVwU6nyhSBKr/JLNHoAWCQNsgVKA3Qc4F2jlTCPTxKjD6qQpVCnTsYf6Gcr/luIpJqK1Xnm3R0UygWhRdoL+p/YBAy6U7B47eB9ieMIHe+p+GGu+vUqC3i/nr158MYe/c2VQgUIAFhk7E0XsB2xMk0M6Pc4EOY56jQC/Cm7eYCxfxCBTq5np9eaF9tUCAQHtVfn82BtqNif6kEOgthvjxcWkiCYFC3SDQVggQaDe++TSfRLoFPj0Kgd76neLC/faxu5a3g0ChbhBoKwQJ9J0xC3/z5PPdJFCl22mZrZcgUKgbBNoKacuYbt9u/UxVoE/yF/cgaCkC/RQgP/0EUifQo3cEtudqY8E6ukAvvSUnb160BaEIFBpkPIcQaBskCfR+uGRXBCqleQaBHt39hwq5Xl+9unIJ3wopl/Cv3w4TRQ6BKvd3zkCgUC0ItClSBHoZP9IDBRAg0KZIEKg5d4RAoXkQaFPEC1Qu+jztLPzRlQ8VgkCbIl6gj7OZp+dpUkmPZwGBQrUg0KbIKlDuRILmQaBNkVWg3AsPzYNAmyLDA5WVoU+exgStg0CbIq9AeR4otA4CbYq8Am3nifQAdhBoU2QWaDPvRAKwg0CbIrdAW3krJ4AdBNoUvBceICcItCkQKEBOEGhTIFCAnCDQpkCgADlBoE2BQAFygkCbAoEC5ASBNgUCBcgJAm0KBAqQEwTaFAgUICcItCkQKEBOEGhTIFCAnCDQpkCgADlBoE2BQAFygkCbAoEC5ASBNgUCBcgJAm0KBAqQEwTaFAgUICcItCkQKEBOEGhTIFCAnCDQpkCgADlBoE2BQAFygkCbAoEC5ASBNgUCBcgJAm0KBAqQEwTaFAgUIBddk0KgTYFAAXKBQJsDgQLkAoE2BwIFyAUCbQ4ECpALBNocCBQgFwi0ORAoQC4QaHMgUIBcINDmQKAAuUCgzYFAAXKBQJsDgQLkAoE2BwIFyAUCbQ4ECpALBNocCBQgFwi0ORAoQC4QaHMgUIBcINDmQKAAuUCgzYFAAXKBQJsDgQLkAoE2BwIFyAUCbQ4ECpALBNocCBQgFwi0ORAoQC4QaHMgUIBcINDmQKAAuUCgzYFAAXKBQJsDgQLkAoE2BwIFyMUg0B4E2gYIFCAXCLQ5EChALjpz9hpFoK2AQAHyMHQ9EWhTIFCAPAzTRwi0KRAoQB4QaIMgUIA8INAGQaAAeUCgDYJAAfKAQBsEgQLkAYE2CAIFyAMCbRAECpAHBNogCBQgDwi0QRAoQB4QaIMgUIA8INAGQaAAebAIdLg5HuoFgQLkwRCoeLoI1AsCBciDRaBcyNcOAgXIAwJtEAQKkAcE2iAIFCAPmkB5sUcbIFCAPCDQBkGgAHlQBCreL4dAaweBAuQBgTYIAgXIAwJtEAQKkAcE2iAIFCAPCLRBEChAHhBogyBQgDwg0AZBoAB5cAmUhlYxCBQgDwi0QRAoQB4QaIMgUIA8CIEqAQi0dhAoQB4QaIMEC/T1228+l98+/Kp7ZML7L9Tfu5DnxTwQKFQIAm2QUIF+8OVVCnSQZccUdhkDVKcaIFCoEATaIKECvSiylP6cAh/nAVYQKFQIAm2QMIHe+p+KGh/FtXrX7XzXfeiu6L/+5O7uXgTYQaBQIQi0QYIEOox4CoF2HdCn4ePjGHoR3rzFXLiIR6BQIQi0QQIE2l+xf1+Ogd7LXmbXM33qY4gfH5cmkhAoVAgCbZAAgXZX7E/KJJLqyEsv0Fu/Uyj19rG7lreDQKFCEGiDBAn03WwWXnLpr9gVpTriDSBQqBAE2iBJy5gmbtfuXX/zcRoU7eK5B0FLEeinAPkYBKoFdAL9lIZWMVcbC9axC3Tsel6kQMc+qR0EChWCQBski0DFgKcqzTMI9OjuP1QFl/ANkuMS/ubPIUwXqOyNzkGgUBu9KBFoc2QQ6P20NJQeKLQKAm2TdIFKfyJQaBYE2ibJAr1c5YLPs83CH135UA8ItE0SBdrdgiRver9nHSg0CgJtkzSBdjfHK3dscicStAoCbZMkgc4fGcK98NAqCLRNUgR68+VsnJOnMUGjINA2SRDo+AgmFZ4HCo2CQNskQaD3+u1LvUt5Ij20CQJtk3iB9k+nnwuUdyJBmyDQNokXqPpGJClQ3soJTYJA24T3wgNkAIG2CQIFyAACbRMECpABBNomCBQgAwi0TRAoQAYQaJsgUIAMINA2QaAAGUCgbYJAATKAQNsEgQJkAIG2CQIFyIBdoB0ItGYQKEAGEGibIFCADNgE+jC4k4ZWMQgUIAMItE0QKEAGEGibIFCADCDQNkGgABlAoG2CQAEygEDbBIECZACBtgkCBcgAAm0TBAqQAQTaJggUIAP9TUcItDkQKEAy45tpzy/Q/t5T8AeBAiRzc2cNAh1v3gd/EChAMtUIdCgBGvUGgQIkU5VA6YcGgEABkhkFaojnpALtnwMNPiBQgGRcAh1/3H+H4kCgwSBQgGR6gbp/3HNXUkCgwSBQgGQQaKsgUIBkEGirIFCAZBBoqyBQgGQQaKsgUIBkEGirIFCAZBBoqyBQgGQQaKsgUIBkEGirIFCAZBBoqyBQgGQQ6F6UtmMIFCAZBLoXpe0YAgVIYniAJgLdh9J2DIECJIFAd6LIZwMiUIAkEOhOIFABAoV68BDoWZoaAg0GgQIksSbQE70gA4EGg0ABklgXaJE6shEv0D1KiEAFCBTqAYE+INB9QaBQDwj0QXht27EKBCpAoFAPCPRBVMIuAi2rMhEoQBII9EFUwrYFvWVe3ivrEShAEgj0YUeBlrZAAIECJIFAHxDoviBQqAcE+rC1QKfRTwTag0ChHhDoQ9EC3bbyEShAElUJNMVSGws09hIegW7EWVo1lA0CfUCg+4JAoR4qEugkwghL9eJFoLuAQKEeEKjsuSLQXUCgUA8IVE4+IdBdQKBQDwgUge4MAoV6QKAIdGcQKNRDLQLt7zLPJtCst6wjUB0ECvVQh0DHx3RkEmjmZ34kCnQo1DYHAYECJFGLQDsH5hNo1jInCPSqkG+H1PwPUBcChXpAoGULdNvXPCFQgCQQKALdGQQK9VCVQIePSQLdYE19kED1a3UEuhknaNVwAhCoKtBNbkoS80AeuzYf7ESgm3GCVg0nAIFuLFAxA+Qp0BcEug8naNVwAhDo5gIddi1coH0KBLoRJ2jVcAIQ6HwMNHOZEegcBAr1gEAR6M4gUKgHBFqgQJV5ewS6ESdo1XACEHSEpdEAACAASURBVOj+AnVnjkB34wStGk4AAkWgO4NAoR4QKALdGQQK9YBACxboFYFuxglaNZwABFqKQJUtD/8h0C05QauGE9C4QMfiv5oeGbeZQJVd8xSo2CkEugUnaNVwApoXqOzmHS7QWTcYgW7JCVo1nIAKBTp7IMdiMilQOXNziEC1m0hnBwWBbsAJWjWcgMYF+vJSjECNgVgEuiUnaNVQNn0TGrtg9Qh0aZJ7HkETqPxtO4HKYQJ7NAS6Gydo1VA2fa8LgR4hUDN7BLozJ2jVUDbTwhoEuo9ARQACLYATtGoom2l+t0aBLu300QK16RCB7swJWjWUzFUFgZYi0GvZAn399pvP1W/d/j7fLYWYIFCoAG2dIQJFoD588OVVEehl3OH3X7hDLCBQqIDxBK1uGdOpBaqtpSpQoDdBSoE+Tn9/RZgZYgOBQgU0L1B1Dg2B+nDrfypq/PCr6/XrT+7u7m+B7xwhVhAoVIAmUPfScwSac9eGgJMKtPOjItCL4s3hkt0MsYJAoQK8Ber+rRzyCXT4BYEa9NND35djoLfvypX7szXEDgKFClAEuhwNgebbtTH3Mwq0G998UiaRbr1McZl++9hduZshdhAoVICnQNcjlIBNoO4dn6a6EWiIQN9ps/BKJ3MMNUPsIFCogLoFutBxVm+oLFag2tqyIgTaowv0SYZ2Q55miJ1SBPopQDz9Cdr9bzXeLruTxqCf6Uv334trx5UVl6pAtRjOxIm7NuZuyX6MNuz7JNClFHl2zsKCdRSBXqQub587XZohdhAoVEDzAu3debRAlQ+KQIcdLF2g6vr5QaDzEDulCHSLLj00gXKJWMslvHLJvrISySFQLcZul/DKh+kSXnGZJUVWEi7hdV12fU8zxA4ChVOjXCJ6xd58h9JxCdS28whU3Zcw69ADBVh/BJMee/MdyoGym2cXqCULBJqdk7RrKAblXEWgCHTMOcw6Vc3Cb1GhUC8IVPxsnYXXYiBQO4pA741Vn2aIHQQKZwSBip9jBRpVFbUKlDuRoC0QqPj5lVh/ME2nIVA/PuBeeGiVJIEqk9xlUqZA+21kEOhW1Z/yQGWexgRNkSDQ7c7gbEQJVMQ9UqDT2qVVgW5wBFIEyvNAoSmSBLrVNWQ2Chbo7I+PUpmKGY2dsOSV/49Y0is9eCI9tAQCFT8rAlUDlBghAl2qmFWBKqvnTydQ3okELYFAxc+GQE3FBQnUXTX27ZsCtQzE+m4+iTSB8lZOaAgEKn7OKdDpKjwgxUyg9pksv8wS4b3wAJ4gUPHzTKBGtDCBaq8jNnKypTAE+gqB7k7h7RmKo1aBCncpAQcI9EV0JDWLIlALCBTOSJ0CtaywOk6gSmd0KQUCLYBC2zMUS60CNcSzgUCHr54CfUGgiyBQOCN9i5E6RKBBAl3OLYdAV1cpIdCcFNqeoVgQqJ7CX6ByjsiVm1ugZhJFlQj0OAptz1AszQh0CM4qUCPF7DdToGJS3legXkX1iBQGAgXwZBRof4oj0CUf5RPo6s1FCPQoCm3PUCxTn6gpgZq/IVA1ywPUhUDhjEyndDMCtY8rIlA1ywPUhUDhjDQm0KtraVCKQG0b2lmgWY8DAgXwBIHqKUIF6poSihToGMGZsT0FAs1Foe0ZiqUpgSp+mvcc4wVqqwMEGgwChTPSokAnLCmKEaivExFoTgptz1As7QrUf0pIxNhFoNMYAwI9gELbMxRLewIVnwoUqHA7Aj2KQtszFAsC1VMcLFDljfQI9AAKbc9QIMMgIALVUyBQBAqwiphFQaB6CgSKQAFWUYXRvECv17IE2v9tQ6AHUGh7huJQVkNeESgC1bM8QF0IFM6Eslobge4s0OuyQI199QCB5qHQ9gzFMZ3XLwj0Qa4dWswzRKADikCvCHQRBApnAoFO+y564TsJdHkT0QLNeCQQKMAKCFQR6KvcAp0qaMrYa6gyVqDCz5lAoAArINAkgU6jpi6BTinCBKqIMEigWY8EAgVYAYFmFai1B4hAA0CgcCYQ6Fyga1fBLoFenYmDBapFQKAHUGh7huJAoFkFaq0JdXYKga6AQOFMIFBdoD55OleOziZ/bNP7QqCrF/G2jx67hkCzUGh7huKwCHQ83U8vUGkty0/y0zYCNXqyikDXe7n2ffXZNQSahRLbM5RItQJVu32WH+WnrQQ627Im0LWJKvu++uwaAs1Cee0ZysQQqJDimQUqxyMRaAIIFGCFRIEOWZQlUHVCpzWBhowNeGR3gLoQKJyJKgWqTIufX6ABINBclNSeoWQQ6G4C7eUWPokUTq7cESjACtUKVJObGUV+qk2g+XJHoAArINCdBDpudPuKync4ECjACm0KVI2MQN05HaAuBApnAoH6vGPDkkJ8QaB5QaBwJhDobgIVCTYGgWagpPYMJYNAEag7pwPUhUDhTNQu0LUZ6XwCfXhAoBlAoHAmdIFeEahH9gh0QxAonAmnQP3XEhYs0HVhIdClnA5QFwKFM6EKdDy72xToNIKxnv1coFNdiZpYGH1FoCsgUDgTDoGGnOknF6hCVoHa/wQh0BUQKJwJ9cbxhgUa8BT+uUCVbUiBXhFoJAgUzkTrAlWWH+USqFaZlq1tDALNQEntGUpGG6tDoOECvVoEqrz9yLK1jUGgGSipPUPJINAEgSrLFsRPCDQRBApnAoEmCfQVAs0MAoUzUZtAr1cEikCTKaY9Q+EgUATqzukAdSFQOBMWgZqf17JAoNNPCDQRBApnwvm8IgTqjL8qUJYxxYNA4UxkeENk8wJVf0KgiSBQOBNVClRZXXSAQBe3jEBXQKBwJhBouECvCHQ7ECicidMI1HMLSrQiBbo9CDQDCBT8OJFAx87lWjT9Y36Bakmt735HoAkgUDgTJxGo8sy5tYj6RwSaktMB6kKgcCZOI9D+oVHrGzpUoGJzCDQeBApnAoEiUHdOB6gLgcKZQKAI1J3TAepCoHAmECgCded0gLoQKJwJBBop0GHCaOE2WAQaBQKFM4FAowQqlgSkPkdgAxBoBhAo+IFAIwU6vEoKgeYGgcKZOI1AexDoOgg0AwgU/ECgCNSd0wHqQqBwJk4iUMVza9Fs0+JeGecT6KEg0AyUd1ihTOoSqHmvJwJNyekAdSFQOA3Xa3UCtS/M9Mo4RqCr9+bvDwLNQHmHFQoEgT4g0KWcDlAXAoXTcA6BTk84Kk6gnpH3BYFmoNBjC2VxBoEqj4grSqAldj57EGgGCj22UBYFC3TKUHlF3PKGhki7TSIh0G1AoHAaGhCo15bi7oUP3M5eINAMFHt0oSSqE2iM1xCoO6cD1IVA4TQg0AcEupTTAepCoHAazi9Q5SsCHUCgGSj26EJJINAHBLqU0wHqQqBwGhDoAwJdyukAdSFQOA3DM4GrEegYLXxLCNSRU4ByPvyqq8F3Ssjrt13Ic6C6ECicBPFQ9UIFOmbpKVBlvX3wlhCoKydv4XzwpXhG/5MIuowB778IUhcChZMw3s9dokCVdeoINJBDBCpsKQ36OAV883mIuhAonISiBTplqeygVaCKQuW/YdtCoK6cfH1zP169d1ftgy+7K/qvP5G/eINA4SScX6DaDZUIdOAIgV7EWGdn0KcxZPDmzaRBF/EIFE5CSQI1OpaeAlUCEOjAMQIVknwcVHoTqbhyfwybSEKgcBIQqEhXmUBzPeckUqBdD/TW7xQX7reP3bW8LwgUTgICFekQqCMnX99MvcwPvhxUqnQ7b0Eh00gIFE5CrqeqI9DCyLVr/gLthj7fKf8XHdEO4VRPShHopwDLKAJNzKfTT+q+yH/1LIe9tG9IC4jdhVs6RaCBe1w1Vxt24QyL5uVS+ou2IBSBQoWMakpuKxsKtN+9dYFex7ixm0agVgIEOq0EfRLfpDTPKdA8nXiomPHiOLmt5LuEVy7Hhyz7c3LtEj56Cf206cou4XMRtZB+kKUuUNkbXQeBwkkoXqAj6wJ9hUC3IGgdaD9p1N3R2ZuTHihUT6kC7a05Gu0VAj0Ob4Eqi+UfhxuQEChUT5kCHbud4QJN2DQCteItUH3RUqfL88/CH135UDylCvTVvgJ9mKSNQHW8Bar2MQd13rMOFGrnLAId5ojmG9I6qgjUZKq2hBw8dWMKlDuRoHoy3IQ05nOAQK85BSqyrEigSrUl5OGpG/0SvhMo98JD9ZQq0NkYqH1DumcR6Jw8B8VTN/dXdRKpNydPY4JKUTp0JxWo2VFFoHN2FWj/PPpn9QPPA4U60a6IyxPo6EcEmsquAh1fiDQwDnjyRHqoEW1SuyyBCrcj0AzsK1DlXvhpwoh3IkGFFC3QyY8INJWdBSo6oWpvk7dyQn0g0IV9QKCzPA5QFwKFkkGgC/uQvPCnHBBoEvU0BMhLsQIVINAsINAk6mkIYCHh8JYp0GsJAi3+sjwEBJpERS0BTNIFOjqoHIEqD1RCoBlAoElU1BJARS44j85gFKjpp/gsEWhxINAkKmoJoJJJoFcEat+NLNmUAAJNoqKWACq5BGrzU3yWCLQ4EGgSFbUEUEGgCNQLBJpERS0BVBAoAvUCgSZRUUsAFQR6FYueEOgSCDSJiloCqCBQOQOGQBdAoElU1BJAZVpqHp/B+QU6rCNAoEsg0CQqagkgUe7Vic9CEWieexfrEWhFINAkaFBVog4CRmeBQFsAgSZBg6qSDOJTBJp3rxKzQKB5QaBJ0KCqRMgz4dwoWqDiCwJNBoEmQYOqieloNidQvauNQP1BoEnQoGpCOZrDhS4CRaArINAkaFA1IYYGr/kEmmf6SGS5kUDnyw2EUg2BZixMLSDQJGhQNSHEgUARqC8INAkaVB3IGxeVeeoMAs26ZHw3gU53wesCrWoBfC4QaBK0qDqQvqxRoKozEWheEGgStKg6QKBmCgTqAwJNghZVBwjUTIFAfUCgSdCi6qBdgco5s3kK7aUkCNQBAk2CFlUHCNRMcVVBoA4QaBK0qDowBDoEnlmgSky3QC0fp++jXJP/lNQNAk2CVlUHLQh0vCz3Fuj4LwJdBIEmQauqAwRqS4xA10GgSdCq6gCB2hIrAuUmJAcINAlaVR3ImRIEqqdAoMsg0CRoVVVwrV2gcmFBsEDtEWAEgSZBu6qCcbW4ci/8EFqHQK8IdDsQaBK0qyqoXaAvCHQrEGgStKsq0FbP5xLotIoyF7sLdCkABhBoErSrKmheoO7EsAwCTYKGVgUbCHTKOX3vZF4ZBHpFoFlBoEnQ0Kogs0AVSxUl0OsVgeYGgSZBQ6sCl0CjVj9qyTYQqGeWM4FahhQQaAYQaBI0tCrQBHpNFqjylvWCBGqsCkCgGUCgSdDQqsAu0EiPFCjQKwLdCgSaBA2tXAKOjSLQ9NWPxQhU70kj0E1AoEnQ0MpF6NDjGNUnUGMgFoFuAwJNgoZWLnLm2SOqXaCR2y1CoK9eiQpAoBuCQJOgoZXLoA2v5r0o0NCZpIIEqj1UXtkrj+QJ+9kUCDQJGlq55BFo+FR8mKqCMkagxSFfFxVfZQgUCiSXQEN7GAUJdCwMAt0O8RBEBBoFDa1c5DM+PaLWJ1D5DDsEuiFCoCnX8QgUikNcvyJQBLolCDQJGlqpiEFAu/5mYfUJVCsMAt0OBJoEDa1UYgRqz6cggYY8Ic8QaMgwHe3aFwSaBA2tVNYEqoUiUGtiWAeBJkFDK5UlgRoyOYdAFR36xlVThOwT7doXBJoEDa1UlgU6UxwCtSaGdRBoEjS0UkGgCHQPEGgSNLRSQaAIdA8QaBI0tFJBoAh0DxBoEjS0UkGgCHQPEGgSNLRS8RHodK8OArUmhnUQaBI0tFJZF6hys2PlAlUDAjYEHiDQJGhopaI9z83xm/K233SBTpGOF6iy3h6BbgwCTYKGViqeAlVw5eMt0LE/e7RAtRuWEOjGINAkaGiloj0Q0/qb8rbfRIEqDi5CoMrLOxDoxohDj0CjoKGVSpBAF4SxLlCtE1uOQJUUxke/DYEHCDQJGlqp7ClQ/Vl4CLQ9EGgkNLRSmb3TYr7scybQpXxqEWjwhsAbBBoJDa1UFIEaQ5xbC9Q9opoIAi0UBBoJDa1UNIHOHIhAvTYE3iDQSGhopXKcQDfUDwItFAQaCQ2tVBCoTBG5IfAGgUZCQyuVwwS6ZYvYTaAQBgKNhPZZKocIdLvRT7GpBwRaIgg0EtpnqdQs0NX9QaA7g0AjoX2WSrUCXd0GAt0fBBoJ7bNUjpxE2oxhO+v7g0B3BoFGQvsslQ0Fai7LR6CNg0AjoX2WymYCtd3XhEAbB4FGQvsslWWBTk/QiRGoqWME2jgINBLaZ6nkE6jS4RyTIVDQQaCR0D5LZUmgiolCBDp5F4GCDgKNhPZZKopGkgSqOMjxnjoECgg0EtpnqSwLdAxGoJAFBBoJ7bNUEOiUAjYHgUZC+ywVb4Gu3jy0LtArAm0cBBoJ7bNU9hHoVeaAQBsGgUZC+ywVT4F6KMYtUM2dewh02AICLY49BXrft7onGfD6bRfwHKguBApLaMuPXmyq1HqOizlNHwyBai+u0yJvBgItkP0E+uFX4zXPN5+PIZcx4P0XQepCoLCES6DyiCFQyMVuAp38eb1+/Ukf8jgFTEr1AoGCE12VM4HO5JJLoHuBQAtkL4F2V+u9OB/FRXtn1C6ku7B/F6IuBApOnAKd3Zj58OAt0KtY8qR1bREodOwl0Mep43k/froIb95MGnQRj0DBiX5trgnUkIuXQEdtqgKdAhAo7CTQD76cJDl+vHVJxZX7Y9hEEgIFB/PBzSwC7bJQfKkYFYHCTgK99TLfOUNuH8feqRcIFByMtwYp37cQ6AsCBcFOAr03OplKt/PWJw2ZRkKg4ACBItCd2Umgj936z5so5TrQR7kiVLm+96EUgX4KpdELVPve2a/7/6eDXKZw+e9idiILJbEiUI8sctJveTmCUUbYmNWDspLagk03l5sixbKlobd5UZbUXxAo5MAUaMf4fwQK+dlPoH9JX/apSvOcAs14HQDpDFfU80t4hfDLW+MSfgjkEh4m9rmEHy7e+5kisexTF6h6g+caCBQs2AQqfpk5MEQuCBSW2FGg45zRuOyTHihkBYHqAoVd2GkS6XKVK5WG/iYChaxMazQtvyBQ2Ij9BDotYxqWNJ1/Fj7jUYB0ECgCPYD9ljHNBHrPOlDIiXttZ6JAJ6bcECgI9ltI/075/MydSJCZVYEqvVMECpnY71ZO9TGgT9wLD5nZSKBjZJkCgYLCXk9jmp69NLmUpzFBTtYEqv6UJtArAgXBXgIVT//s14HyPFDIDgJFoAew2xPp5fPneSI9bMBeAhULThEoPOwo0PGVcld9QWgP70SCdBAoAj2APd/KeZn3NnkrJ2RjSaD9/FFegQ5TUgi0dXgvfCQ01BIwZtb9BBq4jQcECg4QaCQ01OOxLE2yH5akg2UTaJaMw3cEgRYHAo2Ehno8ynuGEegDAj0CBBoJDfVYhgtoTaDua2oEChuBQCOhoR7LTKDLg5IIFDYCgUZCQz0WQ6BL7kg/WAgUrCDQSGioO7BQyWUIdFcQaIEg0EhoqDuQS6BZ9wSBggSBRkJD3QEEqu8DAi0OBBoJDXUHyhGo305tvWEEWhwINBIa6g4sCrQDgeoREOjeINBIaKg7sDQt1KJAbW980iIg0L1BoJHQUHdgSaCvEKgZAYHuDQKNhIa6Awg0aMsIdH8QaCQ01B1AoEFbRqD7g0AjoaHuQIhA165vd9ipo7eMQPcHgUZCQ90BBBq0ZQS6Pwg0EhrqDvgLdEevIVCQINBIaKg7gECDtoxA9weBRkJD3QEE6rNlpQoQ6N4g0EhoqDuAQH22jEAPJG3sHYHCliBQny0j0APRBBpc+QgUtgSB+mwZgZYCAvWHhroDCNRnywi0FBCoPzTUHUCgPltGoMez9EauxWQHqAuBNgMC9dkyAj2a5VcaLiY8QF0ItBkQqM+W++Dh/EWghyAaIgL1h4a6AyEC3Y2SBbrb/ayggkDDoaHugL2Sx86WFOi+1kCgMAOBhkND3QG7DmYC3dsa5QoUDgKBhkOD3RyXGa+SQaD7DvwhUJiBQMOhwW6O3YzXKwK1BNMeDwSBhkOD3RyXQPup5qG9ItAHBHo8mkBDjgQChe1AoH5bRqBHg0DDocFujrdAmURCoIeCQMOhwW7OKNBZTSNQazDt8UAQaDg02M3xFOje7kCgMAOBhkOD3RwE6rfl8bSlRR4GAg2H5ro59ic0HC7Q43ALlHuQDgWBhkNz3ZxJoFpdI1BLMI8RORQEGg7NdQdsfSsEaglGoIeiPZQBgXpBc92U6erdeOISAjWDrwj0ULTlICGDKQgUtkDpdiJQibWg44mLQA9EuaMjbDQagcIWKD4wHpqsCbRvrM0ciqGg1iENBHokSg807Bm1CBS2QBOoIgxFoMpvzRwK5Y+GGohAjwaBhkNz3RBPgSqhTaAMW6iBCPRolFl4BOoJzXVDNB8oNY1AEWiJINBwaK5bMV+Vg0BVXAJlIf2BINBwaK5bgUCXMJ7di0CPB4GGQ3PdikWB2lbsNHUoHAJtqxJKA4GGQ4PdCqdAxTQnAkWgZYFAw6HBbsWCQIeLVQSKQMtC3oRkLjNbSXiAuhBo3SDQJRBogSDQcGiwW4FAl0CgRSJuEnsIa44IFLKDQJdAoEUyWyrin+wAdSHQulkV6PwaqalDgUCLBIGGQoPdCgS6BAItEgQaCg12K1YE2pgw5yDQIkGgodBgtwKBLoFAiwSBhkKD3QoEugQCLRIEGgoNdivsAlVCm6567fU7QwACPR4EGgoNdisQ6BLa63eGAAR6PAg0FBrsVswFaoQ2XfVCoC8ItCQQaCg02K1wCfSKQB8QaKEg0FBosFthE6j2HKamq94lUDgUBBoKbXYr7ALttYFAEWiZINBQaLNbsSrQpkGgRYJAQ6HNbgUCXQKBFgkCDYU2uxUIdInp7eMItCQQaCi02a1AoEsg0CJBoKHQZrcCgS4zzKMh0KJAoKHQZrcCgS6jCNT+kj3YHwQaCm12K66WF8sgUMkkUNdbSmF/EGgotNn8iDdzmQ9NRqASRaD2V5zAoSBQL2izuZFdKnOxPAKVINCyQaBe0GZzI3zwYhUoF6sCBFo2CNQL2mxuEKgfCLRsEKgXtNncLAnU9YymFkGg9YBAIRsI1A8EWg8IFLKBQP1AoPWAQCEbmkAtvyLQAQRaDwgU8nCVPrgi0EUQaD0gUMiBMsm+KFDHb22BQOsBgUIqMx8sREOgPQi0HhAopOIvUOhRbndFoCcnXKAffnV9mr68ftsd/+fALBBoVSDQQBBoPQQLtFPmJNDL2AzefxGUBwKtCgQayFAT05AGAj0xwQLtnCkE+igawPWbz0PyQKBVgUADQaD1ECrQ+6sU6O1i/vr1J0PYu5BMEGhVINBAJoGKukOgpyVQoMOY5yjQi/DmzaRBF/EItCoQaCAItB7CBPrBl9dvflII9CZTceX+GDaRhECrAoEGgkDrIUygN1E+PQqB3vqd4sL99rG7lvcFgVaFp0BBgEDrIUigN08+300CVbqdXc80YBoJgVYFAg0EgdZDiEBvmrz1M1WBPslfQgZBSxHop5CDriIVgR69O+Uz1FH/71B3HQfvE8RxteEwzqW35OTNi7YgFIE2y9BoEKg3CLQeAgR6P1yyKwKV0jynQI/u/leBaDRcwnszu4SHE+N/Cf/67TBR5BCocn/nKgi0IpSHgCJQPxBoPfgL9DLOE9EDBRUEGgwCrQdvgZpzRwgUHhBoBAi0HnwFKhd9VjQLf3TlVwECDQaB1oOvQOVzQwaep0mlDtaBtgsCDQaB1kOCQLkTCR5mAu04eofKB4HWQ4JAuRceHhBoBAi0HsKfSP/I05hAQVkHig/8QKD1kCJQngfaMFPtaQIFHxBoPaQIlCfSn5BcpZ7lg0ADQKD1kCRQ3ol0PnKdtrN8EGgACLQe0gTKWzlPBwI9HgRaD7wXvjEyC1TkhEADQKD1gEBz1+cGmeYk/bSVp/8VgUaBQOsBgeauzw0yzUk+gfZ3HkmBsgLUGwRaDwg0d31ukGlOetElC1SsvkCgMSDQekCguetzg0zzMd4rlEGgLy+aQEsveFEg0HpAoLnrc4NM8zE+7gOBHgoCrQcEmrs+N8g0H5NAE/YTgaaCQOsBgeauT9vHYhBP/ogU6LR2CYGmgEDrAYHmrs8H7QQpjFGgL5FrjsbOqwSBxoBA6wGB5q7Ph9oFOvVhEWgkCLQeEGju+nxoQaBiJBSBxoBA6wGB5q7PhzYFCv4g0HpAoLnr86ENgY65lVjI4il8phECQKC56/MBgcIyCLQeEGju+nwoVaDjRTcCPRwEWg8INLH6bAHtCJQb4GNAoPWAQBOrzxaAQGEJBFoPCDSx+mwBrQi0uCKeBARaDwg0sfpsAXULlG5nKgi0HhBoYHU5vxuL+0o7N7IINOFGehAg0HpAoIHV5fxuEWhZZ0eSQIfE6Q8ThQesWRMINLC6nN8Vayq2KYjx7vUUgfbpyirVGaEG6wGBBlaX8/usj6ZNthTA9PgPeqCHQw3WAwINrC7nd/mYzCJ7oOIpSuECnUYlEGgmqMF6QKCB1eX4Ljp4xQtU7qV/SvGP+hHioQbrAYEGVpfju/DTKNBBoclHJyMItByowXpAoIHVNf8+hqgCvRYnUH0BfJxAWT2fDWqwHhBoYHXp3xwCfXVigRojD/PV8wWV66RQg/WAQAOrS/+mSMnogYo4BZwt/gK1DN1eZ/dvQipUZT0g0MDq0r+tCbSQq3m9E2kRqNK9tP2GQLNCVdYDAg2srqv2bXq9xWwSScZ4OY9AjcUD08wRAs0KVVkPCDSoss4r0NVeJgLdDaqyHhBoUGW9pAj0uPPGX6DGzVUIND9UZT0g0KDKOq1Ar5pAbRNFCHQ3qMp6QKBBlXVKgc5nshDowVCV9YBAgyrLJdCreqNPeQKdr0s19gSB7glVWQ8I1Lui+g6mRaAjBQlU9Din13XMuAAAEBhJREFUtVR2gWoB024j0M2hKusBgXpW05JA+8Wfr6SljhXoVTLt5rJAJ+/bLuwRaHaoynpAoJ7VNKpSdaNToGq6IwQ621fz9e2GQJVnoFiiXRFoVqjKekCgHlXkFujYLy1GoNZ99RDobORByw2B5oaqrAcE6lFFAQI10moC3fzE2UKgcmwXAHQQqEcVuQQqfvMSqGPtUF7iBGoM3eq5IVAABwjUo4oyCdT5BI98BAp0Gvi0uPOqCDT7fgLUAQL1qKJdBZqkqwCBapP1xu9XGQWBArhAoB5VVKlAl+a+FBAogAsE6lFFDoFOfkoS6DxVkK7MxGLKHIECbA8C9agia68uUqDzmZusAr1mEqjWv2b6CMAFAvWoouXLYi+BTokVa24h0FdxArVnjEABlkGgHlWUKFDBbEmoff6mNIECgBsE6lFFclAwUqCK0WSvrnyBAsAyCNSjivILVBl4nA+KIlCA04BAPapI/LsoUOtYoZdAr9qT5BAowGlAoB5VZFmJlCDQaWmQ/JpDoJOZl3rLWlwECpAIAl2voVWBuieq5wIVKAJVXgISIlDr9b8pUKXDO0uMQAGSQaDrNfQqWaAKQ281h0BnM1AzVa4+xgSBAiSDQNdryC4lrxt0thKokPaSQK8IFGBjEOh6DaUKVP8uBSoDdIF6ZGy5g0gZG5i+WjqqD2JDCBQgGQS6XkP2Xp2nQK+eApUzSn4CVcyodnDlXilTVFYdIlCAZBDoeg1tL1D9Ij9IoCZTlBSBAoAHCHS9hhTFTKOUvg8pMgYfbVfaYpreX6CqH5WreftopysDBAqQCAJdryFToPrF8nLq2Ve3QI2Zfnee46jp8gOVbNvXfkGgAIkg0PUa0hVjjjYup7YEzJ2sXmmvCnSMnEGg84t+AAgEga7X0Fyg7huPbKktAYkC7YW5PpFu377yCwIFSASBrteQvQcaKdApCy2GXMa0m0C1LQNADAh0vYauFoEmVjoCBagBBLpeQ/4z2wHV7voeJlBlBspvQ76/AYAHCNSjitYCYqrd9T1CoEs9YgQKsCEI1KOK1gJyHAb5yV+g2gwUAOwOAvWoorWAHIdBfgoUKD1JgMNAoB5VtBaQ4zDITwgU4CwgUI8qWgvIcRjkpxCBbrU/AOADAo2ps6yHYJ45AgU4Cwg0ps6yHoJ55ggU4Cwg0Jg6y3oI5pkHCxQADgKBxtRZ1kMwzxyBApwFBFoYq6s6EShAMSDQwlAezOSKgEABCgGBloZY4OnaPZ6BDFAMCLQ05E3urt8RKEAhINDSkM+pc/2OQAEKAYGWBgIFOA0ItDTWBcrTlwAKAYGWBgIFOA0ItDQUgRa6hwAwgkBLY0mg9D0BigKBloZboFy8AxRGkEA//Ko7g99/IUNev+1CngPVhUAXWBIo8+8ARREg0EGWHd98PgZdxgDVqR4g0AWUhfTqHvZfEShAUfgLVPpzMujjPMATBLqCJlB5bycCBSgLf4E+imv1rtv5rvvQXdF//cnd3b0I8AWB+iEF6vEGeADYHW+Bdh3Qp+Hj49jjvAhv3kwadBGPQP1QBfqCQAGKw1ug97KX+cGXvUtvShVX7o9hE0kI1A/5ZDsEClAi3gJVHXnpBXrrdwql3j521/K+IFAvpkeDdryI4eaj9woAJqLWgV76K3ZFqbc+acg0EgL1QrEmAgUokRiB3q7du/7m4zQo2gk0ZBC0FIF+WjZzgXYhR+8TAChcbayYZ+x6XqRAxz6pLwjUC02gVwQKUBwRAhUDnqo0zynQo7v/K4wv6JzGQXkDPEBhhF/C3/w5jHfqApW90XUQqBeaNYvfW4AGCRbo/XTbET3QjUGgAIUTKlDpTwS6OfqtnMfuCwCYBAr0cpULPs8/C3905a+BQAHKJkig3S1I8qb3e9aBbgwCBSibEIF2Dw951r5yJ9KmIFCAsgkQ6PyRIdwLvzUIFKBsgp4HOhvn5GlMG4NAAcrGW6DjI5hUeB7oxiBQgLIJeZydSu9Snki/LbNXegBAYfgKtOuAGgLlnUjbUv4eArSNr0DVNyJJgfJWzk0pfw8B2ob3wgMARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiaVqgvvwaADSEvxsQKPoEAA0EmpFf+7Xu308/nf4N/6hkEZnPkEVs4v7fkJ1YKkdsYr+d8KzM2MTzneCIJiQu8oiGJzaO6PCxYBAop1shpxtHNCFxkUc0PLFxRBFoVjjdAnfiTKcbRzQhcZFHNDyxcUQRaFY43QJ34kynG0c0IXGRRzQ8sXFEEWhWON0Cd+JMpxtHNCFxkUc0PLFxRBFoVjjdAnfiTKcbRzQhcZFHNDyxcUQRaFY43QJ34kynG0c0IXGRRzQ8sXFEEWhWON0Cd+JMpxtHNCFxkUc0PLFxRBFoVjjdAnfiTKcbRzQhcZFHNDyxcUQRaFY43QJ34kynG0c0IXGRRzQ8sXFEEWhWON0Cd+JMpxtHNCFxkUc0PLFxRBFoVjjdAnfiTKcbRzQhcZFHNDyxcUQRaFY43QJ34kynG0c0IXGRRzQ8sXFEEWhWON0Cd+JMpxtHNCFxkUc0PLFxRBFoVjjdAnfiTKcbRzQhcZFHNDyxcUQRaFY43QJ34kynG0c0IXGRRzQ8sXFEEWhWON0Cd+JMpxtHNCFxkUc0PLFxRBFoVjjdAnfiTKcbRzQhcZFHNDyxcUQRaFY43QJ34kynG0c0IXGRRzQ8sXFEESgAQK0gUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASBAoAEAkCBQAIBIECgAQCQIFAIgEgQIARIJAAQAiQaAAAJEgUACASPYU6ONV8s3n8fm8fqum/vCrLr/nu7CQFHKUY9ij91/IkNdv5/tohpipUjiqHB98Kbf7FLdZjaOPx7u4Tc7ZqxhD6HwLZkgsx5ajS5qjUflylEATNHA7/2StDfWqnoo+IWmkl0Pu0VSSi5GdEWJJlcTx5cgv0D3LIf8QZGlXOxWjQzuFHCHRHFqOPm0bAo0u50WpV/Nc9AlJJLkc6h6NRXmcB5ghllSnLMfdfXobKKIcl4RNHlYMseezFmSGRHNoOfqDUrFApy54V86oPmj/Z1/7w/T1J0PoEOgTkkhyObrm8CxS9xeA3SVLt4/3IsASYqZK5KBydMmyNvGDyiE+ded7jna1SzE69FPIHpLAgeUY/zi3INCpTgIZBkdErXXfnqfM33mGpJJaDuUq43Esy0U5T4cGZ4RYUiVyTDm6oFzn6rTxI8pxEZvNdNW4SzHu5qeQPSSF48ohOq9NCLT/WxFa0r5+vv+leln1Tv7UhfqEpJJajnu5R90f0Sdtx8bMzRAzVSrHlKOLG/GXc4GDynGZzmV9B2LZoxjmKWQLSeOocgzxv/nJVgQq/6yIUTGl3H2AeZp1nfsnZeT4oiQa2rNPyNHlmF3jPPV/TEUWt49dfDPETHXOcnRNP9O89bHl0AR6ksNhnkK2kHOWYwh8yj1AtMKBAr0X/e+hLz67MreOPz92FakJVApxqDifkOPLIRn2TslxLJ0ZYqY6aTlu23nq+w8Zl2MdUY4p6BZwlsNhnkK2kHOWo8/wOfsI+woHCvR2EvXtbqpHUbVyFs7aLh0CHYakfEIKKccYZexdioM+no1miJnqpOV4vL7/mTG/PJfyB5Wjy+6d8v8zFEN+23QZ0zHlGMaG2hHoOMDR/a+vk2mKbVyJ4GqYH2hjoMqfpu6zT0gh5VCyChx4yDPmdlQ5lNU/eQx61PGQBsgyJLFHMWTeuwl0v3Jc5n/q9uB4gd5Pp9H4t0r8yZIfdJRaUyblHofj4hNSSDnubMNp8oSdh5ipzlmO6UzqT6Xt/hDscTwua5egpRVD5r23QLcvx/2w3eYEqtTIUAVyFs5eF0qt9SvBnsWHcVRkNaSQcvQNRCxV1YYZnmwhZqpzlkM5XzKV5KjjIbvSWUZz9yiGzHtvgW5eDjGu1ZpA1fG8YbZtrQbUWpMDK+9/4qs+d5+QMsohh9eDeqD32VbsHVuOIWSDSb29ynFR/jBvMIm0STFk3jsLdPtyiNXFTQn0VhfqfVvDoNjaFLN2rIUd338x9uC9Qoooh2LCAPHk8+ex5bDtQSTHlEMfGsowprJHMWTeewp0j3JM3mxHoMO1nDI5FyPQYWBznCx68g85vhwX5azzn4W/5Jq6PrgcA5v8QdupHPrkZIYu6B7FkN92noXfuhxyqWg7Ah2Glc0ZkUCBupP5hMSQoxzdhY0cjr3XTsaudGaImSqV48phiZ/AMeXIvr54j2JYv9lDojmkHI9XnRyTk14cfieSeXtlyBioxMzHJySKDOVQbtAfv67f+WKkSuWwcnhl7c8x5dhaoJsUY2RPge5TjgYFen+dVrXoFSmn55SKU9CXMYkcH6dHh6yGHF8O9ZkIHV73XhupUjmmHNkvfYsoR3aBblMMucN7CXSncrQn0O6PzLsxVNTO0FVXH9tjqwjlWMua7bJ78gw5vBzmyjefp/+418udqhzK2qX7Df6g7VaOezn3/phlYm+XYgzsJ9C9y9HKGGi/JnPyglxXN60PeRr+bzuo+tqFIcnjVYw5+4QcXA5Lh+XD9edP5unmlFGOacFJ7gWUO5dDri/OO5S7XTGmqLsIdP9y1C5QFXHyqA8o72teWfJga5ez1bOCMcwn5OBy3Ovpn/Q8lYsVLcSW6ozl0CZks1xpFVCOTI8m2KEYPVsL9LhyNCRQcy3nVJFT1VrPL+s6UMva+oWQQ8vxwZda+vFwr72Dx57qfOXQ8s92D+Qh5ZAGyHVhs0cxxrh7CXTncjQjUL3JDb8onfN7ve41bOtAtXr1CUkhsRyzNcXicL9efgukI9XpyiGzy7Yg67hyfJjzUe57FeNuR4HuXo6qBQoAUBUIFAAgEgQKABAJAgUAiASBAgBEgkABACJBoAAAkSBQAIBIECgAQCQIFAAgEgQKABAJAgUAiASBAgBEgkABACJBoAAAkSBQAIBIECgAQCQIFAAgEgQKABAJAgUAiASBAgBEgkABACJBoAAAkSBQAIBIECgAQCQIFAAgkv8P5QZkBHo0WqIAAAAASUVORK5CYII=)
chartSeries(to.monthly(XOM[,1:5]))
![](data:image/png;base64,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)
# 2.2 Merge the closing prices for the stock market data series
yahoo.data0<-merge(BAC$Close,
GE$Close,
JDSU$Close,
XOM$Close,
SP500$Close,
AEP$Close,
DUK$Close)
# Replace the index of yahoo data with date values that do not include hours/minutes
dimnames(yahoo.data0)[[2]]<-c("BAC","GE","JDSU","XOM","SP500","AEP","DUK")
yahoo.data0.0<-zoo(x=coredata(yahoo.data0), order.by=as.Date(time(yahoo.data0)))
# fred.data0 is already indexed by this scale
# 2.3 Merge the yahoo and Fred data together
# 2.3.1 merge with all dates
casestudy1.data0<-merge(yahoo.data0.0, fred.data0)
dim(casestudy1.data0)
## [1] 3977 14
head(casestudy1.data0)
## BAC GE JDSU XOM SP500 AEP DUK
## 2000-01-03 15.61121 31.37894 752.00 27.45076 1455.22 14.97396 40.60250
## 2000-01-04 14.68461 30.12378 684.50 26.92497 1399.42 15.15257 41.23363
## 2000-01-05 14.84576 30.07149 633.00 28.39281 1402.11 15.71819 42.91664
## 2000-01-06 16.11480 30.47353 599.00 29.86064 1403.45 15.80750 44.07370
## 2000-01-07 15.69179 31.65351 719.75 29.77301 1441.47 16.01588 45.23077
## 2000-01-10 15.14791 31.64044 801.50 29.35676 1457.60 15.95634 45.17818
## DGS3MO DGS1 DGS5 DGS10 DAAA DBAA DCOILWTICO
## 2000-01-03 5.48 6.09 6.50 6.58 7.75 8.27 NA
## 2000-01-04 5.43 6.00 6.40 6.49 7.69 8.21 25.56
## 2000-01-05 5.44 6.05 6.51 6.62 7.78 8.29 24.65
## 2000-01-06 5.41 6.03 6.46 6.57 7.72 8.24 24.79
## 2000-01-07 5.38 6.00 6.42 6.52 7.69 8.22 24.79
## 2000-01-10 5.42 6.07 6.49 6.57 7.72 8.27 24.71
tail(casestudy1.data0)
## BAC GE JDSU XOM SP500 AEP DUK DGS3MO DGS1 DGS5
## 2015-03-24 15.61 25.27 13.48 84.52 2091.50 57.25 76.06 0.02 0.24 1.37
## 2015-03-25 15.41 24.91 13.04 84.86 2061.05 55.91 74.96 0.04 0.25 1.41
## 2015-03-26 15.42 24.80 13.03 84.32 2056.15 55.33 74.35 0.03 0.28 1.47
## 2015-03-27 15.31 24.86 12.98 83.58 2061.02 55.90 75.00 0.04 0.27 1.42
## 2015-03-30 15.52 25.12 13.14 85.63 2086.24 56.58 75.90 0.04 0.27 1.41
## 2015-03-31 15.39 24.81 13.12 85.00 2067.89 56.25 76.78 0.03 0.26 1.37
## DGS10 DAAA DBAA DCOILWTICO
## 2015-03-24 1.88 3.50 4.41 47.03
## 2015-03-25 1.93 3.52 4.46 48.75
## 2015-03-26 2.01 3.61 4.56 51.41
## 2015-03-27 1.95 3.53 4.48 48.83
## 2015-03-30 1.96 3.55 4.51 48.66
## 2015-03-31 1.94 3.52 4.49 47.72
apply(is.na(casestudy1.data0),2,sum)
## BAC GE JDSU XOM SP500 AEP
## 143 143 143 143 143 143
## DUK DGS3MO DGS1 DGS5 DGS10 DAAA
## 143 164 164 164 164 164
## DBAA DCOILWTICO
## 164 150
# 2.3.2 Subset out days when SP500 is not missing (not == NA)
index.notNA.SP500<-which(is.na(coredata(casestudy1.data0$SP500))==FALSE)
casestudy1.data0.0<-casestudy1.data0[index.notNA.SP500,]
head(casestudy1.data0.0)
## BAC GE JDSU XOM SP500 AEP DUK
## 2000-01-03 15.61121 31.37894 752.00 27.45076 1455.22 14.97396 40.60250
## 2000-01-04 14.68461 30.12378 684.50 26.92497 1399.42 15.15257 41.23363
## 2000-01-05 14.84576 30.07149 633.00 28.39281 1402.11 15.71819 42.91664
## 2000-01-06 16.11480 30.47353 599.00 29.86064 1403.45 15.80750 44.07370
## 2000-01-07 15.69179 31.65351 719.75 29.77301 1441.47 16.01588 45.23077
## 2000-01-10 15.14791 31.64044 801.50 29.35676 1457.60 15.95634 45.17818
## DGS3MO DGS1 DGS5 DGS10 DAAA DBAA DCOILWTICO
## 2000-01-03 5.48 6.09 6.50 6.58 7.75 8.27 NA
## 2000-01-04 5.43 6.00 6.40 6.49 7.69 8.21 25.56
## 2000-01-05 5.44 6.05 6.51 6.62 7.78 8.29 24.65
## 2000-01-06 5.41 6.03 6.46 6.57 7.72 8.24 24.79
## 2000-01-07 5.38 6.00 6.42 6.52 7.69 8.22 24.79
## 2000-01-10 5.42 6.07 6.49 6.57 7.72 8.27 24.71
tail(casestudy1.data0.0)
## BAC GE JDSU XOM SP500 AEP DUK DGS3MO DGS1 DGS5
## 2015-03-24 15.61 25.27 13.48 84.52 2091.50 57.25 76.06 0.02 0.24 1.37
## 2015-03-25 15.41 24.91 13.04 84.86 2061.05 55.91 74.96 0.04 0.25 1.41
## 2015-03-26 15.42 24.80 13.03 84.32 2056.15 55.33 74.35 0.03 0.28 1.47
## 2015-03-27 15.31 24.86 12.98 83.58 2061.02 55.90 75.00 0.04 0.27 1.42
## 2015-03-30 15.52 25.12 13.14 85.63 2086.24 56.58 75.90 0.04 0.27 1.41
## 2015-03-31 15.39 24.81 13.12 85.00 2067.89 56.25 76.78 0.03 0.26 1.37
## DGS10 DAAA DBAA DCOILWTICO
## 2015-03-24 1.88 3.50 4.41 47.03
## 2015-03-25 1.93 3.52 4.46 48.75
## 2015-03-26 2.01 3.61 4.56 51.41
## 2015-03-27 1.95 3.53 4.48 48.83
## 2015-03-30 1.96 3.55 4.51 48.66
## 2015-03-31 1.94 3.52 4.49 47.72
apply(is.na(casestudy1.data0.0)==TRUE, 2,sum)
## BAC GE JDSU XOM SP500 AEP
## 0 0 0 0 0 0
## DUK DGS3MO DGS1 DGS5 DGS10 DAAA
## 0 28 28 28 28 28
## DBAA DCOILWTICO
## 28 14
# Remaining missing values are for interest rates and the crude oil spot price
# There are days when the stock market is open but the bond market and/or commodities market
# is closed
# For the rates and commodity data, replace NAs with previoius non-NA values
casestudy1.data0.00<-na.locf(casestudy1.data0.0)
apply(is.na(casestudy1.data0.00),2,sum) # Only 1 NA left, the first DCOILWTICO value
## BAC GE JDSU XOM SP500 AEP
## 0 0 0 0 0 0
## DUK DGS3MO DGS1 DGS5 DGS10 DAAA
## 0 0 0 0 0 0
## DBAA DCOILWTICO
## 0 1
save(file="casestudy_1_0.RData", list=c("casestudy1.data0.00"))