## Chapter 14: The R System -- Additional Topics
## Sec 14.1: Graphical User Interfaces to R
## Installing the R Commander
## install.packages("Rcmdr", dependencies=TRUE)
## ss 14.1.1: The R Commander's interface -- a guide to getting started
## library(Rcmdr)
## ss 14.1.2: The {rattle} GUI
## library(rattle)
## rattle()
## ss 14.1.3: The Creation of Simple GUIs -- the {fgui} Package
library(fgui)
## Loading required package: tools
library(DAAG); library(lattice)
## Loading required package: lattice
## Create function that does the smoothing
fitsmooth <-
function(form=mdbRain^(1/3) ~ Year, df=bomregions, myspan=0.75)
print(xyplot(form, data=df, type=c("p","smooth"), span=myspan))
## Create function that sets up a GUI interface to fitsmooth()
callsmooth <- function()gui(func=fitsmooth,
argSlider=list(myspan=c(0.1,1.5,0.025)), # start,stop,stepsize
output=NULL, callback=guiExec)
## callsmooth()
## Click on and/or move the slider to display the graph.
## Sec 14.2: Working Directories, Workspaces and the Search List
## ss 14.2.1: *The search path
search()
## [1] ".GlobalEnv" "package:DAAG" "package:lattice"
## [4] "package:fgui" "package:tools" "package:stats"
## [7] "package:graphics" "package:grDevices" "package:utils"
## [10] "package:datasets" "package:methods" "Autoloads"
## [13] "package:base"
## ss 14.2.2: Workspace management
xy <- matrix(rnorm(60000), nrow=600)
xy.rowrange <- apply(xy, 1, range)
save(xy, xy.rowrange, file="xy.RData")
rm(xy, xy.rowrange)
rm(list = ls(all=TRUE))
## Changing the Working Directory and/or Workspace
## ss 14.2.3: Utility functions
# dir() # List files in the working directory
# file.choose() # Choose a file interactively
# sessionInfo() # Print version numbers for R and for
# # attached packages
# system.file() # Show path, by default to 'package="base"'
# # Try, e.g.: system.file(package="DAAG")
# R.home() # Give the path to the R home directory
# .Library # Path to the default library.
# Sys.getenv() # Show settings of environment variables
# object.size() # Show size of R object
dir()
## [1] "advanced.html" "advanced.R" "advanced.spin.R"
## [4] "advanced.spin.Rmd" "bostonc.txt" "cps3.RData"
## [7] "eda.html" "eda.R" "exploit.html"
## [10] "exploit.R" "fossilcopy.pdf" "fossilfuel.pdf"
## [13] "fuel.csv" "fuel.txt" "fuel2.txt"
## [16] "glm.html" "glm.R" "graphics.html"
## [19] "graphics.R" "hillracesDB" "inference.html"
## [22] "inference.R" "intro.html" "intro.R"
## [25] "mlm-new.html" "mlm-new.R" "mlm.html"
## [28] "mlm.R" "models.html" "models.R"
## [31] "multilr.html" "multilr.R" "mva.html"
## [34] "mva.R" "oneBadRow.txt" "reg1.html"
## [37] "reg1.R" "regWscores.html" "regWscores.R"
## [40] "scan-demo.txt" "treebased.html" "treebased.R"
## [43] "ts.html" "ts.R" "xy.RData"
Sys.getenv("R_HOME")
## [1] "/Library/Frameworks/R.framework/Resources"
normalizePath(Sys.getenv("R_HOME"))
## [1] "/Library/Frameworks/R.framework/Versions/3.1/Resources"
system.file("misc/ViewTemps.RData", package="DAAG")
## [1] "/Library/Frameworks/R.framework/Versions/3.1/Resources/library/DAAG/misc/ViewTemps.RData"
## Sec 14.3: R System Configuration
## ss 14.3.1: The R Windows installation directory tree
## ss 14.3.2: The Library directories
.libPaths("D:/R-2.8.1/library")
.First <- function().libPaths("D:/R-2.8.1/library")
## ss 14.3.3: The startup mechanism
## Sec 14.4: Data Input and Output
library(DAAG)
datafile("oneBadRow")
##
## Data written to file: oneBadRow.txt
datafile("scan-demo")
##
## Data written to file: scan-demo.txt
## ss 14.4.1: Input of data
## Issues for data input with {read.table()} and variants
## read.table("quote.txt")
## read.table("quote.txt", quote="'")
## Tracking errors in input data
nfields <- count.fields("oneBadRow.txt")
nfields # Number of fields, for each row
## [1] 3 4 3 3 3 3 3
## Now identify rows where the number of fields seems anomalous
(1:length(nfields))[nfields == 4]
## [1] 2
## One character string for each input row -- {readLines()}
readLines("oneBadRow.txt", n=3) # First 3 lines
## [1] "10 9 17 # First of 7 lines" "11 13 1 6"
## [3] "9 14 16"
readLines("oneBadRow.txt", n=-1) # All lines
## [1] "10 9 17 # First of 7 lines" "11 13 1 6"
## [3] "9 14 16" "12 15 14"
## [5] "8 15 15" "9 13 12"
## [7] "7 14 18"
## Input of fixed format data
## Input of large rectangular files
scan("oneBadRow.txt", skip = 1, quiet= TRUE)
## [1] 11 13 1 6 9 14 16 12 15 14 8 15 15 9 13 12 7 14 18
data.frame(scan("scan-demo.txt", skip = 1, quiet= TRUE,
what=list(ab="", col2=1, col3=1)))
## ab col2 col3
## 1 a 2 3
## 2 b 11 13
## 3 c 9 7
## Example -- input of the Boston housing data
## readLines("bostonc.txt", n=11)[10:11]
## strsplit(readLines("bostonc.txt", n=11)[10:11], split="\t")
datafile('bostonc')
##
## Data written to file: bostonc.txt
boston <- scan("bostonc.txt", n=-1, sep="\t", skip=10,
what=c(list(1,""), as.list(rep(1,19))))
colnams <- scan("bostonc.txt", skip=9, n=21, what="")
boston <- data.frame(boston)
names(boston) <- colnams
boston <- read.table("bostonc.txt", sep="\t", skip=9,
comment.char="", header=TRUE)
## ss 14.4.2: Data output
## Output of data frames
write.table(fossilfuel, file="fuel.txt")
## Redirection of screen output to a file
fossilfuel # Below, this will be written to the file
## year carbon
## 1 1800 8
## 2 1850 54
## 3 1900 534
## 4 1950 1630
## 5 2000 6611
## sink("fuel2.txt")
## fossilfuel # NB: No output on screen
## sink()
## Output to a file using {cat()}
## ss 14.4.3: Database connections
library(DAAG); library(DAAG)
library(RSQLite)
## Loading required package: DBI
driveLite <- dbDriver("SQLite")
con <- dbConnect(driveLite, dbname="hillracesDB")
dbWriteTable(con, "hills2000", hills2000, overwrite=TRUE)
## [1] TRUE
dbWriteTable(con, "nihills", nihills, overwrite=TRUE)
## [1] TRUE
dbListTables(con)
## [1] "hills2000" "nihills"
## Obtain rows 11 to 20 from the newly created nihills table
dbGetQuery(con, "select * from nihills limit 10 offset 10")
## row_names dist climb time timef
## 1 Monument Race 4.0 1000 0.4717 0.5947
## 2 Loughshannagh Horseshoe 4.3 1700 0.6469 0.8822
## 3 Rocky 4.0 1300 0.5231 0.6653
## 4 Meelbeg Meelmore 3.5 1800 0.4544 0.6086
## 5 Donard Forest 4.5 1400 0.5186 0.6433
## 6 Slieve Donard 5.5 2790 0.9483 1.2086
## 7 Flagstaff to Carling 11.0 3000 1.4569 2.0344
## 8 Slieve Bearnagh 4.0 2690 0.6878 0.7992
## 9 Seven Sevens 18.9 8775 3.9028 5.9856
## 10 Lurig Challenge 4.0 1000 0.4347 0.5756
dbDisconnect(con)
## [1] TRUE
## Sec 14.5: Functions and operators -- Some Further Details
## Issues for the writing and use of functions
## ss 14.5.1: Function arguments
## The {args()} function
args(write.table) # Version 2.10.0 of R
## function (x, file = "", append = FALSE, quote = TRUE, sep = " ",
## eol = "\n", na = "NA", dec = ".", row.names = TRUE, col.names = TRUE,
## qmethod = c("escape", "double"), fileEncoding = "")
## NULL
## The {...} argument
x <- c(1,5,7); z <- c(4,9,10,NA); u <- 1:10
# Now do calculations that use x, z and u
rm(x, z, u)
## ss 14.5.2: Character string and vector functions
substring("abracadabra",3, 8) # Extract characters 3 to 8
## [1] "racada"
nchar("abracadabra") # Count the number of characters
## [1] 11
strsplit("abracadabra", "r") # Split wherever "r" appears
## [[1]]
## [1] "ab" "acadab" "a"
strsplit("abcd", split="") # Split into separate characters
## [[1]]
## [1] "a" "b" "c" "d"
paste("ab","c","d", sep="") # Join together
## [1] "abcd"
paste(c("a","b","c"), collapse="") # Join vector elements
## [1] "abc"
## ss 14.5.3: Anonymous functions
ssfun <- function(x)sum(x^2)
sapply(elastic1, ssfun) # elastic1 is from the DAAG package
## stretch distance
## 16240 275748
sapply(elastic1, function(x)sum(x^2))
## stretch distance
## 16240 275748
growthfun <- function(x)(x[9] - x[1])/x[1]
sapply(austpop[, -c(1,10)], growthfun)
## NSW Vic Qld SA WA Tas NT ACT
## 2.295 2.268 3.980 2.364 4.876 1.456 36.400 102.333
sapply(austpop[, -c(1,10)], function(x)(x[9] - x[1])/x[1])
## NSW Vic Qld SA WA Tas NT ACT
## 2.295 2.268 3.980 2.364 4.876 1.456 36.400 102.333
## ss 14.5.4: Functions for working with dates (and times)
# Electricity Billing Dates
dd <- as.Date(c("2003-08-24","2003-11-23","2004-02-22","2004-05-03"))
diff(dd)
## Time differences in days
## [1] 91 91 71
as.Date("1/1/1960", format="%d/%m/%Y")
## [1] "1960-01-01"
as.Date("1:12:1960",format="%d:%m:%Y")
## [1] "1960-12-01"
as.Date("1960-12-1") - as.Date("1960-1-1")
## Time difference of 335 days
as.Date("31/12/1960","%d/%m/%Y")
## [1] "1960-12-31"
julian(as.Date("1/1/1970","%d/%m/%Y"))
## [1] 0
## attr(,"origin")
## [1] "1970-01-01"
julian(as.Date("1/1/2000","%d/%m/%Y"))
## [1] 10957
## attr(,"origin")
## [1] "1970-01-01"
dec1 <- as.Date("2004-12-1")
format(dec1, format="%b %d %Y")
## [1] "Dec 01 2004"
format(dec1, format="%a %b %d %Y")
## [1] "Wed Dec 01 2004"
## Labeling of graph: data frame jobs (DAAG)
startofmonth <- seq(from=as.Date("1Jan1995", format="%d%b%Y"),
by="1 month", length=24)
atdates <- seq(from=as.Date("1Jan1995", format="%d%b%Y"),
by="6 month", length=4)
datelabs <- format(atdates, "%b%y")
xyplot(BC+Alberta ~ startofmonth, data=jobs, outer=TRUE,
scales=list(x=list(at=atdates, labels=datelabs)),
auto.key=list(columns=2, between=1))
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l9rr2GZn/0z31/X9aUzdgt9Rk3K3JejhSlAALQwnyt3hQACCCCAAAIIIIAAAggggAACCBSswDO2p6e3/7P9OL3ie7Z2VM/Qw/cC9aXxtJolQAC0Zj1v7hYBBBBAAAEEEEAAAQQQQAABBBCo9gJe3Mhbx9bhZ7bv69jeoF6x3ZfMe0EjWs0SoAhSzXre3C0CCCCAAAIIIIAAAggggAACCFShwC+/SeNelx6fKv3vC2mZBeTWaSztvJl0xPbSZi2rcHLV6NK1bX9Pb3+UIpsz6huNDWfge00QIABaE54y94gAAggggAACCCCAAAIIIIAAAlUu4PtWHjVWirIXowl9+Z00/VPJ96c8qbd06QFSHdbsRjwpf264Vnj7nXkhcJyyU9Kbbv71D9IaDaVmlglKq1kC/HGqWc+bu0UAAQQQQAABBBBAAAEEEEAAgSoQeOl/0m4jQvDTl22POUp69zJp9t+liWdKf9lJqm1RmuufkY68mX0qsz2ifh1Djwf+K337Y7be0s0vhj7RuOwj6FFIAgRAC+lpci8IIIAAAggggAACCCCAAAIIVCMBX/790ULp40XST79Wo4mXcqqeeXj4GMmXvw/aUZp8rjRgO8mzGFtYFfMe7aRrB1ggdJjUZFXp0SnSSMsGpaUX2KKNtGt76RsLfp54p/T7H+n7vmjB58jzlL7p+3GkcAUIgBbus+XOEEAAAQQQQAABBBBAAAEEEIilwNPvSnv90/a+PEXqcoHU+Typpb3e73rphZmxnHJek7p2orTYCu/4Pp8e6Ey3vL17W+mWQeFSV42Xvv8pr8sW/OB/mmVjCxj7fqr7XifNWlD0lj3gPPpZ6QD7XP32u3RaP/u8WeCUVvME2AO05j1z7hgBBBBAAAEEEEAAAQQQQACBKhHwjE/P1nvgzXD5unWkjdYOhWx8j8ZJ74evo3pKHtxaxY4XQvNl2t7O30eqtaJ4T3in5Pe+trR7242k12dbRqh5HLBVyT7V+R3/DNz9mvTEOyH79yf7vVWTEBw+eofwecj1/vyz88jJ0iE3hMD5lhdaMH09qa1l1n5nweM350hLl4WzHb+LdPF+uZ6ZfoUmQAC00J4o94MAAggggAACCCCAAAIIIIBADAWWW7VuLwA0fpq0egPpPAsGHtZDWtOK0njzZeJ3vCJd/h/pdvvpS+LHHhOOVefvnvn56dfhPj3DM5fmQVAPgE79pLACoL4P6qBbpS++LargRaC8mNGoZ6XTLUvzvL3DfqhFe6X+rduGZnW+dIV9bsa9HopJeUGpqHVdP5yvX6foHX7WRAECoDXxqXPPCCCAAAIIIIAAAggggAACCFSygAc1PfjZdDXp6WFS+1ZFJ+Dv+xJlXya+uxULuvcNKxpkQauDuhXtV91++8YCu96ar549+zP0lNayvt6iseG36v3dtz045MawFH1LC0p6tfttLCDcoF5Yuu7P+67J0tUTQsD45qNzv9+11wgZw1cebEFjC6R6gLVRfWkz+4yt1zT389CzcAUIgBbus+XOEEAAAQQQQAABBBBAAAEEEIiFgGd/Xjk+TOW6gSWDn8mT9Iy9q/5PGnKX/bQx1T0A2qxRuLsvl9pSfyvU45Xes7UoQ9KDpnFoPu8vloTl5C3WDEHs0sxroY317F/fh/PkPtLfDiwaDPZCUDtsIvXfRjp4lPRvy+TczrYBOGbH0lxFqr9K2D6gdKPoXRMEcvhjVxMYuEcEEEAAAQQQQAABBBBAAAEEEKgoAV/KPf8bqU0zaf+tsl/Fl8Z74PCDL8I+kdlHxLdHE8tsbWd7VfqelC9/mNs8J0wP/Xx5d1W2T74KgegNLGN307OkbhfbMzzdfl4kXf+M9LNtU5BL86xOv/89OtsWBwcVDX4mj/cg6A1Hhncuezz38yefg9cIpBIgAJpKhfcQQAABBBBAAAEEEEAAAQQQQKDcBGYtDKfyrL5cmldJj4J/H64Ym8u4uPbpv22Y2YWPSL9aFmSm5gWifD/MtS37c9f2mXpW7DHPwvSiQr4vq+/Puo5lfm7WMiwt98D0OQ9KPS6TZn+ZeR6ePfrQW6HPhTkUIfKiT51aS74v6Iu2ZygNgfIQIABaHoqcAwEEEEAAAQQQQAABBBBAAAEE0gp45W9vDW2/x1zbqiv6/rhibK7j4tjvpF5W6byx9NYcKwJ0ixR5FJ/rxPcs4/LO8O4FFiwsjVfxc+Xz+4MWhB18m2Vg/haWpU+9xDJxr7b5X2SZvNdaQPMk28bAgqH/W2D7tI6QFtgS93TtM8v8/ep7qaXd/+brputV9P0+HcPvHgimIVAeAuwBWh6KnAMBBBBAAAEEEEAAAQQQQACBAhbwQNc0C0Z5UZ61bL/G7rY0u3XT3G/Yg3/ePipFNmeU+RmNDWeont8bNZDuO9GWgP9Devht6U0LhB6/q2VQtpM80OtZlPf/V3p0Sri/o3ewPTN7Vs29Llwalr371a84WBrau+g8PDvXK6r3tOXqB42yZf2zrM/d0gNDivaLfosKOUWFnaL3M/2M+n5tgVMaAuUhQAC0PBQ5BwIIIIAAAggggAACCCCAAAIFKOAZiRfYsu33Pit5cztuKl12gC2T3qDkseLvbNdOWqWO9NpsyfeVXL958R5Ff5/xufSuXdMreW+1QdFj1fU3L+70vO2jeYxlgE7/VDr3wZJ34hmf5+wlndav5LFc31myLFRB98CqB4/rmntp2qhJ0g8/S3t1KRn8TD7PavZs7hgsbXG+9OT0cE+d10vuEV5HRaAyZYkWHxW3IlDF58fv1U+AAGj1e2bMGAEEEEAAAQQQQAABBBBAAIEKF/D9Kkc8FS7TvJHkAU+vSu7FjF6cKb1k+zPuasuirxsgHZklW3GNhtL/dZfueU06ZZxlQZ6Uvhq675F5yj3hukdsL9UroMiF76E5+Vxp/DTp8XekWZZZ+6MFG315+E7me6jtFeqvS9t+t30275ws3fJS2D80Gu8B5D22kIbtLnVoFb2b+ecTU8PxU/tm7udH17Zs4AE253+9ID1h95MqALpuk3BPHtR8e272gPby5dJT7/rZpa2ruAhUmAXfC0GggP4aKYTHwT0ggAACCCCAAAIIIIAAAgggUPUCXuHbg5+ePXjJ/tIJtlzbMzij5hW9L39CGmnZgifdHQJhu3eOjqb+eeG+0tMW2Jr0vjTwX9Kow0Ol9+TeC20vyWNvt0zRjyQPnA3fM/lo5b/2Aj6P2LL0h98KGalLLbvSl2d7RuvA7aRtNir9nGrVCtmVnmFZHs0zK/vfGPYX9fN5FmmbppbFaXunfvZ1WFrve3pedqB0cp/MV/RA6uxFFpy2OUZFqDKPkLY1Cw+AfmjB3FTN7/cQC35fO1E6/2HpP6emD377+DsskOuBYd9ioefGqc7IewiUXoAAaOnNGIEAAggggAACCCCAAAIIIIBAwQp40OziR8Pt3XWstHeKQN3qtqel7w/pwUBfIn/yPbYEerPMRXtaWUDT98H0fSM9W/CFmdI+XUPF7z8s68+XhT9u2Yde9MgroD9oe0pGy6dzwf7NMkef+yCc17NU668ibby2tKfNP9fsx+Tr+L6ch48J80p+3wv6eBX0W1+2e9laGn2E5MvBq6J5QHavf0ozbT5tmkmXHhCeV5Q168/SA483PR+qtnswsviensnz9qJHnoHZwIKovtdnLi2XYlWn7xayfz1r+Pg7Lfh9WOrM3semSKf/O1zV76W0y/dzmS99aqYAAdCa+dy5awQQQAABBBBAAAEEEEAAAQRSCox5MVT/9qy9VMHP5EG+V6VnSE79JBT38azITM0zJl86x5Zk3xeyQX1JfPG2rwVFrz4kZIAWP5bu92dnhMCZBy2Lt4sfC/dx7QCpxZrFj6b+3Qsw7XqlFX36MQQWfTn4Lu2lxquGrEoP1N74nAVpLTN0zle2ZPuMzMHf1FfJ/13PqPTgZ0errj7+9JIBY8+ivKZ/yFQ9emzYd7TP5pIvxU/VPJi5ZkPJ9xH93ILIHrTO1qLCVpn6Nl1NGne8tO919tOeuWf4Hr+LzattCLZ6xue9r0sTpoereZD24G7ZrsxxBHIXIACauxU9EUAAAQQQQAABBBBAAAEEECh4gWfeC7d41A7Zb9UzCr1auQdAfVy2AKifccO1pIdsD1APej1jy+HnLQ5Lrr0wUr+O4Xj2K//Z4zbLxPQMVM9c3LhF2GvUf3o24xuzLev0vyHj9O25FmCzIGE7O5apeSbpgBtD8HO3TqHQT3KGp2e9ekGjw21/Ug/o+XmH3y9df1ims5b/MV/6fvsrIVPzTsvUzZQt68FEDzqOecECok9KY49JP5+dN5MeswDvvW9YUHm39P38iJu7rzcfl6n5tgGT/ioNuiVk0LpZ8ebOF+0XtlwofozfEchHgABoPnqMRQABBBBAAAEEEEAAAQQQQKDABD61ZdPePKswlxb1m7diXC5jvM8m64SvXPun6vfKrFAwyQNx5+8Tiv0kL932gOy59v6RY6RXPrTg6A2hCJHvk5mujXs9BOjarW2FhSywGC3xLt6/rQVyH7Bl+tteGgKRp/SVNrIxldW88rrv2elZum6ZrZ3SJwRAPcvSxyU7JY8dtFMIgF7zlAV4t8x8Tzc+H7YI8GrzHizO1rxI0usXhID0f96xfUMt0/anX0O1+p0tw/bQbcJ+stnOw3EESiuQ444OpT0t/RFAAAEEEEAAAQQQQAABBBBAoDoKeAEcb74vZy4t6heNy2VMefU5874wz7/uEQompQrqtVjDluefLG1uAV3POvX9MDO1B1ZkNPo50wU/o/G+lLy/Be3cwAslVWbze/HmRYhyaZ5hu45tAeD7hnqxqXRtVwtE7r9V6Lf7CAtYWhZt8eYB1Gufls5akcX590NsKbvtuZpL82e0nwVWPQv1xbMtS9cCoo/Y8/EArVeVpyFQEQJkgFaEKudEAAEEEEAAAQQQQAABBBBAoJoKbGCBsq9/kN6ZJ/XqkP0mplo/bz6uMtuUuaEyuwf1hluwMlPzQOblB4Ul675s3PcuTdf8vr31seX4uTTfU/PuV20bgBXjchlTHn2WWeakt2xB2tArfI/6RmOTjyW/vulIadHSkDXb++qwvH3HTcP+oJ8sDhmccxaFEX+z6vKeKUpDIM4CBEDj/HSYGwIIIIAAAggggAACCCCAAAKVLOBLmafYnp43v5g9AOqZgLe9FCaYyxLo8rwVX9LubS9bAu4V37O1XWyPyiarSl4oyffP9MBp8eZL6b3wkbfmjcLPbN99T1Bv31jQuDKbLzv3FhUhCr+l/77sF2n+N+F4qntPHul7cT5xmnTVeNvb9BnphZnhK7mPbxHgxar65hgoTh7LawQqW4AAaBnEf/nlF915553q1KmTttnGct1L0WbPnq133nlHm222mTbf3P6ZKENbsmRJou/8+fMT1/L+tWvXzjAiHCrruKwnpgMCCCCAAAIIIIAAAggggEDBC/xlpxD08j0a77BsySN7pr/lCx4J+2X6fpiVnQXoQUxvG+aYeer/Ob1esxDgTBcA9aJOXkxo8fe2TNwyILMFCv36X6yYR6YiRN6vvNtOlpHp7ZG3pUv2zx4EfnRKKAzVbUMpuahTOEvJ76vUkc7bRxpqS9Offlea8XlYFu9bCmy/seRFjVJtOVDyTLyDQNULZI+mVf0cYzeDyy67TIMHD9bDDz9cqrn98MMP2mOPPXTQQQfpnnvuyTj26quvVps2bbTzzjtr4MCB6ty5s5o2baoRI0ZUyLiMJ+UgAggggAACCCCAAAIIIIBAjRHwfRiv6R9ud8hdFgR7KAS+kgG++DZU875uolTXAmU3HCF5wKwy2+oNwtWW/pT7Vb9b0beRZTima1tbgNDb+GnhZ7bvT67o161ttp7le7y7Xa9Ta+lzexaXPZH53F9aMPdCC1Z7G2wB7tK0NRta8ajuoTr7Pw4Ne6323ITgZ2kM6Vv1AmSAlvIZ3HrrrfIAaFna6aefrlmzrERdlnb++ecnrlHL/ulpzz33TAQ/p06dqokTJ2rYsGFavHixLr/88hJnKeu4EifiDQQQQAABBBBAAAEEEEAAgRotcFgP6VtbCn7Og1bsxoKcNz4necDNsxx9GfXbc0PhH99T8pZBkgfEKru1bxWu+PL/cruyz9v3rfTsxzaWCZqueSVyz3i8eoJ04NZSY1s2n669NUd6yDIwPfh74FbpelXM+56t6gHJ3f8h/fNpyZfve8Zm8WJE78+XjhgTAqU9LGvTizbREKhpAgRAc3zinr15zjnnaOTIkfaXiv2tUsr2xBNPaMwY+xsnS/Pl8VGA1ZfZH3bYYStHjBs3TkceeaSuuOIK7b///urWrdvKY2Udt/IEvEAAAQQQQAABBBBAAAEEEEAgSeCk3mGZ88WPSs/bHpAvz/rzYD2LJuzdRbpgX2kj2wuyKlrvDiGY+epHkn95cC9T+/uT4egenSWff7rmQc9Rz0oe3DxolHTvian3A/ViSYfcGAKPQ3pJrZumO2PFve/L0G+07NsT7gyB6nvfCBXW/Zn8+Iv0mrlMfC8Eqzu2lu45Xra1XsXNhzMjEFcBPvY5PJlJkyapY8eOuv766+VZmU2aNMlh1J9dFi5cqEGDBqlBgwZq1y7z38i+9N1bjx49igQ//b0BAwbogAMO8JcaPXp04mf0razjovH8RAABBBBAAAEEEEAAAQQQQKC4wFYbSI+fKn38dyuKYz/vOlZ68gzpE9ud7Y7BVRf89Hk2siXwp/YNMz7q5lDcKPxW8vudk6WxL4Zl28P3LHk8+R3PrLznOGld+0//12dLXc+3JeaPS5Ot6JLvg+kBRd8aYOcrbZ/QJdKuFoi9aL/kM1Tu60O3lZ6yZ7JFm1Dc6abnpTPvC0ven7JMVt+n88RdpWf/KkUFmyp3hlwNgaoXIACa5RlMmzZNffr00dy5c9W6dWs999xz2nZb+9ulFO2YY47RokWLdNVVV6lt27ZpR3pm6VNPPZU4fvjhh6fs50FQb/fdd5+82JG3so5LDOYbAggggAACCCCAAAIIIIAAAlkEPHC2S3tpf1vmvYMtd4/238wyrMIPD9s9zMf3wdzx8lC8yfe7jNq7n0p/udUCgHeGd67+P2mzltHR9D89+PnS2SG46VXhr7Rq6P2usW0ALpYOGBmKQ/niUA8sPnRS2Ac1/dkq/si2G0mvnGOV2s8KBZGO30U6rZ9005HSrKtCtfZcCh9V/Ey5AgJVI5Ah6btqJhS3q/78889q1KiRhgwZouHDhyeyPz2QmWu74YYbNGHCBPXu3VtDhw7V+PH2t2aa5vuDfvONbUpizfunar16WV69tZ9++kkenN1xxx0T+4qWZVyq8/MeAggggAACCCCAAAIIIIAAAtVFwPfefNACkMfeJj02NexZ6vuW+r6dP/0avvxefMn7iP7S0Tvkfmct1rTs11PC0v+H35Le/UxaYsFQLxK1bbuwl+bGLXI/X0X39MxVL+AUFXGq6OtxfgSqk4D9FUDLJLDxxhsnsj+bNWuWqVvKYzNnzkwULWrcuLFuu+22xPL5lB1XvPnhh5ZPv6I1b948elnkpwdj69evLw/MesDUA6BlHVfkxPyCAAIIIIAAAggggAACCCBQ7QV+/V369+vSo1Ok/30h/fCztE5jy460rM0jekod1632t1jiBjyz0fe2fMaWpo950bIgZ4YCTt6xld2771V6St/MhY9KnDTpDc949S8aAghUXwECoFmeXWn3+4xO9+uvv2rgwIFatmyZbrnllsTy+ehYup9Ll4Y8/bp162rNNe2fmtI0n9OCBQtWLoEv67g0p8/6ti/Tf/bZZ7P2S9Xh009t/YG1shSSSnU+3kMAAQQQQAABBBBAAAEEEAgCU+ZKR44Nlc6TTb76XnrPshdvtL0hB+8kXWXLwD1zstBan46Sf3n75odQDb1hvfA73xEoBIFffrHKVtamTJmiM888s9S35HVtDj744CJFtUt9kmo6gABoBT24Cy+8MPGB7N+/vw499NCcrhLt6dm0adOM2aJ+3AOgXpneW1nH5TSpFJ1OOeWURPZpikM5vzVv3jx179495/50RAABBBBAAAEEEEAAAQQQSC/gxXr2+mdY8t2hlXRyH2n7jUOhoDmLbJn4m1YE6CXLkHzBChgtlh6wyuaFXA28yWrprTiCQHUVeO89S3O25iuO/assbcaMGfrPf/5TlqHVegwB0Ap4fC+//HKi4NG6664r3wM01+ZV4nNpUfZknTrhn+zKOi6Xa6Xqc9ddd8nvMZpHqj7p3rvuuuv02Wefaf3110/XhfcRQAABBBBAAAEEEEAAAQRKIbB0mTTgphD8PLyHNPKwokV5vIBRd6vHO3A7ab/rpaetMvjfn5SyVUMvxRToigAClSDQuXPnxFW6du2qqEh2aS5b2/7VY8899yzNkILpSwC0nB+lZ2N6BXcPDvq+n6VZQt+qlf0znbWooFG6qX399deJQ9Ey+bKOS3f+bO975mZZszfvv//+RAA02zU4jgACCCCAAAIIIIAAAgggkJvAaNuhzCufb9dOGnW4VKd26nFbtLHq5YOlPf4h/eNpKxy0s0SmZGor3kUgjgK+ZaK39u3bJ2rOxHGOcZ0TAdByfjIXXHCBPvnkE22yySaaPn164iv5EnPnzk38+sYbb2jEiBGJ12eccUbiZxTI9P1Dv/vuO62+uv0zXYqWLgBa2nEpTs1bCCCAAAIIIIAAAggggAAC1UzgAVve7u28fdIHP0MPK4a0qbRre+m5D6Qnp1vmqGWF0hBAAIFCFyAAWs5PeP78+YkzeoX2YcOGpT37c889J//yVjwA6u8tWrQoZQDUM0w90Olt003tf7msRYFTf12acd6fhgACCCCAAAIIIIAAAgggUH0FfrSaKLMWhII/PW3Pz1xa781DAHTqPAKguXjRBwEEqr8AAdByfoa9evVS48aN057VK6h7kHSLLbbQ1ltvXaRfs2bN1KJFCy1cuFBPP/20TjjhhCLH/Rcf761+/frq0qVL4nVZxyUG8w0BBBBAAAEEEEAAAQQQQKDaCni1c29NrehPuqXvocef331PUG/R2PAb3xFAAIHCFSAAWs7PNlXQMvkS/fr1SwRA99hjD11++eXJhxKvhwwZIl9Gf88996QMgI4bNy7Rb7fddlO9evVWji/ruJUn4AUCCCCAAAIIIIAAAggggECVCHxtQcwFS6TVrS5uyzWLFjDKNqFmjUKPr76Xfv1dWiXUys047Itvw+HmK8Zm7MxBBBBAoAAE0myNXAB3Vk1v4cQTT1TDhg01efJkXXrppUXuYtSoUXriiScS7w0fPrzIsbKOK3ISfkEAAQQQQAABBBBAAAEEEKgUgV9+k26wXdG2uURqc7pVab/YCpucLa1vJSKOvV36aGFu02iwitSxteTne3ZGbmMm2N6f3rbeMPzkOwIIIFDoAgRAY/aEfTm7Bz5r1aqVyAT1Ze7HHntsour60KFDE9XlzzvvPG23XdGdqss6Lma3z3QQQAABBBBAAAEEEEAAgYIX+OQraQdbEPjX+6T3rYxEo/oW/GwprdtEWrJMGveaBSctIHrrS7lRHLpt6Hfxo9LPoWRE2oFPvCO9Ptuqv68q7dYpbTcOIIAAAgUlwBL4GD5OL4rUrl07eVbntGnTEl8+zebNmyeCoh4ITdXKOi7VuXgPAQQQQAABBBBAAAEEEECg/AUWfSft/g9p3mJp4xbS3w6U+nb8c9n7nEXSNVb64Y5XpJPvCe8fsX3meRy3s3TzC9K7n0mHj5Fu+4u0mgVVizev/H7sbeHdc61ifCNbck9DAAEEaoIAAdAyPOUJEyaUYVQY4sWNcmn77ruv/Ovzzz/XjBkz1LJly0RQ1IsfZWplHZfpnBxDAAEEEEAAAQQQQAABBBAoH4Fh94bgZ/e20mOnhH0/k8+84VrS6MOlrdYPAdDTrAzELu2l9Zom9yr62pfB33ei1O8ayZe3d7lAOn4XafuNQ5DTg6oPvik99FYYN8AWFPpxGgIIIFBTBAiAxvxJt2rVSv5V2lbWcaW9Dv0RQAABBBBAAAEEEEAAAQRyE5i1IAQhG1o927uPLRn8TD7LMTtKkz+0wOZ/pWstj2bEoclHS77efF3pxbOlY26R3p4rXfhIyT71LQIwfE/pzN1LHuMdBBBAoJAFCIAW8tPl3hBAAAEEEEAAAQQQQAABBGIjMH5amMpBW0utbL/PbO2UviEA6vt2ZguA+rk2Wlt64Sxp4nuWXTpVmvmF9MPP0jpWWX7HTaX+24R9RrNdl+MIIIBAoQkQAC20J8r9IIAAAggggAACCCCAAAIIxFLAM0C9bdcu/Mz2vfN60qqWLfr5tyGQmWpfz+LnsHq66mfFjfyLhgACCCAQBKgCzycBAQQQQAABBBBAAAEEEEAAgUoQ+GlFhXbfszPX5svlvS1bMTb8xncEEEAAgdIIEAAtjRZ9EUAAAQQQQAABBBBAAAEEECijQMvGYeBHC3M7weLvJf/yvTubrZbbGHohgAACCJQUIABa0oR3EEAAAQQQQAABBBBAAAEEECh3gZ03C6d80Kqx//5H9tPfbwWQvPn+nb60nYYAAgggUDYBAqBlc2MUAggggAACCCCAAAIIIIAAAqUS2KW91HYtyfcC/adVds/U5i2WrvhP6DF4p0w9OYYAAgggkE2AIkjZhDiOAAIIIIAAAggggAACCYFF30m3vhQqTM+14Iy3DZpJfTtKx+worbV6eI/vCBSawI+/SHe8InkV9w9t+fovv4Uq7rtYRufRO4Tq67nc8yp1rJp7f+mAUdJFj0q//i4N213y95Pb23Olw8dIX/8g7WbFjPbYIvkorxFAAAEESitAALS0YvRHAAEEEEAAAQQQQKAGCtw5WfrrfdL3Pxe9+YVLpDc+DtlsV/2fdGTPosf5DYFMAj9bYZ9n3pde+l+odL5qfWmzdaS9ukib2M84tOc+kAbfJvlnPbn5PwhMmyeNelY6YzfpvL1zW6bex/7BwIOgZ9wr/e0JC6zan619u9o/JjSXvvtJemWW5Nf01r2t/aPDoPCa7wgggAACZRcgAFp2O0YigAACCCCAAAIIIFAjBK6bKJ37ULjVPTpLf7HluJ3XC79P/1S6xbJCPTNuyF3SN5axdmq/GsHCTeYp8PhUC6rfL332dckTXfCIdHA36RoLFDZrVPJ4Lu+8Y8HJGfOlpRZUXGdNabt2Uos1chn5Zx//XB96o/TH8hCMHNIr/PSiRL6M/d9vSHdZAPOq8dL8b6SbjvxzbKZXx+4cArz+jwozPpdGWxA1uXmVeL/WOXtZASR7TUMAAQQQyE+AAGh+foxGAAEEEEAAAQQQQKCgBV77yDLbHg6ZbTceIR3Wo+jtemDJl8Df85p0/B3S+Ra46r6R1MOCTTQE0glca/tf+ufKW8d1pYMs2LnR2tIPlmH8qn3mvPjPA29Kb86RnjpDat009M3l+79fD5mVc78q2tuLCPly8ssOlDZdp+ixVL95QPOYW0Lw0zM8L9qvaIbn2hZM7bmJdEh3C9aOlu5+1YKs9tnPNQvaCyK9fr70X7tHz/pcYBmmjRpI7VvZn6nNpSZUfU/1WHgPAQQQKJMAAdAysTEIAQQQQAABBBBAAIGaIeD7FC637Le/7lEy+JksMHA76eNFIRPuQguCPnNm8lFeI/CnwATLqvTgZ20LSF5p2yacsEvRwKIH2T3zceC/JN8L8xDLwHzxLKlunT/PkeqVV1X3ILwHQL150LTnxtKaDaU5Fgz1ZfZPTrdzzQzLyn2ZfabmWZ0ekPXl6Rfvn76nV2gfdbjtBTpWuuRxaYD9WSi+p2e60bVrS9ta0NS/aAgggAACFSdgf93SEEAAAQQQQAABBBBAAIGSAp9bBtzkD6XVbF9Gz4DL1rxPI+vrWaOePUerGoE/LBDoGZT9LXDY8VypzenS1hdJQ++2/VpnV82coqv+9rs0/IHwm2dinrhr0eBn1M+Dl4+dIm24Vthn0/fJzNbOtvN68NM/r2OOkj64XBp7jO23eaj08FBp5pUhOOkFjY64WXrLMi/TNQ+mPvJ2OHqhZX5ma75cv4Nlbvo+oR5opSGAAAIIxEuAAGi8ngezQQABBBBAAAEEEEAgNgK+h6I3X87uQaVsbdV60va2JNhbNDb8VhjfPRPWg1vnW/biURZA8+XRlzxmS5g/js/9+b6U210W5vafdyRfBu6VxGd+Id32stTr6pCp6JmNVdFemmXZmJYpvHEL6aRemWfQeNU/My+9AnumNmWudMNzUr260hOnhkCnL3lPbs0bhcDoCRZ09SruJ90dspuT+0SvP1ls+9n+aMHjZrkXY+q9eRhdiJ/9yIWfCCCAQHUVsP95oCGAAAIIIIAAAggggAACJQU8AORtLdvrMNfmQSZvXgypkJoH2IbeE7IRi9/X1RNCkHikLYPOZW/J4uPL6/cPPpd6W4BzybKQOXlqX8n3mfRA4qdfW0bllBAk9L01fUm4763pxXZK0763gkKeFezn8yXpbS1D04sL5brk2/e69LbvlrYEPod0nD07WxEg+6/WKZ9InrnpQfZULSoiNLR3KFKUqk/03mUHSB4cfu8z6QVbDr9L++jInz+jz2/0ef7zSPpXa60ejnnAmYYAAgggEC8B+58SGgIIIIAAAggggAACCCBQUiAK/nxRiuXsX9gSYG/NVwSDwm/V+7vvG3nYv6SfLWtw3Sa2tHwbW1reOhTHmWZZsr7s2gv37GJLrB86KQQEK/uOf7Wl5QNuCsFP39vytkFSw6RgoVdS79Im7OO673Vh+bcvGf/ngNxm+tX3VljoccmXonv2ZHLzAOvJfaRT7CtbxXIv9ONtg+bhZ7bvfj4vtOUZmV8uTT9u0oxwpqN6ZjtjmOOh20oeuPZxqQKgUeX56POc/azSF9+GXmut+EeAXMbQBwEEEECgcgRy+De3ypkIV0EAAQQQQAABBBBAAIF4CWy5Qdif0YN7UUZcphl++6MFAi070Jceb7l+pp7V59iHC225+9gQ/By8k2WAXhqWZfuej179+/KDpOmXWRXzraWllnl56I1hH8jKvsO7LDDpc92spXT7X4oGP5Pn4pXW7x8SsjdvfTksR08+nur1DMss7fk36eYXJd/D07dEGLRjqHbugWB/7r4VQL8RkgdKM7U1GoSjbpVr+86yTr15hfRUzZfzL7brenao7xmaS/N5e5tngdVUbX1b+u5V3j2omcuSdt939al3w5m6tU11Rt5DAAEEEKhKAQKgVanPtRFAAAEEEEAAAQQQiLGAL+nt3SEE/y617L9s7VILgv30q+0zaWM8eJRre/4D6djbpa4XSOudJnU+z4JrtsemL1Ou6nbeQ6ESuGd9erZkqiXjq1tg7lbLuPT7TmRKPlH5s/Zl7d7+ukfqOYaj4bsX6/GAbXKhn+Tjya8XfSftf730mS1590rlb10kTTxTum6gNNqW/L9+vvT0sJCZ6UWFPADsQdJ0rb1d29vLs8LPbN/fnx/2MF3bPovNVkvd26vJe/P7ybVFfeusGFt8nAfx/Zl7O98+Ax7gzNTGviR9vCg4UNE9kxTHEEAAgaoRIABaNe5cFQEEEEAAAQQQQACBaiFwyQFhf8cxL0h/n5B+ytc8Kf3L+vhekJfun75f8hHfK/GAkdLe10rjXgsZjL7vqAeSHnorVDHf9aqqqyjvwb8J08MelFccnDzzkq99P8sR/cP7974RAsEle5V8x5eu+xL74fdLh4+RBt8WlmZ71mVp2tRPQu8+m+c2qm/H0C9bduPFjwZ/z/qccHrqgkDbbyw9O1zyyu2vfWTB4JfTz2F329PTPyOeLfnup+n7RUeiz5zvGVq8qFHUx5f6t7Bl8r5Fge+DmkuLvDbIkDF6xm62lYMtZ39+plWrv6vk0v/oOv5Z9efnzSvb1+G/sgMG3xFAAIEYCfBXc4weBlNBAAEEEEAAAQQQQCBuAp1aS6Ms08+DTxdbhueOl9s+kK9IHkDyLxi3oeUAAEAASURBVH+90xXSRRYo8z4jD5M6rZf9LnzZtBfsmfie1GRV6cJ9LZvQMkDn/UN6+2LpSgs4tmwcKqz7+eeXYh/S7FfPrYcH87zy+46bWiEoy0DM1tq1sOxVu3cv1pMtsOjnetqCgJ71evBoy6Z8Vnrk7bCfqC8n724GuS6n94zL720ZuAfemqTJkiw+92iP1kxbG/gzutsC037eG48MFdaLnyf6vYVl/EYB4FGTondL/vTM4ON3Ca4DbV9VzyxN1657RnrQgouedevByExtt07hqC/Tz9a8kNO9r4de0bhUY3wf0HuOD9sJ3P2qtPVF9mfB7u3NOSF461m3HsD3bGUPZJ9uc9zPArU0BBBAAIH4CdSN35SYEQIIIIAAAggggAACCJS3gBef8eXZTS3Y6IHFdNl0qa47cLuQCXfS3aEa9xTLhivevFCNB0ozBZSSxwy5U5q1IBQTevTkUOgmOt7UgnheTf2wHiEI6MulPTvyOcsyrMxW2oI9PrcNm9ueoJbZGI1NN99/PS8Nuy8EAn3fzv/rLnkA9ScLnr4+W7rvv9IT71gweK5liJ4h+d6d6ZpXY1+zYSiA5IWCctl+YMG34WxRIDTVub1CugdXd9ks8/WjsbtbENKXqnsGr395hfhU7cL9QiV5r+zue4uetZcFgbvZEncLOHrA2e/5H09Lj08No0cfEbJLU50res+LMPk+qGMtAOrZrek+h76Ufah9jr/8LhSryrZc3bNbJ50p/eVWyy79wub6QHTFP3/6FgiXHmB9dvrzPV4hgAACCMRLgABovJ4Hs0EAAQQQQAABBBBAoNwEPIPv2omW7WZLspMz7Xy58MFbh4y1XIJlPqF+FtyafqnkWW+etTn3qzBNr+btAScPYCVXHc90Ex7gesyCW43qh6rpHjxN1by6+L9PkLpdHDJBfU9Qr3BeWc0DW95KU7An6huNDWco+t0Di1Hw8xLbLuDUvpIvoY/aAAs4n7u3dIRlFk7+0IKjo6241HmZK6x74Z1J74fl9Ef2jM6U/uf4aeHY1hum7xMVCIoKBqXvGY74PXRY14KLdn+f2OcjXQDUMzofP1U6eqz0jM152L3hy5+3Z89GVea9qNENFvw8yD5b2ZoHzM/bJxRj6n+j7dtpr0/ctehn8qOFlklq13p2huTPx7OVc2lbtAnZyR6Q9s/gR1+GLQ5aNwkV5A/ZJvwDQS7nog8CCCCAQNUIEACtGneuigACCCCAAAIIIIBAhQq8YVmEh95kwSjLCPTm2XUeaFxkvy+0bNBRz4blzXcMDsV7Qq/M3z3AecT24Stzz8xHH/hvOD7IMubWtSBSpuZBsVP6hMw7D77mEgD1LMJHp9jyaes//TOrUv6DLWFfQ9rGgoQeXNxhk0xX/POYFwvy9ooFIf2c2bJmvQCUL4/21t6yOlM1P89f7wvn8yCnL5tO1TxI/fBQaecrQubhTS8Eh1R9/b1Dtw0B0CvH2zLsrUJGaLq+nmHqAej69l+DB1jfdC3ayzIqGJSuX/L7Ud9obPKx5Nf+XB85OQQUfc/Ql/4Xqsl7Hw+q79M13K875Nq8AJRvBfCPp2xLhUekq8yiuz3zNRqGavfv2mfBm+/r6YF1z7zNtfn9+PJ2lrjnKkY/BBBAIF4CBEDj9TyYDQIIIIAAAggggAACeQt4oMcLC3k2nS/h9SzDbTb687TT5oU9Oz377qBR0vjTJS9yU1kt2h8z14I9fSzD1JceR4VrMs3TM1MP+1fJPTi9uJIvub/rVbPpIt10VOYgoV/DM/88GOfn/PfrIXia6do3PRcCcB50a5UmsOsBUi9w5AWDhu2e6WzSapYh+7eDwj6Td76SOQDqGb2jJ4UtCg62Z+oBPg96F29RpXZ/35eN+3YI6Zov5/cWPa/wW/rvvlw+CjJuuFb6fslHPKAdBbV9P1LP+qy/SnKP0r32z/qu7a0Y0eNhKwHPto2aex7SPWTXliawGo3nJwIIIIBA9RUgAFp9nx0zRwABBBBAAAEEECgwgWUWsPQlz58stmxDu7f1LQDlAUxfMpxr8z0OB90Sgp/9bWnuv44qWZXaA3ueXeiVq2+woN0x1v+dS0p3nVznk6qfByO9Zdp/MvQI36MCRJkK9nhP33dy1yvDXqfrWYDRl5bv2iEEAud/HfbU9GJDvpR5zjVhb8dGDZKvVPK1Z2l6ZfbT/x326PTgZqr2zHuhSJQf8zHp2iuzwhEPwno19Gytl83fMxj/Z8Fbr0ofWRQf58vPxx1v93uVLZf/KBRXOnZnyyDdTGq8mvSpfaY8K9a3Q/AsTd/SwJeMZ2o72Vj/7L02OxT9yVbcyjN0fdsFz5x1/9K2XAs4ZTuv37N/+T6sHmz+blnIfu5in/t8gqvZrstxBBBAAIH4ChAAje+zYWYIIIAAAggggAACNUTA9428aoJ08wshcJl82561dtwutmx6d9szs0HykdSvH7fgngd9PAPP909MtxTZl3N7pfXJFizzjNB7XrPA6Y6pz1ne7/oSZG9eiKfjuuF1pu+fWz9vmQKmHvgdaEv+vdCTBw3vOa6olxdW8gDe4dvbMubrpPc+k06zoObNR4dzp/vuS8uf+yBkgO4+wgro9LG9K3uG4LSP8axSrzzuRY3+sOXtp1jQ1a+fri1cGo6s3yxdj6Lv+/PzYOL780NAL10A1Ed5VulL50jHWsDW5+zL4f0ruXnBJM/89EzJdJ+NqL9/9jyIev0zVuDHzjnxzPRZs7O/DAF1H3tav+gMVfvTt3xIt79s1c6MqyOAAAIIVLYAAdDKFud6CCCAAAIIIIAAAggkCXixmP1HhkCav+1FaTq3tj0i7bVXE397btjT8MlplrVpeyZmy6zzIi3ejttZqpfl/+171uBJvUKGo2dFVlYA1O/xRdvz0Qvx9N48Md2M3yZYP29e6Cdde+CtsPzal6wXD34mj3G/B06yc10UgpqeJbp5liDsjRZI9j0rb3xOuubJ8OUFnDzg6dsMeKtdSzpnL+ls+8rUoiD2dz9l6lX0WFRYaY0cAuAe8PMCQy9bpunDZvKeBU59vFdn366d1N8CuumKExW9avjN78eLXnkA1rNrrx1YdA9VDzw//HYoLvT1D9Iene0a26Q6E+8hgAACCCBQdQJZ/i9R1U2MKyOAAAIIIIAAAgggUOgCHgQ7YEXw0yttjznKgp+WpZjcfP9Fz+jzrE7fr/O54WFvyOQ+ya89I9GbB7tyadtuFHp9uGJcLmPy7eNVs//xtHTH5JDdmqkYzReW/TnSMhC9HZohsBYVVjpjt6KZn2Fk0e8eAPRiTp65+ZAFCbMFQD1r8u+HhMDeqEmh2FC0jN8zMn05uWdVRkWTil6t6G9RcSQPUJ5d9FDK3zxA/unXYRl8toJRySfwQk+5FntKHlf8tVdLf9QC7weNDlmzngXrQWa/119/D9nDX9rSfG+7mcNtf8leLCr05jsCCCCAAAKVJ0AAtPKsuRICCCCAAAIIIIAAAkUERjwV9nb0ZeCTbHlxlB2Y3Mn3LZz017C3o2fhXTsx8x6TXoncW677hnrRGW/LVowLv1Xsdw+eeQDyjlekAy0A/NDQ1BW5539jxy3o68HGvh2lXdqnn9dUCxR7y7mwkmWeegA01wI/fu6tNggBPn/twWvP+vRl4qVpfh9u7lXPvRp7FIBOd46rnwxH9txC8kBsVTRfWv/8cAtEW/D3pudDUSgvDBW1dmtbBqgFngduZyaWVUxDAAEEEEAgbgIEQOP2RJgPAggggAACCCCAQI0Q8Oy5MS+EW/W9OlMFPyMIL4Iz+nDbW/JqC0DZMuyz9ky/f6NX9fZs0Y8WZs9s9PPPsn7eWtm4ymzXWEblBzbP/35sFegvk460gKgH+daxeXxlGYVeof4WC1B+/7O0yTrS2GMyzy4qkJRpn9DkM0T9onHJx3J57ZmRZWn+LD1b1PfmPPJm6ckz0i9JH2v370FiD3wO36MsVyu/MQ0taPtXm8MwC3T6snrPSvUiTr7X7MYtyu86nAkBBBBAAIGKECAAWhGqnBMBBBBAAAEEEEAAgSwCb1j2n+/N6Evft9wgS2c7vM1GIUty5hdhX9B01ch32Ux6dkao9r3vltnPe98boY9Xza7M5gG18adZQO0+6c7JIRvTMzKLt327WvDXAsS+B2em5oWVvFiSL5n3oFy25v28RYHQ8FvlfB9uAWxfAj/5Q2nHy0Ng0bcFaLFGuP7UT0LhIa+q7u2fh4YK9OG3qv3uGZ6+TUPxrRqqdlZcHQEEEEAAgcwCBEAz+3AUAQQQQAABBBBAAIEKEfAMOm+5VEEPPUNfD4B+slhKFwD1quWX/0fyokZePGgPy6pM1zwAd9erIZv0qJ7pelXc+x4E9czWIb0kD8S+NSdUcW9iwU5f+n9w97DsPJcZuMejU0JhpZN6Zx8xfnro023D7H3Lu4dnTj50ku3tersVLJpqxZMeDF9rWnaob0Xwy2/hir6NwbUDpMN6lPcMOB8CCCCAAAI1S4AAaM163twtAggggAACCCCAQEwEor0SvZJ4ru33FX3rZNhnscWa0nn7hIDaEbbE+rqBYW/G4td4zIKFx98h/f6HZWHuXrUZhr4n6MX7F59h6X73wK8HQL24kmdTenGidG3avBBwdceDu6XrVbHv+5YH4463pf7vhezXF2ZKSywj2JtXqt+7i3RKX6k0hY/CaL4jgAACCCCAQHEBAqDFRfgdAQQQQAABBBBAAIFKENjQKml78+XOubaobzQ23TjfY3KeZYl6wZrjbrcg6ESr0N1ZamnB0UW2v+ZEC7pFxX8OsSzLCyxgWt2b7x/qVc99abkXVnpgiC0pt/st3t79NFQ098Dvibvmtly++DnK8/c+Ha1wk315+/ZHqaFlfda3LxoCCCCAAAIIlJ8AAdDys+RMCCCAAAIIIIAAAgjkLLDVBrb/ZCPpw4WSZ/9l24Nz0vuh+rYH9Xx5eLZ2Tf+wfPyCR0JRJC+MlNz82ufsbcuwd05+t3q/vn2wFYq6SppiQeWuF0qDd5J27SA1s3ud/3XYFuDu16Tffre9NzeVLjswXvebbZ/TeM2W2SCAAAIIIFB9BAiAVp9nxUwRQAABBBBAAAEECkjAl1/7EufzH7ZMxDul58/6swhO8dtcsMT2ybwrvHuqjalVq3iP1L/7svADtw5ZkV5tffH3UpPVLDhoAVQPDPoek4XUvIjQC2dLJ9jS/idtj88RT4Wv5HusbXbH7SxdcbBUj/8aSqbhNQIIIIAAAgUrwP/kF+yj5cYQQAABBBBAAAEE4i7gS7C9WJEHJ3e+IhS86dfpz1kvtz0/n3rXAqX3hArnPdrZvp27/Hk8l1ce5OtlwU7/qgnNM1t9+fsbs6UH35Km25J3X1rue4Jus5HtD2pL/jdZpyZIcI8IIIAAAgggEAkQAI0k+IkAAggggAACCCCAQCUL+F6P91uwrv8N0usWsDtwVCh606m1ZLHPRPDui2/DpHpubEVzTpC8gjgtu4AHO/2LhgACCCCAAAIIEADlM4AAAggggAACCCCAQBUKeMbik2dIY16QRk6SPrO9Kud/8+eEvCK4L5X/y45SXYKff8LwCgEEEEAAAQQQyFGAAGiOUHRDAAEEEEAAAQQQQKCiBDyrc0iv8OXFij75KuzzuX4zqX2riroq50UAAQQQQAABBGqGAAHQmvGcuUsEEEAAAQQQQACBaiLQwQKe/kVDAAEEEEAAAQQQKB8Bqz1JQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEClOAAGhhPlfuCgEEEEAAAQQQQAABBBBAAAEEEEAAAQRMgAAoHwMEEEAAAQQQQAABBBBAAAEEEEAAAQQQKFgBAqAF+2i5MQQQQAABBBBAAAEEEEAAAQQQQAABBBAgAMpnAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQKVoAAaME+Wm4MAQQQQAABBBBAAAEEEEAAAQQQQAABBAiA8hlAAAEEEEAAAQQQQAABBBBAAAEEEEAAgYIVIABasI+WG0MAAQQQQAABBBBAAAEEEEAAAQQQQAABAqB8BhBAA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)
dd <- as.Date(c("2003-08-24","2003-11-23","2004-02-22","2004-05-03"))
weekdays(dd)
## [1] "Sunday" "Sunday" "Sunday" "Monday"
months(dd)
## [1] "August" "November" "February" "May"
quarters(dd)
## [1] "Q3" "Q4" "Q1" "Q2"
## ss 14.5.5: Creating Groups
library(MASS)
##
## Attaching package: 'MASS'
##
## The following object is masked from 'package:DAAG':
##
## hills
catBP <- cut(Pima.tr2$bp, breaks=4)
table(catBP, exclude=NULL)
## catBP
## (37.9,57] (57,76] (76,95] (95,114] <NA>
## 22 170 87 8 13
## ss 14.5.6: Logical operators
c(TRUE, TRUE, FALSE) & c(FALSE, TRUE, FALSE)
## [1] FALSE TRUE FALSE
c(TRUE, TRUE, FALSE) && c(FALSE, TRUE, FALSE)
## [1] FALSE
## A vector form of {if} statement
## Operators are functions
"+"(2, 3)
## [1] 5
## Sec 14.6: Factors
fac <- factor(c("c", "b", "a"))
for (i in fac) print(i)
## [1] "c"
## [1] "b"
## [1] "a"
## Ordered factors
stress.level <- rep(c("low","medium","high"), 2)
ordf.stress <- ordered(stress.level, levels=c("low", "medium",
"high"))
ordf.stress
## [1] low medium high low medium high
## Levels: low < medium < high
ordf.stress < "medium"
## [1] TRUE FALSE FALSE TRUE FALSE FALSE
ordf.stress >= "medium"
## [1] FALSE TRUE TRUE FALSE TRUE TRUE
## Factor contrasts
contr.treatment(3)
## 2 3
## 1 0 0
## 2 1 0
## 3 0 1
contr.sum(3)
## [,1] [,2]
## 1 1 0
## 2 0 1
## 3 -1 -1
cities <- factor(c("Melbourne","Sydney","Adelaide"))
contr.sum(cities)
## [,1] [,2]
## Melbourne 1 0
## Sydney 0 1
## Adelaide -1 -1
## *Tests for main effects in the presence of interactions?
## Sec 14.7: Missing Values
x <- c(1, 6, 2, NA)
is.na(x) # TRUE for NAs, otherwise FALSE
## [1] FALSE FALSE FALSE TRUE
x == NA # All elements are set to NA
## [1] NA NA NA NA
NA == NA
## [1] NA
x <- c(1, NA, 6, 2, 10)
x > 4 # The second element will be NA
## [1] FALSE NA TRUE FALSE TRUE
x[x>4] # NB: This generates a vector of length 3
## [1] NA 6 10
## x[x > 4] <- c(101, 102)
x[!is.na(x) & x > 4] <- c(101, 102)
x
## [1] 1 NA 101 2 102
## Counting and identifying { NA}s -- the use of {table()}
with(nswdemo, table(trt, re74>0, useNA="ifany"))
##
## trt FALSE TRUE <NA>
## 0 195 65 165
## 1 131 54 112
fac_re74 <- with(nswdemo, factor(re74>0, exclude=NULL))
levels(fac_re74)
## [1] "FALSE" "TRUE" NA
levels(fac_re74) <- c("0", "gt0", "<NA>")
with(nswdemo, table(trt, fac_re74))
## fac_re74
## trt 0 gt0 <NA>
## 0 195 65 165
## 1 131 54 112
## The removal of NAs
## {NA}s in modeling functions
options()$na.action # Version 2.10.0, following startup
## [1] "na.omit"
## Sorting and ordering, where there are NAs
x <- c(1, 20, 2, NA, 22)
order(x) # By default, na.last=TRUE
## [1] 1 3 2 5 4
x[order(x)]
## [1] 1 2 20 22 NA
sort(x) # By default na.last=NA
## [1] 1 2 20 22
sort(x, na.last=TRUE)
## [1] 1 2 20 22 NA
## Sec 14.8: * Matrices and Arrays
xx <- matrix(1:6, ncol=3) # Equivalently, enter
xx
## [,1] [,2] [,3]
## [1,] 1 3 5
## [2,] 2 4 6
dim(xx)
## [1] 2 3
## Use as.vector()
x <- as.vector(xx)
## Alternatively, directly remove the dimension attribute
x <- xx
dim(x) <- NULL
## The extraction of submatrices
x34 <- matrix(1:12, ncol=4)
x34
## [,1] [,2] [,3] [,4]
## [1,] 1 4 7 10
## [2,] 2 5 8 11
## [3,] 3 6 9 12
x34[2:3, c(1,4)] # Extract rows 2 & 3 and columns 1 & 4
## [,1] [,2]
## [1,] 2 11
## [2,] 3 12
x34[-2, ] # Extract all rows except the second
## [,1] [,2] [,3] [,4]
## [1,] 1 4 7 10
## [2,] 3 6 9 12
x34[-2, -3] # Omit row 2 and column 3
## [,1] [,2] [,3]
## [1,] 1 4 10
## [2,] 3 6 12
x34[2, ] # The dimension attribute is dropped
## [1] 2 5 8 11
x34[2, , drop=FALSE] # Retain the dimension attribute
## [,1] [,2] [,3] [,4]
## [1,] 2 5 8 11
## Conversion of data frames and tables into matrices
## ss 14.8.1: Matrix arithmetic
## Set up example matrices G, H and B
G <- matrix(1:12, nrow=4); H <- matrix(112:101, nrow=4); B <- 1:3
G + H # Element-wise addition (X & Y both n by m)
## [,1] [,2] [,3]
## [1,] 113 113 113
## [2,] 113 113 113
## [3,] 113 113 113
## [4,] 113 113 113
G * H # Element-wise multiplication
## [,1] [,2] [,3]
## [1,] 112 540 936
## [2,] 222 642 1030
## [3,] 330 742 1122
## [4,] 436 840 1212
G %*% B # Matrix multiplication (X is n by k; B is k by m)
## [,1]
## [1,] 38
## [2,] 44
## [3,] 50
## [4,] 56
## Set up example matrices X (square, full rank) and Y
X <- matrix(c(1,1,1, -1,0,1, 2,4,2), nrow=3)
Y <- matrix(1:6, nrow=3)
solve(X, Y) # Solve XB = Y (X must be square)
## [,1] [,2]
## [1,] 2 5
## [2,] 1 1
## [3,] 0 0
## Computational Efficiency
xy <- matrix(rnorm(1500000),ncol=50)
dim(xy)
## [1] 30000 50
system.time(xy+1) # user and system are processor times
## user system elapsed
## 0.002 0.001 0.002
xy.df <- data.frame(xy)
system.time(xy.df+1)
## user system elapsed
## 0.092 0.005 0.098
## ss 14.8.2: Outer products
outer(1:4, 1:10)
## [,1] [,2] [,3] [,4] [,5] [,6] [,7] [,8] [,9] [,10]
## [1,] 1 2 3 4 5 6 7 8 9 10
## [2,] 2 4 6 8 10 12 14 16 18 20
## [3,] 3 6 9 12 15 18 21 24 27 30
## [4,] 4 8 12 16 20 24 28 32 36 40
rbgshades <- outer(c("red","blue","green"), c("",paste(1:4)),
function(x,y)paste(x,y, sep=""))
rbgshades # Display the matrix
## [,1] [,2] [,3] [,4] [,5]
## [1,] "red" "red1" "red2" "red3" "red4"
## [2,] "blue" "blue1" "blue2" "blue3" "blue4"
## [3,] "green" "green1" "green2" "green3" "green4"
plot(rep(0:4, rep(3,5)), rep(1:3, 5), col=rbgshades, pch=15, cex=8)
![plot of chunk unnamed-chunk-1 plot of chunk 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CBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgACB+QismM9BjiEwhMDuOfZ5yUZDjOFQAgQIECBAgAABAgQIECBAgMByEbghF/r65OblcsFtX+fKtgc0HoEeAlX8fHGPPnYTIECAAAECBAgQIECAAAECBAj8SuB7Wf3grz5aG0RAAXQQLX3bEFj/5OfmT14xtdmjNmhjPGMMIXDd8XccP8ThDl1mAhsdMrXr1kdteOIyu+yJvVz//if21i7IhW30oKldt3z6Bv79L4ju4g/6s/9zp//+Lz772J5x5b5Tu27+OP/+x/YGTpv4jW/2738aiY9zCGxw76ldNz5ghf/+z2G0GLvWXLBu6o5r1p/Jm7RDgHsFfgi8lg7dJeNsn2ze5LYs69HmG5Prkvo8Se1NuZgX7vCmDae2feGGk3RdY3ktl6z4pf8NGMs7tzSTvu+6lECnVpyzNGd31rYF/PtvW3Syx9v95xsdssGKKf/+J+Q2X7bNGv/9n5B7uRiX8WtfmzpkxdRK//4XA3sRznH1oWv9+18E50k5xTb/O//+V27g3/8S39CbP37n1Jrvrp/E0fnzvUs8nbE9vSdAF//WbZVTHpMcmeyf1OfZ2trsuCD5evLJ5NPJukQjQIAAAQIECBAgQIAAAQIECBAgQKAPAe8g94HUUpedM87JyVXJW5KHJXMVP7N7qgrUByfPSaoAen7yhEQjQIAAAQIECBAgQIAAAQIECBAgQKAPAU+A9oHUQpftMsaZyQFdY9WTnKuSy5PVya3J7Undk02TrZPdkj2STZJq9cToJ5L6Do43JxoBAgQIECBAgAABAgQIECBAgAABAnMIKIDOgdPSri0yzqeSTvHzm1l/Y/KFpAqfvVp9ye1Dk3pt/k+S+lzfo3lxUq/EawQIECBAgAABAgQIECBAgAABAgQIzCLgFfhZYFrc/NSMVa+7V/tAcmiz7Kf4WcesSb6aHJs8ufmcxdRfJ+5fSWgECBAgQIAAAQIECBAgQIAAAQIEZhFQQJsFpsXND2/Gqu/vrKc47xxi7Hri80XN8fVE6V5DjOVQAgQIECBAgAABAgQIECBAgAABAhMvoAC68Lf4Ec0pzsiynuYctn20a4C9u9atEiBAgAABAgQIECBAgAABAgQIECAwTUABdBrIAnzctRnzipbGvi7jdAqpm7U0pmEIECBAgAABAgQIECBAgAABAgQITKSAAujC39ZLmlN0vgd02DPWK/X1Q0jVvn3Xwp8ECBAgQIAAAQIECBAgQIAAAQIECMwkoAA6k0q7285thntalo8acuhtc/wbmjGuz/LSIcdzOAECBAgQIECAAAECBAgQIECAAIGJFlAAXfjb+9qcol5Z3zQ5Palfc984GbQdlAM+l9Sy2tvuWviTAAECBAgQIECAAAECBAgQIECAAIHZBFbOtsP21gTqFfi/SF6fbJNU4bLWv5x8J6mnOK9Nbk1uS+qeVLF062S35H7JYcn+SadVIfRlnQ+WBAgQIECAAAECBAgQIECAAAECBAjMLKAAOrNL21tPyoD140UnJ/XDRVslT2ySxUDts+l9ZHLnQEfpTIAAAQIECBAgQIAAAQIECBAgQGAZCngFfvFu+ik51R7Ja5JrBjzt7elfr88/KXl8Ut//qREgQIAAAQIECBAgQIAAAQIECBAg0EPAE6A9gFrevTrjvbTJnlkemtw/qdfd6/X4ejK0vi/0F8mNSb0+f2FyXlLbNAIECBAgQIAAAQIECBAgQIAAAQIEBhBQAB0Aq+Wul2W8ikaAAAECBAgQIECAAAECBAgQIECAwAIJeAV+gWANS4AAAQIECBAgQIAAAQIECBAgQIDA0gsogC79PTADAgQIECBAgAABAgQIECBAgAABAgQWSMAr8AsEu0DDbpRxd+4a+8qu9YVcXZHB75XUcti22bADOJ4AAQIECBAgQIAAAQIECBAgQIBAvwIKoP1KjUa/AzONc7qm0kZBsmu4WVf/IXuOnXXvPHbc8rk7p7Z94YbzONIhBAgQIECAAAECBAgQIECAAAECBPoXUADt32o597w0F39N0sZXJmyXcTZad8ty5nTtBAgQIECAAAECBAgQIECAAAECiyWgALpY0uN9nr/J9CtttHMzyIM3qDKoRoAAAQIECBAgQIAAAQIECBAgQGCBBRRAFxi45eHPy3j3bnlMwxEgQIAAAQIECBAgQIAAAQIECBCYWAEF0PG6tWsz3WvHa8pmS4AAAQIECBAgQIAAAQIECBAgQGDpBNr4Tselm70zEyBAgAABAgQIECBAgAABAgQIECBAYA4BBdA5cOwiQIAAAQIECBAgQIAAAQIECBAgQGC8BbwCP7r379cytfslWyTfSepX2DUCBAgQIECAAAECBAgQIECAAAECBAYQ8AToAFgtdd0k4+yTbD/LeAdk+yeTq5OvJJ9JViVXJSckKxKNAAECBAgQIECAAAECBAgQIECAAIE+BBRA+0Bqqct2Geftyc+Si5KfJGclxyWdVsXPKno+obOha7lL1t+QfC7xS/BdMFYJECBAgAABAgQIECBAgAABAgQIzCbgFfjZZNrdvlmGOyN5RNewG2b9kU1q8z8k70u2rQ9ptyQXJPWr7w9M7pPU05+/k5ya/G6iESBAgAABAgQIECBAgAABAgQIECAwh4AnQOfAaWlXFTo/mHSKnz/P+peSc5M1SbW/S16a7F8f0qoQultyaHJEUt8F+rCknhytVkXQo9ev+YMAAQIECBAgQIAAAQIECBAgQIAAgVkFFEBnpWltx//ISE9qRntPllXYfEzyG836t7KsJ3FfnVT7dHJkcn196Gpfz/rDk/pu0GqvvWvhTwIECBAgQIAAAQIECBAgQIAAAQIEZhNQAJ1Npr3tVcysdl7yzOQX9aFp9Xr745J63b3TTuyszLCs7w89vtn+61nuNEMfmwgQIECAAAECBAgQIECAAAECBAgQaAQUQBf+r0J9f2e19ydr16/d/Y/V+fjeZtNNWX7/7rvv8emLXVs6Y3dtskqAAAECBAgQIECAAAECBAgQIECAQEdAAbQjsXDLezVDXznHKc5p9t2c5bo5+tWuKpje1vSpp0A1AgQIECBAgAABAgQIECBAgAABAgRmEVAAnQWmxc2XNWPdb44x66nPVcnOyTZz9KtduyebNn0uaZYWBAgQIECAAAECBAgQIECAAAECBAjMIKAAOgNKy5s6v9xe3/+55SxjfyXbd0k2T7q/I3Sm7s/v2nhh17pVAgQIECBAgAABAgQIECBAgAABAgSmCSiATgNZgI/vbsasX38/PZnrtfV6tf2Opv9Miyp+vqDZ8fksb5ipk20ECBAgQIAAAQIECBAgQIAAAQIECNwloAC68H8TPp5TfKk5zeFZXpyckRzSbOu1qNfi65fhv5H8bbIyWZN0PwmajxoBAgQIECBAgAABAgQIECBAgAABAtMFFECniyzM56dn2K82Q9dr7k9Mtm8+91oclg4nJQ9pOtYvyR+ffK/5bEGAAAECBAgQIECAAAECBAgQIECAwCwCCqCzwLS8+dqM95jk1ckVzdjnN8teix91dbgq6/UU6cld26wSIECAAAECBAgQIECAAAECBAgQIDCLgALoLDALsLleW39ZskdyaFJF0X7aD9Ppr5JHJnsmZyUaAQIECBAgQIAAAQIECBAgQIAAAQJ9CNT3SWqLK7Aup/v6AKesHzp6+QD9dSVAgAABAgQIECBAgAABAgQIECBAoBHwBKi/CgQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQICAAqi/AwQIECBAgAABAgQIECBAgAABAgQITKyAAujE3loXRoAAAQIECBAgQIAAAQIECBAgQIDASgQElkJg7aXrLrpzaurDS3Fu5yRAYH4Cv5xas2rl1Mavmt/RjiJAYJwF1q1Zs2rdypX+/Y/zTTR3AvMUWLN2atXGG0z59z9PP4cRGGeBNXfm3/+Uf/9LfQ/v+NnUEZnDgUs9D+cnQGAwgXPTfV1y2mCH6U2AAAECBAgQIECAAAECBAgQWHYCp+aKq45y1LK78hYv2CvwLWIaigABAgQIECBAgAABAgQIECBAgACB0RJQAB2t+2E2BAgQIECAAAECBAgQIECAAAECBAi0KKAA2iKmoQgQIECAAAECBAgQIECAAAECBAgQGC0BBdDRuh9mQ4AAAQIECBAgQIAAAQIECBAgQIBAiwIKoC1iGooAAQIECBAgQIAAAQIECBAgQIAAgdESUAAdrfthNgQIECBAgAABAgQIECBAgAABAgQItCigANoipqEIECBAgAABAgQIECBAgAABAgQIEBgtAQXQ0bofZkOAAAECBAgQIECAAAECBAgQIECAQIsCCqAtYhqKAAECBAgQIECAAAECBAgQIECAAIHRElAAHa37YTYECBAgQIAAAQIECBAgQIAAAQIECLQooADaIqahCBAgQIAAAQIECBAgQIAAAQIECBAYLQEF0NG6H2ZDgAABAgQIECBAgAABAgQIECBAgECLAgqgLWIaigABAgQIECBAgAABAgQIECBAgACB0RJQAB2t+2E2BAgQIECAAAECBAgQIECAAAECBAi0KKAA2iKmoQgQIECAAAECBAgQIECAAAECBAgQGC0BBdDRuh9mQ4AAAQIECBAgQIAAAQIECBAgQIBAiwIKoC1iGooAAQIECBAgQIAAAQIECBAgQIAAgdESUAAdrfthNgQIECBAgAABAgQIECBAgAABAgQItCigANoipqEIECBAgAABAgQIECBAgAABAgQIEBgtAQXQ0bofZkOAAAECBAgQIECAAAECBAgQIECAQIsCCqAtYhqKAAECBAgQIECAAAECBAgQIECAAIHRElAAHa37YTYECBAgQIAAAQIECBAgQIAAAQIECLQooADaIqahCBAgQIAAAQIECBAgQIAAAQIECBAYLQEF0NG6H2ZDgAABAgQIECBAgAABAgQIECBAgECLAgqgLWIaigABAgQIECBAgAABAgQIECBAgACB0RJQAB2t+2E2BAgQIECAAAECBAgQIECAAAECBAi0KKAA2iKmoQgQIECAAAECBAgQIECAAAECBAgQGC0BBdDRuh9mQ4AAAQIECBAgQIAAAQIECBAgQIBAiwIKoC1iGooAAQIECBAgQIAAAQIECBAgQIAAgdESUAAdrfthNgQIECBAgAABAgQIECBAgAABAgQItCigANoipqEIECBAgAABAgQIECBAgAABAgQIEBgtAQXQ0bofZkOAAAECBAgQIECAAAECBAgQIECAQIsCCqAtYhqKAAECBAgQIECAAAECBAgQIECAAIHRElAAHa37YTYECBAgQIAAAQIECBAgQIAAAQIECLQooADaIqahCBAgQIAAAQIECBAgQIAAAQIECBAYLQEF0NG6H2ZDgAABAgQIECBAgAABAgQIECBAgECLAgqgLWIaigABAgQIECBAgAABAgQIECBAgACB0RJQAB2t+2E2BAgQIECAAAECBAgQIECAAAECBAi0KKAA2iKmoQgQIECAAAECBAgQIECAAAECBAgQGC0BBdDRuh9mQ4AAAQIECBAgQIAAAQIECBAgQIBAiwIKoC1iGooAAQIECBAgQIAAAQIECBAgQIAAgdESUAAdrfthNgQIECBAgAABAgQIECBAgAABAgQItCigANoipqEIECBAgAABAgQIECBAgAABAgQIEBgtAQXQ0bofZkOAAAECBAgQIECAAAECBAgQIECAQIsCCqAtYhqKAAECBAgQIECAAAECBAgQIECAAIHRElAAHa37YTYECBAgQIAAAQIECBAgQIAAAQIECLQooADaIqahCBAgQIAAAQIECBAgQIAAAQIECBAYLQEF0NG6H2ZDgAABAgQIECBAgAABAgQIECBAgECLAgqgLWIaigABAgQIECBAgAABAgQIECBAgACB0RJQAB2t+2E2BAgQIECAAAECBAgQIECAAAECBAi0KKAA2iKmoQgQIECAAAECBAgQIECAAAECBAgQGC0BBdDRuh9mQ4AAAQIECBAgQIAAAQIECBAgQIBAiwIKoC1iGooAAQIECBAgQIAAAQIECBAgQIAAgdESUAAdrfthNgQIECBAgAABAgQIECBAgAABAgQItCigANoipqEIECBAgAABAgQIECBAgAABAgQIEBgtAQXQ0bofZkOAAAECBAgQIECAAAECBAgQIECAQIsCCqAtYhqKAAECBAgQIECAAAECBAgQIECAAIHRElAAHa37YTYECBAgQIAAAQIECBAgQIAAAQIECLQooADaIqahCBAgQIAAAQIECBAgQIAAAQIECBAYLQEF0NG6H2ZDgAABAgQIECBAgAABAgQIECBAgECLAitbHMtQ7QhskWEemByQ7JD8ILkouTi5I9EIECBAgAABAgQIECBAgAABAgQIEOhTQAG0T6ghuh2eYw9sjv/HLG+ZZayNs/0vmmw0Q5/vZ9tLktNn2GcTAQIECBAgQIAAAQIECBAgQIAAAQIElkTgH3LWdU3uPcsM9sj2C7r6dfrPtPxU+o1z4frc5jpPy1IjQIAAAQIECBAgQIAAAQIECBCYXeDU7Kr60FGzd7Gnl8A4F9J6Xdu47F+Rib4r2b9rwt/O+nnJ5UkVRx+QPCSp9vvJG5Pn1weNAAECBAgQIECAAAECBAgQIECAAIHZBRRAZ7dZrD3Py4ke3Zzsmiyfm3ys+dy9eEw+nJzsl/yvpJ6kfHeiESBAgAABAgQIECBAgAABAgQIECAwi4BfgZ8FZhE3H92cqx5nfmoyU/GzunwxeXRSRdJqJ9y18CcBAgQIECBAgAABAgQIECBAgAABArMJKIDOJrM42zfMaerX3qt9KDlr/drsf/wku17Y7H5AlpvN3tUeAgQIECBAgAABAgQIECBAgAABAgQUQJf278CeOf2mzRS+0edU6knQavX1BQetX/MHAQIECBAgQIAAAQIECBAgQIAAAQIzCiiAzsiyaBuvzZnq1fdq9XRnP211Ot3WdNyjnwP0IUCAAAECBAgQIECAAAECBAgQILBcBRRAl/bO/yKnv7yZwsP6nMqe6dd5avSSPo/RjQABAgQIECBAgAABAgQIECBAgMCyFFAAXdzb/qCcrlO87Jz5Hc3K4Vmu6GycY3li177vd61bJUCAAAECBAgQIECAAAECBAgQIEBgmkB9j6S2eAKfzanWJv+ZnJuck3wtuTHZNzkp6S5w5uN/tSqOHp8c12yp7wKt4zQCBAgQIECAAAECBAgQIECAAAECBAgsmcBbc+b6ns9+c8y0me6Qzy9PvtU1RhVRD0zGsVXhtyxOG8fJmzMBAgQIECBAgAABAgQIECBAYBEFTs25qo5y1CKec+JO5QnQhb+lz8sp/i45OKlfbe9kp6zP1DaatnHXfH5F17b6S/+Xyfld26wSIECAAAECBAgQIECAAAECBAgQIDCDgALoDCgtb7oz413U5P1dY++S9U4xtJZVIL1vcmnS3bp/Hf667KgnRD/d3cE6AQIECBAgQIAAAQIECBAgQIAAAQIzCyiAzuyyGFuvzkkq3cXMrfL5l9NOvjqfX5ecmZyd3JZoBAgQIECAAAECBAgQIECAAAECBAj0IaAA2gfSIna5aYZz1fd9vmSG7TYRIECAAAECBAgQIECAAAECBAgQINBDYIMe++0mQIAAAQIECBAgQIAAAQIECBAgQIDA2AoogI7trTNxAgQIECBAgAABAgQIECBAgAABAgR6CXgFvpfQaO2vX4jfuWtKV3atWyVAgAABAgQIECBAgAABAgQIECBAYJqAAug0kBH/eGDmd07XHFd0rS/k6u9l8KOTNp4Y3rOZ6KbN0oIAAQIECBAgQIAAAQIECBAgQIDAggkogC4Y7UQN/NxczREtX9GOLY9nOAIECBAgQIAAAQIECBAgQIAAAQL3EFAAvQeJDTMIHJdtH0zaeAL0VRlnr8Tr+0HQCBAgQIAAAQIECBAgQIAAAQIEFlZAAXRhfdse/bwMeO+2B+1jvFXp8/4++vXT5YR0qgLoun4660OAAAECBAgQIECAAAECBAgQIEBgGAEF0GH0Fv/YtTnltYt/WmckQIAAAQIECBAgQIAAAQIECBAgMJ4CbbzSPJ5XbtYECBAgQIAAAQIECBAgQIAAAQIECEy8gALoxN9iF0iAAAECBAgQIECAAAECBAgQIEBg+Qp4BX7p7v0mOfXt8zj9Djlms+Y4PyQ0D0CHECBAgAABAgQIECBAgAABAgQILB8BT4Au7r1+Sk73maS+x/PW5HvJe5JHJP22d6XjFU36PUY/AgQIECBAgAABAgQIECBAgAABAstSQAF0cW77FjnNu5MPJ49LdkpWJPsmRydfSd6YdJ7szKpGgAABAgQIECBAgAABAgQIECBAgMCwAgqgwwr2d/xr0u2Yrq43Z/3SZF2zre7D8cl3kr2abRYECBAgQIAAAQIECBAgQIAAAQIECAwpoAA6JGAfhx+UPn/W9KtX349Itk7uk2yX/HlyQ1Jt7+RLiSJoEDQCBAgQIECAAAECBAgQIECAAAECwwoogA4r2Pv449Jlw2Rt8tjkE8mdSbUqfL4+2S85L6m2e/KFZOf6oBEgQIAAAQIECBAgQIAAAQIECBAgMH8BBdD52/V7ZBU3q70v6RQ512/o+mNV1g9LvtxsqydAP5XUd4dqBAgQIECAAAECBAgQIECAAAECBAjMU0ABdJ5wAxy2T9P33B7H3Jj9j0/+o+l3SJYfSurpUY0AAQIECBAgQIAAAQIECBAgQIAAgXkIKIDOA23AQzZu+t/Sx3G3ps8fJD9s+v5+ln/frFsQIECAAAECBAgQIECAAAECBAgQIDCggALogGDz6P6D5pgH9HnsT9Pvccnqpn99h+gJzboFAQIECBAgQIAAAQIECBAgQIAAAQIDCCiADoA1z66dAuiROX77Pse4JP3qSdB6IrTaSckx69f8QYAAAQIECBAgQIAAAQIECBAgQIBA3wIKoH1Tzbtj/fhRtZ2SWu/3192/lr5VNK1fjF+RnJK8PHHPgqARIECAAAECBAgQIECAAAECBAgQIDA6AmdmKuuaXJ9lFTOfl/TTjk2nKoJ2jr+ja72f40etT/0YVF3LaaM2MfMhQIAAAQIECBAgQIAAAQIECIyYwKmZT9VRjhqxeZkOgXsI3Cdbzk86RcxafvcevWbf8MfZtSbpPr7Wx7EpgI7jXTNnAgQIECBAgAABAgQIECBAYCkEFEBbUPc6dQuIfQzxo/R5aHJycnPT/+pm2c/iXel0cHJWP531IUCAAAECBAgQIECAAAECBAgQIEDgLgEF0MX7m3BbTlWvvW+bPCypHzYapNUTo4clz0jq+0FvTDQCBAgQIECAAAECBAgQIECAAAECBOYQWDnHPrsWRmBthq0C5nzbe3JgRSNAgAABAgQIECBAgAABAgQIECBAoIeAJ0B7ANlNgAABAgQIECBAgAABAgQIECBAgMD4CiiAju+9M3MCBAgQIECAAAECBAgQIECAAAECBHoIKID2ALKbAAECBAgQIECAAAECBAgQIECAAIHxFVAAHd97Z+YECBAgQIAAAQIECBAgQIAAAQIECPQQUADtAWQ3AQIECBAgQIAAAQIECBAgQIAAAQLjK6AAOr73zswJECBAgAABAgQIECBAgAABAgQIEOghoADaA8huAgQIECBAgAABAgQIECBAgAABAgTGV0ABdHzvnZkTIECAAAECBAgQIECAAAECBAgQINBDQAG0B5DdBAgQIECAAAECBAgQIECAAAECBAiMr4AC6PjeOzMnQIAAAQIECBAgQIAAAQIECBAgQKCHgAJoDyC7CRAgQIAAAQIECBAgQIAAAQIECBAYXwEF0PG9d2ZOgAABAgQIECBAgAABAgQIECBAgEAPAQXQHkB2EyBAgAABAgQIECBAgAABAgQIECAwvgIKoON778ycAAECBAgQIECAAAECBAgQIECAAIEeAgqgPYDsJkCAAAECBAgQIECAAAECBAgQIEBgfAUUQMf33pk5AQIECBAgQIAAAQIECBAgQIAAAQI9BBRAewDZTYAAAQIECBAgQIAAAQIECBAgQIDA+AoogI7vvTNzAgQIECBAgAABAgQIECBAgAABAgR6CCiA9gCymwABAgQIECBAgAABAgQIECBAgACB8RVQAB3fe2fmBAgQIECAAAECBAgQIECAAAECBAj0EFAA7QFkNwECBAgQIECAAAECBAgQIECAAAEC4yugADq+987MCRAgQIAAAQIECBAgQIAAAQIECBDoIaAA2gPIbgIECBAgQIAAAQIECBAgQIAAAQIExldAAXR8752ZEyBAgAABAgQIECBAgAABAgQIECDQQ0ABtAeQ3QQIECBAgAABAgQIECBAgAABAgQIjK+AAuj43jszJ0CAAAECBAgQIECAAAECBAgQIECgh4ACaA8guwkQIECAAAECBAgQIECAAAECBAgQGF8BBdDxvXdmToAAAQIECBAgQIAAAQIECBAgQIBADwEF0B5AdhMgQIAAAQIECBAgQIAAAQIECBAgML4CCqDje+/MnAABAgQIECBAgAABAgQIECBAgACBHgIKoD2A7CZAgAABAgQIECBAgAABAgQIECBAYHwFFEDH996ZOQECBAgQIECAAAECBAgQIECAAAECPQQUQHsA2U2AAAECBAgQIECAAAECBAgQIECAwPgKKICO770zcwIECBAgQIAAAQIECBAgQIAAAQIEeggogPYAspsAAQIECBAgQIAAAQIECBAgQIAAgfEVUAAd33tn5gQIECBAgAABAgQIECBAgAABAgQI9BBQAO0BZDcBAgQIECBAgAABAgQIECBAgAABAuMroAA6vvfOzAkQIECAAAECBAgQIECAAAECBAgQ6CGgANoDyG4CBAgQIECAAAECBAgQIECAAAECBMZXQAF0fO+dmRMgQIAAAQIECBAgQIAAAQIECBAg0ENAAbQHkN0ECBAgQIAAAQIECBAgQIAAAQIECIyvgALo+N47MydAgAABAgQIECBAgAABAgQIECBAoIeAAmgPILsJECBAgAABAgQIECBAgAABAgQIEBhfAQXQ8b13Zk6AAAECBAgQIECAAAECBAgQIECAQA8BBdAeQHYTIECAAAECBAgQIECAAAECBAgQIDC+AisXaOorMu5+ya7JjslOycbJNcmqJj/O8sZEI0CAAAECBAgQIECAAAECBAgQIECAwIIItFkA3SEzfEry28ljknslc7W12Xl2ckbyieSHiUaAAAECBAgQIECAAAECBAgQIECAAIGRErhvZvOW5OZk3RA5N8dWAbWeHtUmV6Duc/09OW1yL9GVESBAgAABAgQIECBAgAABAgRaETg1o1Qd5ahWRlumgwzzBOh9Yva65L8l079L9OfZdnlyRdfyhqzXU6L1ZGilXpE/MNkwqfbg5MPJhclrkvcndyYaAQIECBAgQIAAAQIECBAgQIAAAQIEFk2gip0nJN1PfN6azx9Ljky2S/ptW6Xj7yZ/lVycdD9B+u/5vE+iTZaAJ0An6366GgIECBAgQIAAAQIECBAgQGDhBDwBunC2s478wOz5WtIpVP5b1p+ebJm00R6VQd6T3JLUOWpZxdYqumqTIaAAOhn30VUQIECAAAECBAgQIECAAAECCy+gALrwxvc4wzezpQqT9eNFv3WPve1tqF+O/7vkl0md7xGJNhkCCqCTcR9dBQECBAgQIECAAAECBAgQILDwAgqgLRgP+mTlpTnnU5NHJme1cP7ZhlidHc9P6ntCP5RUEVQjQIAAAQIECBAgQIAAAQIECBAgQIDAQAKD/ghSFT8Xs12Skz1tMU/oXAQIECBAgAABAgQIECBAgAABAgQITI7AoE+ATs6VuxICBAgQIECAAAECBAgQIECAAAECBCZeQAF04m+xCyRAgAABAgQIECBAgAABAgQIECCwfAUGfQV+UKkVOWCP5ICkvs/zZ8lFyYXJdYlGgAABAgQIECBAgAABAgQIECBAgACBBRMYtAC6eWby7GY252f5b3PM7ODse2dy0Ax91mbbO5JXJD9JNAIECBAgQIAAAQIECBAgQIAAAQIECCy5wM6ZQf0ie+Vtc8zmJdm3punX6T/T8sb0eewc49g1eQLn5pLq78Jpk3dprogAAQIECBAgQIAAAQIECBAg0KrAqRmt6ihHtTrqMhts0CdA++E5PJ1em9Tr79V+npyd1KvvtW2f5NDkXslWyfuThyT1i+8aAQIECBAgQIAAAQIECBAgQIAAAQIEWhNouwC6ZWZ2StIpfr436yckq5PutnU+vDx5QbJd8vGkiqI3J9qyEPidR09NnXnOsrjUkb7IFb8x0tMzuRETWLdvJlT/u65NhIB//xNxGxftIq7Ov/8N/ftfNO+FPtHO/vu/0MQTNf4X/fufqPt5mH//E3U/F/piTsy//43893+hmXuO/9E9p6Z+0LOXDnMLrJx798B7D8sRuzdHnZnl0bOMUK++n5jckLwy2T/5veRjibYsBLaswvchy+JSXSSByRHYIpfi3+3k3E9XQmAQAf/+B9HSl8BECazz73+i7qeLITCIwEb+/Q/CtWB9N16wkZfTwBu0fLHdP3j0/D7GfnX6/GfTz/8T1QeYLgQIECBAgAABAgQIECBAgAABAgQI9C/QdgF0v+bU9YRnfednr3ZnOnyl6aQA2kvLfgIECBAgQIAAAQIECBAgQIAAAQIEBhJouwC6qjn76gFmcXnTd48BjtGVAAECBAgQIECAAAECBAgQIECAAAECPQXaLoBe2Jzxvlnu1PPsd3XoPDXqV+D7BNONAAECBAgQIECAAAECBAgQIECAAIH+BIYpgO6SU+w27TSn5fP1zbbDp+2b6WM99fmUZkc/r8zPNIZtBAgQIECAAAECBAgQIECAAAECBAgQmFFgmALokzLi5cm1yaeTVyVV9HxfUu3Nyf3Xr838Rz0lWgXTzZvdn5i5m60ECBAgQIAAAQIECBAgQIAAAQIECBCYn8DKAQ9bN0P/etX98U26d++cD/+a3Kd7Y9ar75HJEcmWSbWPJF9ev+YPAgQIECBAgAABAgQIECBAgAABAgQItCQwaAH0Jznv9smDkoOTg5rU93hulExvM217djo9uavjxVk/oeuzVQIECBAgQIAAAQIECBAgQIAAAQIECLQiMGgBtE76s+RLTbJY3zbJnw9MOgXRKo4emFyaTG9VRO20D2XlWclNnQ2WBAgQIECAAAECBAgQIECAAAECBAgQaEtgPgXQmc59ezZ+q0ln/4qs1NOi01u9Fn9ucmYyU4F0en+fCRAgQIAAAQIECBAgQIAAAQIECBAgMC+BtgqgM528vi/0uhl21A8faQQIECBAgAABAgQIECBAgAABAgQIEFhwgWF+BX7BJ+cEBAgQIECAAAECBAgQIECAAAECBAgQGEZAAXQYPccSIECAAAECBAgQIECAAAECBAgQIDDSAgqgI317TI4AAQIECBAgQIAAAQIECBAgQIAAgWEEFECH0XMsAQIECBAgQIAAAQIECBAgQIAAAQIjLaAAOtK3x+QIECBAgAABAgQIECBAgAABAgQIEBhGQAF0GD3HEiBAgAABAgQIECBAgAABAgQIECAw0gIKoCN9e0yOAAECBAgQIECAAAECBAgQIECAAIFhBBRAh9FzLAECBAgQIECAAAECBAgQIECAAAECIy2gADrSt8fkCBAgQIAAAQIECBAgQIAAAQIECBAYRkABdBg9xxIgQIAAAQIECBAgQIAAAQIECBAgMNICCqAjfXtMjgABAgQIECBAgAABAgQIECBAgACBYQRWDnNwC8dumjE6c1iT9dtbGNMQBAgQIECAAAECBAgQIECAAAECBAgQWC+w1E+AfjizuKnJLVlekLwjeWSiESBAgAABAgQIECBAgAABAgQIECBAYCiBpS6Adk/+vHyoYujRyWeSAxONAAECBAgQIECAAAECBAgQIECAAAEC8xYYpQLo6bmKhye7JFcmf5toBAgQIECAAAECBAgQIECAAAECBAgQmLdA5/s35z3AkAcel+Nf1Izx02Z5fZaHJzc0ny0IECBAgAABAgQIECBAgAABAgQIECAwL4GlLoDWk54ztVUzbbSNAAECBAgQIECAAAECBAgQIECAAAECgwiM0ivwg8xbXwIECBAgQIAAAQIECBAgQIAAAQIECPQUUADtSaQDAQIECBAgQIAAAQIECBAgQIAAAQLjKrBYr8BvEqD7J3smVyXfTdYkGgECBAgQIECAAAECBAgQIECAAAECBBZMoI0nQHfK7PZLVswwyw2z7cTkiuSC5IzkW8kvks8n90s0AgQIECBAgAABAgQIECBAgAABAgQILIjAMAXQIzKj85JrkwuTq5N/TrqLmm/P55OSHZPutnE+/Hby7eQZ3TusEyBAgAABAgQIECBAgAABAgQIECBAoC2B+b4C/+RM4CNJPeHZaffOyp8mj0x+M6kC5zOTTrssK/Xq+3bJgclWyZbJKcmPkrMSjQABAgQIECBAgAABAgQIECBAgAABAq0JzKcAeljO/v6kip/rkouSK5IHJTsneycfSDZKqtUToscmp9eHpm2a5SuTej2+xvnHpI7/ZaIRIECAAAECBAgQIECAAAECBAgQIECgFYH5FEDfmTNXAXN18kfJF5JOq0LnW5PHNhvuzLKeFv1a87mzuC0rL0muS/4m2Tc5JvmnZLm1XXLB2yebNymbG5Ibk/KpzxoBAgQIECBAgAABAgQIECBAgAABAvMQGLQAemjOcd/mPH+WZXfxszbXd37W/hfXh7QPJ9OLn+t3NH/U94NW4fOByYObbZO+qFf/65qPTPZP6vNsbW121I9HfT35ZPLppJ661QgQIECAAAECBAgQIECAAAECBAgQ6ENg0B9BqkJltVuSj65fu+cfb86mTpHunHvuvtuWekL0y82Wzth36zBBH+rrAU5Orkrekjwsmav4md1TVaA+OHlOUgXQ85MnJBoBAgQIECBAgAABAgQIECBAgAABAn0IDPoE6L2aMesX36t4OVOrfauSerX7ppk6TNt2efP516dtn6SP9cNPZyYHdF1UFYnLqa5/dXJrcntS92TTZOtkt2SPZJOkWj0x+omkvju1Cs0aAQIECBAgQIAAAQIECBAgQIAAAQJzCAxaAL2sGauKcvUjR2uaz9MX9dr745J9p++Y4fM+zbZLZtg3CZu2yEV8KukUP7+Z9Tcm9fUBVfjs1cr5oUm9Nv8nSX1+U3JxUq/EawQIECBAgAABAgQIECBAgAABAgQIzCIw6CvwFzXjVBHuuFnGrM1/mFTh7y/rwxytnhJ9SrP/wjn6jfOup2by9bp7tQ8k9T2qteyn+Jlu64vMX83y2KR+UKpTdP7rrA96/3KIRoAAAQIECBAgQIAAAQIECBAgQGD5CAxaQKsf5Pl2w/PaLP+0B9XNc+zfK/s+lnS+B/Ojc/Qd510PbyZf399ZT3HO9tUB/VxjPfH5oqZjPVFahhoBAgQIECBAgAABAgQIECBAgAABArMIDFoAreLd8c1Ym2f5z0k9FfrqZls/i99Lp3ck5yUPbQ54b5ZnN+uTtnhEc0FnZNl5enOYa+wuFO89zECOJUCAAAECBAgQIECAAAECBAgQIDDpAoMWQMujfrX9WUn9YE+1+g7Px6xf6++P+v7KOr7z5Od3st55qrG/Ecar167NdK9oadrXZZxOIXWzlsY0DAECBAgQIECAAAECBAgQIECAAIGJFJhPAbQg6snPRyWfS9Ym9Xp3v91JlnsAAEAASURBVO1HXR3rSdD6fsxru7ZN2mrnx5063wM67PXVK/X1HazVOl9HcNcnfxIgQIAAAQIECBAgQIAAAQIECBAgcDeBlXf7NNiHr6f7Y5Mdku0HOPRf0vfDyZnJqgGOG9eu52biByVPS05J6gna+bZtc+AbmoOvz/LS+Q7kOAIECBAgQIAAAQIECBAgQIAAAQLLQWC+T4B229Qr2T/o3tBjvX4B/T3Jcih+FsVrk3plfdPk9OTYZONk0FZF1HritpbV3nbXwp8ECBAgQIAAAQIECBAgQIAAAQIECMwmMMwToLONafvdBeoV+L9IXp9sk1ThstbrSdDvJPUUZ30FwK3JbUndkyqWbp3sltwvOSzZP+m0KoS+rPPBkgABAgQIECBAgAABAgQIECBAgACBmQXaKoDWk6Q7dZ3iJ1mvX4zv1eqV7ir2VftFk/UfJuyPk3I99aTsyUn9cNFWyRObZDFQ+2x6H5n04zvQwDoTIECAAAECBAgQIECAAAECBAgQmDSBNl6BL5Mdk3qlvZNdamMf7dT06RxzYh/9x7lLff/nHslrkmsGvJDb079en39S8vikvv9TI0CAAAECBAgQIECAAAECBAgQIECgh0BbT4D2OI3djcDqLF/aZM8sD03un9Tr7vV6fD0ZWt8XWk/D3pjU6/MXJucltU0jQIAAAQIECBAgQIAAAQIECBAgQGAAAQXQAbBa7npZxqtoBAgQIECAAAECBAgQIECAAAECBAgskEBbBdB6snHXrjn2+4r3H+eYzneA1hOPGgECBAgQIECAAAECBAgQIECAAAECBFoTaKsAWj/Ic9U8ZlU/DKQRIECAAAECBAgQIECAAAECBAgQIEBgQQTaKoAuyOQMeg+BjbJl566tV3atL+RqPaW7X9LGj2ZtvpATNTYBAgQIECBAgAABAgQIECBAgACBbgEF0G6N0V8/MFM8p2uaK7rWF3L1nRn8j9o9wXweGG53BkYjQIAAAQIECBAgQIAAAQIECBCYfAEF0Mm/x21c4eczSP1afRsF130zzhZ3/fB9G1MzBgECBAgQIECAAAECBAgQIECAAIHZBRRAZ7ex51cC9QRopY12bgZ58NTUVm2MZQwCBAgQIECAAAECBAgQIECAAAECcwoogM7JM3I7z8uM7j1yszIhAgQIECBAgAABAgQIECBAgAABAiMqoAA6ojdmlmmtzfZrZ9lnMwECBAgQIECAAAECBAgQIECAAAEC0wTa+FXvaUP6SIAAAQIECBAgQIAAAQIECBAgQIAAgdEQGPQJ0Bdn2i9ZoKm/LuNWNAIECBAgQIAAAQIECBAgQIAAAQIECLQiMGgBdNOcdYdWznzPQTa756aJ3rJJru72eVxh+XesrpzH8Q4hQIAAAQIECBAgQIAAAQIECBAgsGwEBi2AnhSZbZLjk87r87dk/WfJsO2mYQcYg+Ofkjk+M8mvoE/tmHw/+Wby9uSrST/tXen0xKbjin4O0IcAAQIECBAgQIAAAQIECBAgQIDAchUYtAB6a6BelJyfvDPZMKkC6EOTqxNtZoEtsvmtyTHTdu+bz5Ujk79NXpqUsUaAAAECBAgQIECAAAECBAgQIECAQAsCnac4Bx3qPTnguOage2V5ajLfsZphJnrxmlxdd/Hz5ny+NFnXXHXZ1VO130n2arZZECBAgAABAgQIECBAgAABAgQIECAwpMAwRct35Nyfac5/eJZVwNPuKXBQNv1Zs/naLI9Itk7uk2yX/HlyQ1Jt7+RLiSJoEDQCBAgQIECAAAECBAgQIECAAAECwwoMUwCtcx+bdL678y+yvlVt1O4mUE/K1lcFrE0em3wiuTOpVoXP1yf7Jecl1XZPvpDsXB80AgQIECBAgAABAgQIECBAgAABAgTmLzBsAfSKnPolzem3z7LzpOP8ZzR5R1Zxs9r7kk6Rc/2Grj9WZf2w5MvNtnoC9FNJfXeoRoAAAQIECBAgQIAAAQIECBAgQIDAPAUG/RGkmU7ztmysV7rr6U8/4HNPoX2aTefec9fdttyYT49P6unPhyWHJB9K/iC5I9EIECBAgAABAgQIECBAgAABAgQIEBhQoI0CaP2Qz98MeN7l1H3j5mJv6eOiq4BcBc//SO6X/H7y98lzE40AAQIECBAgQIAAAQIECBAgQIAAgQEFhn0FfsDTLcvuP2iu+gF9Xv1P0+9xyeqm/3FZntCsWxAgQIAAAQIECBAgQIAAAQIECBAgMICAAugAWPPs2imAHpnj63tS+2mXpFM9Cdr5SoGTsn5MPwfqQ4AAAQIECBAgQIAAAQIECBAgQIDArwQUQH9lsVBr9eNH1XZKan3n+tBH+1r6VNG0fjF+RXJK8vLEPQuCRoAAAQIECBAgQIAAAQIECBAgQKAfgUGLaYf2M2jLffbMeLu0POZiDle/5v755oSPzfJ7SRUzn9dsm2vxseys7/+s71mte/WKpF6P1wgQIECAAAECBAgQIECAAAECBAgQ6ENg0AJo/SDP2clD+hh72C71uvgbkouSvYYdbImPPzbnv6CZw3ZZ/nHynOZzr8Xb0+FPk7VNx0HvWa/x7SdAgAABAgQIECBAgAABAgQIECAwsQKDFtPOj8Qjkq8nH0kOSNpu9Yr4S5P6Hsz68Z+bkmuScW4/yuQfmpyc3NxcyNXNsp/Fu9Lp4OSsfjrrQ4AAAQIECBAgQIAAAQIECBAgQIDAXQKDFkCfmcOOSq5P/jA5L6nvqqxC5e7JfNuGOfAJSb3yfWXy6mTb5OPJA5Mqho57uy0XUK+913U9LKkfNhqkfTedD0uekZT5jYlGgAABAgQIECBAgAABAgQIECBAgMAcAivn2Dfbrn/Jjs8l9Tr805LfbFIFvW8kn04uSy5PrkiqoHl70mlV7Nw+2S+pp0kfmTw8qcJgp63KyouTOtektXqVvQqY823vyYEVjQABAgQIECBAgAABAgQIECBAgACBHgLzKYDWkKuTpydvSV6UPCmpp0k7xdCs/lerH/Cp/jckOyT1HZj1q+YztR9n4+uSf066i6Yz9bWNAAECBAgQIECAAAECBAgQIECAAAECcwrMtwDaGfTsrFT2Tuo1+COTLZPuVsXOnZp0b++s16vhX0w+mLwvWZNoBAgQIECAAAECBAgQIECAAAECBAgQGFpg2AJoZwIXZ+U5SX3HZf3Yz+FJfV/lrsmOSb3yXk+I/jyp19uvSX6Y1OvyZyadHwbKqkaAAAECBAgQIECAAAECBAgQIECAAIF2BNoqgHZmU99v+e9NOttqWd/7WefyWntpaAQIECBAgAABAgQIECBAgAABAgQILIpA2wXQ2SZ9R3ZUNAIECBAgQIAAAQIECBAgQIAAAQIECCyaQL2WrhEgQIAAAQIECBAgQIAAAQIECBAgQGAiBRbyCdAqrj4k2TfZOanX4Ou7P+uX3s9OfploBAgQIECAAAECBAgQIECAAAECBAgQWDCBhSiAbpvZviw5Kqlff5+p3ZiNpyfVrwqiGgECBAgQIECAAAECBAgQIECAAAECBFoXaPsV+N/KDH+QnJDMVvysi9g6OTq5MHlmohEgQIAAAQIECBAgQIAAAQIECBAgQKB1gTafAD0gszsj2aaZZf3i+6eSHyWXJ/UL8bsluyePTe6VbJ78Y3J98rFEI0CAAAECBAgQIECAAAECBAgQIECAQGsCbRZAX59ZdYqf78j6K5OrZpnpFtn+3ORVySbJKcnnk5sSjQABAgQIECBAgAABAgQIECBAgAABAq0ItPUK/N6ZTT3VWa2Kmc9OZit+Vp+bkyqYHlsf0qpw+qz1a/4gQIAAAQIECBAgQIAAAQIECBAgQIBASwJtFUAPbOZzR5YvGGBu707fs5v+jxngOF0JECBAgAABAgQIECBAgAABAgQIECDQU6CtAui9mzNdkOWgr7F/tTl2r56z1YEAAQIECBAgQIAAAQIECBAgQIAAAQIDCLRVAD2/OeevDXDuTtf6IaRql9y18CcBAgQIECBAgAABAgQIECBAgAABAgTaEWirAPrNTGdNsnNy2ABTq/N3Xn3vvAo/wOG6EiBAgAABAgQIECBAgAABAgQIECBAYHaBtgqgt+YU72pO88Esd2/Wey3+Xzrsn/ws+XCvzvYTIECAAAECBAgQIECAAAECBAgQIEBgEIG2CqB1zuOS05P6PtDzkv+bbJ3M1A7Oxo8n/zupH056avLjRCNAgAABAgQIECBAgAABAgQIECBAgEBrAitbGmnbjPNPSWe8+vzK5GXJVUkVN+spz19P6unQnZLu9oHuD9PWf5TPD522zUcCBAgQIECAAAECBAgQIECAAAECBAj0FOgULHt27NFhk+z/wxn61Ph7NJlh9/pNG+bPHWbbme1VONUIECBAgAABAgQIECBAgAABAgQIECAwsEBbBdA7c+YrBz57fwdc0183vQgQIECAAAECBAgQIECAAAECBAgQIHB3gbYKoKsz7G53H9onAgQIECBAgAABAgQIECBAgAABAgQILK1Amz+CtLRX4uwECBAgQIAAAQIECBAgQIAAAQIECBCYJtDWE6DThv2vjztm7f5NtsryLc2e+2ZZP450W/PZggABAgQIECBAgAABAgQIECBAgAABAq0LLNQToE/PTC9LfpJ8NXlX8oqk016UlcuTVyQbJRoBAgQIECBAgAABAgQIECBAgAABAgRaF2i7ALpXZnhW8v6kfv19trZndtTToS9PPpZslmgECBAgQIAAAQIECBAgQIAAAQIECBBoVaDNAmi9Tv/B5JHNDG/K8rPJ55vP3Ysruj48Ietv7fpslQABAgQIECBAgAABAgQIECBAgAABAq0ItFkArac5H9LM6p1Z7pk8PvlAMr09Oxt+M1nV7Dg6y/s36xYECBAgQIAAAQIECBAgQIAAAQIECBBoRaCtAmg9/Vnf61ntX5P/mVxfH+Zo38i+30nuSDZMnpVoBAgQIECAAAECBAgQIECAAAECBAgQaE2grQLovpnRps2sTszyzj5neGH6nd703bvPY3QjQIAAAQIECBAgQIAAAQIECBAgQIBAXwJtFUAPas5W3/v5vb7O/KtO5zer9/nVJmsECBAgQIAAAQIECBAgQIAAAQIECBAYXqCtAugmzVR+mWW/T392Zr9Vs3JzZ4MlAQIECBAgQIAAAQIECBAgQIAAAQIE2hBoqwB6XjOZHbLcbcCJHdL0/+6Ax+lOgAABAgQIECBAgAABAgQIECBAgACBOQXaKoBW8bJ+zKha/Rp8v+1x6fjoprMCaL9q+hEgQIAAAQIECBAgQIAAAQIECBAg0JdA/Xp7G+22DHJa8t+TZybfT96QzPU6/GOy/5Sk2i3JJ9ev+WOZCFz47Vzo25bJxbpMApMi8ONcyLGTcjGugwCBgQT8+x+IS2cCkySwIv/+1/nv/yTdUtdCoG+BNfn3v5F//317LVTH1X+SkQ9dqNGNO7hAvf5+dbKuyTeyfGny983n67KsH0uqG/ehZlun7wvyWVseAufmMuu+V8FcI0CAAAECBAgQIECAAAECBAgQmF3g1OyqOspRs3exZ7EFfjcnvCnpFDb7WX4q/Vcs9kSdb8kEFECXjN6JCRAgQIAAAQIECBAgQIAAgTETUABt4Ya19R2gnamcmZV9ks7N6WyfaXlNNj4jeWJShVKNAAECBAgQIECAAAECBAgQIECAAAECrQq09R2g3ZOq1+CPSd6YPDy5f5Mds7w0ubjJJ7K8MdEIECBAgAABAgQIECBAgAABAgQIECCwIAJtFkA3zAw7vwRfk/1Ok1rXCBAgQIAAAQIECBAgQIAAAQIECBAgsOgCbb0CX9/hWd/teEbylMR3egZBI0CAAAECBAgQIECAAAECBAgQIEBgaQXaegL0t3IZD2qyX5YfWdrLcnYCBAgQIECAAAECBAgQIECAAAECBAhMTbX1BOgDuzDrV901AgQIECBAgAABAgQIECBAgAABAgQILLlAWwXQC7uuZJuudasECBAgQIAAAQIECBAgQIAAAQIECBBYMoG2CqBn5wrqF96rHZHsvn7NHwQIECBAgAABAgQIECBAgAABAgQIEFhCgbYKoPXr74cn30y2TS5IXpgcmuyQaAQIECBAgAABAgQIECBAgAABAgQIEFh0gbZ+BGnrzPwvk/9M9knq85uSTrshK7/ofJhl+cZsr2gECBAgQIAAAQIECBAgQIAAAQIECBBoRaCtAuhmmc0z55hRfS9or+8G3WqO4+0iQIAAAQIECBAgQIAAAQIECBAgQIDAwAJtFUDX5cw/Hfjsdz/glrt/9IkAAQIECBAgQIAAAQIECBAgQIAAAQLDCbRVAP1JprHjcFNxNAECBAgQIECAAAECBAgQIECAAAECBNoVaOtHkNqdldEIECBAgAABAgQIECBAgAABAgQIECDQgoACaAuIhiBAgAABAgQIECBAgAABAgQIECBAYDQFFEBH876YFQECBAgQIECAAAECBAgQIECAAAECLQgogLaAaAgCBAgQIECAAAECBAgQIECAAAECBEZTQAF0NO+LWREgQIAAAQIECBAgQIAAAQIECBAg0IKAAmgLiIYgQIAAAQIECBAgQIAAAQIECBAgQGA0BRRAR/O+mBUBAgQIECBAgAABAgQIECBAgAABAi0IKIC2gGgIAgQIECBAgAABAgQIECBAgAABAgRGU0ABdDTvi1kRIECAAAECBAgQIECAAAECBAgQINCCgAJoC4iGIECAAAECBAgQIECAAAECBAgQIEBgNAUUQEfzvpgVAQIECBAgQIAAAQIECBAgQIAAAQItCCiAtoBoCAIECBAgQIAAAQIECBAgQIAAAQIERlNAAXQ074tZESBAgAABAgQIECBAgAABAgQIECDQgoACaAuIhiBAgAABAgQIECBAgAABAgQIECBAYDQFFEBH876YFQECBAgQIECAAAECBAgQIECAAAECLQgogLaAaAgCBAgQIECAAAECBAgQIECAAAECBEZTQAF0NO+LWREgQIAAAQIECBAgQIAAAQIECBAg0IKAAmgLiIYgQIAAAQIECBAgQIAAAQIECBAgQGA0BRRAR/O+mBUBAgQIECBAgAABAgQIECBAgAABAi0IKIC2gGgIAgQIECBAgAABAgQIECBAgAABAgRGU0ABdDTvi1kRIECAAAECBAgQIECAAAECBAgQINCCgAJoC4iGIECAAAECBAgQIECAAAECBAgQIEBgNAUUQEfzvpgVAQIECBAgQIAAAQIECBAgQIAAAQItCCiAtoBoCAIECBAgQIAAAQIECBAgQIAAAQIERlNAAXQ074tZESBAgAABAgQIECBAgAABAgQIECDQgoACaAuIhiBAgAABAgQIECBAgAABAgQIECBAYDQFFEBH876YFQECBAgQIECAAAECBAgQIECAAAECLQgogLaAaAgCBAgQIECAAAECBAgQIECAAAECBEZTQAF0NO+LWREgQIAAAQIECBAgQIAAAQIECBAg0IKAAmgLiP+/vfsAl+4q6wV+vlQgJEBASigJNdRIUQi9CBcRuETFeKlSRClBAVFQRLggoFIfkEtTilwN5YqCGpAiSijSiaEjBkKAhFCTUNPu//0yO26GqeebfWZmz289z/vttvbaa/3WmXPO9569ZzRBgAABAgQIECBAgAABAgQIECBAgMBqCkiArua86BUBAgQIECBAgAABAgQIECBAgAABAgsQkABdAKImCBAgQIAAAQIECBAgQIAAAQIECBBYTQEJ0NWcF70iQIAAAQIECBAgQIAAAQIECBAgQGABAhKgC0DUBAECBAgQIECAAAECBAgQIECAAAECqykgAbqa86JXBAgQIECAAAECBAgQIECAAAECBAgsQEACdAGImiBAgAABAgQIECBAgAABAgQIECBAYDUFJEBXc170igABAgQIECBAgAABAgQIECBAgACBBQhIgC4AURMECBAgQIAAAQIECBAgQIAAAQIECKymgAToas6LXhEgQIAAAQIECBAgQIAAAQIECBAgsAABCdAFIGqCAAECBAgQIECAAAECBAgQIECAAIHVFJAAXc150SsCBAgQIECAAAECBAgQIECAAAECBBYgIAG6AERNECBAgAABAgQIECBAgAABAgQIECCwmgISoKs5L3pFgAABAgQIECBAgAABAgQIECBAgMACBCRAF4CoCQIECBAgQIAAAQIECBAgQIAAAQIEVlNAAnQ150WvCBAgQIAAAQIECBAgQIAAAQIECBBYgIAE6AIQNUGAAAECBAgQIECAAAECBAgQIECAwGoK7LOa3droXh2Q0V8vcYPEpROfS3w68dnEuQmFAAECBAgQIECAAAECBAgQIECAAIEZBSRAZ4Tag2p3yLlHDM5/aZbfG9PWftn/B4PYd0Sdz2Tf4xJvHHHMLgIECBAgQIAAAQIECBAgQIAAAQIECCxF4EW56vmDuPyYHhya/Se26jX1Ry3/KfXWOXH94cE435ClQoAAAQIECBAgQIAAAQIECBAgMF7g1TlU+aH7jq/iyDSBdU6kTRvbuhzflY6+MnH9Voc/mvUTEicnKjl63cTPJqr8QuI5id+qDYUAAQIECBAgQIAAAQIECBAgQIAAgfECEqDjbXbqyDG50O0GFzs1y4cn/m6w3V7cPhsvTFwn8chE3Un5qoRCgAABAgQIECBAgAABAgQIECBAgMAYAZ8CPwZmB3ffb3Ctup356MSo5GdVeWfidolKklZ5zAUL/xIgQIAAAQIECBAgQIAAAQIECBAgME5AAnSczM7s3zuXqU97r/K6xPG718b/87UcetTg8HWzvOj4qo4QIECAAAECBAgQIECAAAECBAgQICAButyvgcNy+YsMuvCBGbtSd4JWqbcvuOHuNf8QIECAAAECBAgQIECAAAECBAgQIDBSQAJ0JMuO7TwtV6pH36vU3Z2zlNNT6QeDiofOcoI6BAgQIECAAAECBAgQIECAAAECBDZVQAJ0uTN/Vi5/8qALN5+xK4elXnPX6OdnPEc1AgQIECBAgAABAgQIECBAgAABAhspIAG6s9P+07lck7xsrvyywcodstzV7Jyw/J3Wsc+01q0SIECAAAECBAgQIECAAAECBAgQIDAkUO8jqeycwFtyqXMSn0h8OPGhxL8nzkhcO/GsRDvBmc0LSyVHH5142GBPvRdonacQIECAAAECBAgQIECAAAECBAgQIEBgaQL/J1eu9/mcNe4/1NNLZ/tJiY+02qgk6hGJdSyV+C2LN6xj5/WZAAECBAgQIECAAAECBAgQILCDAq/OtSqPct8dvGbvLuUO0O6n9Jhc4vmJGyXqU9ubuGzWR5V9h3ZeKdtPbu2rL/o/TPxHa59VAgQIECBAgAABAgQIECBAgAABAgRGCEiAjkBZ8K7z0t6nB3Fsq+1Dst4kQ2tZCdKrJ05KtEv70+G/kQN1h+hx7QrWCRAgQIAAAQIECBAgQIAAAQIECBAYLSABOtplJ/Z+JRepaCczD8z2j4Yufnq2/yzxtsS7Ez9IKAQIECBAgAABAgQIECBAgAABAgQIzCAgAToD0g5WOXPEter9Ph83Yr9dBAgQIECAAAECBAgQIECAAAECBAhMEdhrynGHCRAgQIAAAQIECBAgQIAAAQIECBAgsLYCEqBrO3U6ToAAAQIECBAgQIAAAQIECBAgQIDANAGPwE8TWq3j9Qnxl2t16ZTWulUCBAgQIECAAAECBAgQIECAAAECBIYEJECHQFZ884j070OtPu5qrXe5eu80/pDEIu4YvuagoxfvssPaJkCAAAECBAgQIECAAAECBAgQIFACEqC+DmYROCqVbjdLxTnqXGKOuqoSIECAAAECBAgQIECAAAECBAgQ2JaABOi22DbupAdlxC9ILOKO05elnWslvpxQCBAgQIAAAQIECBAgQIAAAQIECHQqIAHaKe/CGz8hLV5+4a1Ob/CsVDl+erWZalRbCgECBAgQIECAAAECBAgQIECAAIEdEZAA3RHmhV3knLR02sJa0xABAgQIECBAgAABAgQIECBAgACBngss4kNtek5keAQIECBAgAABAgQIECBAgAABAgQIrKuABOi6zpx+EyBAgAABAgQIECBAgAABAgQIECAwVUACdCqRCgQIECBAgAABAgQIECBAgAABAgQIrKuABOi6zpx+EyBAgAABAgQIECBAgAABAgQIECAwVUACdCqRCgQIECBAgAABAgQIECBAgAABAgQIrKuABOi6zpx+EyBAgAABAgQIECBAgAABAgQIECAwVUACdCqRCgQIECBAgAABAgQIECBAgAABAgQIrKvAPuva8TXq9+np666O+nuZjtrVLAECBAgQIECAAAECBAgQIECAAIFeCEiAdj+NB+cS7rTt3tkVCBAgQIAAAQIECBAgQIAAAQIECPyEgAToT5AsfMet0+IrEtdqtXxq1s9tbVslQIAAAQIECBAgQIAAAQIECBAgQKADAQnQDlCHmnxvto9MvCVx08Gxl2f5hMG6BQECBAgQIECAAAECBAgQIECAAAECHQl4NLsj2KFmv5XtOyU+Ndj/+CzvMFi3IECAAAECBAgQIECAAAECBAgQIECgIwEJ0I5gRzR7RvY9OHFeotxfnTgooRAgQIAAAQIECBAgQIAAAQIECBAg0JGABGhHsGOafV/2v2Bw7JAsjxlTz24CBAgQIECAAAECBAgQIECAAAECBBYgIAG6AMQ5m6j3/jxpcM5jsrz4nOerToAAAQIECBAgQIAAAQIECBAgQIDAjAI+BGlGqAVW+27aulfi7oM2r5rliYN1CwIECBAgQIAAAQIECBAgQIAAAQIEFiggAbpAzDmaen/qVigECBAgQIAAAQIECBAgQIAAAQIECHQo4BH4DnE1TYAAAQIECBAgQIAAAQIECBAgQIDAcgUkQJfr7+oECBAgQIAAAQIECBAgQIAAAQIECHQoIAHaIa6mCRAgQIAAAQIECBAgQIAAAQIECBBYroAE6HL9XZ0AAQIECBAgQIAAAQIECBAgQIAAgQ4FJEA7xNU0AQIECBAgQIAAAQIECBAgQIAAAQLLFZAAXa6/qxMgQIAAAQIECBAgQIAAAQIECBAg0KGABGiHuJomQIAAAQIECBAgQIAAAQIECBAgQGC5AhKgy/V3dQIECBAgQIAAAQIECBAgQIAAAQIEOhSQAO0QV9MECBAgQIAAAQIECBAgQIAAAQIECCxXQAJ0uf6uToAAAQIECBAgQIAAAQIECBAgQIBAhwISoB3iapoAAQIECBAgQIAAAQIECBAgQIAAgeUKSIAu19/VCRAgQIAAAQIECBAgQIAAAQIECBDoUEACtENcTRMgQIAAAQIECBAgQIAAAQIECBAgsFwBCdDl+rs6AQIECBAgQIAAAQIECBAgQIAAAQIdCkiAdoiraQIECBAgQIAAAQIECBAgQIAAAQIElisgAbpcf1cnQIAAAQIECBAgQIAAAQIECBAgQKBDAQnQDnE1TYAAAQIECBAgQIAAAQIECBAgQIDAcgUkQJfr7+oECBAgQIAAAQIECBAgQIAAAQIECHQoIAHaIa6mCRAgQIAAAQIECBAgQIAAAQIECBBYroAE6HL9XZ0AAQIECBAgQIAAAQIECBAgQIAAgQ4FJEA7xNU0AQIECBAgQIAAAQIECBAgQIAAAQLLFZAAXa6/qxMgQIAAAQIECBAgQIAAAQIECBAg0KGABGiHuJomQIAAAQIECBAgQIAAAQIECBAgQGC5AhKgy/V3dQIECBAgQIAAAQIECBAgQIAAAQIEOhSQAO0QV9MECBAgQIAAAQIECBAgQIAAAQIECCxXQAJ0uf6uToAAAQIECBAgQIAAAQIECBAgQIBAhwISoB3iapoAAQIECBAgQIAAAQIECBAgQIAAgeUKSIAu19/VCRAgQIAAAQIECBAgQIAAAQIECBDoUEACtENcTRMgQIAAAQIECBAgQIAAAQIECBAgsFwBCdDl+rs6AQIECBAgQIAAAQIECBAgQIAAAQIdCkiAdoiraQIECBAgQIAAAQIECBAgQIAAAQIElisgAbpcf1cnQIAAAQIECBAgQIAAAQIECBAgQKBDAQnQDnE1TYAAAQIECBAgQIAAAQIECBAgQIDAcgUkQJfr7+oECBAgQIAAAQIECBAgQIAAAQIECHQoIAHaIa6mCRAgQIAAAQIECBAgQIAAAQIECBBYroAE6HL9XZ0AAQIECBAgQIAAAQIECBAgQIAAgQ4FJEA7xNU0AQIECBAgQIAAAQIECBAgQIAAAQLLFZAAXa6/qxMgQIAAAQIECBAgQIAAAQIECBAg0KGABGiHuJomQIAAAQIECBAgQIAAAQIECBAgQGC5AhKgy/V3dQIECBAgQIAAAQIECBAgQIAAAQIEOhSQAO0QV9MECBAgQIAAAQIECBAgQIAAAQIECCxXQAJ0uf6uToAAAQIECBAgQIAAAQIECBAgQIBAhwISoB3iapoAAQIECBAgQIAAAQIECBAgQIAAgeUKSIAu19/VCRAgQIAAAQIECBAgQIAAAQIECBDoUEACtENcTRMgQIAAAQIECBAgQIAAAQIECBAgsFwBCdDl+rs6AQIECBAgQIAAAQIECBAgQIAAAQIdCkiAdoiraQIECBAgQIAAAQIECBAgQIAAAQIElisgAbpcf1cnQIAAAQIECBAgQIAAAQIECBAgQKBDAQnQDnE1TYAAAQIECBAgQIAAAQIECBAgQIDAcgUkQJfr7+oECBAgQIAAAQIECBAgQIAAAQIECHQoIAHaIa6mCRAgQIAAAQIECBAgQIAAAQIECBBYroAE6HL9XZ0AAQIECBAgQIAAAQIECBAgQIAAgQ4FJEA7xNU0AQIECBAgQIAAAQIECBAgQIAAAQLLFZAAXa6/qxMgQIAAAQIECBAgQIAAAQIECBAg0KGABGiHuJomQIAAAQIECBAgQIAAAQIECBAgQGC5AhKgy/V3dQIECBAgQIAAAQIECBAgQIAAAQIEOhSQAO0QV9MECBAgQIAAAQIECBAgQIAAAQIECCxXQAJ0uf6uToAAAQIECBAgQIAAAQIECBAgQIBAhwISoB3iapoAAQIECBAgQIAAAQIECBAgQIAAgeUKSIAu19/VCRAgQIAAAQIECBAgQIAAAQIECBDoUEACtENcTRMgQIAAAQIECBAgQIAAAQIECBAgsFwBCdDl+rs6AQIECBAgQIAAAQIECBAgQIAAAQIdCuzTYduaJjBW4C5bu+7ypq39ThtbwYEdEdh364eX25ELuUgvBH64td8Re23telsvBmMQW17/vgjmEfhSXv97b53v9T8P2grXPWTrbD//V3h+Vq1rb9/ays//vb3+V21ittmfO2yd6/W/TbtNPO2xef3v8vv/0qf+TVvnH/SZpfdi/TsgAbr+c7iWI9h3a+si6XiFQoDAmgjs2jo/L91dl12T7uomAQILFEjy0+t/gZ6aIrBOAnlkcN8kQPz8X6dJ01cCCxI4P6//3ADh9b8gz+02k9/Dtnuq81oCHoFvYVglQIAAAQIECBAgQIAAAQIECBAgQKBfAhKg/ZpPoyFAgAABAgQIECBAgAABAgQIECBAoCUgAdrCsEqAAAECBAgQIECAAAECBAgQIECAQL8EJED7NZ9GQ4AAAQIECBAgQIAAAQIECBAgQIBAS0ACtIVhlQABAgQIECBAgAABAgQIECBAgACBfglIgPZrPo2GAAECBAgQIECAAAECBAgQIECAAIGWgARoC8MqAQIECBAgQIAAAQIECBAgQIAAAQL9EpAA7dd8Gg0BAgQIECBAgAABAgQIECBAgAABAi0BCdAWhlUCBAgQIECAAAECBAgQIECAAAECBPolIAHar/k0GgIECBAgQIAAAQIECBAgQIAAAQIEWgISoC0MqwQIECBAgAABAgQIECBAgAABAgQI9EtAArRf82k0BAgQIECAAAECBAgQIECAAAECBAi0BCRAWxhWCRAgQIAAAQIECBAgQIAAAQIECBDol4AEaL/m02gIECBAgAABAgQIECBAgAABAgQIEGgJSIC2MKwSIECAAAECBAgQIECAAAECBAgQINAvAQnQfs2n0RAgQIAAAQIECBAgQIAAAQIECBAg0BKQAG1hWCVAgAABAgQIECBAgAABAgQIECBAoF8CEqD9mk+jIUCAAAECBAgQIECAAAECBAgQIECgJSAB2sKwSoAAAQIECBAgQIAAAQIECBAgQIBAvwQkQPs1n0ZDgAABAgQIECBAgAABAgQIECBAgEBLQAK0hWGVAAECBAgQIECAAAECBAgQIECAAIF+CUiA9ms+jYYAAQIECBAgQIAAAQIECBAgQIAAgZaABGgLwyoBAgQIECBAgAABAgQIECBAgAABAv0SkADt13waDQECBAgQIECAAAECBAgQIECAAAECLQEJ0BaGVQIECBAgQIAAAQIECBAgQIAAAQIE+iUgAdqv+TQaAgQIECBAgAABAgQIECBAgAABAgRaAhKgLQyrBAgQIECAAAECBAgQIECAAAECBAj0S0ACtF/zaTQECBAgQIAAAQIECBAgQIAAAQIECLQEJEBbGFYJECBAgAABAgQIECBAgAABAgQIEOiXgARov+bTaAgQIECAAAECBAgQIECAAAECBAgQaAlIgLYwrBIgQIAAAQIECBAgQIAAAQIECBAg0C8BCdB+zafRECBAgAABAgQIECBAgAABAgQIECDQEpAAbWFYJUCAAAECBAgQIECAAAECBAgQIECgXwISoP2aT6MhQIAAAQIECBAgQIAAAQIECBAgQKAlIAHawrBKgAABAgQIECBAgAABAgQIECBAgEC/BPbp13DWcjSHpNcHJy42iB9k+Z3EGYlvJGpbIUCAAAECBAgQIECAAAECBAgQIEBgGwISoNtA28NTDsz590/cJ3H9RG2PK+fkwImJ9yf+MXFc4vyEQoAAAQIECBAgQIAAAQIECBAgQIDADAIegZ8BaUFVLpd2Xpj4cuLPEzdPTEp+5vBWJahvlHhoohKg/5G4a0IhQIAAAQIECBAgQIAAAQIECBAgQGAGAXeAzoC0gCqXShtvS9yg1VbdyfnVxMmJ0xPfT/wwUXNykcRBiSsnDk3sn6hSd4y+KfE7ieclFAIECBAgQIAAAQIECBAgQIAAAQIEJghIgE7AWdChA9LOPyWa5OcHs/6cxDsSlficVvZNhZsm6rH5ByZq+7mJzybqkXiFAAECBAgQIECAAAECBAgQIECAAIExAh6BHwOzwN1Hp6163L3KaxJHDpazJD/rnLMT70n8ZuKowXYWW3+SMH8loRAgQIAAAQIECBAgQIAAAQIECBAYIyCBNgZmgbtvMWir3r+z7uI8bw/arjs+Hzs4v+4oveoetOVUAgQIECBAgAABAgQIECBAgAABAr0XkADtfopvObjEP2RZd3PuafnbVgPXaq1bJUCAAAECBAgQIECAAAECBAgQIEBgSEACdAikg80rDdr80oLa/kbaaRKpF11Qm5ohQIAAAQIECBAgQIAAAQIECBAg0EsBCdDup/Xzg0s07wO6p1esR+rrg5CqfPSChX8JECBAgAABAgQIECBAgAABAgQIEBglIAE6SmWx+z48aO5Xs7ztHjZ9yZz/7EEb38zypD1sz+kECBAgQIAAAQIECBAgQIAAAQIEei0gAdr99D4jl6hH1i+SeGOiPs19v8S85YY54a2JWlZ58QUL/xIgQIAAAQIECBAgQIAAAQIECBAgME5gn3EH7F+YQD0C/weJZyYukajEZa3/W+JjibqL87TE9xM/SNScVLL0oMSVE9dI3CZx/URTKhH6xGbDkgABAgQIECBAgAABAgQIECBAgACB0QISoKNdFr33WWmwPrzohYn64KIDE3cbRBZzlbek9n0S5811lsoECBAgQIAAAQIECBAgQIAAAQIENlDAI/A7N+mvyKUOTTw9ceqcl/1h6tfj83dP3CVR7/+pECBAgAABAgQIECBAgAABAgQIECAwRcAdoFOAFnz49LT3hEEcluWRiWsm6nH3ejy+7gyt9ws9K3FGoh6f/2TihETtUwgQIECAAAECBAgQIECAAAECBAgQmENAAnQOrAVX/ULaq1AIECBAgAABAgQIECBAgAABAgQIEOhIwCPwHcFqlgABAgQIECBAgAABAgQIECBAgACB5QtIgC5/DvSAAAECBAgQIECAAAECBAgQIECAAIGOBDwC3xFsR83um3Yv12r7lNZ6l6uXTuO3TOxawEXqvU63zl9AQ5ogQIAAAQIECBAgQIAAAQIECBAgME1AAnSa0GodPyLd+VCrS4tISLaaG7v6shz5xbFHt3Hgy1Kg21BzCgECBAgQIECAAAECBAgQIECAwLwCEqDzim1m/VcOhr2It0y4cdq68i23FtHUZk6GURMgQIAAAQIECBAgQIAAAQIECMwuIAE6u9Um13xTBl+xiPLcNPKoQxfyNP0iuqMNAgQIECBAgAABAgQIECBAgACBPgtIgK7X7J6Q7l5+vbqstwQIECBAgAABAgQIECBAgAABAgSWJyABujz77Vz5nJx02nZOdA4BAgQIECBAgAABAgQIECBAgACBTRTwRoybOOvGTIAAAQIECBAgQIAAAQIECBAgQGBDBCRAN2SiDZMAAQIECBAgQIAAAQIECBAgQIDAJgpIgG7irBszAQIECBAgQIAAAQIECBAgQIAAgQ0RkADdkIk2TAIECBAgQIAAAQIECBAgQIAAAQKbKCABuomzbswECBAgQIAAAQIECBAgQIAAAQIENkRAAnRDJtowCRAgQIAAAQIECBAgQIAAAQIECGyiwD6bOOgdHvPpud6ujq55mY7a1SwBAgQIECBAgAABAgQIECBAgACBXghIgHY/jQfnEu607d7ZFQgQIECAAAECBAgQIECAAAECBAj8hIAE6E+QLHzHrdPiKxLXarV8atbPbW1bJUCAAAECBAgQIECAAAECBAgQIECgAwEJ0A5Qh5p8b7aPTLwlcdPBsZdn+YTBugUBAgQIECBAgAABAgQIECBAgAABAh0JeDS7I9ihZr+V7TslPjXY//gs7zBYtyBAgAABAgQIECBAgAABAgQIECBAoCMBCdCOYEc0e0b2PThxXqLcX504KKEQIECAAAECBAgQIECAAAECBAgQINCRgARoR7Bjmn1f9r9gcOyQLI8ZU89uAgQIECBAgAABAgQIECBAgAABAgQWICABugDEOZuo9/48aXDOY7K8+Jznq06AAAECBAgQIECAAAECBAgQIECAwIwCPgRpRqgFVvtu2rpX4u6DNq+a5YmDdQsCBAgQIECAAAECBAgQIECAAAECBBYoIAG6QMw5mnp/6lYoBAgQIECAAAECBAgQIECAAAECBAh0KOAR+A5xNU2AAAECBAgQIECAAAECBAgQIECAwHIF3AG6XP+Nvfqfbp279bKt81Zy/F/fOn/rm+lZvTh2rWQPF9qpHyy0NY31WmD/rbN37dvrEW7t/q50bsbo9d/ziTa8uQWumNd/339prN9KKvZO+Pk/95eIE3oscIe8JPbZOqfHI9zKb/9b+d+J13+vJ9ngtiXw7Lz+91rR/7dva0AjTqrXf8WBiVX9v85ZI/pt1/wCff9ddn4RZ3Qt8IW6wOm7o77NrG45e3W7tsie7b/IxrTVb4F6xf6o30O8cHRe/xdSWCGwW6Be/xvyuuh5mufCL2g//y+ksDKLQL/Tn/8tUEnQDShe/xswyYsc4mretrTIEV7Q1pmLb3LRLdavY19cdKOb1N4G/IF7k6ZzbcZ69fR0Vf+4Uoj/O3F04gWJNycUAgQ2R+CRGepdEl7/mzPnRkqgEfD6byQsCWyegNf/5s25ERNoBJrX/5Oy43XNzhVc1o2gp6xgv9amS+4AXZup6lVHP7/io/n2oH8fz1ICdMUnS/cILFjgqEF7Xv8LhtUcgTUQ8Ppfg0nSRQIdCXj9dwSrWQJrINC8/k9NXz+9Bv3VxW0K+BCkbcI5jQABAgQIECBAgAABAgQIECBAgACB1ReQAF39OdJDAgQIECBAgAABAgQIECBAgAABAgS2KSABuk04pxEgQIAAAQIECBAgQIAAAQIECBAgsPoCEqCrP0d6SIAAAQIECBAgQIAAAQIECBAgQIDANgUkQLcJ5zQCBAgQIECAAAECBAgQIECAAAECBFZfQAJ09edIDwkQIECAAAECBAgQIECAAAECBAgQ2KaABOg24ZxGgAABAgQIECBAgAABAgQIECBAgMDqC0iArv4c6SEBAgQIECBAgAABAgQIECBAgAABAtsUkADdJpzTCBAgQIAAAQIECBAgQIAAAQIECBBYfQEJ0NWfIz0kQIAAAQIECBAgQIAAAQIECBAgQGCbAhKg24RzGgECBAgQIECAAAECBAgQIECAAAECqy8gAbr6c6SHBAgQIECAAAECBAgQIECAAAECBAhsU0ACdJtwTiNAgAABAgQIECBAgAABAgQIECBAYPUFJEBXf470kAABAgQIECBAgAABAgQIECBAgACBbQpIgG4TzmkECBAgQIAAAQIECBAgQIAAAQIECKy+gATo6s+RHhIgQIAAAQIECBAgQIAAAQIECBAgsE0BCdBtwjmt1wJnDEb3nV6P0uAIEBgl4PU/SsU+Apsh0Lz+m+VmjNooCRAogeZ13yypECCwOQLN675Zbs7IjZQAgY0XODACd0vsvfESAAhsnoDX/+bNuRETaAS8/hsJSwKbJ+D1v3lzbsQEGgGv/0bCkgABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAoAcCe2cMD068PfHFxLcS/5z4o8TPJBQCBDZL4M0Z7vmJYzZr2EZLYOMELp0RPy3xlsTnE99LfCLxhsSjE/slFAIE+ilw2Qzr2YnjE6cnzkh8PPGsxOEJhQCBzRI4KMP9WOLUxIs3a+hGS4DApghcMQM9MVHJjlFxdvbfN6EQILAZAg/PMJvvBRKgmzHnRrmZAr+VYdcfPJvX+6jlp3P8dgmFAIF+CTwkw/lOYtTrvvadlbhzQiFAYHMEXpWhNt8TXrM5wzZSAgQ2RaD+ynNCovlG99GsPyXxm4m/TtSdIHXsvMQjEgoBAv0WuHeGd26i+Z4gAdrv+Ta6zRW4T+t1Xq/34xK/n/i1xFMTdRdo832gfhe4bkIhQKAfAnfNMOp3++Y1XomOhyUelHhR4keJOlbL+r1AIUCg/wJHZ4jN94RaSoD2f86NkMDGCdQjLs03utdmffhRt1tl37cHdepO0EMSCgEC/RO4aIb0Z4lzEs33hFpKgAZBIdAzgatmPPWoa73GK8FxVGK47Jsdz0803w/qD6S1TyFAYL0FDk73m9/t6w+edxsxnBtl33cT9fqv3/+vklAIEOivwJUytG8mmp/5tZQA7e98GxmBjRSoX4DOTNQ3uHrfz+HkZ3btLvWLUfPN8MkX7PIvAQI9ErhNxvLZRPM6by8lQHs00YZCYCBQd3o2r/OnTVCp9wf/QKvuzSbUdYgAgfUQ+PV0s3n9P29Cl/+wVe+JE+o5RIDAegvsSvffnqjvC80fR2tdAjQICgEC/RGox9ybX4DqP0OTSr0HWNX9SsIdIJOkHCOwPgL1C88LE+3H4D6V7fZdXxKg6zOfekpgVoH6wKPm5/+hU056XKtuPSKrECCw3gJvTveb1/9NJgzltq16x06o5xABAust8Jh0v74n1B3h7T+QeN2v97yO7P1eI/faSWAzBG7eGuZbW+ujVuuvQlWukLj97jX/ECCw7gL1M7A+8KgSoVX+MlH/Gar3BW5K/UKkECDQL4FTM5x/T3wmcfKUoX21dbwekVMIEFhvgXuk+z+dqPcB/siEodTnBDSl/X2g2WdJgMD6CxyRITx9MIx6K6zj139IRkCAAIHRAs1dnfXXnml3dT4kdZq/FtdfiRQCBNZfoB5vrdf1Pydu2RrOgwf765gPP2vBWCWwgQLPzpibn/+/uoHjN2QCmyrQfhrk5zYVwbgJ9Fhg/4ztxET9jK/3+a63wzt8sF37jk0oPRPYp2fjMRwC8whcY1D5y1nWG5xPKu07RK49qaJjBAisjUA9+n5k4v1r02MdJUBgJwUOzMXqLrGm1PuBKgQI9F+g/hDavAVO/T/hXf0fshES2DiBP8mIr5/4YeJ+ifpQRKXnAhKgPZ9gwxsrcECO1N1fVU67YDHx39NbRw9urVslQGB9Beqvu5Kf6zt/ek6ga4En5gKXG1yk7hQ/qesLap8AgaUIXD5XvVWibo44OlGfAl/lg4mjEtNulKi6CgEC6yNwp3T1twfd/YMsP74+XddTAgQIzC9wSE6p5EfFLH/VvU6r/nFZVwgQ6K+AR+D7O7dGRmBWgQekYvN7wneyfuVZT1SPAIG1E/iN9Lh5vTfLevrrCms3Eh0mQGCaQN3MVHd212v9XxLNZwFk1SPwhdDnslefB2dsBCYI1GNtTflBszJhWbfGN+VizYolAQIECBAg0DuBu2dEL2uN6tFZ/1Jr2yoBAv0SOCzDqd/1T0lUUqRK/dHj84lnJNoJkmwqBAisscBL0/e6Gar+uPmARPOaz6pCgACBfgpcLcNq/sJbf/mZVq6VCk39t0yr7DgBAmst4A7QtZ4+nSewRwIPyNk/SjQ/85+yR605mQCBdRC4ZDq596CjF8+yfg/4VqL5PvAXg2MWBAist8AD0v3mdX2/EUPxIUgjUOwiQGD9BS6bITTf/N47w3COaNV/7Qz1VSFAYH0FJEDXd+70nMCeCDwpJze/G9TyyXvSmHMJEFhrgebDUZrvCT+71qPReQIE6gaoMxL1mn79GA4J0DEwfdntEfi+zKRxzCtwZuuEg1rr41bbdeobp0KAAAECBAj0Q6A+FPTliScPhnNulg9tbQ92WxAgsEEC9aEoz2mNt/44qhAgsJ4CdYf3qxP1NnjfSDw+UXd+D0f7//z7tY7XneEKAQIE1lqgefPjev+PaeVeqdD8Bfip0yo7ToDAWgvUf3Ka1/sj1nokOk+AwDSB+s/OWxPNa/6srN9t2kmOEyCwEQI/n1E23xvesREjNkgC/RS4XIbVvJa3s3xnP1k2b1T1F2+FwKYKfDIDrzdArv/8/FTi9MS4cs3WgQ+21q0SIECAAAEC6ylwmXT77YmfHnT/q1nWByB9eLBtQYDM53oEAAAeM0lEQVRAvwTq6cfDEvUobK3XHz8mldNaBw9orVslQIAAgTUUkABdw0nT5YUJvD8t3XHQ2m2y/NsJLd+6dazOUwgQIECAAIH1FajH3ir50SQ/63HXX0h8KaEQINBPgf0zrLoBopb1IUf1mQDnJMaV67UOfKy1bpUAgfUS+G66+8czdLn+MFpvgVOlvle8Yffa1tZJg6UFAQIE1lbghul5cwv8308YxVVy7EeDuu7+nADlEIGeCHgEvicTaRgEJggcm2PN7wAfyPrBE+o6RIBAfwTelqE0r/27ThnWca26D5lS12ECBNZf4PAMofn+UL8nKAQIEOiVwIcymvomd17iviNGdtHsqztEmm+E9xxRxy4CBPolIAHar/k0GgLDAj+XHc3P9a9k/fLDFWwTINBbgbq7q3n9n5T19oeetAfdrvfFHKi7xhUCBPotIAHa7/nd8gh8zyfY8KYKHJMa703sSrwqcWjibxKnJG6WeFqiHo+v8u+J5jb43Tv8Q4AAAQIECKyVQH2q6wtbPT4z63/R2p60+s85+IJJFRwjQGDlBV6SHt4j8fOJwxLvSzwmcXyinvi6zmD7AVlWqZsk7p/4dm0oBAgQIECAAIF1Fjg6nT8r0fw1uJbNI+/Nvs9lX70niEKAQP8F3AHa/zk2ws0VuHOG3vxsn3c5a6J0c3WNnMB6CNTv9Cck2t8Dzs32D4f2fSfbD0woBAhshoA7QHs+z/XpdwqBTRd4XQCOTNTj8PXLT5V9L1jsToQ+L+t1/OuDfRYECBAgQIDAegq0P9RkPUeg1wQI7KlA/U5/k8SjE5XkrFL/L647xKucnagPR71u4hUJhQABAgR6IFCP/SoECPy3wMWyesPEVRL/lfhMovnFKKsKAQIECBAgQIAAAQI9EajE59US9eh7vff/JxKfTVQSVCFAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIEFgRgb1XpB+6QYAAAQIECBAg0L3AEbnEzyZ+mPhO95dzhR0U2KS5vUtcD0+clDhvivE8dac05TABAgQIECCwrgL7rGvH9ZsAAQIECBAgQGAugSuk9r8l6ve/a405s/44/oDEvRLXTByU+EDiPYnjEh9KdFnqeu9KXD7x94mHJpTpArPMbbVyVOLXEtdOHJb4euITib9O/E3i3MROlLvnIned8ULfS73HDNW9Z7YflPj9xJ8MHRvenKfu8Lm2CRAgQIAAAQIECBAgQIAAAQIE1kjg79LX8xN/OKbPV8z+Ewd1qt5wnJ199010WV6VxpvrvqbLC/Ws7Wlze7mM950t28a4vXxTjl90h1xqbtvXnrT+7RF9qoTvWYnvJ+pO0EllnrqT2nGMAAECBAgQIECAAAECBAgQIEBghQV+JX2rJNMpiVFJrrrz8oRBnar30cRTEr+ZqLsD6y682l+PGz8i0UU5Oo22E2ESoLMpT5vbfdPMu1u2J2f9SYn7JB6X+Fiica96l0p0XT6TCzTXnLYclQCt/tUY6tzjE7sSk8o8dSe14xgBAgQIECBAgAABAgQIECBAgMAKClwifTotUcmiY8b071mD41XntYn9hurdKtuViKrjdSfoIYlFliulsW8mqv0mJECnC88yt09tmb4j6xcfarbeEqF95+1Lho4vevOANFiP2tc8vy1Rb3cwKS6b46NKJe2br5mHjqrQ2jdP3dZpVgkQIECAAAECBAgQIECAAAECBNZB4PfSyUo2fSOx/4gOH5x9ZyaqzhcTw8nP7Npd7pZ/m+Tkky/YtZB/6+69tyeq7TMGy1qXAA3ClDJtbsv2S4ny/G7iiolRpZKi30pUve8lRn2dZPdCys3TSl2nopKze1KenpOrnbqrtRK5k8o8dSe14xgBAgQIECBAgAABAgQIECBAgMAKCdTjz6ckKkn0l2P6VY+5Nwmp3x9Tp9n96UHdr2RZbS+i1Afc1PXrrsBfH6zX9rEJZbzALHN7s5zezO0/jG9q95F3tuoePqXunhx+WOs6R+1JQzn3iFZb957S1jx1pzTlMAECBAgQIECAAAECBAgQIECgXwL1ePiLE80HAD0w65UsqsfK/yVxdKLutGuXSk5VYvEvEh9KnJ54d+LPE9OSPs9InbrebySqXDdRd8rVtb6e+HjibxJHJqaV+6dCkwC785jKr2zVucmYOs3u6n/T3v9odraWZVR9r5iWkKrTKin1g0S1WeM+fLBe28cmui47Pbe3zIAan3obgb0SD0q8KvG5xJcT70o8NnFgYlKZZW7r/PoApDslps3th1On3M9J1F3BXZWXpuHma+jKC7hI836iH5mhrXnqztCcKgQIECBAgAABAgQIECBAgACBfghU8rISNi9LNHcrNgmcWn4h0U6AXifblYxp1xler8e7x33YTPPI8utT59aJ5r03h9uo7bqrc+/EuNL0ox5/r6TsqPLp7Ky26g7McXWa8x4yqFv1y2K4lFHTzxcNHxza3j/bJw7q14cu7ZfY6QToTs/tgwfjLaMbJerroPEaXn4tx26aGFdmmdtx5w7vryTpjxLVh+OHDy54+wOD69QfEJpSr59DE5dudsyxfFrqNna3mXLePHWnNOUwAQIECBAgQIAAAQIECBAgQKA/Ak2SrO7Ma+5WrIRLJQxr+dREU26blXoPxSYh88Gs/3GiHu1+XqJJNtbxLyTqQ2yGy5eyo45/PtG09fas16PD90j8aeKMRHON/5v1UeUK2dnUefmoCoN9dcdf1Tt5Qp3m0J0Hdat+3ck3XOZJgD43J1c7ZXr9QUPLSoDu1Ny2E6B1J2+NvxLcNaf/M/HwxDsTtb/izMQNE8Nl1rkdPm/U9k9lZ3P3Z12zvs66Knun4e8n6jrHJW6ReEvirEQz5vo6rOT/1ROzlEokN+eW46QyT91J7ThGgAABAgQIECBAgAABAgQIEOiVQJMAbZIsz87oDkvU3Wr1yPehiSr7JJqkVtWtx5j3SrTLRbLxikTT1nPaBwfrTQK0qfP07G/fYVrVKmH4xURTZ9Tj6PdpHT8m66PKAdnZtFHJ2mnlxqnQ1P9/Iyr/WvZVErSibMaVO+XAeYlqq30n6bISoM2Yup7bdgK0rvlfiesk2qW+Zp6ZaPr0nvbBwfosczvitAt31Z2SD0m8JFEfjlTXOjvRZfIzze9+O4dmXO0kfrOvvaykaCWEp5Xyqr7XudO+huepO+26jhMgQIAAAQIECBAgQIAAAQIEeiNwekbSJGbePGFUlWRs6tWj6ZPKe3Ow6tZjx9ceqthOgP7L0LH25i9lo7neu9sHBuvVh+Z43Tk6qhySnU2dd42qMLSvknVN/bqDbzvl4Jz05US1U+NrJ3eXmQDdibkdToBWInJUKZMTEo31HYcqzTK3Q6f82OZXWm0313jCj9XoZqOduK3rVpLznxK/m7hfou7g/M9E06da3isxrXwhFaruuYlLJiaVL+TgrHUnteMYAQIECBAgQIAAAQIECBAgQKA3Au0E6C9MGNWncqxJ3NQjypPKPXOwqfuUoYrtBOith461NytJ9vFEk8y5TPtg1j80OFbHbzx0rNlsJxzf2uycsLxajjX9/tcJ9SYdqjtHq4169PsqQxXb/Tl26FgXmzs9t+0E6DumDOjoHG+snz9Ud5a5HTrlws26C/m8xFcTZySaa9Sy3pP1BomuyjPTcHO9U7J+3REXulj2vbRVr+aoHtOfVI7PwabdW02qmGPz1J3SlMMECBAgQIDAugjUYyAKAQIECBAgQIDAbAJ1d9qosnd2VnKwykmJSi5NKh9oHbxma729WgnCStaMK5XwqTtJq9TvdMPJ0nbS6OTdtX7yn3p0uCn1CP+00q5T7905b3lATvjlwUmPzHJcvwZVdnSxk3NbA3vTlNG9u3X8tq31Wp1lbodOuXCz5vxSiUrS13vQ1l29zd2v18/6uxJdJUHrkftK/tcdn5Wo/GRiuHwvO+pR/I8ODlRi/9GD9XGL9tdR22ZU/XnqjjrfPgIECBAgQGANBdq/xK5h93WZAAECBAgQILBjAvV4bSU3R5VDs3O/wYF6rPyUUZXG7BuXAK33+JxW2nWG7zptEkHfTyNfH9PQWa39dWfgtNKu851plYeOXy3bzZ2MdRfoq4eOL3Nzp+e2xtqeu1FjryT6jxL1dbWduR3VZu2rsTZzV0n0+mCuurP5rxP3TtQj5M9I3C2x6FJJ5nGJ5va1qo9PTrxxsPOGg+W4xZdaB5qv+9auH1udp+6PnWiDAAECBAgQWF8BCdD1nTs9J0CAAAECBHZW4LRcrn3HZPvq12ht7J/1K7a2p61efUyF9p1qY6psndo6UB/K1JSLZqWiSr3f47hyZuvAQa31cavtOvX49Kxl71R8deLAxDcSj09Uom24tNuvxF9T55yst5O1w+ft6fZOz231d9r8VnLya4krJbYztzltrlJ35B6VqEfQ75qopOu0O5lTpbNyQqvlaXektv/g0LZqNXHh6jx1LzzJCgECBAgQILDeAhKg6z1/ek+AAAECBAjsnEC9b+K48t3WgXq8vZJ9s5ZxSdVKRE0r9XhwU77drGRZj6dXu/smKiE7rtTdoZUgrbtWrzyuUmt/u047+dqqMnK1+nmLwZFKUM1yF+AvpV5FlX9N3L5WOio7Pbc1jHnmdztzOy/VN3PCiYmbDU6spP4yE6CVqKwk8K7EtKRm+2v8zNSfVOapO6kdxwgQIECAAIE1EpAAXaPJ0lUCBAgQIEBgZQU+O9SzPx/a3s7m8AcEjWqjXaedkKzEUd3VWHcPtpOko9qo92GsBGjdfVmPD9eHzowr7cf1PziuUs/2dzG3RdSeu1FkNRfNWw5sd27rPT4rkVlvP/CuRH1NTCrt4wdMqrjNY/U1dtnERROVbJ1UKtleyc8qn7tgMfbf9tf4tKTtPHXHXtABAgQIECBAYL0EJEDXa770lgABAgQIEFhNgUoa1l16l0zU47p15+W4OztzaPfdf7fO8guJehS67sQcLpUAqkTRqGNN3frQmqZ8qFkZLCsRVAnQSqJVMqt9l2o2Lyzvz9odB1u3yfJvLzzykyvV56bUebOWuvYfz1C5klMPHdSrxOwbBusnDZbLWHQxtzWOa00ZTHtuPzhUd9a5fUzO+6PBuY/N8tlD7QxvXq+142Ot9UWsHphGvpGo/3/U1/TBiUkfpHXdHG9KvU/ppDJPUnOeupOu6RgBAgQIECBAgAABAgQIECBAoDcClQCrOyq/NGVEbx7Uq7qVeJpUHp2DVa/itUMV6zrNsUcNHWtv3rRVr/nE7Pbx+gCZpp1rtA8Mrd+wVe/vh461N+uOxR8N6g4n5Nr19mT98EH71e9j96ShGc/d6bl9cGt8lcSsBPe4clwONPN3j6FKs87tLVtt1FszTCo3y8HzEnXNL0+quAfH3j1ov65x1JR2/rVV9z5T6v5jq+5hC6w7pSmHCRAgQIAAAQIECBAgQIAAAQL9EJg1SXZEhntOopI79T6E10uMKpXk+3qiSW5Vkqpd2gnQSpLVnaDD5eLZUY80N21UYm24/F52NMenJZDq7tGqWwmw+yaGSyXq3ppo2rvncIXB9qFZ/swgKmE6bymb5hrHTji57mptrlPLvSbUnXRop+e2nQCtcY67K7YSno3D57K+/9AgZp3butvylFZbvzXUTrN5qax8qlVvVAL/ajnemNedxdspv5uTmnF9Met13VHlkdnZ1PtI1ptH4UfVrX3NPFbidpF1x13PfgIECBAgQIAAAQIECBAgQIBArwSa5EolJqeV56dCk7ipx3wfm6j3zaykzCUTD0zUhw41dV6f9eHSToBWva8ljk7UB8EckLhjot4/sWnj+KyPSvpcp1XnRVmfVI7Mwebuv3Oz/oTEVRP1KP+tEv+WaK73vqyPSzi+rFVv2jVT9SfKrAnQdr3qV7lsp+z03A4nQKvvf5Wo5PneiWsknpyoOWi875T14TLP3NbbFjSJ+bOz/qxEk5yu9xmtr61KHDbXe1vWR309Hduq88ysb6fsk5PenWiu9bms3z1RCf06VncjvzLRHK/X0G0Sk0r7a+HFkyrm2Dx1pzTlMAECBAgQIECAAAECBAgQIECgPwLzJMkqEfeSRJPAaZY/HLGvEk37J4ZLkwA9IwfenmjaqARlk8hq9r03+yqJNa78Zw5U3WkfOFPnVyLsrETTdi2bR96bfZWwukxiXHlZDjR1+5YAXcTcthOgb4nV91peZ7fWG/sHZt+4Ms/cPjyNDM9lJRebuWqW9TV5+TEXXEQCtJq+YuKzieaatayv7eHXyMnZV3ecTitt07tOqTxP3SlNOUyAAAECBAgQIECAAAECBAgQ6I/APAnQZtR1195/JIYTlpXsqcRVJbbqjrdRpUmA1nWrzrMT30m0E0anZfuJiXoUfFJ5bg42CaYrTao4OHb9LD+YGO53JaeqrboLdVLpcwK0GfeezG07AfeINHiTxAmJSgC257eSo0cmJpV557buGq0EZ/s6zfop2X+/SRfLsUUlQOsy+yXqcfhvJ5o+NMu64/l1icsmZilVt86t5P2018M8dWe5tjoECBAgQIAAAQIECBAgQIAAgY0XqIRMPdb7K4nbJa6SGPf4eA7tLu0EaLOvzql2fjlx48SoO0ez+yfK4dnTPE5dCdNZy8VS8RaJ/5W4aeISiVUsr0+nvpkY9ch21/3dztwOJ0CbPlZi+W6JSq7Okqiu87Y7tzWXN0/cN3H7xKyJxlTd/b62lWz87dpYQKmv66smfj7xi4lDE/OUuhu5uXO03n5iUpmn7qR2HCNAgAABAgQIECBAgAABAgQIENhDgVEJ0D1p8jU5uZJWJyWWkSjck75PO/fkVHjztEordHxcAnS7XdzpuX1QOlpfSzfbbocXfN6jB/2pJOi0xPE8dRfcTc0RIECAAAECBAgQIECAAAECBAi0BRadAL1BGm8esb5j+0Jrvv6w9L+ScfPc2brsIS86AbqTc1vvDVqP69f7ltYj7KtQPp5O1NfAS2bozDx1Z2hOFQIECBAgQIAAAQIECBAgQIAAge0KLDoBWv1o3vvw7dvt1Iqdd430p5K6r0qsSjJuFqJFJ0Drmjs1t3+Va9X70t6qLroCpd4yoJKf9WFO9Rj9pDJP3UntOEaAAAECBAgQIECAAAECBAgQILAAgS4SoHX33jcSlTCq91vsQ7n9Gg6iiwToTs3tofG+2oqY751+fCJRX8+/M6VP89Sd0pTDBAgQIECAAAECBAgQIECAAAECixDoIgFa/bpXohJG9RjzXgll5wW6SIDWKDZtbhvH92Ts076W56m7818RrkiAAAECBAjsiMDeO3IVFyFAgAABAgQIEJhV4Aup+A+JNyY+mVhUqfdAvGTigMRnE6cklJ0VOCOX+0DiDYnjE3VX7iLKps3to4JWj+M/JDHNcJ66i5gLbRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDYEIH/D8ZOm3lANO24AAAAAElFTkSuQmCC)
## ss 14.8.3: Arrays
x <- 1:24
dim(x) <- c(2, 12); print(x)
## [,1] [,2] [,3] [,4] [,5] [,6] [,7] [,8] [,9] [,10] [,11] [,12]
## [1,] 1 3 5 7 9 11 13 15 17 19 21 23
## [2,] 2 4 6 8 10 12 14 16 18 20 22 24
dim(x) <- c(3, 4, 2); print(x)
## , , 1
##
## [,1] [,2] [,3] [,4]
## [1,] 1 4 7 10
## [2,] 2 5 8 11
## [3,] 3 6 9 12
##
## , , 2
##
## [,1] [,2] [,3] [,4]
## [1,] 13 16 19 22
## [2,] 14 17 20 23
## [3,] 15 18 21 24
## Sec 14.9: Manipulations with Lists, Data Frames, Matrices and Time Series
## ss 14.9.1: Lists -- an extension of the notion of ``vector''
zz <- list("Shireen", "Peter", c("Luke","Amelia","Ted"), c(8,4,0))
zz[c(3,1)]
## [[1]]
## [1] "Luke" "Amelia" "Ted"
##
## [[2]]
## [1] "Shireen"
zz[c(3,1)]
## [[1]]
## [1] "Luke" "Amelia" "Ted"
##
## [[2]]
## [1] "Shireen"
## Return list whose only element is the vector c("Luke","Amelia")
zz[3]
## [[1]]
## [1] "Luke" "Amelia" "Ted"
## Return the vector c("Luke","Amelia","Ted")
zz[[3]]
## [1] "Luke" "Amelia" "Ted"
duo <- list(family="Braun", names=c("Matthew","Phillip"),
ages=c(14,9))
duo[["names"]] # Alternatively, specify duo$names
## [1] "Matthew" "Phillip"
## The dual identity of data frames
xyz <- data.frame(x=1:4, y=11:14, z=I(letters[1:4]))
xyz[1, ] # Returns a data frame, i.e., a list)
## x y z
## 1 1 11 a
xyz[1, , drop=TRUE]
## $x
## [1] 1
##
## $y
## [1] 11
##
## $z
## [1] "a"
unlist(xyz[1, ]) # Returns, here, a vector of atomic mode
## x y z
## "1" "11" "a"
unlist(xyz[1, , drop=TRUE])
## x y z
## "1" "11" "a"
## ss 14.9.2: Changing the shape of data frames (or matrices)
## Melting and casting
library(reshape)
Jobs <- melt(jobs, measure.vars=names(jobs)[1:6],
variable_name="Region", id.vars="Date")
head(Jobs, 3)
## Date Region value
## 1 95.00 BC 1752
## 2 95.08 BC 1737
## 3 95.17 BC 1765
jobsBack <- cast(Jobs, Date ~ Region)
head(jobsBack,3)
## Date BC Alberta Prairies Ontario Quebec Atlantic
## 1 95.00 1752 1366 982 5239 3196 947
## 2 95.08 1737 1369 981 5233 3205 946
## 3 95.17 1765 1380 984 5212 3191 954
## ss 14.9.3: * Merging data frames -- {merge()}
new.Cars93 <- merge(x=Cars93, y=Cars93.summary[, "abbrev", drop=F],
by.x="Type", by.y="row.names")
## ss 14.9.4: Joining data frames, matrices and vectors -- {cbind()}
## Conversion of tables and arrays into data frames
## ss 14.9.5: The {apply} family of functions
## The {tapply()} function
## Compare tapply() with aggregate(): data frame kiwishade (DAAG)
with(kiwishade, tapply(yield, INDEX=list(block, shade), FUN=mean))
## none Aug2Dec Dec2Feb Feb2May
## east 99.03 105.6 88.92 95.88
## north 104.03 103.6 93.70 92.03
## west 97.56 100.5 87.15 90.41
with(kiwishade, aggregate(yield, by=list(block, shade), FUN=mean))
## Group.1 Group.2 x
## 1 east none 99.03
## 2 north none 104.03
## 3 west none 97.56
## 4 east Aug2Dec 105.56
## 5 north Aug2Dec 103.59
## 6 west Aug2Dec 100.55
## 7 east Dec2Feb 88.92
## 8 north Dec2Feb 93.70
## 9 west Dec2Feb 87.15
## 10 east Feb2May 95.88
## 11 north Feb2May 92.03
## 12 west Feb2May 90.41
## The {apply()} function
## The functions {lapply()} and {sapply()}
## Uses data frame rainforest (DAAG)
sapply(rainforest[, -7], range, na.rm=TRUE)
## dbh wood bark root rootsk branch
## [1,] 4 3 8 2 0.3 4
## [2,] 56 1530 105 135 24.0 120
## ss 14.9.6: Splitting vectors and data frames into lists -- {split()}
with(Cars93.summary, split(No.of.cars, Max.passengers))
## $`4`
## [1] 14
##
## $`5`
## [1] 21
##
## $`6`
## [1] 16 11 22
##
## $`8`
## [1] 9
## Split dataframe by Max.passengers (2nd column)
split(Cars93.summary[, -2], Cars93.summary[, 2])
## $`4`
## Min.passengers No.of.cars abbrev
## Sporty 2 14 Sp
##
## $`5`
## Min.passengers No.of.cars abbrev
## Small 4 21 Sm
##
## $`6`
## Min.passengers No.of.cars abbrev
## Compact 4 16 C
## Large 6 11 L
## Midsize 4 22 M
##
## $`8`
## Min.passengers No.of.cars abbrev
## Van 7 9 V
## ss 14.9.7: Multivariate time series
jobts <- ts(jobs[,1:6], start=1995, frequency=12)
colnames(jobts)
## [1] "BC" "Alberta" "Prairies" "Ontario" "Quebec" "Atlantic"
## Subseries through to the third month of 1995
window(jobts, end=1995+2/12)
## BC Alberta Prairies Ontario Quebec Atlantic
## Jan 1995 1752 1366 982 5239 3196 947
## Feb 1995 1737 1369 981 5233 3205 946
## Mar 1995 1765 1380 984 5212 3191 954
# Rows are 1995+0/12, 1990+1/12, 1990+2/12
plot(jobts, plot.type="single") # Use one panel for all
![plot of chunk unnamed-chunk-1 plot of chunk 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IAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECCwicNAiK1mHwBICz6x1f7RyyBLbsCoBAgQIECBAgAABAgQIECBAYL8I3FEP9J2VP90vD3jox3nw0Bu0PQJTBFL8/J+mLGM2AQIECBAgQIAAAQIECBAgQIDAYwL/tgY/+NiooXkEFEDn0bLsEALtys8P18auGGKDtkGAAAECBAgQIECAAAECBAgQ2FKBc+txfW+l1VO29GGu9mEpgK7W19YnC6T4eeHk2eYQIECAAAECBAgQIECAAAECBPa9QIqfibaEwBOWWNeqBAgQIECAAAECBAgQIECAAAECBAgQWGsBBdC1Pj0OjgABAgQIECBAgAABAgQIECBAgACBZQQUQJfRsy4BAgQIECBAgAABAgQIECBAgAABAmstoAC61qfHwREgQIAAAQIECBAgQIAAAQIECBAgsIyAAugyetYlQIAAAQIECBAgQIAAAQIECBAgQGCtBRRA1/r0ODgCBAgQIECAAAECBAgQIECAAAECBJYRUABdRs+6BAgQIECAAAECBAgQIECAAAECBAistYAC6FqfHgdHgAABAgQIECBAgAABAgQIECBAgMAyAgqgy+hZlwABAgQIECBAgAABAgQIECBAgACBtRZQAF3r0+PgCBAgQIAAAQIECBAgQIAAAQIECBBYRkABdBk96xIgQIAAAQIECBAgQIAAAQIECBAgsNYCCqBrfXocHAECBAgQIECAAAECBAgQIECAAAECywgogC6jZ10CBAgQIECAAAECBAgQIECAAAECBNZaQAF0rU+PgyNAgAABAgQIECBAgAABAgQIECBAYBkBBdBl9KxLgAABAgQIECBAgAABAgQIECBAgMBaCyiArvXpcXAECBAgQIAAAQIECBAgQIAAAQIECCwjoAC6jJ51CRAgQIAAAQIECBAgQIAAAQIECBBYawEF0LU+PQ6OAAECBAgQIECAAAECBAgQIECAAIFlBBRAl9GzLgECBAgQIECAAAECBAgQ2J8CqSccuz8fukdNgMCmCRy8aQfseAkQIECAAAECBAgQIECAAIFdEzix9vScLqf1hp9dw4dV7qvcXPlar+8PZ15ye0WbTyBF5qMr3+7yYNc/VL1GgMAcAgqgc2BZlAABAgQIECBAgAABAgQIbKHAU+sxpaDZL3C2oudROzzeu2rekyqndKluYhtXKB0tnG5zoTTFzBMqT658Z68fHe6PH1/Ljbtz9+Ga3oqh6fvDKZaOTtvN+dlXzvU9Xe7tDWdaG299m5bHpBFYmYAC6MpobZgAAQIECBAgQIAAAQIECKyNQIpprajZ+lbw3OlW9ttqvT/o8pXecKb9aeWISq4STZ6xQ39czTulS3UTWyuUjiuO5srSdnXpXl5RulMxs1/A7A9PKmZOhKgZudLzjsoTu6SGkxxUOaRLdVvRWkG09dMKqEPMdyXtVnzrzPYgFEBnc7IUAQIECBAgQIAAAQIECBBYd4FcjTla3GzjKcZNat+sGaPFzTaeAtxOLYWo67rstFwKpa1AOq5Y2qbNWii9v7Y3rUiaYum0QmmKmSlOxqelXaXZL2D25y1azPx6dzwpKue4/qRLhjMt8zOtzc/4pCJdCqApjLaiaCuS9qePzu8vm+FZ5/eX66/Xn94fPqy2nfPdcnhvONNGx7N8piW72fI9lIJr/P9a5dqKtqUC+cbVCBAgQIAAAQIECBAgQIAAgc0QSAHpWZUUNtsVnG346Ts8hLtqXruSM/1XeuMpuq26pVD6R1122lceXyuUjvatSJo+hdKTu1Q3saXIlUJpSwp1/cLmMsXMuPULmf3x/vQMJ5OKmTVr7vZArZFsS+sXRfvDowXTneZl2dHldxo/tJZPjqrk7Qm0LRZQAN3ik+uhESBAgAABAgQIECBAgMBGCqQoc2qlX+BsRc6TanpugR7XcjXbH1ZaobNf5EwBcBParIXSFML6BdH+cL9wmgLnToXSvPdku/JytGiZgma/qNnGd7oys1bRFhDI927yjQXWXXSV/JylQJrC9LcW3Yj1NkNAAXQzzpOjJECAAAECBAgQIECAAIHtEHhSPYx86NDTen2Gc/Vmu7IzBbtcqTiu5aq/XEmZIme/wJnxmyop6O2HlmLZLFeUplDaL4jmQ3paITN9Cm754CBt/wncXw850faBgALoPjjJHiIBAgQIECBAgAABAisTyGuqXEWU991L389O03IFX644ym3JrW/DKXBpmyOQc5nbZ1tRs1/YHDftyBkeWgpyKe6NFjgz/tWKgl0hzNhSKL2+y4yrWIwAgW0TUADdtjPq8RAgQIAAAQIECBCYTyAfPjFapMknQueWwLRcTdauKGvDo+OTlps0fRXrt0LkrAXI/nIZ3qlY2V92dLlJtyLnsS/aUgC9s5KCaCuK9ofzyds7zR9dJ+PtfNagNoNAzvNTKv2fjXGFzcxP5nltnfP37yu3dukP31DTciVnip8K4YWgESBAYAiBeX5JD7E/2yBAgAABAgQIECBAYPUCx9QuxhVrxk1LsVNbXCC306ZQ1W6lHO1H57XxFCRzK3TL0d1w+hSln9ylukHa3bWVfmF09KrTfoG1v1x/OI8tVx5OSx7b6DI1ac9brrzMz8C4n4P+tAznfSNnLW6noJ/3hExBsxUzW9+f1oZTANUIECBAYBcFFEB3EduuCBAgQIAAAQIECCwo8IRaLwWx0SJNuzqt9W1+3vNu1pai1mixpn0IRSsApW/JdtvwOs1PIXJa8THzWwGyv+y4abMu265mjctQLa/T+gXRcUXSTJt1mXzCcYp/Sb5X9qKNK4qOFknb+DzLtnX6fVs/V3H2fzbiMGvL99NtlVa0TN8f7v/MZLl8D2kECBAgsKYCCqBremIcFgECBAgQIECAwNYL5LbqVpxpfStg9vsMf2dl0geijIPK1X2tWNMv1Iwb/ua4DZi2pwIpvqUI3QrRQxzMEbWR0YLp6Pi4ompbJvNSWM/3YQry6SdldH7GW1KU3Kt2d+24/Qy0vv2cpO8P54rOVRS39+qx2y8BAgT2tYAC6N6f/hPrEPKG2Ud2yRs031HJe/rcXsm4RoAAAQIECBDYbwK5sjCFkjxfTfrDGW9FmFZUGe3XaX6OPQXMFDL7hc3janzWlkLMn1TGFW3GTbtn1g1bbt8I5HsiyffLXrR+sTQ/r/3x0eGh5qeQnMfbfkZyO79GgAABAvtQQAF09096/oN6XuWcyumVjE9q+YN9beWzlY9VLqv4L2QhaAQIECBAYEMEUsRrL+RnLdCNK9zNOm2effW3OVpgbMXG1u/F/DyWbW+5ZbZfnOlffdYfzjK5xTbPDTUCmyrQblHf1ON33AQIECCwwQIKoLt38vLf/r9T+eHKTkXP/hHl/Lyoyxuq/93KT1U+XtEIECBAgACB1Qnkb3CuzsuHYLQ+wy39af3hzM/f+VbsrEFtQYH80zcFvxQJ+32GkxRT8j5//cw6LevMuuy45eZdP9sY/YCUFDiHvL25NqcRIECAAAECBAiME1AAHacy/LS8GLq8ckZv03lSf3Plxkr+o5/bUe6r5JzkvXXyyZ0HKidX8imQabli9COVCyoXVrTVCLy4NvumbtPtRdfoC682vfV7NX81ArZKgACB7RDI39P8DR4tUI6b1l8mw7P+s3KaVP7eTyqgtcLdXs9vf8tav1d/00b3Hx+NAAECBAgQIECAwNICCqBLE07dwFG1RK7YbMXPz9fwuyufrqTwOa3l1rMU5M6rnF/J+M9WvlLJLfHa8AJ/tTb514ff7Eq2mBepLfmwgzsq36zkPWTTJ5mWZFquNBmdl/HM90KzEPaw5VbU/E7OB2K0Pj/vs6at15bPeIZTWBmXnO9WdMn30Ogybf7o9Da+zHzfawWuzSSQn4UjKsdVju9llvETavn2D8QanLvl56L9Hk2f35+5gi99fmemb8n0Ni3D+X2c73Pf64WgESBAgAABAgQIENhrAQXQ1Z+B19Quzup28yvVn1OZ5wVRrob4rS6XVv/hSooa76h8sjLPtmpxbQaBv1/L/GYlL7rzMxLvfj9puC232/Ozv7R8MuczHhma/0uuUMqbwrcX+6NF0rywz7z0Lf3xDP9pZR1bCospgrTkirA2nL6Np0/RsI23Zdp4vh8yLed5UvpFyFaAnHXZvE/gfmr53dWKqf2+FfRbUbbft+Esn9+N6du0fp/h/nhbbtq0/vz+8Lj1+/PbsWS5lkmPb9H5telda/me7f9sjP4sjJs3blr72Rldv/+z1ob767dp+Zlb9j0gc2dFipT5HdWKlf3xFCvbvPT98RQxNQIECBAgQIAAAQIEtkCgFU624KGs7UM4uzuya6o/r7JMwTJXfL6x8p5Krig9tXJdRRtW4N7a3K8Nu8mVbS3FvRQr8rOc2zWP7XLcSD86PeNtmQwfU8n6yYHKIi2FndFCaQoK4wqmmZaCa459UpFktGgyz3groKSP0Sa0/G5IIe3+SoprGW7jbXi0H1123Pw8/klJcWncvEzP99Sk+W2dRednvZZ8D2jTBUYLqqPjrbDa+p3mx75fcBwdXqdifB7P3ZX8zvhGL/ndMm08xcz8PtcIECBAgAABAgQIENjnAgqgq/8GeEm3i49Wn+LEsu1DtYH3dBs5rfrrlt2g9TdaoBU78iBSULx5wUeTgkeuIE1RtF8Y7Q+PFk378zKct3vILafJOrUYpQiSK8Faxo1nWgqKWWbS/MwbLTJOG882Z1kmV+Hup5Yi6rgCagqimZe/T62fNLzM/P66y26/HXO22TLusbV56eedn+WT3SgY5/t10s/BpJ+hacvPM7/9LOa9sVPI1QgQIECAAAECBAgQILCUgALoUnwzrXxSt9RNMy09faHba5G8OM2L4NweqBEYQiDFt9zumSz6vZqizk5F0tF5KZjOUmiZVjgZLVb2l888BZRCWMPWivf5HtCmC4wWTEfH8/PXz07z8zPR/znJcH98vxXjp+tbggABAgQIECBAgACBjRZQAF396csVmi+snFV53wC7O7u20a4AumqA7dkEgaEEUtDKLaeJRoDAsAIpWiYKxsO62hoBAgQIECBAgAABAvtAIFeIaKsVuLLb/Gurf9mSu8ptxu/qtpEi0/VLbs/qBAgQIECAAAECBAgQIECAAAECBLZaQAF09af37bWLXLGTD2O5tPL6Sj4det6Wq0g/VUmf9t5HO18JECBAgAABAgQIECBAgAABAgQIEJgk4Bb4STLDTc8t8G+uvLOS90BM4TLDV1S+WMlVnLdW8mEPeb/CnJMUS4+pHKg8u/LSyumV1lIIfWsb0RMgQIAAAQIECBAgQIAAAQIECBAgMF5AAXS8y9BTf6Y2mA8vuqiSDy46uvKDXaqbq32ylj6nkveC0wgQIECAAAECBAgQIECAAAECBAgQ2EHALfA74Aw86/21vZMrb6vcMue28+m8uX3+1ZVXVHzITCFoBAgQIECAAAECBAgQIECAAAECBKYJuAJ0mtCw82+rzb2lyynVn1l5TiW3u+f2+FwZmvcLvatyZyW3z3+pcnUl0zQCBAgQIECAAAECBAgQIECAAAECBOYQUACdA2vgRW+o7SUaAQIECBAgQIAAAQIECBAgQIAAAQIrEnAL/IpgbZYAAQIECBAgQIAAAQIECBAgQIAAgb0XcAXo3p+DE+sQTqgc2SWfBH9HJbfA54OTMq4RIECAAAECBAgQIECAAAECBAgQILCAgALoAmhLrpL3+Tyvkk9yP72S8UntwZpxbeWzlY9VLqs8XNEIECBAgAABAgQIECBAgAABAgQIEJhBwC3wMyANtMjTajsXVf648k8qZ1V2Kn7W7O9IgfpFlTdUUgC9pvKqikaAAAECBAgQIECAAAECBAgQIECAwAwCrgCdAWmARY6vbVxeOaO3rVzJeXPlxko+Hf6eyn2VnJPDK/lk+AOVkyuHVdJyxehHKhdULqxoBAgQIECAAAECBAgQIECAAAECBAjsIKAAugPOQLOOqu18vNKKn5+v4XdXPl1J4XNaO6QWeHElt82fX8n4z1a+Uskt8RoBAgQIECBAgAABAgQIECBAgAABAgT2TCBFy1ztmXygsszbDryy1r+/21Zuh19mW7X6nrQUb2Px43uydzslQIAAAQIECBAgQIAAAQIECGyOwMV1qKmjnLs5h7x+R7qJBbT1U9z5iM7uZqdgmas4H9p58R3n5orPN3ZL5IrSU3dc2kwCBAgQIECAAAECBAgQIECAAAEC+1xAAXT13wAv6Xbx0eofGGB3H+pt47TesEECBAgQIECAAAECBAgQIECAAAECBEYEFEBHQFYwelK3zZsG2vbttZ1WSD1ioG3aDAECBAgQIECAAAECBAgQIECAAIGtFFAAXf1pva7bxVkD7Sq31OeDkNKuerTzlQABAgQIECBAgAABAgQIECBAgACBcQIKoONUhp12Zbe511b/siU3fVyt/65uG1+v/volt2d1AgQIECBAgAABAgQIECBAgAABAlstoAC6+tP79tpFblk/vHJp5fWVQyvzthfWCp+qpE9776OdrwQIECBAgAABAgQIECBAgAABAgQITBI4eNIM0wcTyC3wb668s3JsJYXLDF9R+WIlV3HeWrmncm8l5yTF0mMqByrPrry0cnqltRRC39pG9AQIECBAgAABAgQIECBAgAABAgQIjBdQAB3vMvTUn6kN5sOLLqrkg4uOrvxgl+rmap+spc+pPDTXWhYmQIAAAQIECBAgQIAAAQIECBAgsA8F3AK/eyf9/bWrkytvq9wy527vq+Vz+/yrK6+o5P0/NQIECBAgQIAAAQIECBAgQIAAAQIEpgi4AnQK0MCzb6vtvaXLKdWfWXlOJbe75/b4XBma9wu9q3JnJbfPf6lydSXT9qo9pXb85ysHDXAAp3XbUHwfANMmCBAgQIAAAQIECBAgQIAAAQIECBBYXuBf1iYeHji/tfxh2QIBAgQIECBAgAABAgQIECBAYKsFLq5Hl5rMuVv9KFf84FwBumLgLdn8L9bjeLAyxFWbP1DbOb6SK1w1AgQIECBAgAABAgQIECBAgAABAisVUABdKe9MGz+xljqhcmSXfBL8HZUUCPPBSRnf6/axOoBkiHZlbSQF0HzqvUaAAAECBAgQIECAAAECBAgQIEBgpQIKoCvlHbvxvM/neZV8kvvplYxParnq8trKZyspQF5WyWXPGgECBAgQIECAAAECBAgQIECAAAECBNZK4Gl1NBdVcmXnou+nmWLoqyqb3HIFaB7/JZv8IBw7AQIECBAgQIAAAQIECBAgQGAXBLwH6ADIrgAdAHGGTeSW78srZ/SWTRHw5sqNlXw6fG4Jv6+Sc3J4JZ8Mf6BycuWwSlquGP1I5YLKhRWNAAECBAgQIECAAAECBAgQIECAAAECeypwVO39M5V21efnavh1ladUZmmH1EIvqbyvcn+lbeeVNbyJzRWgm3jWHDMBAgQIECBAgAABAgQIECCwFwKuAN0LdfucW+D8WqMVLT9Qw8t8knqKnq0Ies2S26rV96QpgO4Ju50SIECAAAECBAgQIECAAAECGyigADrASVumGDfA7vfFJs7uHmUKlvnwo4eWeNT5EKQ3duvndvpTl9iWVQkQIECAAAECBAgQIECAAAECBAhsvYAC6OpPcW5fT/to5YFHhpb78qHe6qf1hg0SIECAAAECBAgQIECAAAECBAgQIDAioAA6ArKC0ZO6bd400LZvr+20QuoRA23TZggQIECAAAECBAgQIECAAAECBAhspYAC6OpP63XdLs4aaFe5pT4fjJR21aOdrwQIECBAgAABAgQIECBAgAABAgQIjBNQAB2nMuy0fOhP2msrL3tkaPEvx9Wq7+pW/3r11y++KWsSIECAAAECBAgQIECAAAECBAgQ2H4BBdDVn+O31y5yy/rhlUsrr68cWpm3vbBW+FQlfdp7H+18JUCAAAECBAgQIECAAAECBAgQIEBgksDBk2aYPphAboF/c+WdlWMrKVxm+IrKFyu5ivPWyj2Veys5JymWHlM5UHl25aWV0yutpRD61jaiJ0CAAAECBAgQIECAAAECBAgQIECAwF4LnF8HcHfl4SXziVr/hMqmtrwlQAwu2dQH4LgJECBAgAABAgQIECBAgAABArskcHHtJ3WUc3dpf1u5G7fA795pfX/t6uTK2yq3zLnb+2r53D7/6sorKnn/T40AAQIECBAgQIAAAQIECBAgQIAAgSkCboGfAjTw7Ntqe2/pckr1Z1aeU8nt7rk9/uhK3i/0rsqdldw+/6XK1ZVM0wgQIECAAAECBAgQIECAAAECBAgQmENAAXQOrIEXvaG2l2gECBAgQIAAAQIECBAgQIAAAQIECKxIwC3wK4K1WQIECBAgQIAAAQIECBAgQIAAAQIE9l7AFaB7fw5Gj+ComvD8yhmVJ1f+oPLlylcq365oBAgQIECAAAECBAgQIECAAAECBAjMKKAAOiPUEou9vNZ9Qbf+z1efT4If1w6tiW/ucsiYBX6/pv1kJR+GpBEgQIAAAQIECBAgQIAAAQIECBAgQGAtBH6ujuLhLk+fcET5dPhre8u15cf1H6/lNrlwfWX3OC+pXiNAgAABAgQIECBAgAABAgQIEJgscHHNSn3o3MmLmDNNYJMLadMe26bMP6gO9Jcqp/cO+Koazie/31hJcfR5lT9bSXtl5d2VH8uIRoAAAQIECBAgQIAAAQIECBAgQIDAZAEF0Mk2uzXnR2tH39/t7Jbq//vKv+zG+90P1MhFle+u/O1KrqT85YpGgAABAgQIECBAgAABAgQIECBAgMAEAZ8CPwFmFyf/cLevXM78msq44mcW+Y3K91dSJE37Hx/tfCVAgAABAgQIECBAgAABAgQIECBAYJKAAugkmd2Z/sTaTT7tPe3/qfzmI0OTv/z7mvXj3eznVX/E5EXNIUCAAAECBAgQIECAAAECBAgQIEBAAXRvvwdOqd0f3h3C52Y8lFwJmpa3L3jhI0O+ECBAgAABAgQIECBAgAABAgQIECAwVkABdCzLrk28tfaUW9/TcnXnLO22WujebsGTZ1nBMgQIECBAgAABAgQIECBAgAABAgT2q4AC6N6e+btq9zd2h3DWjIdySi3Xrhq9bsZ1LEaAAAECBAgQIECAAAECBAgQIEBgXwoogO7uaf9Pa3eteNn2/M+6gZdXf1CbuEN/QW/e7/eGDRIgQIAAAQIECBAgQIAAAQIECBAgMCKQ95HUdk/gk7WrByu/V7my8juV367cWfmuys9U+gXOGv0PLcXRn6j8zW5K3gs062kECBAgQIAAAQIECBAgQIAAAQIECBDYM4F/WnvO+3zOmvNGjvTJNf53K1/obSNF1BdUNrGl8BuLSzbx4B0zAQIECBAgQIAAAQIECBAgQGAXBS6ufaWOcu4u7nPrduUK0NWf0h+tXfzjyosq+dT2lqfW8Lh2yMjEk2r87/Wm5Zv+f6lc05tmkAABAgQIECBAgAABAgQIECBAgACBMQIKoGNQBp70UG3vy10+0Nv2iTXciqHpUyB9VuX6Sr/1Px3+9pqRK0Qv6y9gmAABAgQIECBAgAABAgQIECBAgACB8QIKoONddmPq12onSb+YeXSN3z+y89tq/B9VLq/8m8q9FY0AAQIECBAgQIAAAQIECBAgQIAAgRkEFEBnQNrFRb41Zl95v8+fHDPdJAIECBAgQIAAAQIECBAgQIAAAQIEpgg8Ycp8swkQIECAAAECBAgQIECAAAECBAgQILCxAgqgG3vqHDgBAgQIECBAgAABAgQIECBAgAABAtMEFECnCZlPgAABAgQIECBAgAABAgQIECBAgMDGCiiAbuypc+AECBAgQIAAAQIECBAgQIAAAQIECEwTUACdJmQ+AQIECBAgQIAAAQIECBAgQIAAAQIbK6AAurGnzoETIECAAAECBAgQIECAAAECBAgQIDBNQAF0mpD5BAgQIECAAAECBAgQIECAAAECBAhsrIAC6MaeOgdOgAABAgQIECBAgAABAgQIECBAgMA0AQXQaULmEyBAgAABAgQIECBAgAABAgQIECCwsQIKoBt76hw4AQIECBAgQIAAAQIECBAgQIAAAQLTBBRApwmZT4AAAQIECBAgQIAAAQIECBAgQIDAxgoogG7sqXPgBAgQIECAAAECBAgQIECAAAECBAhME1AAnSZkPgECBAgQIECAAAECBAgQIECAAAECGyugALqxp86BEyBAgAABAgQIECBAgAABAgQIECAwTUABdJqQ+QQIECBAgAABAgQIECBAgAABAgQIbKyAAujGnjoHToAAAQIECBAgQIAAAQIECBAgQIDANAEF0GlC5hMgQIAAAQIECBAgQIAAAQIECBAgsLECCqAbe+ocOAECBAgQIECAAAECBAgQIECAAAEC0wQUQKcJmU+AAAECBAgQIECAAAECBAgQIECAwMYKKIBu7Klz4AQIECBAgAABAgQIECBAgAABAgQITBNQAJ0mZD4BAgQIECBAgAABAgQIECBAgAABAhsroAC6safOgRMgQIAAAQIECBAgQIAAAQIECBAgME1AAXSakPkECBAgQIAAAQIECBAgQIAAAQIECGysgALoxp46B06AAAECBAgQIECAAAECBAgQIECAwDQBBdBpQuYTIECAAAECBAgQIECAAAECBAgQILCxAgqgG3vqHDgBAgQIECBAgAABAgQIECBAgAABAtMEFECnCZlPgAABAgQIECBAgAABAgQIECBAgMDGCiiAbuypc+AECBAgQIAAAQIECBAgQIAAAQIECEwTUACdJmQ+AQIECBAgQIAAAQIECBAgQIAAAQIbK6AAurGnzoETIECAAAECBAgQIECAAAECBAgQIDBNQAF0mpD5BAgQIECAAAECBAgQIECAAAECBAhsrIAC6MaeOgdOgAABAgQIECBAgAABAgQIECBAgMA0AQXQaULmEyBAgAABAgQIECBAgAABAgQIECCwsQIKoBt76hw4AQIECBAgQIAAAQIECBAgQIAAAQLTBBRApwmZT4AAAQIECBAgQIAAAQIECBAgQIDAxgoogG7sqXPgBAgQIECAAAECBAgQIECAAAECBAhME1AAnSZkPgECBAgQIECAAAECBAgQIECAAAECGyugALqxp86BEyBAgAABAgQIECBAgAABAgQIECAwTUABdJqQ+QQIECBAgAABAgQIECBAgAABAgQIbKyAAujGnjoHToAAAQIECBAgQIAAAQIECBAgQIDANAEF0GlC5hMgQIAAAQIECBAgQIAAAQIECBAgsLECCqAbe+ocOAECBAgQIECAAAECBAgQIECAAAEC0wQUQKcJmU+AAAECBAgQIECAAAECBAgQIECAwMYKKIBu7Klz4AQIECBAgAABAgQIECBAgAABAgQITBNQAJ0mZD4BAgQIECBAgAABAgQIECBAgAABAhsroAC6safOgRMgQIAAAQIECBAgQIAAAQIECBAgME1AAXSakPkECBAgQIAAAQIECBAgQIAAAQIECGysgALoxp46B06AAAECBAgQIECAAAECBAgQIECAwDQBBdBpQuYTIECAAAECBAgQIECAAAECBAgQILCxAgqgG3vqHDgBAgQIECBAgAABAgQIECBAgAABAtMEFECnCZlPgAABAgQIECBAgAABAgQIECBAgMDGCiiAbuypc+AECBAgQIAAAQIECBAgQIAAAQIECEwTUACdJmQ+AQIECBAgQIAAAQIECBAgQIAAAQIbK6AAurGnzoETIECAAAECBAgQIECAAAECBAgQIDBNQAF0mpD5BAgQIECAAAECBAgQIECAAAECBAhsrIAC6MaeOgdOgAABAgQIECBAgAABAgQIECBAgMA0AQXQaULmEyBAgAABAgQIECBAgAABAgQIECCwsQIHb+yRb8+Bn1gP5YTKkV3urf6Oyp2V2ysZ1wgQIECAAAECBAgQIECAAAECBAgQWEBAAXQBtCVXObrWP69yTuX0SsYntQdrxrWVz1Y+Vrms8nBFI0CAAAECBAgQIECAAAECBAgQIECAwFoJPK2O5qJKruxMEXORpBj6qsomtyvr4PPYL9nkB+HYCRAgQIAAAQIECBAgQIAAAQK7IHBx7SN1lHN3YV9buwtXgO7OqT2+dnN55Yze7vLNe3PlxsptlXsq91VyTg6vHFM5UDm5clglLVeMfqRyQeXCikaAAAECBAgQIECAAAECBAgQIECAAIE9FTiq9v6ZSgqeyecqr6s8pTJLO6QWeknlfZX7K207r6zhTWyuAN3Es+aYCRAgQIAAAQIECBAgQIAAgb0QcAXoXqjb59wC59carWj5gRp+wtxbeGyFFD1bEfSaJbf12FZ3d0gBdHe97Y0AAQIECBAgQIAAAQIECBDYXAEF0AHO3TLFuAF2vy82cXb3KFOwzIcfPbTEo86HIL2xWz+305+6xLasSoAAAQIECBAgQIAAAQIECBAgQGDrBRRAV3+Kc/t62kcrDzwytNyXD/VWP603bJAAAQIECBAgQIAAAQIECBAgQIAAgREBBdARkBWMntRt86aBtn17bacVUo8YaJs2Q4AAAQIECBAgQIAAAQIECBAgQGArBRRAV39ar+t2cdZAu8ot9flgpLSrHu18JUCAAAECBAgQIECAAAECBAgQIEBgnIAC6DiVYaflQ3/SXlt52SNDi385rlZ9V7f616u/fvFNWZMAAQIECBAgQIAAAQIECBAgQIDA9gsogK7+HL+9dpFb1g+vXFp5feXQyrzthbXCpyrp0977aOcrAQIECBAgQIAAAQIECBAgQIAAAQKTBA6eNMP0wQRyC/ybK++sHFtJ4TLDV1S+WMlVnLdW7qncW8k5SbH0mMqByrMrL62cXmkthdC3thE9AQIECBAgQIAAAQIECBAgQIAAAQIE9lrg/DqAuysPL5lP1PonVDa15S0BYnDJpj4Ax02AAAECBAgQIECAAAECBAgQ2CWBi2s/qaOcu0v728rduAV+907r+2tXJ1feVrllzt3eV8vn9vlXV15Ryft/agQIECBAgAABAgQIECBAgAABAgQITBFwC/wUoIFn31bbe0uXU6o/s/KcSm53z+3xR1fyfqF3Ve6s5Pb5L1WurmSaRoAAAQIECBAgQIAAAQIECBAgQIDAHAIKoHNgDbzoDbW9RCNAgAABAgQIECBAgAABAgQIECBAYEUCCqArgp1jsyfWsnlPzyO75IOQ7qjkCtDbKxnXCBAgQIAAAQIECBAgQIAAAQIECBBYQEABdAG0JVfJbe7nVc6p5JPdMz6pPVgzrq18tvKxymWVvPGtRoAAAQIECBAgQIAAAQIECBAgQIAAgbUSeFodzUWVXNmZIuYiSTH0VZVNblfWweex+xT4TT6Ljp0AAQIECBAgQIAAAQIECBDYDQGfAj+AsitAB0CcYRPH1zKXV87oLZsi4M2VGyv5cKR7Kvm095yTwyv5YKQDlZMrh1XScsXoRyoXVC6saAQIECBAgAABAgQIECBAgAABAgQIENhTgaNq75+ptCs+P1fDr6s8pTJLO6QWeknlfZX7K207r6zhTWyuAN3Es+aYCRAgQIAAAQIECBAgQIAAgb0QcAXoXqjb59wC59carWj5gRp+wtxbeGyFFD1bEfSaJbf12FZ3d0gBdHe97Y0AAQIECBAgQIAAAQIECBDYXAEF0AHO3TLFuAF2vy82cXb3KFOwzIcfPbTEo86HIL2xWz+305+6xLasSoAAAQIECBAgQIAAAQIECBAgQGDrBRRAV3+Kc/t62kcrDzwytNyXD/VWP603bJAAAQIECBAgQIAAAQIECBAgQIAAgREBBdARkBWMntRt86aBtn17bacVUo8YaJs2Q4AAAQIECBAgQIAAAQIECBAgQGArBRRAV39ar+t2cdZAu8ot9flgpLSrHu18JUCAAAECBAgQIECAAAECBAgQIEBgnIAC6DiVYaflQ3/SXlt52SNDi385rlZ9V7f616u/fvFNWZMAAQIECBAgQIAAAQIECBAgQIDA9gsogK7+HL+9dpFb1g+vXFp5feXQyrzthbXCpyrp0977aOcrAQIECBAgQIAAAQIECBAgQIAAAQKTBA6eNMP0wQRyC/ybK++sHFtJ4TLDV1S+WMlVnLdW7qncW8k5SbH0mMqByrMrL62cXmkthdC3thE9AQIECBAgQIAAAQIECBAgQIAAAQIE9lrg/DqAuysPL5lP1PonVDa15S0BYnDJpj4Ax02AAAECBAgQIECAAAECBAgQ2CWBi2s/qaOcu0v728rduAV+907r+2tXJ1feVrllzt3eV8vn9vlXV15Ryft/agQIECBAgAABAgQIECBAgAABAgQITBFwC/wUoIFn31bbe0uXU6o/s/KcSm53z+3xR1fyfqF3Ve6s5Pb5L1WurmTaXrXDasffXTlogAM4coBt2AQBAgQIECBAgAABAgQIECBAgACBmQQUQGdiWslCN9RWk01o/0cd5A8NfKAnDrw9myNAgAABAgQIECBAgAABAgQIECDwOAEF0MeRmDBG4F/VtOdWhnjLhGwnV4F+q6IRIECAAAECBAgQIECAAAECBAgQWKmAAuhKeWfaeK6EzIcapSiY5JPg76jkFvjbu/Hq9rT9Yu09GaLlQ5C+p6IAOoSmbRAgQIAAAQIECBAgQIAAAQIECOwooAC6I89KZuZ9Ps+rnFM5vZLxSe3BmnFt5bOVj1Uuq+STvzQCBAgQIECAAAECBAgQIECAAAECBAislcDT6mguquTKzhQxF0mKoa+qbHLLFaB57Jds8oNw7AQIECBAgAABAgQIECBAgACBXRC4uPaROsq5u7Cvrd2FK0B359QeX7u5vHJGb3f55r25cmMlnw5/T+W+Ss7J4ZV8MvyBysmVwyppuWL0I5ULKhdWNAIECBAgQIAAAQIECBAgQIAAAQIECOypwFG1989UUvBMPld5XeUplVnaIbXQSyrvq9xfadt5ZQ1vYnMF6CaeNcdMgAABAgQIECBAgAABAgQI7IWAK0D3Qt0+5xY4v9ZoRcsP1PAyn6Seomcrgl6z5LZq9T1pCqB7wm6nBAgQIECAAAECBAgQIECAwAYKKIAOcNKWKcYNsPt9sYmzu0eZgmU+/OihJR51PgTpjd36uZ3+1CW2ZVUCBAgQIECAAAECBAgQIECAAAECWy+gALr6U5zb19M+WnngkaHlvnyot/ppvWGDBAgQIECAAAECBAgQIECAAAECBAiMCCiAjoCsYPSkbps3DbTt22s7rZB6xEDbtBkCBAgQIECAAAECBAgQIECAAAECWymgALr603pdt4uzBtpVbqnPByOlXfVo5ysBAgQIECBAgAABAgQIECBAgAABAuMEFEDHqQw7LR/6k/baysseGVr8y3G16ru61b9e/fWLb8qaBAgQIECAAAECBAgQIECAAAECBLZfQAF09ef47bWL3LJ+eOXSyusrh1bmbS+sFT5VSZ/23kc7XwkQIECAAAECBAgQIECAAAECBAgQmCRw8KQZpg8mkFvg31x5Z+XYSgqXGb6i8sVKruK8tXJP5d5KzkmKpcdUDlSeXXlp5fRKaymEvrWN6AkQIECAAAECBAgQIECAAAECBAgQILDXAufXAdxdeXjJfKLWP6GyqS1vCRCDSzb1AThuAgQIECBAgAABAgQIECBAgMAuCVxc+0kd5dxd2t9W7sYt8Lt3Wt9fuzq58rbKLXPu9r5aPrfPv7ryikre/1MjQIAAAQIECBAgQIAAAQIECBAgQGCKgFvgpwANPPu22t5bupxS/ZmV51Ryu3tujz+6kvcLvatyZyW3z3+pcnUl0zQCBAgQIECAAAECBAgQIECAAAECBOYQUACdA2vgRW+o7SUaAQIECBAgQIAAAQIECBAgQIAAAQIrEnAL/IpgbZYAAQIECBAgQIAAAQIECBAgQIAAgb0XcAXo3p+DSUfwxJrxfd3Mr1Z//aQFTSdAgAABAgQIECBAgAABAgQIECBAYLyAK0DHu6zD1CfVQfxGlx9ZhwNyDAQIECBAgAABAgQIECBAgAABAgQ2TUABdNPOmOMlQIAAAQIECBAgQIAAAQIECBAgQGBmAbfAz0y18ILPrjUXcc4nwrf25Br4rjbS67/cGzZIgAABAgQIECBAgAABAgQIECBAgMCIwCKFuZFNGJ0i8Js1/+lTlpk2+w21QDLaDhqdYJwAAQIECBAgQIAAAQIECBAgQIAAgccE3AL/mIUhAgQIECBAgAABAgQIECBAgAABAgS2TMAVoKs/oT9du3hX5fBuV9+q/rLKw934pO7QmvE3uplfqv6aSQuaToAAAQIECBAgQIAAAQIECBAgQIAAgb0UeF7t/KpKip7JJysnVnZqx9bMtvzf32nBDZt3Zfe4Ltmw43a4BAgQIECAAAECBAgQIECAAIHdFri4dpj60Lm7veNt2p9b4HfnbOYKzj9XeWflocpfqVxbeU1FI0CAAAECBAgQIECAAAECBAgQIEBgRQIKoCuCHbPZ+2va/1z5C5WbKidUPlj555Vc7akRIECAAAECBAgQIECAAAECBAgQIDCwgALowKAzbO5f1zIvqHygW/ac6nM16Mu7cR0BAgQIECBAgAABAgQIECBAgAABAgMJKIAOBDnnZr5Zy/9QJe/fcEflQOXXK++utA9LqkGNAAECBAgQIECAAAECBAgQIECAAIFlBBRAl9Fbft3/qzaRq0H/38pBlZ+o/E7lRRWNAAECBAgQIECAAAECBAgQIECAAIElBRRAlwQcYPUbaxs/UHlT5YHK8yufrfxURSNAgAABAgQIECBAgAABAgQIECBAYAkBBdAl8AZcNZ8M/47KmZUvVw6pKIAWgkaAAAECBAgQIECAAAECBAgQIEBgGXwqqmAAAEAASURBVAEF0GX0hl/3C7XJ76lcNPymbZEAAQIECBAgQIAAAQIECBAgQIDA/hM4eP895LV/xPfUEf5o5eOVv9Yd7ee6XkeAAAECBAgQIECAAAECBAgQIECAwBwCCqBzYO3yop+o/SUaAQIECBAgQIAAAQIECBAgQIAAAQILCrgFfkE4qxEgQIAAAQIECBAgQIAAAQIECBAgsP4CCqDrf44cIQECBAgQIECAAAECBAgQIECAAAECCwoogC4IZzUCBAgQIECAAAECBAgQIECAAAECBNZfQAF0/c+RIyRAgAABAgQIECBAgAABAgQIECBAYEEBBdAF4axGgAABAgQIECBAgAABAgQIECBAgMD6CyiArv85coQECBAgQIAAAQIECBAgQIAAAQIECCwooAC6IJzVCBAgQIAAAQIECBAgQIAAAQIECBBYfwEF0PU/R46QAAECBAgQIECAAAECBAgQIECAAIEFBRRAF4SzGgECBAgQIECAAAECBAgQIECAAAEC6y+gALr+58gREiBAgAABAgQIECBAgAABAgQIECCwoIAC6IJwViNAgAABAgQIECBAgAABAgQIECBAYP0FFEDX/xw5QgIECBAgQIAAAQIECBAgQIAAAQIEFhRQAF0QzmoECBAgQIAAAQIECBAgQIAAAQIECKy/gALo+p8jR0iAAAECBAgQIECAAAECBAgQIECAwIICCqALwlmNAAECBAgQIECAAAECBAgQIECAAIH1F1AAXf9z5AgJECBAgAABAgQIECBAgAABAgQIEFhQQAF0QTirESBAgAABAgQIECBAgAABAgQIECCw/gIKoOt/jhwhAQIECBAgQIAAAQIECBAgQIAAAQILCiiALghnNQIECBAgQIAAAQIECBAgQIAAAQIE1l9AAXT9z5EjJECAAAECBAgQIECAAAECBAgQIEBgQQEF0AXhrEaAAAECBAgQIECAAAECBAgQIECAwPoLKICu/zlyhAQIECBAgAABAgQIECBAgAABAgQILCigALognNUIECBAgAABAgQIECBAgAABAgQIEFh/AQXQ9T9HjpAAAQIECBAgQIAAAQIECBAgQIAAgQUFFEAXhLMaAQIECBAgQIAAAQIECBAgQIAAAQLrL6AAuv7nyBESIECAAAECBAgQIECAAAECBAgQILCggALognBWI0CAAAECBAgQIECAAAECBAgQIEBg/QUUQNf/HDlCAgQIECBAgAABAgQIECBAgAABAgQWFFAAXRDOagQIECBAgAABAgQIECBAgAABAgQIrL+AAuj6nyNHSIAAAQIECBAgQIAAAQIECBAgQIDAggIKoAvCWY0AAQIECBAgQIAAAQIECBAgQIAAgfUXUABd/3PkCAkQIECAAAECBAgQIECAAAECBAgQWFBAAXRBOKsRIECAAAECBAgQIECAAAECBAgQILD+Agqg63+OHCEBAgQIECBAgAABAgQIECBAgAABAgsKKIAuCGc1AgQIECBAgAABAgQIECBAgAABAgTWX0ABdP3PkSMkQIAAAQIECBAgQIAAAQIECBAgQGBBAQXQBeGsRoAAAQIECBAgQIAAAQIECBAgQIDA+gsogK7/OXKEBAgQIECAAAECBAgQIECAAAECBAgsKKAAuiCc1QgQIECAAAECBAgQIECAAAECBAgQWH+Bg1d0iAfVdrPtB0a2/901/srK91e+Ubmkcmnl4YpGgAABAgQIECBAgAABAgQIECBAgACBtRY4sY7uf61cX/nLI0f6F2v8wUqKnf388shyRrdb4Mru/Kf4rREgQIAAAQIECBAgQIAAAQIECEwWuLhmpY527uRFzJkmMOQVoIfVzj5ZOaPb6bN6Oz9Qw79SeWJvWhs8rwaurry7TdATIECAAAECBAgQIECAAAECBAgQIEBgCIEh3wP0bXVArfiZyvRDvQN8Qw0/uRv/YvV/vpIrQr/QTftH1T+/G9YRIECAAAECBAgQIECAAAECBAgQIEBgrQRyZee9lRQ+c4vziyr9dl2NtNve+/OOr+l3dPNe31/B8NYKuAV+a0+tB0aAAAECBAgQIECAAAECBAgMLOAW+AFAh7oCNLe75xb4tHdUrnpk6NEvz63uz3Tjv199f14+COlXu3nf0/U6AgQIECBAgAABAgQIECBAgAABAgQIDCIwVAH0ed3RfLv6y0eO7BW98U/0htvgDd1A/8rQNk9PgAABAgQIECBAgAABAgQIECBAgACBhQWGKoA+szuCP67+myNH0y+A/trIvIwe0k0b8gOZxuzGJAIECBAgQIAAAQIECBAgQIAAAQIE9pvAUAXQf9fBPXUE8Igaf2k3Le8ResXI/Ix+VzftxjHzTCJAgAABAgQIECBAgAABAgQIECBAgMDCAkMVQP+wO4LDq8+nu7f22hrItLTfqNzzyNBjX06twb/ejV7/2GRDBAgQIECAAAECBAgQIECAAAECBAgQWF5gqALotXUo/7Y7nF+s/q9Wfqjy7m5aunxqVb+dVSO/Xmm3wP9yf6ZhAgQIECBAgAABAgQIECBAgAABAgQIrJPA6+pgHp6Q3Pp+aO9g//XIcpf25hncboEru3N/yXY/TI+OAAECBAgQIECAAAECBAgQILC0QC4oTL3t3KW3tI83MNQVoCH8lcp/VXmg0m+5MjS3ud/fm3hHb/hjNewk9kAMEiBAgAABAgQIECBAgAABAgQIECAwjMDQn7ye29g/VXlZ5ZTKb1Q+X3mo0m9frJGDKh+sfKAyOr8maQQIECBAgAABAgQIECBAgAABAgQIEFhOYKgCaN7H8yXdoXym+lwNulP7u72Z/0UNP69ydeXDvekGCRAgQIAAAQIECBAgQIAAAQIECBAgsJTAUAXQE+oocrVn2jMqtzwyNNuXfGjS0ZV/VlEAnc3MUgQIECBAgAABAgQIECBAgAABAgQIzCAw5HuAzrC7xy1yRE1J0p78aOcrAQIECBAgQIAAAQIECBAgQIAAAQIEhhFY5ArQv1G7PnFk97mCs7Xza+BbbWSH/rCa94pKO4bf22HZbZ4Vy1xBe2SXe6vPh0TdWbm9knGNAAECBAgQIEBg8wSOqUP+zi557vvEXnIhQn98dHiv5z9cx5fno+OS5/qTpj9Y8zQCBAgQIECAwFoJtOLjPAeVJ2f/+w4rvG2HeTvN+uxOM7doXorF51XOqZxe6RePa/Q/ankCeW0lNh+rXFbJk1GNAAECBAgQIEBgdwXynvetmJn+Kd34pD7LHFrZb+3uesCTCqStaDrL/GxHI0CAAAECBAgMIrBIAfRf1J4vr/ylQY7g0Y28o7qPD7i9ddzU0+qg/k7lhys7FT37x57z86Iub6j+dys/Vdl2q3qIGgECBAgQIEBgpQLH1tZnLWSmyJnl52131Qq3Vf6kkrt6vr1DHtphXtbb7fkH1T7zmPO8NVey9pNp4+ZlerurKc99l2l5zK1gOtqPK6Bm2qZdfRrjPN9PcpFJv5803JZbdH5/vXHbGjetv06+l2+qfLVyY5eMZzjTch40AgQIECCwdgL5Y7ZI+29qpZf3VswTovd04z9efW7h3qnlKsY8CcyTwt+r3FDZ5nZ8PbgUjc/oPcgY3FzJk4U8Mb6ncl8l5+TwSkwPVE6u5JaptFwx+pHKBZULKxoBAgQIECBAgMCjV1qmmNkvaPaHU8Dsj2c4V3TO01Jcu72SAlArak7q2zJ5brffWgqgo8XS/vjocIqmo9Myns8JyHPoRFsfgSfVoZxS+b4Jh5TXgeOKo61Y+rWav2mF6gkP1WQCBAgQ2CSBRQug+QP2S70Hmv/wvqcb/2D183wKfG8zWzl4VD2qXLHZip+fr+F3Vz5dyZPmaS1Pzl9cyW3z51cy/rOVr1RyS7xGgAABAgQI7L5A/h63K936ff7uP6FyV+VPR5J/duaqNu0/FohliiopeqUY1pLxTO+Pt+ETanqKmK2omWXnbblSLc/FWrGy3/eHs0ySwo63IiqEKS23rifLvh7I65T2PZF+UvI90ZbL1YuraAetYqO1zXw/pRiY5HdDv5803JabZX5/mbZe6/vz+sM7zc+8vO57ZuVA12e4JdNyZfALulT3uJZtpAjaCqKt719V+s3HrWUCAQIECBBYUmDRAujobvMEMld+puUWFe0xgdfU4Fnd6K9Un/f+fKgbn6V7oBb6rS6XVv/hSl4ovKPyyco826rFNQIECBAgsPUCed/F0aJkfzzDKVSOTps0fXTZjC/6HCp3wIwWRucZT2Fp0vL317zdajFoxcjWtyJUGx/tJ80/fICDzvOl2yu3VVK8HC1g9sfb8G561SFpcwqkKPf1LnOuavEVCuR13x/usP0n17xWEB3XP73mp1CavKQyruUfSO0q0nZ7fSuUpv93lfzMawQIECBAYGaBRZ+8j+4gT8bbFaCj8/b7+NkdwDXVn1dZpmB5Wa3/xkqsz6icWrmuou0/gVzhkBf4eXuE1ueFQl4U5+cxwxoBAgQWFXhCrZjfM3me0PpJw/PM72+jrdf6/rz+8E5XWk4qYGabq275PZvft3mhnj5Xd6Zvv4OfVMOtcJo+4zneFPuSFAmGbu3vwLgCaf9YR+fn2HO78aQCZStktvl5LPkeGaqlkJGiymjyT/XRaW08V4i1QmZ6V4wVgkZgDQTyj4jkqgnHkt/pJ1VSHE0RdFyRNL9znt+luse1vJ66pdIvio4O5xi01QgcX5vNuctbteX85Ur8/EMpydt+9IfbePr+cH/Z0XnfrmU1AkMKtOeS7XlZ//ljntPkeVl+r+RiM6+jC2FbW15grKrlVpH8YjytS76h/rByXSV/oPbLL7b2n82P1mMe4j+VH6rttGJzbOOprUYgL6BbcbH1/YJjmzba77TMovPaPtr6017c5xf36IvyvODNi9z+9FYwbX3mt+HWtxf0rc/0LJcnLtva8ruxJX8wM9z6DLeCTev70/rDez0/x5LfvWm5za6lPz5pOMtOmjfL9EXXz+/JfG+ln5R8f+fJcuZneNry47bTX6dtox1zbXIlLd8P7Wd5Ut9+xvt9f3jSem16f9k23Ob1+2nfp6u63XMlsGM2mvPbfme1vv87rf0e60+bZ7msl++bRVqeZLcn4HnS3a46zbRJactk+dFlMq9tJ+c8t58mq2z5WYnBTgXKVqictkzm5+dZI0Bgfwjkb/L1XSY94uNqRgprk3JizWs5c8JG8jv9pkped36ty80jwxn3+6cQeq1foI5/Xs+fXOmfi/zNWWV7qDae85K/5f2+PzzPvLZsf/3sY5Na/u62572tz/OQccPjpk1adh0M8twl/4Rtz436xcn+tAxnufacqPXjpmVe22bWy3PwWdpraqF/McuCltlMgbwAGrrlG/j1lTdVcovDuJbiyYWVt1fyBHmb20ndg8sf4CFa/puZX2r545Qfam14gf+yNvnzlRQL1rXlHwjtj3nr8z3R/mDkZztPHpNVtRxDKx60vhUQWj9uepuW20Dzx6gVFlufY2/Dre9PmzQ8bdl55tchaPtQIE+G8/OU37E7pb9Mfg7yvdWKi/kb2IZH+1mffNUm9rzliXaeLCd5jDsNj5s/btqkbY1bNtNyDlrf/+dM+/3S+vY7pT+e9da15Xdfsoqrk/I9lif68yZF2Ri3omW/H1fAzD/SNu3FYx2yRoDAhgh8s44zuWbC8eZ33YmVZ+6QPAd+bpfqJra8zcLXKjd3acPpWzIvxbNtaLla80BltKiZafF8RmXaP0HzN6J/xe2tNZ7n53kOlBw60o+bttMyOb95neu1biGsuLXnWXmOludd7fleG259f/64aePm5/lxno+016f9vj99N54f55j7zxPbcOvzXPK2yqcr2hYL5BfVkO3FtbFcoXjSlI3ml1kKpD9S+bHKByvb2q6rB/bCylmV9w3wIM+ubeSXSdqkW0senevrogKtUJY/CCl03DemHzetLbvTvGWXadvOse3U8rOdPzL5D21+3tofmQy3K4UynGUyr80f/cPUX3d0XpxyO2SybW30j3//j3qG49/vJw235fZyfp7Etiey8wwvsk6+D9o+Fl0/31d5Upzv4fQZn5Zxyy2y/hNqXykEJatoO/1O2el3Q/u5n6XfaZk2L/ua9r2ZAqi2eQI5rylYJhoBAgS2VSC/627q8lsTHuTRNT0FvQOVZ1T+k67P8IndcC7WOaHL6dXv1FIoTSH0a72+P5x5Sf7BtVcthcY83lYYznC/0JnxPJ/fqeU5ax5XK3DG+avdeIYzPcXpVbY8H8tjyfO79P3hNq31O83baZnsY5NanlfnuW2eE/f7ScNtuWnzn1jbS/ay5Xnp6D+zU5gcN61fsGzL5B+4bbg/v//P83xfawQe+eEZiiH/TfrVykndBr9d/a9Xrqvkl2W+GfPLOL+E/2Il/5V7auWfV/KL9P+rbGO7sh5UCqCvrby/ckVl0Razd3Ur54/w9YtuyHo7CvxCzf3FysM7LrXeM/NLftUvgvPHshVOWz9aJO2Pt+G2bJ6w5PdEjjVp/01sfX9af3jV87MvbX8K5MlwnixPK7j25+eJZb4ndypgtnn5ftcIECBAgACB1QvkKsXf6zJpbykq5TVsK4i24mgbb32/UPr8SRvrpo8rlN5c877WJcPJvIXSHOtTKq24Oa7Pa+sst1NL8TKvvVvyOv2r3XiG/7iy189XHqpjSPEq0VYrkNdz44ql46b1i6nT5mfZvKaaVMTsT9/r77fVCtv6WgnkG3OoluLegW5juQr0TZU/6MZHu7w31U9U3lLJMXywkiJh/mBsW3t7PaDzKrmi6NLKT1ZilRfE87T4/Hwlfdp7H+18XZHAJhc/V0TyuM3mj9Wqi6yP26kJBFYokCfceUEy74uSFR6STRMgQIAAAQIrEsjz/du6XL3DPlqhtBVIR/tFCqXfqP2lKNqKo62/pab1r15thc68zp52h0r+IZsCZitujutTGNYINIG8nks0AvtCYKgCaK7oekUn9onqX1PJC8lJ7Y6a8fcqt1b+aSW/0F9b+bnKtrXr6gG9ufLOSgq/KVxm+IrKFyvXV+JwTyUvunNO8sftmEpcnl15aaV/W8anavytFY0AAQIECBAgQIAAAQIEVifQL5Res8NuUih9cqUVRPt9f/jptczxXZ5f/azt9lpwtKiZqzbbtBRRd3oNPut+LEeAAIGtFBiqAPq9pZPLp9N+rDLrL94UPM+rnFl5cWUbC6D1sL7jZyr5g3VR5YhK/qv3g12qm6t9spY+pzKr8VwbtzABAgQIECBAgAABAgQIzC2QQumfdJmlUNquJB0tjuaD5lpRs9/fPfcRWYEAAQIEBhf4m7XF9p+xeTf+D7t1czXktre8b8s/qOS/c/GaNbky9MOVFE03vV1ZDyCP+5JNfyCOnwABAgQIECBAgAABAgQIECCwYoGLa/upo5y74v1s9eaHugL0y51SbtvO7dsp2M3ask7a9Y92W/31tnp0ed/T5JTKmZXnVGKQ2+NzZWjeuyX/9ct7K+b2+S9V8p40maYRIECAAAECBAgQIECAAAECBAgQIDCHwFAF0M/XPr9dyafn/pXKpZVZ21/qFvw3s66wJcvdUI8j0QgQIECAAAECBAgQIECAAAECBAgQWJHAUAXQXJ14YeWCyi9UcsXiDZVpLe+N+axK3h9zv94Snfd8OaFyZJdcPXtHJVeAxmWeq2lrcY0AAQIECBAgQIAAAQIECBAgQIAAgVUIPKE2elkl70uQwt2bKkdVxrXTa+L/Wcmy36r82cp+abnN/W9VPlNJkTMGk5Lb4b9QyYdDvaqSTxbc9HZlPYA83v1a8N708+f4CRAgQIAAAQIECBAgQIAAgd0T8B6gu2f9H/aUT2y/ZYd8veb1i3kp4P1R5V9VPlb57cpXK/1lMj/zfqiyze1p9eDyKfDTip59m9Hha2v9FEI3uSmAbvLZc+wECBAgQIAAAQIECBAgQIDAbgoogA6gPe8t8EfUPlPIm7Vl+6d2mbROm//5SQtswfTj6zFcXjmj91hS3Mynwd9Yua1yT+W+SszyQVLHVA5UTq4cVknLlbMfqeStBvKWAxoBAgQIECBAgAABAgQIECBAgAABAjsIzFsATZEuV4Cuom3rp5wfVVgfr7TiZwq97658upLC57R2SC3w4kquvj2/kvGfrXylkrcc0AgQIECAAAECBAgQIECAAAECBAgQILBnAilatlvZP1DDea/URdsra8X7K9neNZVltlWr70lzC/yesNspAQIECBAgQIAAAQIECBAgsIECboEf4KRtYgFtgIe9q5s4u9tbCpa5ivOhJfaeKz7f2K2fK0rz9gEaAQIECBAgQIAAAQIECBAgQIAAAQITBBRAJ8AMOPkl3bY+Wn0+FGrZ9qHeBk7rDRskQIAAAQIECBAgQIAAAQIECBAgQGBEYN73AB1ZfcfR42ru8yrPrXxXJR/kk/e8vLVyReUPKvuhndQ9yJsGerC313ZSSM17geZDqTQCBAgQIECAAAECBAgQIECAAAECBHZRIIXOt1bygUntvS/H9VfX/FdVtr1dVQ8wj/+XBnqgL++2l21u4i3w3gN0oG8EmyFAgAABAgQIECBAgAABAgS2XsB7gK7hKc77UubTyccVPCdNe/saPo4hD+kXOo8UhF+25IZzVW0rqOZK0E1sCqCbeNYcMwECBAgQIECAAAECBAgQILAXAgqge6G+wz5z5efvVlqhM59W/n9XcjXouZX/vHJB5R9Xvlppy6XPhwNta3tWPbD2ye3frOHXVw5d4MG+sNb5XKW5/YMFtrEOqyiArsNZcAwECBAgQIAAAQIECBAgQIDAJggogK7ZWfqHdTytOJcP/Enhb1JLsfRvV9pt8nfW8JMmLbwF0/PJ7c0mfR5vjH668l9X8lYAubU9nxj/0spfrqRg/BOViyrXVvrr/1qNb+oHWCmA1snTCBAgQIAAAQIECBAgQIAAAQIzCCiAzoC0W4vkw5TuraRI9/nKrFc4/nfdOlnvv61sczu/HtzdlX4hc5HhT9Q2TthgKAXQDT55Dp0AAQIECBAgQIAAAQIECBDYVQEF0F3l3nlnz6/ZrZh35s6LPm7u73Tr/urj5mzfhKfUQ8qt6zdXmtcsfYrLH678YGXTmwLopp9Bx0+AAAECBAgQIECAAAECBAjsloAC6ADSuXJziPaCbiP3Vf+FOTf4mVr+eysnz7neJi5+Wx30W7qcUn2Kxc+pHFM5tnJ05YHKXZXcJn9d5UuVqyuZtpctxzfEbfdP3MsHYd8ECBAgQIAAAQIECBAgQIAAAQL7S2CoAmiKY2m5xTsf+DNPu6NbeKhjmWffe7nsDbXzZBPaP6mD/FsDH+hTB96ezREgQIAAAQIECBAgQIAAAQIECBB4nMBQRccvd1s+vvo/U/mjx+1p8oRc/ZmWD/rR1lMgt+x/vXLQAIeXq1zzfZcrXTUCBAgQIECAAAECBAgQIECAAAECKxUYqgCa27Rb+x9qIJml5db5H+gW3K8F0BPr8edDjY7skvf7zFWxuQX+9krG97rlfUuTIVreA/R7Kt8YYmO2QYAAAQIECBAgQIAAAQIECBAgQGC3BPLp5O0DfX5khp0+s5b5SrdOrgY8Y4Z1tmGRXAGZ28nz3qcpcjazcX1c8p6qP1d5VWWIKzBrM3vaUgDNY71kT4/CzgkQIECAAAECBAgQIECAAAEC6y/gQ5DW7Bw9t44n7//ZCnm/XcP/WeV5lVzdmA/QOVD5vsp7KvnApLbs/1bD296eVg/wosq0omczGdfnKtkUQje5KYBu8tlz7AQIECBAgAABAgQIECBAgMBuCiiADqA91C3wOZTfr/xY5cLKYZU/V/nVSmsP1sC4/X2+pv90W2hL+7w36uWV/lWuKXDmvTVvrNxWuaeSonCMDq8cU0nB+ORKPNNOr3ykckElzhoBAgQIECBAgAABAgQIECBAgAABArss8PzaX27bHncF4//P3r3Az3PW9aEvkJCEmEDCrVJiQgXUntBSrS0XBfVlXxYQ2/PSCm0ix9T2UG+nraDHkkNLL0KPSIutWKhWUGyptHDKRbCgVbSgoBQSfCFYA5GoBGJAQsiFS3K+n2Qf82Qze/vt7O5v9/d+Xq/vf56ZeeaZmffszm/n+5/Z7ad9stp8X8U9Kw65nFk7l8fd276/o+pPrbh/xTLl1Gr02IqXVPR32D5xmYWPYRt3gB7Dg2KTCBAgQIAAAQIECBAgQIAAgWMp4A7QY3lYbt+oJO2+ueKfVLyyIo9uX1XxSxU/VvG9Ffnxn5NQLqmdbMnPV1Q9XwVw1JKkZ0uCXl71dfo66jasu5wE6LqClidAgAABAgQIECBAgAABAgROioAE6Ek50nu+n0n4JgF6WUUSw+uWfM1AS6h+4bqd7WB5CdAdoFslAQIECBAgQIAAAQIECBAgsJcCEqAjHLZ9vINwhN3eahd5fD3ldRWfua223j+v6hZ/eFdXJUCAAAECBAgQIECAAAECBAgQIEBgSkACdApkA6MPnvSZrwAYo1xbnbRE6hljdKgPAgQIECBAgAABAgQIECBAgAABAocqMPSr7PP29Wk18wcnDT5Yw0dP6vlBn3zP57olvxT/sYo/rHh7xU9WvK9in8sVtfGPrIhVfsho3fKY6qA9Sv+udTuzPAECBAgQIECAAAECBAgQIECAAAECdwg8vart+yd/547Jf+KB3fQ2f4zhjdVve4S8W91eVX98YpN9efyaW36fWj5Jz9jmTtB9LL4DdB+Pmm0mQIAAAQIECBAgQIAAAQIEdiHgO0BHUF/1DtAk8a6erPeabv23dNO7yStXsz1nVZw2WfL0Gv50xUMm4/s4eF5tdO6czb68puL/rnhpRX7NfZWSu0j/XUWGKS++feBfAgQIECBAgAABAgQIECBAgAABAgRmCayaAP2p6igxXZIM/fzpiWuM53szX1HxFRUXVDyg4qMV+1jyCPyzKp5fce+KJC5Tf0vFuys+WPGRiiSXb6rIMUmy9OyK8yoeWvG4igsrWnlTVZ7dRgwJECBAgAABAgQIECBAgAABAgQIENg/gW+qTc6j3ol21+P+7cUdW3xJVW+oaPt01OEbq49z7+h272oegd+7Q2aDCRAgQIAAAQIECBAgQIAAgR0JeAR+BPjj/CvwZ3b797tdfV+rL60NP7/iuRXtawSW3Zebq2Een39yxRMq8kNRCgECBAgQIECAAAECBAgQIECAAAECCwRWfQR+QXejzv7J6u1XK7684uOj9ry7zvJVAZdO4oIaPqriYRV53D2Px+f7Tz9TcX3FdRV5fP69FZdVZJpCgAABAgQIECBAgAABAgQIECBAgMAKAsc5AZrd+O1JrLBLe9P0ytrShEKAAAECBAgQIECAAAECBAgQIECAwIYEjvMj8BvaZd0SIECAAAECBAgQIECAAAECBAgQIHBSBI77HaAn5TgM7efn18T8Any+CzW/Fr/q94bWIgoBAgQIECBAgAABAgQIECBAgACBky3gDtDtH//TapVfVDHrl9wfUfNeX/EHFb9ckV99/3DF71d8T8XdKhQCBAgQIECAAAECBAgQIECAAAECBJYQkABdAmmkJudUPy+pyA86va/ioxW/UvHtFa0k+Zmk55PahG74oKq/oOJNFX+ym65KgAABAgQIECBAgAABAgQIECBAgACBnQqcUWv/HxW3zoiWBH1PN/9TVf+1itdU/E7FLRVt+TdXfV/LO2vDsx+v3tcdsN0ECBAgQIAAAQIECBAgQIAAgS0JvLzWkzzKxVtan9UQOJLAPWqp11a05GXuAP3Fit+o+PRk+mdqeOmknnb/oWL6Efm/VNN+q2vzLVXfxyIBuo9HzTYTIECAAAECBAgQIECAAAECuxCQAN2FunWuLJBEZUt+/mTVP6/r4YFVbwnB1uZnu/nT1TxGn+8CTdvfm565J+Ntf90BuicHzGYSIECAAAECBAgQIECAAAECOxOQAN0ZvRWvIvBz1TgJy/yS+ykDC96/puVx95YA/eKBNv2kb+7aPqCfsSd1CdA9OVA2kwABAgQIECBAgAABAgQIENi5gAToCIfAjyCNgLigi/9tMv8VNfzsQNtratpPT6Z/sobvH2jTT/rFbqT13U1SJUCAAAECBAgQIECAAAECBAgQIECgCUiANonNDe836XreI+v5PtCUdifo7WPD/yZhetNk1p8abmIqAQIECBAgQIAAAQIECBAgQIAAAQIRkADd/OvgyskqHjpnVbnr88MV+U7Qe89pl1lfUHH6pM0Vk6EBAQIECBAgQIAAAQIECBAgQIAAAQIDAhKgAygjT3rfpL9vq2H/A0j9an65Rh5Uca+K6/sZA/X/q5v23q6uSoAAAQIECBAgQIAAAQIECBAgQIDAlIAE6BTIBkbzy+8p51W8pmLeY+t5tP1zFbNKkp9/bzLz52v4iVkNTSdAgAABAgQIECBAgAABAgQIECBAgMC2BPLDRe1X3vM9n6+r+LIlV57H4p9R8Y6K1senq/4lFftY/Ar8Ph4120yAAAECBAgQIECAAAECBAjsQsCvwI+g7g7QERCX6OKp1eatk3Z5zP3rK86djC8aPK4a/FDFl08a5pfk/0HFb03GDQgQIECAAAECBAgQIECAAAECBAgQmCEgAToDZuTJH6n+vrrin1dcNen78slw0eADXYPfr/rXVLyom6ZKgAABAgQIECBAgAABAgQIECBAgMAMAQnQGTAbmPyZ6vPZFedXPKoiSdFlyu9Uo39a8RUVF1T8SoVCgAABAgQIECBAgAABAgQIECBAgMASAqcs0UaTcQXyPZ5vX6HL/NDRP16hvaYECBAgQIAAAQIECBAgQIAAAQIECEwE3AHqpUCAAAECBAgQIECAAAECBAgQIECAwMEKSIAe7KG1YwQIECBAgAABAgQIECBAgAABAgQISIB6DRAgQIAAAQIECBAgQIAAAQIECBAgcLACEqAHe2jtGAECBAgQIECAAAECBAgQIECAAAECEqBeAwQIECBAgAABAgQIECBAgAABAgQIHKyABOjBHlo7RoAAAQIECBAgQIAAAQIECBAgQICABKjXAAECBAgQIECAAAECBAgQIECAAAECBysgAXqwh9aOESBAgAABAgQIECBAgAABAgQIECAgAeo1QIAAAQIECBAgQIAAAQIECBAgQIDAwQpIgB7sobVjBAgQIECAAAECBAgQIECAAAECBAhIgHoNECBAgAABAgQIECBAgAABAgQIECBwsAISoAd7aO0YAQIECBAgQIAAAQIECBAgQIAAAQISoF4DBAgQIECAAAECBAgQIECAAAECBAgcrIAE6MEeWjtGgAABAgQIECBAgAABAgQIECBAgIAEqNcAAQIECBAgQIAAAQIECBAgQIAAAQIHKyABerCH1o4RIECAAAECBAgQIECAAAECBAgQICAB6jVAgAABAgQIECBAgAABAgQIECBAgMDBCkiAHuyhtWMECBAgQIAAAQIECBAgQIAAAQIECEiAeg0QIECAAAECBAgQIECAAAECBAgQIHCwAhKgB3to7RgBAgQIECBAgAABAgQIECBAgAABAhKgXgMECBAgQIAAAQIECBAgQIAAAQIECBysgATowR5aO0aAAAECBAgQIECAAAECBAgQIECAgASo1wABAgQIECBAgAABAgQIECBAgAABAgcrIAF6sIfWjhEgQIAAAQIECBAgQIAAAQIECBAgIAHqNUCAAAECBAgQIECAAAECBAgQIECAwMEKSIAe7KG1YwQIECBAgAABAgQIECBAgAABAgQISIB6DRAgQIAAAQIECBAgQIAAAQIECBAgcLACEqAHe2jtGAECBAgQIECAAAECBAgQIECAAAECEqBeAwQIECBAgAABAgQIECBAgAABAgQIHKyABOjBHlo7RoAAAQIECBAgQIAAAQIECBAgQICABKjXAAECBAgQIECAAAECBAgQIECAAAECBysgAXqwh9aOESBAgAABAgQIECBAgAABAgQIECAgAeo1QIAAAQIECBAgQIAAAQIECBAgQIDAwQpIgB7sobVjBAgQIECAAAECBAgQIECAAAECBAhIgHoNECBAgAABAgQIECBAgAABAgQIECBwsAISoAd7aO0YAQIECBAgQIAAAQIECBAgQIAAAQISoF4DBAgQIECAAAECBAgQIECAAAECBAgcrIAE6MEeWjtGgAABAgQIECBAgAABAgQIECBAgIAEqNcAAQIECBAgQIAAAQIECBAgQIAAAQIHKyABerCH1o4RIECAAAECBAgQIECAAAECBAgQICAB6jVAgAABAgQIECBAgAABAgQIECBAgMDBCkiAHuyhtWMECBAgQIAAAQIECBAgQIAAAQIECEiAeg0QIECAAAECBAgQIECAAAECBAgQIHCwAhKgB3to7RgBAgQIECBAgAABAgQIECBAgAABAhKgXgMECBAgQIAAAQIECBAgQIAAAQIECBysgATowR5aO0aAAAECBAgQIECAAAECBAgQIECAgASo1wABAgQIECBAgAABAgQIECBAgAABAgcrIAF6sIfWjhEgQIAAAQIECBAgQIAAAQIECBAgIAHqNUCAAAECBAgQIECAAAECBAgQIECAwMEKSIAe7KG1YwQIECBAgAABAgQIECBAgAABAgQISIB6DRAgQIAAAQIECBAgQIAAAQIECBAgcLACEqAHe2jtGAECBAgQIECAAAECBAgQIECAAAECEqBeAwQIECBAgAABAgQIECBAgAABAgQIHKyABOjBHlo7RoAAAQIECBAgQIAAAQIECBAgQICABKjXAAECBAgQIECAAAECBAgQIECAAAECBysgAXqwh9aOESBAgAABAgQIECBAgAABAgQIECAgAeo1QIAAAQIECBAgQIAAAQIECBAgQIDAwQqccrB7tj879qDa1HMr7jWJm2r4iYrrKq6tyLhCgAABAgQIECBAgAABAgQIECBAgMARBCRAj4C25iJn1fJPq7io4sKKjM8qn60Z76l4e8XrK95QcWuFQoAAAQIECBAgQIAAAQIECBAgQIAAgWMl8MDamhdV5M7OJDGPEkmGPqlin8s7a+Oz76/e552w7QQIECBAgAABAgQIECBAgACBLQi8vNaRPMrFW1jXwa7CHaDbObTn1GreXPGIbnV58X644kMV11TcWHFzRY7J6RVnV5xXcX7FaRUpuWP0tRXPqHhhhUKAAAECBAgQIECAAAECBAgQIECAAIGdCpxZa39bRRKeiXdUPLXi/hXLlFOr0WMrXlLx6YrWzxOrvo/FHaD7eNRsMwECBAgQIECAAAECBAgQILALAXeA7kLdOlcWuKSWaEnLV1T97iv3cMcCSXq2JOjla/Z1R6/brUmAbtfb2ggQIECAAAECBAgQIECAAIH9FZAAHeHYrZOMG2H1J6KLx0z2MgnL/PjRLWvsdX4E6ZmT5fM4/UPW6MuiBAgQIECAAAECBAgQIECAAAECBA5eQAJ084c4j6+nvK7iM7fV1vvnVd3iD+/qqgQIECBAgAABAgQIECBAgAABAgQITAlIgE6BbGD0wZM+rxqp72urn5ZIPWOkPnVDgAABAgQIECBAgAABAgQIECBA4CAFJEA3f1ivmKzi0SOtKo/U54eRUt51+8C/BAgQIECAAAECBAgQIECAAAECBAgMCUiADqmMOy0/+pPylIrH31Y7+j/3qUVfMFn8YzX84NG7siQBAgQIECBAgAABAgQIECBAgACBwxeQAN38MX5erSKPrJ9e8ZqKp1fcs2LV8sha4E0VGaa8+PaBfwkQIECAAAECBAgQIECAAAECBAgQmCVwyqwZpo8mkEfgn1Xx/Ip7VyRxmfpbKt5dkbs4P1JxY8VNFTkmSZaeXXFexUMrHldxYUUrSYQ+u40YEiBAgAABAgQIECBAgAABAgQIECBAYNcCl9QG3FBx65rxxlr+3Ip9LflKgBi8el93wHYTIECAAAECBAgQIECAAAECBLYk8PJaT/IoF29pfQe5Go/Ab++wvrRWdX7FcyuuXnG1N1f7PD7/5IonVOT7PxUCBAgQIECAAAECBAgQIECAAAECBBYIeAR+AdDIs6+p/i6dxAU1fFTFwyryuHsejz+rIt8Xen3FdRV5fP69FZdVZJpCgAABAgQIECBAgAABAgQIECBAgMAKAhKgK2CN3PTK6i+hECBAgAABAgQIECBAgAABAgQIECCwIQGPwG8IVrcECBAgQIAAAQIECBAgQIAAAQIECOxewB2guz8GD6pNyI8a3WsS+SX4T1TkEfhrKzKuECBAgAABAgQIECBAgAABAgQIECBwBAEJ0COgrblIvufzaRUXVVxYkfFZ5bM14z0Vb694fcUbKvLLXwoBAgQIECBAgAABAgQIECBAgAABAgSOlcADa2teVJE7O5PEPEokGfqkin0u76yNz76/ep93wrYTIECAAAECBAgQIECAAAECBLYg8PJaR/IoF29hXQe7CneAbufQnlOreXPFI7rV5cX74YoPVeTX4W+suLkix+T0ivwy/HkV51ecVpGSO0ZfW/GMihdWKAQIECBAgAABAgQIECBAgAABAgQIENipwJm19rdVJOGZeEfFUyvuX7FMObUaPbbiJRWfrmj9PLHq+1jcAbqPR802EyBAgAABAgQIECBAgAABArsQcAfoLtStc2WBS2qJlrR8RdXvvnIPdyyQpGdLgl6+Zl939LrdmgTodr2tjQABAgQIECBAgAABAgQIENhfAQnQEY7dOsm4EVZ/Irp4zGQvk7DMjx/dssZe50eQnjlZPo/TP2SNvixKgAABAgQIECBAgAABAgQIECBA4OAFJEA3f4jz+HrK6yo+c1ttvX9e1S3+8K6uSoAAAQIECBAgQIAAAQIECBAgQIDAlIAE6BTIBkYfPOnzqpH6vrb6aYnUM0bqUzcECBAgQIAAAQIECBAgQIAAAQIEDlJAAnTzh/WKySoePdKq8kh9fhgp5V23D/xLgAABAgQIECBAgAABAgQIECBAgMCQgATokMq40/KjPylPqXj8bbWj/3OfWvQFk8U/VsMPHr0rSxIgQIAAAQIECBAgQIAAAQIECBA4fAEJ0M0f4+fVKvLI+ukVr6l4esU9K1Ytj6wF3lSRYcqLbx/4lwABAgQIECBAgAABAgQIECBAgACBWQKnzJph+mgCeQT+WRXPr7h3RRKXqb+l4t0VuYvzIxU3VtxUkWOSZOnZFedVPLTicRUXVrSSROiz24ghAQIECBAgQIAAAQIECBAgQIAAAQIEdi1wSW3ADRW3rhlvrOXPrdjXkq8EiMGr93UHbDcBAgQIECBAgAABAgQIECBAYEsCL6/1JI9y8ZbWd5Cr8Qj89g7rS2tV51c8t+LqFVd7c7XP4/NPrnhCRb7/UyFAgAABAgQIECBAgAABAgQIECBAYIGAR+AXAI08+5rq79JJXFDDR1U8rCKPu+fx+LMq8n2h11dcV5HH599bcVlFpu2q/D+14mdU3G2EDThz0sc5I/SlCwIECBAgQIAAAQIECBAgQIAAAQJzBSRA5/JsdOaV1XtiH8oDayPzC/RjllPH7ExfBAgQIECAAAECBAgQIECAAAECBIYEJECHVLY77UG1unyn570mkR9C+kRF7gC9tiLjuy7fXRuQO1fHuAM0P/705yo+WqEQIECAAAECBAgQIECAAAECBAgQ2KiABOhGeQc7z2PuT6u4qCK/7J7xWeWzNeM9FW+veH3FGyryxbe7KEnIjlE+N0Yn+iBAgAABAgQIECBAgAABAgQIECBA4HgJ5DHyF1UkkZgk5lEiydAnVexzeWdtfPbdr8Dv81G07QQIECBAgAABAgQIECBAgMA2BPwK/AjK7gAdAXGJLvKDP2+ueETXNknAD1d8qCI/jnRjRX7tPcfk9Ir8MNJ5FedXnFaRkjtGX1uRHyR6YYVCgAABAgQIECBAgAABAgQIECBAgACBnQrkV8/fVtHu+HxH1Z9acf+KZUp+LOixFS+p+HRF6+eJVd/H4g7QfTxqtpkAAQIECBAgQIAAAQIECBDYhYA7QHehbp0rC1xSS7Sk5SuqfveVe7hjgSQ9WxL08jX7uqPX7dYkQLfrbW0ECBAgQIAAAQIECBAgQIDA/gpIgI5w7NZJxo2w+hPRxWMme5mEZX786JY19jo/gvTMyfJ5nP4ha/RlUQIECBAgQIAAAQIECBAgQIAAAQIHLyABuvlDnMfXU15X8Znbauv986pu8Yd3dVUCBAgQIECAAAECBAgQIECAAAECBKYEJECnQDYw+uBJn1eN1Pe11U9LpJ4xUp+6IUCAAAECBAgQIECAAAECBAgQIHCQAhKgmz+sV0xW8eiRVpVH6vPDSCnvun3gXwIECBAgQIAAAQIECBAgQIAAAQIEhgQkQIdUxp2WH/1JeUrF42+rHf2f+9SiL5gs/rEafvDoXVmSAAECBAgQIECAAAECBAgQIECAwOELSIBu/hg/r1aRR9ZPr3hNxdMr7lmxanlkLfCmigxTXnz7wL8ECBAgQIAAAQIECBAgQIAAAQIECMwSOGXWDNNHE8gj8M+qeH7FvSuSuEz9LRXvrshdnB+puLHipoockyRLz644r+KhFY+ruLCilSRCn91GDAkQIECAAAECBAgQIECAAAECBAgQILBrgUtqA26ouHXNeGMtf27FvpZ8JUAMXr2vO2C7CRAgQIAAAQIECBAgQIAAAQJbEnh5rSd5lIu3tL6DXI1H4Ld3WF9aqzq/4rkVV6+42purfR6ff3LFEyry/Z8KAQIECBAgQIAAAQIECBAgQIAAAQILBDwCvwBo5NnXVH+XTuKCGj6q4mEVedw9j8efVZHvC72+4rqKPD7/3orLKjJNIUCAAAECBAgQIECAAAECBAgQIEBgBQEJ0BWwRm56ZfWXUAgQIECAAAECBAgQIECAAAECBAgQ2JCAR+A3BKtbAgQIECBAgAABAgQIECBAgAABAgR2L+AO0N0dg9Nq1fluz1XLfWuBMyYL/d6qC2tPgAABAgQIECBAgAABAgQIENhzgbvV9ievcvqCSP5kVrs277PV5gcqPl6hHKiABOh2D+w31eq+reJLK+5f8f6KX694ScVbK5YpL6tGXz9pmDe8QoAAAQIECBAgQIAAAQIECBDYtsA9a4XTCcgkFRPT08ceT1JzzPKO6uyVY3aor+MlIAG6neNxZq3mRyueNrW6L67xxEUVP1yRH0i6sUIhQIAAAQIECBAgQIAAAQIECMwTGEpAHiXR2O6EzLJ9fbqv6Xm7vCnr1trWPFV70wjxh9XHqyuUAxaQAN3OwX1uraZPfn6qxj9acUFFThj5LtZ/UPGkir9S8cEKhQABAgQIECBAgAABAgQOTyDXgEkkfV4XuWkm47dUJKGTxE5ujhlK7nyupiv7KZBjf1bFfSrOqbh3N8y0Nr3VM0yb6URkG09/uyyfrpVPv0bzup312p1uu8543iMKgaUFJECXpjpyw0fWkt85WfojNfw/K15fkT9sOZFlPHd+pv7wil+q+KoKSdBCUAgQIECAAAECBAgQILAjgSSX7lXRkpNtmETlUH1oWt+2zc9wncRVEqDbSDDNSk6d9ARsS2D2Scq+nsRmP97Xc90/5o9RDyUgZx23TUzPXZgKgb0QkADd/GH69lrFPSrypbpfV3FZRSufqMrzK3664o0Vf67iCyp+oeLRFUmYKgQIECBAgAABAgQI7F4gCat7VuR75xKtPj2cN6+1TZtTK/at5CaORJIes4ZHndf6G3P5JJqGEpD9tFn1JCnXTVRWF4Ml+3hDxfUVeToww8QnK7LNuTu03eE3NMz1ZbY7sYuSa9uWTMtdeEnCfWYgZk1vbXc1P0ntPinZ1+clL9MuCcz4r1NyrP9oEh+fDJMbyLSMt3rfZlbCO68lhQCBJQQkQJdAWrPJl0yW/481vGxGXx+u6Y+reG3F4yseUvGzk3r+ICoECBAgQIAAAQIEDlEgScVckyQZuGokmdiW6ROLyyYg2zLTw1nL72PCsoiUNQT6RGWfrOyTlkP1oWnTy6+TuEoCblGSdChxOta0vGd3mYBd45COsmifwOyTlNOJyzZvenjS76Ad5SDohMCqAhKgq4qt3v6LJou8c8Gi19X8J1S0uz+/rOr5BbJvqHCCLASFAAECBAgQIHBMBJJEyF1AZ0+GfT3T7lORRyT76bmrKwmPdpfb9HDevNZ2Xpt58+YtP2u5JCZbcnHWsE9AzmrTpqftdKKzTatZe1FilTvW2h1vGfb1Nq9Nmx5v09sw8/et5HWcyOsj0erTw3nzWtt5bebNW2X5vPaHkpFD0/oEZaunXY77cSu5Psw2JnZR8l7uk6n5T4P2Xp8epu30uWJ6vC3T2rZhmz497Jdf1HZ62YznbsrppOQq467PC1AhsG8COVkomxXIyTkljzgsKjkRJ+H5qxUPrXhixb+p+I4KhQABAgQITAvkIjAXHYn8vZk3bPPywX+sC8t5/Rx13tCFbS408rhdHpnrh8vU2zJ926Fpy8zPhbSy3wK5ayoJypa4bMM+UdmmzRqmbd5HyjgCSS619197LHbZYRKIaduGSSy25GI/7OstKdmG8+ZNt8m6FAIEbn/P7jIB6xgQIEBgZQEJ0JXJVl7gf9USX17xZ5Zc8g+r3V+p+NWK+1d8e8XvVPzLCoXAoQgkMdK+sygJhT6S6JBkOJQjvf/7kSRHEouJ/M3MeB9JKrZYNgHZEpH9sK9P9zNv3rrfQVWbr6wgkHNTS9RkOKue70XLXUP5j81cIOY/QVu06Rn201o9wyyX+a1tpp3E82Lec3n9D70H7lXTh5KW86Ylodn+9lR1rZJjnKd38rhjIvU2nmHuJOqnpU2O4dB/DAxNa/8R0Ibz2sybt87ySUwuSkS2xOOidrPmZ/m8jxQCBAgQIECAwEYFJEA3yntb5y0BelGN/fOKjy2xyiuqzTdU/PeKfLfLD1UkMfpTFQqB4yiQi9P7Vdx/wbC1uW+1W3T+yYVXLhZbtMRoG89w2WmrtB3qsy2fC7hcrLXIeO4cmZ7eLghbu6HxRfP6Po/jo1e127ddyOc4JgmXYV8fmrbM/D652OpJCLb6rOFQgrJNW2b56X6zzD4kF/PaHLp7ad60vLayXF5X7X02NBya1pZrw3lt5s1bdfn2espxyuuoDWfVNzU/yaS8NhLbLkm4JRHaJ077pOnQ9GWnJeEa41nJxuzvonnLtBlKZLbl2rBvk8Te2CXn+PzISEtWLkpgzkpu5n2kECBAgAABAgQI7IlALhyUzQr8x+r+b1Y8oCL1/6PiIxWLyq9Vg4sq/ktFLrheWvGQSb0GygYFzq2+//eKJBBy8diiXXi2u3kyPMS7FnLBeU5FS1b2w75+/0mbTMv3nK1acgGaktd3H7kIz3i2I/XESS95nc1KovaJ0umkauY1w5zvExnvh7Pqrd2s+Zm+ieREdXusSgwTOR+0u/2aecYzfV6ycdV5OYaz+hyal2SOsj2BnJvy2l+UYM33orVfD86divnPzIynnmj1fvqsaWmTZdp3reVv1Ekp7b3Wv49aPX+TWxJz1rAlL/vh9ScFz34SIECAAAECBAjcIZAP8cpmBX62uv/5iq+t+LqK36p4TUV+FOlHKuaV/69mfkfFv63IRddzKnLXjLJZge+v7r93yVXk4iwXUy052pKlyw6z3Kzlc0fOGCUXzferuP+CYWuTuzNXTTrmgvTaitypfM3UcNa02C0q2Y6WHO3rq05L+zGWT9Ijdyn1MT0t47mDaXp6lll22nTbnKuP4/k6d/glCZgkXIaz6qvMz+tiKFoCeGjerGlZJtuU+dPL9/OGls98ycVCUO4kkL/BeW0ktl1yLm8J1D6J2qa1BGobb8Oh6dPTkmTNeyX7tSgBv0yblqScN1xmXs4xCgECBAgQIECAAIG1BY7jBfXaO3UMO3h6bdN/rXiV7Y/nAABAAElEQVRERe6s+9aKL6/4kYpF5SXVIBcJP1aR45VEjrJZgX9f3efiMN8j1i4SMxyKJLRyTBNjl1xoL5tYTbsk3YaSnNnuVUouOPPdZdOJy2umpmV+a5O7bzZRkoCShLr9vT+dFG1J2KGkamubec1wrARl+mt9SU5s4lWvTwLDAnkEPrHMV+kM92AqAQIECBAgQIAAgRMqIAG6nQP/gVrNX6z4oYpvrUhC6g8qli0vq4a/UfGjFV9ZoWxW4P3V/XcuuYokmnI850W7U2dem6F5udvn8yZRgyOXJNCTqExcMzWcNS0JLuX4CLSE4/HZIltCgAABAgQIECBAgAABAgT2REACdHsHKndtfFfF36/4CxX5JdJVym9W48dVPK3i2yv+TIWye4H2KOTHN7Apuds3idFlE6gt0dmSnC252b5rcwObqEsCBAgQIECAAAECBAgQIECAwPEWkADd/vHJnVy/tsZqf6qWTSiHL5BH4JO8lMA8/GNtDwkQIECAAAECBAgQIECAAIENCfg+yQ3B6pYAAQIECBAgQIAAAQIECBAgQIAAgd0LSIDu/hjYAgIECBAgQIAAAQIECBAgQIAAAQIENiQgAbohWN0SIECAAAECBAgQIECAAAECBAgQILB7AQnQ3R8DW0CAAAECBAgQIECAAAECBAgQIECAwIYEJEA3BKtbAgQIECBAgAABAgQIECBAgAABAgR2LyABuvtjYAsIECBAgAABAgQIECBAgAABAgQIENiQgATohmB1S4AAAQIECBAgQIAAAQIECBAgQIDA7gUkQHd/DGwBAQIECBAgQIAAAQIECBAgQIAAAQIbEpAA3RCsbgkQIECAAAECBAgQIECAAAECBAgQ2L2ABOjuj4EtIECAAAECBAgQIECAAAECBAgQIEBgQwISoBuC1S0BAgQIECBAgAABAgQIECBAgAABArsXkADd/TGwBQQIECBAgAABAgQIECBAgAABAgQIbEhAAnRDsLolQIAAAQIECBAgQIAAAQIECBAgQGD3AhKguz8GtoAAAQIECBAgQIAAAQIECBAgQIAAgQ0JSIBuCFa3BAgQIECAAAECBAgQIECAAAECBAjsXkACdPfHwBYQIECAAAECBAgQIECAAAECBAgQILAhAQnQDcHqlgABAgQIECBAgAABAgQIECBAgACB3QtIgO7+GNgCAgQIECBAgAABAgQIECBAgAABAgQ2JCABuiFY3RIgQIAAAQIECBAgQIAAAQIECBAgsHsBCdDdHwNbQIAAAQIECBAgQIAAAQIECBAgQIDAhgQkQDcEq1sCBAgQIECAAAECBAgQIECAAAECBHYvIAG6+2NgCwgQIECAAAECBAgQIECAAAECBAgQ2JCABOiGYHVLgAABAgQIECBAgAABAgQIECBAgMDuBSRAd38MbAEBAgQIECBAgAABAgQIECBAgAABAhsSkADdEKxuCRAgQIAAAQIECBAgQIAAAQIECBDYvYAE6O6PgS0gQIAAAQIECBAgQIAAAQIECBAgQGBDAhKgG4LVLQECBAgQIECAAAECBAgQIECAAAECuxeQAN39MbAFBAgQIECAAAECBAgQIECAAAECBAhsSEACdEOwuiVAgAABAgQIECBAgAABAgQIECBAYPcCEqC7Pwa2gAABAgQIECBAgAABAgQIECBAgACBDQlIgG4IVrcECBAgQIAAAQIECBAgQIAAAQIECOxeQAJ098fAFhAgQIAAAQIECBAgQIAAAQIECBAgsCEBCdANweqWAAECBAgQIECAAAECBAgQIECAAIHdC0iA7v4Y2AICBAgQIECAAAECBAgQIECAAAECBDYkcMqG+tUtAQIECBAgQIAAAQIECBAgQIAAgV0L5Oa/e1acVnH6ZJj6GRWZ/tmKd1coBywgAXrAB9euESBAgAABAgQIECBAgAABAgR2IHCPWud0wnF6vE9GZt70/HXHW/+nLrH/31BtXrdEO032VEACdE8PnM0mQIAAAQIECBAgQIAAgb0VSEImd58lQZNhq+dOtJsGItMVAosEWtJx3cThqsu3OymzXHstZ1uOS7mlNuTTFTdPIu+xVr+x6h+ruLxCOWABCdADPrh2jQABAgQIECBAgMAJFcjjjkkwLRN5/HGZdrPazFs+83LNNbRskgMt0ZUL8Vyc9+Pt4ry/UM+06fHpadPz+/HP1fLKXQVa0qYlbjJs0Scol5m/qE3rb9XkUBI4SdTkeLbIse+nTY+3dvOGyy6z6QRs3rMxmRVjzc/7MZH++sh6+/G2vmWmrdJ2aD2Lls8yyyYk0/a4lJxv8vpK5DXY6mONp8+W1Gyv8X68X1+mKydcQAL0hL8A7D4BAgQIECBAgACBLQnkIj/JoXt1ceZkWob99NTbtNamn9bqrb/Pq/ZJELREY9al3FWgJST6ZERfX5SYSBLubl1kDW181XqWW3WZvv0yy+f10BKOea3MSk62vtL/tspnakWxTwKzj7bN2e4+cu2e90JiFyXHviWZ+qRr9qMl9TKcFXlPtsTjdBvv18IZqbT3eEv+9e/vvj40f/r9P91+ejzt81poScc23ob+w2Wkg6qbcQQkQMdx1AsBAgQIECBAgACBfRNIEqIlDKeHSRS1BGSfmBya1pKRi9qlz22VJGuSmBmKXKznbrZ+Xqb146vWZy0/tK7Wd7YhSdtFd3YlCTbUbtb06f76drn+a8epqspEoCVskuDpk5FHGb+h+mjLZTg93vpfNTnU/gOhT4rmWLekbps+NK3NGxoOtR+atunXTjzyvs1wVvTz8/7px5ddPsu1ZbN8i7Z8G2999+OtvmzboXaz+h1q26ZlmNdoIq+pVp8ez7y0VQgQGBCQAB1AMYkAAQIECBAgQIDAEgK5ayyJwyQLEnnceWiYaWk371Hp6QRkG+8foV5m+b5966MN++VT33a5tVaY5E8SQp+aDFt9aHrmtfl9PW2zfKJfLhf/LbmYJINyV4EkvdvrNcmwoXqmzZrX7pTMsUykLKov225WX+ssn9dDXhd5nST6ej/e1lFNjm3Ja7q97nexkS0Bm9dHn3TN+SVJtz5Z18aHhi0B2M/zft3FEbVOAidMQAL0hB1wu0tgxwL5gNT+5zkfnvKhNHdGtMi4QoAAAQKHJ5CkSSIX0EPDoWmt7dC8/D1JAi9/S9qwr7dp08N5bebNa/1Mt8n0fS5JQLSEYRu2OxZbYnE6AdknIlu9H/aJzTa9TUufym4Fcszbcdntllj7vgnsOgG7b162lwCBYyYgAXrMDojNIbBhgT4B2RKRRx3mf35zIThr+en5Gc9F7KIynRTNhdjQtFnTN9k2j5lM/2/19Pii/dv3+UlI5HXUIhf/+VuSYZs2PWxt2vTp8Uxvy6f/PJY07dqPt3o+iLdHmNq0frhofmubdq0+NByan2l9yWs7d9XEog1n1Y86v/V31OXbcjHO9ifaXTutPmuYdkeZ15ZZZ/la9W1Js+x/M5hXb/vZtx2adtT5Q8tN9x/jZpthShtfpn6UZfp+j7L8UJIx+5Hp8+Yt0ybLH2qJdf7u5O9D/i61xxJbvQ0zPe1atL9hbXzZYZbLeW/Z5Vv76f4zPaEQIECAAAECBE6EQD7EKwQI3FkgX6L/dRVJyOTCLpGL21Zvw6Fpq7QdWn5o2rJ9ZntnJSPb9PS1y5KLrVwE5vGjDFvSKwmwJFNbgizDXX3Be616rdISaEn8tPqs4aI2687PhXnO873rrHp/LIbatPmHnMhY9cDnuOYYtfftqstrT+AkCeR8lMh7Zmg4NK21HZqXhF77mzI9zN+X6WnT4/PazJvX+mltMq4QIECAAAECBAgccwEJ0GN+gGzeTgQurbV+/07WvPmV5oIxycdtRB5zywViW1fGcxG7qCT5lmRbH0PTWkKubzdr2qzpq/Tb1pNkV4uWnB4aX7Sf+zo/CYn+TqJc/K96N1KWzzLT/WQ8/bc77JprhtPWbVraDs3rl21tp6f144v6mJ7fj9cm3PbaTkI0+9WGfX1o2qrz45N+hvoamjar/xhn+xOL7u4b486/tp5Zw3nraNuXbc7+zNqnoemrmAy1HZrWb8Os+Zme7W3bnmFKG1+mfpRl+n6PsvxQkjH7kenz5i3TZplzf7ZfIUCAAAECBAgQILARAQnQjbDqdM8Ffqa2/7yKXKznwi7RLmjb+Kxps6Yvu/xQu2X7TCKqJRtnDdPXcS8tKZbvC9vHktdNn5Rr432yrdUzr9WHhkPz+/6G5vf9JAmShE0znTfM62eZ+RIZBTUpsc4xaO/bNt2QAAECBAgQIECAAAECBI6RgAToMToYNuXYCLy7tuTiY7M1NmTfBJJk9kjkvh21o21vEp8JhQABAgQIECBAgAABAgSOsUDuXFEIECBAgAABAgQIECBAgAABAgQIECBwkAISoAd5WO0UAQIECBAgQIAAAQIECBAgQIAAAQIRkAD1OiBAgAABAgQIECBAgAABAgQIECBA4GAFJEAP9tDaMQIECBAgQIAAAQIECBAgQIAAAQIEJEC9BggQIECAAAECBAgQIECAAAECBAgQOFgBCdCDPbR2jAABAgQIECBAgAABAgQIECBAgAABCVCvAQIECBAgQIAAAQIECBAgQIAAAQIEDlZAAvRgD60dI0CAAAECBAgQIECAAAECBAgQIEBAAtRrgAABAgQIECBAgAABAgQIECBAgACBgxWQAD3YQ2vHCBAgQIAAAQIECBAgQIAAAQIECBA4BcHOBR5UW3Buxb0mcVMNP1FxXcW1FRlXCBAgQIAAAQIECBAgQIAAAQIECBA4goAE6BHQ1lzkrFr+aRUXVVxYkfFZ5bM14z0Vb694fcUbKm6tUAgQIECAAAECBAgQIECAAAECBAgQIHCsBB5YW/OiitzZmSTmUSLJ0CdV7HN5Z2189v3V+7wTtp0AAQIECBAgQIAAAQIECBAgsAWBl9c6kke5eAvrOthVuAN0O4f2nFrNmyse0a0uL94PV3yo4pqKGytursgxOb3i7IrzKs6vOK0iJXeMvrbiGRUvrFAIECBAgAABAgQIECBAgAABAgQIECCwU4Eza+1vq0jCM/GOiqdW3L9imXJqNXpsxUsqPl3R+nli1fexuAN0H4+abSZAgAABAgQIECBAgAABAgR2IeAO0F2oW+fKApfUEi1p+Yqq333lHu5YIEnPlgS9fM2+7uh1uzUJ0O16WxsBAgQIECBAgAABAgQIECCwvwISoCMcu3WScSOs/kR08ZjJXiZhmR8/umWNvc6PID1zsnwep3/IGn1ZlAABAgQIECBAgAABAgQIECBAgMDBC0iAbv4Q5/H1lNdVfOa22nr/vKpb/OFdXZUAAQIECBAgQIAAAQIECBAgQIAAgSkBCdApkA2MPnjS51Uj9X1t9dMSqWeM1KduCBAgQIAAAQIECBAgQIAAAQIECBykgATo5g/rFZNVPHqkVeWR+vwwUsq7bh/4lwABAgQIECBAgAABAgQIECBAgACBIQEJ0CGVcaflR39SnlLx+NtqR//nPrXoCyaLf6yGHzx6V5YkQIAAAQIECBAgQIAAAQIECBAgcPgCEqCbP8bPq1XkkfXTK15T8fSKe1asWh5ZC7ypIsOUF98+8C8BAgQIECBAgAABAgQIECBAgAABArMETpk1w/TRBPII/LMqnl9x74okLlN/S8W7K3IX50cqbqy4qSLHJMnSsyvOq3hoxeMqLqxoJYnQZ7cRQwIECBAgQIAAAQIECBAgQIAAAQIECOxa4JLagBsqbl0z3ljLn1uxryVfCRCDV+/rDthuAgQIECBAgAABAgQIECBAgMCWBF5e60ke5eItre8gV+MR+O0d1pfWqs6veG7F1Suu9uZqn8fnn1zxhIp8/6dCgAABAgQIECBAgAABAgQIECBAgMACAY/ALwAaefY11d+lk7igho+qeFhFHnfP4/FnVeT7Qq+vuK4ij8+/t+KyikxTCBAgQIAAAQIECBAgQIAAAQIECBBYQUACdAWskZteWf0lFAIECBAgQIAAAQIECBAgQIAAAQIENiTgEfgNweqWAAECBAgQIECAAAECBAgQIECAAIHdC7gDdPfH4EG1CflRo3tNIr8E/4mKPAJ/bUXGFQIECBAgQIAAAQIECBAgQIAAAQIEjiAgAXoEtDUXyfd8Pq3ioooLKzI+q3y2Zryn4u0Vr694Q0V++UshQIAAAQIECBAgQIAAAQIECBAgQIDAsRJ4YG3NiypyZ2eSmEeJJEOfVLHP5Z218dn3V+/zTth2AgQIECBAgAABAgQIECBAgMAWBF5e60ge5eItrOtgV+EO0O0c2nNqNW+ueES3urx4P1zxoYr8OvyNFTdX5JicXpFfhj+v4vyK0ypScsfoayueUfHCCoUAAQIECBAgQIAAAQIECBAgQIAAAQI7FTiz1v62iiQ8E++oeGrF/SuWKadWo8dWvKTi0xWtnydWfR+LO0D38ajZZgIECBAgQIAAAQIECBAgQGAXAu4A3YW6da4scEkt0ZKWr6j63Vfu4Y4FkvRsSdDL1+zrjl63W5MA3a63tREgQIAAAQIECBAgQIAAAQL7KyABOsKxWycZN8LqT0QXj5nsZRKW+fGjW9bY6/wI0jMny+dx+oes0ZdFCRAgQIAAAQIECBAgQIAAAQIECBy8gATo5g9xHl9PeV3FZ26rrffPq7rFH97VVQkQIECAAAECBAgQIECAAAECBAgQmBKQAJ0C2cDogyd9XjVS39dWPy2ResZIfeqGAAECBAgQIECAAAECBAgQIECAwEEKSIBu/rBeMVnFo0daVR6pzw8jpbzr9oF/CRAgQIAAAQIECBAgQIAAAQIECBAYEpAAHVIZd1p+9CflKRWPv6129H/uU4u+YLL4x2r4waN3ZUkCBAgQIECAAAECBAgQIECAAAEChy8gAbr5Y/y8WkUeWT+94jUVT6+4Z8Wq5ZG1wJsqMkx58e0D/xIgQIAAAQIECBAgQIAAAQIECBAgMEvglFkzTB9NII/AP6vi+RX3rkjiMvW3VLy7IndxfqTixoqbKnJMkiw9u+K8iodWPK7iwopWkgh9dhsxJECAAAECBAgQIECAAAECBAgQIECAwK4FLqkNuKHi1jXjjbX8uRX7WvKVADF49b7ugO0mQIAAAQIECBAgQIAAAQIECGxJ4OW1nuRRLt7S+g5yNR6B395hfWmt6vyK51ZcveJqb672eXz+yRVPqMj3fyoECBAgQIAAAQIECBAgQIAAAQIECCwQ8Aj8AqCRZ19T/V06iQtq+KiKh1Xkcfc8Hn9WRb4v9PqK6yry+Px7Ky6ryLRdlb9dK/6OiruNsAEPn/SRfVUIECBAgAABAgQIECBAgACBuwrcoyadWpEb1z5bcUvF5ypyJ+BJKclZnVaR31EZGg5Na23nzZtu8+nq//sqVr1ZrRZR9kVAAnR3R+rKWnViH8pX1Ub++ZE31N3HI4PqjgABAgQIECBAYG2B/Id/Ip9V+2Ffb/OGprV5bTivTeYloZGShEZLagzV583b5vJJwiQUAtsUyHsluYtEkoL9cFa9tZuen/EkFTPs60PTdj2/NnFmyfswydA+WoK0n9bXtzk//qskIIfaZlqO/bbKf60V+aq+bWnvYD15Qyu7FXhQrT7f6XmvSeSHkD5RkTtAr63I+K7Lt9UG/GBFPsitW55ZHVxU8bp1O9rg8udX33+rIvs79AE0q140fRcfUtsH7Pyxybb3MTQt84emLzttaPmhZYfatW2LU/4QJ1p9aLjstFn9DC3f2s6bN90mHyDSPiXDo9SPsky/vlWXb6+LoeHQtBybTJ83b5k26yyf/VUINIG85vsP+Xlf9h/m+/qieelnXpv0Ncb8rCdPdPTDvp71KPMFcp7pLzz7ei5Sc46JcSxjOz3MtMRJK3HKXS3NK1aJflrqbbwNW7t+mAvP/F3vI8elH+/r8+alXZufbWv1Rcv3bYeW6ZdvbdOu/xvU15eZV4srSwi091g712W81duwn9bX152/qK++/5wbctxbtNdiG89waNqs6UNth6ats3xes/tUsr0xyHsw0ept2E/r66vM3zeTYhil5PWb13M+m8Suva7ikfHEoZe83/OVgLlDc2g4NK21HZrXpk23ydcM/nyFcsACJ+ENc9wOXx79flrFRRX5Zfd5j4Lnzf6eirdXvL7iDRUt+VHVrZWcJC4faW35GoDjXr6rNjCJWoUAAQIECGxKoF2gt2F/Qd/XtzG/JQiS/Mpnwzbs60PT+vl9fVHbZeaPdbGbi8Z4tgRpq7eLyja9Ddv8DPv6GPNzsZ+EY/Z/nZjXR3WtrCmQz9qJvHb6YV9v84amtXltOK9N5iWhkZLXfHvdL6ov225Wv+ssn/d6H6dnJQqBDQvkvTLGebmd+4/yt3XRMtm+1qYN+2l9fdn581jzPszflT5agjTDefP7Zfp6W76f1tdXmR/rlmycN1w0L8deITCKQN4UynYEHlir+UcV31IxL+nZb02OTx49T/zdit+s+P6Kn61QNifwL6vrJGpzgbHoA2i2YqjNOh8sh/qbtZ5+evuAnT82+dA9HUPTl52WvpZtO9Ru1vL5I5r9XTSc12bevNbvvDbz5k0vnw8AaZ+S4VHqR1mmX9+qy7fXxdBwaFqOVabPm7dMm3WWz/4qBJpAXvP9h/i8L/sP430989J2Xpu03/T8rKMl+dow29XqbX7Gz6hQ7irQzjMZtnrOKylt2J8PMz3jObYZJtqxzt/zk1LaBXYurvvInS5tXuptXj+9TWvDXJTmb3r7u97qs4Y5TsvMy3ZMt50eb/20tm1+G2/z2zDzs90ZJvq/QX19mXm1uLKEQM5p/Xmtr7dz3XSbNr0N+2X6+pjzcx5or4u8Xlq9Hw5NX3Za+lm27VC7oeXbOa663ouS7c2+5f3ZhrPqR52/bybbOHAxTigECCwpkD80yuYFzqlVvLniEd2qchL/cMWHKpJsu7EiHzRzTPI/qflhpPMqzq/II0gpuWP0tRXPqHhhhbIZgRyXPPKvECBA4DgIJKHTXxj29aGLxKFp/TKpp88WLUnUxjNcdtqm2k6vvyW0atP+OLmVaSlD85aZvonls952UX1D1Ycu9DKtTW9tM57PBRnvh9P1mn3b/EyfVfr9Spvmk2GOVxvvj3eb1tpn2OZnXn882usnw/51ldddot2dmGGifYap6kol60/JundZckxawrBPFrYLzzZsx7Qd3yyXen+Mk6BLH9N3u+TrjjKtH6aez4aJVs9rKvGpbnpLVrZhzVIIbEWgvfbz+lQIECBAgMCxF8gHV2WzAmdW97ljsyU/f73qucPwFyqS+FxUcjHxFyueVnFJRcb/VcVvV7yhQtmMQBLQufjKRWa70Gz16fFsQZu3TL0tn7abKLlYbRee7WK0jWc4a1ouUqfnZXx6+qxp7UK3X8e8tmnX3NqwJv3xtFXrzfWofS2zfC5kW//z2s+bt8x+zVq+X3ZWm0zv501fhLeL8VnT+wv21nZo2qaWz7bnvdcSMq0+a5h2R5nXlll3+SRnphNB00mhdednGxUC+yqQ93SSey2Z1yf02rSW4Gvjy7TJeSl/nxL5j+Oj1hctn/dv+k8ctxLbJFT7aEnWo0zLMtPL59hkekvapj49rc2bNczfi30v+czSXgdjDvP627eS45nX3qLhvDZD89q01m8bHxoOTWvLtWHfpn2miPUq9fb3d5Vl+nUcZfl8PhnrM0rW3/qaHs6b19rOa9PPS729/9s5JMM2rT+39NNb2zY/7YemtfkZ9tG3bdPbtLwOFAIECNxJIB/qlM0KfHN1/+jJKv5TDS+qWOWEnJP4Wyfxmhrml8mSVPoXFT9XsUpf1VxZQuC7q82/XqLdWE3yAa1F+lxUz/yU6XZJxOQDuvd1dBQChyOQ83zutMnfg3bHzVC9TWvD6bb99PTZYtkE97Lt0u/YbafPd0Pjtdq7nBeHzpfZvpShebP6bcu05Wa166fnb3UuIjPM+TnR6jlPt+R5G2ZaP72v922m6/14v0xf79sM1bOduXhsCcjphOQ641l2n0tsppOk0+NJiGXaMtPzGki7of8s7Kel3iLLtHo/zLFs663qsS05F7VESIatntdcP96mz5rW2rdh3z7TErEaM0HZ+kqCRyFAYH8E8jmknRcyzGegfjznpf5v9lHrWS5l08un/3wWWXZ9y7abte1jLN+2d4y+Zm3nqtPnbcv11dlPVeR1ohyoQD4cK5sVeMyk+/yI0NMq+ouoVdecOz7z4zw/XJE7Sh9ScUWFMq7AR6u7RC4y8oG3fehdVF+2XXX5x322els24+uWnNjbH/jpP/aZPmtaLiT6ealPT2vLT09vbdv8fjjUNvMTzbQNa9IfT1u13gyP2tcyy+dic5ntWqaveW3mzVt1/bl4z3ZnOB1D05edNqvfdZfPvvcfmFp91jCv96PMa8usu3w+YE8nGjOe98T09KFpfduh+ZnWPqxVVSFAYMsCOVe0xPCWV71wdTlf9gnR1GclS4emLzOtJVjTd0vcrjIty+V6I5Gnova15DNLXgf5TJOk/liR/vat5O9/XnuLhvPazJvX+p3XZt68oeXzd7T9LV2lfpRlcjzbOo6yfM45y3xGOUqboWWyjW369HDevNa27Ws7P7TzUDu/tOltPMPpaW2ZoemZ1+a3ehu2Ptt4G2Z6Po/mO7Z9z3YhKEsLfLJa/szSrTXcOwEJ0M0fssdOVvG6GuZCdt3yquogCdCUh1dIgN5GMeo/Oelt88SXD3EtsiNHrbf/6UxCRSFAgAABAgQOWyCJhyTQjnsSLdcbSUwkudESHPOGQ/OGprU++2E+a4+VnOz7ibVCgMD+CCQBmnNDi+lkac5LueZKadde0+P9vGXqm1w+fbfk/q63Zdn1t+1dxyXrSj8p6ecofS27TO4AfWNWpByugATo5o/tgyeruGqkVV1b/eTDXU7i/kdrJNQdd9P+53THm2H1BAgQIECAAIHRBdrd8DeM3rMOCRAgMCyQG0OO6937w1tsKgECGxdo2fSNr+gEr6DdofnokQweU/0k+ZnyrtsH/iVAgAABAgQIECBAgAABAgQIECBAYEhAAnRIZdxp75x095QaPn7Nru9Ty79g0sfHavjBNfuzOAECBAgQIECAAAECBAgQIECAAIGDFpAA3fzhfV6tIo+s51ck8yvuT6/Id5GsWh5ZC7ypIsOUF98+8C8BAgQIECBAgAABAgQIECBAgAABArMEfAfoLJnxpucR+GdVPL/i3hVJXKb+lop3V+Quzo9U5DtK8mXrOSZJlp5dcV7FQyseV3FhRStJhD67jRgSIECAAAECBAgQIECAAAECBAgQIDAsIAE67DL21B+qDvPjRS+qyA8XnVXx9ZOowUrl56r1RRW3rLSUxgQIECBAgAABAgQIECBAgAABAgROoIBH4Ld30F9aqzq/4rkVV6+42purfR6ff3LFEyry/Z8KAQIECBAgQIAAAQIECBAgQIAAAQILBNwBugBo5NnXVH+XTuKCGj6q4mEVedw9j8fnztB8X+j1FddV5PH591ZcVpFpCgECBAgQIECAAAECBAgQIECAAAECKwhIgK6ANXLTK6u/hEKAAAECBAgQIECAAAECBAgQIECAwIYEPAK/IVjdEiBAgAABAgQIECBAgAABAgQIECCwewEJ0N0fA1tAgAABAgQIECBAgAABAgQIECBAgMCGBCRANwSrWwIECBAgQIAAAQIECBAgQIAAAQIEdi8gAbr7Y2ALCBAgQIAAAQIECBAgQIAAAQIECBDYkIAE6IZgdUuAAAECBAgQIECAAAECBAgQIECAwO4FJEB3fwxsAQECBAgQIECAAAECBAgQIECAAAECGxI4ZUP96vYOgWuqerc7Rket3W/U3nRGgAABAgQIECBAgAABAgQIECBA4MAEJEA3f0DPrVW403bzztZAgAABAgQIECBAgAABAgQIECBA4C4CEqB3IRl9wldWjy+teHjX89VV/1w3rkqAAAECBAgQIECAAAECBAgQIECAwAYEJEA3gDrV5dtq/FEVP1fxFyfzfqKGl07qBgQIECBAgAABAgQIECBAgAABAgQIbEjAo9kbgp3q9uM1/pcrfmsy/ftr+DWTugEBAgQIECBAgAABAgQIECBAgAABAhsScAfohmAHur2upn1bxf+oSOL55RVfUpHpJ7H8w9rppx/THb9vbVfisxW3HtNttFkECOxeID9wl7+j+UqTW3a/ObaAAIFjKuBccUwPjM0icAwFTq1t+lTF7x/DbbNJBAjsTuBBu1v14axZAnS7x/JXa3X/puLvVeQF/F0Vz604SeXKyc4+oIaJ41zueZw3zrYRIHBsBDxNcWwOhQ0hcKwFnCuO9eGxcQSOjcBZtSVffGy2xoYQIHBcBHJz1u8el43Zx+3I/0gr2xU4s1b3noqHVFxbcUHF9RUnqXxh7Wz+d/O4ln9SG/bNFUlWv/G4bqTtIkBg5wJ/vbbgkopXVrysQiFAgMCQQH4QM0++/HLFvxhqYBoBAgRK4GEVP1zxmxX5jKEQIECgF0je6Pf6CeqrCbgDdDWvMVrnkYa/UfHkSWdJhCYhepLKFcd8Z/9osn358CEBeswPls0jsEOBPzdZ9wdq6FyxwwNh1QSOuUDu5kq5usK54jYK/xAgMCDwh5NpN9bwfQPzTSJAgACBNQQkQNfAW2PRt9eyCYUAAQIECBAgQIAAAQIECBAgQIAAgQ0K+C6iDeLqmgABAgQIECBAgAABAgQIECBAgACB3QpIgO7W39oJECBAgAABAgQIECBAgAABAgQIENiggAToBnF1TYAAAQIECBAgQIAAAQIECBAgQIDAbgUkQHfrb+0ECBAgQIAAAQIECBAgQIAAAQIECGxQQAJ0g7i6JkCAAAECBAgQIECAAAECBAgQIEBgtwISoLv1t3YCBAgQIECAAAECBAgQIECAAAECBDYoIAG6QVxdEyBAgAABAgQIECBAgAABAgQIECCwWwEJ0N36WzsBAgQIECBAgAABAgQIECBAgAABAhsUkADdIK6uCRAgQIAAAQIECBAgQIAAAQIECBDYrYAE6G79rZ0AAQIECBAgQIAAAQIECBAgQIAAgQ0KSIBuEFfXBAgQIECAAAECBAgQIECAAAECBAjsVkACdLf+1k6AAAECBAgQIECAAAECBAgQIECAwAYFJEA3iKtrAgQIECBAgAABAgQIECBAgAABAgR2KyABult/aydAgAABAgQIECBAgAABAgQIECBAYIMCEqAbxNU1AQIECBAgQIAAAQIECBAgQIAAAQK7FZAA3a2/tR9Pgesmm/WJ47l5tooAgWMi0M4R7ZxxTDbLZhAgcMwE2jminTOO2ebZHAIEjolAO1e04THZLJtBgAABAgQIHKrAWbVjX19xj0PdQftFgMAoAvesXp5cccYovemEAIFDFbhb7dgTKs491B20XwQIjCbwVdXTg0frTUcECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIETozA3U7MntrR4ybwmNqgX6n4eMX9Vti4v1ptE4+s+KKKqyt+q+LHK15TcWvFMmXdfp5cK3nSMiuqNjdUfM+SbWc1u0fN+NaKv1HxsIqzK95R8daKN1T8RoVC4FAF3lg79lcqvrviR5bcyXXf42016/azzXPFNtfVfAwJHCeBo5wr8hnk71d8aUU+W5xecUXFL1b8cMXvVyxT1j1XtHWcVpVvrfjyir9Q8dCK3614X8WPVvxCxRjF54oxFPWxrwLOFcsdOZ8rlnPSigABAgQIzBQ4p+a8vyLJyj+c2erOM+5Toz9dkWVmxbtq3nkV88pY/fynWsms7Zie/kfzNmiJeX+q2rxnzvo+U/MuXqIfTQjso8B31Ea399R3LbEDY73Hx+pnm+eKba5riUOhCYGtCqx6rsjG5eL+6op2jpke3lzznlExr4x1rsg68hkm/7k5vR39+Ktq/ukV6xSfK9bRs+y+CzhXLH8Efa5Y3kpLAgQIECBwF4F252L7ML9MAvTU6uXyirZMLkh+suLbK7634r9VtHm/V/XcITlUxuonfbcEblvvvOE6CdB4XVbR+k+S959WPL3iP1Tk7tLMu6XiOysUAock8DdrZz5X0V7/ixKgY73Hx+onx2Jb54ptryvrUwgcF4FVzxXZ7qdWtHNLhvlb+88r/lbFCys+WtHm/79VHypjniv+Uq3gmoq2zg9U/QUV31qRO1E/VdHm/buqH7X4XHFUOcsdgoBzxWpHcZufYVbbMq0JECBAgMAxF3h0bd97K9oH+AyXSYA+q1smj4HlsbDp8rdrwmcr0ucvTs+cjI/Vz5nVX0vKvLnqf3JBPGCy/qMMfqgWal4/U/V7TnXyFTWeBGva5E7QB1UoBPZd4IzagR+saO/p9h5YlAAd6z0+Vj/bPFdsc137/vqy/YcjcNRzRZ5E6e/8TIIxycy+5O/pr1a0889X9TMn9bHOFXns/bcr2rryn7vT5Ytrwu9XtDZfM91gyXGfK5aE0uygBJwrVj+cPlesbmYJAgQIECDwJ/IHNHdTtKRh+/Ce4aIE6OdXm3aXY9o/tmJW+dGa0fr+xqlGY/WTbpPIbev5Z1PrGXP03Orsk5N1JfE7nfxs6/r6SZts03PaREMCeyrwuNruPhHQ3msZzkuAjvUeH6uf8G/rXLHtdWV9CoFdCxz1XJHtzmeSdm5505wdOb/m3Thpm6+i6cuY54p8T3jbnnnfc5yvu2nt/nW/MUvWfa5YEkqzgxJwrjja4dzmZ5ijbaGlCBAgQIDAMRPII115jKt9YE8S9AcqPjyZtigB+g3dsq+s+rySOy3bevKdNX0Zq5/0+e0VbT1/rV/JyPU85t7W8w8X9J0fR0jbP6iYvotlwaJmEzgWAnerrXhRxS0V7XX/W1XPRX4bn5cAHes9PlY/tdlbO1dse11Zn0JgVwLrniuy3f+zop1X/syCHcl5qbXNXZitjHmuyOP3WUee6LhvW8HAMP+hnM9U76748YH5iyb5XLFIyPxDEnCuOPq5Iq+DbV3vHNJrzr4QIHDMBe5+zLfP5u2/QO5OfMhkN5Kc+9qKSyvyaGtKPvDPK/2Fya/Ma1jzPlqRdaTk0bB88GllrH7S359vndbwnV197Gr+57WVeXeopM3PTxrmjpSvntQNCOyTQP4efUdFe9/++6p/WUUSA63MO1+M9R4fq59s87bOFdteVzsehgR2IbDuuSLLt0Tmx6r+3gU7kWRjK/kM08pY54qHV4d/dtLp62p4bVvBwPBTNe1PVzyyIl/9s2rxuWJVMe33WcC54ujnihz3bX6G2efXmW0nQGCPBPKHQSGwaYF8mE/S80sqfnHFlX1R1/79XX1W9crJjPvX8KFdo7H6SZe58Ej5aMVVt9VuT9qcX/V5d25Mmi49eNSkZe6Iu3zBUn2S6MIFbc0mcJwFkuz/iopc3OfrL5YtY73Hx+on272tc8W217XsMdGOwCYFjnquOK82Kt8HmLLK54q07xOIY50r8h89rfz3VtnQ0OeKDcHq9lgLOFcc7fBs8zPM0bbQUgQIEFhRQAJ0RTDNVxZ4ZS1xQcVzK66rWLX0d0KcvcTC+UGiVu7XKjUcq597VF+PmPT7zho+puLnKj5ZcWVFHun/UMV/rvjCinVKS+DmRw/yA0fzStbZSruzpY0bEtgHgST6c3H+dRVvPcIGj/UeH6ufbZ4rtrmuIxwaixAYVWDdc0Xu+mzlOHyuaJ8psk3vnmxYPstcVPGSinzW+C8V/7CifS6o6pFKW97niiPxWWjPBJwrjn7AfK44up0lCRAgQIDAXQSuqil5nPWau8y584Rvm7RL239y51l3GcsdHXm0Pm0TT6hoZax+8shb6z8J3VYfGl5f87+jbcCKw3zPV+vz15dY9ku79rlQUggcikD/3v3OOTvVtztJ54qQbOu8NIffLAI7F+jPAfPOFdnQqyryN/bTFadVzCv5D9z29/jtXcN+feucc/Kd5a3/L6h67oD/o25am5dhPlfk7vijFJ8rjqJmmUMU6N+7zhXDR9jnimEXUwkQ2HMBd4Du+QE8AZv/nm4f/27Vz+3Gp6vfUxPu0U08p6uP1U//fThnVf/5Pq43VHxfxdMqfrDiioqUXGzkxxP+RkZWLPfu2ucXaBeVvs29FjU2n8ABCoz1Hh+rn22dK3Iot7muA3zp2KUTKNDe5/nRwGfO2f/71Ly/083fxOeKfJZoJY/Y53HdfAa4puK/TSJPl6Tkc8WPVfyzjKxYfK5YEUxzAiVwEs8VOfA+V3j5EyBAgACBEQWuqr5yN0M+4C8qb64G7Q6I11c9FyTT5WtqQu6MaO0y/JapRmP08/xuHb9X9fwP6XRJAvLfVbRtyT7mO0lXKflusbZ8LoYWlT9dDVr7X1rU2HwCeySwyp0aY7zHQzNGP9s6V2R7t7murE8hcBwFVjlXfGXtQB6Pzd/N/Afi11dMlzNrwn+uaH9bM2z/wdnajnGu+OVuHZ+peu5KvbTiHhWtpP6PK9pTLmnXPzrf2s0b+lwxT8e8kyTgXLH4aPtcsdhICwIECBAgsLTAVdUyFxPXLLHEw6rNTZP2WeZDFbkQ+GsVf6vipRW5kEmb11WkTeLJFX0Zo598f9Y3VuSOkQsqZpVcrPzPirYteYRuldInNP/7EgvmV2Tbun5uifaaENgXgVUuVMZ4j8dljH62da7I9m5zXVmfQuA4Cqxyrsj2/0RF+7uZ4c9UPL3iGyqSgPztikz/+YqPT+rvrGFfxjhX/Fp12G9HnmaZVf5ZzWhtf2FWoxnTfa6YAWPyiRNwrlh8yH2uWGykBQECBAgQWFrgqmqZD/HLJEDTaZKZeQSsffCfHubuz6+t+Eddm8dVfbqM1c90v0PjuYhq25nH5FcpD6jGbdm3LbHgn+3a5yJOIXAoAqteqIz1Hh+rn2WOwzrnimX679tsc139etUJbFpg1XPF2bVB03d4tr+7bfiaanNmRe64zLSh/5Bc91yRBGtb3/uqfo+KWSVPmORzU9rnP33nta3Zdyo+V9yJw8gJFnCuGPfg+1wxrqfeCBDYoMDdN9i3rgmMKZA7Ox9R8cqKPmmai4Dc8fjVFbmIuKCilU+0Sjccq5+uy5nVy7o52fZVyie7xrlIW1T6Ntctamw+gQMWGOs9PlY/y1Cvc65Ypv++zTbX1a9XncBxE8jfyr9ecUnF5RV5vLyVq6vynIpvrLhvxSkVKZv4XPHJ27u+7d+31r+f68anqzfUhHdPJubHm75wusGc8X49/WeGWYv0bXyumKVk+kkQOGnnilWPqc8Vq4ppT4DAzgTaB7qdbYAVE1hB4MPV9imT9ufV8JyKKyv6D+bn13hKLiA+cFvtrv+M1c9de77zlN+r0SRo71aRC6hVSr6T7A8qHlSRfV1U+ja5cFMInGSBsd7jY/Wz6Fisc65Y1Pf0/G2ua3rdxgkcR4GX1UYlTq/44oqPVeR9cktFSvtckfr/yj8DZZ1zRdbVygdbZc7wd2re107mP7SGeVR/meJzxTJK2hCYLfCympU49HNF7eJKJeewo17vrLQijQkQILCuwCnrdmB5AjsSuKrWm+jLqTXyZycTcjdHf7dD366vr9pP7ojIY2RnVLyn72ignqRkkp8psy6abp87/O97a3ISoFlnfkSpv/O1Ru9UHtaN/XpXVyVw0gVWfY/P8lq1n22eK7a5rlk+phPYd4E8Ut7uruz35S90I/+jq8+qrnqu6D9LJAG7qOQ/f1vJd5OuUnyuWEVLWwLDAifhXOFzxfCxN5UAgT0XkADd8wN4AjY/v/ie79f6kxW5SMjj7rPKX60Z95vMnL5IGaOfs6rvayvyvsmdFOdW5EPQrNL/Qvz7ZjWaM/3tNe9rJ/PzfaavmtP2K7t5WU4hcNIExniPx2yMfrZ5rtjmuk7aa8r+Hq7AV9SuPaLigRX5kcJPV8wq3zaZkTuc3to1GuNcke76v9mP7vqfVe3/w3OZO0b7fnyu6DXUCSwWOInnCp8rFr8utCBAgAABAisJ5A6JXEzMu6sxHX5exc0V0xcemTddkhxNu8Rfmpo5Vj9JrLZ1/LWpdUyP/lLX9qLpmUuMP7Jb/r/Oaf8FNS8Xb9kud3/OgTJrLwWSfGjvue+cswdjvcfH6meb54ptrmvOITCLwE4Flj1XZCN/oKKdV/7ynK1+VNfuDVPtxjpXpNvcmdm2Z/rzS7/afC743KRtnzjt28yr+1wxT8e8kyLgXLH4SPtcsdhICwIECBAgsLTAsgnQdPgLFbkwyPdxfXXFULm0JraLh9cONahpY/Tzvd16frfq/aNo/Wq/u2v3P6veHoXv2yRxmUfrEuf3M7r6b1S97fvF3fRWPaMqb5q0SbtvajMMCRyIwCoXKmO8x8M2Rj/bPFeMua4DednYjRMosMq54ivLp31myPt96EdB8zf6iq7dl1V9uoxxrkiff7eibc/VVT8/E6dKvnfwVypau78zNT+jPlcMoJhEYErAueL2p9naNUiGp04Z+VwxBWKUAAECBAisI3BVLZwP8YvuAM06cnfG5yrS/qMVuZvyzIp7Vjy+4t9WtAuCa6s+6zu0xujnlOq//1/RfLfnkytyJ0jm5e6Kl1W07bmx6o+rGCr9dv/YUIOalrtPbqlIfzFIovchFfmgksdy3lLR1vWrVR+6iKvJCoG9FVjlQmWM93igxuhnm+eKMde1ty8UG37iBVY5V+Rv5S9VtL+fr6z6wyryn5VJIn5rxQcq2vwXVX2ojHGuSL9Zb//3PF+b8/SKP1VxWsVXVryrom3Pr1R96O+9zxUFoxBYIOBccfvXf7TzSYY51/TF54peQ50AAQIECKwpcFUtnz+4yyRAs6rnVPR/qJMUbI/Gt+kfq2l/vmJeeU7NbO0zPEo/+ZDw20v086Fqk/9VnVWWuVDJst9ccX1Fv93tkfc27X/V/PtVKAQOTWCVC5Xs+3Mq2vviqO/xsfrZ5rlirHVl3xUC+yiw6rni82sn8+vt/fnipqnxzPuJiiQoZ5Xn1Iy+j6N8rkjf96p4WUXfV+rTf+8vq2kPrhgqPlcMqZhG4M4CzhWLE6AR87nizq8bYwQIECBA4MgCqyZAs6LcaTmdeMzFQS5YfqRi1gVBzbpTGaOf3H2ax0P+qGL6YiV3qeZukgdUzCvLXqikjwsrfr3isxX9+pIE/lcV961QCByiwKoXKjEY4z0+Vj/bPFeMsa5DfA3Zp5MhcJRzRf7j8Ecrpv+25u/s5RXfVDEv+VmzbytjnXPSWfYjn3WSSO3/3ucX33+oIk/AzCo+V8ySMZ3AHQLOFcslQCPmc8Udrxs1AgQOQGCZD3UHsJt24YAE8sjX+RVfVHHvit+pyIXCJytWKZvoJ9/Hme/7/N1VNmTFtrlDJI/Zf0HFByreX/GJCoUAgTsLbOI9PtY5Z9Pnin7fN72uO6sbI7CfAmfXZudzxRdW5GmSPFVxZUUSkMuW/n23zrmirS99fGlF/jM1nyuSkL2hYuzic8XYovo7ZIGTeq7oz28+VxzyK9y+ESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAwUkWyQAACnlJREFUgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECCwfYG7bX+V1kiAAAECBAgQIEDgjwVeXbXH/PHY0SvfV4v+1GTxX6/heRWfqPiiyTQDAgQIECBAgACBEypwygndb7tNgAABAgQIECBwPATOqc144AibckbXx/0mfZ7WTVMlQIAAAQIECBA4oQISoCf0wNttAgQIECBAgMAxEXh/bcfnzdiWM2v6l0zm3VTD35zRLpOvmTPPLAIECBAgQIAAAQIECBAgQIAAAQIECBw7gS+rLbp1Eu9ZYeueUG2/seIbVlhGUwIECBAgQIAAgQMVcAfogR5Yu0WAAAECBAgQOMECbzzB+27XCRAgQIAAAQIEpgTuPjVulAABAgQIECBAgAABAgQIECBAgAABAgcj4A7QgzmUdoQAAQIECBAgQGAi8AM1vG/FDRXfM5nWBo+tyrdMRi6t4bUVeWT+ayu+quLcirdU/FJFfqH+uoqU3DjwTRX/f3t3E6rZHMcBPE0phikLqSlTE6OEvGwsprwlu8nChjU2YiHZTCmrEUm2MpqaYTbD0kuIhLxFNt5DmTAUk7wU0+D7m86pvzPP88yZe89dXM/nX9/7fz3/O8+nu5j+nfOc65Jrk3rp0qfJ08njST2qv6hclsm6vupLkz+TD7vsTn0oUQgQIECAAAECBAgQIECAAAECBAgQWCKBlX4H6NcxqgPJwzOsbu3man5r8mjTr7E29Sh9HXzWTQNPDebadS9161IdV+r6nclfSXtN2/4xczcmCgECBAgQIECAAAECBAgQIECAAAECSySw1gegz8WyDiKPJK8nDyRPJnV3Zn9AuSvtZ7r+wdR7kgeTt5K/k37d7WnPKs9msF9Td6Q+kdyV3JscSOp39/N3p60QIECAAAECBAgQIECAAAECBAgQILAkAmt9AFoHj98nWwaeV6ffH0r29f6MnTFYd1+z7oPBXHVvbubrcfdtNTgoV6X/Q1K/57dkc6IQIECAAAECBAgQIECAAAECBAgQILAEAmt9AFqPpW+f4/hGxvvDz2/T3jhnXc3Vul8G86en/003V3d+XjCYb7s3dOtqn33thDYBAgQIECBAgMDqBeo7iRQCBAgQIECAAAECyyhQj72/OeeDf9KM703796bfNr/oOptSn9VM7Ej73K5fh5qfN3PD5osZ+KgbvCX1qcMF+gQIECBAgAABAisXcAC6cjtXEiBAgAABAgQIrG+B9xf8839q5r5s2sNmezDaHly2d3zOO2Rt93q362xIXS9nUggQIECAAAECBCYSqDdaKgQIECBAgAABAgSWUeDnBR+6Hkfvy3d9Y0ZdL0KaVbY1gw+nvavpz2rWHaR9qWs/6ztqAgQIECBAgACB1Qk4AF2dn6sJECBAgAABAgTWr0B79+aiT3F00eScufOb8bOb9pjmeWMWWUOAAAECBAgQIDBOwAHoOCerCBAgQIAAAQIE/n8C8+7enOKTtoer92fD9pH6E+0/5pH5E+1hngABAgQIECBAoBNwAOpPgQABAgQIECBAgMD0AvXSo+u7bev7PZ+f/lfYkQABAgQIECBAYIyAlyCNUbKGAAECBAgQIECAwMkJtG99v2LEpZdnzZXJOckpI9ZbQoAAAQIECBAgMFLAAehIKMsIECBAgAABAgQInITA283aO9I+s+kPm6dloO4QrWsOJRcmCgECBAgQIECAwEQCDkAngrQNAQIECBAgQIAAgUbgnbQPdP3NqR9JNnT9YfVQBurOzyovJx8fa/lBgAABAgQIECAwiYAD0EkYbUKAAAECBAgQIEDgOIF7MvJHN3pb6teSa5JNSR2GXpLsT+5MqtTancdafhAgQIAAAQIECEwm4CVIk1HaiAABAgQIECBAgMB/BA6mtyPZk2xJtievJv8kR5P2/+JH0r8peS9RCBAgQIAAAQIEJhRwB+iEmLYiQIAAAQIECBAgMBB4Jf2Lk8eSw91cveSoP/ysg9C9yUXJC4lCgAABAgQIECAwsYA3TE4MajsCBAgQIECAAAECCwTq+0DrQHRj8lWXX1MrBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAEC61TgX6UeF9iSLHeqAAAAAElFTkSuQmCC)
plot(jobts, plot.type="multiple") # Separate panels.
![plot of chunk unnamed-chunk-1 plot of chunk 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)
## Alternative code for Figure 2.9A; plot as time series
plot(jobts, plot.type="single", xlim=c(1995,1997.2), lty=1:6, log="y",
xaxt="n", xlab="", ylab="Number of Jobs")
## Move label positions so that labels do not overlap
ylast <- bounce(window(jobts, 1996+11/12), d=strheight("O"), log=TRUE)
# bounce() is from DAAG
text(rep(1996+11/12,6), ylast, colnames(ylast), pos=4)
datlab <- format(seq(from=as.Date("1Jan1995", format="%d%b%Y"), by="3 month",
length=8), "%b%Y")
axis(1, at=seq(from=1995, by=0.25, length=8), datlab)
![plot of chunk unnamed-chunk-1 plot of chunk 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CBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgMBmBE63mY1sQ2ALAhfJtndPzrSFMWxKgAABAgQIECBAgAABAgQIENhfBL6cO/qY5Ov7yx1e9v0847IHNB6BdQRa/LzfOutYTIAAAQIECBAgQIAAAQIECBAg8BOB92f2+T+5aW53BBRAd0fLussQGK78/JcM9qZlDGgMAgQIECBAgAABAgQIECBAgMA+KnBM7tdVk6Geso/ezdXeLQXQ1foafbFAi59PWLzYEgIECBAgQIAAAQIECBAgQIDAfi/Q4mejbUHg9FvY1qYECBAgQIAAAQIECBAgQIAAAQIECBDYqwUUQPfqh8fBESBAgAABAgQIECBAgAABAgQIECCwFQEF0K3o2ZYAAQIECBAgQIAAAQIECBAgQIAAgb1aQAF0r354HBwBAgQIECBAgAABAgQIECBAgAABAlsRUADdip5tCRAgQIAAAQIECBAgQIAAAQIECBDYqwUUQPfqh8fBESBAgAABAgQIECBAgAABAgQIECCwFYEzbmVj2xIgQIAAAQIECBAgQIAAAQIECKwrcI6scURyvuR7ycnJqbP5TDQCBFYp4ArQVeoamwABAgQIECBAgAABAgQIENhfBQ7IHb978u/JF5L3JMcmb0hOSr6VvC65dXKGZE+37vPCe3qnC/Z3u/R/epbfWrCObgKbFnAF6KbplrbhoRnp4ORss/QF8MvJV5LTkt7WCBAgQIAAAQIECBAgQIAAgZ0j8L9yqE9JjljjkFuA/PlZWhBtEfAdyZ5oP5udPDl5RvKkPbHDdfZxliw//2yd1kc0AksVUABdKueGBjsoa90xuUNyVNLbi1oviz8heXvyiuSVyQ8TjQABAgQIECBAgAABAgQIENg7Be6Ww3piMlzV+f3MvzXpFaDNN5OLJj+X3Dhp6+1eKXrX5NnJKtutMvhLV7kDYxMgsP8K9DcZ/e1Kr+xsEXMzaTH05slObo/Pwfe+32sn3wnHToAAAQIECBAgQIAAAQIEJgSul77x+X7P468xsd7Q1Quj3piMt2mBcpXtThl82F+LtXtDOzwHcZtZjtwbDmgvOobn5Fj6eB2zFx3TjjsUV4DumYfs3NlN/87H5Ue765P3U8kpyeeS/gbo20kfk1763T+QfFjSF4H+3ZC2vjC+LLlP8oREI0CAAAECBAgQIECAAAECBPYOgZ7Pj79O/rTcvmfynTUO77+z7CbJM5N+U7Tt6cl/Jv2zePtL+1juaKMRILBDBQ7Mcb8lacGzOS751eS8yUbambLSdZO+cPZFcxjnZpnfic0VoDvxUXPMBAgQIECAAAECBAgQILCewO9lheGc/aTM9+KmjbYzZ8X/SYbt/2ajG25ivTuN9rO3XAG6ibux32ziCtD95qHe2Xf0Ljn84QXseZk//RbuToueQxH0vVscawuHsaVNFUC3xGdjAgQIECBAgAABAgQIENgLBc6TY/pSMpz//9ImjvHo0fZfzfxZ58boxVFPnWW4qOpGuf2opH8/9LOzab8xerVkvt0wHd3+9clwnP8x62v/JZP51r9jeqek5/KvSk5KPpP0CtVnJS36Dt9azexPtcemp2MPX99ujeQNScfocdw2OV1y7WS4bz3ORe1sWXDf5J+TXj3bb9T2vj8p6Vfo98WmALovPqr74H16Ru7TD5P+oeNezbnV1svnO15z8a0Otg3bK4BuA7pdEiBAgAABAgQIECBAgMBKBW6R0Ydz9XdsYU8fGY3zK3Pj/MZo2ZGZf+Do9rDvYdqLp+b/740WK4flU9Ojs3zcLpMbxyVT6477PpB1Fv2d0xYou25rI/eezY+3PTl9LYDeabSsxznVWiw9JRlvPz/fPxt4gamNd3CfAugSHrz+fQpttQL9DU3by5Pv7prb2j8vyuZPnA3R386cuLXhbE2AAAECBAgQIECAAAECBAhsUeBSo+37jc3Ntn/Jhv1/P9r6LdBe6TjVHp3OXmXaOsNrkl4N2f9HpFdPXjDpBVi9AOn9SZe3nZD0Ksse6w2Stjcn3bbtkz+a7Pr3avm3y4arO9+Y+dclvXLz3Mllk9snXd7xWqRrwfQHyVTrOr82WtD1Tp8Mxb3RosnZW6b3+aMlb8v8m5IWRK+Y3Dy5UNL1en+uknSZRoDAHhL4SvbT30jcdUn7698QGb4G/7+XNOaeHKYvwPWY/03UnjwG+yJAgAABAgQIECBAgAABAssUeFoGG65G/OMtDHyH0Tj/NjfO+ArQ7qsFzRYix62Fz243HEsvxppvd0rHsPxu8wtnt/9xtM7vLFjnIulv0XQYq1fBzrfhCtBhncdlhSOSQ5J+Lf7wpO1OybDO/BWgXffTs+Wth/x+Mt9alH1ZMozxkvkVdvDtoUhcL22TAq22a6sVOHE2/LWXtJvrZJzhq/TvWtKYhiFAgAABAgQIECBAgAABAgQ2L9ArHIf20WFmE9NeYTm0Q4eZiWmvoLxL8r65Zb0i9JeTFgrbfiE53a65jf/T/XaMtl5p+ZRdcz/9T6+wfOKo+0qj+anZV6fzPsnJyWnJc5OPJeu17uP8s5X+MtNeWDXfvpiO2yRDDebWme9VoRqBXQIKoKt/Ihw/28XtMj16i7s7V7bvb0vavpCctGvOPwQIECBAgAABAgQIECBAgMB2ClxitPOtnKu3kDe08w0zE9M3pO+/Jvrb1TGGwmgvoDpHO3ejfS3rtnD6W8kfrLPdh0bLDxzNT83+1VTnBvpuOlvnq5k+co31W/x90Gh5r6bVCOwS8DdAV/9E6A/nHZN+df2lyR8mz0qG38ZkdkOtv0l5ejL8RqV/t0MjQIAAAQIECBAgQIDA3ibQq8168UbPgT614OCuk/7HJP3PSs6TfDy5SjJ1nvR76f/5pMWPr6yTL2d5rwD7frIT20E56EOSFpLONpt2fv52l307eXzyrWS+XS4dd076WPRKweOSFyZT7cbpvGpSsx8mXX9RWmD61+SzyVTr43TOpNu3CPemZKr1YqyLJ12vY35vNp2f7/Kd0nofhtbHZ7Pt0NGGvUpyUfvIogWz/l40NbQzDzMbnPbnrAXWZlFrPenqyVCc7Hrr1ZjWO+aOMd/6v90fPOvs1ahrmXS1V8zW7eTSo3mz+7nAek/O/ZxnKXe/b74PSB6T9I2ghcvO943g3clJSS9x/2bSN64+Jv2g0N/QHJYcmVwvOSoZ2msz86DhhikBAgQIECBAgAABAgT2kEAvyLhs0qJl0+LE/HwLeMO55m0z/8/JfPvZdFxn1LlWgea3s173udH2jKzYbebb2dPxpKTFqRZ4Pp08KmlhdapdMJ09T+u6LcT1PK3bHjjKcPuj6ftQMtX+bzpvkHS7A5K/TF6ezLcrpuO4ZC2L+W3elY5Xz3fm9u8nvzHq/1rmFxVA2787Vwj+TdbvlYHz7YbpeN1cZwuir5/r680/T+430T/fVfcWRf8jaaF2qv11Oq+ZfC/pOXUf01cm863F5YckfR58PfmL5NRkWe3jGegis8Eumem/bXLgS4y2+8Rofn72Y/Mdc7e/M7q91W//tkB+5aTH1vvWtFYx/1w9XfoWte9nQesfu9suM9rg5NH8otn+PLdIekjS4+wx/TDR9nOB4U1pP2dY+d1/bPbQH8AnJ2dN+sJ7i1ky2a3WN7c7JH0j0AgQIECAAAECBAgQILBVgctlgFslLWa2aNBzjucl860FweOTjRRTeiXmJ5NFBY+eIx2btFjx+eRLyaJ2oyy4WtIi3VR6ftWLTTo9e9Ki4FS7VDrvNLfgPbk9VaB9YPofPlq3519r3e/ejx7DVKHloek/XzK0EzPz8uHGaFqzjyY9Z2yBrvnGaH6+rwXc+YJjuna1h+TfE5Ke8/e4F5lk0c/cOblGcoak67Zg1OlUev+ekUy1d6bzb5NzJ922heNe9DPV+jz6n6RF5TMlPc5Ohwy3O06Lxgcni1qfuxcaLew+pwqgLbjfe7TepzL/mNHtrc6ekgGuOxukz7XNtiNHG546mp+fre+q2zHZQb/FetSCHX03/X3ObuT+fibrdf3dbS1iDq1F5o20uh2S9JcOnfY1RtvPBfqiou0ZgWdlN69I7pX8enKBZKOtX23oh5C/STqGRoAAAQIECBAgQKACLfY0LVy0OLKoiNQiwxWSFhe6bs8DOh1n3NcCwgeSqXbRdB6e9DNqizMtsvjlfBD2cOvj9UvJeZPhedAC4FAEbN8w3+kXk19Ipp4jf5X+GyRD6xVXzxtujKafy/xTkqGg0Nufn2U83771Ch19zqxVlMviH7dPZe7lP761+Znjs+m1k4skLaT2GF6aTLUPpvPkpMW8+rUQ962kP2dDUXKYtu+tyVTxM927vr5/2Uy7/leTXuU51U5OZ+2X0U7NIE/c4EAvyXrNVlufW7+5wUGen/Wa9Vrd+7rV15tF7fJZ0Nelrtfi7aLn1bFZ9stJn7997Dey/6y24dZz9tvP1r7Shrf66RWvMura7FWkoyE2PfvAbPnw0da9gvMjyXuT98zy75leLxl+Phf9DGSVTb9PfKEbz9q5hpl1pn2Mh7YnCsXDvkz3YoG+aWp7TqAfCvoi0hyRXCu5RNI333MmfWP9bvK1pD+k/c3g+5K+uLRPI0CAAAECBAjsbwIt3M0Xcnq7XzU9OZlqD0lnvw7Z9br9nySvTOZbT1B7wtr12sYnblPzn886RyctLMy3e6fj/klP1rvta5I7JPOtJ+dddsVkvI+uNy5GDvPtv3vSq6rm28+l4w1J123r1x077gd6Y661aHXnub61bp6ShYdPrNACwwnJgaNlD838Q0a3h9mrZea1Sb8i2WP79kTG/b1a8J5Ji0nzrUWhWyXfSzrOW5J3JlPtqHQembTAUeNOx/Pjvn72fnvS6VS7VDr7Feduc1ry8WSq9XE/bLZgGP+sud3P931+NZ1vatcCWAtm863jvCi5ctJ1a3fX5B+T+dbn19/Nd65xu8W3HkeLVPPtwem4afKFpOcsb0ymWv3vPrVgB/W9LcfarNdemBWatv7cNn0ebab9dzZqtN0XqHl/5tdqX8zCZr3Wsfrztar2kgz81KQ/+0cnN0pel+xO6+tc37/avpm8eNfcnv/n57PLh89225/7+yfPSL486xtPzjG60dewZbcPjwY8YjS/aLbvU4fOFvZ4+z6jEdj1m18M2yNwcnbbaAQIECBAgACBvVVgOOnvtCc149vDfIs9PUlb1K6aBRdMWnjpSey/JN1mvv3vdNwv6YlUCz9NtzljMtVOTedQcBovbzGw47RoNbRrZGaqANqT1F5NcsCw4jrTjt1tplpPts4zWnCx0fx4to6XSs437lxjvifsPZmbaj3hPyXpMX0/+WwyVdxK966i6yUzrX3X7Qltp+OM+/4ty6ZaC4VPS66S1K33563JVOtj1wJ0j29cMJ1ad+h7UmbeNdwYTR+R+VuPbp+c+YuObg+zPab/SjrdaHtYVnzwxMq3SN9wVVMX1+ryyft7Y649Jbd/e65vrZsnZeHUc+TM6T86Ofds4z7+7Ztqr0ln99v2teSr60w/neW9yGKqvTmdjTYt0J+bRiOwlkB/Bv85ueNspb/M9IpJXzc30vpa/9jRii/N/KKf2dFqK5m95WjUh2R+fFyjRbtmLzLq6Ov+sttHMmB//vq546jZdK2fx67T96a2bqsR2CWwiicnWgIECBAgQIDAINAPqy1+DOlv4VukmWo94b9x0iJTP7iekLw3mWotaF0pGYpww7TbDfPDtB+SX5Scmsy3nmzcNem+u/6Xk79Opk5W+oH6Tkm3GY6x+xvmh+nQ9/Yse2Iy1R6Wzmsn3abH95jkVcl8Oywdz096fMO44+lwH4dpj/+myUnJfLtbOv4s6ee/rv/m5BeSqfbWdPabKhttD8iKj5xY+Ybpmy+k/Xz6Xj+x7k3SN7XPFk2nijuvnRijXS1SXT05POnJaE3+J5lqvZ8ttI4LTLVpG6bj+W/lRp/DU+2+6Xx40sen27Y4OdV6fJdIWngd76Prdtl8+lxs31T773RebGrBRN8/pa9ZRrvPBgd5W9Y7e9Kf/wOSOnc6n6G/j9VU8TPdP/OQpI9jx+r6/55MtT5fHp20UNnHYng8xtPxfG2PTabaB9P570mfI32sTktaRJxqfb06MRl+vrp+ny/j5+54ftHzt9tcLDnnaNtFz7key+8mGgECe4/AH+RQbp4cklwmeVxy76S/YFqr9bXj8UnfH9r6evhHu+ZW88/4faWfRebbNUcd/zaan5/t6/Evjzqnxhot3tTsN7PVe5J+7rtkcpvkhcmi9oDRgpeM5s3u5wL9IdO2V+DQ7P7g5Gyz9ENPX+z6m55+yOptbc8KXCe765tNPxz3t+7vTh6cTLVj0nn9pG8gXXd+Ou7rm94Lkp6szLd+SP4/SZ8L3aaPf09Spk7A+1y5XtLx+vzoG8L8tH09AehJtba9An0eDR8Eph7P4egOzExP6vr493HrdDw/7utj77ENgrZpgb7/9/n2jWT8AXg84BVy46pJX3P64bYfIE9O5tv50vGM5PxJ1+24zTB/lsyPW5/X106OG3fO5h+V6W+N+r+Y+b4uTrUWLMZfuZpaZ9x3+dz4zXHHbP5Gmf7VXP8Hcvs1c329ee/kLhP9i7p+IQueuGDh/03/eUbLTsj8q0a3h9kLZ+ZaSd8nNtIOyUrnXLBiLcfLuu56ra814wyvS0Nfb/c16UsLBmrB6l+SMyVfTT6ZvD2Zar+Xzj6X+h42LhSt9do5NU773jfLouXj/o6/mX2MxxjmFzkMy4fpdzLz2eHGPj7tc+Trs2zlrvbkt9lIe/BGVtrAOh/OOkdvYL2u8qRZNrj6mqv1ebTR59KaA1lIgMAeF/hM9thfOPZcru0eyTWSOyQnJlPt4un8x6TrDe3umfnYcGMF074uD62f5ebbJ0Yd/Uz4ttHtYbbnOM9Lrjp0ZDr/uW+0aEuz98nW/zYb4ZGZvjUZH+Ns0c/cMjO3md3o+XCPTyOwS0ABdM8/EQ7KLu+Y9AWwV5L09qLWE4oTkp4ovCJ5ZdITDm21ArfO8H3hHNqNM/OwZOrkqC++PTndaLtcVhxekMfbtOj63HFH5vuC/YK5vt58aHLfif6prhZG/yu5XjL13OnJ5nWTrtc3wb9LFp2YXj/Lzp70xLTrdzqeb19Pcvq60hO7nrxOtS6/UnJA0vmTklOSqXbldF416XrrpYXGf0imTo56wv+45JCkb9Q9tt9P+gFlvvWx/+OkBZ+heNlthsz3vTPLbpZMtTels/ZD62P3kOHGaNoPFe9Ius+NtD5WP5e8a2Ll30nfo5MeZx+PPv43SKZaPxD0+Lpe0+fIeDr0d9rXo45b4/l23nT8TXKupOv2pO13k08l863Pt3smp0vG4y+a7/F37KnWn9VrJsPx9YPm+ydW7GP368lwfF1/uK/j+aHvy1n+wmSqMNgxbpQMvu/LfDPVLpvOKyVrPXfPNFtejx7/B5L51veJvtb0+dux+vj3NeDzyXz7pXT0+Tv8fA37HvbTD6VnS9rf9sHk0rvmfvqfN6br3KPuK2b+zqPbw+xlMnOr4cbEtK59ffhG0teM/tx9Oplqz05nj6++3e6tyaJ2vyy4WjI8hl1/yHxfn7/PSqba69PZsc6RdPsvJm9IptpD0vnupI9Xnx/dzzAdzw99783yRa3HfmTSdfv+0uf6VKvB4Ul/STK1jx7zOH19a6baw9LZ18Ief7fp47GoXXvRgt3s7+Pd5+VGWt/3jt/IitYhQIAAAQJ7scDzc2z9DPVXST9z9fNqPz+8Lnln0s/wfS++cnKV5OeTsydtfa//k+S5vbHC1vfnof3ebKafgV6WfDh5Q3KbpO1RST9Dvjw5KTlP8nNJP1/fIhm3LltFe30GfWHyy0k/P9Xz3kmP81NJP3cfk/QzXW3b/iD56K45/xAgsEcFzp+9PTn5SvLDTeaEbHfzZCe3x+fge//vtRffib643zipdYthfTFd1K6QBb+R/Hbyf5O7JfdIev/6gnzf5A+T+ycPSC6dTLUWJ1q0+MvkScmjk3MlU+1a6XxJcmzy5qQnzf+TnJh8MvlC0pPavnnWum9gLSZMtVPSOX4+/tPUSulrgXa83nrzPZlfdPLcN9Dx9l/K7UXH1zfm8brrzf9D1p9qP5vO+W1vOrVi+v58Yt35bce36z68yc4P2TfqFjdaEP560ufDVDs8nS18fS45LeljWJe+Xnw16bYtHrWI1LG6Tp97U63Pu/HxvT+3Fx3fe+fWHW83Nd/n5lTrc3J+/ZtMrZi+Psfn113rdp/Li46/DuNtF31QvOHceuNtFs3fMttMtRqMt+njs+j4dvf5u+j4rz+3z+5/0fP3URPrjo93mP9e1uvz61XJovY7WfDMpO9dHXe918JrZp0+L/uh9ELJwclZEo0AAQIECBAgsD8K3CB3+tPJ8Plrvelns27PQ9dqPfccxum551qtn/OGdc8/t+JZc/tjo+XDer87W6/nZ2+aWP6J9A3nmd3mv5Oeaw3389TMz5/b9Ryn6348WavdKQuH4xiKsuP1D8mNFkGHdYZpzz2H+U57/vXgZF9qz8md6X07Zl+6U3v6vpxxT+9wP91ff/tzbHL50f3vk7e/qTgl6QvCN5Ne+dDHpCeM50gOSw5PDkjajkpeltwneUKirUagRaY+Xhtp781KzVZbX7QfvsFB3pb1NnI1TYsyfe60YNY3qanWN+WrJH0D7NWHr06m2gnpfEZywaTrNn2ezk/7ZtfCSot3zVR7YzqvO1vQdVvAXXR8f5RlLb52vfXS+9nC8FR7czp7X8+V9A2xx/YfyVT743T+U1K/rjuVHu/Q32Jlf56n2g2nOif6Ppa+S0/0b6brL7JRi3R9Lenj0cLpouO7WpadZ7Ze1+19Hk87P6RjfDiZan1O9vXt4KTrfy3p4zrV6vv6pEX/Yey1pv+d9RYd/69k2TVm43SdfiCaav+Zzv4SYji+7m+4r1PzLWq+KZlq/fDR1/Qef8c4Pll0fH+aZRt9/vb1/wXJVOux3Dzp+0J/Dvqcq+FUe0A6nz1bMP8z09eZvr71/abz67WnZIVmI20Zr4Mb2Y91CBAgQIAAAQI7ReANOdAjktsn90yulEy1d6TzGcnzkn6O3hOtnwdvnPxDcsWkn23bLvOjya7zs1tkvp8t75X03K/t0B9NdhU8n5j5xyX9XHlsckxyoeT6yaLPqlm06XZatvzlpJ4PSy6W9PN4z3vaen72yuTRSc//NAIE9rDAgdnfW5KeIDfHJb+anDfZSOsL0XWTpyXfSYZxbpb5ndgen4PufeiLqEaAAAECBAgQIECAAAECBPYHgf4y/irJbZIW8q6WbLQukFVX1nrRTC9maHHz9BN7OXv6Wrztcd8gOU+yN7SDchDXTm6btGayN1jmMFbSXAG6ElaDLlvgLhlwKFr2NzpTLygb3WeLnkMRtFfbbGWsje5z2espgC5b1HgECBAgQIAAAQIECBAgQIDAviqgALqER3YnFtCWcLf36BDXme2tBcs7Jj/Ywt57Ofd9Z9v3NzQX3cJYNiVAgAABAgQIECBAgAABAgQIECCwzwsogK7+Ie6l2G0vT767a25r/7xotPklR/NmCRAgQIAAAQIECBAgQIAAAQIECBCYE1AAnQNZwc0Lz8b8+JLGPi3jDIXU/gc0GgECBAgQIECAAAECBAgQIECAAAECCwQUQBfALLH7xNlY/eO8y2j9Sv3wP7S9axkDGoMAAQIECBAgQIAAAQIECBAgQIDAviqgALr6R/b42S5ul+nRW9zdubL942ZjfCHTk7Y4ns0JECBAgAABAgQIECBAgAABAgQI7NMCCqCrf3gfmV30K+tnSV6a3DU5c7K77UrZ4LVJp21P/dHEvwQIECBAgAABAgQIECBAgAABAgQILBI446IF+pcm0K/APyB5THLOpIXLzr8peXfSqzg/k3wz+VbSx6TF0nMkhyVHJtdLjkqG1kLog4YbpgQIECBAgAABAgQIECBAgAABAgQITAsogE67LLv3sRmw/3nRk5P+x0UHJbeYJZPdaq/O2ndIfrBbW1mZAAECBAgQIECAAAECBAgQIECAwH4o4Cvwe+5Bf1Z2dXjyiOTTu7nbb2f9fn3+lslNk/79T40AAQIECBAgQIAAAQIECBAgQIAAgXUEXAG6DtCSF38u4z1wliMyvVZyiaRfd+/X43tlaP9e6NeSryT9+vz7kvck7duuduPs+NeS0y3hAK49G+PQJYxlCAIECBAgQIAAAQIECBAgQIAAAQJrCiiArsmz0oUnZ/RmJ7S75yBvteQDvf6SxzMcAQIECBAgQIAAAQIECBAgQIAAgZ8SUAD9KRIdEwK/k74XJMu4AvRhGeeI5BOJRoAAAQIECBAgQIAAAQIECBAgQGClAgqgK+Xd0OD9KvjBydlm6f8E/+WkX4Hvf5zU29vdPpkD+IclHcTvZ5wjkh8uaTzDECBAgAABAgQIECBAgAABAgQIEFgooAC6kGZlC/p3Pu+Y9H9yPyrp7UXte1lwQvL25BXJKxOFwyBoBAgQIECAAAECBAgQIECAAAECBAjsXQLnz+E8OemVnS1ibiYtht482cnt+Bx87/uLd/KdcOwECBAgQIAAAQIECBAgQIAAgT0g8Jzso3WUY/bAvvbZXbgCdM88tOfObo5NLj/aXZ+8n0pOSfq/w38z+XbSx+QsSf9n+MOSw5MDkrZeMfqy5D7JExKNAAECBAgQIECAAAECBAgQIECAAAEC2ypwYPb+lqQFz+a45FeT8yYbaWfKStdNnpZ8JxnGuVnmd2JzBehOfNQcMwECBAgQIECAAAECBAgQILAdAq4A3Q51+9xtgbtki6Fo+bzMn363R/jJBi16DkXQ925xrJ+MumfnFED3rLe9ESBAgAABAgQIECBAgAABAjtXQAF0CY/dVopxS9j9fjHEdWb3sgXL/udHP9jCve5/gnTf2fb9Ov1FtzCWTQkQIECAAAECBAgQIECAAAECBAjs8wIKoKt/iPv19baXJ9/dNbe1f1402vySo3mzBAgQIECAAAECBAgQIECAAAECBAjMCSiAzoGs4OaFZ2N+fEljn5ZxhkLqWZc0pmEIECBAgAABAgQIECBAgAABAgQI7JMCCqCrf1hPnO3i2kvaVb9S3/8Yqe1dP5r4lwABAgQIECBAgAABAgQIECBAgACBKQEF0CmV5fb1P/1pu11y9K65zf9zrmz6uNnmX8j0pM0PZUsCBAgQIECAAAECBAgQIECAAAEC+76AAujqH+NHZhf9yvpZkpcmd03OnOxuu1I2eG3SadtTfzTxLwECBAgQIECAAAECBAgQIECAAAECiwTOuGiB/qUJ9CvwD0gek5wzaeGy829K3p30Ks7PJN9MvpX0MWmx9BzJYcmRyfWSo5KhtRD6oOGGKQECBAgQIECAAAECBAgQIECAAAECBLZb4C45gG8kP9xiXpXtD052auufBKjBi3fqHXDcBAgQIECAAAECBAgQIECAAIE9JPCc7Kd1lGP20P72yd34Cvyee1iflV0dnjwi+fRu7vbbWb9fn79lctOkf/9TI0CAAAECBAgQIECAAAECBAgQIEBgHQFfgV8HaMmLP5fxHjjLEZleK7lE0q+79+vxByX9e6FfS76S9Ovz70vek7RPI0CAAAECBAgQIECAAAECBAgQIEBgNwQUQHcDa8mrnpzxGo0AAQIECBAgQIAAAQIECBAgQIAAgRUJKICuCHYLwx6YbS+XXD45JPlw8oHkQ8n3E40AAQIECBAgQIAAAQIECBAgQIAAgQ0KKIBuEGoLq90w215htv3TM+1/hDTVzpzO/m/xzZkmVvhg+v4w6d8C1QgQIECAAAECBAgQIECAAAECBAgQILBXCDwlR9H/rau5wIIj6n+OdMJsnWHdRdN/zXo7uXDtf4Ff8CTQTYAAAQIECBAgQIAAAQIECBCYE/C/wM+BbObmTi6kbeb+7o3bnC4H9XfJUaODe1fm+x8fnZK0OHrZ5OpJ282Sv0ju2RsaAQIECBAgQIAAAQIECBAgQIAAAQKLBRRAF9vsqSV3z46uP9vZpzP93eQls9vjyQ1y48nJZZJ7JL2S8u8TjQABAgQIECBAgAABAgQIECBAgACBBQKnX9Cve88J/NpsV/3K+22TqeJnV3lDcv2kRdK2e/9o4l8CBAgQIECAAAECBAgQIECAAAECBBYJKIAuktkz/WfIbvq/vbe9IPmPXXOL//lsFt1rtviymZ518aqWECBAgAABAgQIECBAgAABAgQIECCgALq9z4EjsvuzzA7huA0eSq8EbeufL7jSrjn/ECBAgAABAgQIECBAgAABAgQIECAwKaAAOsmyxzo/kz31q+9tvbpzI+1zWelbsxUP38gG1iFAgAABAgQIECBAgAABAgQIECCwvwoogG7vI/+17P6U2SFce4OHckTWG64aPXGD21iNAAECBAgQIECAAAECBAgQIECAwH4poAC6Zx/2K2Z3Q/Fy2PMzZjM3zPR0Q+ca0/uMln1wNG+WAAECBAgQIECAAAECBAgQIECAAIE5gf4dSW3PCbw6u/pe8j/J8cl/JW9LvpJcOnlsMi5w5uaPW4ujv5/8zqynfwu022kECBAgQIAAAQIECBAgQIAAAQIECBDYNoG/zp77dz43mjvOHekhuf0nyTtHY7SIeoVkJ7YWfmvx4p148I6ZAAECBAgQIECAAAECBAgQILAHBZ6TfbWOcswe3Oc+tytXgK7+Ib17dvGXyZWT/q/tQ86X+al2prnOC+f2Q0Z9fdL/cfLeUZ9ZAgQIECBAgAABAgQIECBAgAABAgQmBBRAJ1CW3PWDjPeBWZ43GvvQzA/F0E5bIL14clIybuP/Hf60LOgVoq8cr2CeAAECBAgQIECAAAECBAgQIECAAIFpAQXQaZc90fvJ7KQZFzMPyu3vzO38c7n96OTY5M3JtxKNAAECBAgQIECAAAECBAgQIECAAIENCCiAbgBpD67y1Yl99e99/uFEvy4CBAgQIECAAAECBAgQIECAAAECBNYROP06yy0mQIAAAQIECBAgQIAAAQIECBAgQIDAjhVQAN2xD50DJ0CAAAECBAgQIECAAAECBAgQIEBgPQEF0PWELCdAgAABAgQIECBAgAABAgQIECBAYMcKKIDu2IfOgRMgQIAAAQIECBAgQIAAAQIECBAgsJ6AAuh6QpYTIECAAAECBAgQIECAAAECBAgQILBjBRRAd+xD58AJECBAgAABAgQIECBAgAABAgQIEFhPQAF0PSHLCRAgQIAAAQIECBAgQIAAAQIECBDYsQIKoDv2oXPgBAgQIECAAAECBAgQIECAAAECBAisJ6AAup6Q5QQIECBAgAABAgQIECBAgAABAgQI7FgBBdAd+9A5cAIECBAgQIAAAQIECBAgQIAAAQIE1hNQAF1PyHICBAgQIECAAAECBAgQIECAAAECBHasgALojn3oHDgBAgQIECBAgAABAgQIECBAgAABAusJKICuJ2Q5AQIECBAgQIAAAQIECBAgQIAAAQI7VkABdMc+dA6cAAECBAgQIECAAAECBAgQIECAAIH1BBRA1xOynAABAgQIECBAgAABAgQIECBAgACBHSugALpjHzoHToAAAQIECBAgQIAAAQIECBAgQIDAegIKoOsJWU6AAAECBAgQIECAAAECBAgQIECAwI4VUADdsQ+dAydAgAABAgQIECBAgAABAgQIECBAYD0BBdD1hCwnQIAAAQIECBAgQIAAAQIECBAgQGDHCiiA7tiHzoETIECAAAECBAgQIECAAAECBAgQILCegALoekKWEyBAgAABAgQIECBAgAABAgQIECCwYwUUQHfsQ+fACRAgQIAAAQIECBAgQIAAAQIECBBYT0ABdD0hywkQIECAAAECBAgQIECAAAECBAgQ2LECCqA79qFz4AQIECBAgAABAgQIECBAgAABAgQIrCegALqekOUECBAgQIAAAQIECBAgQIAAAQIECOxYAQXQHfvQOXACBAgQIECAAAECBAgQIECAAAECBNYTUABdT8hyAgQIECBAgAABAgQIECBAgAABAgR2rIAC6I596Bw4AQIECBAgQIAAAQIECBAgQIAAAQLrCSiAridkOQECBAgQIECAAAECBAgQIECAAAECO1ZAAXTHPnQOnAABAgQIECBAgAABAgQIECBAgACB9QQUQNcTspwAAQIECBAgQIAAAQIECBAgQIAAgR0roAC6Yx86B06AAAECBAgQIECAAAECBAgQIECAwHoCCqDrCVlOgAABAgQIECBAgAABAgQIECBAgMCOFVAA3bEPnQMnQIAAAQIECBAgQIAAAQIECBAgQGA9AQXQ9YQsJ0CAAAECBAgQIECAAAECBAgQIEBgxwqcccceuQPfkwLXzc5un5xuCTs9bDbGmZcwliEIECBAgAABAgQIECBAgAABAgQIrCmgALomj4UzgT/K9BZL1rjAksczHAECBAgQIECAAAECBAgQIECAAIGfElAA/SkSHRMC90zfvybL+JMJLab2KtBTE40AAQIECBAgQIAAAQIECBAgQIDASgUUQFfKu88MflLuyVOXdG9+I+O0APqDJY1nGAIECBAgQIAAAQIECBAgQIAAAQILBZZxRd/CwS0gQIAAAQIECBAgQIAAAQIECBAgQIDAdgoogG6nvn0TIECAAAECBAgQIECAAAECBAgQILBSAQXQlfIanAABAgQIECBAgAABAgQIECBAgACB7RRQAN1OffsmQIAAAQIECBAgQIAAAQIECBAgQGClAgqgK+U1OAECBAgQIECAAAECBAgQIECAAAEC2ymgALqd+vZNgAABAgQIECBAgAABAgQIECBAgMBKBRRAV8prcAIECBAgQIAAAQIECBAgQIAAAQIEtlNAAXQ79e2bAAECBAgQIECAAAECBAgQIECAAIGVCiiArpTX4AQIECBAgAABAgQIECBAgAABAgQIbKeAAuh26ts3AQIECBAgQIAAAQIECBAgQIAAAQIrFVAAXSmvwQkQIECAAAECBAgQIECAAAECBAgQ2E4BBdDt1LdvAgQIECBAgAABAgQIECBAgAABAgRWKqAAulJegxMgQIAAAQIECBAgQIAAAQIECBAgsJ0CCqDbqW/fBAgQIECAAAECBAgQIECAAAECBAisVEABdKW8BidAgAABAgQIECBAgAABAgQIECBAYDsFFEC3U9++CRAgQIAAAQIECBAgQIAAAQIECBBYqYAC6Ep5DU6AAAECBAgQIECAAAECBAgQIECAwHYKKIBup759EyBAgAABAgQIECBAgAABAgQIECCwUgEF0JXyGpwAAQIECBAgQIAAAQIECBAgQIAAge0UUADdTn37JkCAAAECBAgQIECAAAECBAgQIEBgpQIKoCvlNTgBAgQIECBAgAABAgQIECBAgAABAtspoAC6nfr2TYAAAQIECBAgQIAAAQIECBAgQIDASgUUQFfKa3ACBAgQIECAAAECBAgQIECAAAECBLZTQAF0O/XtmwABAgQIECBAgAABAgQIECBAgACBlQoogK6U1+AECBAgQIAAAQIECBAgQIAAAQIECGyngALodurbNwECBAgQIECAAAECBAgQIECAAAECKxVQAF0pr8EJECBAgAABAgQIECBAgAABAgQIENhOAQXQ7dS3bwIECBAgQIAAAQIECBAgQIAAAQIEViqgALpSXoMTIECAAAECBAgQIECAAAECBAgQILCdAgqg26lv3wQIECBAgAABAgQIECBAgAABAgQIrFRAAXSlvAYnQIAAAQIECBAgQIAAAQIECBAgQGA7BRRAt1PfvgkQIECAAAECBAgQIECAAAECBAgQWKmAAuhKeQ1OgAABAgQIECBAgAABAgQIECBAgMB2CiiAbqe+fRMgQIAAAQIECBAgQIAAAQIECBAgsFIBBdCV8hqcAAECBAgQIECAAAECBAgQIECAAIHtFFAA3U59+yZAgAABAgQIECBAgAABAgQIECBAYKUCCqAr5TU4AQIECBAgQIAAAQIECBAgQIAAAQLbKaAAup369k2AAAECBAgQIECAAAECBAgQIECAwEoFFEBXymtwAgQIECBAgAABAgQIECBAgAABAgS2U0ABdDv17ZsAAQIECBAgQIAAAQIECBAgQIAAgZUKKICulNfgBAgQIECAAAECBAgQIECAAAECBAhsp4AC6Hbq2zcBAgQIECBAgAABAgQIECBAgAABAisVUABdKa/BCRAgQIAAAQIECBAgQIAAAQIECBDYTgEF0O3Ut28CBAgQIECAAAECBAgQIECAAAECBFYqoAC6Ul6DEyBAgAABAgQIECBAgAABAgQIECCwnQIKoNupb98ECBAgQIAAAQIECBAgQIAAAQIECKxUQAF0pbwGJ0CAAAECBAgQIECAAAECBAgQIEBgOwUUQLdT374JECBAgAABAgQIECBAgAABAgQIEFipgALoSnkNToAAAQIECBAgQIAAAQIECBAgQIDAdgoogG6nvn0TIECAAAECBAgQIECAAAECBAgQILBSAQXQlfIanAABAgQIECBAgAABAgQIECBAgACB7RRQAN1OffsmQIAAAQIECBAgQIAAAQIECBAgQGClAgqgK+U1OAECBAgQIECAAAECBAgQIECAAAEC2ylwxu3cuX0TIECAAAECBAgQIECAAAECBPYDgbPkPl5klm9menLyyeSHiUaAwIoFXAG6YmDDEyBAgAABAgQIECBAgAABAvulwNlzr387OT75RvLB5NjkzcmpSQuhL0iOTnZie28O+tNJpxoBAgQIjAT6wt/fcL141GeWAAECBAgQIECAAAECBAjsSwK/kjvz5aTnvxvJcVnviGQntU/lYHvfOtVWJ/CcDF3nY1a3i31/ZF+B31Rin+kAAEAASURBVP7H+NAcwsHJ2Wb5VqZ9kfxKclrS2xoBAgQIECBAgAABAgQIECCw9wv0m7aPTP5gdKhfz/zbkvfMcoZML5bcNLlq0nb15L+S2yavTzQCBAjsaIGDcvR3S96StMi51m+Cvpvl70yektw8OV2y05srQHf6I+j4CRAgQIAAAQIECBAgQGCRwP2zYHye/2+5fdiildN/dNKvxg/b9CKoo5Kd0FwBumceJVeA7hlne1mSwPkzzpOT9Yqew4ve1PSEbN9C6E5uCqA7+dFz7AQIECBAgAABAgQIECCwSOAKWfDtZDif71WgG7mQqd8K7d8FHbbrefOZkr29KYDumUdIAXQJzr4CvwTEDQxx7qzTP3R8+dG6fWHri8UpyeeS/vHjvlD2Men/DneOpL8lOjw5IGnrb4FeltwneUKiESBAgAABAgQIECBAgAABAnuHQL+9eebZobwm00dv8LC+kPVuk3wgOVdyleQeyV8kGgECBHaEwIE5yn7dffhNTv+w8a8m50020vpbn+smT0u+kwzj3CzzO7G5AnQnPmqOmQABAgQIECBAgAABAgTWErhEFg7n6/1zdpdZa+UFy353NMZ7J9a5UfqeOss1JpaPux44WnfcPz9/pXQ8PHlF8vHkI8kLkz9OLpCs1eavAL1oVn5U8qbks0n/lumfJ9dMNtq2cjzDPs6ZmVq+Lvlo0gJzaxHPS45OdlpzBehOe8T20+O9S+738CLYH7b+QeTNthY9hyJoXwy3MtZmj2Gr2ymAblXQ9gQIECBAgAABAgQIECCwtwn8SQ5oOPf/200eXL8JOv4K/eXmxum3QYd93GFu2fzNd43WnV/W260nPCAZagzDuONpi5i/mCxq4wLo0Vmp324dbz/Mfy/9f5is9ecAlnE82cWuPxv4xUyHfU9NX57lZ+3KO6QpgO6QB2p/P8xnBKA/cP3f3pbxNzzuORuvY1482WlNAXSnPWKOlwABAgQI7HmBniCdIenXCHuC0m/U9KSwf1bokKTfpOlVKRdK+ieDjkgulvTqm0slvermgGRR65Uh50867lonY4u210+AAAECBOYFjkvHUGy72/zC3bj9ytE4953bbpkF0H8d7ecbmW/R9h7J/ZJ/Tr6bDPfn9zM/1YYCaIuoQyG1/5P9Q5MaPHfU37Genixqyzieftv2B8lw3G/L/COS30h6JeppybDsBZnfKZ8BFEDzYG219e9NaqsVuO5s+P6GoS8gW20vygBPnA1yyUxP3OqAtidAgAABAgQIrCPQX+IenLT42Ol4fqqvf8+8BcxezdHpMH9S5vv1vV7dMt964nXHpOsu44TkxRnnNsl8u2A6+vW+s80W9EToa7N8dYPTrj+s+/nMvzvRCBAgQGD/FrjI6O5v5Ty9F0/ddDbWeMzR8FuebaHwZrNRur9fST48uz1MrpeZFkLPlzwseX7yyWSqDRd7PS4Le6Xn92crPTnTFj1bxzhP8pvJk5J+o3XclnE8Hf+vkn6G+EHywORRSd/nh9bje2ty8aT3+TnJyxNtPxBQAF39g3zh2S4+vqRdnZZxWkjtC8xZlzSmYQgQIECAAIH9Q6Cf/YYC5lDE7OeJfvj/5gRBi5W9QuLcE8s209XCaK/qnCqAtiA5fDbtyUpPXnoCNaS3h75humhZPyv9ezLVWrzs1wKPTA5Kut9OmxZHN9N64tYTw/l2w3Q8JulVMUPBdH7a42lfr77p/VqrtXB7/IIVen+uumDZ7nbX/03JZxZseOv01+oMs/RxG+Y73Z3b38r6f5JM7eva6X9oMhTUh32Mx6/bJ+Zy6uh2bTUCBAisWqDn5y0UDu3EYWYT0/Hr4aGb2H69Tfq+9+jZSn3vv20yX/zs4r6P/lrymuTA5FGz25lMtmPTe9+JJR3nD5JnJi1O9nX9l5KhLet4fjcDtgja9k/Jn++a+///+Vxu/mbyhln3HTJ9+WzeZB8X6IcHbbUCfeHrH/HtB7inLWFX18kYw29X+uFdI0CAAAECBPY/gdPnLs8XMoeC5tB/yGydYdr+fvV7qvXEpIW6+davnXeb/u2uL8xy2oJplw/LekLV4uS4UNn5rjNVaE33z9w+OSbpei3Araq1IPazo8FrefZRWgjt7fWmwzpZdeEVoFfMsqt0hSW1Fnb7eEwZ9gTu0kvaT4f5l2R8gjoM3fv0kuHGkqY9Of7HibFulL4bT/TPd11tvmN0u4/3UCDtyXlP4DUCBAgsW6CFtxb3hvbxYWYT0y+OtjnvaH5Zs7fMQIfNBntOph9aY+DXZtn/JJdL+j79G8l3kqn2oKnOWV/30192HZ78YtL30K8lbcs6nlv9aLhdnyH+dDY/NXlTOp+e9Ov7vfpV208EFEBX/0Afn120AHq75FlJf9g2286VDR8327gnECdtdiDbESBAgACBLQj0F3FnnUt/ez/0DfP9wHxCMtXunc7rJN1muCLwG5lflBZ8Fi1rgePUZG9t9RgX2HoVxVA863S43elBs2Wdf33yzGS+9W9bfiA5Yn7BBm63KNkTq3Gx8jO5/cIF2744/X2MFp3sLNhs0909vj3dWnD9yizL3vfjM+Crkl5BO37Mh8d53NfnyfjkOTd/6nZ/pqaKn1330clNkvkxumx3W03+fsFG70v/w5Ke7PfxGtIi+TDf6Vq3x8tq/7Jkqj0ynW9IWqQebzMev5YXGuXCo/n2d3kLw801kkclU60/a5dNWizt68lQNB1P+xqkESBAYEqg76vjdmhufHTcsRvzLRIOrZ9xlt0uORrwP0fzi2aPy4LLJWdILpp8MJlv/Wzx9vnO0e2+hv9H0vvW96lLJO9K2pZxPH0/vequ0X5U2Jw6xtniXQXSuw43TPcfAQXQ1T/W/eB2x+QsyUuTP0yelezuiUSLqE9POm176o8m/t3PBPoz25OA3X3+7GdM7i6BHSfQD4I/XOOoD86ycyR9DeiHzyHj2+vNd3nfi3oC36JWCxzz7frp+L2kxbcWY1r4GjK+3bE20j6Xlc63YMX+Zr77WVb74wz0ZxODHZG+v0vOlPS+725aaOlx9oN106sVnp9MtV9L572ScXGr2/Z1ezOtH+RblJlvfex6otHnxGlJT7qG6Xh+qu/LWXet51oW/1TznvNTJLvV0WL1nmj9fNmsuvUq1Aeveiez8XvC/OYt7qsXEAwF0o+vMdb/yrILrrG8i76UfGKWU0fzQ1+nfd3b3Z+xbLJft77P9DFq8fqQ5OTk+GSq9bX80KSvS/PhPiWmr59Zxp9hhvl+9urzbFnPm29nrM8n/eVQ28WTj+6a2/1/+gubofU1ZdntEqMBH5v5R4xuT83288bQuu1UcfHkYYU1puPX4BY9hwLoMo7n/KP9njKaN0vgxwIbPYH58QZmdlvgxGzxgOQxyTmTFi47/6bk3clJyWeS/jb/W0kfk56g9kXmsOTI5HrJUcnQXpuZBw03TFcicJGM2g9jZ16Qfvg6YMGyYZuu0/n3Jc9MptqD03njZLxNxx22HfqHad+o276f9DkzpCf0X08elzwvmW99Xt0tOTDpNl1/vO1688v6YJDdLrW1CNTCUO/fRtL1m647zA+307XraqsWD+Zb17lT0g/lU9sOY42XTc0PfS2g3Dvph6T5dsN03CdpwaTug/14Op7PKj9eb6r/uCx/dFeaaHdP33WSbje17Q/S35PPnuwO00Xz/dD3L8knkql2zXSePRmPMx5r3D8132PZaDt/Vuzr6PBzMzUdfsbW+zl+Z8Z50YIdPyT91006fscbxhoe52E6PMemnifDsvr/QfLYZL5dPR1vSTrestpNMtCxE4PdIX23nuif7+pjNH4d6WvI1O03zm84ul27SyTdrs+fPmY9KdlM6v/hZKpdKp1HTy3YQt/J2fbtE9vX9SoT/fXpz/166ev4V5NOu+5bk6n23XRO7WdqXX0E9neBFi2b/1kH4rJZfrnkQsmhyYVn87095FyZb7reovadLPh48tvJ6xesdJ7092e8n/339dbPToPfYDpMh/5+lhu3vudfMPnsuHM2/4pM+1o71freVP/5fDd9fZ8Z+nu78+17bvL8ZKrdNZ39TDFs1/E32/pYd199z5tvPUe8fXLm+QW7cXv4zNZj/EjyxgXb9rnX52/PJbruZpNNN916PtP3/J5rNX3fX2++n5OemfTnZr5dKx2PTA5KpsZa6/PTPbLNk5Jltf7s17jtyOTYXXO7/8+lR5ucOJpf1myPbWjnHWY2OL34gvU+saB/3P3J0Y3+/A9tGcczvh8bOZZh36b7kcBaLwb7EcPK72pPaE9Lnpz0xb0vzreYJZPdaq/O2ndI+ianrUbg/hn2EUscuh8snp10Ot/umI5FbyLz6/Z2x+gHgJ7st5jUjFuLZ88bd8zmr5vpEyb6N9rVD209gR+KHJ/L/P9JTk7mWz+E3DM5IOlrzFZzfMbo/ZpqLU5dYWrBJvuele1+fWLbG6Tvbyf6t9L13Gz82okBfil9N5vo32zXjbPhoxds/JD098RkWe3qGejOE4O1+PTGif7d6Ro+2H83G/X19CbJBycGeGj6HjzRv9muftB+0YKN75b+4UPuglU23D2cgExt8Pl0vj/pe8dwwtLp7s53Hz3Z+3TylmSq3Ted/5L0ZG/4eR9+9se3p17PpsZbq+89Wdisur0mO7hU0seqJ0YbzXBS1tewryd9LjQ9uelrz1T7rXQ+NukJbtcdtvOeHQyNwF4u8KUc33+uc4x9HelJ+1rp+2o/2x2ZvD6Zb8ek4zmzzl6R/ZlZ+trc+fnpsLyv33trO0sO7M7JRZMLJ/UZpl22Xut9+2RyatLPmCclfe+bav+Vzksm/Zx55rn09brp6/xGW4/v+RMrdx9PnejfSleP7a8nBrh7+h4+0b/Zrp4rnC+ZMnxF+q+52YFH2/UzSD+TPSm536h/mD17Zvp54gJJH6ezJn1cOq15i6C723o+8vSJjfo58/oT/UNXP7OMP8MMn2v687fez/wwxkan/cxx5dnKm/1F5RmyfT+3DO11w8zEdD3HPuemWj+fDO0hmeln6422RWYHbmCAc4/WOXU0v4zjGd+H/lJBI/BTAot+IH5qRR1bFnhWRugbzr2SFlj6ZrDR1g8Fr07+JukY2moFPpDhP5z0hLVFgHH6Rj++3cdmvm9++XuzTt94p9p103mJZLzNWuP1A01b3xj7AWL8YaIfBN+fTLW+Ud0jOTSZ3248xtSy9vWDSjO8aR2Z+cOTk5P5dod03H6+cwu3z7/Gth/Jsgsm9V0v6xWL6t6f06n25nQ+KDlHst44Xb7eOl/MOm9MptofpvOlSV+f+6Fm+GAznm5kPpvu2nbRc6LLr59cPlm0n9NnWY/jTLMM88N03N91/z6Zav+dzucn50m6zdT28/3DOsO04w8nOu1bdHJzcpadmvQx6M/V+Odp6ud1qm/883hcxljUrp4FRybdx3ic3l7vOTA8T4b1ssnCdlKWLLPQv3BHWfDl5F/XWmGHLvtQjrtZdevJ2XtWvRPjEyCwbQItKDVr/Zz389K5kk8nU+1j6ezr+oWSnqQ3Lbat11qg7ZifGU07/47k2GSZre+xPb7mwrPpeTN9ZvK+ZL79SjqeMt85u933lb4vf2KWYX6Ytr9Fz422B2bFZqqdMZ3DZ4WNTLv+f00NlL6+Z/xG0s+7/Yw9fE7J7KZa3x9euGDLZ6e/z5ke82Zbzw16f5o+v/o8nWr/kM5vJsP9GbbZnWn3NWRRoan352eT2k21evSXhT2WZjw/f7vL+tn5n5Op9ph0viHpZ6qpbXuOsKdaff9otrM7Zfro5MOz2/OT/nx9Jek3P8btvrkxfM7t49if8UWtj+NabdHj0+f3jWYb9rPuq9YaZIPL+jl/vdafp6F9ZJjJdBnHc3LG6XOgz82+bq3X+vP2nfVWsnzfEhhOovete7Uz7s0ROcxrJZdIWlTpi9NByXeTryV9MTwx6YeMfshq377Qjs+d6G/DXpL8733hDu0n96Ef5lsI7Ztxp32zOCWZan0+3zj5YdIPHFtNPxR0LG3/FmgBtB/O+0Gvz6kWHDUCBAgQILCTBc6dg79Acv5Zhvlh2v7Ony9ZVOjoL+z72evryXy7ezquk7RQ2gwF1NMy3ytVWyRoEWaYDvM9rqn2V+m858SCFrvuk7RQ9Ynk1NF06riyWNvhAv1M1s9maxWQ+rxt4bzrtDDZ9DnyrWRf/mw/nO/mbu76D95+sTMTrb9QuG3Swu4jkw8ll0renfTcq+3+yZ/vmvvJP/0ZfOLs5t0y/eufLPr/5nrO9qVkKKyPaz+/l/4nzNb+40z/bDa/aHLlLOg4JyefTcaP36dyu69TfWz7eHe6qL0tC645W9jXjS/P5pd1PK2fXCzpMRycrHW+8Oosv1ZyUnLD5IvJ3tyek4M7Jvm15Ll784Huj8fWH66pN+nLpL9vji9Pnp3cOhn/IOamto8L9A2hL5gv3sfvp7tHgAABAgQIECBAYBkCPV86JLlscoPk9sm9khZGWgBZ1D6SBf3cvbtpgeqjyb8nz0sek7Tocr5EI0BgbYGrZXEvahp+7n5nYvXTp69Xdw7rtDh8v+Q/R30tLB6YzLc7p2PYbiiEzq/T2788Wq/rj1uLkMMY/aXFQeOFc/MtpH46Gdbv69C49TiHZX1tWtSOzoJhvXfMrbSs4+nr1bCPKfdht72op0XSrvueoXMvn7YA2uNtEVTbSwQOzXE8NDkpucncMd0ot7+XDE/IYfr3c+u5uW8LKIDu24+ve0eAAAECBAgQILB3CByRw7hDcu/kUUnPu3rVU4sPr0n+NvnT5K7JzZMrJedJNAIEtibwkGw+1Ds6fWHSKxLH7eK58YTkK8l43c73lxDXSaZaf06H9bvepSdWumL6enXlsF6n8+0F6RiWPyPz/er4VPurdA7rHTuxwrgA+pksnzqec6W/rzvDOEdPjLOM47lExu0Vx93Px5ILJlPtyekcjuXBUyvshX0KoHvZg3JAjue9yfBEGlfcD0v/+DccwzrDtG/K+2tr0fio5BrJ9ZNrJZdJLpScJdnXmgLovvaIuj8ECBAgQIAAAQIECBAgMAi0mNirM4d6R6ctDvYKxT9IerFYr9B8ZPK2ZLxe55+dnC5Z1N6eBcM278v8PZIjk+slD08+nXR5r+4c1svs/9dao/l6Mix/c+avn5wj6fFfPvnHZFjeda+ezLdxAbTrnpr0KsULJGdPfiH5YDKMs+iboMs6nseN9lWH2yXnT06fXCr5u2Q4lhMyf2CyE5oC6F72KI2faD/Isd11dHx/lvnhSfauzF83+fnk+Fl/rwy9XLI/tINyJ++WvCWZ+m3P4NTpd5N3Jk9Jbp6s9SKYxTuiDY/5ohe+HXEnHCQBAgQIECBAgAABAgQIEFhD4E5ZNnzVenyev5H51gFutGDs1lLmr/CcH/OPsk6LoUP/1FA3TGevlBzW6bS1nNYhxn29qvJ/JVNtKID2qvJxwbTbz38DuH8K8eCpQWZ9yzieFjSfmYyPv/PDlaFDfwvSvWJ0pzQF0L3okTpDjqWXX/fJ1ALXlZNxOzE3hifaeNm50z/84I4LpuNt95X5/tahl1qvV/QcnKam/Q1FC6E7uSmA7uRHz7ETIECAAAECBAgQIECAwEYFDsmKverzpGTqHL8Fx9cmvSL08ORfk/F6r87tcybz7eLpeFMyLjJ2rF4R+utJ28OSYaxdHRP/9AKtpyZfSIZ1h2nH/vtkrULhUABtcbNXWT4u+VIyjNFpr8S8X7KRC7q2ejzZza526/z7oaQm42NpIfQJSb+Wv5OaAuhe9GhdMscyPKl+Ze64LjVa9oG5Zb35t7PlT5tYtq90tdD73tn9HJz6g/iJ5K3Jy5LnJ89O+luTXh35uqSXig+F5WG776fvXslObQqgO/WRc9wECBAgQIAAAQIECBAgsBmBFv8OTa6T3D65ZXKFZKq42QLmJ5PWAD6StLC4qJ01CzrmLZIWW7fSenw3SX4p6d8RbTFyM63H2+1bhDx8MwPMtlnG8fQ+1Oc2Sb3PkuzEpgC6Fz1qfWL3h7O/IZivpLdYNxTvHp/5+fagdHT5cfML9pHbvQT7Lclg0Pv5q8l5k420M2Wl/smAFoi/kwzj3CzzO7EpgO7ER80xEyBAgAABAgQIECBAgMCeEjggO/qt5Jg9tUP72asFFED3oofnnjmWFuY+NnFMr5kt6/Kpvxvxp7Pl75zYdl/ousvs/vX+Py9Z67c3693fFj2HImivKN3KWOvta1XLFUBXJWtcAgQIECBAgAABAgQIECBAYF8TUABdwiO6rAJa/6evtvP9aPLjf3s59vVmt/pV7jf9eMlPZi49mz3lJ1371Fwvt25rwfKOSb/6vtn2ymx439nGl8/0opsdyHYECBAgQIAAAQIECBAgQIAAAQIE9geBZRVA+3cp2vr3FMb/U9ntZn1d9obkm50ZtRbw+vX5tpN+NNnn/u3X19v6R4H7v6lttb1oNMAlR/NmCRAgQIAAAQIECBAgQIAAAQIECBCYE1hWAfSEjPv+2dj9T41ulfyf5C9mfZ30kt1xu3ZuvC7p37hs+/sfTfa5fy88u0cfX9I9Oy3jDIXUXmGrESBAgAABAgQIECBAgAABAgQIECCwBwT6H/v071xOpV99P/PoGN44t95LR8v2tdl3ze7r3y3pjt1wNl6dd+JX4P0N0CU9EQxDgAABAgQIECBAgAABAgQI7PMC/gboEh7iZV0B2kP5p+TOyXB1YmZ3tV4Z2q+59z/vGdqXh5lMX5Hsy/+zWQt+bf1zAEfvmtv8P+fKpo+bbf6FTE/a/FC2JECAAAECBAgQIECAAAECBAgQIEBgMwIXzEa9GvSPkmsmU0XWh6b/ZckdFixP9z7TLp57MvzP7V/K/F2T8dWwG72jV8qKxyXDFbZ/ttEN97L1XAG6lz0gDocAAQIECBAgQIAAAQIECBDYawVcAbqEh+aMSxhjfohPpaNXg67V/mSthfvYshNzfx6QPCY5Z/LU2Xz/LMC7k17F+Znkm8m3kj4m/c+kzpEclhyZXC85KhnaazPzoOGGKQECBAgQIECAAAECBAgQIECAAAECBLZb4C45gG8kwxWcm52+KmMcvN13Zgv7dwXoFvBsSoAAAQIECBAgQIAAAQIECOxXAq4AXcLDvYorQIfDOl1megXjJWf5QaYfSXpF5CnJ95P9qT0rd7Z/7/Reya8nF0g22r6dFV+d/E3SMTQCBAgQIECAAAECBAgQIECAAAECBDYgsIoC6AHZb//O5f2TRUW+ft37Cckjk68m+0v7XO7oA2c5ItNrJZdI+nX3fj3+oKT/idTXkq8kLRa/L3lP0r7tarfKjnsF69Tfc93dY7rYbIOz7u6G1idAgAABAgQIECBAgAABAgQIECCw3QLXyAF8PNno17v7ty9vt90Hbf/rCrw4a2z0Md3oeu9Yd69WIECAAAECBAgQIECAAAECBAjs3wK+Ar+Ex3+ZV4CeJ8fzwuTCs+PqV9xfl/QqxhZF+/cvL5IcntwoOVdyvuS5Sb8S/9ZE2zsFfiuH9aykf9Zgq+0vMsDFk1O3OpDtCRAgQIAAAQIECBAgQIAAAQIECOxJgZdnZ8PVfy2E9qvdi1q/7v2QpF/37jYtgO7k/9gnh7/pdmi27P/w3qtnr5/0a/GXSS6U9H+D39ea/wRpX3tE3R8CBAgQIECAAAECBAgQIEBgVQKuAF2V7CbGPTDbfC9pMfOVyemTjbTfyUpD0bTz+0Pr3/m8W/KWpH/nc7j/U9MWiN+ZPCW5ebKMKzAzzLY2BdBt5bdzAgQIECBAgAABAgQIECBAYAcJKIDuRQ/W9XIsQwHvyN08rn71vds+aze322mrnz8H/ORkvaLn4Dg1PSHbtxC6k5sC6E5+9Bw7AQIECBAgQIAAAQIECBAgsCcFFECXoH3GJYzRIS43G+fzmX5kNr/Ryb9nxX7t+8ob3WAHrnfuHPOxyeVHx94C56eSfv3/c8k3k28nfUz61fdzJIclhycHJG39qvzLkvskT0g0AgQIECBAgAABAgQIECBAgAABAgTWEFhWAfQDs320aNfi3bfW2Of8om7TdtKPJvvcvwfmHv1rMhQ/35H5v0j+LWnhc712pqzQvw96x+QuSW8/PvlQ0j83oBEgQIAAAQIECBAgQIAAAQIECBAgsGKBs2f84W+A/uJu7qtXjPZqyF7VuC+2Fi17/5rnJRv9+6hZ9afazdLznaRjvTfZyljZfFuar8BvC7udEiBAgAABAgQIECBAgAABAjtQwFfg97IH7bE5nhbmelXjEclG2rDN57PyRTeywQ5c5xk55rq8J+nVm1tt98wAHa+5+FYH24btFUC3Ad0uCRAgQIAAAQIECBAgQIAAgR0poAC6lz1svRqxX8luYe605P5Jv/491Y5K57OTrvvV5OrJvtrelzvW+/nwJd3BC83G65g3XdKYe3IYBdA9qW1fBAgQIECAAAECBAgQIECAwE4WUABdwqO3u38DtH+H8tFr7PfMs2UHZ/qI5E+T/8fefYBLd9bl4qaGUAIJVUpI6B1RBCkKigUpCh5UUJoUBURFDh5UELGgXv5BBI4IKAoSFfVgEAhFEAFBeigJAgIhMSBJCKGTQv0/z5dZsBhmz56993y7zL7f63q+9a46a90zeyfz2++a+UhySnJ2cvnkysnVk6F1xOjjk7+bZFi+KtOrTS6kDstoLS5/Kelo0osv44COQYAAAQIECBAgQIAAAQIECBAgQGBVBTZaAG3B7UobwOjxe2v7vNvbh/Vv28Bx99KmJ+Vkb5bcOnnWEk78NjnGcCv9O5dwPIcgQIAAAQIECBAgQIAAAQIECBAgsLICGy2AnhOJ0w+SxucP0nF3+rC95bsF0Hsmz0lel2y2HZ4d/3iy8yczPXmzB7IfAQIECBAgQIAAAQIECBAgQIAAAQIEliFwrRxk+Ob2T6f/kGT4qICNHL9F1Lcm/ezP5veTvdh8BuhefNacMwECBAgQIECAAAECBAgQILATAj4DdAnqGx0BuoSH3HeH6C3wj0memFwmeeak35Gg70o6ivOMpKNrz036nByaXDo5Mrl2crukXxw1tFem87hhxpQAAQIECBAgQIAAAQIECBAgQIAAAQI7LfCAnEC/CGoYwbnZ6ctzjH7J1F5tRoDu1WfOeRMgQIAAAQIECBAgQIAAAQLbLWAE6BLED+YI0H5e5Q2T6yXXTy6W9BvfO9qxox8/mOyn9pxc7HHJryQPTL4tWbSdlw1fkTw76TE0AgQIECBAgAABAgQIECBAgAABAgQWEDgYBdAWOh+d9Lbv3sq9VjshK7rNS9faYAWXtwD82EmOzvRWyXWS3u7e2+MPS76U9AuhPpv09vn3Ju9OVvVLonJpGgECBAgQIECAAAECBAgQIECAAIG9IXCTnOYHko3c3v2He+PSnOWSBNwCvyRIhyFAgAABAgQIECBAgAABAgRWXsAt8Et4ipc5ArQjP5+fdERjW0cyviB5X3Jy0i/4OWqSu2V69aTt15Nu87zOaF8XuHJ6/QKkSyb9sqTTE40AAQIECBAgQIAAAQIECBAgQIAAgR0S+KM87jDy8yXpX2vOebRY+ktJv/m8+/R270sl+6H12q+XrPVFRh1F28/5HCyH6f9k2f9OLpjs5WYE6F5+9pw7AQIECBAgQIAAAQIECBAgsJ0CRoBup/Y6j9WRpB3h2WLd25JDkkXaz2ejocD3c4vssIe3OSLn/qxk+Cb4L6f/+uRhydBa/PxUMpjMmr4q679t2GEPThVA9+CT5pQJECBAgAABAgQIECBAgACBHRFQAN0R9tkPeqMsHop1t5q9yZpL3z7Zt7fLr2q7eC7sDclgND0diqAnjrb5QvpvTl6UfCj5ajLs1yLoXm0KoHv1mXPeBAgQIECAAAECBAgQIECAwHYLKIBut/icx/vprGtxrqNAFx39ORzuaZN9O3J0FduFc1EvTobiZUd4viZp4feLk+X9vNTHTvrd7m+T6VvkvzvL+lmpw3Hum/5ebAqge/FZc84ECBAgQIAAAQIECBAgQIDATggogO6E+hqP+dAsb2Huk2usn7f49yb7vnPeRnt4XQuVQ9Hyr9Mff9bplTI/FASHbV4651p7G30/C7TbfnTOdrt51XC9x+7mk3RuBAgQIECAAAECBAgQIECAAIFdIKAAuoQn4UJLOEYP8f7JcVqgu+akv+jk5pMNe/v3KrZ7Ty7q3Zk+KPn86CLPSP9Hkn4u6NAeNXRmTDt69JGT5VfN9IoztrGIAAECBAgQIECAAAECBAgQIECAAIGJwLIKoO8diT5i1F+ve9Ns8P2TjVa1ANrPR217ftIvPppuZ2bB30wWfi7T/5reYGr+NaP54dijRboECBAgQIAAAQIECBAgQIAAAQIECAwCyyqAfjwHfMXkoL+caUc6rteung36xUeHJi0MDvunu1Lt8pOrmXfLej8PtK1ffNTb2+e1Fkz7WattHQWqESBAgAABAgQIECBAgAABAgQIECCwhsCyCqA9/K8kX5o8zrMz7TeY3yO5YXKJpI91ZPK9yVOTDybXSdr+MFnVEaCn9ALTrn3+ZOa/HfV5WtLPBL3MzC2+sbCF4xaN2046f+JfAgQIECBAgAABAgQIECBAgAABAgS2Q+CheZCOThy+0Gc8bXF0PD/035rlF01Wtb0wF9ZrPTUZfwHSrOttYfPCs1aMlj0p/cFuvWLpaLdd0/UlSLvmqXAiBAgQIECAAAECBAgQIECAwC4X8CVIu/QJ6udSviMZinRrTft5l49ODklWud09FzcYvDr9rdy23o8XGArJr9qjaAqge/SJc9oECBAgQIAAAQIECBAgQIDAtgsogG47+eIP2BGdP5X8TvKPSW9v/0jy2uQvkv+TXCXZL+01udChCNrP+XxJcvMFL763xT8q6UjZ4RhfTP8GyV5sCqB78VlzzgQIECBAgAABAgQIECBAgMBOCCiA7oS6x9yUQIuYb0iGAmanP7TgkX5yar+OAH34gvvuxs0UQHfjs+KcCBAgQIAAAQIECBAgQIAAgd0ooAC6hGdlmV+CtITTWdlDnJEr+/7kCUlHwradcP5k3X8/PNrif9K/Q/L00TJdAgQIECBAgAABAgQIECBAgAABAgTWEFAAXQPmICzuyM3HJUclt0paFF2kfSgb/W7yPcnRyesTjQABAgQIECBAgAABAgQIECBAgACBBQQussA2401ukZm7jRdssN/PrvxUclbyluSkZL+13v7ea1+0fSYbPn7RjW1HgAABAgQIECBAgAABAgQIECBAgMA3BDZaAP3O7PrYb+y+5d77c4RHJK/c8pEcgAABAgQIECBAgAABAgQIECBAgAABAlMCO30L/PVzPv+S3H/qvMwSIECAAAECBAgQIECAAAECBAgQIEBgywIbHQH6jjxiv8hns+3C2fGSydWSfpnP4UnbM5JXJx/tjEaAAAECBAgQIECAAAECBAgQIECAAIFlCGy0APq2PGizjHb1HOSFSW+rv3jys8lWiqvZXSNAgAABAgQIECBAgAABAgQIECBAgMA3BHbyFvhTcxoP/sapXOD7Rn1dAgQIECBAgAABAgQIECBAgAABAgQIbFlgJwugPfl3Jf1G+Larnj/xLwECBAgQIECAAAECBAgQIECAAAECBJYjsNMF0K/lMr4yuZTPL+eSHIUAAQIECBAgQIAAAQIECBAgQIAAAQLnC+x0AfQWOY0rTp6M93lSCBAgQIAAAQIECBAgQIAAAQIECBAgsEyBnSyA3ikX8veji1nWlyuNDqlLgAABAgQIECBAgAABAgQIECBAgMB+Ftjot8Bv1erWOcAfJ9dOrjA62InpP2s0r0uAAAECBAgQIECAAAECBAgQIECAAIEtC2x3AfSrOeMWQcftlMzcL/nieKE+AQIECBAgQIAAAQIECBAgQIAAAQIEtiqw3QXQk3LC/eKj05NTk/+X/GlyXqIRIECAAAECBAgQIECAAAECBAgQIEBgqQLbXQD9RM7+0MRoz6U+jQ5GgAABAgQIECBAgAABAgQIECBAgMAsgZ34EiTFz1nPhGUECBAgQIAAAQIECBAgQIAAAQIECCxdYCcKoEu/CAckQIAAAQIECBAgQIAAAQIECBAgQIDALAEF0FkqlhEgQIAAAQIECBAgQIAAAQIECBAgsBICCqAr8TS6CAIECBAgQIAAAQIECBAgQIAAAQIEZgkogM5SsYwAAQIECBAgQIAAAQIECBAgQIAAgZUQUABdiafRRRAgQIAAAQIECBAgQIAAAQIECBAgMEtAAXSWimUECBAgQIAAAQIECBAgQIAAAQIECKyEgALoSjyNLoIAAQIECBAgQIAAAQIECBAgQIAAgVkCGy2APjEHOTH581kHs4wAAQIECBAgQIAAAQIECBAgQIAAAQK7SeAiGzyZa2b7GycXntrvcpl/9WTZD2R61tR6swQIECBAgAABAgQIECBAgAABAgQIENh2gY0WQK80OcMjMr1g8rXJfI/z7ZP+RSdTEwIECBAgQIAAAQIECBAgQIAAAQIECOyowEZvgf/05Gy/LdPv3tEz9+AECBAgQIAAAQIECBAgQIAAAQIECBBYR2CjI0DflePdZXLMV2banJFcfLKskz9Izh7NL9p9WTZsNAIECBAgQIAAAQIECBAgQIAAAQIECCxFYKMF0GfmUX82uWpyWHKPZLo9YHrBgvOfyHYKoAti2YwAAQIECBAgQIAAAQIECBAgQIAAgfUFNnoL/EdzyO9KXr/+oW1BgAABAgQIECBAgAABAgQIECBAgACBnRXY6AjQnu3pye2Sfg5ovxTp0KTfAv/SpK23yH/yQG9j/7S4qhEgQIAAAQIECBAgQIAAAQIECBAgQGBpApspgA4P3kJo0zZ8O3z770iG5Z3XCBAgQIAAAQIECBAgQIAAAQIECBAgsCMCWymAjk/4vMwcN1lw7niFPgECBAgQIECAAAECBAgQIECAAAECBHZKYFkF0E/nAn50py7C4xIgQIAAAQIECBAgQIAAAQIECBAgQGCWwLIKoLOOfXgW3jC5XnL95GLJmckZyeuSDyYaAQIECBAgQIAAAQIECBAgQIAAAQIEDprAwSiAttD56OQxyaFzzvyEyTbDlyfN2dQqAgQIECBAgAABAgQIECBAgAABAgQIbFzgQhvfZe4eN8naE5PfTeYVP3uQmyb93NA/7IxGgAABAgQIECBAgAABAgQIECBAgACBZQsscwRoR34+P7nO5CS/lOkLkvclJyf9cqSjJrlbpldP2n496TbP64xGgAABAgQIECBAgAABAgQIECBAgACB3SjwRzmpr03ykkyvNeckWyz9peScpPt8NrlUoq2+wPG5xD7nx67+pbpCAgQIECBAgAABAgQIECBAgMCWBI7J3q2j3GdLR7HzUgQ6krQjPPuEvC05JFmk/Xw26j7Nzy2yg232vIAC6J5/Cl0AAQIECBAgQIAAAQIECBAgsE0CCqBLgF7WZ4BeL+fSUZ1tHdn5xQO99f/582zSgljbHc+f+JcAAQIECBAgQIAAAQIECBAgQIAAAQLLEVhWAbRfaNR2XvKOA73F/3njZNOjFt/FlgQIECBAgAABAgQIECBAgAABAgQIEFhfYFkF0MtMHursTBcd/Tmc3WcmnWV+IdNwbFMCBAgQIECAAAECBAgQIECAAAECBPaxwLIKoO+fGB6R6TU36HnzyfYnbnA/mxMgQIAAAQIECBAgQIAAAQIECBAgQGCuwLIKoO8dPcojRv31ur11/vsnGymArqdlPQECBAgQIECAAAECBAgQIECAAAECGxJYVgH043nUV0we+ZczfdACZ3H1bPOC5NDky8mwf7oaAQIECBAgQIAAAQIECBAgQIAAAQIEti6wrAJoz+RXki9NTunZmb45uUdyw+QSSR/ryOR7k6cmH0yuk7T9YWIE6AEK/xAgQIAAAQIECBAgQIAAAQIECBAgsFsFHpoTOzf52oy0ODpr+Vuz/KKJtj8Ejs9l9nVw7P64XFdJgAABAgQIECBAgAABAgQIENi0wDHZs3WU+2z6CHY8MCpzmQzPzMFunrxzxkGnv+X989nm15LvSYaRozN2s4gAAQIECBAgQIAAAQIECBAgQIAAAQKbE5guSm7uKN+8139m9ruTH09ulNxgksMzPSnpre8fSP42+ViiESBAgAABAgQIECBAgAABAgQIECBA4KAIHIwCaE+0Izr/8aCcsYMSIECAAAECBAgQIECAAAECBAgQIEBgQYFlfgnSgg9pMwIECBAgQIAAAQIECBAgQIAAAQIECGyPgALo9jh7FAIECBAgQIAAAQIECBAgQIAAAQIEdkBAAXQH0D0kAQIECBAgQIAAAQIECBAgQIAAAQLbI6AAuj3OHoUAAQIECBAgQIAAAQIECBAgQIAAgR0QUADdAXQPSYAAAQIECBAgQIAAAQIECBAgQIDA9ggogG6Ps0chQIAAAQIECBAgQIAAAQIECBAgQGAHBBRAdwDdQxIgQIAAAQIECBAgQIAAAQIECBAgsD0CyyyAXnh7TtmjECBAgAABAgQIECBAgAABAgQIECBAYDGBZRVAL5iHOz55SfITSec1AgQIECBAgAABAgQIECBAgAABAgQI7KjARZb06N+b43z7JDfI9AVLOq7DECBAgAABAgQIECBAgAABAgQIECBAYNMCyxoBeqPRGbx01NclQIAAAQIECBAgQIAAAQIECBAgQIDAjgksqwD63tEVXGbU1yVAgAABAgQIECBAgAABAgQIECBAgMCOCSzrFvg35ApOTq6R3C25enJqoq0vcJVsctnkEpOcm+lnks8mZyWd1wgQIECAAAECBAgQIECAAAECBAgQ2ITAsgqgX8lj3yH5x+QWyYnJ45M3Jx9MWsjTzhc4LJP7JfdObpx0fq325ayo5VuS45KXJV9LNAIECBAgQIAAAQIECBAgQIAAAQIEtlHg0nmsZyfPSTp6sUW6cT6d+Y+uk/+d9avcrpSLe3rSkZ1jm430Wwy9S7KX2/E5+V7zsXv5Ipw7AQIECBAgQIAAAQIECBAgQGAbBI7JY7SOcp9teKyVfYhljQC9eIQeNEepnwu63meDzhsJOefQe2LVETnLVyU3GZ1tX7ynJf2ogDOTc5Lzkj4nhyYtKh+ZHJVcLGnriNEXJ49KnpJoBAgQIECAAAECBAgQIECAAAECBAjMEVhWAbTFvE/MeZxFVp29yEZ7cJtL5pxfmgzFz7el/+Tk1UkLn+u1i2aDWya9bf4BSef/JPlA0lviNQIECBAgQIAAAQIECBAgQIAAAQIECOyYQIuWLRA3z08ulGy23Tk7fjHpsU5ItnKs7L4jzS3wO8LuQQkQIECAAAECBAgQIECAAIE9KOAW+CU8aXuxgLaEy97WQ9xm8mgtWHYU51e38Ogd8fmrk/07ovQaWziWXQkQIECAAAECBAgQIECAAAECBAisvIAC6MF/im87eYiXZPqlJTzcP42Ocd1RX5cAAQIECBAgQIAAAQIECBAgQIAAgSmBZX0G6NRhvz57hfSuM8lhmf7pZM21Mv2f5NzJ/CpPrja5uI8s6SLPynFaSO1ngfbLpzQCBAgQIECAAAECBAgQIECAAAECBNYQOFgjQO+Vxzsl+XjyH8lzk99OhtbbuE9NfjtpIW+V20mTi7v1ki6yt9QPZu9c0jEdhgABAgQIECBAgAABAgQIECBAgACBBQT6mZSvT4Yv/RlPx98S//LRNselv8ojGZ89udZzMr19spV2eHZu0bOuHQm6F9vxOeme/7F78eSdMwECBAgQIECAAAECBAgQIEBgGwV8CdISsJc5ArS30/9D8j2T8/pcpq9I/nUyP56Mbwe/S1b82XjlivX/MNfTW9YPTV6UPCQ5JNlou1l2eGXSadszz5/4lwABAgQIECBAgAABAgQIECBAgACB7RD4vTzIMOLzL9O/7ORBHzRZPh4B2lW3TD42WfflTK+TrGrrLf+DTaefTfqlSDV7YNIi8B2S3t5+u+SHk59IHpk8PTkxGe//L5lfZvE6h9u2ZgTotlF7IAIECBAgQIAAAQIECBAgQGCPCxyT829N6D57/DpW4vQ7+rO3ePcJ6ajPcXFurQJoNrvADZMWP7vfHyWr3B6Qizs7GRcyN9PvxwcMxeW96KUAuhefNedMgAABAgQIECBAgAABAgQI7ISAAugS1MeFyq0c7vrZubd4tz0q+eqB3vr/vDeb9LbwtuueP1nZf5+TKzsq+YPk9A1e5XnZvk4/mtwp+WSiESBAgAABAgQIECBAgAABAgQIECCwjkBHbi6jDZ9L2c/9fN8GD3hCtv9fyTU3uN9e3PzMnPRjJzk601slvfX/0sllksOSfl7o55PeJt9vkG+R+N1Jl2kECBAgQIAAAQIECBAgQIAAAQIECGxAYFkF0ItNHvOLmS46+nM4zRb92r5w/mTf/HtKrrTRCBAgQIAAAQIECBAgQIAAAQIECBA4SALLugW+IxTbLpcceaC3+D83n2z6nsV3sSUBAgQIECBAgAABAgQIECBAgAABAgTWF1jWCNAWL7+SXDh5fPLgZJH2I9no+yYb7tcC6FVy/f1So0tMcm6mn0l6C/xZSec1AgQIECBAgAABAgQIECBAgAABAgQ2IbCsAmiLdMcmP5n0W9//K/njZN7t8N+f9f1ioLZ+O/pxB3qr/09v+b9fcu/kxsnwEQDpfkv7cpacmLwlqc/Lkq8lGgECBAgQIECAAAECBAgQIECAAAEC2yzQ298/lrRA17w16Rf+/N/JfEcz9suSHpD842TZsO0jMr/q7Uq5wKcnHdk5XPdGpy2G3iXZy+34nHyvuwVzjQABAgQIECBAgAABAgQIECBAYG2BY7KqdZT7rL2JNesJLGsEaB+nBc77Jy1sXSq5xSSZHGi9zfudk/540lGNTxsvWMH+EbmmVyU3GV1bX7ynJacm/Xb4c5Lzkj4nhyb9Zvh+nupRyfAlUx0x+uLkUclTEo0AAQIECBAgQIAAAQIECBAgQIAAgW0W6GdaPi/p7e8t8q2VFv96K/gFk1Vul8zFvTEZHDoy9l7JFZJF2kWz0W2TZyVfTIbj3Dn9vdiMAN2Lz5pzJkCAAAECBAgQIECAAAECBHZCwAjQnVDfwGP2dvdfSP4k6edX9nMs/z753aTDdjvCcT+03vI/FC2fn/6FtnDRLXoORdATtnisLZzGlnZVAN0Sn50JECBAgAABAgQIECBAgACBfSSgALqPnuy9fKl/kZNvAfTdSUdzbrX9cg4wFFSvtdWD7cD+CqA7gO4hCRAgQIAAAQIECBAgQIAAgT0poAC6hKdtK6MRl/Dw++IQvX297SXJlw70tvbPP412v+6or0uAAAECBAgQIECAAAECBAgQIECAwJTAMr8EaerQBz7bs1/i0yJd088E/VByUnJq8pVkP7SrTS7yI0u62LNynBZSO5r04ks6psMQIECAAAECBAgQIECAAAECBAgQILCgQL+xvLdp90uOhlu1p6dnZ90fJIclq97emQvs9T93SRd6h8nxesxrLOmY23kYt8Bvp7bHIkCAAAECBAgQIECAAAECBPaygFvgd+Gzd8ucU0c6Thc815o/I9vecxdexzJP6dkTj3Myvf0WD3x49h8Kqh0JuhebAuhefNacMwECBAgQIECAAAECBAgQILATAgqgS1Bf5i3wl8/5vCAZbvnuLe7/mvSW9xZFO+rz6slRyQ8mLeZdMfmbpLfEvylZxfaHuaj7JYcmL0p+LXlO0m9z30i7WTb+86TTtmeeP/EvAQIECBAgQIAAAQIECBAgQIAAAQJrCSyzANqi3pGTB/qnTH8j+eBkfnpymSx4ZPLYpOfwD0kLe59MVq21APyY5IlJr7uFy/Zfl7wrOTnpSNiOED03qUeLpZdO6nnt5HbJjZOhvTKdxw0zpgQIECBAgAABAgQIECBAgAABAgQIHFyBS+bwX06+lrwsWfTb5R822af7tb/K7QG5uI6C7bVuJS/P/pdN9mpzC/xefeacNwECBAgQIECAAAECBAgQILDdAm6BX4L4ooXK9R7q5tngwpON+gVI/cb3RdozstGbJxvecpEd9vA2z8m5H5X0y59O3+B1nJfte/v8jyZ3SlZxpGwuSyNAgAABAgQIECBAgAABAgQIECCwXIFl3QJ/o8lpfSLTD23wFP89298q+Y4N7rcXNz8zJ93b/pujk173dZLe7t7b4w9LvpR8Pvls0tvn35u8O+mynWr3yQP/fLKMgvl1JxdxqZ26GI9LgAABAgQIECBAgAABAgQIECCwfwSWVQB9/4Sshbx+fmU/y3LR1n3aTj5/sm/+PSVX2uyF1pGn37vkE23BVyNAgAABAgQIECBAgAABAgQIECBwUAWWVQB9W87yK8khyR2T3q69aPuhyYZvWHQH2227wAPziE9NLriER/7LHON6yf8s4VgOQYAAAQIECBAgQIAAAQIECBAgQGCuwLIKoL09+ynJo5JnJ71l+5RkvfakbHCt5Kzk2PU2XtH1V8l19UuNLjFJR89+Jukt8HXZyGjabH5Q2hdy1Dcu6cg9lkaAAAECBAgQIECAAAECBAgQIEBgzwn08yH7DfD9hvMW7n4j6bfDz2o3zsLnJd32c8ktkv3SDsuFPjxpQbFFzhqslX4e6DuSflnUXZJljMDMYXa0HZ9H7/Xu14L3juJ7cAIECBAgQIAAAQIECBAgQGBPCfgW+B14uu6Xx+w3mK+VT2bduJjXAt6Hk39LjkvenPx3Mt6m67vuZ5JVblfKxT09Wa/oObaZ7p+Y/VsI3ctNAXQvP3vOnQABAgQIECBAgAABAgQIENhOAQXQJWhv9Bb4i+cxW8hbtPX415hkrX2G9W9ba4MVWH5EruFVyU1G19Li5mnJqcmZyTnJeUnN+kVSl06OTI5KLpa0deTsi5N+1EA/ckAjQIAAAQIECBAgQIAAAQIECBAgQGCOwEYLoC3SdfTnwWj9HNFVbJfMRb00GYqfLfQ+OXl10sLneu2i2eCWSUffPiDp/J8kH0j6kQMaAQIECBAgQIAAAQIECBAgQIAAAQIEdkygRcvhVvbnp9/PSt1su3N2/GLS452QbOVY2X1Hmlvgd4TdgxIgQIAAAQIECBAgQIAAAQJ7UMAt8Et40vZiAW0Jl72th7jN5NFasOwozq9u4dE74vNXJ/t3RGk/PkAjQIAAAQIECBAgQIAAAQIECBAgQGANAQXQNWCWuPi2k2O9JNN+KdRW2z+NDnDdUV+XAAECBAgQIECAAAECBAgQIECAAIEpgY1+BujU7jNnb5Cl351cM7lCcsFkkdZvgm9WrV1tckEfWdKFnZXjtJDazwLtl1JpBAgQIECAAAECBAgQIECAAAECBAisIbDMAuhheYx+OU8/83IzI0v75UqrWAA9Kdd1s+TWybOSrbbeUt/iZ9s7z5/4lwABAgQIECBAgAABAgQIENiHAkfkmo9KLpecmpySLOPu0xxGI7A6AsssgP5RWB60OjRLu5Ljc6QWQO+ZPCd5XbLZdnh2/OPJzp/M9OTNHsh+BAgQIECAAAECBAgQIECAwNIErp0jvWGdo30l6/tevnd2viV5YfLmZKPtRtnhwcm9k955O259jP9KOkDtrxPF0CBoBJYlcHQO1C/36beTN3+V/FjS0YrftWCuku1WsV0rF/XFpC6fTh6SHJJstLWI+tZkMP79jR5gl2zfgnCv4dhdcj5OgwABAgQIECBAgAABAgQIbFXgejnA8H590WnrKI/ZwANfMtv+zQYe5+Rs+32JtrcFfAv8Ep6/iyzhGD3ETZPhsz5bmPvNLtQOCPQW+P5Ce2JymeSZk35Hgr4r6S+kM5JzknOTPieHJpdOjkyundwuuXEytFem87hhxpQAAQIECBAgQIAAAQL04/XlAABAAElEQVQECBDYNQIdBHXC1Nn0owL7PR6HJVdNWkNpWkPpwKkOlvpyslbrlyD/c3KD0QatKbQ+0LpCR5UelXxH8pNJPzrv6KQfNfhDyZsSjQCBLQo8PPt/bZLrbPFYq7r7A3JhZ0+MBqvNTF+eY1x2DyMZAbqHnzynToAAAQIECBAgQIAAAQIzBcYjQE+eucU3Fl4q3Q6SGtcEHvyN1d/Su0SWvH+0/YfTv/O3bPWNBddI9/XJcPxPpd8iq7Y3BYwA3UXP261yLv3B6vDt/mBqswX62Rz9685pyfCLaJFpR4b2Lz13TfZ6UwDd68+g8ydAgAABAgQIECBAgACBaYGNFECHfX8rnaEm8LZh4YzpM0bbfSj93i26Xjs8G3QU6nD8P19vB+t3rYAC6BKemmXdAv/2nMvnk/4V42bJGxPtWwXOzKLHTnJ0pi0cd8Rsb3fv7fEdCt8PKK7lZ5PePv/e5N1Jl2kECBAgQIAAAQIECBAgQIDAagj0uzF+Z3IpN8z0gkkLluN2o8w8dLKg63p7+0cm8/Mmn87KX0xeN9novpn24wo/Ppk3IbCvBJZVAO3nVDwv+YXkD5LvT6Z/aLNIGwmckn6jESBAgAABAgQIECBAgAABAvtP4ORccmsnLXy2MDmrjnLvLB9aC6bvHGYWmP57tnlr0sFqb0gulyiABkHbfwLLKoBW7peTyyc/lfxL8qvJ9If+ZpE2EbhYpudtQqO/sPrByW0fPX/iXwIECBAgQIAAAQIECBAgQGCPCdwh59viZ9vLzp98079d99OjJf806i/avU02/MqiG9uOwKoKLLMA2h+o+yQ3TPoNY71t+wvJKckit28/O9s1q9x+Ihf3oOQ7k34e6H8l/ZyPZyX/kSzSnpuN7jrZcPhFuch+tiFAgAABAgQIECBAgAABAgR2h8CROY1fH53Ki0b9odtviz96mMm0H5G30ab4uVEx26+kwDILoIdG6OnJjUdSl0y/n1exSHvFIhvt0W3q8GfJ/abO//qZbzqk/anJY5NzEo0AAQIECBAgQIAAAQIECBDYmwK9a/NHZpz6IVnW7/5o3eQXkn4fSFvrAa880Pvmf1oAHVq/dLqDqDQCBDYhsMwC6D/k8X9sE+ewH3bp56KOi58dGdvP3Tg66SjOCyWPTO6S9JdkPwdEI0CAAAECBAgQIECAAAECBPaewJVyyi9f4LT7fSoPSf5qjW2vMlr+4fTPHc3rEiCwAYEW3pbRDs1B7jg50GcyfXRyg6TfbN6/fCySJ2S7VWw3y0U9fHJhZ2R6t6R/5blmckRSq5q1XTd5bXKNRCNAgAABAgQIECBAgAABAgRWV6CD0h6XPGyNSzx8tHyRb34fba5LgMBYYFkjQG+dg/ZLfdr614t/ONDzTwX6i+zCSf+y0yLxu5OhtfD5xORvkv516NuTqyevTmragqlGgAABAgQIECBAgAABAgQI7B2BT+ZUf2vG6V40y/qN7P38z9sn10uOTvqReTdNelv8+Jvgz8z80MbF0GGZKQEC2yzw83m8/pA2Hd2ofUPg39Oty19/Y9HMXt1emwyOb0//ksl0e0kWDNtMr9sL88dPzv/YvXCyzpEAAQIECBAgQIAAAQIECCwg0GLm8F795AW274C0JyT9kqJhv3tO7fddo3WnTq0zu38Ejpm8Du6zfy55+Ve6rBGgbxqdWm/r/uxofr93+0uwrYW/ea1md0qG0Z83T/8fkx9L+gtRI0CAAAECBAgQIECAAAECBC5wgUsEoV8m1HRE5dCfNT9rWUdi/mLyH8lOtd4l+ptJr+WRk5N4TKbjO2rHRc8rZ10HTqm3TLBMCGxEYFkF0PfkQT+RXD7pl/g8K9HOFzhkAnH2AiDnZJsWPFtQvnZy5+T/Jr+QaAQIECBAgAABAgQIECBAYK8J9It/N1KwXK+g2fUXWgLCDXKMnSyADpfw4nSGAuiN0m8N4YuTlR/P9N1JPy6v9ZvvT16UbKT9bDZ+bPKapI91XKIR2HcCyyqAdrh2P7Oin3HRL/Xpbd/vS7QLXOCDQbhFcsMFMVpIbhG5RdArJA9LPpQ8OdEIECBAgAABAgQIECBAgMDBFrh4HmA8qnLWKMp5yzpSses77Ue7LaNgmcN8vXXw0OdG+fyo3+XrzX8y2/R99m5oLXAOrd8f0i+THn/2ZwueLYC23T3ZaAH0PtmnA6yaXrcCaBC0/SewrAJo5R6fDAW7t6TfQugrkv9OWiDdr20ogN47AE9I+gtnvXZSNvix5N+S/ofnSUkLo89LNAIECBAgQIAAAQIECBAgMBYYFyw7QnK6eDmvWDm9bfdvIW6ZrXdEbqVgOS5otr9KHxN38xH0qemPi59d9f+SxyUdSXvf5MnJicki7QbZqKNG21qX+fMDPf8Q2IcCyyqAXjp2T0v6A3le0l+gz0ja+kPWX3Rf6syc9v9lXbNq7e9yQT+TXDFp//7JGcl67c3ZoEXTFyT9a9lzkmtM+ploBAgQIECAAAECBAgQWEign3d4uUn6TdLTo+danOr7Nm13CbQI+W3JVSbpZ0AO/fH0slm+7ILl+DXSguNnk+kiZN/nT2e8Tffp+i77aqJ9q0BrKD8/WvzGUX/ovied1gMemPR5fnZyx+TTybzWkaQvTFpPaHtV8uEDPf8Q2IcCyyqA9q9NLezNav2BboF0vdZjrGJ7aS7qX5MfTPpL6n1Jh6wfn/xpMq/1l9UvJC0m95fWbyf+wxEEjQABAgQIECBAgMA+FOh7qxY1Wsxs0avTtTJe3wEq81qLn0OhqtPNZih+tXimrS3Q93a9e3JcxJzV7yCaoXi19tHOXzMULIfnYPwcLrps/BpYpRGW69nt1Pqj8sAd2fmToxP4+1F/3P2NzNwj6c//LZMWSn8qeU8yq90oC/vdLNebrGyx9FcmfRMC+1JgWQXQFuU+ukXB/nVoVdtDcmH/nNwkOSL52eQWyZ8m67X+0jov+Yukz9ei/wHMphoBAgQIECBAgAABArtU4GI5r8vNybiAOWzXZZsZ6ffl7Pep5KzJtI/douiQS6TfQSuLDFzJZuu2Fs9aTNtoWqhrIa85dzRtf5jfzYW5Fqj7XM0qZnbZlSfrOqpzkffifZ99evKxddKPS9vNLjm9fdeulCs+bo2r7ojsrr9p0tfM0P4knbU+3/PjWXf3yfr+nPbW9hOTjursPicl/TlvwfO7k59Jht8VX0z/x5P3JRqBfSuwyC/dRXD6GRVHLrLhPt2mw8z7V5onJT+bXDLpf8QWbc/Nhm9P/iz53kQjQIAAAQIECBAgsJ5A/3Deu6xa3Or/fw7Ttfprrd/Nd2p15GILPy0UDdNxf9ay7Vjfx2hxscWwtVLvzbQOHPlk0mJm0+LXMD9Mp5d19Ne81tfKpZKhILredL1tD82xDp8kk6W2PqfnJENBdCiODtNh3az143Ub3b5Fq6GAOa/AecgCV9vXbd9Djwubp03Nd12Ln71ebe8J9PfmXRY87Q54ek7y6HW2f23W3y7pXaZXTdp+aJIDMzP++UiWPTx57Yx1FhHYVwLLKoDuK7RNXmz/A/uLya8k35X0rzYbae/Jxv1ld7/kYckNE40AAQIECBAgQGDvCrRQ0jfJLRa1GLZWAXJYPkwXLWB2e233CrToMRQsh2Lm9HyXTy/rKK9ltxZsW1htltH6PnNeEXVeAXX4mRimHa3a/jDfUW3dv9mNrSNtx4XNWf0WO7+0G0/eOR10gf6sfTzp6+J/knckz0jOSBZp785G107ulbS+cPNkVmvx/EnJ05PWIjQC+15AAXT7XwL9H5Y3b+Fhn5d9G40AAQIECBAgsJsEWpS4fNIRUi1YDCPvhmnf9M3qz1o23nbW+hxqaa2julqAbIYCy3R/en6t7dZavtb+41sfl3ZBowN1lNnZo3wh/c8nHQXX/pBhm/H8uN/1u7V15GJfe037w/x6/UW3W+u46+3f57bWswqYw7KuX9U23HLfYuCyW5+T/qyNf96Gn7GhWDrMdzpk1vbDukW27++iFi5nFTS7bFin2BSMfdr+K9d9sH+vl7avsedOckSmR05ymUw/nHwg6R9ONAIERgIKoCMMXQIECBAgQIAAgW8R6G2sLWpeKfm2Scb9Yd0Vs65Foe1o6932vFYBtcsPScaFkBZTdqr1c9lajOyb2XFRsgXHcQGy/VnLxstnre8yjcCqCbQQ2eLxKheQV+05cz0HT6B/ZGhOOHgP4cgEVkNgWQXQ3obzf7ZI8trs32gECBAgQGAvCPQv/C2ijG9F7e14La7MG3m01miiYfkwXWt00VbW93a7FlrOm8qsZcM20+um51uI0vaeQF+7LWIOxctvS7+Znu+yjqhapLW4eGbSUVAt5s16rc5aNn6tL7q+P3/L+v/Y4eeir+2hGDndn56ftd14WbdfZB8/P4HSCBAgQIAAAQIHW2BZ/+PYN3yP3+LJ9n8AX7vFY9idAAECBAiMBVqMbIFynPFn6A3LF13W7YdtO92O25zyMLu6DcWjoWA6nrYANJ5vf9ayFo76BR3DKIbpaffR1hdo8fCKybctkEuvf7ivb9HPBDx9Rs4YLWvR8+NJR2ZtR+vP3qxi6axl4wJr++NRl31tbdc5b4eLxyBAgAABAgQIEJghsKwC6IxDW0SAwD4RuHyu81rJNZP+MaRvJPu5T82s/qxl4203uj4Po+0hgRYths/bGt+C2v70/PTncQ3rOx2KkOsVMA/mf+f6h7sW7obbVIdpi3wdCTe+BXfc72t8kfXj7Taz/6x9hs867Ii+6dR7elnnp5dPz/eYTb/s4mC1mk4XRTvfomk/42pe8bTPy25vLcoNr+XxdPp1Pl7Xfj/3a1zs7O/jHmuRVtMzktPWmJ6e5UP6Ot9trT9//W+HRoAAAQIECBAgQGBdgWW9Mewbj7uv82h909v/kb9ccsvkHknfxP5h8rikb9Q0AgR2n0BH0B2dtMA5Toue10gOZtEjh1+3DQXT6em4qNp+R/n0s9Cavpkf+uP5tZaPt5nut4iwV1qfy42kxa+h6Nii19Cfns5bN2w7bNNjbmfrSK8WwPq8DQXK8XTW8o0saxFmv7eNFlX7WujrYJy+Ti6bHD5J+y3uDem2Q6Ev3Q21jlCdVyAdCqmzCqyfy77Dc9zzHhcg1ytObmR9j72M1v+XOiM5fYHURCNAgAABAgQIECCwLwSWVQBtAeBFGxR7erY/LvmNpP+j/rREI0BgZwSukIdtcXMYyTkudF41yy8057T6JvrDk7SA0N8rvQVxPF2rP2y3lfU9RrNTrQWHceF0o/0WZnv9axUmW/hZa916y8f7tki1G1qLSf1vRp167dPT6WXD+vHy9oci5nrFSiPEgnWQWwuMTYuFB6v1tTxdFG1xtAXToXA6FEunpy1E9ndcs9HWP6z0NdhjzPs9uNHjTm/f3yOzXsvD63yYTm/T37njgueZme85awQIECBAgAABAgQIjAT6pnun2pvzwHdM3p48JXl98s5EI7DTAg/OCTwz6TdL9tbK5qyp6XjZeJu+Gd2Nbz5bPDg6GRc2279W0lGcvXV9rdYC0ilJi5wnJydN+uOiZxbtWGvxc5ECakdYtYjRdLTZev1Ft6vtMCos3V3d+lx2RGTTImSLVsP8rOlQfJyejouRG1nXbfu4GoGNCvR1c9okG923xf/1iqRDMXW6eNoR7sPvx57DUIicNZ0uTk5v0/X978qs7fozpREgQIAAAQIECBAgcJAEdrIA2ks6Pjk1uXryA4kCaBC0HRdoUahFzMtM0gLhoq2j2z6bDAXT6ULpWsuXUTi9Uh53usA5zF816y6YrNX6+ENBc3ran9HdPIquz9VOFp0vlMcfCqrDdL3i6ni7FmbHhclZhcjpZYsUL7vPeLv2NQL7UaC/08+YZKPX3/9P6s9oi/c7+Xtmo+dtewIECBAgQIAAAQIERgI7XQDtqbw2uV/yPcmTEo3ATgv8dU7geUkLoP3M2o4casb96flhXUcPDYXTFh8XbS2cfiYZjyZdq99CZouyPf44HYW4VmuB7dTkpGS6wNl5nwUXhE22r2a/YaTXJg9hNwIEdqlAf3d21KZGgAABAgQIECBAgMAeFtgNBdDrTvyO2sOOTn31BFqQbFGwadFw0dbi5OHJrKLpUCSdtW64/bL7bqRwOj6vFkxnFTe7rMVPo5fGWvoECBAgQIAAAQIECBAgQIDAvhDY6QLolaN8y4n0u/aFuItcdYEWTns7ebPZwum4UDqrf6Ec++RkutjZEaQaAQIECBAgQIAAAQIECBAgQIDASGAnC6A/lvP4s6TFnLZ+GZJGYL8KbLZwul+9XDcBAgQIECBAgAABAgQIECBAYCGBZRVAL59H67e6r9da7Dwk6S3A/RKQoX0knecPM6YECBAgQIAAAQIECBAgQIAAAQIECBBYhsCyCqAXzslca5Mn1G8qvlfSzy/UCBAgQIAAAQIECBAgQIAAAQIECBAgsDSBZRVAe/vuot+S2m9MPjc5LTk2+YtJPxONAAECBAgQIECAAAECBAgQIECAAAECyxNYVgH04zmlw5Z3Wo5EgAABAgQIECBAgAABAgQIECBAgACBrQsMX0C09SM5AgECBAgQIECAAAECBAgQIECAAAECBHaZgALoLntCnA4BAgQIECBAgAABAgQIECBAgAABAssTUABdnqUjESBAgAABAgQIECBAgAABAgQIECCwywQ2+hmg35nzv/NBuoZ/z3EbjQABAgQIECBAgAABAgQIECBAgAABAksR2GgB9BZ51N9byiN/60F+O4sUQL/VxRICBAgQIECAAAECBAgQIECAAAECBDYp4Bb4TcLZjQABAgQIECBAgAABAgQIECBAgACB3S+w0RGgb8gl/eIWL+vQ7P8rydWmjvOxqXmzBAgQIECAAAECBAgQIECAAAECBAgQ2JLARgug/5lHazbbvis7PjcZFz9b+Pz55KWJRoAAAQIECBAgQIAAAQIECBAgQIAAgaUJbNct8IfkjH8/eXNyo9HZ//VkXvFzhKJLgAABAgQIECBAgAABAgQIECBAgMByBDY6AnQzj9pvjm+h88ajnTvq8yHJcaNlugQIECBAgAABAgQIECBAgAABAgQIEFiqwMEcAdpRn/3G+Lck4+LnMZN5xc9AaAQIECBAgAABAgQIECBAgAABAgQIHDyBgzUC9Dtyys9Nbjo69dPS76jPl4yW6RIgQIAAAQIECBAgQIAAAQIECBAgQOCgCSx7BOhFc6a/k7w1GRc//ybz/exPxc8gaAQIECBAgAABAgQIECBAgAABAgQIbI/AMkeA3iyn/Nzk20enfnr6D01eNFqmS4AAAQIECBAgQIAAAQIECBAgQIAAgW0RWMYI0I76fHzSUZ/j4uffZb6jPhU/g6ARIECAAAECBAgQIECAAAECBAgQILD9AlsdAdrb3PsN7x39ObQz0umoz38eFpgSIECAAAECBAgQIECAAAECBAgQIEBgJwQ2OwK0hdPHJW9PxsXP52e+oz4VP4OgESBAgAABAgQIECBAgAABAgQIECCwswKbGQF6k5zyc5PvHJ36x9N/WHLsaJkuAQIECBAgQIAAAQIECBAgQIAAAQIEdlRgowXQH87Z9pvcDxmd9Znp/95k2b1GyzfafU92aDQCBAgQIECAAAECBAgQIECAAAECBAgsRWCjBdBr5FHHxc+exBWS/9vOFttvZ38F0C0i2p0AAQIECBAgQIAAAQIECBAgQIAAgW8IbPYzQL9xBD0CBAgQIECAAAECBAgQIECAAAECBAjsUoGNjgA9MdfxlIN0LW8+SMd1WAIECBAgQIAAAQIECBAgQIAAAQIE9qnARgugb4xToxEgQIAAAQIECBAgQIAAAQIECBAgQGDXC7gFftc/RU6QAAECBAgQIECAAAECBAgQIECAAIHNCiiAblbOfgQIECBAgAABAgQIECBAgAABAgQI7HoBBdBd/xQ5QQIECBAgQIAAAQIECBAgQIAAAQIENiugALpZOfsRIECAAAECBAgQIECAAAECBAgQILDrBRRAd/1T5AQJECBAgAABAgQIECBAgAABAgQIENisgALoZuXsR4AAAQIECBAgQIAAAQIECBAgQIDArhdQAN31T5ETJECAAAECBAgQIECAAAECBAgQIEBgswIKoJuVsx8BAgQIECBAgAABAgQIECBAgAABArteQAF01z9FTpAAAQIECBAgQIAAAQIECBAgQIAAgc0KKIBuVs5+BAgQIECAAAECBAgQIECAAAECBAjsegEF0F3/FDlBAgQIECBAgAABAgQIECBAgAABAgQ2K6AAulk5+xEgQIAAAQIECBAgQIAAAQIECBAgsOsFFEB3/VPkBAkQIECAAAECBAgQIECAAAECBAgQ2KyAAuhm5exHgAABAgQIECBAgAABAgQIECBAgMCuF1AA3fVPkRMkQIAAAQIECBAgQIAAAQIECBAgQGCzAgqgm5WzHwECBAgQIECAAAECBAgQIECAAAECu15AAXTXP0VOkAABAgQIECBAgAABAgQIECBAgACBzQoogG5Wzn4ECBAgQIAAAQIECBAgQIAAgfkCF87qE5PTJ3ne/M2/Ze1Jk/3e9C1rLnCBEybrOt2LrTZX24sn7pz3noAC6N57zpwxAQIECBAgQIAAAQIECBAgsDcE7pjTvHFypUl+OtOrJou2K2bD7nv5GTtcYbKu073Wvicn/I7k7nvtxJ3v3hRQAN2bz5uzJkCAAAECBAgQIECAAAECBHa/wAMnp3jWZHqRTH9u95/2QT3DH8vRX5/c9KA+ioMTGAkogI4wdAkQIECAAAECBAgQIECAAAECSxLoqM0W+9qenZx8oHeBCzw40xZC92s7YnThXxv1dQkcNAEF0ING68AECBAgQIAAAQIECBAgQIDAPha4b679opPrf3mmx076vQX+Ryd9EwIEtkFAAXQbkD0EAQIECBAgQIAAAQIECBAgsO8EhtvfP5crf2PydyOBh436ugQIHGSB/Tzk+iDTOjwBAgQIECBAgAABAgQIECCwTwVukevulx+1/WvypeQdyXuTGyY/mFw7+VCyrHaNHOihya2SGyTvSd6avDB5S7Je62jVFm177jdLjkr+K3lX0mv452St9n1Zca/Jyl/P9DJJp3dJvpC8Muk32X9fct1kaN3nJpOZJ2f6gWHFZNpvir9P0vO5/iSXyLRu3bbn9szkvEQjQIDArhE4PmfSz/gYhv7vmhNzIgQIECBAgAABAgQIECBAYEkCLcr1vW9zz9Exf220/Emj5Wt1O3q0x/jgjA1Om6zr9PbJmZP54XGH6ZezvI97wWSt1oJpC7TDPrOmf5/148/vHB/r4aN9b5r+KaP54VgdATv0Z01vn/Xj1nNqAXfWtuNl7882txzvuGL9YyYGLQRrBAjsEQEF0D3yRDlNAgQIECBAgAABAgQIENiUwMWz16eTFuk+lRyaDO0q6bQg2XWfSMbrMvstbZEC6BezV9Njvj35naQFyb9JhuVd9+fJrHb7LDw76TbN25InJA9OnpK0wDisOyX9ju6cbuMC6Cuzcth+uNaOAr1L8ozk30br+23wXdZcJxnad6VzbjIc5zXpPzbpOf2f5DnJeH1Hqq7qxzwqgObJ1QjsNQEF0L32jDlfAgQIECBAgAABAgQIENiIQEfqDYW7Z87Y8WWj9f2ipHltkQLo8FgdUdpbxsftdpk5M+k2X006OnPcLpKZ3io/HONX058uJLZI+5zRNk9Of7qNC6A91oeSFjwvlnR05k8lQ7t/OsPjdb9ZbTxa9GGzNsiyqycfS4Zj3XWN7fb6YgXQvf4MOv99KaAAui+fdhdNgAABAgQIECBAgACBfSPwmlzpUJS71YyrbjFwWP/GGevHixYtgHbU5VrtAVkxPF4/D3TcfjEzw7q/HK+Y0e+5dtuOKr3+1PpxAfQrWXfbqfXj2ftnZnjMWQXQq2R9H6PbvCmZ13pr/3Cs35y34R5epwC6hCdvuqq/hEM6BAECBAgQIECAAAECBAgQIEBgXwpcM1d9+8mV97bsN89QeFGW9db4tlsn336gt7V/Hjdn9xbQ/nuy/m6ZXmq07bgAuV4BcRj52S9L+pnRMaa7Hfj0H9MLNzD/+Wx7x+Tnkkevs98HRusvOerrEvgmAQXQb+IwQ4AAAQIECBAgQIAAAQIECBDYtEBHW15wsvdz1zhKv7H8+aN1Dx31N9NtMfUtc3b8cta9frK+5zZ81uaF02/Btu3k5LQDvbX/6RcSDW04xjA/nvb29620z2bn1yTPTobznj5eb91v8fhOoxVdphGYKeDFMZPFQgIECBAgQIAAAQIECBAgQIDAhgQ6yOxnR3tcIv21ipv9PM6h3SedjnTs7e6baacssNNHRttcN/13Jkclh0yW97bzj076i0zmFUBnfWP9Isdca5ubZ8V3JH3Mnntz7WQ493QPtKHwPMybEvi6gALo1yl0CBAgQIAAAQIECBAgQIAAgT0m0G9cv8xUDst8b8P+72Q72w/nwa42esB5t6WPNjtwS3qLoP0m9M20/1lgp4+NtrnqpN8i4tAuls6wfFg2b3qtOSs3Ukidc5gL1KSf8XnjNTb6UpZ/OLneGustJvB1AQXQr1PoECBAgAABAgQIECBAgAABAtso0M+iPDT5xAKP2c+cfHByeHLpZCh6XjT9Wa23a3/3rBUHcdkDt3DsjhTdbAF0kc++PGJ0bkOB8gujZfU6ZjS/XrfFx7XaeHTrWtust/yx2eAJo436xUofSk5I3j3Jv2d6u+QlSdvXzp/4l8C3CiiAfquJJQQIECBAgAABAgQIECBAgMDmBX4iu35nMhQpOx0XLYf5C08eosW/Z036a01aAP3+GSvPzbLPzMg/ztj2YC66XA5+t8kD9Jx6u3a/zGdeu2xWvj9pEfemyW2SNyYbbZdfYIfe7j60FhLbPnD+5Ov//unXezvb+YE8/FD8/HL6v5H8RdLnebr1dTW0fgSBRmCmgALoTBYLCRAgQIAAAQIECBAgQIDAvhBoofLKybhYuVa/IwbvmpyVrNX6uZctPi7yeYw9Xo91arJeu282aJGwn5PZQthnJ9MvZrobWm/XHj6TsiMSP7rASX062xyX/Phk24dlupkCaG9Hr/vZk+PMmoxvIz9pssGZmfYcOqr2JkkLsfNGdvYxvjc5Jelzdk5yMNqPjg762+k/aTQ/3b36aIEa1whD95sFvDi+2cMcAQIECBAgQIAAgf0ocGQuuqOV+ua26e2Uw7QjtIZCQ98ofzLptw1/JdG2X6Cfd9iRZh051ukRo/kuG+fkzD8wmdc6cuzYpMf9VNLneDwd97uunyO4SGEnm2lLFuj79xsk/azG9lus6rQ/r7MKlv05fW4yr90lK1uAW7S12NjX2LwCaItw906ukbRQOZ3PjpZt5PdIX4uvS3ZrG/+sHbOBk/zLbDsUQH8y/Ucmi3wkwPgh+vv6bsnzxwtH/dunP3wcwNvT73MytDen8yNJfwf8UvLkZK32kKwY1v9j+vdca8N1lo+f9/43ZroN59rlr55eOZpvwfknRvOzjjVarbufBfrLUiNAgAABAgQIECBAYG8I9M1dR8a0aDUUKMfFymFZp00LDT8zmWYys3W79yU9zqLt17PhH62z8Q9l/d2TYbTWdBFkPN/zXMZnxq1zSrtq9WE5mxaSmiOSdyfzikpZfYH7Js9NLpQs0m6ejX4h6e24a7UrZMWtk0XfG/Yz9nob8nqFqDtkm5sk4wLquN+Rf8tsLQa2GDLOmZmfd+19/Fr2ddqfqfG+0/0ev+lr9beSeSPtsvrA7dwt4nSfcbFy1vwFs80jk6cn89pTsvLh8zaYWteC2HOnlk3PnpgFL016DuOfybX6H8t2ixTn1irEZfeVbP1Zu+nkyurzig1cZbet61WSFrcfkDwx2Wjr6+Odyfundjw8808aLfvVUb/dX0t+KOl/X34n+ZfkP5Ppdr0s6OdyDu1pQ2cT0/HP/xVn7P8/o2V1bZF2uvV8+zqr/dAOHTqmBKYFFv2P3PR+5gkQIECAAAECBAgQWF/giGzSN3fNFaYyXna5rHtV0je+89pPZuVGCgstKvbW1hZt1mrnZMXfJ9dM+qb07Klpj3Hp5DJJ30j3DebrkvXao7PBD6630WR9i2p/lTx4ne1bHLhz0lFoLdCcl1wwaRFrmA79zp+WfCBZr31XNrh6Mhxj3rS3h74wqdu89r1Z+eNJn9sWOcfp66KFsHFr0eFHxgtm9PuYfS77PH1yRlpAHS9vIeTcZF57X1b22q+W9LyaPs+zpl3W5+qjyXrtn7JBj7NWq+OnJ+l5PyF5aTKvPSArfyvpa3BcoKxln7Pp1uvviMl57U5Z2XPdSHtJNn7dnB16LndP+jO+SPtqNurrdr32xmxw66Tb93MRa9hpf2Y/MyPdfr12aja463obWb+uwINGW/xD+n1uFm0dDfnXyW9Mdvj5TFuw7M/aRlpfb/+a/Ppk+vlMb5s8Lblu0tbfXdOv3ROy7M+SX0oulbw9eVzyouRDSX/3/3jy+0l/n7W9IPmPA73N/XPGaLdHTPqfyvTFyQeT1yT3SNr+KOnPfH/uTk76x4r+fn1gctdk3LpOIzBT4CIzl1pIgAABAgQIECBAgMC0QIsal01aBPpw0iLEvPa7Wdk3kYu24Q3qvO3/LSv/POnIl3GxctxvMWSYb6Gqbxjntb7JfvC8DTa5rm/i75i0CNY30PPSAuvFk/XaQ7LBU9fbaLS+xaEjk9NHy6a7V86CtyZ9fhdtj8yGT1ln447g+u4527Q4MS5WPm/OtsOqFh2aZbcWiptlthaEbp/056Xp62A87cjjK0xynUx/MHlpMq9dPyuPXmODFpxaGB+nz+t67Q3Z4KlJX3/jfYfjnTdZ3vmmo0r/PZnX+jN1w+RqSffp63C96Xq/T3KIC/zdJO1ru0egxbmfHp3OMaP+ot2/yoZDAfTa6f9Q8spFd55s2z8k9DyGx/9K+v1vxdCOS2et3/V97Isl/b3d6+nvr6Y/E4ck4/avmbnPeMEm+u/MPqcmV08ulTw2aesfeT6YPCP5qeR2SX939Ge0+Vhy5WT4ff2f6T806e/FKyXflVwoWeTnKZtp+0ngIvvpYl0rAQIECBAgQIAAgTUEWiS7ZXLFZCjKjPtd1pElw5vJJ6f/qGRe65vRTyQd1fLxpIWTIeP59rvd6cl6rdu2CLgXWguvz1zyiXZ00HcmfT5aUO0b877RbcFpetplpyR9Hua1mvaN9dWTWceZPm7foB+brNcelg1un3w6GRc6ez59TbSwsMqtRvOc+twNRdEWQE5YAKMj256WtLAzXazsc7eZ9pns9Cub2XGdffo8r/faW+cQVu8Rgf+V8+xrue0DyVsO9Db2z4eyeQvrt5vs1t8fr5z0F5n056FFyf4h40FJfz8O/706I/0/Tp6UrPVz8oWs639bXpB02xsm3X9c/Dwp8x0Fekzy5WQrrb9HW+T92+Tbk4smbTc4f3Lg9/ld039M0p/PFmXbrnL+5MB/L/t7u+faPy68Kun1XzX5vuTfEo3ANwkMVfNvWmiGwEEUOD7H7v+0vjDpfyg0AgQIECBAgMBGBS6ZHVqMvETS/pDx/NBvoaRvkj6XzGsnZ+XR8zbIur5x/HTSN5O/nfxDohEgQIAAgd0k0BGQN0mukbwz+e9ko60Fx+sn10n6h7sPJx9N+gehZbeL5YDXTc5K+ofA6cfoH0iunVwr6R+TTkw+keyn1qJzC7z3Tf5mP134Mq/1Iss8mGMRIECAAAECBAgQGAn0j+03TToSZShItlg57o/nh9El2WTNdnTW/GfSYyzaetznr7Px07P+1knf6A35+Kg/LNvqqJccUiNAgAABAgdNoAXEd0+y2Qc5Nzu+a5LNHmPR/c7Lhi1qrtU+nxXbdS5rnYPlKyCgALoCT6JLIECAAAECBAgsQaAjRnpr2aWTwybT9oeMl3U0Rkc/viSZ1x6VlU+ct8HUuhYX/yQ5e2r5eLa36bWg2aJq+023H/rj+S5v4fKFyXrtSettYD0BAgQIECBAgMDeFFAA3ZvPm7MmQIAAAQIECFSgt42NC5NDsXKYdl3/f6+fw/ipZF57cVbeZd4GU+uOyPx6BdC3Zps3JS1sDgXKecXK92S7ecXPrD5Q0LxpOxoBAgQIECBAgACBRQQUQBdRsg2B/SfQkT2XTfrmdpxZy96SbR6fzGt9A94Pre/vnN7C8LnJdNwfLzsr63srhEaAwO4R6IfTt9jWz4Qaph9Jvx+6P68dnpUPSlqQG/YbH6P94QP2e8vWKcmvJF9J1modqfg7yZFJP5Ox6b7DdNzvsn7Q/pOTfq7UvHarrPyRZDhOp82Fk/7+6nRIz+G45DXJvHa9rPzdpLdrD/vOm34k2/1kMs+1v1PflPRzuQa7dOe2/o7907lbXOACH8r6jybd9rOjafuzst61Z7cDX+hwm3Y0AgQIECBAgAABAjsloAC6U/Iel8DBF2ixoYWHoWjZN8yvT9YbAfSYbPP7yaLthtnw8ets/INZ3+Mu2jr652bJB9fZ4f5Z3w/MHhdPZ/W7bLglcp1DrsTqFqoumbTg0mnTZccnLQzNa/fIyrp2nxar+q2KLcQMaWF66Hf60uTlybzWYs8PJJ2O950+Vtd1WZ+vzX7GXs+5BbVm3O/nEJ6QfC2Z126TlT+ezDrG9DF7/N4CvN7r/w7Z5vlJn4MW9abTax0v6wfVtwDWz15aq7X41tt1j0rG+04fa1jXAuBTk9OSee3RWfmzyazr72NOt5dlwV2mF07NPyjzG7m1uK/R/g46feo449mrZOY3xwsW6H8s2zxlne2elvW3WGeb8eoWTG87XjCj/yNZ9lMzlq+16PpZ0d/fn1hrgyzva+lKSYuf/bkZFyf78zOeb7/HOiZZr7Xw3GgECBAgQIAAAQIEVkpAAXSlnk4Xs8sF+vM2FKLa7xvYZugP0y5rseJdyXrtZ7PBHZPpUZqHZ1mLTdPtOVnwwOmFU/N9s/zppG+iWyxdK5+crHt3puu1jpJ6QNI37JeapAXZ9ofpuN9iZQ3mtRaf/jKZdZ1r7fewrHjmWisny++f6UOTFpLWKtC14DDk1em/IpnXWny7TdLntvuNj9sC48WTvjaG1P8NybzWYlSfz5skw37DtI8zq7W49cRZK0bLHpx+CzaLtttlw5evs3Gf+79YZ5vx6r7mWgT6+HjhVL/P/yuT6yWHTtJl89ovZeV6I+D+KNt8z7yDTK275dT8rNnLZOHlk1kFxFnbt6jfn+HTZ62cLLtipo9IFj1mdzsrWe/5v322uUE3ntH6M9Gi7DhvmrHd9KIW3vrz3Tbs25+Bod9pfy7aej0fTeZde7frNndIjky6T3/GOh33h2Wd9vh/l6zX+hq5YzI+VvcfCsmd1mGYf1X667U/ywb/lVwkGfabNe1xW/w9LflEMq/19++Vk/7+q6VGgAABAgQIECBAgMAcgf7PuEaAwDcLfEdmfzVpUaU/Iy0mNWv135N1Ha01r10rK9+VDEWAedsO6340neOGmTWmT8jyq66x7vNZPi5etvjx12tsO178p5lpltla5HvuMg+YY/VNf42+MxkXT9fqt1DQwuJ67Yeywa3W22i0/n+l3+d3Xuvr4x/mbTBj3Y2z7D9nLB8WdXRnR2u26DndWkhpEXmcz2T+9dMbzphvAfgWSQvQLUx1hNk4LTKO59+Q+fXaq7NBr7+j2oZ9p4/T5cOyM9Lva2Ze67Y1uuzURn1d9LyHaftNC/pvTdZrD88GfQ10/+ljTM/3uKck67UXZoO+Lvs7pa/Dcfp7ZTzf/ieS9QqAXd/i61FJj9GC3axjDcfua+JvkvVaX1NHJ7Ouf73Rw2sdu4Xs31lr5RaWv2YL+66161uyollm62v5Fcs84ORYfU4bjQABAgQIECBAgACBdQT6ZkkjQOCbBe6Z2Z/55kVz51qA6c/SvDeiLZS0qNFRP92ub4iboT9Mh2UtXJ6QrNfulA1aBBoXOof+vPNZ77h7ZX1HHq43+nCj1/Lg7PDUpMWqoVg3Ls6Nl7X/xmS99uZs8M9JR/UNRb7hOH3t9PUxFCvPTv+/k5OSea0F7uslHQnYfbvfcIxhNF0Wbbi1WPXSDe81f4eTs/pe8zfZ8NrPZo8jk8OS+g0Fu6+lv5XWn7tFfvY2+hgtKDfLbMfnYM0yWy3fv8wDOhYBAgQIECBAgAABAgR2WkABdKefAY+/GwWekJMaRopNFyaHAuW4gPk/2X69YmO3ucZBuNgTc8xGW55AC0BvW97hDhzp1Pz740s+Zg/X11WzX1uLvo1GgAABAgQIECBAgAABAgTWFFAAXZPGin0s0JF1x+7j63fpBAgQIECAAAECBAgQIECAAIGVEehnhmkECBAgQIAAAQIECBAgQIAAAQIECBBYSQEF0JV8Wl0UAQIECBAgQIAAAQIECBAgQIAAAQIVUAD1OiBAgAABAgQIECBAgAABAgQIECBAYGUFFEBX9ql1YQQIECBAgAABAgQIECBAgAABAgQIKIB6DRAgQIAAAQIECBAgQIAAAQIECBAgsLICCqAr+9S6MAIECBAgQIAAAQIECBAgQIAAAQIEFEC9BggQIECAAAECBAgQIECAAAECBAgQWFkBBdCVfWpdGAECBAgQIECAAAECBAgQIECAAAECCqBeAwQIECBAgAABAgQIECBAgAABAgQIrKyAAujKPrUujAABAgQIECBAgAABAgQIECBAgAABBVCvAQIECBAgQIAAAQIECBAgQIAAAQIEVlZAAXRln1oXRoAAAQIECBAgQIAAAQIECBAgQICAAqjXAAECBAgQIECAAAECBAgQIECAAAECKyugALqyT60LI0CAAAECBAgQIECAAAECBAgQIEBAAdRrgAABAgQIECBAgAABAgQIECBAgACBlRVQAF3Zp9aFESBAgAABAgQIECBAgAABAgQIECCgAOo1QIAAAQIECBAgQIAAAQIECBAgQIDAygoogK7sU+vCCBAgQIAAAQIECBAgQIAAAQIECBBQAPUaIECAAAECBAgQIECAAAECBAgQIEBgZQUUQFf2qXVhBAgQIECAAAECBAgQIECAAAECBAgogHoNECBAgAABAgQIECBAgAABAgQIECCwsgIKoCv71LowAgQIECBAgAABAgQIECBAgAABAgQUQL0GCBAgQIAAAQIECBAgQIAAAQIECBBYWQEF0JV9al0YAQIECBAgQIAAAQIECBAgQIAAAQIKoF4DBAgQIECAAAECBAgQIECAAAECBAisrIAC6Mo+tS6MAAECBAgQIECAAAECBAgQIECAAAEFUK8BAgQIECBAgAABAgQIECBAgAABAgRWVkABdGWfWhdGgAABAgQIECBAgAABAgQIECBAgIACqNcAAQIECBAgQIAAAQIECBAgQIAAAQIrK6AAurJPrQsjQIAAAQIECBAgQIAAAQIECBAgQEAB1GuAAAECBAgQIECAAAECBAgQIECAAIGVFVAAXdmn1oURIECAAAECBAgQIECAAAECBAgQIKAA6jVAgAABAgQIECBAgAABAgQIECBAgMDKCiiAruxT68IIECBAgAABAgQIECBAgAABAgQIEFAA9RogQIAAAQIECBAgQIAAAQIECBAgQGBlBRRAV/apdWEECBAgQIAAAQIECBAgQIAAAQIECCiAeg0QIECAAAECBAgQIECAAAECBAgQILCyAgqgK/vUujACBAgQIECAAAECBAgQIECAAAECBBRAvQYIECBAgAABAgQIECBAgAABAgQIEFhZAQXQlX1qXRgBAgQIECBAgAABAgQIECBAgAABAgqgXgMECBAgQIAAAQIECBAgQIAAAQIECKysgALoyj61LowAAQIECBAgQIAAAQIECBAgQIAAAQVQrwECBAgQIECAAAECBAgQIECAAAECBFZWQAF0ZZ9aF0aAAAECBAgQIECAAAECBAgQIECAgAKo1wABAgQIECBAgAABAgQIECBAgAABAisroAC6sk+tCyNAgAABAgQIECBAgAABAgQIECBAQAHUa4AAAQIECBAgQIAAAQIECBAgQIAAgZUVUABd2afWhREgQIAAAQIECBAgQIAAAQIECBAgoADqNUCAAAECBAgQIECAAAECBAgQIECAwMoKKICu7FPrwggQIECAAAECBAgQIECAAAECBAgQUAD1GiBAgAABAgQIECBAgAABAgQIECBAYGUFFEBX9ql1YQQIECBAgAABAgQIECBAgAABAgQIKIB6DRAgQIAAAQIECBAgQIAAAQIECBAgsLICCqAr+9S6MAIECBAgQIAAAQIECBAgQIAAAQIEFEC9BggQIECAAAECBAgQIECAAAECBAgQWFkBBdCVfWpdGAECBAgQIECAAAECBAgQIECAAAECCqBeAwQIECBAgAABAgQIECBAgAABAgQIrKyAAujKPrUujAABAgQIECBAgAABAgQIECBAgAABBVCvAQIECBAgQIAAAQIECBAgQIAAAQIEVlZAAXRln1oXRoAAAQIECBAgQIAAAQIECBAgQICAAqjXAAECBAgQIECAAAECBAgQIECAAAECKyugALqyT60LI0CAAAECBAgQIECAAAECBAgQIEBAAdRrgAABAgQIECBAgAABAgQIECBAgACBlRVQAF3Zp9aFESBAgAABAgQIECBAgAABAgQIECBwEQQ7LnCVnMFlk0tMcm6mn0k+m5yVdF4jQIAAAQIECBAgQIAAAQIECBAgQGATAgqgm0Db4i6HZf/7JfdObpx0fq325aw4MXlLclzysuRriUaAAAECBAgQIECAAAECBAgQIECAAIFdJXClnM3Tk47sbBFzM2kx9C7JXm7H5+R77cfu5Ytw7gQIECBAgAABAgQIECBAgACBbRA4Jo/ROsp9tuGxVvYhjADdnqf2iDzMq5KbjB6uL97TklOTM5NzkvOSPieHJpdOjkyOSi6WtHXE6IuTRyVPSTQCBAgQIECAAAECBAgQIECAAAECBAjsqMAl8+hvTFrwbN6a3Cu5QrJIu2g2um3yrOSLyXCcO6e/F5sRoHvxWXPOBAgQIECAAAECBAgQIECAwE4IGAG6E+oec8MCD8geQ9Hy+elfaMNH+MYOLXoORdATtnisbxx1e3sKoNvr7dEIECBAgAABAgQIECBAgACBvSugALqE524rxbglPPy+OMRtJlfZgmW//OirW7jqfgnSr0727+3019jCsexKgAABAgQIECBAgAABAgQIECBAYOUFFEAP/lPc29fbXpJ86UBva//802j36476ugQIECBAgAABAgQIECBAgAABAgQITAkogE6BHITZq02O+ZElHfusHGcopF58Scd0GAIECBAgQIAAAQIECBAgQIAAAQIrKaAAevCf1pMmD3HrJT1Ub6nvFyO1vfP8iX8JECBAgAABAgQIECBAgAABAgQIEJgloAA6S2W5y/qlP233TG5/oLf5fw7Prn882f2TmZ68+UPZkwABAgQIECBAgAABAgQIECBAgMDqCyiAHvzn+A/zEL1l/dDkRclDkkOSjbabZYdXJp22PfP8iX8JECBAgAABAgQIECBAgAABAgQIEFhL4CJrrbB8aQK9Bf4xyROTyyQtXLb/uuRdSUdxnpGck5yb9DlpsfTSyZHJtZPbJTdOhtZC6OOGGVMCBAgQIECAAAECBAgQIECAAAECBAjstMADcgJnJ1/bYl6e/S+b7NXWjwSowbF79QKcNwECBAgQIECAAAECBAgQIEBgmwSOyeO0jnKfbXq8lXwYt8Bv39P6nDzUUckfJKdv8GHPy/a9ff5Hkzsl/fxPjQABAgQIECBAgAABAgQIECBAgACBdQTcAr8O0JJXn5njPXaSozO9VXKdpLe79/b4w5J+Xujnk88mvX3+vcm7ky7TCBAgQIAAAQIECBAgQIAAAQIECBDYgIAC6AawlrzpKTleoxEgQIAAAQIECBAgQIAAAQIECBAgcJAE3AJ/kGAdlgABAgQIECBAgAABAgQIECBAgACBnRcwAnTnn4Or5BT6pUaXmKTfBP+ZpLfAn5V0XiNAgAABAgQIECBAgAABAgR2r8DFcmr/vc7p9Ytsvpj0ff5pyZuT5ybvT3ZLu2dO5KmTk3lcpn+xyRN7W/Y7Mml943qbPIbdCCxNQAF0aZQLH6if83m/5N7JjZPOr9W+nBUnJm9JjktelvQXpkaAAAECBAgQIECAAAECBAjsLoErbeB0rpttb5/8WvKmpIXHjyQ73Q7NCQzX0YFam22Xz449TgvDGoEdF1AA3b6noD/4v5XcN5lX9ByfUZ+f75jkoZm+J/n15KWJRoAAAQIECBAgQIAAAQIECOxOgbfPOK0LZlnf57ew2NGRLTa23Tp5UfI9ydmJRoDAkgUUQJcMusbhjsjyVyU3Ga3vSM4OeT816bfDn5Ocl/Q56S/BfjN8fyEelQx/MemI0Rcnj0qekmgECBAgQIAAAQIECBAgQIDA7hO4xTqn1Pf9/1/yS5PtOvjpGcn9J/M7NXltHvgnJg/+7i2cxC9k3xZ6v7SFY9iVAIE9JHDJnOsbkxY8m7cm90qukCzSLpqNbps8K+lnhQzHuXP6e7Edn5PuNRy7F0/eORMgQIAAAQIECBAgQIAAgRkCHbg0vF/vdNH2i9lw2K/fBeLLqheV2z/bHTN5jdxn/1yyK92LAg+YvFD7C+35yVZ+mbXoORRBT9jisbL7jjQF0B1h96AECBAgQIAAAQIECBAgcBAFNlsAvWzOqd//MRRBb3oQz9Gh96aAAugSnretFOOW8PD74hC3mVxlC5b98qOvbuGq+yVIvzrZv7fTX2MLx7IrAQIECBAgQIAAAQIECBAgsLMCn8zD94uPhzZ96/yTsuKZyTD6r4OsXpOckfxb8lNJP1t03G6YmccmLZz129jPSt6XvDj542T6MbLo662fR9rHa+7w9aXnd74vk2Hd4ekflfS2/VOTHv+pydWTtt9Puu2TOzOn3SzrnpAcl/RLoD6UvCD5zeTbkvXahbPBPZPeZdq6Sz3flfxd0mP0owU1AgS2QeC9eYz+Jac/0MtoV81Bhr8M3WkZB9zmYxgBus3gHo4AAQIECBAgQIAAAQIEDrrAZkeA9sT6UXnD+/wfnzrTfmdI1/1F8r8n/WHbTk9JhgJoi4G/lpybjLeZ7n8561sInfW9MPcf7fuI9Mft4ZkZjnXT9E8ZzQ/LH5hlbScnXfapzsxoHZD3mGS4y3XYfzz9eNbfbca+w6LLp/OeZLzPdL+P/zPDDnt02kJ2r+s+e/T8d8Vpz3qx74oTW6GTuNrkWvqXjGW0/uXmS0k/G/TiyzigYxAgQIAAAQIECBAgQIAAAQI7InDpPOqNRo/cgt6sdr0svO9oRe8ubRFxKI511T8k92gnrSMh/zb5UNKC6FHJXZJvT1oobTH1HUm32UzryNQes+0rSY/Zb7D/f8ki7SXZqB/z13ZO8vykIzf75VC3TO6e9LtT/jnpuf5JMm6tZ704Gez+I/0es0XTGyc/ktwwOTzpNX4heVGiESBwkATemeO2Uv/cJR3/DpPj9Zh78RZ4I0CX9EJwGAIECBAgQIAAAQIECBDYNQIXy5n0ffqQRU6sIzefN9qnA6da1By3MzMzHLPTjtw8Orlc0hGBRyVtLZC2KNptejv6Ecl06+P9XjIc7+3TG2T+/qP1j5ha//DRuh6jxdW7JL32Fi1/Khnayel0m08NC0bTe03WdX2LntcZrRu6t0unt/l3m88nV0nGrbfqd13ztPGKUf/Rk/XdZi8XP4+ZXEefb43ArhV4ds6sP2z9i8btt3iW/cvFUFDtSNC92BRA9+Kz5pwJECBAgAABAgQIECBAYJ7AdAG0IxRnpbdtf3ty72R4f9+aQXP3ZLqNC6Avn145mn96+sNxUDvEoQAAQABJREFU7jhaPt3tOX1usm3vLm1RdNzun5nhOI8Yr0h/XADtqM/bTq0fz56cmR7nU+OF6V8iOTXpurOT6yZrtR/OiuFcWgQct/+TmWHd7ccrRv2OJv3vpIXU1yV9jvZiUwDdi8/aPjzna+Wah8+0+HT6D0kO2YTDzbLPW5PhB/z3N3GM3bCLAuhueBacAwECBAgQIECAAAECBAgsU2C6ADq8d1902pGgs9q4AHrnWRtMlvV273skvV18ehTpZJOvT96d3nBe00XB+4/WzSuAtj4xr52clX2M6QLoPSfLu+5ZyXpt+IzPL2fDcS2lBeQeo3l+Mn0dWXSgXXjo7OGpAugSnrxW/rWDK3BSDv+Y5InJZZJnTvr968O7kpOT/jWiI0T7uRx9TvpXin4OyJHJtZMO/e5nWAztlek8bpgxJUCAAAECBAgQIECAAAECBPakQG8jf2Ry3AJn323Xau/NimZeu3JWfn/SUahDaw3ivGFmA9N55zLvMOMRn/8xb8PJuhZab5S0kHmN5L+SttZFWvy8YNJb6r8z+fvkFUn36QjVtmF6/px/962AAuj2PPX9cODest4h6RdPDkvuOkkmG2r9Ye5fOvrZHhoBAgQIECBAgAABAgT+//buA06Oun7jOBBC76G30DtKFSkiIEXpCFIEaaGDigRUpEXpIFIUUTqCCggqhK5AqILSg/QSSEJvCTU0/89zmS//H8PMltu5u727z/f1ejLtt7Mz793Zmf3t7gUBBBBoP4G/l2yS+wZGKc9lw7s19K9G65U78vwFqkbKfx/UP09fUvHf13Sn4+LK7Eq+3IHYmXqyMzfSbdK/9+m+kmPqrMdfDovybaMD1N+M3Vf5teLOUe/j4Vn8H0C5g/QaxX/7c7xCIYBANwrMpvs6WnlR8ScVjcbfDPWLpztNe3vxE/je/giy/QgggAACCCCAAAIIIIAAAnkB/wQ7fY+fX97ZaXf0eb1jG1jB/Grze8W/ME23JR13x+tbyfLpNJ7WTpqI9rV+Ar97eqOC8Wez9eR/An9nsv64n0aH+e3x3W6kPFZjnbY4QenNP4XnJ/B6AFstvgHaqmBzt/cL1yFZFtDwq4o/wfAnGv55vL8Z+pHyjuJPKJ5W/BV2/30Oz+upOkx3fKDS2U+G0u2eJpuYJZ3JOAIIIIAAAggggAACCCCAAAIVCsypdfmn3n7v6ffVrym9uer9CnRu7dytyuBkJ935OFJxn8JDin8a7uE9yoqKy52Pnal621O2zneTBcM07m/ENlp3FDS8WvOcrygbKt9UVlbi76D6TwwepHh/N1HeU6h+KEAHaM896KN0105vqNm0kenXzqvY5nFVrIR1IIAAAggggAACCCCAAAII9AsBfyHna4o7+gYp4xV/M66o/B8KfS9ZcLvGfdu+XJdo56Lz07+83EO5r2SH0/f30VFY0rTy2U9ojetma3WH7LUV3YPX5QxT3Om9nrKdsqni5846iuf5J/FUPxSgA7TnH3S/ePvgnCaLf+7uzkG/mPuTEE/3dP1AG3CwUsUL47Faj/9Ox80KhQACCCCAAAIIIIAAAgj0d4F5BbCUMr3i/zPiOqXo24pud77ibza6rd8rukPneSVfW2uGfy7sXxj6J8D/VE5SisodQ0sobveu4vv3+9Gi8vtWdyb5vj8patCJeZvrNisp7tT0z7FPVB5S8rW9ZuQ7PP+jeY/lG2p6jOI/PedvQNoyfzvN6lPlPoXVsz3yY7emUvZNR/cDzZW19aC7+4XcARq1gkbqdYAurzZTKKOUV5T4xqqfi4sr/sLWDUpab2jCHcLOT5TjFJe/HUoHaAcF/yDQ9QI+UbkD0H/3wi9MPnjL4pPVfcoZykZKFT9B12p6tE7WvXt/9+/RreDOEUAAAQQQQAABBBBAAIHmBQbrJl9V3PH49Ro3/4aWuWPnDmWkco5SVu6gS98T/rakoTsq03bva9odp0XlvwOZti3qJPXtBigf5tqWdZS6g83vUWO9L2t8sFJUm2jmVcptyiPK6UpRuRPLP6WOdXr486KGmrew8jfFnVpen7+o007vkafU9qT7oclK6lWtxesdXWNtG2Rt3M4d2LXq21qYbqf/TEBaO2kilrsTPS33ZcSyIemCgvFns7buhE5rFU3EOsZq3H0kZTW1FrykRPv0+f5kNt/P3xmUsvqyFsTt/ZzsjXWhNtr7sENv3Ph22ebu7ulvl/3uie2YQ3d6uOKv4dc6wNNt8+PjTzucvZSHlZ8qVysUAggggAACCCCAQN8R8Jt4vwkdqAxQXlDKvl21tJbNrfha0Z0RNynuQMjXLJrxXWUqxet9WrlUKSp/W+xbStz/nzQ+vKCh3+CfrPja1vf5rnKoMkbJ18Ka4TfP3h+3fVz5jVJUX9fMtRS38377vt1pVFRbaGbc/ziN/1WxA4VAKuDn6qqKO0bcyebOknuVojpYM9dWplV8uxMVd7Llyx03/1LSTrf1NO1vV+ZrK83wt82ivA1lda4WuJPmbcXP6bOUorpJM5dQfOy7rTtOy77l930tO1vxPvk1oOhbkprdcbztqeHKitt53T7+i8pf4PFr0yDFbf16MZlSVNtq5kbJgrLt9PydlcHK68rLyjVKUfk1zMc/9UWBscksP0emUNwxmK/VNePC3Ew/lt1Zd+vO/qJ8R/G57FfKXkrROe8EzffrvcvH2SMdYxP/uUwD94/4eXiI8hOlqNLn4QNFDZjXPwT84kZ1vcDMuot/KMsmd+Xe+xcVfxL3qvK+MkHxY+IXIJ+o51N8IvBJ2LWMcqUyVDlFobpOwI+ZL2x8Ee6Li6IXY83uVeU3QY6fT36uPaUUld98bar4Is0nzkeVa5Wi2k8zfbHodn7unqH4OZovr+sIZUblI+UtxScz2+ZrTs3whY2PkY+VkYpPkkXltosqXqdP8A9nQw2+UFNrjo8tP6Y+3oouCDS711XY++LznRpb7zehfvx9geALzbKT/yAt80WCnyd+TO1/u1JUq2jmCtkCHyP+cCa9+MoWdVwY+wLH9+8ar1yi+PHN1xyasZniN8su7r86f7+u+Xnvc44fKx8LRTWTZvqY8nFS1qbodsxDoC8I+DXS5wrHb8TLjoH1tMzXaD63uM0FStFr8Iqaf5QyneK2zynbKEWvf9drvtcb9UeN7BATyXAxjfu10dcpUTtrxNuQr/0147DczBs07fNwvoZpxpLJTJ+zhyfTMbqgRvaOiWw4QsPzs/F0sJMm3AkT5XP7RUrR/Z+p+d63qLU0sn5MJMMvafyvybRHd1XOy83z5HbKGYqve95WHlC2Vooe15U034+X2/k85XNf0XZqdluUz9O+BvD51+f1ovJzbg3FQ7d/UrFBUa2smTZw2ecaZbQncuXrjfScbq+LlaLn9Oya73P65Irrv8qtHWNf/Cfu3+v3tl6pPPXFZh0dIT425lF8fenz1SbKo0q+jtOM/ZOZdvKx6Odhvn6oGXMkM1fX+CXJdIyO0YifG7b3vr+o3KcU1UGaeZnyvuK2zypl9eOyBQXzHy+YVzTL5/z/FC0omOfjp+gYyjcdqRmD8zNLpv064Y42u7+mPK2U1R/KFjC/YQEfAy8pfn/kx+hS5QxlhOLjZDllLeUIxcdOWrNqws/t7qyhujO/5/C27KYsqRyq+Hh6V1lKOVjx67jLz6OfdYz9/z/naHQ/xce1jyG/1zhZeVLxa+O8itft9bh8nv5txxj/IIBAlwhMq7Xeqfwvy7813FaZTWmkBqqRT8C/V3wSi/VsqPHeWH5B8j6kFyPtth8/ybYxrJ/RdHTG5Lf1Bs3wBZ8fG78oH6IU1Tya+bAyVnle+a/iF/Wi8onAFyv3ZsOzihpl836noS8mfIHqC7AfKUXlNwvp88f7tkFRQ807XYl99/AjZXKlqHyfaduiN1++3dq5dr7Nll5QUN6ndJ0faLrM3/udtj2zYH2etazi9UTbCRpfRSkqn0Td1m3eV25XyupPWuBteE7x47C7UlRzauY/FT+udyt+3syvFNVWmumLyyeUZ5W/KWV1hxbEPnl4TEnDr2q+38ykbcse/9/l2tnCb0aK6nXNTNf5x6JGmrdurp1vs1lJW7/Wpevk/rvG328Wi+oIzUz9/XwtK7e9SvmL4mN/VaWoJtVMv659R9lY+YpCtS4wpVYxSHFHXX8u7/8MNQDm07KTFD9H/674jU/ZOcXP5fT5X/aatnSunW+zl1JUfjOXrvNtTZdtr8/3LytjlVHKj5Wi8hs9n398LrlGuURZQCmqhTTzBOVExeeIHZWy8n7tpGyvbK3MqZTV6lrwbcXnLL+elF0n+IOXIco+is+v31TKai0tOEL5RZYVNSyqgZrpdn5j73OGr1vmUopqT81Mz39vaXrqooaa95ySPlZ+PhSV78tv0B9T/qNcrQxWimoezTxQOVw5WrFtWR2mBTcrdyr/VnZQimpRzXxTiW39SONrFDXUvLjujra+ril7/r+iZdHOw4uVolpLM9N2Ht+yqKHm+XhL236o6Ubv38/rovL1W/qYev/Lzj9+vl2vuDP1z8oPlLJaWAvWV1ZXvqSUPae1iEKgVMDn5vQ5X9qwyQWvZusdXed262l5enx4W3ze8WtfbJePmeOVocm8PTSe1k6aiPY/TBdofN9k2ZDcsvzks1lbv2YV1TqamX/t9fZ7G+P+PfRrR9n5w+egT3LtPe3bpOt4RtM+tntrXagN9/6UnRt6635163bzwt713L6AjJOyLyS2V3xQN1o++O/IcoWGvngfqBynXKc0sy41pxoQGKs2LylTKO74GaOUOQ/QsogfF78pKaqZNHNRxet0+cXLbywe8USu/HxZKZnn2/mNg58L+fqaZvjNTdT8MZIbvq7pkcoMik8GbyhPKkV1pmZOqsSJ4z6Nf1zUUPPWUpZWvM4PlLuUohqhmX6TNKtip/cUX4wW1Wma6XX5AsJtH1S8LUV1vmZ+XXE7P1Y3K0X1rmb6cZxF8eP1juJtKCqvy4+TDVyDFI/7McvXspoxbzJzmWQ8HR2siXWUWKeXLaE875FcrajpdD1+nfa+FT0H7WR7Pz4e+s1LUY3SzJsUP/5+Hvki5GGlqM7WTBt5f+3ux7/ovjW744OMeH1zmws8s6Du1LxjFR8HrreVssfKb2S9L94G1/0K999B8YV/9tecZvzdEeHjaoJyh1JUPk58kT2N4k4CP//KyhfAsyUL/Zz5VzIdo+tp5KqYyIbranhjbp4nv68MU3x8+nlyi7K3UlSraeZiituNU7xPfnPfrjWtNmx6xc9vvwYX1Vc0cxvFx6rb+jj5vZIvr+tpZY5sgde5q/LHbDod+DXqiGyGXwufU05Vio6rqTR/EcWObuvXlKJ2mt0lNbvW6sfVrxU2uFV5QMnXjJpxm7K4EudVu12q5GtnzTggmenXy8OU15N5Meplfo30a6sNnlCKyvP95nGQ4rZvKUX3rdkd7bwfdvQ6RyvjlaLaXTOdeuVz2HfrNcqWP6Phjxts+1+1cxopH2+NlM835zTSUG1GZKnX3I/Rz+s1ypb7+PG5yc8ZX6N5e/w4FJWfJ+srPvb8Glh0PGl2x/NzaQ3jued5yys+tvJ1sGb4tTLqE434ueJ9yNcQzRiczFxb4xcl0zHq11o/Vz9U/Hru1xO/BhbVFZrpY9rPP7e9V/E2FJX3f7VsgdtfWNRI8+5WjlFmzpb7+fjPbDw/OEMzfH8DsgUPZtPZ5OcGcf++b7/+FO27b+D7X1jx65Xb+TH1eaCortNMp5F6Wo0cCoGuEPAx4PPZbNnKb9Bwx2y82cG8usGY3I18rRTneg83V1bI2sT7U79m+LX7h8pIxcfRLxXXDsqZHWPd+88zuju/7zlR2Vrx68qkyuSKy693fn+5k/KkUlTDNdPXT4cqmym+vd87Oa6XlBHKfkrRuV+zKQQQqErgLK3IB65P+AMrWOkPsvV5nX7R6m11sjbY275/b9vwGtvrE5of23qPry+o51HmU2ZVysov1ssqPmmtrMyplJUv0BdSfCKstc6y2zO/WMCPqd/Y+OLaJ9Gychvbz58lTrRF7f04raT4BL1UUYNsntexmLKosqAytUIh0I4Cg7VRGylbKd9V4qJeo58rd2T9WvmLclU2nF3DojpEM32OiOQv8NPbvJO0c/vT0oXJuI+9exS/8bhNuViJN+4a/VzNpKkNlbWUFRVve1ltoAXe3uOUU5QllaLyMZ9uq9+AuOOuqK7UzNh3Dx8vaqR5Pt+MUF5T3JnzsbKTUlSen67T418qaqh5l+XaXl/Szq9Tv1OuUfy4nq34Nauo/Pr4B8WdEO4gv1rxuauobtbMdFv/U9RI82ZV/CbGbT9Q/Dz5ulJUfkz3VHZWtlDKHictohBoWMCvIUsovk7za0VZLawFRyo/V/x6sbFSVnNrwVrKaoqvAX2NQSGAQN8Q8LVFen77SNPzNLlra6i9+xT2K7jdUM2L9W+vcb9/Gayso2ypLK1Ep6JGe7ym1Rb4+umF3Jb4dXB95VQl9scdto2WX5uXUzZVbD6X0lfqQu2ITXboKzvEfvRNgUe0W36iHlXR7vmFMl4MvlXROrtzNX2xA7Q7/bgvBBBAoK8L+MOieRV3VPlCtqx21YLzFHfauSNuPaWo3JngbyDFudNDzyuq8zUzbfdYUSPNG6B8mGvr81tRuQP0beVd5SXl38rsSlEtppn7K7sr2yr+EKTV8hueLZTdFL+J2EkpK3cUPqj4W1AvKv72VlHNqJnueEytDi1qqHnel7Sdv4VW9qbvu1r2V+V85VRlLaWs3Dk0VdlC5iOAAAIIINBGAvEB42vapjgnDmti+9yhF7drpAO0iVX3SNN7s/2xR1HtpJmxv752oSZ+K98mdIC28Gxop08BWtiNtr6p38S5Rk8ctPyvv/HwkTJQmbrltbECBBBAAAEE2kvAnYVOvTpXDZx6daca+FzsTkd3rroDruybhf503Z2u7uCbTrldKSp3qLoD1p203ta3lMuUonKHp++3kXpCjZx65Q5Yd5DOoLyS5eVs6G1J62NN/C2dUWP891rm1KtxarCM4g5bf4vD15P+9mpRnaeZ7kz1dvh2zykvKEX1J810Gil3QFMIIIAAAgi0u4B/teAOTNfZytaKP+D0B5NHKT4/1itfm0S5E6y31yzZDpTtywgt3ypr82A2ZIBAywK+YKW6VsDfovDXsFdVGnlTUW9rVlMDd3667p844F8EEEAAAQQQqCHgDjinXt2oBk4jdVEjjZps4zdEvl7wNyTnToa+XvMbgTGKyz/rKrt/dwy+qkTHaAyjgzSm7VHWEalFdesptXDqld/YXVWvEcsRQAABBBDoowLf037F+/drNe5z+lDF5/pNlEY/pFTTflP+sNShEKhUwAcf1bUC92r17gDdRvG3IG5ROlsz6YYnZTd+Q8NnO7sibocAAggggEAXC0yq9U+Wxd9YjHEPPe3lbypln/5rUa8v7+ecSr5D09NzKGcq6Ruf2zXtjs98faoZcyljsgW+ljhBmVHxN1sjXqe/Fer1O/VqPzU4PWl0uMZ9/9FJGsMnNW9s0o5RBBBAAAEEEGhMwL8YcfkXI3dmQ3eAuvZW0uuAjpn8gwACXSNAB2jXuKZrPVYTOyr+O1VXKD9R3BHqb2g0U+5E9RslD12/mzjgXwQQQACBXijgzr8plAm5bZ9S00soHkbczu3/qaTtN9e0f4Ltdm6TDsvGoyMyhn/V7Y5Rog7QyB6Krw/SDstPNL2Xcr3i8vrvUBZT0naxXs9rpK5Ro42Shr/SuN8MvKf4b2ZG3tK4z5/+UDHKbyjmVaLNOxr37TyMefmhv41YVfmn3wsq7mh0p2HR0B2StSz8rcz0jc+pml5eeSGLOx2dZ7KhBh01Xv/ao6j82ESHaDr0tqTT7jx9PlmBp90B6scwX75mWViJDlg/R49V7O1OUu9HdJbG8DXN82NBIYAAAggg0F8FVtaO+0/GuHwd95Fyn/KIspSyrrKI8pRSVOto5taKr7ei/Cdwls0mfN30RCxoYOhz/A6K+xR8LnemUXz/Xs8DivsZ0utNTXbU6vrX32Z1Hab41ybe/vWUVRWv6zHF+3eRco+SL2+v729QtmA6DaNfw/fv5S6vb6eOsUkmuVTDm7Lx/MDXLtsr31YWUmZS/CUxr8vr9QfGFAKfCUz+2RgjXSXwtFb8M+VExQeoD0SP+2D0C4wPUL9xeF/5QPFjMpUygzKfsoiyphIvnBqd5AbFLzoUAggggEDXCLjTyhdl02dxp9JI5VMlahuNfFlxG79mx3BqjU+h+DZO0fhAzXddqWzWMTbxnws1+E4ynY76XOJOJ9fMyt86xlr7x+edY5JVrKLxxZPpdNTnpCifq+ZWvM9l9T8tsNcn2dDjkZj3jOalZSufA51Z0gUaX1O5N5s3m4bnZOPNDD5U4+gUdefcH5Qw9Xo2UDZWfE6OjlSNdjy+v9XQ52vXHMqTSq39dzvv70uKOzFfyIYxPkbTtytpnZBOdHLcb1pGZ2lmFePUeA3FHbCz5+JvrbyhRH1dI5vHRI2h3+j5dm9mQ49H7OJrIt9v1Awa8XPrLcV2FAIIIIAAAr1ZYEiy8Zck477+OE7xB9x7KQcqRbWsZu6ZW+BzteP6s/JEx1j9f5ZUkwsUd8rmy+f91bKZe2u4o/LvbDoGS2gktuWXGt9DOSoWZkNfn31N2Uf5sXKKktYumpgpmTGVxmOdIzT+q2zZYsn8RzV+UzY/HWykiYuUdH1e7mvkFZRtlauUrRVf11EIdFxkwtD1An6BeF05XZla8Rsmv8Fymq3rdAN/ysEbg2blaN9ZAX9S6BOJn7ejFHdqRG2jEZ8s3VHhTKn4uRmdGx4vmk7n36o2aUfGSpreUXGl63HHxXmKP6GM2lQjvjCI9RXdV7qOouX36/Y+sUbNqJHVs4lYr9fhN/J3K+knor5YmE+JdjGsd5/pdvBGX4AVlTst/Tx13JGSDsvGR6jduUrUoRrxBdt0ii9K0/qpJo7PZvh5cnG6sMlxH0d+Tr+eu90tml5E8fPNzzW38dCddsOVKHco+cJzQSXapO3T8XS5n5vp8/NxTae1gyYOyWak7T7QPH/SH+XtmV/xOS2e9+nz2uOdqf10o6HKtFn8OHjcr0P/UaK8LdspSynRtmwY6/DyKbL4Nc21tnJsx9jEfw7XYLVkOh31sXpyNsMX0rbzOqNDMx3G+Eta/rHSW+oubahTr85SgyeUeRW/DhZlkObbZ44sGnyhxmvOGdnc+TS0qZ9TPj7s/Ybi5/q9yt5KnH98fG+o+Hno5W4X8fOd6loBvzbO2OJd+AOG/LHhY9Ud4Gn5tcTPk7Ty9+82fs108utMb8d4dQJ+DPxYOQNLhrEslse0h88pTylRfj5trPg60uuO49/nyEcUHlchUL1OwOczd8K5/Jy+omNs4j8XanC04uubnZVDFV9r5WukZvxOWVxZO1t4u4YPZ+MvZMN6A7+/8u18jLlGKP9UXlZ8TeTrKV9Xebnvy9u3pFJ2PXeClm2h+HX3esXb4/P4Ospcio/7kxW/x/LyKL+Xs8v2iq/Nvc/nKy5fVzRadv2T4tcL193KTcrTyqLK7orfm/p15QJlGyWuITRK9VcBn4Co7hHwwX6Vsr+yqzKn0mhNUMPrlLMVr4NCoDMCPqH5RJDP45p3Z7JCn8x+pvjNq9v6jWacXI7VuJe5fML+gzKFJ1qo9XTbc5LbH6hxn6SKyhfI+2UL/Pp1udLq69gLWsc82To9+I2yQzKdjp6oCXeOubz/jym+aGil/qMbfyVZgTt/DlY+VnzsO35D/55yhHKtEuV2SytenraN8bhtTKftYpnfWLyiRPmxnlWJN5L2HZgtfDUbxmA2jQxWvNztom1+OuYXDd3ZcosSZQtfFPl5lbb3dv1KcUeIy9MXKSspfo76ImpapdlaRTc4N7mRnwtely+S3s4yXsM3lfQ4Gafp7ynzK17utjH0Y5VaF43bt6hO10ynkTqrkUZNtvF2PdXgbfwc9X5XXfF8dYdWrbq41sKSZX4d9PPEmUZ5XknL5+d1lWjjDhk/10Yr6euUH+uVlf5afkN0cwM77+N4llz8mul5XvZnJcrPpZHKYopf690uXl+X0bjPDe8orp8qB3eMffGfdzXLz52Ij90Yj+FrmufH9B6Fmihg8+2UeZW5svhadXblt8oxSpTfZK4VE50c2n8Rxa+Prn2Ustc+z9/PjbKqd/+fqJ1fy/waVTb0c83XGn4uu1ZXDlf82u/bxW29fRcoNyhRm2hkTSXapO3Teb5vv35MlouvHx5XfG0fNbdGdlJ8XKTtffvLlPuUqC01so4S7by+GPfQ075dOj8dd5tHlaFK1PoaOVpxx0R67vXtTlZOUqKGa2TjmOjk8H3dzsf3hOz2h2h4UDaeH/i1d7dk5nEa9+MVx3PRMD3ux6mtH1cKge4W8LHq11bXJcoHHWMT/3lBA7+ufEsZpHxHuVDJl1/vHL8+rJ0t9PVP2etl1uQLgwM0x9dALr/entEx9vl/jtCkr8t9DlhM2VC5SimqLTTzYcWvo48kDfwewK9t62Tz/Np9fTbugbfD9U3F19s+r++tNFOzqvGvFb/Ofar49eN4JT3O/Zr1L2VhJWz92kX1cwGf4KjuE3hVd+UD1FlA+aqyqDKD4hdHvwh8pPiFYLzytOIXlAcVz6O6R8CPhV/w40XVL6y+mPZF7W2KL7SifMG6pOI2ady+0emX1fZdJa2ZNOEL1FiH1+ekJ05NdjyPVtLQbyZ9IekTqIeezmcazSsq3/d0yYJvaNzrjPI2eJ9fU+6PmRp6ezZXfIKMi09f0A5QvO2RdDod93JPp+vUZEcH4y0a+vUpbe+Tmk/4UX48tlOWU4ruq2xeuk63uU1J60+a8DHp+49t9NAOPqFHef8vU1ZQ4r5imL+PWtOjdPu05tCEH8eiWl0zr80WePsOV6bKpjs7eEo39OtQ1Gka8cVKUf1EM0/IFkyh4eOKn2+t1FjdeN5kBT/V+BbJdDrqtvdmMwZq+C0lvX8/Rn6tfFsZnxsWzXMbXxyltbcmDlTeU9ILqbRNjF8UIwx7jcAEbamTvo6nG+/ntENVI/ChVvNSlnprfEsNVska+bXU58FZsvj6ycd2lI+9OZXZlGjjoV8PovN6Po3Xq43V4Oqskdfnc4xfr32+i/i+/TqRf63QrLYt282VxPuWTnvc+7ee8oHi+pHiN79FlbccrUZ+vFqpMbqxz6NRr2vE2+RzW1p+HX4xnaHx/P37MfPtfF7w0NNOrZpdC30ei/3fQOPrl9zA10/uqIj6tUYGx0Qnhz5fTae8n93+AA2HZuP5wTKasWky02/sW73/tbUOvx+J/fexl177afKzWuSzsYkjPj79uPg6zPF7l3QY4zE/ptPhQ7rNBCXqQo34GI7ysexpX5Pnj71va96iSqPl55mfr3Gt6uEIJa5nNNrxHmxVDccr0e5NjafPUU1SCDQlMCRpfX4yHqOe52tZl68/fRx0Rfn96lbZiu/S8IySO3le809VjsuWL6fhVdl4fuDXsF2UtPPTbXzc+7587vdrrF9bJ1X8mlFV7aMVzZqtzOft2N50/T5376bcnM3cXsPh2TiDfizgiwSqZwRG6W4dqv0EDtMmlV2E+kV2u2STb9X4wsl0Z0Z9gphP8YWhy/f9y46xL/7jF/iDk9nuKJw/ma416jeivpiLC7sYeh1pHaCJs5W4CByn8bKT1rVa5lRZPvmWnZjz93OZZjhVVjP7tEeVd5yt68caHq1MpUyZxG84/qtE+fnii/WlFbfzRUa0T8drLXO7EUpaT2niRWVqxecI348vZiYoo5QoP5+uUPzGLNp0Zph//vn5f6PiNx3p+vwm7XolyvfvN0C+APJz9W3Fnfllz1Utari8HgoBBHpOwG+s4hxVtBV+w7Vr0QLNm06ZpU4GafkA5SElah6NfE3xa22+3tMMd6xG/UgjRyruVHkti99sxbiH6bTH3cHn160qytv6TWUuZc5s6PGY9vmjXvl6wOeH6AD7g8ZnULxPPgc4LykvZNHgs9rxs7HqRi7RqpxGqt79+7GNztCy4StqE/vu+/Tj6XOP7Xzui9t5Xfnz1Laat3rWJtrFML2t5/mc5OdzGp/fHlbeV6Lc6eBzme/Py6O9z4NXKmltqYlVlGjjYXqbdDzfxtvj5U8p6f4frem/KpMqPufH+dfP2ZeVtDZKJyoaH6n17Nbgur6qdssoMyv1jnUv9/Pax7wT5ccv7QA9UdN7xsJsaCsfDwcp52TzPPB12gpK3raZ6X/p9unjurCm3WnkSh9PPxZ+XHw8Rq2skaWVsvvLP/5F00/o9j6+o/xcXVLx45+29/0/o6TXVr52tGu6nbEt6W1jeXpb3azf1ELa069ne/u4hncV7Lmvo/1a7OfyqsqXlQeVqusdrXADxc8zb0ut8nMjatoYKRjerHn3FMz3LO+Tz9PuQPVzy8fgOKWq2jRbkZ9bv6ixUr92n6n4+OkK1xp3zaJ2FfBJmkIAgc8LXKhJXyT5BO83Qr4Y9dB1wcTBZ/+epbF1lWjjdult8uNF074I9oVm1FiN+KKk6P7fjkbZ8DQNV1PeqBOfiHzya6Q+VKMHGmlImy4T8EVCIxcKfpyqfqxO1TqdRmqXRho12eZZtT+9wdu4Q8GhEEAAgRDwuc55PmY0OLxX7RZUBiuzKbMm8Ru5tHz9PI3iN4fzpAvqjI/X8ugcfVrjeyue55pU2VBZQHFHpjNnlhs1dKdL1Dka8ZvZsvK1gt/wpfF1RTo9StPvKlHu5DggJnr50J0wTjPljp5bGryBOzKKOjMavHlhs9Ga+4vCJV+c6eeqU2W5s+q/Va6wC9fla95bm1i/j9eZlVmS+Pmeljvf51N83EdbDx0fh1E+Tg9TposZnRx6H9IO2Z9revuSdbmz168VLt//CMWvP62Un2/zJys4ReP7JNPp6FGa8D5HPaaRBWOiwaGfX46PSw9vUjZWorx/cR/R1kO/JzlUuVSJOkcjKyqxrmjfzLSfP97nrqxdtHI/Xq7zO/794j8TNOvPStjvpfF4rL/YuvNzfJ5xh6VTVj5OVla+lTTwvLLyhyi1ys/xKL+nrap87Pnxd/mcVqtD939avqcbUgiEQK0ndbRhiEB/E3hQO+yTViN1vBo5VdbFWpnTSJ2kRg6FAAIIIIAAAq0JuNPUqVf+ttivFXeWpJ2lZePRmTqD2jsLKf4G38nKPYrr28plHWNf/Cf9kNRLT1PGKK8ofgP4Ujb0uPOeQiGAwEQBHz+vZikzKeoccueVP+R4J7mRO1TiG6iTaTxS64sQbpNfHsd9rPpojYxS/N48be/7O1uJ8vSByleUzt63t+U2Ja1bNOHXJN9/uq2+v4eUtDw9tZJuZ61tsWMsj74HvyamNb8m/KFPUS2dm7mhptNO6dzihiZXVauu7AD1/u6cbMk0GnfnZlG5AzdqB434w663Y0YXDd2BuLyyqLJYlkU0zHdU+rErq+fKFmTz3XkdZY+qao5kRc8n44wi0JBAvAg11JhGCCCAAAIIIIAAAggg0PHz4TFycBopv5GcUYnOUHfKpJ0gt2v6XMVvGqMj00N3bua/mXeN5jkUAgh0nYA7/9LOz7gnH4/5YzKWdXb4qG54aIM3PkPtnCrrUq3MaaQ2b6RRrk10gEbn6vu55Qdr2l/oGKikbd05OFpJaylNDFainYex3phXb/rhdIVdML6+1jlvst74dmsyq3B0Os11J2jVj2/cmdf9E2WZmJEb+pvwzyiL5+YXTY4vmtkN8/xBY9TYGGGIQKMCdIA2KkU7BBBAAAEEEEAAAQQ6J+DOlLeyPFWwipc1b0jBfGYhgAACvV3AHZnOxzV25LUay9JF/rNeTjvXri1snL8p2hUdoIdovUcl2+U/GeBzkb/R618/OrcqayrDFZfPW+1Wrycb5A8VKQSaEqADtCkuGiOAAAIIIIAAAggggAACCCCAAAJfEBikOZtlcz/Q0D8zL/omcdakYzCL/vXfVvU3YL+krKbcqVRV39CKovPTndD+xu1ZyjglX/4zLVH+Rm271ShtkDtv/S3feZV65Z/1pz/Hr9ee5X1coB2f1H2cnN1DAAEEEEAAAQQQQAABBBBAAIE+JrCD9if+lqa/STlGiW//lw39s/OrlKi9Y6Si4SbJeoZp/JdKUeenm83vf7Jqxy/L+Wf68fdHva1TxsaWDK/UfLvfr8xc0obZ/UigHZ/UfY3ff3S71h8QbmV/Z23lxtwWAQQQQAABBBBAAAEEEEAAAQQqEUh//n5hE2s8R223yNp/R8MfKemfBfC3HqP87cdmapWk8Y3JeH7UHbdbJTObvZ/kpnVHY386cx//1toXUqZR7F32JwO83D/pj/+0q93/dII2lepqATpAu1p4kkn8lXa+adv1ztwDAggggAACCCCAAAIIIIAAAj0h4P9d3T9hd7nz8rqOscb+cdsXlLkVf6txF+VEJerdGNFw9mS8kdH0Pwvy9t1VcCN3RP5Z8T5ETRUjXTCM/Zle6/b9+M8FNFqHq+GWiv9kwE+VvysvKvmynzs/XZdPHPBvfxegA7TrnwFf012cpyyW3NVLGo9PPZLZjCKAAAIIIIAAAggggAACCCCAQC8TGJJs7yUa98+1Gy33DVyg+O9zuvZQ/FP1+I+IXvbMrH6YDf2NRv/E+8lsumxwsxa4w9B1vOIOx+HKs4p/Uer+Cn+TcmMlra78tWnsj/ujrlKuVvyz/HOVeuX9/bVygOKfwfvn7TYZofjXt/67q3bcSXE9rJzUMcY/CCDQLQL+exN3K34Bc45W+mudrB23wf79FYD9RgABBBBAAAEEEEAAAQQQ6DMC7lR0h2S8309/dt7oTi6S3N7rWT+54dQa99++jPXHcJ+szdBk2fbZvBj416i3JMvjtv5m6KfJfHcUrqH4y1puM0ZJf8nqDt647b4ar1XXamG0naOgoW8fy2P4StJup2S5OzfzNa1muLM0bhtD/4dHMe6hO1rdIdoX6kLthPfJf2eW6qRA+oTu5Cq4WQMCfjFcT3k0a+uvaq+TjTNAAAEEEEAAAQQQQAABBBBAAIHeKfBtbfZM2aY/oaG//NRsPaUb3JrcaO9k/H2Nuz/hHiX9ZumSSZuyUXdy+tudxynpT839c/tJFXd4+huTyyu3K/9QXPMoa3mkC+p0rfNoxR2UUbNpZFBM1Bn6J/S7KlsoTyruGHQNnDjoMDpV44srXk4hgEAPCKyq+/TX232AjlVmUPpb8Q3Q/vaIs78IIIAAAggggAACCCCAAAJVCPhvhC6ruANzsiZXOJ3aL6dsqaytdOXP3LX6hmpetXJHrr/V2dny3xJdTfF++e+c+hu5fa34Bmhfe0T7yf6cov10B6jzs36yz+lu0gGaajCOAAIIIIAAAggggAACCCCAAAIIlAvQAVpu0/CSZj8xaHjFNCwVOERLns2W+g/3+lMYCgEEEEAAAQQQQAABBBBAAAEEEEAAAQS6QMD/6xbVvQL+exXbKZtkd7ughiOzcQYIIIAAAggggAACCCCAAAIIIIAAAgggUKEAHaAVYjaxqrvV1qEQQAABBBBAAAEEEEAAAQQQQAABBBBAoAsF+Al8F+KyagQQQAABBBBAAAEEEEAAAQQQQAABBBDoWQE6QHvWn3tHAAEEEEAAAQQQQAABBBBAAAEEEEAAgS4UoAO0C3FZNQIIIIAAAggggAACCCCAAAIIIIAAAgj0rAAdoD3rz70jgAACCCCAAAIIIIAAAggggAACCCCAQBcK0AHahbisGgEEEEAAAQQQQAABBBBAAAEEEEAAAQR6VoAO0J71594RQAABBBBAAAEEEEAAAQQQQAABBBBAoAsF6ADtQlxWjQACCCCAAAIIIIAAAggggAACCCCAAAI9KzB5z949996PBQ7Wvu/Zpvs/SNvlfKz8r023kc1qTmCgmn+ifNrczWjdpgIDtF2TKj5Gqd4v4MfS1yO85vb+xzL2wI+nz59+3aV6v4Bfc/2liY96/66wBxLgNbfvPQ38muvjc1Tf2zX2CAEEMoG5kWhdgA7Q1g1ZQ3MCo7Lms2votHNN0c4bx7Y1LcA33psma/sb+E051XcEeM3tO49l7AnXmSHRN4ZT9o3dYC8yAV5z+9ZTwddES/StXWJvEEAgJ+APl5/LzWOyCQF/Akgh0N0CC+sO/Y28dq2fa8O2Vk5TrmvXjWS7GhZYSi1/qfxXOajhW9GwnQXO08bNoeysvKJQvVtgB23+d5ULlT/37l1h6yXgbyicrYxVdleo3i/wK+2CO1Z+pDze+3en3+/BxhLYRxmunNHvNXo/wNTahcuVd5WVev/usAcIIFBD4B0tG1NjOYsQQACBpgV+r1v405U9mr4lN2hHgTW0UX48b2vHjWObOiXwrG7lx3SBTt2aG7WbwC+0QX48D2u3DWN7OiWwqG7lx/OJTt2aG7WjwF3aKD+mq7TjxrFNTQvsq1v48fxN07fkBu0oML02yo/n+HbcOLYJAQQQaCcBfhLaTo8G24IAAggggAACCCCAAAIIIIAAAggggAAClQrQAVopJytDAAEEEEAAAQQQQAABBBBAAAEEEEAAgXYSoAO0nR4NtgUBBBBAAAEEEEAAAQQQQAABBBBAAAEEKhWgA7RSTlaGAAIIIIAAAggggAACCCCAAAIIIIAAAu0kQAdoOz0abAsCCCCAAAIIIIAAAggggAACCCCAAAIIVCpAB2ilnKwMAQQQQAABBBBAAAEEEEAAAQQQQAABBNpJgA7Qdno02BYEEEAAAQQQQAABBBBAAAEEEEAAAQQQqFSADtBKOVkZAggggAACCCCAAAIIIIAAAggggAACCLSTAB2g7fRosC0IIIAAAggggAACCCCAAAIIIIAAAgggUKkAHaCVcrIyBBBAAAEEEEAAAQQQQAABBBBAAAEEEGgnATpA2+nRYFsQQAABBBBAAAEEEEAAAQQQQAABBBBAoFIBOkAr5WRlCCCAAAIIIIAAAggggAACCCCAAAIIINBOAnSAttOjwbYggAACCCCAAAIIIIAAAggggAACCCCAQKUCdIBWysnKEEAAAQQQQAABBBBAAAEEEEAAAQQQQKCdBOgAbadHg21BAAEEEEAAAQQQQAABBBBAAAEEEEAAgUoF6ACtlJOVIYAAAggggAACCCCAAAIIIIAAAggggEA7CdAB2k6PBtvSLgLjsw0Z1y4bxHa0JBCPZwxbWhk3bgsBP5afKu+0xdawEa0KxLEZw1bXx+17VuBt3f3/FB7Pnn0cqrz3uB7iMa1StefWxePZc/Zdcc8TtFInHteuuA/WiQACCCCAAAJ9VGB67dfGyoA+un/9cbfW0U7P3R93vI/u88Lar1X76L71x92aSju9iTJlf9z5PrrPq2u/Fuyj+9Yfd2se7fTa/XHH++g++/rW17nT9dH964+7taJ2esn+uOPsMwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAv8vMOn/jzKGQMsCP9EafpSt5WQNj295jT23gmt1199Uvq/8psHN2EztnOWUxZWXlEeVs5UrlP8pjVSr69lEd7JRI3ekNu8pBzTYlmZ9U6A7jtu9RXdExrevhpc3QdmZY3FWrX9/ZQXFx+NUytPKzcqpylilkWp1PZPpTvz64WEjdaka3dRIQ9r0SYHuOBa7C2413dFtypuKj6NGqtXjLe6jqvVMqRXurKysrKQsojynPKb8VrlRoRAYIIL0nDKPpj/pAhafw6ZVnlVWbWL9nTkWvfpWr0VjE6taz4rZNvlY9LjLx+LtygnKOIVCAAEEEEAAAQS6TeBI3ZM7+RyP99baRxse+7FfAzsxk9pclNwmbpsO79fy+eqsq6r1XFxnW9LteqvONrG47wt0x3E7NHlObt8EabPHolftDwD84UP6PE/HJ2iZt6deVbGeJXQn6X3XG9+/3kaxvE8LdMex2B2AM+tOHlf8fH+twTus4njzXVW1Hp+v/63UOmYv13J/uEL1b4EB2v30eeLprqi3tVLfz5NNrLwzx2JV16JVrce7+33lQyV1Tsdf0bJGP/hXUwoBBBBAAAEEEGhdoC+8efuuGPzJfVxY1esAHai2DyXt3blygeJvvB2kXK/EusZofFGlqKpaj9cdbzzjfmsN6QAtejT617zuOG470wHa7LHoR21bJX2+P6jpo5RdlVMUv0mK5bW+oV7VerZL7i/ut9Zwf7Wn+q9AdxyLXa07g+4g7ThspAO0quOtqvWson14VYlj9RmNn6TsrJyqvKvEsjM1TvVvgQHa/Xg+eOjprqhmO0A7cyxWdS1a1Xr8S8U/KOHra+yrlb0UX2PfqcQy+/jXVxQCCCCAAAIIINAtAr35zdvUEjpB+ViJiykP63WA/ixp75/GrazkazfNiPXenF+YTVe1Hv88Kjpw/6HxOetk9uz+GfRfge44bpvpAO3ssehvuqTf/HRHhd+EpTW3Jv6lxDG+VrowG69qPV6dO1njvjbQeL3jcRrfiOq3At1xLHYl7qpa+SNKPOc9rNcBWtXxVtV6/LP3J5J9cCdLvvzN7rFK7Oc6+QZM9ysBd3jGc8FDT3dFNdMB2plj0dtc1bVoVevxh5dh+7jG/ecF0ppME752jza3pgsZRwABBBBAAAEEulKgt755W1Mo6RueuJDysFYH6Fxa7r+hGe1X13hZ+e+FRbstc42qWo9X64veuB8/HhQC9QS647httAO0s8ei99Hf8Izn/g01dnqwlr2ftR1Z0K6q9XjV12f385GG/FTWIlQtge44Fmvdf2eX+YM3Hzfx4Vschx7W6wCt6niraj3+m9ix/b/ReFntoAXR7rSyRszvFwIDkueCnxOe7opqpAO0lWOxqmvRqtbjDyPim9jvanz+ElR7P67Y3q9BsykUAggggAACCCDQ5QK97c2bf1pzuvKpEm9kHtW438zEdK0O0E2TdpdqvFb5m5axzotzDataj1e7d3I/m+fuh0kEigS647it1wHa6rHo/bpPiWNsqaIdTeb5uI+2/jZXWlWtx+t8WfH9POAJCoE6At1xLNbZhKYX++fizyhxPLkD4mjlxWxevQ7Qqo63qtbzYLbdb2k4SCkrdzR5v31s+z86pPqvgDvg4vnvoae7oup1gLZ6LG6qjY79aIdr2i2S7fFrY606WAv9RQb/JL7WlxFqrYNlCCCAAAL9QGDyfrCP7GL7Cfji0N+eWE5x54MzjfKU4gsYv6H4nTJByZcvbL6XzTxMQ386vK6ynrKq4nU9pvjN0EXKPUpZ+acz+yQLz9H4D5Ttknm+GCyrtJPltrJG2fxXNHxBmVtZR3GHT6y7qvVolZMs73+yujdGGCLQgsApuu1Uip/Dh9dYz5e1zB3wrquydEw08E+rx6Jv72Pf9Ybin+HWKr/GRPn1w68ZrqrW43X5WPcHHy6OxYkO/FuNQCvnUG/BsYp/Mn63cp4yq7Ktspri8+jHis+h7kw4Q/lQKauNtWDBbKHPcT6336zsmM2L81w2+blBVcdbVetZTFv3pWwLh2v4+ue29vMT/kbaQp+fxRQChQI+x2yVLTlXw38Xtpo48xAN5suW71WjXdGiVo5Fr6+qa9Gq1vOdZCfPT8aLRv2a5lAIIIAAAggggEC3CfgTWr/ZcTxeVEtqpi/+ol3Z0B0SXylYwZDktoto3BeLZevwm7b9lbLym0jf9nol/cQ4vY99y26s+ecpcd/r12gXi+5I2i8aMzWsaj1eZdj6m2dR7mwdrNT6Nku0Zdj/BHysxvPY4/mq962TaL+ZRmI9R8TMbDg0WbZ9bpknWz0W/fyO+3anTb3yBybR/o9J46rW41VumNxHdAx7/nTKwor3mUIgFfDxF89LjxdVq+dQr3O04vu5UFlAeUKJ+80PfU5xm7Lydr6m/EyZIWkU9+EPKctqsBbE/bXDcesPP2N7dinbaOYjkBMYoOl43njo6bTqnf/StvdrItaVzvd4vXNxK8ei13+eEvfdDte0j2fb85w3jkIAAQQQQKAKgcmrWAnrQKBBgZXU7nZlyqz9CA3/qbizzt9GWUrxGxAvX1y5UPGbvU+VojpBM/0TmY8Ud2I+rPiT83WUuZSBysmKf9bu5fnyer+q3J1f0OB0+u2Q9I1f2c3nTBb4GzdPZtNVrccX3ctm67xXw9WUw5U1FP9czzVa8f7+VHlaoRBoB4FWj8U3kp3ozLEYN69qPV7fcrFSDd3BdIiymzJYmVT5QBmp+HXuN4rfeFII1BKo+hzqD+LuUOZWfD66VfH5yOcMfwDpa8SVlT8rqypFdalmHq+8U7Swzryqjreq1hPnT292fEvc5+1vKGsq9n9W8fn1L8pTCoVAuwi0cix6H3zsR3XmPFrlNe3U2pBFso2JY9Hf9PZ1rY9FZ3rFx6I/PPG++zqCQgABBBBAAAEEuk3gSN1TfHrs8Xz9STNi+d75hdn0/Bq+kLTzT3rSGqKJWIeH7kBYKm2gcXd83qhEu+G55fUm0/uo9Q3QtN3P66zUF3MfK7FN30raV7UeO8T6xyfjMS8d+s3qPsk2MNp/BY7Ursdzw+P5qvetk2jfyjdAYx35YXps1DoWfbvRivfjQyU+ZNFoYR2jubHPd+daVLUevyGL+xiXjMe8dHizlg/ObQeT/U/Ax188LzyeryrOoV5nPMfjvg7WPHd2prWBJj5Sos2K6cIGxuM+Xq3TNtq1w3F7cbK/vhZxR/Bbybyw8NDnUH+gQSEwQATpc8PTaQ3VRCzfPl1QMN7KN0ALVtcxK46xesfiELWO7ezpa1r/SZvYlnM17ut6fxAT8/JDX/PPq1AIIIAAAgjUFPCnaRQC3SHgb5hsld3RXRr674oV1fOaeWqyIP0WVTK7Y9Sf9u6i5P/en9+0+b78hsrlN3L+xlXVNTJZof9W0yzJdH70AM1IL4r9jdeoqtazfKxQQ38y7r9Rdo3yY2VH5QQlvvU5rcZPV7ZTKAT6gkAcR36jdGCNHZpJy3ZPlqfHomdXtZ70ePS3aR5Tfqt8TxmqXKL4TZxrLeUqZcIfg78AABsxSURBVAqFQqBIoCvOob6f4cqxij+gS8u/mjglmfHNZLzK0aqOtyrW4/NmlL/xeoMyo+KOI3s4/rm/y+fQs5QjPUEh0AcE4hjyrvT0NW16LPrXElcq2yp+nXpIuTwbxuvWOpp257G/sU0hgAACCCCAAALdIuA3AvGpbP5NgTsA1lb8jYmvKbVqCy2M9fiNWVpDNBHL/pkuKBhPP0n3m5hGK72Pfevc6B9aHtvjDgx3ruTLF2bvKNHOQ3eCpFXFek7UCuM+xmjc3wjN1zSacaYS7fzGbrZ8I6b7lUCt49YQbyt+vjzpiRq1mZbF8+qIXLuhybLtc8tqTTZzLPp1xR+KeBveV/LfHtesjk6Lv2gY2+nh016QVBXr8Zu32Bbfx0lK0Ycwvq8XldieYRqn+q9ArWOxqnOodUcr8ZxbowZ3ekyfXKNd0aK4D59jalUVx5vXX8V6btV6wuUjjftD1EOUAUqUx49Q3PHitm63rEL1XwE/J+J542H6fLFKM+e/+5N1+bZpNXouTm/j8dGKt6vesei2/8jaun1PXtP6ujlMfYx5/D4lf127jOaNzJa7zcUKhQACCCCAAAIIdIvAkbqXuGDxeLPln+D5WxdpB92JuZUM0XTcx+9yy/KTNyZtm+nkS+9j3/xKc9OLatqfTsc2Pa/xI5TNlV2V8xR3hLjNcCXabaLxtKpYzyJa4ZbKgcoCSlkN0AJfSMa2+OfAVP8V8LEazwWP56vRN11pZ8kRuZUM1XTcx/a5ZbUmmzkWvZ5zlbgfD/0tyz2VTZVDlCcUz/eHJ29m4/dqmK9W1zOlVug3cN7+HfMrz02nH/i4w2W63HIm+49AvWOxnkQj51CvY7QSx0mtb0y5UzHa+RcDzVTcRyOdLq0eb7Fdra7nLq0o9tdD/3KjrNLHytcaVP8VGKBdT583nk6rmfNfT3eAVnEt6n1vdT3+xnlq6g/1p/eKC2pWzYvzuW+zZkEbZiGAAAIIIIAAApULpG8IPF6rVtTC3ZTjlb8p/1UmKOkFj8d/qaQ1RBPR5uB0QcH4tUnbOQqWl81K76NeB6jX4c7M15TYrvzQ3/5cVzk8aVN0gVbVenQ3dcsdQrGd/pk81X8F6h23vakDdAY9jH9R4rldNLxCy6dV4lslN2k8X1WtJ7/esun7tCC29StljZjf5wXqHYspQGfPoV7HaMXPN38wV/TNZM3uqFX0bzwvz8jmNTqI+2ikA7Sq463V9fiDkdjfxzQ+oMbO+tcU3rdwrNW2xmpY1AcE/NjH88bD/HOhN3WA+uGo6lq0lfX4m+mpab0PTv2nnqL9od4JCgEEEEAAgSKByYpmMg+BLhTYQeseqdyjnKX4osXflvTPWvz379wp8bjSSI1vpFE3tBmu+1hWuVRJ3+z5Yuw6xT/99xurBZSocTGSDKtaT7LK0tEHkyXedgqBviDg14TvKLso/jthHytRL2lkmLKlMkiZXHEVHYtVrWfiPdT/l+OxvhEtJgpUeQ59W6v0eaqnq6rjrdX12CPqDo18EhMFw/c074Fsvr/xvXBBG2Yh0BsFhmuje/qaNj0WbXhrHUgfr1H5n8nHfIYIIIAAAgh89gYQCgSqEKj1TRKv/xDlqOSO/ObiKcUdFe4AcHyR429H+gLM1Q5vziZuSe1//Xf8tsmazKfhzMooxW/IogZnI97vZ2JmbljVenKr/cLkGM2xrR+zQV9Yyoz+JFDvuA2Leu2iQzHa9+TwfN25M5WyhPKG4uf8p4orjkWPP+l/Sup8zXdaXY9WUbOeT5b653xU/xSod4z15XOoH/Hzs7R6vHV2PX6NiHo2RmoMff2ybrZ8EQ39Jzao/idQ77hNReq1nTxt3IPjVV2LdnY96bHoL0ak00UsPhajfCxSCCCAAAIIFAq0y4m2cOOY2TYC/mbmrxR/w+E5ZS+lqKZMZuY/vf2Glh2VLf9YQ/98/SxlXDYvHfhnbFG98VvKo7XxTloDNfGlbIY7fPM+adsYb3Y9dptdmVoZGSspGbqTNi7Ea3UAldyc2b1AoIrjNt1NP4dr1Yy1FvbQMv/EN76llW7CSsnE7cl42Wiz6/G51X932BmrvK7UqrRDlk6UWlK9c1kVx2J/Ooc2e7yVPSuaXU963vQHJ/XKH3RG+W8QUn1PYGPt0nbKwsqeij+oz1d67fu+FvpD7rLqjefRZq9Fy/a9mfX4nOnO07kUm9k/7eTU5OeKY/FzHEwggAACCJQJ0AFaJsP8VMD/Mccuiv/m1WPpgtx42gHyRm7ZJsn0MI3n/7ZnsniS+ZOJdn6OzqTt9H7NqfiN03VKWW2mBfHNrnyHSxXrmV7r9wWjvXwBPoviN39llf5EqNZjWnZ75re/QBXHrffS375wuWO9Vi2YLIzO9WRWl4+uoXtYVplDOUbx/pfVkGyBvwV9R65RFes5Wuv0n/dwDVN+7pEaxfFYA6cPLKriWPS5JmqYRvrCOdT7U8XxVtV67vaKslo1RmoMF02WNfKN0aQ5o71EYElt53ezbXWneFEHaK1rX980zqEer3Ue9TKfv3qqqrgW9bZXtR4fj5tnGD4ea3WAcixmUAwQQAABBBBAoBqBR7UadxZMUPytpqLy3/V0G2fdXIN/Jcu+mluWTvqbMul6fpMu1Lg7LuI+9s0ty09em7Rt5qKy0fuYTuu3h7cn34miWZ8rd47Gdq/yuSUT/9fnKtbjjtW4j7hozN3VZ5MjkrbbfzaXkb4m0Opxa49Rip9X/vn4IKWo3PF+vxLPv2G5RkOTZc083xo9Fn137nSM+1/PM0rKrz/R7pqCNlWsx69/cR92qdUhvHbS1h9GDFCovifQ6rFY1TnUsqMVPz/Tv1nt+fnyuSqex2fkF9aZbvQ+qjjevClVrecRrSv22ftfVstpgb/p57buqKH6psA22q14PvyqZBc3Ttr4OixfO2tGrOPU/MJkequkndvn623N8Pwn8wvqTDd6LLbbNe3W2f56n69Wap1H/5q0/ZbGKQQQQAABBBBAoCWBv+jWtS7gfpgsf1/j/hteaV2mibj9HumCZNxv/C9P2rn92clyjw5RYj093QHq7bkx2x53Drkjo6gO0czY5iuLGmheFes5KLmf5zSe/iQovdvvJ+3u03iti8r0doz3PoFWj1vv8d+VeP6e7xkFdb7mRRsPhylpdUcH6Nd0h7ENPp6K/nyGv13+dNJuRY3nq4r1+PXvNSW254D8nWTTs2uYdrhsVtKO2b1foNVjsapzqCUb7RBxB2A8h89o8iFo9D6qON68aVWtZ69kn1/S+GCvPFc+vm9Twmb33HIm+47AMsnj/I7G58vtmn9t83TSZlhuuSfdWR7PlQ80voRn5urLmh6nRDsP89XVHaC+vxsV33c7XNP6OBuVbY+36VilqDbWzHDzte+AokbMQwABBBBAAAEEmhHwxdknSlxk+NPYvZUfKFcoHymxrOiNkjsrY/mbGvftFlRc/mn4FspwJdrE0J0vaQ3RRCxrhw7Q9bQ94fKKxv3ttmkVf5P164otYntf13jRha9mT1LFevwtPH/7IO7P3xLwzyanU7zMF+HnK7H8fY2vqVB9V6DV49Yy/jZFPGc89HN6A8XH7y5KHLdjNR7thmk8raGaiGU+RhqtZo53d3iOUOJ+LtX4osqkijs+d1aeUWL56RovqqrWs6FW7jeRvj+/Rvjb7Dbz9rjjcxvlRSW2x6+pVN8VaPVYrOocauHRip93r3qiRq2iZfH89HHfTDV6H1Udb1Wtx8fnLUrst7+VvacyjzKl8jXlfiWW36Zx3zfVdwXSDx98HfcL5XvKycrTSjwX3tX4QkpR+VvC0c4fevmD6EUUX4MdpbykeHl6HtXk56o7OkDX0z36fOVt6elrWu/8+srHStj9VuNrKb6mnU/5mZIud3sKAQQQQAABBBCoROBUrSUuQsqGI9VmxoJ78xuE9E1F3N4Xe9FJ4HkPK2socTE4RuO+bdQQjcRt26ED1Ns1LNkmb5v3J37SHtv6huYtr9SqYVoY7Tu7Hr9Je6KB9TyvNispVN8XaOW4tY47BPzN5fS5mR9/XMsXStocofG0uqMD1Pc3l5J2Kno7/Y2b/Paeq3ner7Kqaj0/1R2kb868He8r+e05TfP8ho7q2wKtHItVnUMt3GjnZHd0gHp7qjreqlrPNNqm85X8ceq/5ZrOe1DT8ypU3xZYRLv3mpI+9vlxdxruXoPhG1o2rs46fL44Kmmj0c9Vd3SA+g6HKen+9eQ1rbdnbSXeE8R2Tchto/33VygEEEAAAQQQQKBSgW21Nn9rJC5CYugLu18r0yplNb0WHKsUdQC408IXfwMV14VKrHudjjkT/2nHDlBvmb9pme949PZ/oPibX42+SapiPf726UHKW0oYxtCf6F+q+BtoVP8RaOW4tZI7Cw9U8se+j3t/S3s2ZYASz7MjNJ5Wd3WA+j5nVfwtkXzHo7ftIWUrpVbnpxZ3VFXr+ZLWdpMSNjH8SPPcgbKjQvUfgVaOxSrOoZYerfh56OO5VnVXB6i3oarjrar1eJt8veHzujuA4rj18E3ll0qt6x0tpvqQwBzal8uV9HkQ4//R/PUa2NeF1eYWJT03+bnlb4TuqriOVGK9HTOSf7qrA9R3WcW1aJXr8YcbvtYYr4RPDG/TvG8oFAIIIIAAAnUFGnkTWHclNOh3Av4mygLKkop/Xj1WuU95T2mkfBt/ou6LQX8zcqTiT9d7e9llsLK44m/BPqX4zZMvWpuprljP1NoAP0bPNbMhtO1TAq0et4Hh5/hyip9L7lD0G7h2rBm0UT4W43XmSY2PUvymqZnqivXY7gHFHwZR/U+g1WOxr55D/UzoiuPtDa23s8e/t8nn8xUUf3AYr3uNXu/oJlQfEvCHEL729TXsW4qfV04z5eux5ZVZlH8pryvtWF1xLdrKtbGNJlUWU76suDPU19jPKBQCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIII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## Sec 14.10: Classes and Methods
## S3 methods and classes
print
## function (x, ...)
## UseMethod("print")
## <bytecode: 0x10094e078>
## <environment: namespace:base>
## ss 14.10.1: Printing and summarizing model objects
elastic.lm <- lm(distance ~ stretch, data=elasticband)
elastic.sum <- summary(elastic.lm)
## ss 14.10.2: Extracting information from model objects
names(elastic.lm)
## [1] "coefficients" "residuals" "effects" "rank"
## [5] "fitted.values" "assign" "qr" "df.residual"
## [9] "xlevels" "call" "terms" "model"
elastic.lm$coefficients
## (Intercept) stretch
## -63.571 4.554
elastic.lm[["coefficients"]]
## (Intercept) stretch
## -63.571 4.554
elastic.lm[[1]]
## (Intercept) stretch
## -63.571 4.554
coef(elastic.lm)
## (Intercept) stretch
## -63.571 4.554
x <- 1:5
class(x) <- "lm" # Inappropriate assignment of class
## print(x)
## ss 14.10.3: S4 classes and methods
library(lme4)
## Loading required package: Matrix
##
## Attaching package: 'Matrix'
##
## The following object is masked from 'package:reshape':
##
## expand
##
## Loading required package: Rcpp
hp.lmList <- lmList(o2 ~ wattsPerKg | id, data=humanpower1)
slotNames(hp.lmList)
## [1] ".Data" "call" "pool"
slot(hp.lmList, "call")
## lmList(formula = o2 ~ wattsPerKg | id, data = humanpower1)
hp.lmList@call
## lmList(formula = o2 ~ wattsPerKg | id, data = humanpower1)
## Sec 14.11: Manipulation of Language Constructs
## ss 14.11.1: Model and graphics formulae
plot.mtcars <- function(xvar="disp", yvar="hp"){
mt.form <- paste(yvar, "~", xvar)
plot(formula(mt.form), data=mtcars)
}
## Plot using data frame mtcars (datasets)
names(mtcars)
## [1] "mpg" "cyl" "disp" "hp" "drat" "wt" "qsec" "vs" "am" "gear"
## [11] "carb"
plot.mtcars()
![plot of chunk unnamed-chunk-1 plot of chunk 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CBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECCwGIH1FrOQZQgsQeDuWfb5yQZLGMOiBAgQIECAAAECBAgQIECAAIHVInB5dvSNyVWrZYe73s/1ux7QeAQWEKji58sW6GM2AQIECBAgQIAAAQIECBAgQIDALwW+m5cf+uVbr8YRUAAdR0vfLgTaMz8/lsFO7GJAYxAgQIAAAQIECBAgQIAAAQIEZlTg4OzXg5K2njKjuznZ3VIAnayv0YcLVPHzbcNnm0OAAAECBAgQIECAAAECBAgQWPUCVfysaEsQuP0SlrUoAQIECBAgQIAAAQIECBAgQIAAAQIEplpAAXSqD4+NI0CAAAECBAgQIECAAAECBAgQIEBgKQIKoEvRsywBAgQIECBAgAABAgQIECBAgAABAlMtoAA61YfHxhEgQIAAAQIECBAgQIAAAQIECBAgsBQBBdCl6FmWAAECBAgQIECAAAECBAgQIECAAIGpFlAAnerDY+MIECBAgAABAgQIECBAgAABAgQIEFiKgALoUvQsS4AAAQIECBAgQIAAAQIECBAgQIDAVAsogE714bFxBAgQIECAAAECBAgQIECAAAECBAgsRUABdCl6liVAgAABAgQIECBAgAABAgQIECBAYKoFFECn+vDYOAIECBAgQIAAAQIECBAgQIAAAQIEliKgALoUPcsSIECAAAECBAgQIECAAAECBAgQIDDVAutP9dbZOAIECBAgQIAAAQIEpklgo2zMLsm2yc+SHySXJxoBAgQIECBAYGoFnAE6tYfGhhEgQIAAAQIECBCYGoHdsiX/mlySnJp8Jvl68pPm9f/KVCNAgAABAgQITKWAAuhUHhYbRYAAAQIECBAgQGBqBF6cLfl28pRks+S7yWeTbyQ3J49Kjk/el6xJNAIECBAgQIDAVAkogE7V4bAxBAgQIECAAAECBKZK4G+yNW9J7pC8I7l7cp/kt5IHJdskL02uSJ6aHJNUX40AAQIECBAgQIDAqhV4a/b8luRFq1bAjhMgQIAAAQIE+iGwfzazzvC8MXn8AptcRdELkvo57zWJRoAAAQIECHQjcFSGqf+/HtzNcKtzFGeArs7jbq8JECBAgAABAgQILCTwxnRYL6mzQP99gc6nZf4fJfUL2suSekiSRoAAAQIECBCYCgEF0Kk4DDaCAAECBAgQIECAwFQJ7J6teWByUfLmEbfsi+l3XLJJstAZoyMOqRsBAgQIECBAYOkCCqBLNzQCAQIECBAgQIAAgVkT2K/Zof/I9Loxdq49U7RdfoxFdSVAgAABAgQITEZAAXQyrkYlQIAAAQIECBAg0GeBHZqN//6YO9H2337M5XQnQIAAAQIECExMQAF0YrQGJkCAAAECBAgQINBbgRuaLV9/zD1o+9eDkzQCBAgQIECAwFQIKIBOxWGwEQQIECBAgAABAgSmSuCHzdbsMeZWtf3b5cdcXHcCBAgQIECAQPcCCqDdmxqRAAECBAgQIECAQN8Fjm924MBMtx5jZw5u+n56jGV0JUCAAAECBAhMVEABdKK8BidAgAABAgQIECDQS4E6g/NTyWbJ/zfiHjw1/R6WXJx8dMRldCNAgAABAgQITFxAAXTixFZAgAABAgQIECBAoJcCL8tWX5v8afKaZL52UGa+u+nw15leOV9n8wgQIECAAAECyymgALqc2tZFgAABAgQIECBAoD8C386mHpLclLw6+XxSl8RvlFRbL9kreW9ybLJx8vbkXxKNAAECBAgQIDA1Au1TGqdmg2wIAQIECBAgQIAAAQJTI/DBbMlPkyOTRzS5OdNLky2SDZNq1yV/k/x9vdEIECBAgAABAtMk4AzQaToatoUAAQIECBAgQIDA9AnUA43umfxVclJyS7JNUsXPs5K3Jbslip9B0AgQIECAAIHpE3AG6PQdE1tEgAABAgQIECBAYNoE6p6eb2hyh0zryfCXJ9cnGgECBAgQIEBgqgUUQKf68Ng4AgQIECBAgAABAlMnUPcEvWTqtsoGESBAgAABAgSGCLgEfgiMjwkQIECAAAECBAgQIECAAAECBAgQ6L+AAmj/j6E9IECAAAECBAgQIECAAAECBAgQIEBgiIAC6BAYHxMgQIAAAQIECBAgQIAAAQIECBAg0H8BBdD+H0N7QIAAAQIECBAgQIAAAQIECBAgQIDAEAEF0CEwPiZAgAABAgQIECBAgAABAgQIECBAoP8CCqD9P4b2gAABAgQIECBAgAABAgQIECBAgACBIQIKoENgfEyAAAECBAgQIECAAAECBAgQIECAQP8FFED7fwztAQECBAgQIECAAAECBAgQIECAAAECQwQUQIfA+JgAAQIECBAgQIAAAQIECBAgQIAAgf4LKID2/xjaAwIECBAgQIAAAQIECBAgQIAAAQIEhggogA6B8TEBAgQIECBAgAABAgQIECBAgAABAv0XUADt/zG0BwQIECBAgAABAgQIECBAgAABAgQIDBFQAB0C42MCBAgQIECAAAECBAgQIECAAAECBPovoADa/2NoDwgQIECAAAECBAgQIECAAAECBAgQGCKgADoExscECBAgQIAAAQIECBAgQIAAAQIECPRfQAG0/8fQHhAgQIAAAQIECBAgQIAAAQIECBAgMERAAXQIjI8JECBAgAABAgQIECBAgAABAgQIEOi/gAJo/4+hPSBAgAABAgQIECBAgAABAgQIECBAYIiAAugQGB8TIECAAAECBAgQIECAAAECBAgQINB/AQXQ/h9De0CAAAECBAgQIECAAAECBAgQIECAwBABBdAhMD4mQIAAAQIECBAgQIAAAQIECBAgQKD/Agqg/T+G9oAAAQIECBAgQIAAAQIECBAgQIAAgSECCqBDYHxMgAABAgQIECBAgAABAgQIECBAgED/BRRA+38M7QEBAgQIECBAgAABAgQIECBAgAABAkMEFECHwPiYAAECBAgQIECAAAECBAgQIECAAIH+CyiA9v8Y2gMCBAgQIECAAAECBAgQIECAAAECBIYIKIAOgfExAQIECBAgQIAAAQIECBAgQIAAAQL9F1AA7f8xtAcECBAgQIAAAQIECBAgQIAAAQIECAwRUAAdAuNjAgQIECBAgAABAgQIECBAgAABAgT6L6AA2v9jaA8IECBAgAABAgQIECBAgAABAgQIEBgioAA6BMbHBAgQIECAAAECBAgQIECAAAECBAj0X0ABtP/H0B4QIECAAAECBAgQIECAAAECBAgQIDBEQAF0CIyPCRAgQIAAAQIECBAgQIAAAQIECBDov4ACaP+PoT0gQIAAAQIECBAgQIAAAQIECBAgQGCIwPpDPvfx8glsl1VtnWzS5NpML0+uSC5N6r1GgAABAgQIECBAgAABAgQIECBAgMAiBBRAF4G2xEU2y/JPT56a7J7U+2Htxsw4Nfmf5D+STyS3JBoBAgQIECBAgAABAgQIECBAgAABAiMIuAR+BKSOumybcQ5Lzk/enuydzFf8zOzbVYH6AcmzkyqAnpIclGgECBAgQIAAAQIECBAgQIAAAQIECIwg4AzQEZA66LJVxjgh2WNgrDqT84Lk3OSS5JrkuqSOyZpk82THZKdko6RanTF6bPKS5G2JRoAAAQIECBAgQIAAAQIECBAgQIDAPAIKoPPgdDRr04zz8aQtfn4tr9+SfDapwudCbYN0eHBSl80fktT7tyZnJHVJvEaAAAECBAgQIECAAAECBAgQIECAAIEVE6iiZZ3tWflAspTbDhyY5a9vxqrL4ZcyVhZfkVbF27J40Yqs3UoJECBAgAABAgQIECBAgAABAv0ROCqbWnWUg/uzydO3pX0soE2f4vxb9LBmdhUs6yzOm+fvPu/cOuPzpU2POqP0HvP2NpMAAQIECBAgQIAAAQIECBAgQIDAKhdQAJ38N8DDm1Ucl+kNHazuIwNj7Drw2ksCBAgQIECAAAECBAgQIECAAAECBNYRUABdB2QCb3doxjyvo7EvzThtIXXjjsY0DAECBAgQIECAAAECBAgQIECAAIGZFFAAnfxhPbNZxd4draouqa8HIVX75tqJrwQIECBAgAABAgQIECBAgAABAgQIzCWgADqXSrefndQM98RM913i0Ftm+Tc3Y1yW6dlLHM/iBAgQIECAAAECBAgQIECAAAECBGZaQAF08of39VlFXbK+JjkmOTTZMBm37ZkFjk9qWu2daye+EiBAgAABAgQIECBAgAABAgQIECAwTGD9YTN83plAXQL/iuSNyRZJFS7r9YnJt5I6i/Oi5Jrk2qSOSRVLN092TO6V7JPsnrStCqGvat+YEiBAgAABAgQIECBAgAABAgQIECAwt4AC6NwuXX/6pgxYDy86LKkHF22WPKZJJmO1T6X3U5Obx1pKZwIECBAgQIAAAQIECBAgQIAAAQKrUMAl8Mt30A/PqnZKXpdcOOZqr0v/unz+sckBSd3/UyNAgAABAgQIECBAgAABAgQIECBAYAEBZ4AuANTx7Esy3iub7JzpQ5NdkrrcvS6PrzND636hVyZXJHX5/GnJyUl9phEgQIAAAQIECBAgQIAAAQIECBAgMIaAAugYWB13PSfjVTQCBAgQIECAAAECBAgQIECAAAECBCYk4BL4CcEalgABAgQIECBAgAABAgQIECBAgACBlRdwBujKH4PtsglbJ5s0qSfBX57UJfD14KR6rxEgQIAAAQIECBAgQIAAAQIECBAgsAgBBdBFoC1xkbrP59OTepL77km9H9ZuzIxTk/9J/iP5RHJLohEgQIAAAQIECBAgQIAAAQIECBAgMIKAS+BHQOqoy7YZ57Dk/OTtyd7JfMXPzL5dFagfkDw7qQLoKclBiUaAAAECBAgQIECAAAECBAgQIECAwAgCzgAdAamDLltljBOSPQbGqjM5L0jOTerp8Nck1yV1TNYk9WT4HZOdko2SanXG6LHJS5K3JRoBAgQIECBAgAABAgQIECBAgAABAvMIKIDOg9PRrE0zzseTtvj5tbx+S/LZpAqfC7UN0uHBSV02f0hS79+anJHUJfEaAQIECBAgQIAAAQIECBAgQIAAAQIEVkygipZ1tmflA8lSbjtwYJa/vhmrLodfylhZfEVaFW/L4kUrsnYrJUCAAAECBAgQIECAAAECBAj0R+CobGrVUQ7uzyZP35Y6A3Tyx+RhzSqqYFlncd68hFXWGZ8vTf4hqTNK75GcmUy6PTIreErSRcH1Ec3G1j1RNQIECBAgQIAAAQIECBAgQIAAAQIEei5wWra/KvV/19F+bN+MV2Me0NGYCw1T9x2t9XWZuhWARoAAAQIECBAgQIAAAQIECBAgMFzAGaDDbUae4wzQkakW3XGHZsnzFj3CbRe8NG9vSOpeoBvfdtbE3j0vI38sWa+DNbwqY+yUnN/BWIYgQIAAAQIECBAgQIAAAQIECBAgQGCFBb6Z9deZk+/taDv2b8arMesS+L61k7LBte1H923DbS8BAgQIECBAgAABAgQIECBAYJkFnAHaAXgX93TsYDNmeogq+FV7YrLvra8W/2XLLPrmZvHLMj178UNZkgABAgQIECBAgAABAgQIECBAgMDsCyiATv4Yvz6rqEvW1yTHJIcmGybjtj2zwPFJTau9c+3EVwIECBAgQIAAAQIECBAgQIAAAQIEhgm4B+gwme4+r6e0vyJ5Y7JFUoXLen1i8q2kzuK8KLkmuTapY1LF0s2THZN7Jfskuydtq0Jo3UtTI0CAAAECBAgQIECAAAECBAgQIECAwFQIHJKtuDqp+18uJZ/M8lsnfW3uAdrXI2e7CRAgQIAAAQIECBAgQIAAgeUWcA/QDsRdAt8B4ohDHJ5+OyWvSy4ccZm223V5UZfPPzY5IKn7f2oECBAgQIAAAQIECBAgQIAAAQIECCwg4BL4BYA6nn1Jxntlk50zfWiyS1KXu9fl8Zsldb/QK5Mrkrp8/rTk5KQ+0wgQIECAAAECBAgQIECAAAECBAgQGENAAXQMrI67npPxKhoBAgQIECBAgAABAgQIECBAgAABAhMScAn8hGANS4AAAQIECBAgQIAAAQIECBAgQIDAygs4A3Tlj8GwLbhbZtQT4DdN6mnx4943NItoBAgQIECAAAECBAgQIECAAAECBFa3gDNAl//4b5RV7pYMe5L7Hpn3H8mPk88n9dT3C5Lzk79I1ks0AgQIECBAgAABAgQIECBAgAABAgRGEFAAHQGpoy5bZZx3JT9NvpdcnHwheU7Stip+VtHzoPaDgel2ef3m5PjkrgOfe0mAAAECBAgQIECAAAECBAgQIECAAIEVFdg4a/9icsuQtEXQUwfmX5XXX0mOSX6Q3Jy0y5+Q131tJ2XDaz+O7usO2G4CBAgQIECAAAECBAgQIECAwDIJHJX1VB3l4GVan9UQWJTAHbLUsUlbvKwzQD+XfD25vvn8hkxf2byufv+arHuJ/EPy2XcH+jwtr/vYFED7eNRsMwECBAgQIECAAAECBAgQILASAgqgK6FunWMLVKGyLX4ekdd3HBhh27xuC4Jtn48PzF/3ZV1GX/cCrb4/WndmT963++sM0J4cMJtJgAABAgQIECBAgAABAgQIrJiAAuiK0VvxOAKfSucqWNaT3NefY8Ft8lld7t4WQO89R5/Bj54w0PcugzN68loBtCcHymYSIECAAAECBAgQIECAAAECKy6gANrBIfAQpA4QFxjivs38D2R64xx9L8ln72s+/3mmp8/RZ/Cjzw28acce+MhLAgQIECBAgAABAgQIECBAgAABAgRaAQXQVmJy0zs3Q893yXrdD7Raeybo2ndzf62C6bXNrO3n7uJTAgQIECBAgAABAgQIECBAgAABAgRKQAF08t8H5zSruNc8q6qzPi9I6p6gW8zTr2bdPVnT9DmzmZoQIECAAAECBAgQIECAAAECBAgQIDCHgALoHCgdf/S9ZrxnZTr4AKTB1Xw+b7ZLNkmuHJwxx+sXDHx22sBrLwkQIECAAAECBAgQIECAAAECBAgQWEdAAXQdkAm8rSe/V9sxOSaZ77L1urT9pmRYq+LnC5uZn8n08mEdfU6AAAECBAgQIECAAAECBAgQIECAAIHlEqgHF7VPea/7fB6XPGjElddl8S9Jvpq0Y1yf17+e9LF5Cnwfj5ptJkCAAAECBAgQIECAAAECBFZCwFPgO1B3BmgHiCMM8aT0+e+mX13m/phk6+b9QpN90uFNyV5Nx3qS/IuT7zbvTQgQIECAAAECBAgQIECAAAECBAgQGCKgADoEpuOPL8p4+yV/l5zXjH1KM11octZAh/Pzev/ksIHPvCRAgAABAgQIECBAgAABAgQIECBAYIiAAugQmAl8fEPGfFWyU/LQpIqio7QfpNPfJr+Z7Jx8IdEIECBAgAABAgQIECBAgAABAgQIEBhBYP0R+ujSrUDdx/N/xhiyHnT06jH660qAAAECBAgQIECAAAECBAgQIECAQCPgDFDfCgQIECBAgAABAgQIECBAgAABAgQIzKyAAujMHlo7RoAAAQIECBAgQIAAAQIECBAgQICAAqjvAQIECBAgQIAAAQIECBAgQIAAAQIEZlZAAXRmD60dI0CAAAECBAgQIECAAAECBAgQIEBAAdT3AAECBAgQIECAAAECBAgQIECAAAECMyugADqzh9aOESBAgAABAgQIECBAgAABAgQIECCgAOp7gAABAgQIECBAgAABAgQIECBAgACBmRVQAJ3ZQ2vHCBAgQIAAAQIECBAgQIAAAQIECBBQAPU9QIAAAQIECBAgQIAAAQIECBAgQIDAzAoogM7sobVjBAgQIECAAAECBAgQIECAAAECBAgogPoeIECAAAECBAgQIECAAAECBAgQIEBgZgUUQGf20NoxAgQIECBAgAABAgQIECBAgAABAgQUQH0PECBAgAABAgQIECBAgAABAgQIECAwswIKoDN7aO0YAQIECBAgQIAAAQIECBAgQIAAAQIKoL4HCBAgQIAAAQIECBAgQIAAAQIECBCYWQEF0Jk9tHaMAAECBAgQIECAAAECBAgQIECAAAEFUN8DBAgQIECAAAECBAgQIECAAAECBAjMrIAC6MweWjtGgAABAgQIECBAgAABAgQIECBAgIACqO8BAgQIECBAgAABAgQIECBAgAABAgRmVkABdGYPrR0jQIAAAQIECBAgQIAAAQIECBAgQEAB1PcAAQIECBAgQIAAAQIECBAgQIAAAQIzK6AAOrOH1o4RIECAAAECBAgQIECAAAECBAgQIKAA6nuAAAECBAgQIECAAAECBAgQIECAAIGZFVAAndlDa8cIECBAgAABAgQIECBAgAABAgQIEFAA9T1AgAABAgQIECBAgAABAgQIECBAgMDMCiiAzuyhtWMECBAgQIAAAQIECBAgQIAAAQIECCiA+h4gQIAAAQIECBAgQIAAAQIECBAgQGBmBRRAZ/bQ2jECBAgQIECAAAECBAgQIECAAAECBBRAfQ8QIECAAAECBAgQIECAAAECBAgQIDCzAgqgM3to7RgBAgQIECBAgAABAgQIECBAgAABAgqgvgcIECBAgAABAgQIECBAgAABAgQIEJhZAQXQmT20dowAAQIECBAgQIAAAQIECBAgQIAAAQVQ3wMECBAgQIAAAQIECBAgQIAAAQIECMysgALozB5aO0aAAAECBAgQIECAAAECBAgQIECAgAKo7wECBAgQIECAAAECBAgQIECAAAECBGZWYP2Z3TM7RoAAAQIECBAgQIAAAQJdCuyYwXZNNk8uTk5Jfp5oBAgQIEBgqgUUQKf68Ng4AgQIECBAgAABAgQIrKjAeln7k5OXJXuusyXX5f0nk9ckJycaAQIECBCYSgGXwE/lYbFRBAgQIECAAAECBAgQWHGBLbMFn0r+Nani5+XJZ5OPJl9N6oSa30u+kfxVohEgQIAAAQIECETgpOSW5GgaBAgQIECAAAECBAhMrcDG2bKvJfWz+4XJ05MNksG2Td68ObkpqX6vSTQCBAgQ6FbgqAxX/8Ye3O2wRiNAYJICCqCT1DU2AQIECBAgQIAAgW4E3p5h6hfu7yc7LDDk4zL/xuTmZL8F+ppNgAABAuMJKICO5zVnb5fAz8niQwIECBAgQIAAAQIECKxagXtmzw9NqqhZl7j/KJmvHZOZr07qfqFvmK+jeQQIECBAYCUEFEBXQt06CRAgQIAAAQIECBAgML0CT8qm1f09696f3xlxM+tS+EuTvZJ6UrxGgAABAgSmRkABdGoOhQ0hQIAAAQIECBAgQIDAVAjs02xFPexo1HZtOtYT4avtu3biKwECBAgQmA4BBdDpOA62ggABAgQIECBAgAABAtMisF2zIWeOuUFt/3b5MRfXnQABAgQITEZAAXQyrkYlQIAAAQIECBAgQIBAXwWuazZ8ozF3oO3fLj/m4roTIECAAIHJCCiATsbVqAQIECBAgAABAgQIEOirwDnNht9/zB3Ys+l/9pjL6U6AAAECBCYqUDe21lZWoC4P2TrZpEndO+fy5IqkbiJe7zUCBAgQIECAAAECBAgsl0Ddy/MPk2ck/zLiSndMv/2Tm5LPjLiMbgQIECBAgMCMCmyW/Xpe8qWkipy3zJMbMu8byTuSg5L1kr63k7IDtc9H931HbD8BAgQIECBAgACBGRXYPPt1cVI/tz91hH2s31PqgUnV/30j9NeFAAECBEYXOCpd69/Xg0dfRE8CKyewbVZ9WLJQ0bO+qYfl1MyrQmifmwJon4+ebSdAgAABAgQIEFgtAn+cHa3fS65Ofn+ena6rCt+ZVN+fJjslGgECBAh0J6AA2oGlS+A7QBxhiK3S54Rkj4G+9QPCBcm5ySXJNUndLLyOyZqk/upal5HUDxDtzcR3z+tjk5ckb0s0AgQIECBAgAABAgQITEKgLn2/X/LCpK7e+rekrkz7clK36domeXTyl8l9k/rsj5IfJhoBAgQIECCwygQ2zf7W5e5V8Kx8NXlSUj8wjNI2SKeHJ+9Krk/acQ7M6z42Z4D28ajZZgIECBAgQIAAgdUqUAXQq5L295Ca1okbg++/n/d7JRoBAgQIdC/gDNDuTY04AYFDMmb7w8EH8vr2S1hHFT3bIugpSxxrCZuxpEUVQJfEZ2ECBAgQIECAAAECyy5wt6zx75KTk7pyrX6/qcvdP508K6mTNjQCBAgQmIyAAuhkXI3ascC7M179gFA/LHTxg8ELmvFqzHsmfWsKoH07YraXAAECBAgQIECAwG0FNrztW+8IECBAYIICCqAd4C7lbMQOVr8qhqjL16sdl9xw66ulffnIwOK7Drz2kgABAgQIECBAgAABAsshUFelaQQIECBAoDcCCqCTP1Q7NKs4r6NVXZpx2kLqxh2NaRgCBAgQIECAAAECBAgQIECAAAECMymgADr5w3pms4q9O1rVwzJOeyn9Nzsa0zAECBAgQIAAAQIECBAgQIAAAQIEZlJAAXTyh7XueVnticm+t75a/Jcts+ibm8Uvy/TsxQ9lSQIECBAgQIAAAQIECBAgQIAAAQKzL6AAOvlj/Pqsoi5ZX5MckxyaLOam4XtmueOTmlZ759qJrwQIECBAgAABAgQIECBAgAABAgQIDBNYf9gMn3cmUJfAvyJ5Y7JFUoXLen1i8q2kzuK8KLkmuTapY1LF0s2THZN7Jfskuydtq0Loq9o3pgQIECBAgAABAgQIECBAgAABAgQIEFhpgUOyAVcntywxn8zyWyd9bXVLgDI4uq87YLsJECBAgAABAgQIECBAgAABAsskcFTWU3WUg5dpfTO5GpfAL99hPTyr2il5XXLhmKu9Lv3r8vnHJgckdf9PjQABAgQIECBAgAABAgQIECBAgACBBQRcAr8AUMezL8l4r2yyc6YPTXZJ6nL3ujx+s6TuF3plckVSl8+flpyc1GcaAQIECBAgQIAAAQIECBAgQIAAAQJjCCiAjoHVcddzMl5FI0CAAAECBAgQIECAAAECBAgQIEBgQgIugZ8QrGEJECBAgAABAgQIECBAgAABAgQIEFh5AWeArvwxWHcLNs0H9032SO6UfD/5XnJGclOiESBAgAABAgQIECBAgAABAgQIECAwooAC6IhQS+i2f5a9X7P8P2daT4Kfq22YD1/RZIM5Opyez/4yqYchaQQIECBAgAABAgQIECBAgAABAgQIEJgKgXdkK25pctchW1RPhz91oF/bf67px9Ovz4Xrk5r9PDpTjQABAgQIECBAgAABAgQIECBAYLjAUZlV9aGDh3cxZyGBPhfSFtq3vsxfLxv63mT3gQ3+Zl7Xk9/PTao4ep9kr6TagclbkhfUG40AAQIECBAgQIAAAQIECBAgQIAAgeECCqDDbZZrzvOzokc2K7sw0+cmH23eD072y5vDkl9P/jypMymPSDQCBAgQIECAAAECBAgQIECAAAECBIYIeAr8EJhl/PhpzbrqdOYnJHMVP6vL55JHJlUkrfYXaye+EiBAgAABAgQIECBAgAABAgQIECAwTMAZoMNklufzO2Q19bT3ah9OvnDrq+FfLs6sFyUfTO6TbJxck0y63S0reGTSRcF8q2Zj69J/jQABAgQIECBAgAABAgQIECBAgMBEBRRAJ8q74OA7p8eaptdXF+y9tkOdCVqtjt2eyZfrzYRbPcjpcR2vY4eOxzMcAQIECBAgQIAAAQIECBAgQIAAgV8RUAD9FZJl/eCirK0ufa+zIevszlHaJel0bVKF052S5SiA1r1Hf550cdbmARln66T2QyNAgAABAgQIECBAgAABAgQIECAwUQEF0InyLjj4lelxblKFzL2T9yULtZ3ToT1r9MyFOnc0/4SMU+mi1cObqgBaRVyNAAECBAgQIECAAIHpFdggm/bI5OFJ3Rbr6qR+B/lEclbSVds+Ax2U7JpsntSJInWFXP0O4veGIGgECBAgQGDaBery8TrLs/I7SVu8zMtb2yvzteZ9NxnlDMu3N/1rmfrhoG+tCqC17Uf3bcNtLwECBAgQIECAAIFVJPAn2dfzk/rZfa4cl893S5bS6rZYdRLIzclc67gsn78kqWcnaAQIEFitAkdlx+vfyINXK0AX++0M0C4URx/jU+l6Y/KdpAqBX0++klyR3Dt5U1L/g5+rVXH0xclzmpmfy7SW0wgQIECAAAECBAgQINCVwIYZ6IjkSc2A3860ip3nJJskD0rq+QCPSfZNnpx8PBm31RVwH0vuktRZnjVG3d6rfsepwmjdOmuvpH5HqhNJHp/4/ScIGgECBAgQmEaBf8pGzfXXzGGfPX2dnbhT3r86+cbAOFVEvV/Sx+YM0D4eNdtMgAABAgQIECCwWgT+JTtav6v8LHnikJ2+cz6vMzer3zXJg5Nx2i7pXGd31vJ1OX0VPOdqv50PL0jafrefq5PPCBAgMOMCzgCd8QM8K7tX/5OuszvrL6NvSD6d1D1t6n/ic+VZ+Xyw3T9vBvvV5SF/NdihZ68VQHt2wGwuAQIECBAgQIDAqhGoszrrd48rkz1H2Ou3N/2/l+k4Vxee2Cz375kuVNTcOX3a358OzWuNAAECq01AAXS1HfEZ29/tsj8HJq9IPpx8P6ni5v7JYLtb3rQF0J/kdS3T56YA2uejZ9sJECBAgAABAgRmWeBr2bn63eP5I+5kFT2r+FnLPHXEZfZr+l+c6WYjLvMHzTI/ynShgumIQ+pGgACB3ggogPbmUNnQUQXqB4CN1ulcP1TUmaO/laz7AKV1uvbirQJoLw6TjSRAgAABAgQIEFhlAjtlf6uQWZe+131AR21/lo613EdHXKA9a/S1I/Zvu9UJI7Weh7UfmBIgQGCVCCiAdnCg/fWsA8QOh/h5xrpunfHqfp9/mXwmqZuDawQIECBAgAABAgQIEOhaoL3k/fMZ+PoxBv9s07ddfqFF2371+804bdz1jDO2vgQIECAw4wIKoDN+gO0eAQIECBAgQIAAAQIERhDYpulT99scp13YdG6XX2jZtt+k17PQdphPgAABAqtIoC6v1lZGoC51X/dsz1G2pJ4Kv3HTse6BoxEgQIAAAQIECBAgQGCpAj9tBth6zIHa/u3yCy3e9muXW6h/O7/tX0+P1wgQIECAwFgCzgAdi2vJnR+fET6Z1F87r0m+mxyZPDwZtb03Hc9rMuoy+hEgQIAAAQIECBAgQGA+gdOamfW7yTi/J+7TLPed+QYfmNeup11uYNa8L9v+7fLzdjaTAAECBAgQWH6BTbPKI5K6afdcuSmfvyVpz+zMy6HtuMxpxxjaaYpneAjSFB8cm0aAAAECBAgQILCqBU7P3tfvGk8eQ+ErzTLPGXGZ3236n5XpqA9bquJnbVed/blBohEgQGA1CXgI0mo62j3f13/I9rdFy5pemdT/8G9e5/P6geMeyXxNAXQ+HfMIECBAgAABAgQIEFiswDOyYP2+Uvf13HGEQV7e9D8/001G6F9d6uzSU5JaT/2etFDbKh3OSKr/KxbqbD4BAgRmUEABdAYP6izuUj3lsJ7k3v4gUX/xbC8p2SKvX5b8rJlffX6YzFcEVQANkEaAAAECBAgQIECAQOcC9XvKp5L6veScZK9krlZnYb42qRM66mq2xyTjtIek87VJreefkmHF03tn3qlNv69nuibRCBAgsNoEFEBX2xHv6f6+K9td/2O/Ibn/kH24Wz7/VlL9KnV26LbJXE0BdC4VnxEgQIAAAQIECBAg0IVAnaTxxaR+L6kC5zHJs5JHJY9NXpOcmdT8OtHj0GQx7Q+y0NVJjfPj5A3J7yX7J09PPpDU71A1v4qg2ycaAQIEVqOAAuhqPOo93OfPZ5vrf9pHLLDtm2f+fyXVt1J/4ax7h67bFEDXFfGeAAECBAgQIECAAIEuBerenK9P2gJl+zvK4LSKko9MltIemIW/nAyOO/i6CqB1huhmiUaAAIHVKqAA2sGRX7+DMQwxv8Buzex6+M987YrMPCD5bLJ38qDkw0ldMl+XlWgECBAgQIAAAQIECBBYDoHrs5K/Tt6W/H7y8KSuWquCaJ39+Ymkfm+pM0SX0r6Rhet3n99M6uzSXZM6MeSi5KvJ0cm5iUaAAAECBAhMucBPs331V8w/GXE775x+32+WqeXqL56DzRmggxpeEyBAgAABAgQIECBAgAABAgRmV8AZoB0c29t3MIYh5heoYma1+6ydLPj1J+nx6OSSpudzMv2L5rUJAQIECBAgQIAAAQIECBAgQIAAAQJjCCiAjoG1yK5tAfSpWX7rEceoy0rq0vdrmv5vyrRuBK4RIECAAAECBAgQIECAAAECBAgQIDCGgALoGFiL7Pr+Zrm7ZFqvhz3dfd3hv5IPqmha99VZLzk8eXXimAVBI0CAAAECBAgQIECAAAECBAgQIEBgegROyKbU/TwrlyVVzHx+Mko7NJ2qCNouXw9Eal+Psvy09amHQdX21w3NNQIECBAgQIAAAQIECBAgQIAAgeEC7gE63MacKRP4tWzPKUlbuKzpt8fYxmem7w3J4PL1uo9NAbSPR802EyBAgAABAgQIECBAgAABAishoADagbrLqTtAHGGIs9LnwclhyVVN/x8301Em702nByRfGKWzPgQIECBAgAABAgQIECBAgAABAgQIrBVQAF2+74Rrs6q67H3LZO+kHmw0TqszRvdJnpHU/UGvSDQCBAgQIECAAAECBAgQIECAAAECBOYRWH+eeWZNRuDGDFsFzMW2I7NgRSNAgAABAgQIECBAgAABAgQIECBAYAEBZ4AuAGQ2AQIECBAgQIAAAQIECBAgQIAAAQL9FVAA7e+xs+UECBAgQIAAAQIECBAgQIAAAQIECCwgoAC6AJDZBAgQIECAAAECBAgQIECAAAECBAj0V0ABtL/HzpYTIECAAAECBAgQIECAAAECBAgQILCAgIcgLQBkNgECBAgQIECAAAECBAgQIEBgSgQemO34o2SvZNvkiuSM5NjkuKQevKwRIECAwAoLnJT135IcvcLbYfUECBAgQIAAAQIECBAgQKAvAlXsrN+j6/fpYfle5u2XaLMlcFR2p475wbO1W8u7N84AXV5vayNAgAABAgQIECBAgAABAgQIjCOwWzqfkOyYXJm8J/lUcn6yebJ38qdJ9Ts++bPk8EQjQIAAgRUScAboCsFbLQECBAgQIECAAAECBAj0TmCLbHFd4l5nAJ6Y3DWZq9UJbn+bVL8bEmeCBmFGmjNAZ+RA2o3VJaAAurqOt70lQIAAAQIECBAgQIAAgcULvCGLVlHz68nGIwzTFkFPT19X/Y4A1oMuCqAdHCRPge8A0RAECBAgQIAAAQIECBAgQIAAgY4FquD5/KQKoHWJ+zXJQu216VD3At01edxCnc0nsFoEFEBXy5G2nwQIECBAgAABAgQIECBAgECfBB6Vjd0k+UryzRE3/Kb0e3fT97EjLqMbgZkXUACd+UNsBwkQIECAAAECBAgQIECAAIEeCtRDjap9ae1k5K9t/3b5kRfUkcCsCiiAzuqRtV8ECBAgQIAAAQIECBAgQIBAnwXqAUjVLl87GfnrFU3PdvmRF9SRwKwKKIDO6pG1XwQIECBAgAABAgQIECBAgECfBS5qNn6HMXdi+6Z/u/yYi+tOYPYEFEBn75jaIwIECBAgQIAAAQIECBAgQKD/Al9rduG3M11vjN35naZvu/wYi+pKYDYFFEBn87jaKwIECBAgQIAAAQIECBAgQKDfAlXAPCfZOXlKMkq7SzrVE+OrfXjtxFcCBBRAfQ8QIECAAAECBAgQIECAAAECBKZP4JZs0qubzXp7pvddYBPXZP4Hk82T45KvJxoBAhFQAPVtQIAAAQIECBAgQIAAAQIECBCYToEjs1l1JueWyReTpyZzXQ5/v3z++WS/5Pzk0EQjQKARWJ8EAQIECBAgQIAAAQIECBAgQIDA1Ao8s9myJ2T6vuRvk+OTHyX1pPe9k4cldZLbmcljkwsSjQABAgRWSOCkrLdO4z96hdZvtQQIECBAgAABAgQIECBAoG8CddbnM5Jzkvqdet1cnc/elNSZotpsCRyV3anjffBs7dby7o0zQJfX29oIECBAgAABAgQIECBAgAABAuMKVAHsiKQuiX9IsleybXJ5ckbymeSqRCNAYA4BBdA5UHxEgAABAgQIECBAgAABAgQIEJhCgSqEfqXJFG6eTSIwnQJ1fwiNAAECBAgQIECAAAECBAgQIECAAAECMymgADqTh9VOESBAgAABAgQIECBAgAABAgQIECBQAgqgvg8IECBAgAABAgQIECBAgAABAgQIEJhZAQXQmT20dowAAQIECBAgQIAAAQIECBAgQIAAAQVQ3wMECBAgQIAAAQIECBAgQIAAAQIECMysgALozB5aO0aAAAECBAgQIECAAAECBAgQIECAgAKo7wECBAgQIECAAAECBAgQIECAAAECBGZWQAF0Zg+tHSNAgAABAgQIECBAgAABAgQIECBAQAHU9wABAgQIECBAgAABAgQIECBAgAABAjMroAA6s4fWjhEgQIAAAQIECBAgQIAAAQIECBAgoADqe4AAAQIECBAgQIAAAQIECBAgQIAAgZkVUACd2UNrxwgQIECAAAECBAgQIECAAAECvRC4Y7byDr3YUhvZSwEF0F4eNhtNgAABAgQIECBAgAABAgQIEOitwPrZ8kOS45OfN7k+0zOT/5vsmmgECBDorcBJ2fJbkqN7uwc2nAABAgQIECBAgAABAgQIEFiswB5Z8LtJ1QbaVBH0xoH3N+T16xIn7t3udkc1Lgdnqi1SwDfSIuEsRoAAAQIECBAgQIAAAQIECBAgMJbA3un9peTeyenJM5I7JZslGya/kbwrqfbXyQeT9eqNRoAAgT4JOAO0T0fLthIgQIAAAQIECBAgQIAAgW4EtskwFyZ11med1bhRMqw9IjMuTarvq7/LBPkAAEAASURBVIZ1WiWfOwN0lRxouzlbAgqgs3U87Q0BAgQIECBAgAABAgQIEBhFoO7tWQXNzyajPPBo//S7Obk62T5ZrU0BtIMj7xL4DhANQYAAAQIECBAgQIAAAQIECBAgMFRgTebUQ4+qAPr85KZkofaf6fBvycbJMxONwKIFFEAXTWdBAgQIECBAgAABAgQIECBAgACBEQQenj53TL6e1AOQRm1HNh0fPeoC+hGYS0ABdC4VnxEgQIAAAQIECBAgQIAAAQIECHQlsHMz0CljDtj232nM5XQncBsBBdDbcHhDgAABAgQIECBAgAABAgQIECDQsUA94b3a9WsnI39t+7fLj7ygjgQGBRRABzW8JkCAAAECBAgQIECAAAECBAgQ6Frg/GbAe405cNu/XX7MxXUnsFZAAdR3AgECBAgQIECAAAECBAgQIECAwCQFvpjB68FH+yZ3GmNFf9D0PXGMZXQl8CsCCqC/QuIDAgQIECBAgAABAgQIECBAgACBDgUuy1gfT+pS9r8dcdyd0+/ZST05/n2JRmDRAusvekkLdiWwXQbaOtmkybWZXp5ckVya1HuNAAECBAgQIECAAAECBAgQINBngVdm4w9InpucmrwzGda2zYxjk6qVvD/5RqIRINAjgc2yrc9LvpRUkbP+kjEsN2Re/Uf+juSgZL2k7+2k7EDt79F93xHbT4AAAQIECBAgQIAAAQIECIwl8Kfp3dZAjsjre6yz9AZ5/5TkvKT6fSfZPFnN7ajsfFkcvJoR7Ht/BOqvF4clCxU9238I5prWX0iqENrnpgDa56Nn2wkQIECAAAECBAgQIECAwNIEnpHF62rXtu7x7byuy+PrPp8/G/j883m9TbLamwJoB98BLoHvAHGEIbZKnxOSPQb61n/oFyTnJpck1yTXJXVM1iT1F44dk52SjZJquyd1CvhLkrclGgECBAgQIECAAAECBAgQIECgTwJ15mcVN/8m+YPkvk0yubWdnK9vTarwd/Otn/hCgMDUC2yaLazL3du/bHw1r5+UjPpXjDr9++HJu5Lrk3acA/O6j80ZoH08araZAAECBAgQIECAAAECBAh0L1APRXpAUjWOfZLtE+22As4Ava2Hd1MqcEi2qy1afiCvb7+E7ax/ENoi6ClLHGsJm7GkRRVAl8RnYQIECBAgQIAAAQIECBAgQGAVCSiAdnCwl1KM62D1q2KIhzV7WQXLpydLOX37E1n+pc14dTn9ujcLbmaZECBAgAABAgQIECBAgAABAgQIECBQAgqgk/8+qMvXqx2X3HDrq6V9+cjA4rsOvPaSAAECBAgQIECAAAECBAgQIEBgNIG6/P6eyYOSuydqZEGY1ebgTv7I7tCs4ryOVnVpxmkLqRt3NKZhCBAgQIAAAQIECBAgQIAAAQKrQeA3spP/llyW/CD5evLDpB5U/Y6kiqHajAkogE7+gJ7ZrGLvjlZVl9TXg5GqfXPtxFcCBAgQIECAAAECBAgQIECAAIF5BO6QeW9L6uHUj082Sc5K6lklP07ukjw7OSM5NNEIEBhD4D3pWw9BuibZd4zl5uq6ZT6someNV2eC9rHVPyy1/Uf3ceNtMwECBAgQIECAAAECBAgQINA7gfWyxR9Mqh5xbfJ/ku2SwXafvDkyqT6VlyfT0DwEaRqOgm1YUKDuJ3F9Uv/x/CypvyLUfSbGbXtmgforRfsfYv3H2semANrHo2abCRAgQIAAAQIECBAgQIBAfwVelE2vespPk4cssBtPy/ybmuy7QN/lmK0AuhzK1tGJQD25vS1c1vSKpB6K9L+TP04OSvZP6vL2fZLfTup07BcnhyWnJoPLfzrv+3r7AgXQHDyNAAECBAgQIECAAAECBAgQWBaBupq2Cp9VV3nMiGt8ddO/7g+60k0BdKWPgPWPJXBIel+dDBYyF/P6kxlj67HWPF2dFUCn63jYGgIECBAgQIAAAQIECBAgMMsCVY+p+stnx9jJNel7YbPcHmMsN4muCqAdqPb1LMIOdn3Zhzg8a9wpeV1S/xGN065L52OSxyYHJPWkMo0AAQIECBAgQIAAAQIECBAgQGB+gUc1sz88f7fbzK37hB7bfNIuf5sO3vRLYP1+bW7vt/aS7MErm+yc6UOTXZLNky2SzZIbkiuTuky+niB/WnJyUp9pBAgQIECAAAECBAgQIECAAAECowvs0HT93uiL3Nqz7b/jmMvpPoUCCqArd1DOyaorGgECBAgQIECAAAECBAgQIECAwGQE6vL3avUk+HFae9X0zeMspO90CrQHczq3zlYRIECAAAECBAgQIECAAAECBAgQWLzAuc2i9xlziLb/eWMup/sUCiiArvxB2S6bsHvy4OSRSV0W/+vJ9knddFcjQIAAAQIECBAgQIAAAQIECBBYnMAJzWJPGWPxTdP3d5v+7fJjLK4rAQJ1n8/nJV9K6j6fdSr2sNT9QL+RvCM5KBn3dO0sMnXtpGxR7e/RU7dlNogAAQIECBAgQIAAAQIECBCYNYGqw9QzWaoW8YQRd+4NTf8vjth/kt08BX6SusbuXGDbjHhYslDRc1gxtD4/NalCaJ+bAmifj55tJ0CAAAECBAgQIECAAAEC/RM4NJtcdZV6wPRCT3Wvk9aqb52UVlfprnRTAF3pI2D9IwtslZ6nJIPFzbqJ7vnJl5Njkw8lRybvT+rsyM8kpyfXJoPL3ZT3L0r62hRA+3rkbDcBAgQIECBAgAABAgQIEOivwHuy6W1h8+15vdvArtQVt1Xs/FjS1mCeMzB/JV8qgK6k/gjrrvuLPiR5RvLy5K+TQ5L9kw2T1dI2zY7W5e7tf0BfzesnJdsko7QN0unhybuS65N2nAPzuo9NAbSPR802EyBAgAABAgQIECBAgACBfgtUkfO1yY1JW1upS+PPSAav1q3XT06mpSmATsuRWGc7tsz7NycXJe031LrTyzOvznbcKZn1VkXfdv8/kNdVGF5sq6JnWwStM0qXMtZit2GpyymALlXQ8gQIECBAgAABAgQIECBAgMBiBe6dBets0IuTtl5T0zOTuvfnXZJpagqg03Q0mm15RKZVPR/8Bprv9VXp+6xm2VmdvLvxODnTOptzqe0FGaA1vedSBxtx+foryV2T7TpIFW5r+z0EKQgaAQIECBAgQIAAAQIECBAgsCICVeu4c7JLssWKbMFoK1UAHc1p3l7rzzt3vJl7pPtxSftNc11efzw5Kzk3qVOMd0zunvxOUt9kmyT/nFyWfDSZxVaXr1crm7qB7lLbRzLAPzSD7Jpp/YVi0q0uv//TjldSD4XSCBAgQIAAAQIECBAgQIAAAQIrIVAnZ/2kyUqs3zqXUaDLAugbs91t8bPOeqz7Kpw/ZF/qvpjPTf53slFyePKZ5OfJrLUdmh06r6MduzTjVCG1zibduKMxFxqm7odRx7L+OrLUVoXvugdsFcg1AgQIECBAgAABAgQIECBAgAABAr0QqDMR28uy/2WMLX7GwHIvHmO5PnX9ZrOP7+1oo/dvxivve3Q05nIO4x6gy6ltXQQIECBAgAABAgQIECBAgECfBVwC38HR6+ohOvdrtuWmTF84xnYdkb5fbPrvN8ZyfepaBb9qT0z2vfXV4r+0D5iqEeq2AWcvfihLEiBAgAABAgQIECBAgAABAgQIEJh9ga4KoPWAnGqnJuNexv7fty7Zz7MZm02fd/L6zK1L1tckxySHJnUJ+LhtzyxwfFLTau9cO/GVAAECBAgQIECAAAECBAgQIECAAIFhAl3dA7Se7F3tbmsnY32tByFVW46H+axd0/J+rf16RdLeI7UKl/X6xORbSZ3FeVFyTXJtUsekiqWbJzsm90r2SXZP2laF0Fe1b0wJECBAgAABAgQIECBAgAABAgQIEJisQD2M5/qk7ktZxbpRW52BWmeN1nIvHXWhnvY7JNt9dVL7upR8MstvnfS1uQdoX4+c7SZAgAABAgQIECBAgAABAgSWW8A9QJdbfIH1/XPmV2HvguTuC/RtZ9fl4bVM3c9yp/bDGZ5uk337P0kZjVMErTNDP5Y8Jul7UwDt+xG0/QQIECBAgAABAgQIECBAgMByCSiAdiDd1SXwtSnPSe6SPC45OXlr8rbkimTd9oB88Oqk+t6UPCH5YTLr7ZLs4Cub7JzpQ5NdkrrcfYtks6TuF3plUm51+fxpSXnWZxoBAgQIECBAgAABAgQIECBAgAABAmMIdFUA3TLrfE/SjlfvX5vUfSrPT6q4+dNk+6TODq1C6WD74OCbdV6flfcPXuezWXh7TnaiohEgQIAAAQIECBAgQIAAAQIECBAgMCGBtmC51OE3ygB/OMcgNX5d2j7f5e13yPw7zbFs+1EVTjUCBAgQIECAAAECBAgQIECAAAECBAiMLdBVAfTmrPlHY699tAUuHK1b73pV0fi6RWx1FYvroVPVJmW+dnRfCRAgQIAAAQIECBAgQIAAAQIECPRcoKsCaN3bcseeWyzH5j8+K3lW8sCkHoh0evK15F3JfyejtPemU/swpPVGWUAfAgQIECBAgAABAgQIECBAgAABAqtV4PardceXeb83zfqOSP4teXRS90Ct4uW9k6cln0/ekrRndualRoAAAQIECBAgQIAAAQIECBAgQIDAUgUUQJcqONryr0u3pw90vSqvz05uaT6r4/Di5FvJPZrPTAgQIECAAAECBAgQIECAAAECBAgQWKKAAugSAUdYfM/0eV7T76JMH5dsnvxaslXy8uTypNquyX8liqBB0AgQIECAAAECBAgQIECAAAECBAgsVaCre4AObsd2efM7yS5JFfhGvaz7Y+lbmbX2nOxQPen+xqRcTk7aVoXPNybvSz6Z3D+5e/LZZO+kCqYaAQIECBAgQIAAAQIECBAgQIAAAQKLFOi6APp72Y4PJRsuYnvOyTKzWAD99cbi/ZkOFj+bj2+dXJCv+yTHJvsmdQbox5vXdbm8RoAAAQIECBAgQIAAAQIECBAgQIDAIgS6vAT+CVl/PeRnMcXPRWx6bxbZrdnSkxbY4isy/4Dky02/B2X64aTOHtUIECBAgAABAgQIECBAgAABAgQIEFiEQJdngP591t+OV0W8dydnJXWZ9yjtwlE69bBPWxC+eoRtvyZ9fjcpv3slByb/mDw30QgQIECAAAECBAgQIECAAAECBAgQGFOgLViOudivdK/7fu7UfFqXwD/pV3qs3g++n13fK7nPiAQ/Sb9HJ1UE3SZ5TvKD5C2JRoAAAQIECBAgQIAAAQIECBAgQIDAGAJdXQL/sIF1vnrgtZe3u10VQKs9Ndn61lcLfzkzXepM0DojtNqbkqff+soXAgQIECBAgAABAgQIECBAgAABAgRGFuiqALp5s8abM63infZLgXr4UbW7JPV623ozQvtK+lTRtEzXSw5Pqrjc1THLUBoBAgQIECBAgAABAgQIECBAgAABAqMI7JFOtzSp19ptBU7I29bnsryuYubzb9tl6LtDM6eKoO3yNw28HrrQFM+oh0HVvhw9xdto0wgQIECAAAECBAgQIECAAAEC0yBwVDai6igHT8PGrPZtqCeV/zypA/KS1Y4xx/7/Wj47JWmLmDX99hz9hn30zMy4IRlcvl73sSmA9vGo2WYCBAgQIECAAAECBAgQIEBgJQQUQDtQ7+py6jorsS18vjyvf6ODbZulIc7Kzjw4OSy5qtmxHzfTUSbvTacHJF8YpbM+BAgQIECAAAECBAgQIECAAAECBAhMRuCIDFtnJl6Z/Ely10S7rcD6efvQ5Ldv+/HI756envWE+MtHXmK6OjoDdLqOh60hQIAAAQIECBAgQIAAAQIEplfAGaAdHJsqxo3TnpHOb55ngXa8TdPn3U2/GzO9Ilnoku2/T5/KrLfyqAccLbYdmQUrGgECBAgQIECAAAECBAgQIECAAAECCwi0BcsFuv1i9pq8utMv3o32otax9QhdNx6hjy4ECBAgQIAAAQIECBAgQIAAAQIECBAYWWDcAmjdv/JHI48+Xsc6S1QjQIAAAQIECBAgQIAAAQIECBAgQIBAZwLjFkDflzVXNAIECBAgQIAAAQIECBAgQIAAAQIECEy9QFdPgZ/6HbWBBAgQIECAAAECBAgQIECAAAECBAisPgEF0NV3zO0xAQIECBAgQIDA4gQelcW+kJyXXJycnvxjslGiESBAgAABAgQITKnAuJfAT+lu2CwCBAgQIECAAAECExN4XEau20Btmqw3sJZt8nrX5HnJF5N9Eo0AAQIECBAgQGDKBJwBOmUHxOYQIECAAAECBAhMlcA/ZGs+mtyx2aprMj0j+VZyYXJzUkXRRyRXJndKNAIECBAgQIAAgSkSUACdooNhUwgQIECAAAECBKZK4AXZmj9PqsB5bXJgskmyW/KA5G5JXVH16eSWpM4QPTvRCBAgQIAAAQIEpkhAAXSKDoZNIUCAAAECBAgQmBqBKnq+Nanpz5MqfH4qWbdV4fPRycuTer1Z8pFEI0CAAAECBAgQmBIBBdApORA2gwABAgQIECBAYKoEPpStqZ+Vq6h5r2aaydD2psz5WjP394b2MoMAAQIECBAgQGDZBRRAl53cCgkQIECAAAECBHogUGd1VvtOUk98H6Xtl05VMK2fsQ8ZZQF9CBAgQIAAAQIEJi+gADp5Y2sgQIAAAQIECBDon0Ddz7Pa/1s7Genr1elVD0mq9kdrJ74SIECAAAECBAistIAC6EofAesnQIAAAQIECBCYRoG692e1L6+djPz1qqbnXUdeQkcCBAgQIECAAIGJCiiATpTX4AQIECBAgAABAj0XuM+Y27+m6f/TMZfTnQABAgQIECBAYEIC609oXMMSIECAwPQLPDCbeEByj2Sj5MfJ55PPJNclGgECBFazQP07WMXMP04OHwPijk3fE8dYRlcCq11glwA8Jtk12Ty5KPlq8onkikRbGYG7ZbWPTfZI7pRcmpySHJdcmGgECBAgQIDAEIGT8nk9HODoIfN9TIDA5AUenFV8Kan/FufKBfn8zxKNAAECq1ngC9n5+jfypqS9HH4hj/c3y9w8xjILjWk+gVkW+LXs3MeSuX4eqc9+nvxNsmGiLZ/A1lnVO5MbkrmOTX3+T8lWiUaAwOQFjsoq6r/Fgye/KmsgQKArAQXQriSNQ2BxAs/MYnVWU/0PtP5y/4/JnyT1P9P6BeMbSfuDbv0iv0GiESBAYDUK3CU7XYXM+jfx9BEA9h7oX/+WagQIzC+wX2ZfltR/Y3WW53uTZydPSV6efC5pfyapP0hUUU6bvMBuWcWZSdlXobNOXHlB8uRm+tFM28Lo9/O6zt7VCBCYrIAC6GR9jU5gIgIKoBNhNSiBkQTqcvc6k6l+oH1L0j7hOC9v0+rJxZcn1a/++q8RIEBgtQocmR2vImjl7GSzZK723HzY/vtahYFh/eZa1mcEVqNA3Vu3ip71s8a/J9skc7WH58MfJtXvPxO3cAvCBFtd5t4WP/8nr4cVN3fNvK8ldVx+kChOB0EjMEEBBdAJ4hqawKQEFEAnJWtcAvMLVLHzx0n9oPrK+bveOvdB+Xp1Uv0fdesnvhAgQGB1Cnwlu92eCVrT+mX/8OTvk08ndYluO7+KoL+ZaAQIzC/w5cyunzHelyx0i4nt0udHTf8/z1SbnMB7MnQdl/p3b80Cq9k48+s+rdX/XQv0NZsAgaUJKIAuzc/SBFZEQAF0RditlMDtXhiD+gH1S2NYvKxZ5sQxltGVAAECsyhwWHaqPcOz/i1dN1UA/UmyU6IRIDC/wP/K7PpvqP4wu8n8XX8x96C8qmUuTO7wi0+96FJgxwx2Y3J9UvdmHaXVGaLVv858r0K1RoDAZAQUQCfjalQCExVQAJ0or8EJDBWoImb94vCHQ3v86ow6a/SapH7pH3Zp2q8u5RMCBAjMpsBG2a36BaQKndcl9Qv/Vcmpye8nGgECowm8I93qZ5JXjdb9F72+1yz3iF984kWXAs9vfD805qB1C4M6ns8ZczndCRAYXUABdHSroT1vP3SOGQQIECAwSwL3b3bmP8fYqfrFvu7/VP+v2H2M5XQlQIDALApU0fNpyZ2TKoZukNQfivZI6qEgGgECowm0P5N8brTuv+jV/gxzv1984kWXAq1r6zzq2G3/dvlRl9OPAAECyyqgALqs3FZGgACBFRGoBwZskdRlTT8dcwsubvrXL/waAQIECBAgQGCpAndqBmh/xhh1vLa/n0lGFRuvX+vaOo+6dNu/XX7U5fQjQIDAsgoogC4rt5URIEBgRQSq8FlPWq1C6JZjbkH7w+ylYy6nOwECBAgQIEBgLoHLmg/bnzHm6jPXZ21/P5PMpbP0z1rX1nnUEdvbJLXLj7qcfgQIEFhWAQXQZeW2MgIECKyYwLebNe87xhbU0z0fktR9nU4bYzldCRAgQIAAAQLDBBbzM0mN9chmwHb55q1JRwKt6yPHHK/92bJdfszFdSdAgAABArMpcFJ2q4opR8/m7tkrAlMr8NJsWf23919jbOELm2X+e4xldCVAgAABAgQIzCdwYGbWzyTnJmvm6zgw77fyupa5JKkrWrTuBXbOkDcn9QDMuyejtJ3Tqe6PXA/M3DHRCBCYjICHIE3G1agEJiqgADpRXoMTGCqwWebUPZrql4cXDe31yxn10KO6bL76H/DLj70iQIAAAQIECCxJYL0s3f5O8M8jjFSXWJ+d1M8k9QddbXICR2bocv6vpB70Nl/bMDO/kPz/7N0HnDxlfT9wkQ6CigXEAsSGBiwxGsUCIRorscRY/qKIJLGbWBITjVGjxsSSGLvRCPZO7A0TFDuKikTEgiCo2FBBkI7/zxdmdNjf7t3u3eze7t37eb0+N7Mzzzwz857bu73nplT9Q5eqaB4BAqsW0AG6akINEJi9QPthxxmgs7e3RgL3CUH9Z7/yzKQ+uA4r1eH506Q+0NYHYYUAAQIECBAg0KfAzdPY2Ul91nhdUg9rHFaq3jeTqldXpIz67JJZSg8CO6eNU5PyPjK5VjKs1BmiRyVV77vJ1ROFAIHpCegAnZ6tlglMTUAH6NRoNUxgLIFHpVY9FKk+sJ6cPDe5f3Kv5AlJ+5/8mv+eZOtEIUCAAAECBAj0LVCXwv8yqc8cpycvTQ5MDkgembw3qUura/4XE51sQZhBuUnW0XaC1uXw9c/wg5M6Lg9LqiOmptdxOSWpq4YUAgSmK6ADdLq+WicwFQEdoFNh1SiBiQT2S+1jk/rgOiz1dNbqDN0sUQgQIECAAAEC0xK4cRr+WDLs80hNOzd5flIPZlRmJ7BLVvXGpK4aGnZsanp1yNQZowoBAtMX0AHag7EbSPeAqAkCBAgsmMDHs711SdntkrrcfY+kzvT8QfLJ5ANJnZGhECBAgAABAgSmKXB8Gq8HHNXnkjrD8AbJjskPky8kdTVK3cNcma1A+dfZuE9P7pnsnVwlOT05Lnl38p1EIUCAAAECBEYIOAN0BIzJBAgQIECAAAECBAgQIECAAIEBAWeADoCs5OXlV7KQZQgQIECAAAECBAgQIECAAAECBAgQILAIAjpAF+Eo2UYCBAgQIECAAAECBAgQIECAAAECBFYkoAN0RWwWIkCAAAECBAgQIECAAAECBAgQIEBgEQR0gC7CUbKNBAgQIECAAAECBAgQIECAAAECBAisSEAH6IrYLESAAAECBAgQIECAAAECBAgQIECAwCII6ABdhKNkGwkQIECAAAECBAgQIECAAAECBAgQWJGADtAVsVmIAAECBAgQIECAAAECBAgQIECAAIFFENABughHyTYSIECAAAECBAgQIECAAAECBAgQILAiAR2gK2KzEAECBAgQIECAAAECBAgQIECAAAECiyCgA3QRjpJtJECAAAECBAgQIECAAAECBAgQIEBgRQI6QFfEZiECBAgQIECAAAECBAgQIECAAAECBBZBQAfoIhwl20iAAAECBAgQIECAAAECBAgQIECAwIoEdICuiM1CBAgQIECAAAECBAgQIECAAAECBAgsgoAO0EU4SraRAAECBAgQIECAAAECBAgQIECAAIEVCegAXRGbhQgQIECAAAECBAgQIECAAAECBAgQWASBLRZhI9f5Nu6a/dsp2a7JuRmekZyZnJ7Ua4UAAQIECBAgQIAAAQIECBAgQIAAgRUI6ABdAdoqF9khyz8keVCyV1KvR5ULM+O45PPJ+5MPJr9OFAIECBAgQIAAAQIECBAgQIAAAQIECMyVwM7ZmpcldWZndWKuJNUZevdkkcsx2fja98MXeSdsOwECBAgQIECAAAECBAgQIEBgBgJvyDqqH+XAGaxr3a7CGaCzObRXzmqOSPburK6+eU9LTkl+kpyTnJfUMdkm2TG5drJbsnVSpc4YfW/yxORFiUKAAAECBAgQIECAAAECBAgQIECAAIE1Fdg+a/9MUh2elaOTByRXS8YpW6bSbZNXJecnbTt3y/giFmeALuJRs80ECBAgQIAAAQIECBAgQIDAWgg4A3Qt1K1zYoGDs0TbafmWjF9+4hZ+u0B1eradoF9dZVu/bXW2YzpAZ+ttbQQIECBAgAABAgQIECBAgMDiCugA7eHYraYzrofVb4gm9mn2sjos6+FHF69ir+shSE9qlq/L6fdYRVsWJUCAAAECBAgQIECAAAECBAgQILDuBXSATv8Q1+XrVd6XXHDJ2Oq+vKuz+A0640YJECBAgAABAgQIECBAgAABAgQIEBgQ0AE6ADKFl9dq2jy1p7ZPTzttR+q2PbWpGQIECBAgQIAAAQIECBAgQIAAAQLrUkAH6PQP64nNKm7T06rqkvp6MFKVL1868JUAAQIECBAgQIAAAQIECBAgQIAAgWECOkCHqfQ7rR76U+X+yb6XjK38y5Wy6AubxX+W4Ukrb8qSBAgQIECAAAECBAgQIECAAAECBNa/gA7Q6R/j52YVdcn6Nsl7kocnWyWTlptlgY8mNazyyksHvhIgQIAAAQIECBAgQIAAAQIECBAgMEpgi1EzTO9NoC6Bf0ry/OSKSXVc1vgnkq8kdRbnj5JzknOTOibVWbpjcu3keskdkr2StlRH6NPaF4YECBAgQIAAAQIECBAgQIAAAQIECBBYa4GDswG/Sn69ynwoy++ULGqpWwKUweGLugO2mwABAgQIECBAgAABAgQIECAwI4E3ZD3Vj3LgjNa3LlfjEvjZHdZDs6rdkn9Ofjjhas9L/bp8/oDkrknd/1MhQIAAAQIECBAgQIAAAQIECBAgQGAZAZfALwPU8+yfpL2nNtk9w1sn10/qcve6PH6HpO4XelZyZlKXzx+fHJvUNIUAAQIECBAgQIAAAQIECBAgQIAAgQkEdIBOgNVz1ZPTXkUhQIAAAQIECBAgsN4EtswO1T/256HUVW+bJRfNw8bYBgIECBAgQGD2Ai6Bn725NRIgQIAAAQIECBBYbwL18M7nJscl9XDP85PTkw8kD042T2ZZbpWV/WdyclK3k6rt+V7y+uQPE4UAAQIECBAgQGANBbbPuusD2yHJ3yb3Tm6UzPpDY1Y5leIhSFNh1SgBAgQIECBAYM0E/i5rrk7PekBDm+pwbMdr+LVk72TapT5Ltw+LaNdfZ35emLSva/i+ZJEfLJrNVwgQIEBggwi0v9c8BGmDHPBF3c39s+F/3WS7JXZiq8x7RjL4YbH9oHZC5t0zWfSiA3TRj6DtJ0CAAAECBAj8VuDVGa3Pqxcnb0zukGyTVNklqX/qfzOpOr9M9kmmVa6QhtvPmnX//Hr46F5J3farrny7QfIPyc+T2p7arqsnCgECBAgQmGcBHaDzfHRs228EXpGxthOzPgQOK7tlYl0u1NZbaliXEdWHuEUt7YfSwxd1B2w3AQIECBAgQIDAJQKPy9f63Fodm3e5ZMrwL1tncvvH248yvvPwaque+s60UNvzjeR6S7S2a+a1n0k/kfG6P6hCgAABAgTmVaD9HeoM0Hk9QrbrEoHlOkDrA9eRSbfT80t5fWjyzOSw5OikO//Feb2opf2wqQN0UY+g7SZAgAABAgQIXO5yVw3CGUl9Rh3nKqU6A/OjTf36fNx3qauualvq7M7fGaPxOvPze0kt88Ax6qtCgAABAgTWSkAH6FrJW+9EAst1gD42rbWdm6dlvO75Oaz8YSYen7R1DxpWaQGm6QBdgINkEwkQIECAAAECywjULZ7qc2ldnTRuqUvQ636c5yR1r84+y7vSWG1P3Y903HJwKtYynxp3AfUIECBAgMAaCOgAXQN0q5xcYLkO0Pbszrpv0u2Xab7+U12dpPVB7dhl6s7rbB2g83pkbBcBAgQIECBAYHyBD6dqfSa93/iLXFKzOhtrubtNuNxS1euKqrrnZ32evsZSFQfm1f35qzO2OmWvODDPSwIECBAgMC8COkB7OBJb9NCGJlYusHkW3btZ/O0ZfnKZpn6c+fXf9rcmN062TepD27TLo7OCxyR16dJqy3WaBnZcbUOWJ0CAAAECBAgQWDOBPZo1f2XCLaj6t03a5SdcfGj1q2VqnVFan5XrZIFxy69S8VtJfR6vz6h1T36FAAECBAgQWIcCOkDX9qDuntW3T8k8esxNObKpV8fuZslnx1xuNdVumYX3XE0DQ5bdbsg0kwgQIECAAAECBBZDYOtmM8+bcHPb+u3yEy4+tHr7efrcoXOXnthuT9vG0rXNJUCAAAECBBZSQAfo2h62egpmXQJUl+3Uf6zHKT9JpfpwVx/Sdktm0QH651nPc5LaztWWevjR7yY/XG1DlidAgAABAgQIEFgzgR9kzfVZ9LrJdyfYiqpfpZbvq9Tnyvby9/one53ZOU6pz7a7NxW/P84C6hAgQIAAAQKLKaADdG2PW92r6JSkPjzeJnljslzZPRXa/1CfuFzlnuZfmHbq8qA+Svtf9j7a0gYBAgQIECBAgMDaCByV1dbn13qA5/+OuQk7pN4fJXUCwHK3fhqzyUuqnZ+vn0v2Se6evCMZp9T99+tp9vWZus8O2XHWrQ4BAgQIECAwQ4E+7uk4w81d+FXdNHvQdl62O/PqZmT/DMc5w/KJ7YIZfqMzbpQAAQIECBAgQIDArATelBVVR2ZdKfQ7Y670Kal3heTIpO8zLtsTCZ6etse5vL7+Dnp2UqVd9tJXvhIgQIAAAQIECEws0H0KfH1IvCCpm7//V/LIpP4LfkZS816YjCrVOfqE5KKk6o77n/ZUnatyTLamtr8uhVcIECBAgAABAgQWV+B12fT6XFcPD7r6MrvxwMyvy9Trs+ytlqm7ktlbZqE6OaC25y1JvR5V6nP1S5KqW5fPezhnEBQCBAgQmFuBN2TL6nfWgXO7hTaMQARentQ36rh5yIDaVfL66cmXOm3UJek3SRax6ABdxKNmmwkQIECAAAECmwrUJe3/l9Tn3FOS+yebJ92yS168NKnOz6r3pGRaZa80/Muk1vOZpC7RHyz1GfqjSdU5L7ldohAgQIAAgXkW0AE6z0fHtv1GoC6v2TOp/3r/a/KRpH34UX3wGswhmdYtddl8t059ePy7boUFG9cBumAHzOYSIECAAAECBJYQuFrmHZW0n1dPz3h1ML4r+ULSXr1U/8B/XDLt8ntZwalJuz3fyfj7k/ck3+hM/2nG90sUAgQIECAw7wI6QOf9CNm+JQV2zdy7JXUvpLcn9ZCh6tzcP+mWa+RF+wGuPqjVMotcdIAu8tGz7QQIECBAgACBTQU2z6SHJe3ZoO1n1xqek9Rn3Rsnsyo7ZkXPSurBRt1tqfH6PP1vyVUThQABAgQILIKADtBFOEq2cSKBHVJ78KbtW2RanTl6x2TwAUqZtHBFB+jCHTIbTIAAAQIECBAYW2CP1LxTcp9kn2T7ZK1K3etz76SeDP8nyc2T6qxVCBAgQIDAIgnoAO3haFXnmjI/AnXPosFSlws9eXCi1wQIECBAgAABAgTmUOCkbFNlHkqd8Xlck3nYHttAgAABAgQIrJHA5ddovVZLgAABAgQIECBAgAABAgQIECBAgACBqQvoAJ06sRUQIECAAAECBAgQIECAAAECBAgQILBWAjpA10reegkQIECAAAECBAgQIECAAAECBAgQmLqADtCpE1sBAQIECBAgQIAAAQIECBAgQIAAAQJrJaADdK3krZcAAQIECBAgQIAAAQIECBAgQIAAgakLeAr81Ikv95OsYrMpreaqU2pXswQIECBAgAABAgQIECBAgAABAgTWhYAO0Okfxp2yCmfaTt/ZGggQIECAAAECBAgQIECAAAECBAhsIqADdBOS3ifcPi0emtyg0/IPM35R57VRAgQIECBAgAABAgQIECBAgAABAgSmIKADdAqoA01+Jq9vnXw4uVUz77UZPrUZNyBAgAABAgQIECBAgAABAgQIECBAYEoCLs2eEuxAsz/P6zslX2+m/12G+zfjBgQIECBAgAABAgQIECBAgAABAgQITElAB+iUYIc0e2amHZJcnJT7G5IdE4UAAQIECBAgQIAAAQIECBAgQIAAgSkJ6ACdEuyIZj+b6S9p5u2a4WNG1DOZAAECBAgQIECAAAECBAgQIECAAIEeBHSA9oA4YRN178+TmmWekOEVJlxedQIECBAgQIAAAQIECBAgQIAAAQIExhTwEKQxoXqsdnbaemByQNPmHhke14wbECBAgAABAgQIECBAgAABAgQIECDQo4AO0B4xJ2jq86lbUQgQIECAAAECBAgQIECAAAECBAgQmKKAS+CniKtpAgQIECBAgAABAgQIECBAgAABAgTWVkAH6Nr6WzsBAgQIECBAgAABAgQIECBAgAABAlMU0AE6RVxNEyBAgAABAgQIECBAgAABAgQIECCwtgI6QNfW39oJECBAgAABAgQIECBAgAABAgQIEJiigA7QKeJqmgABAgQIECBAgAABAgQIECBAgACBtRXQAbq2/tZOgAABAgQIECBAgAABAgQIECBAgMAUBXSAThFX0wQIECBAgAABAgQIECBAgAABAgQIrK2ADtC19bd2AgQIECBAgAABAgQIECBAgAABAgSmKKADdIq4miZAgAABAgQIECBAgAABAgQIECBAYG0FdICurb+1EyBAgAABAgQIECBAgAABAgQIECAwRQEdoFPE1TQBAgQIECBAgAABAgQIECBAgAABAmsroAN0bf2tnQABAgQIECBAgAABAgQIECBAgACBKQroAJ0irqYJECBAgAABAgQIECBAgAABAgQIEFhbAR2ga+tv7QQIECBAgAABAgQIECBAgAABAgQITFFAB+gUcTVNgAABAgQIECBAgAABAgQIECBAgMDaCugAXVt/aydAgAABAgQIECBAgAABAgQIECBAYIoCOkCniKtpAgQIECBAgAABAgQIECBAgAABAgTWVkAH6Nr6WzsBAgQIECBAgAABAgQIECBAgAABAlMU0AE6RVxNEyBAgAABAgQIECBAgAABAgQIECCwtgI6QNfW39oJECBAgAABAgQIECBAgAABAgQIEJiiwBZTbFvTBAgQIEBgHgR+JxvxsKSG5yXHJ/+ZnJEoBAgQIECAAAECBAgQILDOBXSArvMDbPcIECCwgQX+JPv+qmTnZLMBh3/N6+OS+ycnDMzzkgABAgQIECBAgAABAgTWkYBL4NfRwbQrBAgQIPAbgcMy9u5kl2bK6Rn+X/KN5Kxm2k2aaX/ZvDYgQIAAAQIECBAgQIAAgXUooAN0HR5Uu0SAAIENLlBnfR6U1Fmf1em5Z3LVZO9mfIcMD0h+lmyevDL500QhQIAAAQIECBAgQIAAAQIECKxa4Ji08Ovk8FW3pAECBAhsKnDbTLo4qZ8zb9l09mWmbJlX306qbt0bdOtEIUCAAAECBAgQIECAwDwJvCEbU3+zHDhPG7Vo2+IM0EU7YraXAAECBJYSODQz68zP7yQPXKpi5l2Q3DSpzs+tkjoTVCFAgAABAgQIECBAgACBdSagA3SdHVC7Q4AAgQ0ssG32/XrN/j9sTIezU++wpm5dFq8QIECAAAECBAgQIECAwDoT0AG6zg6o3SFAgMAGFqgOzDr7s87o/MQEDv/S1N1pgmVUJUCAAAECBAgQIECAAIEFEdABuiAHymYSIECAwLIC129qnLlszctWODkv65461Xl6jUQhQIAAAQIECBAgQIAAgXUkoAN0HR1Mu0KAAIENLvCLZv/rfp6TlHoSfJXqBK0nwysECBAgQIAAAQIECBAgsI4EdICuo4NpVwgQILDBBT7T7P+OGW4/gcX9U7fO/rwwqcvnFQIECBAgQIAAAQIECBBYRwI6QNfRwbQrBAgQ2OACX87+/yqpzsznTWDx903dr0+wjKoECBAgQIAAAQIECBAgsCACOkAX5EDZTAIECBAYS+ANTa2HZ/i7YyzxiKZeXf7+5DHqq0KAAAECBAgQIECAAAECBAgQWFLgmMytjobDl6xlJgECBFYmUPfz/HlSP2fOSW6fjCqPz4yLkqrbXj4/qq7pBAgQIECAAAECBAgQWAuBOsmj/mY5cC1Wvl7WucV62RH7QYAAAQIEIlAdmn+QHJtsk3wi+VLymuSTSd0b9K7Jw5JrJ3W5/PeSpTpKM1shQIAAAQIECBAgQIAAgUUV0AG6qEfOdhMgQIDAKIFvZsbvJJ9Odk9u0SSDy5T6L+r/JHdKalwhQIAAAQIECBAgQIAAgXUo4B6g6/Cg2iUCBAgQuNxpMahO0P+X1K036uFIdXZoPen9jOSI5JbJHROdn0FQCBAgQIAAAQIECBAgsF4FnAG6Xo+s/SJAgACBEnhrExoECBAgQIAAAQIECBAgsEEFnAG6QQ+83SZAgAABAgQIECBAgAABAgQIECCwEQR0gG6Eo2wfCRAgQIAAAQIECBAgQIAAAQIECGxQAZfAb9ADb7cJNAL1M2DfpJ6avUvyy+RbyQeTHycKAQIECBAgQIAAAQIECBAgQGChBXSALvThs/EEViywWZZ8ePL0pDo+B8vFmfCG5CnJDwZnek2AAAECBAgQIECAAAECBAgQWBQBHaCLcqRsJ4H+BLZLU29K7tU0+bUM64zPU5Mdklsnd04OSu6SVL3PJQoBAgQIECBAgAABAgQIECBAgAABAssIHJP5v04OX6ae2dMRqDM/35HUMTg9uU8yrOyWiR9Jqt7PkusnCgECBAgQIECAAAECBAgQIDBbgbo6s/42P3C2q7U2AgRWI6ADdDV6q1+2fmDWD86fJ3su09zmmf/OpOp/cpm6ZhMgQIAAAQIECBAgQIAAAQL9C+gA7cHUU+B7QNQEgQUSeEazrY/L8IRltvuizD84+VFyu+SOiUKAAAECBAgQIECAAAECBAgQWCgB9wBdqMNlYwmsSuDmWfq6yfeSN47ZUj0V/mXJPyX3TT6WKASmLXCDrOBvkpslV0zqjOU6e/x5ycmJQoDA4gtslV34w6T+wXaN5FfJd5K6J/U3E4UAAQIECBAgQIAAAQILK+AS+LU7dIdk1XU5+2ETbkI9FKmWO3rC5VQnMKnA7lng2OTipL7nBlPTv5BUZ4lCgMDiCvxlNv20ZPA93r7+cObdeHF3z5YTIECAAAECBHoVcAl8D5zOAO0BURMEFkTgas121h+dk5S2/tUnWWjB6m6Z7a0zkfZNdk3OS05OPpRUh5wyfYE7ZhUfSOqssOoEqVsvfLEZVofnLZOrJL+f1Flif5R8JlEIEFgcgXp/1wf4+zWb/NUM35ucnGyX/F5y7+TOSf3T7UHJexKFAAECBAgQIECAAIEFF6jOlr2SWyX7JXW23Y2SaybbJOutOAN07Y7oI7Lq6lh65YSbcPNmuS9PuNyiVD8oG1q3BSibYfl0plfnmzI9geul6fOT8j8ruWsyrPxZJp6TVL0aOhM0CAqBBRI4NNta799fJPV+HlaunIltvfpn1D7DKplGgAABAgQIENhAAs4A3UAHez3t6g7ZmUcndebSmUn9ITAqF2Tel5JXJHdPNksWvegAXbsjuG9WXd9r/zfhJjy2We7NEy4379U3zwYe2uxbuRyXPCt5aPLw5OVJnYVY8+qP8IMSZToC30iz5Vz3nK3Oj6VKdXq2naD180QhQGAxBO6RzWzf5zcdY5P/van/rQzrLH2FAAECBAgQILBRBXSAbtQjv6D7vXO2+2XJcp2e9cfBqFQHTXWELnLRAbp2R69uefHTpL6/6nLvcUp1Eh6f1DL3H2eBBarzH81+VafbgcmwfzBsn+ntH+EXZfxuidKvQJ3dVff2rOw7ZtP36iyz55jLqEaAwNoKfCGrr98l9U+1cUr9/vlaUsscNM4C6hAgQIAAAQIE1qmADtB1emDX427VGU1fTepDfJv6Y//7yWeT9yZvS16f1Fl2hyf1tO06K+rcpF2mhtUJ89fJohYdoGt75P4uq6/vo28my51pV1v67KStXx2o66XcPjtS+1Xvr9uMsVNPaer/MMPqFFX6E3hXmqpjcdKETdaxqOX+a8LlVCdAYPYC18kq6/16RlL3AR23HJKKtVx9TlIIECBAgAABAhtVQAfoRj3yC7bf1VlSl7vXB/hK3dT/AcnVknFKXfZ12+RVyflJ286inommAzQHcQ3LNll3PVimvo+OTa6fDCv1B+q/JlWvbsWwX7KeyhHZmdq3f5hgpz7VLPOECZZRdXmB6oyvY3Ho8lUvU+O/m+W+fJmpXhAgMI8CB2Sj6n3+/gk3bvdmuVMmXE51AgQIECBAgMB6EtABup6O5jrel4Ozb/Whv/KW5PLJSkt1eradoHVG6WraWuk2rHY5HaCrFVz98tdME+1lhfX99LqkLm/fJ7lL8vTkpKS+Z2v+g5P1VHbKzlyYnJfsOMGO1WXXZVIdoUp/Au2ZnM+csMmXpn4dj/peVQgQmG+Bh2Xz6v066Rnb2zbL/Wq+d8/WESBAgAABAgSmKqADdKq8Gu9L4NVpqD7019l2fdzE/3FNe9XmdZNFKzpA5+OIVcfffybVEVjfS8NS37O3TdZbaS9///SEO1Zm5VT3DFX6E/h2mirX+n6cpLwjlWu5+j5VCBCYb4H2H0jvnnAzr5X69T7/3oTLqU6AAAECBAgQWE8COkB7OJrr6Z5+PXBMpYm2A+l9af2CHtbwrrTxH007N8jwxB7a1MTGEzgzu/yXyb8k903+INklqenfSuoyxY8lda/a9Vau2uxQPeF9klI2ddboFZK6lUDdP1RZvcA300T9M2ffCZu6dVO/zmZWCMxCYI+spDry9k6ukpyeHJdUp95JiTJaoB6mV6U+E22eXFQvxih3aOq0y4+xiCoECBAgQIAAAQIECKyFQHWa1NkLD+9p5dXxUpclV5v36anNWTbjDNBZalvXMIHqaKv3z1HDZi4xre7nW8udvUQdsyYXuEsWKdfqbK+OpXFKncVb9Su3GGcBdQisQmDnLFv/da/vt/peHUxNr/lVTxkt0N565cGjq2wy53OZUt6P2mSOCQQIECBAgACBjSNQnzXrM9GBG2eX7ekiCtQDOuob9bCeNn7/pr1qs85GWbSiA3TRjtj6296rZ5fq7KO6p9x2E+xe3YO33ndHT7CMquMJnJpqZfvjZLlbhVRH9C+a+nX2qEJgmgJ7pfFTkvr+PCepD5+HJH/SDOt1Ta/5Va/qK8MFHpTJ7ft89+FVLjP1yU3972c4yc/qyzTiBQECBAgQIEBgHQjUZ876HKUDdB0czPW8C69pvlHrD6R9V7mjV8rybYdqXXq3iEUH6CIetfW3zZ/MLtUvkMdPsGsfbZb5+wmWUXU8gVulWnVKt50jNx6xWJ3t+bOmXt1SZFS9EYubTGAigfpnSdv5+YmMX3vE0tfJ9Jpf379Vv5ZTNhXYLJPel5TTqck+ybCyVSY+K6kza+vnwj0ShQABAgQIECCwkQV0gG7ko79A+37dbGt7yXqdtVSXwteH+0nLzbLA0Un94VB5TrKIRQfoIh619bfN7WXXv8yujXPG1iNTr9531flW/4hQ+hd4SJpsO0Gr46Mul31xUmeBvSz5RlLT6zhcmCziLUCy2coCCbwu21rfb0cly/3ervlVr+oflijDBXbI5I8n5VT5YPKI5M7JvZPq+DwpqXn1T46/TBQCBAgQIECAwEYX0AG60b8DFmj/n5RtbT/s17DuC1pnQdQH/Ycld0/2T+psiDskf5zUg2nq7LT6w/+4pLv8R/L68skiFh2gi3jU1uc2t50bP83uVYfosFIPintK0nbMPWBYJdN6E6gHG9Xlrt2fd93x6gD9brJ3ohCYpsBuabze9/Wwsxofp1S9ql/LXWecBTZonS2z3/+UnJ1039/d8WMzb99EIUCAAAECBAgQuPQ2TPVZySXwvhsWQuDgbOWvku4H/JWMfyht7LQQezx8I3WADncxdfYCW2eV70na9+HHM/5XSV1u+adJ/YH+7aTmV4fGExJlNgJ1f8UjkursrA7qk5L62TeqozqzFAK9CjwurdV7/y0Ttlr1a7nHTrjcRqx+1ez0IcmhyYeTw5MXJPUP4UX9J282XSFAgAABAgQI9C7gDNDeSTU4bYGrZQV16fppSf2BNG7qjJJ3J9Uxs+hFB+iiH8H1tf31R/YTk58no96Px2fenRKFAIGNI/Cf2dX6mfDwCXe56tdyr5pwOdUJECBAgAABAgQIjBLQATpKZoLpdXmnMjuBn2RVT22ye4a3Tq6f7JhcMdkhqXtenZXUZfInJtX5UpeC1TSFAIF+BeqS6hcmr07qHwz7Jrsm5yUnJ3XW4ceTOgNUIUBg4wi0V1rUGciTlLb+VSZZSF0CBAgQIECAAAECBKYroAN0ur5LtX5yZlYUAgTWXqD+4fDmJmu/NbaAAIG1Fji92YC6cmOScvWmctsROsmy6hIgQIAAAQIECBAgMCUB91iaEqxmCRAgQIAAgYUV+Gqz5XU/yknKHzaV2+UnWVZdAgQIECBAgAABAgSmJOAM0CnBTtBsXW5bl9pt16Tu93lGUmek1Rko9VohQIAAAQIEZidQD0j7j+ReyXWTuiXNcqXqVf26ZcZ7l6tsPgECBAgQIECAAAECBNazQN3n89HJZ5Lq5Bz14JWaXvcD/VLyiuTuyWbJopdjsgO1b/W0V4UAAQIECMyrQN0buH5ffS7ZZpmN3LapV/XrAUoKAQIECBAgQIAAgb4EPASpL0ntzERg56zlZclynZ71x9OoHJd51RG6yEUH6CIfPdtOgACBjSNQDzKqMz/rd/Lnk3po4bBS02t+1av6HoAUBIUAAQIECBAgQKA3AR2gPVC6BL4HxDGauHLqHJHs3albfyidlpyS1NPhz0nqydN1TOpMk3oy/LWT3ZKtkyp7JXVZ3ROTFyUKAQIECBAgMB2B09PsXZMPJrdKvpa8Pzkyqd/b9YCkuufnAUn97q7Oz7sltZxCgAABAgQIECBAgACBDSWwffa2LnevDs/K0ckDknGfLLtl6t42eVVyftK2U39kLWI5Jhtd++AS+EU8eraZAAECG09gp+zyK5O6LU37O7g7rOk1v+opBAgQIECAAAECBPoWcAZo36Lam4rAwWm1/UPpLRm//CrWUp2ebSfoV1fZ1io2Y1WL6gBdFZ+Fexa4ddp7flJnaH8l+d/kpckdE4UAAQJdgWvkxcOT+hlRv89rWK9rukKAAAECBAgQIEBgWgI6QHuQdQl8D4jLNLFPM786LB+SXLxM/aVm12V4T0rqybR7J3skdcndtMvts4IHJqvpvG23sS7rr7LVpQNfCayJwO5Za51V/cdD1l6XtD46qXv6VefGsYlCgACB00JQPzcUAgQIECBAgAABAgQIEBgQOD6v6wzQZw9MX+nLazbtVZt1b7JZlPdmJe1ZrH0NvziLDbcOAkMEbplpdf+++l7+WfK8pDpCb5rsnzwj+X5S889KZvU+y6oUAgQIECBAgAABAgQIECBwGQFngF6GY2UvnAG6MrdJlrpWU/nUSRZaom49XKHuN1b3Bt12iXp9znpIqpbfAABAAElEQVRcGnt/slkPjT4lbVwn+V4PbWmCwKQCu2aB6tC/avK+5KDk50m31GXw1Sn64uSQ5O1JXSpfD0BRCBAgQIAAAQIECBAgQIAAAQIEBgS+nNd1JtlhA9NX+rLOUKv2KnUJ/KIV9wBdtCO2vrb39dmdeu98NNl8jF07LHWq/seTRSh1m4p7JK9JPpOckByVVGfuvolCgAABAgQIECBAgAABAosl4AzQxTpeG3ZrqyOiOlDOSVbbAXGltNF2qNaZoItYdIAu4lFbH9tcZ3/WPXjPTeos5HHKDqn046Tew7caZ4E1rFPbVw9yqm0dlSMz73qJQoAAAQIECBAgQIAAAQKLIaADdDGO04bfyutG4PykOiR+kdRDVbZKJi03ywJHJ23HxnMmbWBO6usAnZMDsQE34y+zz/X+eeeE+/5vzXLPnnC5WVa/d1ZW/2Sp/TspeXKyT7Jnsm/yrKS972n986Qu6VcIECBAgAABAgQIECBAYP4FdIDO/zGyhY1APbm9OibanJnxuv9gdUo8LLl7sn9SHRZ3SP44uW/y+ORlyXFJu2wNP5LUpa6LWHSALuJRWx/b3HZkPmHC3an3Yr3v3jHhcrOqfvOs6FdJbWNd6j7qHyw7Zt7hTb0fZVgPVFMIECBAgAABAgQIECBAYL4FdIDO9/GxdQMCB+d120nR7cycdPxDaWengbYX6aUO0EU6WrPZ1ur0f0nyueSkpC7jflvyoGRUZ15mTVz+K0vU+63+6TBJuWMq13JHTLLQDOt+ptm+V4yxzs1Tp36G1P7UL1GFAAECBAgQIECAAAECBOZbQAfofB8fWzdE4GqZVpeun5ZUB8S4qXsWvjuph5ssetEBuuhHsL/tr/twVqfiUu+DkzL/Lj2t8p+bdT1twvYOapZ744TLzaL67Zptq58p24+5wmun3jnJxUndF1UhQIAAAQIECBAgQIAAgfkV0AHaw7HZooc2NDG+QN2D76lNds+w7sN3/aQuTb1iskNyQXJWUpfJn5gcnxyb1DSFwHoRuGl25KPJ1ZOfJS9PPpx8P6n3Qt0Oou6XW/U+kDw6eWWymlKd71XunDzrkrHxvlT9Kl+8dDBXXw9otub1GZ495padmnpl+qdJ/VPlPxOFAAECBAgQIECAAAECBAgQIECgJwFngPYEucDNXCXb/t2kzvz8YHLlZFip+9w+JakzFS9M/jhZTakzJM9Iar112f04pf5BcX5S699tnAVmXOe/s77an3tNuN4nNcu9YMLlVCdAgAABAgQIECBAgACB2Qo4A7QH70V9kE4Pu64JAgTWSODpWW9d/v7ppDrufp4MK9XxWZet/2OyefKyZMtkpaXOkHxes3D9Atk1uVZSnawfT05KTkk+kzwnuUXy9qTWWfcPrU7beSt19niVOmN8klIdwVXa5S995SsBAgQIECBAgAABAgQIECBAgMCqBZwBumrChW5gh2x93dO2zqi80Zh7Up2fX0vqTMe6bHs1ZassfFRSbVUn4HnNeL0eTHXA1rQTkrosfx7Lm7NRtY0PmXDjntks96wJl1OdAAECBAgQIECAAAECBGYrUCfw1N99B852tetrbc4AXV/H094QmHeBO2UDt04+mXx9zI29KPVe09Rt73k55qKbVKvL2asT9adJnf1YHaK/SOohY/+a1JPU6767VTa7dHBJh239spnH8oVmoyZ9UFRb/+h53CnbRIAAAQIECBAgQIAAAQIECBBYZAFngC7y0Vv9tj85TVRn4r9M2NQ+zXKfnnC5YdVf1LT1ywzr8vvansHUvHow07ebee/LcB7LbtmoenBa5YZjbmB1Qtf+1sOnth1zGdUIECBAgAABAgQIECBAYG0EnAHag7unwPeAqAkCBMYWqEvgq1QH4ySlrd8uP8my3bo3yYvHJnXp+x8lX072TW6WXDWpDtG63P5/knOS6mCsp7/X09LvmbwnmadS9yWts2MfkbwjuUNSZ7SOKrU/r2tm/nOGtY8KAQIECBAgQIAAAQIECBAgQIBAjwLOAO0RcwGbqs7HOvvwlRNu+92a5Y6YcLnB6vUwo1r/CwdnLPH6Uc0yn1iizlrO2iEr/79mG7+R4e1HbMy9Mv2HTb1y9A+wEVAmEyBAgAABAgQIECBAYI4EnAHaw8HwB3APiMs08ZPMb+8luEzViWfXGWsKgUUS+HyzsXfOsO5BXA8aGqdUB2iVz106WPHXOpOzyqsvHYz19fWp9W/JbZMrJUudYZnZMy91duxdkjo79feSeshTndla91k9PdklqbNdb5BU+XBy/+TCeqEQIECAAAECBAgQIECAAAECBFYrUA9wqTPOppHVbttaLH9MY3H4WqzcOtdcoP4ZcGJS74eDxtyaa6Xe2Ul1lu495jLDqtWZkrXeM4fNXGZadSjWsjdfpt5azq77ef5DUpfx17YO5vuZ9shk80QhQIAAAQIECBAgQIAAgcUQcAZoD8fJGaA9IC7TRF2OemjSnn1V1esy1OoYVQhsNIHqlHta8qbkJcmxyVeSUeUKmfHOZLvkbclxyUpLtVXlrEsHE31tl2nbmGjhGVWu+3k+O3lesm9y42SnpM5Crw7czybjnnGbqgoBAgQIECBAgAABAgQIECBAYHyBK6dqXfrbnpH1nPEXXXc1nQG67g7pinao/Q9WXb7958mwsxJvk+nV4Vnvmzpr9CrJakr9w6f+8XBBss2EDX039Ws7rj/hcqoTIECAAAECBAgQIECAAIHVCLR/Px+4mkYsS2BWAjtmRccn1YlSnTD7Jxux6ADdiEd9033eOpNel7T/FPhB87qeTP7ypL3kvObXA372SPoo7T8i7jlBY3ulbm3Hj5K6b6lCgAABAgQIECBAgAABAgRmJaADdFbS1tObQJ3RVp2f1ZlS9+OrTtGNVnSAbrQjvvT+/llmfz1pO0K7w3rY0DOS7ZO+yuPTUK3jC8mws06HrecdzTIvHTbTNAIECBAgQIAAAQIECBAgMEUBHaBTxNX09ARelKbbTp6nTG81c9uyDtC5PTRrumF7Z+0PS/4+eVTyR8mWSd+lLn0/Jan34EuSeijTUqXtMK17gO66VEXzCBAgQIAAAQIECBAgQIDAFAR0gE4BVZPTF6iz2b6TVAfMT5N5fqhKNq/3ogO0d1INTihQZ2Kfm9R78N3J7slguWomvCpp/1lx/8EKXhMgQIAAAQIECBAgQIAAgRkI6ADtAbkeCqLMVuDsrO6ByQHNauvehvWgF4UAgdkI1NPQ6/339qTuBXqP5NPJ15ILkxsk+yV1n9Lzkocn9QR6hQABAgQIECBAgAABAgQIECBAgMCyAs4AXZZIhRkJXCvreW3Sng3anu1Zw+oIrbNDb5woBAgQIECAAAECBAgQIEBgrQScAdqDvDNAe0DUBAECCynwvWx13Xf0ccm+yXWS+plY049KTk8UAgQIECBAgAABAgQIECBAYMEFdIAu+AG0+QQIrFqgHnD0gVW3ogECBAgQIECAAAECBAgQIEBgLgUuP5dbZaMIECBAgAABAgQIECBAgAABAgQIECDQg4AO0B4QNUGAAAECBAgQIECAAAECBAgQIECAwHwK6ACdz+NiqwgQIECAAAECBAgQIECAAAECBAgQ6EFAB2gPiJogQIAAAQIECBAgQIAAAQIECBAgQGA+BXSAzudxsVUECBAgQIAAAQIECBAgQIAAAQIECPQgoAO0B0RNECBAgAABAgQIECBAgAABAgQIECAwnwI6QOfzuNgqAgQIECBAgAABAgQIECBAgAABAgR6ENAB2gOiJggQIECAAAECBAgQIECAAAECBAgQmE8BHaDzeVxsFQECBAgQIECAAAECBAgQIECAAAECPQjoAO0BURMECBAgQIAAAQIECBAgQIAAAQIECMyngA7Q+TwutooAAQIECBAgQIAAAQIECBAgQIAAgR4EdID2gKgJAgQIECBAgAABAgQIECBAgAABAgTmU0AH6HweF1tFgAABAgQIECBAgAABAgQIECBAgEAPAjpAe0DUBAECBAgQIECAAAECBAgQIECAAAEC8ymgA3Q+j4utIkCAAAECBAgQIECAAAECBAgQIECgBwEdoD0gaoIAAQIECBAgQIAAAQIECBAgQIAAgfkU0AE6n8fFVhEgQIAAAQIECBAgQIAAAQIECBAg0IOADtAeEDVBgAABAgQIECBAgAABAgQIECBAgMB8CugAnc/jYqsIECBAgAABAgQIECBAgAABAgQIEOhBQAdoD4iaIECAAAECBAgQIECAAAECBAgQIEBgPgV0gM7ncbFVBAgQIECAAAECBAgQIECAAAECBAj0IKADtAdETRAgQIAAAQIECBAgQIAAAQIECBAgMJ8COkDn87jYKgIECBAgQIAAAQIECBAgQIAAAQIEehDQAdoDoiYIECBAgAABAgQIECBAgAABAgQIEJhPAR2g83lcbBUBAgQIECBAgAABAgQIECBAgAABAj0I6ADtAVETBAgQIECAAAECBAgQIECAAAECBAjMp4AO0Pk8LraKAAECBAgQIECAAAECBAgQIECAAIEeBHSA9oCoCQIECBAgQIAAAQIECBAgQIAAAQIE5lNAB+h8HhdbRYAAAQIECBAgQIAAAQIECBAgQIBADwI6QHtA1AQBAgQIECBAgAABAgQIECBAgAABAvMpoAN0Po+LrSJAgAABAgQIECBAgAABAgQIECBAoAeBLXpoQxMECAwX2DyTb5rcMtk2+Uby2eQXiUKAAAECBAgQIECAAAECBAgQIDADAR2gM0C2ig0nsEv2+N+S+yRbD+z9r/P6hORxyccG5nlJgAABAgQIECBAgAABAgQIECDQs4AO0J5BNbfwAlfJHtwguXLy4+TrydnJuOWeqfi2pO34rA7Ps5ILkx2Ses/dKDkieWtyUHJ+ohAgQIAAAQIECBAgQIAAAQIECBAgsA4Ejsk+VKfg4XO2L3fN9hyVXJTU9rU5J+O1rXUp+3Klzvi8OKlla3hosnPSli0z8tDkZ0nb/ocy7l68QVAIECBAgAABAgQIECBAgACBTQTekCnVh3DgJnNMIEBgbgXmrQO07s355qTtkKwOz88kH0i+lLQdotWh+bRkVLlOZtSy1c4FyV2SUaXOMj0uadf55FEVTSdAgAABAgQIECBAgAABAgQ2tIAO0A19+O38ogrMUwdoPaToI0l1RNaDif4q2T7plqvnxfOTuoS96j0vGVYOzcS2Q/OxwyoMTLtGXv+yWaYuka9L7hUCBAgQIECAAAECBAgQIECAQFdAB2hXwziBBRGYpw7Qp8esOi1PS/Zcxq8ukT8vqfr3GKi7TV7/qpl3aobVsTpOaddfbR48zgLqECBAgAABAgQIECBAgAABAhtKQAdoD4fbvQd7QNTEQgpcLVv9N82W3y/DejL7UqXu1dleql5ngW7WqXzLjNel9FXeldRl8+OUqtuW/doRQwIECBAgQIAAAQIECBAgQIAAgf4EdID2Z6mlxRL402xuXe5e9/r85Jib/tLUqzM8b5TcorPMNTvj3+qMLzfardttY7nlzCcwTYGd0/j+Sf1joIb1WiFAgAABAgQIECBAgAABAgsroAN0YQ+dDV+lwL7N8t2zMJdrsu4D+t6m0n6dyhd0xutJ7+OWbt1uG+Murx6BPgXunMbqnwF1S4j/Sd7WDOv1p5KarxAgQIAAAQIECBAgQIAAgYUT0AG6cIfMBvck0J5x+e0J22vrt8vX4t/ttLF3Z3y50W7dbhvLLWc+gT4Ftkpjr00+nNwuOSc5Mnl7M6zXt01qftWr+goBAgQIECBAgAABAgQIEFgYAR2gC3OobGjPAuc37U3amdPWb5evZr6U/Kxpry6t36EZX27w4E6Fehq9QmDWAnUv2zclBydnJ09IrprUpe/3b4b1uqbX/Kr35qSWUwgQIECAAAECBAgQIECAAAECBIYIHJNp9dTzw4fMm+Wk/2q24/ETrvSNzXKPGlju2c302reXDMwb9vL3MrEuqa/630+2ThQCsxZ4TFZY34PVgX/TZVZe86te1a/lFAIECBAgQIAAAQIECBCYvoCnwE/f2BoI9C4wLx2gf5Y9q46c2p5xz2a7cuqe0Sz3Oxl2y455UfdKrDYrT0tGlZtlxulJW7e2RSEwa4HtssKfJPV9eM8xV/4nTf1arpZXCBAgQIAAAQIECBAgQGC6AjpAp+urdQJTEZiXDtBtsnf1RPfq/PnLMff0VU39UZerV8dmXSbcdmx+PePVudme3blXxuvy4fbMz6r33EQhsBYC985K63vw8xOu/HPNcveZcDnVCRAgQIAAAQIECBAgQGByAR2gk5tZgsCaC8xLB2hB1D0OqwPovOR+yahSZ4j+U1J164Eweyejyp6ZcXJSddtcnPFK+7qGdQ/RxyYKgbUS+PesuL4X/27CDaj6tdyLJlxOdQIECBAgQIAAAQIECBCYXEAH6ORmmyzhIUibkJiwgQTeln39l6QebFTj70jukGyRVNk+qUuDP53UJe0XJQ9NjktGlRMy47rJI5JvJdXxWR2oleo0+kXy2mS3ZJx7haaaQmAqArs2rX5nwtZPbOq3y0+4uOoECBAgQIAAAQIECBAgQGC2Am1Hz2zXam0E5kfg77MppybPS+7bpDotz0rqvp5tqft7HpQc0U5YYlgdpXW5fKVK3Tu0LoOv+ybWPIXAPAic22zENhNuTFu/XX7CxVUnQIAAAQIECBAgQIAAAQKzFXAG6Gy9rW0+BV6ezbp+UvfjPD6pDtDq/KxL4z+bPDGp+eN0fqbaJuXnmfLDROfnJjQmrKHAyc266961k5S2/kmTLKQuAQIECBAgQIAAAQIECBAgQGCjCMzTPUBHmdc/Brpnf46qZzqBRRa4dTa+bsvw/aQ9q3O5/al630tquVpeIUCAAAECBAgQIECAAIHpCrgHaA++zgDtAVET606gzgA9c93tlR0icFmBevr7F5O6l+czknHKM1LpmkktN+nT47OIQoAAAQIECBAgQIAAAQIECBBY/wKLcAbo+j8K9pDApQL7ZHBBUmd0/u2lk0Z+rflVr+rfdmQtMwgQIECAAAECBAgQIECgTwFngPapqS0CMxLQATojaKshMKbAn6de3Z+2Ojc/ldwnqQd3Valhvf5kUvOr3l8kCgECBAgQIECAAAECBAjMRkAH6GycrYVArwI6QHvl1BiBXgQOSCv1oK7q5GxzYWe8ptX8qqcQIECAAAECBAgQIECAwOwEdID2YL1FD21oYnUCdf+9nZLtmpyb4RlJ3YPy9KReKwQIEJimwPvS+PWSOrvz3slNkism9bPouOTw5NXJWYlCgAABAgQIECBAgAABAgQWSkAH6OwP1w5Z5UOSByV7JfV6VKkzsKrzoR428v7kg0mdiaUQIECgb4Hq3Pz3JtX25kld8q4QIECAAAECBAgQIECAAAECBMYS2Dm1XpbUmZ3tJaaTDqsz9O7JIpdjsvG133VGmUKAAAECBAgQIECAAAECBAgQIDBawCXwo23GnuMM0LGpVlWxHiRyRLJ3p5XqBDwtOSX5SXJOcl5Sx2SbZMfk2sluydZJlTpj9L3JE5MXJQoBAgQIECBAgAABAgQIECBAgAABAksI6ABdAqenWdunnQ8kbefnFzL+b8n/JNXxuVzZMhVuldRl8wcn9bouU/1mUpfEK2snUJ3Uf5TskVQn9feTo5KTE4UAAQIECBAgQIAAAQIECBAgQIDAhhCoTsv2Uve3ZPzyq9jru2XZ85v2vrrKtlaxGatadD1cAn/NCLw2aY9Fe3zb4acy73arUrIwAQIECBAgQIAAAQIECBAgQOByl3MJvO+ChRCoJydXx9ixSZ29udryuDTQdrRdd7WNrcHyi94Bul/MfprUMbggqTN5X5j8c/K25OdJzbs4eUqiECBAgAABAgQIECBAgAABAgRWKqADdKVylpupwPFZW3WIPbuntdbZh20H6F17anOWzSxyB+jNA3V24//+DOvS98GyXSY8M6mnZ9dxqvu1KgQIECBAgAABAgQIECBAgACBlQjoAF2J2sAyq7kce6ApL0cIXKuZfuqI+ZNOPj0L1JmHVba9dODrDATqfrl1C4Pq4KzL3w9ITkoGy68y4enJ/ZPqAP3XpB5epRAgQIAAAQIECBAgQIAAAQIECKyBgA7Q6aOf2KziNj2tap+0015K/+We2tTM8gIHpsoNkxOSRyTVublUeWdmvjjZPKkzQhUCBAgQIECAAAECBAgQIECAAAEC61LgNdmr6iw7J9l3lXt4pSxfnZ7VXp0JuohlUS+B/1Cwy/2hE6BfPXUvTM5NrjDBcqoSIECAAAECBAgQIECAAAECBErAJfA9fB84A7QHxGWaeG7m1yXr2yTvSR6ebJVMWm6WBT6a1LDKKy8d+DojgT9o1vPBCdb349T9UrJ1cpMJllOVAAECBAgQIECAAAECBAgQIECgJ4G6r6EyXYG6BL6eBv785IpJdVzW+CeSryQnJT9K6gzROlOwjkl1lu6YXDu5XnKHpHsfyeoIfVqizEagOqyvnJyfVKfmJOV7qXzLZJdJFlKXAAECBAgQIECAAAECBAgQIECgHwEdoP04LtfKC1KhLll/WVIPLtohuUeTDCYqH07tByUXT7SUyqsRqI7P6pyujulKjY9b6lhXOfPSga8ECBAgQIAAAQIECBAgQIAAAQKzFHAJ/Oy0D82qdkv+OfnhhKs9L/Xr8vkDkrsmP0uU2Qp8q1ldeyn8OGuvfzDcoqnYLj/OcuoQIECAAAECBAgQIECAAAECBAj0JOAM0J4gx2zmJ6n31Ca7Z3jr5PpJXe5el8fX2YIXJGcldcZgXT5/fHJsUtPWquycFddl+H10mNel5FU2u3SwMF/fly3dO3lEUrcvGKfcL5Vqf49LvjvOAuoQIECAAAECBAgQIECAAAECBAgQIDB7gf/OKusJ6H3m6NnvxqrWeM0s/aukbj1QZ+IuV66RCt9Pyuwhy1U2nwABAgQIECBAgAABAgQIECAwRMBT4IegTDrJGaCTim3M+q/Kbtd9L/s4a/NWaWeP5KhkkUp1ZtaDp+p+rm9NHpq8IxlWbpiJ7052TY5M3pgoBAgQIECAAAECBAgQIECAAAECBAhEYPukOgkPSf42uXdyo2TzZD2Uf89O1FmRf72gO/PyZvtrHz6WHJjUpfE3SO6SVGdx3bO15n852SlRCBAgQIAAAQIECBAgQIAAAQIrEXAG6ErULDNzgf2zxursq2y3xNq3yrxnJPXE8eo8G8wJmXbPZNHLoneAln/dB7QeRDV4jNrXF2beq5PqzFYIECBAgAABAgQIECBAgAABAisV0AG6UjnLzVTgFVlb2zG2y4g175bp9aCctt5Sww+k3iLfumA9dIDWYbxS8sjkvclXk28kRybPTPZMFAIECBAgQIAAAQIECBAgQIDAagV0gK5WMMsvckdaD7s/F03UfTUPS/bqbE1dOl1Pfj8lqc7RGye3TKrcLfm35HH1QlkzgV9kzdW5XVEIECBAgAABAgQIECBAgAABAgTmVEAH6NofmMdkE/ZrNuOHGT4q+e/mdXfwh3nxsqTuB/rY5JjkdYlCgAABAgQIECBAgAABAgQIECBAgMAIgcuPmG7y7AQe3KyqLnu/XzKs87Oq1OXV+yXVSVrlCZcOfCVAgAABAgQIECBAgAABAgQIECBAYJSADtBRMrOZXk92ryeIV3l78slLxkZ/+XFm1cOUqtw42faSMV8IECBAgAABAgQIECBAgAABAgQIEBgqoAN0KMvMJu6eNW3TrO3oMddaZ4JWqdsX3OySMV8IECBAgAABAgQIECBAgAABAgQIEBgqoAN0KMvMJv4oa6pL36vU2Z3jlJ+k0rlNxd3GWUAdAgQIECBAgAABAgQIECBAgAABAhtVQAfo2h75s7L6U5pNuM2Ym7J76rVnjZ445jKqESBAgAABAgQIECBAgAABAgQIENiQAjpAZ3vYb5rVtZ2X7Zpf3Yzsn+Fm7cQlhk/szPtGZ9woAQIECBAgQIAAAQIECBAgQIAAAQIDAnUfSWV2Ah/Oqi5MvpYck3wx+VxyZrJn8oKk28GZl78p1Tn6+OSRzZS6F2gtpxAgQIAAAQIECBAgQIAAAQIECBAgMEJAB+gImB4nt/f4bJss8zoTtPKwdmIzfEKGxyav70y/SsYfk9wzuXkz/aIM26fBN5MMCBAgQIAAAQIECBAgQIAAAQIECBAYFNABOijS/+vqvHxxUp2X9dT2NlfP+LCy5cDEa+X1MzrTqkP1H5KvdqYZJUCAAAECBAgQIECAAAECBAgQIEBgiIAO0CEoPU+6OO2d0OQtnbZ3zXjbGVrD6iC9bnJS0i3dp8OfnhkPST7YrWCcAAECBAgQIECAAAECBAgQIECAAIHhAjpAh7vMYuoPspJKtzNzh7w+f2DlP8nr5yVHJJ9Kzk0UAgQIECBAgAABAgQIECBAgAABAgTGENABOgbSDKv8csi66qFJTx4yfdEn/X124OGLvhMbfPvrLOYrJPU9Oniv2w1OY/cJrGuBeihffX6o+1HXVQ4KAQIbR6D926F+9ysECGwcgfZ3/4+yy2dsnN22pwTmRqD+9lZWKdB+iFllMxYnMLbAyU3NugfqqPugjt2YinMhsNVcbIWNIEBg1gKXn/UKrY8AgbkR2HxutsSGECAwS4FrZGUVhQCB2QvUSUffnf1q188a6z85CoFZC9S9Tgcf9jTrbbC+1Qu8LU3cJHl88o3VN6cFAgQWRGC/bOffJkcmz08UAgQ2jkD97q9bNt0vOWvj7LY9JbDhBR4UgcpLkpdveA0ABNZGoH7vfm9tVr0+1uoM0PVxHBdtL05ctA22vUMFzmmmfjbDzw+tYSIBAutRYKdmp+o+1h9ajztonwgQGCnQXvr+sdT4+chaZhAgsN4Ebt3s0E8zrAf8KgQIEFg4AZevLdwhs8EECBAgQIAAAQIECBAgQIAAAQIECIwroAN0XCn1CBAgQIAAAQIECBAgQIAAAQIECBBYOAEdoAt3yGwwAQIECBAgQIAAAQIECBAgQIAAAQLjCugAHVdKPQIECBAgQIAAAQIECBAgQIAAAQIEFk5AB+jCHTIbTIAAAQIECBAgQIAAAQIECBAgQIDAuAI6QMeVUo8AAQIECBAgQIAAAQIECBAgQIAAgYUT0AG6cIfMBhMgQIAAAQIECBAgQIAAAQIECBAgMK6ADtBxpdQjQIAAAQIECBAgQIAAAQIECBAgQGDhBHSALtwhs8EECBAgQIAAAQIECBAgQIAAAQIECIwroAN0XCn1CBAgQIAAAQIECBAgQIAAAQIECBBYOAEdoAt3yGwwAQIECBAgQIAAAQIECBAgQIAAAQLjCugAHVdKPQIECBAgQIAAAQIECBAgQIAAAQIEFk5AB+jCHTIbTIAAAQIECBAgQIAAAQIECBAgQIDAuAI6QMeVUo8AAQIECBAgQIAAAQIECBAgQIAAgYUT0AG6cIfMBhMgQIAAAQIECBAgQIAAAQIECBAgMK6ADtBxpdQjQIAAAQIECBAgQIAAAQIECBAgQGDhBHSALtwhs8EE5kbgjGZLzpybLbIhBAjMQqB9z7fDWazTOggQmA+Bet+fn5w7H5tjKwgQmJFA+zu/Hc5otVZDgAABAgQIEFh7gWtmE/5w7TfDFhAgMGOBzbK+uyVXmvF6rY4AgbUX2DOb8Ptrvxm2gACBGQtsk/UdkGw94/VaHQECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQWEbgQ5n/6+Qxy9Trzr5uXrwm+XJyZnJ88/rgDLdPxi19tTPu+tQjsFEFrpIdf07y4eTE5FfJ15LDk8cnWyXjlM1T6ZDkY8l3k58nH0n+Mfn9ZNzSVzvjrk89AhtZ4F7Z+f9Ovp6ck5ya1M+CByf1Xhy3XDcVV/u733t/XG31CExHYMc0+5Xkh8krx1xFX+/bPn6GjLnJqhEgQIAAAQIELivwqLyszs9JOkCflPrnd5Zrl2+Hn8m8KyfLlb7aWW495hPY6AKPC0B1VLbv0WHDEzJ/v2Spcs3MPC4ZtnxNuyA5MFmu9NXOcusxn8BGF9g5AEcmo96zNf29ybbJcqWP39ne+8spm09g+gKvyyranwlvHWN1fb1v+/gZMsbmqkKAAAECBAgQ2FTg/2XSRUn7IWicM0DrDM+2fp1Fcljy8OTZSf03uZ331YzXH16jSl/tjGrfdAIELhV4UAbt+7KGH0z+PjkoeVZSZ4G28+us0Bsnw0qdMXJs0tats7//Kan3/5uSWrbmXZw8OhlV+mpnVPumEyBwqcCWGXwqad+zp2T86Un9THhy0v2dXfWW+sdlH7+zvfeDrBBYY4H7Zf3tz4QaLtcB2tf7to+fIWtMZ/UECBAgQIDAIgrUmR7PSy5Muh+ClusAvVrqt50cv8j4vkm31B9bb0naNl/WndkZ76udTpNGCRAYIrBHptUtKuo9WWdt3ysZLPW+fXHSvm+rY7OmDZYXZEJb520ZH7xk/naZVj8Xqs4Fya7JsNJXO8PaNo0Agd8K1D842vfs/2T8Cr+ddcnYFvn6uqSt86qB+e3Lvn5ne++3ooYE1kbgWlntz5L2PV/D5TpA+3jf9vUzZG3UrJUAAQIECBBYWIE7ZMu/mXQ//LTjj1lmr57TWa7O+hpWLp+JRyfV5i+THZLB0lc7g+16TYDAZQXqTM/2/V3vu1Gl7u3Vvm+r/h8MVNwpr+v9XPO+mwx2fmbSJeUe+dqu7xmXTrrM177auUyjXhAgsInAZplyalLvx7OTuoR1WLlCJra3x6h/cG49pFIfv7O994fAmkRghgL1M+FjSf1MOLMZ1vhSHaB9vW/7+BmSTVUIECBAgAABAuMJ1AeflyV1eWrbQfH1jL+483q5DtDTmrr1wWlUB0hmXe4BTb1az7BLYftqp9alECAwWqAectK+33cbXe2SOXVJbFv3kQN16x8e7bzqVF2q1L1Eq+4Pki0HKvbVzkCzXhIgMCBQ/8Ro37PvG5g3+PLITt0bDs7M6z5+Z3vvD4E1icAMBZ6QddXPhLr11Z834/X6Lcmo0tf7to+fIaO20XQCBAgQIECAwCYCdYZX+8dQDV+TbJcc0pk+rLMysy8pu+dru/xyf0zVpS5tR+tnLln6t192z2gf7fy2RWMECIwSOCwzPptUp2T9E2Sp8pDMbN+bg2eLHtaZd4ulGsm8l3bq/vFA3cM681bTzkCzXhIgMERg50y7U7Lce+2Y1Kn3/oVJnfHVLbvnRftzYTW/+w/rtLPc9iz1MyTNKAQITChwk9Q/N6n38nOTGzbj9fotyahyWGa07/+Vvm9377Sxmp8haUYhQIBAfwJ12apCgMD6F/hodvF2Sf33ty53G7fculOxHpywVPlJZp7WVNhroGJf7Qw06yUBAkMEHpppt0n2TOqPmKXKTTszv9oZr9H2fVv/2BicN1D1kgcltdNGvf9X207bviEBAqMFfpRZRyTVwTmqVCfp3s3Mz2ZY9wfslva9X9P6+N3vvd/VNU5g+gJbZxVvSmpY7+GnJ+OW9v2/mvdt20atczU/Q8bdZvUIECAwloAO0LGYVCKwsAL14aU+hNw5+fQK9uL6nWVO6oyPGq2nzVape4B2H4bSVzuXNO4LAQK9CNT7tJ4M3Za6H2i3XK958f0M6wFHS5X2vV91quO1W/pqp9umcQIEViZQV2t8MNmyWfzNQ5rp63e29/4QXJMIzEDgX7KO+mfkecmDk/OTcUsf79u+foaMu83qESBAYCwBHaBjMalEYGEF6uyvz69i63fsLFtnlSxX6izQtnQvqeurnbZtQwIEVi/wtDRRZ4JV+UjS/SfH9nldt9Cospr3fl/tXLolvhIgsBKBO2Shv0helZyc/F5Sl74/KnlFMlj6+J3tvT+o6jWB2QjcKav5q2ZVT8nw/yZYbV/v2z5+hkyw2aoSIEBgPIEtxqumFgECG1Tgip39PqczPmq0W6fuNdqWvtpp2zMkQGB1Ag/N4n/TNHFmhtU50i19vWf7aqe7bcYJEJhMoJ74fI2BRZ6R18M6P6taH+/bPtqobVEIEBhfoE4+OCyp+38fmfx7Mknp633bVzuTbLu6BAgQWFbAGaDLEqlAYEML1CWybTm3HVliWJfatKXbAdpXO23bhgQIrFzggCz66s7ij8/4qZ3XNdrXe7avdgY2z0sCBMYU2Cb1dkl+mPyys8yzM35csndnWjvax/u2jzba7TEkQGA8gf9MtboF1RnJQ5O6EmyS0tf7tq92Jtl2dQkQILCsgA7QZYlUILChBbr3/RvnjPFunW6HaV/tbOiDYecJ9CDw0LTxrqR9rz4r469NBktf79m+2hncPq8JEBhPoN6DV07qDNA6K+tGyYeSKnWPwKOSvetFp/Txvu2jjc4mGSVAYBmBh2b+nzZ1HpvhKc34JIO+3rd9tTPJtqtLgACBZQV0gC5LpAKBDS1wVmfv6yyS5Uq3Tv33uS19tdO2Z0iAwOQCT88ihyZbNos+M8N/bMYHB329Z/tqZ3D7vCZAYDyBi1Kt/X1cZ4OdkNwtaR9+dKWMPzfplj7et3200d0m4wQIjBb4ncx6cTP7nRm+YXTVJef09b7tq50lN9ZMAgQITCrQngEy6XLqEyCwMQTq3oBt6d7QvJ02OOzW6S7bHe/WGVy+fd2t0122nW9IgMD4AvW7vi6LO7hZpDpEHp3UA1FGle6lst3346j63Trd92xf7Yxar+kECKxMoM4Qu1dSt6u5e1JniJ6WVOm+h7vv7Uvnbvq1W6dd1nt/UydTCExDYPM0Wh2eOySnJ3+X1D82Bkv3fbpVZrZ16oFobYdlX+/b9udAbUN3vfV6WOnW6S47rK5pBAgQWLGAM0BXTGdBAhtC4MTOXl67Mz5qtK1TH6bqQ1hb+mqnbc+QAIHxBOqPig8mbefn2RmvTo+lOj8z+3L1QLMf1EhK+76+9NXwr906da/BtvTVTtueIQEC/Qj8LM0c12nqep3xPn5ne+93QI0SmKLAVdP2Pk37V8nw28nPh+Topk4N7tOZ/77O9L7et338DOlsllECBAj0I6ADtB9HrRBYrwLHd3as+8dRZ/JvRuuy2t2aV/VHVfceoH2185uVGSFAYFmB+qPoqOROTc06u2vf5P3N6+UG7fu2OlGvtkzl63fmf6EzXqN9tTPQrJcECAwI1D0+b5H8WbLzwLxhL3/Umbh9Z7x9z9akPn73r/ZnSGfTjBIgMGWB9v2/mvdt20Zt6mp+hkx5VzVPgMBGE9hio+2w/SVAYCKBY1P7vGTr5A7LLHmrpl5V+/xA3b7aGWjWSwIERgjUpW0fTW7azP+/DOu+f6c2r8cZ1Pv4jk3Fev+/a4mFbt+ZN/j+76udziqMEiAwROAJmdbe1/dJGX/hkDrdSb/befGVznhfv7O99zuoRglMSaCu7Hj2GG3XP0Uf0dSrDsrDm/GTmmE76ON929fPkHabDAkQIECAAAECKxY4JEvWwxAqj16mlXd36t58ibp1SW3b5t2H1OurnSFNm0SAwIDAW/K6fT/WZW87Dcwf5+XNOm3U+3dUuU5mnJ/U+r4wpFJf7Qxp2iQCBDoCt814933fmbXJ6B9kysVN/e9vMvdyl+vjd7b3/hBYkwiskcANs97250N9RhhV+nrf9vEzZNQ2mk6AAAECBAgQGFtgkg7Qe6TV9gNTdaRcacha6syytgOkLn/fbEidvtoZ0rRJBAh0BP4o4+17tu7juUtn3qSjX2zaqo6SA4csvG2m1Zmm7fruO6ROTeqrnRHNm0yAQATqyq7vJe378XEjVK6c6V/v1KszRwdLX7+zvfcHZb0msDYC43aA1tb18b7t62fI2mhZKwECBAgQILBuBCbpAK2d/lDS/kH15Yzvn2yTXDOpP7Dazs+LMj7s7M9MvqT01U7bniEBApcVqCe7npC079dvZPz9Y+axqTdYbp0J7Vli9f5+arJHUvf8vV3yiaRd12czPure4n21k1UoBAgsIVC3o6gHEdb78oLkBUmdpV2l7uV7v6TO+Gzft0dkfNg/LTO5l9/93vslqRBYe4FJOkD7et/63L/2x90WECBAgACBDS8waQdoXT77kaT9g6mGbadnd9pfLyPbVzvLrMZsAhtW4M7Z8+57cpLx14xQqw6TswbaHXz/fyvz6/5iS5W+2llqHeYRIHC5yz0qCIPv0XMybfDnQXV+7rIEWF+/s733l0A2i8CMBCbpAK1N6uN929fPkBkRWQ0BAgQIECCwHgUm7QAtgzqz6znJ6cngH1FfzbS6DH6c0lc746xLHQIbTeAJ2eHB9+e4r0d1gJbhXknd37M9s6xtsx6S9u/JVZJxSl/tjLMudQhsZIEbZeerg7N9r3aHdZn8g8fE6et3tvf+mOCqEZiSwKQdoLUZfbxv+/oZMiUWzRIgsJEERl3yspEM7CsBApML1CWw9UCkOqPkm8lJSV0mO2npq51J16s+AQIrE9gui9UDEuqS2u8kdYn9Gcmkpa92Jl2v+gQ2msAVs8M3Tq6b1KXvX0t+nKyk9PE723t/JfKWIbC2An29b/v4GbK2EtZOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIbCpwl0z6YZO/Hph9/868vxiY5yUBAgQIECBAgMA6F9hine+f3SNAgAABAgQIENgYAltnN3dudnX7gV3epjNvu4F5XhIgQIAAAQIECKxzgcuv8/2zewQIECBAgAABAgQIECBAgAABAgQIbGABZ4Bu4INv1wkQIECAAAECG0Tg49nP+zb7euwG2We7SYAAAQIECBAg0AjoAPWtQIAAAQIECBAgsN4FvpsdrCgECBAgQIAAAQIbUMAl8BvwoNtlAgQIECBAgAABAgQIECBAgAABAhtFwBmgG+VI208CBAgQIECAwGIL1EOOHpI8ILl+clHyqeTjyWHJUuU2mXlQU+HtGf7vkMq7Z9pjkt9Prpdslhzf5NMZ1nLDym0z8cHNjH/KsJ5E/9Bk32SfpB66dGLy3uRVyS8ThQABAgQIECBAgAABAgQIECBAgAABAr8RuEHGvpP8ekTel+kP6sx7asa7pTo/22X/qjujGa+Ozws7ddq63WGt4+pN/e7gkM5yN8/4Wzuvu8vX+I+TWyUKAQIECBAgQIDADAWcATpDbKsiQIAAAQIECBCYWGC3LFFnYF61WfLbGdbZlNUhWh2O907ukdwhWUk5IAv9R1K3hjojeUPy9eb1nTLcP7lCUuv4SFLrHFVq2d9Nqp0627O2+1rJnyX7JVdL/ie5ffKVRCFAgAABAgQIECBAgAABAgQIECBAYIML1KXn7ZmUh2d8+wGP3fP62KStU8N/SLrloLxo5w+eAVqdmjXvF8keyWDZIRPqsvZ2+cEO0O4ZoFWnOmZvlHRLda4+P2nbqI5RhQABAgQIECBAgAABAgQIECBAgACBDS6wZ/a/7TT8Uca3HeFR9+zsXsI+bgdodUzWPTlrHUcmo8qjMuPcpM4MPXig0mAH6KgzUeueot2O2jsOtOMlAQIECBAgQIDAlATqQ59CgAABAgQIECBAYB4F7t7ZqBdl/JzO6+7ot/Pibd0JY45fnHp1dmeVWyej7s/5isyrhxnVmZ2HJqPK/2bGUSNmVifrczrz/qQzbpQAAQIECBAgQGCKAjpAp4iraQIECBAgQIAAgVUJ7NdZ+hOd8WGj7x82cYxpdQn8/2/vbkIvG+M4gI9MzMJLIlETiaQIYWGB2aAUSYo0Mk0W8hIlbJRGZmXBRlnSSNnIQgnryWa8RFZk4b3I0tt4yff3d596Os6992/+996aO5+nvv/znPM855x7PrOZfp2XajuSejT9taS+6t5/8KiKl1Usndfq3aSz2sFucFfX1yVAgAABAgQIEFiigALoEnEdmgABAgQIECBAYEsCZ3d7f9P1x7rzxsf2qW37kw8ng9uzvDM5kNSdoe8nzyRXJptpX86Z9H3GD0/m9Nc2ZzfDBAgQIECAAAECWxFQAN2Knn0JECBAgAABAgSWKVBfTW+tioez2tezBmeMVaGz3tv5cvJ70lq9s7MKn/U+0SqEfppcnsxqX80azFjdSfrDZM7pc+YaJkCAAAECBAgQWJCAAuiCIB2GAAECBAgQIEBg4QL1gaLWTm2dKcu6e/NI28/ZcW9yVnJP8mrSCpXpbrSL8/e95LZ/V0f/1ntC57UzJhPqq/MaAQIECBAgQIDACgQUQFeA7BQECBAgQIAAAQJHJFB3Z7Z2TutMWZ47Zfv/2VxFyVeSu5Mqhl6V7Eu+TarVV+if2uiN/5n3G+uO1h2TXftrGz+arQQIECBAgAABAgsRUABdCKODECBAgAABAgQILEHg4+6Yl3T9se4FYxs3sW1n5tyQDIuX9bj6B8nTyWVJK4JWv4qjY+3CsY3dtv4aDnXbdQkQIECAAAECBJYooAC6RFyHJkCAAAECBAgQ2JLA693ej6Vf7+Uca7X9obGBOdt2Z7zeHfpu8sCMuT9lrBUs61xVNB1r92Vj3SU6rT3eDbzR9XUJECBAgAABAgQIECBAgAABAgQIEDgGBarYWF9or7sxKw8nY62Kl21OLevDRX3bk5U2/kg3cEr6v03GfsxyeBdom3paOvXIeh3jl+TkpLV702nHruX+NjBY3trN+zz9EwfjVgkQIECAAAECBAgQIECAAAECBAgQOAYF6kvsfyatyPhC+vVBonqS6aLk+aTG/p4sq7/ZAmimbnux2++L9O9K2hfaT0q/Ho+vR+Hb+Z9Lv2/DAmjNO5Bcmhyf1KP5+5K/knaMOqZGgAABAgQIECBAgAABAgQIECBAgACBDYHb8/fXpBUQa/lHt153Zd7frT+Zft/2ZKXt298BWnNOSA52423e8Hy1/dlk+AqpvgD6dsbrt7Rj9L+xth1O9iYaAQIECBAgQIDACgWG/4Fb4amdigABAgQIECBAgMCmBOpdoNckb3Wzt0/69Tj5TYOxbtrcbhUlb0weTb7rZrevtdf4R8nu5Imk7jSd1t7MwLXJJ0kVPNtvTHfbO8l1yUu1ohEgQIAAAQIECBAgQIAAAQIECBAgQGBMYGc2Xp/ckpw5NmEL26pgeV6yK7kjuSKpO0Rntf4O0Ae7ifUY/c1JPe5ev1kjQIAAAQIECBAgQIAAAQIECBAgQIDAUScwrQB61F2IH0yAAAECBAgQWFcBj8Cv67+s6yJAgAABAgQIECBAgAABAgQIECBA4D8vcUdCgAABAgQIECBAgAABAgQIECBAgACBtRFwB+ja/FO6EAIECBAgQIAAAQIECBAgQIAAAQIEhgIKoEMR6wQIECBAgAABAgQIECBAgAABAgQIrI3AcWtzJS6EAAECBAgQIECAwOoFzs8pr56c9lCWn63+JzgjAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgB8UF3AAAA5tJREFUQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIEVi3wD9y30m8nHc84AAAAAElFTkSuQmCC)
plot.mtcars(xvar="disp", yvar="mpg")
![plot of chunk unnamed-chunk-1 plot of chunk 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BAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIDAUgTWWcpK1iGwDIE7ZN3nJusvYxtWJUCAAAECBAgQIECAAAECBAisFIHLcqCHJb9cKQc86ONcNegN2h6BRQSq+PnXi/SxmAABAgQIECBAgAABAgQIECBA4NcC383LD/36rVf9CCiA9qOl7yAE2is/P56NfXEQG7QNAgQIECBAgAABAgQIECBAgMCMCqzOcd0naespM3qYwz0sBdDh+tp6d4Eqfr65+2JLCBAgQIAAAQIECBAgQIAAAQIrXqCKnxVtGQLrLmNdqxIgQIAAAQIECBAgQIAAAQIECBAgQGCiBRRAJ/r0GBwBAgQIECBAgAABAgQIECBAgAABAssRUABdjp51CRAgQIAAAQIECBAgQIAAAQIECBCYaAEF0Ik+PQZHgAABAgQIECBAgAABAgQIECBAgMByBBRAl6NnXQIECBAgQIAAAQIECBAgQIAAAQIEJlpAAXSiT4/BESBAgAABAgQIECBAgAABAgQIECCwHAEF0OXoWZcAAQIECBAgQIAAAQIECBAgQIAAgYkWUACd6NNjcAQIECBAgAABAgQIECBAgAABAgQILEdAAXQ5etYlQIAAAQIECBAgQIAAAQIECBAgQGCiBRRAJ/r0GBwBAgQIECBAgAABAgQIECBAgAABAssRUABdjp51CRAgQIAAAQIECBAgQIAAAQIECBCYaIFVEz06gyMweoHNs8tdk62Si5MzkmsSjQABAgQIECBAgAABAgQIECBAYAoFXAE6hSfNkIci8LBs9XPJT5OTks8n305+knwwuVuiESBAgAABAgQIECBAgAABAgQITJmAAuiUnTDDHbjAhtnie5L/Sn4vuSn5ZvP+tEw3TQ5Iqhj6okQjQIAAAQIECBAgQIAAAQIECBCYIgEF0Ck6WYY6cIH6+f9o8rTkF8nfJNsm90kekdw9uUPyL8k6yeuTVyYaAQIECBAgQIAAAQIECBAgQIAAAQIE5hU4PHPrKstD5l062pkvbsZS3/W5xyK73j/Lr2v677tIX4sJECBAgAABAgQIECBAgAABAoMQWJONVB1l9SA2tlK34QrQlXrmHfc2IfjbhqFucT91EZJPZHkVTKsdtnbiTwIECBAgQIAAAQIECBAgQIAAgUkXUACd9DNkfMMSeEI2fOvkuOS/e9zJm9Pv/OQeyb17XEc3AgQIECBAgAABAgQIECBAgACBMQoogI4R367HKvDQZu8f6WMUdQv8J5v+7fp9rK4rAQIECBAgQIAAAQIECBAgQIDAqAUUQEctbn+TInD7ZiBn9DmgM5v+t+tzPd0JECBAgAABAgQIECBAgAABAgTGIKAAOgZ0u5wIgbqas9r6ayc9/7mq6Xl9z2voSIAAAQIECBAgQIAAAQIECBAgMDYBBdCx0dvxmAV+2Ox/sae/zx1m279df+5y7wkQIECAAAECBAgQIECAAAECBCZIQAF0gk6GoYxU4LPN3p7Sx163SN/HNf3b9ftYXVcCBAgQIECAAAECBAgQIECAAIFRCyiAjlrc/iZF4JgM5ILkvsnBPQ7q1em3ZVJPjf9+j+voRoAAAQIECBAgQIAAAQIECBAgMEYBBdAx4tv1WAWuzN5f1IzgrZnuv8hoXpzlz0muSV64SF+LCRAgQIAAAQIECBAgQIAAAQIEJkRAAXRCToRhjEXg/dnr4clGyceSNcn9k3WSahsk+ybHJ3X1543JnyWnJBoBAgQIECBAgAABAgQIECBAgAABAgRuIVAFx5uSQ26xZHwz/jK7viqpcVXqKs+Lk3rSezvvkrzeL9EIECBAgAABAgQIECBAgAABAqMSqIu1qjaxelQ7nMX9uAJ0Fs+qY+pX4E1Z4c5JTc9K1k+2TaqdnNTt77skxyYaAQIECBAgQIAAAQIECBAgQIDAFAmsmqKxGiqBYQqcm43Xd3tW6tb3LZKfJTckGgECBAgQIECAAAECBAgQIECAwJQKKIBO6Ykz7KEKXJut1y3vGgECBAgQIECAAAECBAgQIECAwJQLuAV+yk+g4RMgQIAAAQIECBAgQIAAAQIECBAg0F1AAbS7jSUECBAgQIAAAQIECBAgQIAAAQIECEy5gALolJ9AwydAgAABAgQIECBAgAABAgQIECBAoLuAAmh3G0sIECBAgAABAgQIECBAgAABAgQIEJhyAQXQKT+Bhk+AAAECBAgQIECAAAECBAgQIECAQHcBBdDuNpYQIECAAAECBAgQIECAAAECBAgQIDDlAgqgU34CDZ8AAQIECBAgQIAAAQIECBAgQIAAge4CCqDdbSwhQIAAAQIECBAgQIAAAQIECBAgQGDKBRRAp/wEGj4BAgQIECBAgAABAgQIECBAgAABAt0FFEC721hCgAABAgQIECBAgAABAgQIECBAgMCUCyiATvkJNHwCBAgQIECAAAECBAgQIECAAAECBLoLKIB2t7GEAAECBAgQIECAAAECBAgQIECAAIEpF1AAnfITaPgECBAgQIAAAQIECBAgQIAAAQIECHQXUADtbmMJAQIECBAgQIAAAQIECBAgQIAAAQJTLqAAOuUn0PAJECBAgAABAgQIECBAgAABAgQIEOguoADa3cYSAgQIECBAgAABAgQIECBAgAABAgSmXEABdMpPoOETIECAAAECBAgQIECAAAECBAgQINBdYFX3RZYQILBMga2z/t7JDslVyTnJV5MbEo0AAQIECBAgQIAAAQIECBAgQGAEAgqgI0C2ixUncM8c8auTfZP15hz9z/L+bckbksvnLPOWAAECBAgQIECAAAECBAgQIEBgwAIKoAMGtbkVL/D8CLwpqcLntckXkrOTjZM9k7snf5f8SfK45DuJRoAAAQIECBAgQIAAAQIECBAgQIDAjAgcnuO4KTlkRo6n8zCe2xzbjZnWcdYt8HPb/TLj60kZXJLsnGgECBAgQIAAAQIECBAgQIAAgfkE1mRm1RBWz7fQvN4EPASpNye9CCwmUFd2VtGz2kHJoUnd7j63VfHzgcmnk22Sf080AgQIECBAgAABAgQIECBAgACBIQkogA4J1mZXnMArc8T1lRL/mtS/zizUrsnCA5ILknpI0u8nGgECBAgQIECAAAECBAgQIECAwBAEFECHgGqTK05g8xzxfsn1yT/0ePRXpN9hTd8/7nEd3QgQIECAAAECBAgQIECAAAECBPoUUADtE0x3AvMI/E7mbZB8Lanv9ey1HdN03KfXFfQjQIAAAQIECBAgQIAAAQIECBDoT0ABtD8vvQnMJ3DbZuYP51u4wLy2//YL9LGIAAECBAgQIECAAAECBAgQIEBgGQIKoMvAsyqBRuCXzXSTPkXa/lf2uZ7uBAgQIECAAAECBAgQIECAAAECPQoogPYIpRuBBQTOapbdZ4E+8y2qW+erteuvfedPAgQIECBAgAABAgQIECBAgACBgQkogA6M0oZWsMCpOfZzkx2TR/bh8Iym77F9rKMrAQIECBAgQIAAAQIECBAgQIBAHwIKoH1g6UpgAYF/apbVtJ4Kv1h7VDockFyVvGOxzpYTIECAAAECBAgQIECAAAECBAgsTUABdGlu1iIwV+BfM+PbyV2TTye3Sbq1R2fBh5N1klcm5yUaAQIECBAgQIAAAQIECBAgQIDAEAQUQIeAapMrUuCaHPX+yY+SfZLvJa9I7p1smdST4vdLPpJUgbSuEj0yeW2iESBAgAABAgQIECBAgAABAgQIECAwIwKH5zhuSg6ZkeOZexh15Wd9p2cdY7fUU+NflGgECBAgQIAAAQIECBAgQIAAgYUE1mRh1RdWL9TJsoUFVi282FICBPoUuDj960rPByVPSX432SGp7/o8O/lM8u7kgkQjQIAAAQIECBAgQIAAAQIECBAYsoAC6JCBbX7FCpyQI69oBAgQIECAAAECBAgQIECAAAECYxTwHaBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCCqBjxLdrAgQIECBAgAABAgQIECBAgAABAgSGK6AAOlxfWydAgAABAgQIECBAgAABAgQIECBAYIwCq8a4b7smMO0Cu+YAHp3snGyUnJ+ckPxvcmMyDW2DDPJhyf2T7ZMrkjOTY5MfJxoBAgQIECBAgAABAgQIECBAgAABAn0IHJ6+NyWH9LHOpHXdIwP6XFLHMV/OyvwnJZPc6urv5yYXJ/MdQxVwP5DsmGgECBAgQIAAAQIECBAgQIDAeATWZLf1e/vq8ex+NvbqCtDxn8cdMoStk02aXJ3pZcnlyU+Teq9NjsAfZShHJhsndZ4+kXwrqfO0S7J/M/1Qpg9Jqsg4aVeDbpox/Ufy2KTaKcmnk3OTzZO6GvQxyZ8kv5c8IflyohEgQIAAAQIECBAgQIAAAQIECBBYVGCz9HhOUrdJV5Fzvqvv2nnXZfk3k7cl+yXrJNPepvkK0LpVvM5JnZ93JFsmc1tdWflnyZVJ9XtDMkmtfoaOTmpslySPS+Zrt8/Mug2++v08uUuiESBAgAABAgQIECBAgAABAqMVcAXoaL3tbZkC22X9tySLFT2r4NQtp2ZZFUKnuU1rAbS+47OukKxz8+oeTsCD0+eapv/ePfQfVZeDmjHV1cW7LbLTKubWlax1zFWw1wgQIECAAAECBAgQIECAAIHRCiiAjtbb3pYhsFXW/XZShaQ2dVv0+clXkk8mVWh6X/LvSV2h9/nke0ndWt2uU9Mbkmn+/sxpLYDWrezlf2LS65W4L2/WOS7TSWlnZyB1HHV7ey9t03S6IKl1HtnLCvoQIECAAAECBAgQIECAAAECAxNQAB0YpQ0NU6AKSHX1XBWQKl9PDki2TXpp66fTPskRybVJu536jsZpbNNaAP1CsMu+n4cbbZH+dRVo3TZfRfBxt3tnAHUMP0p6LeLWmF+S1Hp1279GgAABAgQIECBAgAABAgQIjE5AAXR01va0DIGDs25btPxgXtdtxUttVfRsi6B1RelytrXUMSx3vWktgF6WA6/z2G8h88vNeg9cLtwA1n9GM5b39LmteihSHXtd/aoRIECAAAECBAgQIECAAAECoxNQAB2A9TQW0AZw2CPdxAOavVXB8sBkOU8Eryd1/1WzvT0yvWPz2mS4Ahtk8/V09Co+X9rnri5s+vd6xW+fm++rezuGdky9rtz2b9fvdT39CBAgQIAAAQIECBAgQIAAAQJjF1AAHf4pqNvXqx2T1K3Qy20f7djAnTteezk8gSp81lPdqxBaX2nQT9u66dxv4bSfffTatx1DO6Ze12v7t+v3up5+BAgQIECAAAECBAgQIECAAIGxCyiADv8U3L7ZxbkD2lU9vbstpG48oG3azOICpzVd+rmVvZ4cf9+kbh8/vVl/nJPvNjvv5xhqlbZ/azDOY7BvAgQIECBAgAABAgQIECBAgEBfAgqgfXEtqfNZzVp7L2ntW65Ut9TXg5Gqnbx24s8RCHyi2cfz+9hXff9rXTFaD76qJ6mPu9X3kf4k2T15eI+DWZV+z276frzHdXQjQIAAAQIECBAgQIAAAQIECBBYQQLvyrHWFYBXJQ9e5nFvmfWr6FnbqytBp7EdnkHX+A+ZssHXbeA/b8b+9B7GXl9PULeM17Hu30P/UXX562ZM38+0vbV9oX2/rulfV7BWMVQjQIAAAQIECBAgQIAAAQIERifgIUijs7anZQjsknXrOySrEFYFtGcm9V2S/bZ7ZYW6krC2U3l1Mo1tWgugZX1QUvbXJ4cm3a6grlvGf5xU3w8nk9Q2zGC+ltTY/i+5azJfq9v335RUv/r5fVCiESBAgAABAgQIECBAgAABAqMVUAAdgLcrugaAuMgm6hb4FyeHJVskb29efzHTU5JzkouSukL06qTOSRWf6qnjOya7JlV8ukfSts/lxUvbN6YjEzgye7pd8qqkioN/mtQH0beSOndV7H5C8pik2ueTp9WLCWrXZCyPTz6b7JGcmhyVfDo5N9ks2Ss5MKmfvyp+Pi05IdEIECBAgAABAgQIECBAgAABAgQIdBWo74OsJ4nXFXXLyWeyfi+3LqfbRLZpvgK0BX1cXlRhu9t5/EWWvSxZL5nUdusM7C1JPVCr23GclGX3TzQCBAgQIECAAAECBAgQIEBgPAJrstv6vX31eHY/G3utqw210Qi8J7v5VHJIUt8huX3Sa6ur9o5L3pXUNrTxChyT3df52Dd5dHLHpG4tPz+pKyU/ltTDhia5VZH2OcnrkycmVeisn8krkjOTOsYvJPUhqxEgQIAAAQIECBAgQIAAAQIEplZgnakd+fQPfOccwl7Jbknd7l63x9ftx3VFXhWnLk/qKsPTkrrFuuaNqz0vO64M4uelimx19WEVhKsQrBEgQIAAAQIECBAgQIAAAQIECMwvUFeA1tWfT03eP38XcxcTcAXoYkLDW/6DbLoyDe3eGWQVagfZuj18Z5D7sC0CBAgQIECAAAECBAgQIECAAIEVLqAAOrk/ALfN0HZNNk3qYUkXJuNqf5odvzJZdwAD+Hi2cfdknMczgMOwCQIECBAgQIAAAQIECBAgQIAAgWkQUAAd/Vmq74rcObkk+Vkyt+2RGa9N9puz4Md5/49J+xChOYuH+vaGbP3sAe2hvs9UI0CAAAECBAgQIECAAAECBAgQIDASgUFc0TeSgc7ATrbKMRyRXJqcnlycfCl5VtK2Kn7WQ3TmFj9r+Q5JFUA/l9T3aGoECBAgQIAAAQIECBAgQIAAAQIECBCYCIGNM4r/SeqJ2vOlLYKe2rH8l3n91eQTyfeTG5N23f/M62ltJ2XgdRxHT+sBGDcBAgQIECBAgAABAgQIECBAYEQC9RCkqqPUg5A0AhMrsF5G9smkLV7WFaDHJ99Irm3m15Pf/655Xf0+kGyddLb75813k3Y79fSvaWwKoNN41oyZAAECBAgQIECAAAECBAgQGIeAAug41O2zb4EqVLZFyyPz+tYdW9gur9uCYNvn2I7lc1/WbfTnJ9X3vLkLp+R9e7yuAJ2SE2aYBAgQIECAAAECBAgQIECAwNgEFEDHRm/H/Qgcl85VsKwnuc/30KltM79ud28LoHfN64Xak7Kw7XubhTpO6DIF0Ak9MYZFgAABAgQIECBAgAABAgQITJyAAugATomHIA0AcZFN3L1Z/sFMr5+nbz0N/v3N/Csy/d48fTpnHd/xpt12xywvCRAgQIAAAQIECBAgQIAAAQIECBBoBRRAW4nhTbdpNr3QLev1faDV2itB176b/88qmF7dLLrd/F3MJUCAAAECBAgQIECAAAECBAgQIECgBBRAh/9z8INmF7susKu66vOCpL4TdIsF+tWiOyQbNX3OaqYmBAgQIECAAAECBAgQIECAAAECBAjMI6AAOg/KgGed3mzvGZl2PgCpczcn5M0OySbJLzoXzPP6+R3zTut47SUBAgQIECBAgAABAgQIECBAgAABAnMEFEDngAzhbT35vdqOySeShW5br1vbb0i6tSp+vqBZ+PlML+vW0XwCBAgQIECAAAECBAgQIECAAAECBAiMSqAeXNQ+ub2+5/OY5D497rxui39h8vWk3ca1eb17Mo3NU+Cn8awZMwECBAgQIECAAAECBAgQIDAOAU+BH4C6K0AHgNjDJg5Iny83/eo298cmWzfvF5s8KB3emNy36VhPkj80+W7z3oQAAQIECBAgQIAAAQIECBAgQIAAgS4CCqBdYAY8+6Js76HJq5Jzm21/u5kuNjm7o8P5ef2w5C0d87wkQIAAAQIECBAgQIAAAQIECBAgQKCLgAJoF5ghzL4u23xpslOyV1JF0V7a99PpH5LfTXZOvpRoBAgQIECAAAECBAgQIECAAAECBAj0ILCqhz66DFagvsfza31ssh509LI++utKgAABAgQIECBAgAABAgQIECBAgEAj4ApQPwoECBAgQIAAAQIECBAgQIAAAQIECMysgALozJ5aB0aAAAECBAgQIECAAAECBAgQIECAgAKonwECBAgQIECAAAECBAgQIECAAAECBGZWQAF0Zk+tAyNAgAABAgQIECBAgAABAgQIECBAQAHUzwABAgQIECBAgAABAgQIECBAgAABAjMroAA6s6fWgREgQIAAAQIECBAgQIAAAQIECBAgoADqZ4AAAQIECBAgQIAAAQIECBAgQIAAgZkVUACd2VPrwAgQIECAAAECBAgQIECAAAECBAgQUAD1M0CAAAECBAgQIECAAAECBAgQIECAwMwKKIDO7Kl1YAQIECBAgAABAgQIECBAgAABAgQIKID6GSBAgAABAgQIECBAgAABAgQIECBAYGYFFEBn9tQ6MAIECBAgQIAAAQIECBAgQIAAAQIEFED9DBAgQIAAAQIECBAgQIAAAQIECBAgMLMCCqAze2odGAECBAgQIECAAAECBAgQIECAAAECCqB+BggQIECAAAECBAgQIECAAAECBAgQmFkBBdCZPbUOjAABAgQIECBAgAABAgQIECBAgAABBVA/AwQIECBAgAABAgQIECBAgAABAgQIzKyAAujMnloHRoAAAQIECBAgQIAAAQIECBAgQICAAqifAQIECBAgQIAAAQIECBAgQIAAAQIEZlZAAXRmT60DI0CAAAECBAgQIECAAAECBAgQIEBAAdTPAAECBAgQIECAAAECBAgQIECAAAECMyugADqzp9aBESBAgAABAgQIECBAgAABAgQIECCgAOpngAABAgQIECBAgAABAgQIECBAgACBmRVQAJ3ZU+vACBAgQIAAAQIECBAgQIAAAQIECBBQAPUzQIAAAQIECBAgQIAAAQIECBAgQIDAzAoogM7sqXVgBAgQIECAAAECBAgQIECAAAECBAgogPoZIECAAAECBAgQIECAAAECBAgQIEBgZgUUQGf21DowAgQIECBAgAABAgQIECBAgAABAgQUQP0MECBAgAABAgQIECBAgAABAgQIECAwswIKoDN7ah0YAQIECBAgQIAAAQIECBAgQIAAAQIKoH4GCBAgQIAAAQIECBAgQIAAAQIECBCYWQEF0Jk9tQ6MAAECBAgQIECAAAECBAgQIECAAAEFUD8DBAgQIECAAAECBAgQIECAAAECBAjMrIAC6MyeWgdGgAABAgQIECBAgAABAgQIECBAgIACqJ8BAgQIECBAgAABAgQIECBAgAABAgRmVkABdGZPrQMjQIAAAQIECBAgQIAAAQIECBAgQEAB1M8AAQIECBAgQIAAAQIECBAgQIAAAQIzK6AAOrOn1oERIECAAAECBAgQIECAAAECBAgQILAKAQECQxNYJ1u+b7Jnsm1yaXJa8qXk+kQjQIAAAQIECBAgQIAAAQIECBAYsoAC6JCBbX5FCtSV1Qcnf5/cYR6Bn2XeYcmbk6vnWW4WAQIECBAgQIAAAQIECBAgQIDAgAQUQAcEaTMEGoFbZ/rvyeOa9+dk+l/JhcnWyQOTPZLXJn+Y7J+cn2gECBAgQIAAAQIECBAgQIAAAQIECMyAwEk5hpuSo2fgWOYeQl35+emkju+S5EnJfO0hmXlGUv3+L9ks0QgQIECAAAECBAgQIECAAAECcwXWZEbVD1bPXeA9AQKTKzDLBdAXhL0+lC5KdlnkFGyV5acm1f9ti/S1mAABAgQIECBAgAABAgQIEFiZAgqgAzjvngI/AESbIBCBDZOXNBL1/Z9nNa+7TeqBSHULfD0M6U+TnRKNAAECBAgQIECAAAECBAgQIEBgwAIKoAMGtbkVK/DwHPk2yTeTug2+l/a9dPpwUt/F+8ReVtCHAAECBAgQIECAAAECBAgQIECgPwEF0P689CbQTeB+zYLPdOvQZX7bv12/SzezCRAgQIAAAQIECBAgQIAAAQIEliKgALoUNesQuKXAds2s8265aME5bf92/QU7W0iAAAECBAgQIECAAAECBAgQINCfgAJof156E+gmcEWzYPNuHbrMb58A367fpZvZBAgQIECAAAECBAgQIECAAAECSxFQAF2KmnUI3FLgjGbW/W+5aME5ezVL2/UX7GwhAQIECBAgQIAAAQIECBAgQIBAfwIKoP156U2gm8CxWXBT8phkx26d5szfOO8PauZ9as4ybwkQIECAAAECBAgQIECAAAECBAYgoAA6AESbIBCBC5IPJBsl70h6+W/rdel3u+TE5IuJRoAAAQIECBAgQIAAAQIECBAgQIDAlAuclPHXlZJHT/lxzDf822fmRUkd30eS9vs98/I32vp598ak+l2d3DfRCBAgQIAAAQIECBAgQIAAAQJzBdZkRtUPVs9d4H3vAqt676onAQKLCNQT3R+f1O3wT0wemLw1+XxyYbJ1UvOeleyaXJscmNQVoBoBAgQIECBAgAABAgQIECBAgAABAjMgMMtXgLanZ7e8OCGpf6Hplu9k2QMSjQABAgQIECBAgAABAgQIECDQTcAVoN1k+pjvCtA+sHQl0KPAmen3oORhyR8meybbJpcmpyWfaHJDphoBAgQIECBAgAABAgQIECBAgMAQBRRAh4hr0yte4L8jUNEIECBAgAABAgQIECBAgAABAgTGJNDLk6rHNDS7JUCAAAECBAgQIECAAAECBAgQIECAwPIEFECX52dtAgQIECBAgAABAgQIECBAgAABAgQmWEABdIJPjqERIECAAAECBAgQIECAAAECBAgQILA8AQXQ5flZmwABAgQIECBAgAABAgQIECBAgACBCRZQAJ3gk2NoBAgQIECAAAECBAgQIECAAAECBAgsT0ABdHl+1iZAgAABAgQIECBAgAABAgQIECBAYIIFFEAn+OQYGgECBAgQIECAAAECBAgQIECAAAECyxNQAF2en7UJECBAgAABAgQIECBAgAABAgQIEJhgAQXQCT45hkaAAAECBAgQIECAAAECBAgQIECAwPIEFECX52dtAgQIECBAgAABAgQIECBAgAABAgQmWEABdIJPjqERIECAAAECBAgQIECAAAECBAgQILA8AQXQ5flZmwABAgQIECBAgAABAgQIECBAgACBCRZQAJ3gk2NoBAgQIECAAAECBAgQIECAAAECBAgsT2DV8la3NgECBKZeYKMcwQOSOyT1mXhe8uXkikQjQIAAAQIECBAgQIAAAQIEplxAAXTKT6DhEyCwZIHtsubfJwclm87ZyrV5f3TykuSsOcu8JUCAAAECBAgQIECAAAECBKZIQAF0ik6WoRIgMDCBB2VLH022SW5KTky+k1yf3DnZJzkg2T85OPlQohEgQIAAAQIECBAgQIAAAQIECBBYVOCk9KiCU11dpxEYh8DvZKdXJvVzeFxyl2Ru2yEz3pdUnxuTxycaAQIECBAgQIAAAQIECBAYtcCa7LB+N1096h3bHwECSxdQAF26nTWXL7BhNnFOUv/zeEey2IPg/rbpe3mmdcu8RoAAAQIECBAgQIAAAQIERimgADoA7cV++R/ALmyCAAECEyPw5xnJzskpybOTurpzofbaLPxksllSxVCNAAECBAgQIECAAAECBAgQmDIBBdApO2GGS4DAsgT+uFn7VZnW93320upBSdWenKxz8yt/ECBAgAABAgQIECBAgAABAlMjoAA6NafKQAkQWKbAeln/fskNyaf72Na30vfcZPtklz7W05UAAQIECBAgQIAAAQIECBCYAAEF0Ak4CYZAgMBIBG6TvVQR9OLkqj73+MOmfxVBNQIECBAgQIAAAQIECBAgQGCKBBRAp+hkGSoBAssS+GWz9qZL2Eq7TruNJWzCKgQIECBAgAABAgQIECBAgMA4BBRAx6FunwQIjEOgnuT+k2TzZLc+BrBJ+u6e1AOTfpBoBAgQIECAAAECBAgQIECAwBQJKIBO0ckyVAIEli1wbLOFZ/Sxpaek70bJV5JL+1hPVwIECBAgQIAAAQIECBAgQGACBBRAJ+AkGAIBAiMT+Ofs6abkBcmePez1dulTT4yv9ua1E38SIECAAAECBAgQIECAAAEC0ySgADpNZ8tYCRBYrsA3s4G3J3VFZz0J/v5Jt7ZrFvxnUg9P+lzykUQjQIAAAQIECBAgQIAAAQIECBAgsKDASVlaV+AdvWAvCwkMT2D9bPq4pH4Or0/ekzw82S7ZJnlAcnhyZVJ9Tkm2SjQCBAgQIECAAAECBAgQIDBqgTXZYf1uunrUO7Y/AgSWLqAAunQ7aw5OYFU29frk2qT+RzJf6qFHRya3TjQCBAgQIECAAAECBAgQIDAOAQXQAahXEUCbLIFNM5y7J3skv5WcmZyenJHckGgECCxfoK78/JvkiOTg5JHJTsl6yXnJ8cn7krr6UyNAgAABAgQIECBAgAABAgQIEFhA4GFZdkiTTRbot0GWvTzpdkVaFUH3T6a9uQJ02s+g8RMgQIAAAQIECBAgQIAAAQKjEnAF6Kik7WdZAm/L2u3ttdt32VJdeXZqR7+2/3zTY9Nvmq/cVQDt8kNgNgECBAgQIECAAAECBAgQIEBgjoAC6ByQpbyd5kLaUo53EtdZJ4N6b3KPjsGdnNffSn6UVHH0bsl9k2qPSd6UPL/eaAQIECBAgAABAgQIECBAgAABAgQIdBdQAO1uM6olz82OHtLs7MJMn518rHnfOXlo3rwl2T15XlJXUtYDWjQCBAgQIECAAAECBAgQIECAAAECBLoIrNtlvtmjE3hqs6u63f1JyXzFz+pyfPKQpIqk1f5y7cSfBAgQIECAAAECBAgQIECAAAECBAh0E1AA7SYzmvn1xOk9ml19ONMvLbLbi7O8HqhU7W7Jxje/8gcBAgQIECBAgAABAgQIECBAgAABAvMKKIDOyzKymTtnTxs1e/t6j3utK0Gr1dcX3OvmV/4gQIAAAQIECBAgQIAAAQIECBAgQGBeAQXQeVlGNvOi7Klufa9WV3f20i5Jp6ubjjv1soI+BAgQIECAAAECBAgQIECAAAECBFaqgALoeM/8L7L7HzVD2LvHoeycfu1Vo2f1uI5uBAgQIECAAAECBAgQIECAAAECBFakgALoaE/7PbO7tnjZ7vmdzYuHZbpOO3OB6Qs7ln2v47WXBAgQIECAAAECBAgQIECAAAECBAjMEajvkdRGJ3BcdnV98p3kpOQbyVeTy5O7Jm9MOgucefurVsXRQ5NnNXPqu0BrPY0AAQIECBAgQIAAAQIECBAgQIAAAQJjE3hr9lzf89lrDpwz0t/K+5cl3+zYRhVRfzuZxlaF37I4ehoHb8wECBAgQIAAAQIECBAgQIAAgREKrMm+qo6yeoT7nLlduQJ0+Kf0udnFPyd7JvXU9ja3yev52vpzZt4+71/eMa9+6F+SfLtjnpcECBAgQIAAAQIECBAgQIAAAQIECMwjoAA6D8qAZ92Y7Z3e5IMd294hr9tiaE2rQLpLck7S2TqfDv/TLKgrRD/d2cFrAgQIECBAgAABAgQIECBAgAABAgTmF1AAnd9lFHN/nJ1UOouZm+X9tXN2fknevyH5z+R/kquTUbe6WvWBSS8PaVpsbFs2HQaxrcX2ZTkBAgQIECBAgAABAgQIECBAgAABAgQWFfhYetSt94PMiYvuVQcCBAgQIECAAAECBAgQIECAwMoW8B2gAzj/rgAdAOIK2MQ7c4x1Zeq6AzjWh2cbWyU/GcC2bIIAAQIECBAgQIAAAQIECBAgQIDAggIKoAvyDHXhhtn6NUvYQz0VfuNmvfOWsP5SVqnb9Dtv1V/KNtp16inwVQC9qp1hSoAAAQIECBAgQIAAAQIECBAgQGBYAoO4om9YY5vF7f5hDuozyUVJFQC/m7wv2Sfptb03Hc9t0us6+hEgQIAAAQIECBAgQIAAAQIECBBYkQIKoKM57ZtmN0cmRyX7JvVQoXoI0F2TpyYnJG9K2is781IjQIAAAQIECBAgQIAAAQIECBAgQGC5AgqgyxXsbf3XpNuBHV1/mdfnJPVQoWp1Hg5NTknumGgECBAgQIAAAQIECBAgQIAAAQIECAxAQAF0AIiLbOJeWf6cpk/d+r5/snlyp6S+C/NFyWVJtTsnX0gUQYOgESAwFoG6Or2uUt+9mdZ7jQABAgQIECBAgAABAgQIECDQVeCILKkrPa9L7tml120zv67+rH6Vs5PtkvnaMZnZ9ptv+aTPq4cg1fiPnvSBGh+BFSZQ//DytuSCpP2MqWm9r/n+YSYIGgECBAgQIECAAAECBEYssCb7q9/NVo94v3ZHoC+BE9K7flCPXGStuir0C0lbePhGXtd3h85tCqBzRbwnQGC5AvUVHNck7efPJXl9WlLTdl4tr34aAQIECBAgQIAAAQIECIxOQAF0dNb2tAyBuu29CgjP72Eb9RCk/2361zrHJuslnU0BtFPDawIElivwmmygPm9uTN6d3CPpbPW+5tfy6lf9NQIECBAgQIAAAQIECBAYjYAC6Gic7WWZApdm/Soa/GmP29km/c5s1qn13jpnPQXQOSDeEiCwZIHHZ836nLk2+YNFtvKEpl/1r/U0AgQIECBAgAABAgQIEBi+gALo8I3tYQACX882qmDwpj62tUv6XtysV+v+Zce6CqAdGF4SILBkgVVZs/3Hluf1uJXnpl99Jn0/qfU1AgQIECBAgAABAgQIEBiugALocH1tfUACH8h2qmBQt8Jv3cc290rfK5Nat249PTCppgC61sGfBAgsT+DhWb0+X76XrNfjptZNv9OTWu8RPa6jGwECBAgQIECAAAECBAgsXUABdOl2v1qzfpnVhivw783mb5Npve72dPe5o/hqZjwlqeLnOsl7kpclzlkQNAIEli3we80WPpzpDT1urT6Pjmr6tuv3uKpuBAgQIECAAAECBAgQIEBgPAKKacN3rwcZfb7ZzaMy/W5Sxcy6lXSx9rF0eHZSV1vVuXp5sm+iESBAYLkCOzYbqM+kflo9Hb5au/7ad/4kQIAAAQIECBAgQIAAAQITKqAAOpoT88zs5tRmV1tl+rTkL5r3i02OSIenJ9c3HZ2zxcQsJ0CgF4G6srxa/QOLRoAAAQIECBAgQIAAAQIEZlZAMW00p/bs7OZ+yVuSXza7/HEz7WXy3nTaM/lSL531IUCAQA8C5zZ9du+hb2eXuzZvzuuc6TUBAgQIECBAgAABAgQIECBAoBWoJyfXA44e2c7oc1oPQ/pKclmf601K95MykLri7OhJGZBxEFihAvUdnvXfYt0C3+s/hlW/ugW+1lvqZ1hW1QgQIECAAAECBAgQIECgRwEPQeoRSjcCkySgADpJZ8NYVrLA+jn4ujq9ipm9fiVH9av+tV6trxEgQIAAAQIECBAgQIDAcAUUQAfg2+tVPwPYlU0QIECAwAQJXJexvKgZzz9l+thFxlbLq1+1Wq/W1wgQIECAAAECBAgQIECAAAECBOYIuAJ0Doi3BMYs8Mbsv67qvCF5e7Jb0tnq/duSWl79qr9GgAABAgQIECBAgAABAqMRcAXoaJzthcBABRRAB8ppYwQGIvA32Upd0VkFzsr5yclJPeionVfL/1+iESBAgAABAgQIECBAgMDoBBRAR2dtTwQGJqAAOjBKGyIwUIG60vPfkp8kbdGzpvX+3cmdE40AAQIECBAgQIAAAQIERiugADoA73oiuUaAAAECBM4MwTOSP09um2yTVPHzgqRuf9cIECBAgAABAgQIECBAgMBUCiiATuVpM2gCBAgMTaCKnXXre0UjQIAAAQIECBAgQIAAAQJTL+Ap8FN/Ch0AAQIECBAgQIAAAQIECBAgQIAAAQLdBBRAu8mYT4AAAQIECBAgQIAAAQIECBAgQIDA1AsogE79KXQABAgQIECAAAECBAgQIECAAAECBAh0E1AA7SZjPgECBAgQIECAAAECBAgQIECAAAECUy+gADr1p9ABECBAgAABAgQIECBAgAABAgQIECDQTUABtJuM+QQIECBAgAABAsH7wwcAAEAASURBVAQIECBAgAABAgQITL2AAujUn0IHQIAAAQIECBAgQIAAAQIECBAgQIBANwEF0G4y5hMgQIAAAQIECBAgQIAAAQIECBAgMPUCCqBTfwodAAECBAgQIECAAAECBAgQIECAAAEC3QQUQLvJmE+AAAECBAgQIECAAAECBAgQIECAwNQLKIBO/Sl0AAQIECBAgAABAgQIECBAgAABAgQIdBNQAO0mYz4BAgQIECBAgAABAgQIECBAgAABAlMvoAA69afQARAgQIAAAQIECBAgQIAAAQIECBAg0E1AAbSbjPkECBAgQIAAAQIECBAgQIAAAQIECEy9gALo1J9CB0CAAAECBAgQIECAAAECBAgQIECAQDeBVd0W9Dl/i/Q/os912u7X5cVlTX6S6ZeSbyY3JhoBAgQIECBAgAABAgQIECBAgAABAgSWLDCoAuhGGcGTlzyKW654UWY9LznqlovMIUCAAAECBAgQIECAAAECBAgQIECAQG8Cg7oF/qbs7ufJ5V12W8srvbbt0vHDyaG9rqAfAQIECBAgQIAAAQIECBAgQIAAAQIE5goMqgB6cTa8VfJvHTs4Pq/3T3ZPNk02Se6cPCr5aNIWRI/L6wckD02eknw5advr82LP9o0pAQIECBAgQIAAAQIECBAgQIAAAQIExiVwcHZcRc0bkj/qYRD7pM9VSa3zxx39qyj7/OTqpJZ1FlXzVptygZMy/jqvR0/5cRg+AQIECBAgQIAAAQIECBAgQGDYAmuyg6qjrB72jmx/cYH10qVuf68T8rLFu/+qx1806/wi0w1/NXfti39pltV2B3Wl6pxdeDsGAQXQMaBP+C73zfjqHzq+ndT3/56RHJP8WVJXjmu9C2yQrgcm9Q8Mpyfl+X/J+5PHJ+skGgECBAgQIECAAAECBAhMj4AC6ASdq3tmLFX8rGzfx7g2S9+6YrTW22vOeg9p5ve7zTmb8XbCBBRAJ+yEjHE4u2bf9ZUX7WfHfNPzs/wJYxzjNO364Rns2cl8ju28k7O8Pq81AgQIECBAgAABAgQIEJgOAQXQAZynQV1Zeb9mLJdkemEf47oifc9r+t93znrndrzfoeO1lwQITL/A7+QQvpbU9//WZ8aLk3sn9QC0+q7gpyW1vP7b/2jigWhBWKAdlGWfTe6YnJo8M9k9Kc8qeP5l8sPkXkkVnatYqhEgQIAAAQIECBAgQIAAAQJ9CNQv33WF0Y1JPQyp11YPR7o+qXXrAUid7RF5U/Mrd+lc4PVUC7gCdKpP30AGf5tspa7srP+261btWyfd2iFZUFeJ12fLY7t1WuHzq4h8bVKer0i6/cNWfc3Iu5t+l2Z6p0QjQIAAAQIECBAgQIAAgckWcAXoBJ2f381Y2mLls/sY14Ed680tcr6hWVaFj4362Kauky2gADrZ52cUo3t7dlKfF/+drOphh3/V9D8n0/qOS+3XAvWdnnVbe3nWZ+Zirfp/JKn+dWWtRoAAAQIECBAgQIAAAQKTLaAAOkHnp4oYP0jql+qrkyqILtbqVsy6Bb7WqauR6hfzttWVod9JatlZ7UzTmRBQAJ2J07jkg9gia9bVitclu/W4lbqi8VtJfR48ucd1Vkq3hzUuP8y0rvDspdVt8fXgufLcqZcV9CFAgAABAgQIECBAgACBsQkogA6Avtutkv1uum5jf3WzUv0SfkLywaQKofVQpCpu1r7q+/z2SY5MvpG0t74+M6/rl/FqT0vOTu6WVPuXtRN/EiAwAwKPzDGsn3wxObPH46mrwOsp8dX2WzvxZyPQetT/EK/pUaWeDH/MnPV7XFU3AgQIECBAgAABAgQIECAwfQK93H7a61G9Mx3vnrwgqYLnAU0yufmq0PUyrcLH3FaF0w93zPybvK7vCKz2g6S2qxEgMBsCuzSHcWKfh9P237XP9Wa9e+vx9T4PtDzrM7pdv8/VdSdAgAABAgQIECBAgAABAtMjMKgrQNsjric1PyO5uJ3RTOs7POcWP+sqz4OSlzZ9alJF0js17+sKsXq6/C+b9yYECEy/QHvVd92C3U9r+7fr97PuLPfdtDm4fj8nW892/Vk2cmwECBAgQIAAAQIECBAgsMIFBnkFaFHWbezvTo5K9kt+P7l7UrfB17LvJ2ckX07el1yXdLZ6wMkTk1OTH3Yu8JoAgZkQuLA5ip36PJq2/wV9rjfr3VvPO/R5oG3/dv0+V9edAAECBAgQIECAAAECBAgQIECgm4CHIHWTWRnz75PDrH8M+VFSV3z32t6WjrXey3tdYYX0e06Os1z6faL7Kc16+64QJ4dJgAABAgQIECBAgACBaRVYk4HX732rp/UAjJvAShRQAF2JZ/03j/l7eVsf3n/2m7O7vts5S65Kbkzah6PlpRaBerBcPfzohuSeSS/t8elU/vUwpLrqXiNAgAABAgQIECBAgACByRVQAJ3cc3PzyOr7Re+fHJS8KPnb5ODkYYlfuoOwQpsC6Ao98R2H/Ud5XQW4+t7K+p7fhdqWWfjNpPrX12ZotxT4x8wqnzOT+rqRhdruWfjTpPo/e6GOlhEgQIAAAQIECBAgQIDARAgogE7EabjlIKpgUb+Q19VF9Uv2fLks86uYsVOirSwBBdCVdb67He07s6A+G65Mnp/MfUhaZt3q4Ul7tWhN67NFu6XAxpl1YlKe5yb13ctz23qZ8fTk50n1+1iyTqIRIECAAAECBAgQIECAwGQLKIBO4Pl5YMZ0SVK/YPeSugLsGYm2cgQUQFfOuV7oSOsBbO33etZnRV2VeFTy5uS9SVv4rGX1M3P7ROsusE0WfSFpP3fPyev6R6by/I+k8x+k6n0VTTUCBAgQIECAAAECBAgQmHwBBdAJO0d7ZDzt1UX1S/jVyUeTw5LnJc9KXpO8P+ksktZ31z0h0VaGQBWz6ufj6JVxuI5yEYH9sry9xb0t3rXTKtrV12dstMg2LF4rUEXluq393KQ17JyelvlPTjQCBAgQIECAAAECBAgQmB4BBdAJO1fHZTztL9vvyOvbLTC+TbPsr5MqktY6VTjdLNFmX0ABdPbP8VKOcJesdEDyguRpyd7JuonWv0Dd2v47yYFJef5J4uFRQdAIECBAgAABAgQIECAwhQIKoBN00u6csbTFz3f3Ma6DOtY7tI/1dJ1eAQXQ6T13Rk6AAAECBAgQIECAAAECBAiMVkABdADeg7rC6rebsdTt7HXFUa/tyHT8n6bzQ3tdST8CBAgQIECAAAECBAgQIECAAAECBAj0IjCoAuj2zc5OzfSKXnbc0efLzes7dszzkgABAgQIECBAgAABAgQIECBAgAABAssWGFQB9NvNSG67hBFt0qxz1hLWtQoBAgQIECBAgAABAgQIECBAgAABAgS6CgyqAHpi9nBdsl3yoK57u+WC2n9763t7K/wte5lDgAABAgQIECBAgAABAgQIECBAgACBJQgMqgB6Vfb93mb/H8r0Ds3rxSavTod7JJcmRy3W2XICBAgQIECAAAECBAgQIECAAAECBAiMS2C97PjjST0Nvgqaf59snszX9szMtu/1ef2I+TqZN5MCngI/k6fVQREgQIAAAQIECBAgQIAAAQJDEPAU+AGgrhrANmoTWybvStrt1ftXJC9Nzk9+mFRR9HZJXR16m6Sz/Ufnmzmvz877+82Z5y0BAgQIECBAgAABAgQIECBAgAABAgQWFWgLlot2XKTDhln+xHn61PZ3ajLP4ptn1ZWjv9VtYeZX4VQjQIAAAQIECBAgQIAAAQIECBAgQIBA3wKDKoDemD2f1/fee1vhwt666UWAAAECBAgQIECAAAECBAgQIECAAIHfFBhUAfSSbHbH39y0dwQIECBAgAABAgQIECBAgAABAgQIEBivwKCeAj/eo7B3AgQIECBAgAABAgQIECBAgAABAgQIzCOgADoPilkECBAgQIAAAQIECBAgQIAAAQIECMyGwKBuge/U2D1v7p/cKdk2WSfppX0qnSoaAQIECBAgQIAAAQIECBAgQIAAAQIEBiIwyALoZhnR4cnByVKuLK2HHSmABkEjQGBkAg/Knp6Y3CvZJrk0+U7y8eS45KZEI0CAAAECBAgQIECAAAECBAjcLPDW/FnFgqXm5TdvxR+zLnBSDrB+Ro6e9QN1fBMtsGtGd3yy0OdV/azeZ6KPwuAIECBAgAABAgQIECBAYNYF1uQA63fX1bN+oMM8vkFdAbpzBvkXHQN9T17XFVQ/Sa7tmL/Qyx8vtNAyAgQIDEhgr2zn2GTrpD6jjkj+K7k+eXBSX+HxgOTeyZeSJyfHJBoBAgQIDFbg9tlcfd7eNrkqOTupz91rEo0AAQIECBAgQIDAxAn8fkbUXkn1qokbnQFNkoArQCfpbKy8sdQv2xcl9XlVVyFvnlSh87PJjUn7OdY5rX/EeUiiESBAgMBgBPbJZr6YdH7Wtq8vz/zDkq0SjQABAgQIECBA4Fa3cgXoBP0UPCdjaf/iutsEjctQJk9AAXTyzslKGtEHcrD1WfWZpL6r+PlJXflZ836Z1PcQ/1Py9uQrSVsUrauR9k40AgQIEFiewEuzevvZekVe1x1Db06OSL6RtH+f/GFe3zPRCBAgQIAAAQIrXUABdIJ+AuqW0voLa/2FdpMJGpehTJ6AAujknZOVMqK6+rM+o+o2y3r9rKT93HpjXm+RzG11dWgVP9sC6T3mdvCeAAECBHoWeHF61udp/cPTK5JNk7mtip7/m1S/+pqSOyUaAQIECBAgQGAlCyiATtDZr+8SrX/Fr7+s1nc5aQS6CSiAdpMxf9gC9T3F9Rn14eQuSd3aXu8PTBZq/5iF1a9ST4hfL9EIECBAoD+B+6Z7/SPUDcn+i6y6QZZ/MqnP3SqGagQIECBAgACBlSygADphZ/8tGU/9RfULyTqJRmA+AQXQ+VTMG4XAm7KT+ow6NPlg87pudV+sPTEdar36XrqaLlYwTReNAAECBOYIHJf39Rn62jnzu73dLAt+nNQ6j+3WyXwCBAgQIECAwAoQUAAdwEmu78AbVKvv0qsrqx6cfDb57UQjQIDApAi0t7hfmQH9flK/VL+yh8FV4bPaj9ZObnVAMzUhQIAAgd4EfivdHpHUV4q8rrdVbr6zqK7Ar+Zzd62DPwkQIECAAAECBJYoULeuD6rVLU2rk7slv5d8K6mHivwg+UWyWHtXOlQ0AgQIDEOgnv5e7T5JfVfxycn5yWLtdk2H0zO9e7LXYitYToAAAQK/IXC/vKuvD/lCclnSazs2Hes7mvfudQX9CBAgQIAAAQIECMwnMMgC6EbZQd0G3/mQkPpy+yoY9NKO66WTPgQIEFiiwInNeg9spu0VnYttbt+mwwmZ1m2YWyUbJnUlk0aAAAECiwts33Tp9XO33WLbv12/nW9KgAABAgQIECBAoC+BdfvqvXDnD2Xx0xfuYikBAgTGJlBfzVFXHt21GcGtexhJ9a3vAK0nFn8q2SCphydVNAIECBDoTaC9E6iXz93OLbb92/U7l3lNgAABAgQIECBAoGeBQRVA6+rPRzV7rQLDi5Ldk/rOvY17zKvSTyNAgMCwBOq7P1/XsfG6FX6hq+C3zPKjmj7vzPS2ST3g7aykvj9UG45A3Sb7+qSc62tUrmumZ2T6D4mH7AVBIzBlAt9vxlu3wvfT2v7t+v2sqy8BAgQIECBAgACBgQs8NFusgkDlyQPfug3OkoCnwM/S2Zy+Y6mC5/FJ+3lVhbb52u9m5veS6vd/ST2N+L1JvX9Dog1HoO4iuCppz8980yqK/tFwdm+rBAgMSaD+4eK8pP6bfmQf+/hEs87f9rGOrgQIECBAgACBWRPwFPgJOqN/nrG0v6huPkHjMpTJE1AAnbxzstJGVFd2fidpP7PqysJ/SV6SHJ60P6O1vF7XQ5AekdSD3q5Odk60wQu8Jpu8MSn3+oqBjyUHJHUF2FOT+gqCuhq0lle//5doBAhMj8ALM9T67/f0pO4QWqzV149U/8uTbRfrbDkBAgQIECBAYIYFFEAn6OTukbHUX1IrO03QuAxl8gTa4tLRkzc0I1pBAuvnWOuWyvZza+7051lWBdH6Co/HJPXVHtXnpYk2eIG6orMtfp6c1+U+X6uiSXtlbvXv50qy+bZnHgECoxOoh8edktRn6VeT+lqRbq3uJqqvLam+z+nWyXwCBAgQIECAwAoRUACdoBNdtzZdktRfVJ85QeMylMkTUACdvHOyUkd0mxx4eyXoNXn9teRfkz9J7pL8QfLxpD7XKkcm9VmnDV7g0myyjE/rcdM/aPpf2GN/3QgQmAyBO2QYZyf133td2VlfQ7JPskOya1KFz88m7efuP+W1RoAAAQIECBBY6QIKoBP2E/CKjKf+wloPrth9wsZmOJMjoAA6OefCSG51q/rKjvcn7dWH7S/dndMrsvyvYA1NoG5vL+8bkoWuCOscQBVK2nO2b+cCrwkQmHiBbTLCuguk83N27uv6RxH/oD7xp9IACRAgQIAAgREJKICOCLqf3bw1nesvsfWv+n+R7Jy4YioI2q8EFEB/ReHFBAncM2M5LKmrQM9L6h9y/iupwmddKaoNT+D4bLr+v3Fyn7uo726t9T7Z53q6EyAwGQL3yzDenHwjOT85M6mrP1+QbJVoBAgQIECAAAECawUUQAfwk7BqANuoTdRVVP+cVLGzbiXdLHlbUq1+Qa0rqOrhFQu1erKypysvJGQZAQLDEvhWNlzRRi+wc7PLL/e56xPTf7fkTn2upzsBApMh8PUMo6IRIECAAAECBAgQGLrAoAqgG2ekB3UZbRVFq0C6WKttaAQIECCwsgQ2ag73Z30edj2oqtomayf+JECAAAECBAgQIECAAAEC8wsMqgBa38VWt40up9Vt8xoBAgQIrCyB+q6/7ZO6mrOf1l752W/htJ996EuAAAECBAgQIECAAAECMyAwqAJoPQF+xxnwcAgECBAgMFqB+t7V3ZOH9rnbvZv+X+xzPd0JECBAgAABAgQIECBAYIUJrLvCjtfhEiBAgMBkCbw+w6nviq6HTT21x6Edmn5bJLXeG3tcRzcCBAgQIECAAAECBAgQWKECCqAr9MQ7bAIECEyIwOkZx1eT+r7of0v2SBZqD8jCw5oOn8v0goU6W0aAAAECBAgQIECAAAECBBRA/QwQIECAwLgFHpUB/CJZP/lm8opkvlZXe34pWS+p7/7cP9EIECBAgAABAgQIECBAgMCCAgqgC/JYSIAAAQIjELgi+9gzqSe713dT/31yTVJXh34lOSO5NnlhUv/fqu+d/u2k+mgECBAgQIAAAQIECBAgQGBBAQXQBXksJECAAIERCXw/+6mnwR+V3JBskNwl2SupJ8TX1aHXJ0cmt03OTzQCBAgQIECAAAECBAgQILCowKCeAr/ojnToKrBDlmydbNLk6kwvSy5PfprUe40AAQIrQaCu6HxSUre4Py15YFIPR7oo+e/k/Uk9+EgjQIAAAQIECBAgQIAAAQI9CyiA9kw1sI6bZUsHJk9J7pHU+26trnY6Nfla8qnk04lf/oOgESAw0wJ1BWg9EKmiESBAgAABAgQIECBAgAABAlMisF3G+ZakruysIuZSUsXQ/ZJpbidl8HXsR0/zQRg7AQIECBAgQIAAAQIECBAgQGAEAmuyj6qjrB7BvmZ2F64AHc2p3Sq7+c9kj47d1Q/vBcmPknqgx1VJ3f5Z52SjZPNkx2SnZMOkWl0x+smkHgTy5kQjQIAAAQIECBAgQIAAAQIECBAgQIDAWAU2zd7/N6mCZ+XryQHJtkkvrR78sU9yRFJPQW6385i8nsbmCtBpPGvGTIAAAQIECBAgQIAAAQIECIxDwBWg41C3z74FDs4abdHyg3m9bt9b+PUKVfRsi6DfXua2fr3V0b5SAB2tt70RIECAAAECBAgQIECAAAEC0yugADqAc7ecYtwAdr8iNvGA5iirYFkPP7pxGUddD0H6q2b9up3+jsvYllUJECBAgAABAgQIECBAgAABAgQIzLyAAujwT3Hdvl7tmOS6m18t74+Pdqx+547XXhIgQIAAAQIECBAgQIAAAQIECBAgMEdAAXQOyBDe3r7Z5rkD2vZPs522kLrxgLZpMwQIECBAgAABAgQIECBAgAABAgRmUkABdPin9axmF3sPaFd1S309GKnayWsn/iRAgAABAgQIECBAgAABAgQIECBAYD4BBdD5VAY7rx76U+3JyYNvfrX0P7bMqv/YrP6zTM9Z+qasSYAAAQIECBAgQIAAAQIECBAgQGD2BRRAh3+OX5td1C3rGyWfSJ6ZbJD02+6VFT6X1LTa29dO/EmAAAECBAgQIECAAAECBAgQIECAQDeBVd0WmD8wgboF/sXJYckWSRUu6/UXk1OSuorzouSq5OqkzkkVSzdPdkx2TR6U3CNpWxVCX9q+MSVAgAABAgQIECBAgAABAgQIECBAgMC4BQ7OAK5MblpmPpP1t06mtdVXApTB0dN6AMZNgAABAgQIECBAgAABAgQIEBiRwJrsp+ooq0e0v5ncjVvgR3da35Nd7ZS8Jrmwz91ek/51+/zjkkcn9f2fGgECBAgQIECAAAECBAgQIECAAAECiwi4BX4RoAEvviTb+7smO2e6V7JbUre71+3xmyX1faG/SC5P6vb505JvJTVvXO3p2fGzk//P3n2AS1PWdwMGAek2VECJoCBqFDWxgZVYYkWNBTViizH2aPzUJJqINTHFmBhLjA0lxpKIscReYgMb9q4oigVEUBARpfj9/rwzOuy7e3b3nNlzds/ez3X93pmdeeaZmXvePWfPs1O27WEDrt60UfuqECCwcQI7Z9V/kNSXKvsldeuN7ycfTF6fnJQoBAgQIECAAAECBAgQIECAAIGlEHh19rJOt+4zH10KOTtJYD4F7p3N+l4y6j1dZ50/J9kxUQgQIECAAAECBAgQIEBg4wRcAt+DvTNAe0BcZRPVsVCdDNOWPbJAnblV5btbBjP/t84ArQc39XHLhOpMrbNA60wzhQCB9Rd4VlZZD2ar8snklUk9kK0ewrZ/ctfk8ORxyY2T2yVnJAoBAgQIECBAgAABAgQIECBAYKzAPVKjHmJ0SnJB8uXkVclNkknLW1KxPWtr0mXmqd7xzfZ7CNI8HRXbsiwCf9K8/+rLlxofVa6bGd9M6mfN25I+bn+RZhQCBAgQIECAAAECBAgQmFLAGaBTgqm+cQK7ZtV1llXbcTk4PD/z/ilpz+zM6MiiA3QkjRkECKwgcLnMq3sL18+fP1yhXjvrShmpL2uqfl0yrxAgQIAAAQIECBAgQIDA+gvoAF1/c2tcpcC/ZLlup2c90KjOrqqzQLvTv5rXV05WKjpAV9IxjwCBUQJPyYz6efOmURWGTH9gptUynx4yzyQCBAgQIECAAAECBAgQmL2ADtDZG1tDDwJ1Kel5SXUinJzcOWnvpVlPfn9C8pOk7Qj9dsZX6gTVARoghQCBqQXqfp/1c+b3p1hyh9Rtfz7VGaEKAQIECBAgQIAAAQIECKyvgA7QHrzbjrgemtLECIGHZ/p2SXWC3jZ5c1JnflapB4vUw4WukXw2qVKdDO9N9qwXCgECBHoSqIePVTl2y2Cif89NrY83Na820RIqESBAgAABAgQIECBAgACBORPQATr7A1Kdm1X+M2k7OS+c0PnnBxm/efKBZlqdAfq/Sd07VCFAgMBaBbZPA/XzpL6IqVtwTFPqi5oql9oy8C8BAgQIECBAgAABAgQIEFgsAR2gsz9e7VlT9fTzlUo9nOT2yXFNpetl+Pqkzh5VCBAgsBaB6vg8PamO0MtP2dAVmvqnTLmc6gQIECBAgAABAgQIECBAYC4EdIDO/jBcvFnF2ROs6uepU/cI/UZT9w4Z/mszbkCAAIG1CNQ9QKvcdstgon8vnVo3SOpS+M9NtIRKBAgQIECAAAECBAgQIEBgzgR0gM7+gHy9WcVvT7iqH6Xe7ZJTm/oPz/BxzbgBAQIEVivwX82CT8xw0jPLH5+69SCkdyf1MCSFAAECBAgQIECAAAECBAgQILCVwKszpZ68XJePXmaruaMnHJxZddZoLVsPTbp/UsVT4Lc4+JcAgekEqiOzzi6vnymTnFleT4uvMz/r50+dBbqoZf9s+F8l1Yn7paTuxfympL5cqjNcFQIECBAgQIAAga0Fts2k2yf/ntRt2r7WDF+c4TRXFKW6QoDAGgWOzvL1d9wRa2zH4gRmKnDHtF7/USvvSKZ5uvsfpP75zbI1PDKphyO17WV04UrdC7W2/5iF23IbTGDxBeqLlXOSeg++LtkrGSzVUfpnyS+Sqve0ZBHLTtno5yXVidv+zBwc/jjzHpUoBAgQIECAAAECvxG4TkY/kQx+duq+/ljmH/SbRYwRIDBDAR2gM8TVdL8CdeZR+8uiHkTyimTSP7ofmrp1Bla7fNshWq8XsegAXcSjZps3k0B9k39GUj9D6izzNyZHJn+e1Df830vanzf/kPH69n/RyiWywR9Naj+qA/So5LDkGsm1k/rm9F1Ju58vybhCgAABAgQIECCw5ezOswJRn5NOSp6U3Di5ajN8cobfTWr+T5NbJwoBArMV0AE6W1+t9yhwlbRVDxBp/9iu4RemaP+BqVt/xHeXr/FFLDpAF/Go2ebNJrB/dqjuCdr9cqX78+XzmVcPYVvU8tZseO3PCclKZybUWfb1wb3q1od7hQABAgQIECCwzAJXz863X5S/LON1Rc2wsnMmHpXUZ6i6T3x1jioECMxOQAfo7Gy1PAOB+uXx/KT9Nq3OPpqmXCuVP5h0OymmWX5e6uoAnZcjYTsIbLkE/gGBeGry7OTRyXWTRS73yMbXz8kfJvtOsCN1D6s6s74u+d8vUQgQIECAAAECyypQt2yrz1GvnhDgtU39uk2bQoDA7AR0gM7OVsszFNg+bdd9+OoBI6sp9TCkugl1fTO3iEUH6CIeNdtMYHEEPppNrQ/uD5lik1/RLPOcKZZRlQABAgQIECCwmQTqhJv6DFX3SL/0hDu2R+rVGaC1XN1qSCFAYDYCOkBn46pVAjMV0AE6U16NE1hqgXrIXF3WX2fa11n3k5YbpWJ9cP/apAuoR4AAAQIECBDYZAJ/mf2pz0P/NuV+vbRZ7olTLqc6AQKTC+gAndxqZM2LjZxjBgECBAgQWCyBA7K59dCmzyTnTLHpn0zdugx+/2S7KZZTlQABAgQIECCwWQQObHakrqaZptTViVXa5be88i8BAgTmTEAH6JwdEJtDgAABAqsWqKe/Vzlzy2Dif6vz82dJ/U7cdeKlVCRAgAABAgQIbB6B1X6Oaj93tctvHhF7QoDAphLQAbqpDqedIUCAwFILnNLs/T5TKuye+vWhvc4abT/ET9mE6gQIECBAgACBhRZY7eeo9nNXu/xCI9h4AgQ2r4AO0M17bO0ZAQIElk3gS9nhOpOzbuLffhifxOD2TaWPT1JZHQIECBAgQIDAJhRoPwe1n4sm3cW2frv8pMupR4AAAQIENrWAhyBt6sNr5whsuMCrswXT3MC/7vn56WaZR2z41tsAAgQIECBAgMDGCNQT3c9O6oGSN5hwEw5OvfrcVV9AT/rk+AmbVo0AgY6AhyB1MIwSWBQBHaCLcqRsJ4HFFKgb8J+b1If3P5xgF/41deqD+4nJjolCgAABAgQIrK/ALlndHydvTr6cfC/5VFJPI79loqyfwN9kVfW56IRkzzGr3Tvzv5VU/WeMqWs2AQJrE9ABujY/SxPYEAEdoBvCbqUElkrgUdnb+jBeDzd6ZjLswUZ1ifx/J1Wv7v15SKIQIECAAAEC6ytwt6yuOjzr9/GovC/z9k2U2QvslFXUU+DrWHwnuV0yrNRl7yclVe/YxJfIQVAIzFBAB+gMcTVNYFYCOkBnJatdAgS6Ak/Ii+oArQ/mP0lel1Rn6N8n70h+kbTzbptxhQABAgQIEFhfgcdndXXFRv0+rk63ByZXT66Q3DB5SnJqUvN/mFwnUWYvcNms4oNJuVfqHusvSJ6WvDCps3Tbef+X8bp0XiFAYLYCOkBn66t1AjMR0AE6E1aNEiAwRKDO6ux+gG8/rNewLpOv+4XulygECBAgQIDA+grcJaurzs/zkj9dYdWXzLz/Tep397eTyyTK7AV2yCr+LDkl6X5+asdPzvTHJFVPIUBg9gI6QGdvbA0EehfQAdo7qQYJEBgjsF/mPzB5clJnhh6e+AMqCAoBAgQIENgAgZ2yzrq8ujrTHjvB+i+eOh9p6v/zBPVV6U9guzR1i+SRSZ2RW8ObJzVdIUBg/QR0gK6ftTUR6E1AB2hvlBoiQIAAAQIECBAgsHACR2SLq/Oz/i7YdsKtv2bq1a1tzk52nXAZ1QgQILBZBHSA9nAkL9ZDG5ogQIAAAQIECBAgQIAAAQKTCNypqfTSDKsjdJLyxVSqh+3snNxykgXUIUCAAAECXQEdoF0N4wQIECBAgAABAgQIECAwS4EDmsY/PuVK2vpXnXI51QkQIECAwDY6QP0nIECAAAECBAgQIECAAIH1EtitWdFZU66wrd8uP+XiqhMgQIDAMgvoAF3mo2/fCRAgQIAAAQIECBAgsL4C9QTxKlfaMpj437Z+u/zEC6pIgAABAgR0gPo/QIAAAQIECBAgQIAAAQLrJfDRZkV3nGKF26fubZv6x02xnKoECBAgQOBCAR2g/iMQIECAAAECBAgQIECAwHoJvK5Z0R9neMUJV/onqbd38qXk8xMuoxoBAgQIEPi1gA7QX1MYIUCAAAECBAgQIECAAIEZC3w67f9Xsmvy38nuyUrlkMz8x6bCk1eqaB4BAgQIEBgloAN0lIzpBAgQIECAAAECBAgQIDALgUek0W8lByd1SftNk8GyQyY8JnlvsnPy4uR/EoUAAQIECEwtUPdSUQgQIECAAAECBFYWqD++b5MclOyRnJbUZZjvTn6eKAQIECAwucCPUvVWyZuTayUfSr6Y1P1Bz0j2SWp+/byt8sKkOkMVAgQIECBAgMBCCByfrfxVcsxCbK2NJECAAIFlF6iOz6cmP03q99dgzsy0I5OqpxAgQIDAdAK7pPpfJfWl0uDP13r9qWSahyWlukKAAIFNJ3B09qh+Jh6x6fZsHXfIGaDriG1VBAgQIECAwEIJXCFb+5bkd5utrss0/y85NblccmhS96Z7anLn5LDk+4lCgAABApMJnJ1qz0yendw4OTC5RHJy8onk64lCgAABAgQIEFg4AWeALtwhs8EECBBYSoF6OMdnkvq2/atJdXQOKzW95le9ql/LKQQIECBAgAABAgT6EnAGaA+SHoLUA6ImCBAgQIAAgU0n8PTs0XWSLyftQzqG7WSdFVrzq17Vr+UUAgQIECBAgAABAgTmSEAH6BwdDJtCgAABAgQIzIXA5bMVj0wuSO6d/DhZqdT8qlf1a7m6PF4hQIAAAQIECBAgQGBOBHSAzsmBsBkECBAgQIDA3AjUvTx3TN6WfG7Crap6Vb+Wq/uBKgQIECBAgAABAgQIzImADtA5ORA2gwABAgRmJrBbWr518oDkPknds9FDAIOgjBS4XjPnXSNrDJ/R1m+XH17LVAIECBAgQIAAAQIE1lXAH4Drym1lBAgQILCOAvtnXc9I7pbUWXndcnpevDT52+Qn3RnGCUSgLoGvMu0T3dv67fJbWvEvAQIECBAgQIAAAQIbKqADdEP5rZwAAQIEZiTwh2n3ZclOyfnJsck3kh2SayfXTJ6YVL27JscnCoFWoO0Uv1Q7YcLhpZt67fITLqYaAQIECBAgQIAAAQKzFHAJ/Cx1tU2AAAECGyFweFb66qQ6P1+Z7JvcJKlL4KvD81pJXaL8kWSf5H3JNRKFQCvwlWbkpu2ECYf1/6xKu/yWV/4lQIAAAQIECBAgQIAAgaUSqLOsfpUcs1R7bWcJEFgvgerQ/FlSP2ceP2aldTbo65q6n89wuzH1zV4egQOzq/V/6KfJnhPudtWr+rVcLa8QIECAAAECBAgQ6EPg6DRSnzGP6KMxbRAgsD4COkDXx9laCCyrwIuz4/XhoDo2Jyl1lujXk1rm/pMsoM7SCNQXdfX/4k3JuCtmav6bm/q+4AuEQoAAAQIECBAg0JuADtDeKDVEYP0EdICun7U1EVg2gbqv9elJdVpNcwbeg5pl3pGhQqAV2C8jP0rq/9Mbkksmw0rdJ7TmV71Tk/0ShQABAgQIECBAgEBfAjpA+5LUDoF1FNABuo7YVkVgyQSunf2tTqhp77+4R7PcWUvmZXfHC9Q9PdtO9dMy/vfJHZIbNMN/yLCm1/+7qtfeAzSjCgECBAgQIECAAIFeBHSA9sKoEQLrK6ADdH29rY3AMgncLjtbHVGrOZPzzGbZ3ZcJzL5OJHBAar0nqf9bo/LuzKt6CgECBAgQIECAAIG+BXSA9iBalwsqBAgQIEBgMwic3ezEzlPuzLapX/cCrc6tc6ZcVvXNL/CN7OKtk4OTuyUHJXXWcJ35+fnkmOSjiUKAAAECBAgQIECAwJwK6ACd0wNjswgQIEBgaoFvNkvUpfD1++28CVuo+vVE+O8k5064jGrLJ1CdnDo6l++422MCBAgQIECAAIFNIDDuqaabYBftAgECBAgsicB3s5+fS+qhNHWm3qTlj5qKb5t0AfUIECBAgAABAgQIECBAYHEEdIAuzrGypQQIECAwXuB5TZV6WE1dpjyu1MNsHpZckDx/XGXzCRBYeoE6u/zmyYOSRyf3TPZJFAIECBAgQIAAAQIECPxa4PiM1X326p5pCgECBPoW2C4NHpfUz5lPJldMRpVDMuOUpOo+d1Ql0wkQIBCB3ZKnJ6cn9TNjMB/KtOoYVQgQIECAAAECfQt4CFLfotojsA4COkDXAdkqCCy5wF7Z/68n1UFxRvLM5HeS3ZPLJIcmL0/qHqFV561JndWlECBAYJjA1TLxq0nb6VkPv6qfIXXG+ZuSM5N23jMyXg9WUwgQIECAAAECfQnoAO1LUjsE1lFAB+g6YlsVgSUWuHT2/Y1J2ykxbPjLzH92sl2iECBAYJjAFTLxe0n9DPlUcqNksOySCX+d1EPUql51gioECBAgQIAAgb4EdID2JakdAusooAN0HbGtigCBbW4cg39LvpzUWVqnJfVz6G+SqyQKAQIEVhJ4V2ZWp+Z7k51Xqph5t0/aTtCbjalrNgECBAgQIEBgUgEdoJNKqUdgjgR0gM7RwbApBAgQIECAwEiBQzOnOj/ri5NJHqqWaheeCVrLfLBeKAQIECBAgACBHgR0gPaAeLEe2tAEAQIECBAgQIAAgc0mcO9mh/41w+oEnaQ8J5XOSuoMUE+Hn0RMHQIECBAgQIDAOgjoAF0HZKsgQIAAAQIECBBYOIFDmi2uB6VNWs5Oxfc1lQ+edCH1CBAgQIAAAQIEZiugA3S2vlonQIAAAQIECBBYTIG9ms3+zpSb39Zvl59ycdUJECBAgAABAgT6FtAB2reo9ggQIECAAAECBDaDwM+andh1yp3ZranfLj/l4qoTIECAAAECBAj0LaADtG9R7REgQIAAAQIECGwGgW80O3GDKXemrd8uP+XiqhMgQIAAAQIECPQtoAO0b1HtESBAgAABAgQIbAaB/2124iFT7Ezd9/OayenJcVMspyoBAgQIECBAgMAMBXSAzhBX0wQIECBAgAABAgsr8MpseXVk3jo5YoK92CV1XtTUqyfHnzfBMqoQIECAAAECBAisg4AO0HVAtgoCBAgQIECAAIGFE/hJtvgJzVa/NMOVOkH3yPx6Wvx1k68l/5goBAgQIECAAAECBAgsqcDx2e9fJccs6f7bbQIECBAgQGCxBJ6dza3PLpX3JPdKrpJcPqn7fT4tqTNFa/73kgMThQABAgQIECDQl8DRaag+Z6z0ZWxf69IOAQI9CegA7QlSMwQIECBAgMC6CfxR1nRa0naEDhu+I/P3XrctsiICBAgQIEBgWQR0gPZwpLfvoQ1NECBAgAABAgQIENjMAi/PztXVK/dP7pgckOyW/CCphx29JvlgohAgQIAAAQIECMyhgA7QOTwoNokAAQIECBAgQGDuBOqeoM9rMncbZ4MIECBAgAABAgRGC3gI0mgbcwgQIECAAAECBAgQIECAAAECBAgQWHABHaALfgBtPgECBAgQIECAAAECBAgQIECAAAECowV0gI62MYcAAQIECBAgQIAAAQIECBAgQIAAgQUX0AG64AfQ5hMgQIAAAQIECBAgQIAAAQIECBAgMFrAQ5BG25hDgAABAgQIECBAoBW4VEYekLRPgd814ycnxyavTT6QKAQIECBAgAABAgQIENjm+Bj8KjmGBQECBAgQIEBgQQQenO08LanPMKPyzsy7QqIQIECAAAECBPoUODqN1eePI/psdNnacgn8sh1x+0uAAAECBAgQIDCNwN+l8kuTyyTvSe6VXCXZM7lh8vTk9OT3k08kByYKAQIECBAgQIAAAQJLLOAM0CU++HadAAECBAgsmECd+VlnXJyTrHTWxR6Z/76m7lcz3C1RCBAgQIAAAQJ9CDgDtAdFZ4D2gKgJAgQIECBAgACBTSdQ9/z8+2av/jjD/1hhD+vy+Dsln0nqDNAnJAoBAgQIECBAgMCcCOgAnZMDYTMIECBAgAABAgTmSuAB2Zr2sveVOj/bjT47Iw9vXjwqQw8bbWUMCRAgQIAAAQIbLKADdIMPgNUTIECAAAECBAjMpUA97b3KS7YMJvr3o6n1haQ6Tg+ZaAmVCBAgQIAAAQIEZi6gA3TmxFZAgAABAgQIECCwgAIHNNtcDzaaprT12+WnWVZdAgQIECBAgACBGQjoAJ0BqiYJECBAgAABAgQWXmDXZg9+NuWetPXb5adcXHUCBAgQIECAAIG+BXSA9i2qPQIECBAgQIAAgc0gcHKzE1eacmf2beq3y0+5uOoECBAgQIAAAQJ9C+gA7VtUewQIECBAgAABAptB4LhmJ+rp7pOWXVLx95JfJXU/UIUAAQIECBAgQGAOBHSAzsFBsAkECBAgQIAAAQJzJ/CaZoseneEeE27d41Nvt+TDyXcnXEY1AgQIECBAgACBGQvoAJ0xsOYJECBAgAABAgQWUuAD2ep3JfVE99cnOycrldtn5l83FZ68UkXzCBAgQIAAAQIE1ldAB+j6elsbAQIECBAgQIDA4gg8KJv6/eSWyUeSg5PBUpe9PyV5c7J98ozkQ4lCgAABAgQIECAwJwL1IU0hQIAAAQIECBAgQGBrgbbzszo3fyep+4J+IflEUk97rwckVedoXfZepTo/j7xwzD8ENp/AZbNLdabz1ZJLJKck9V54f3JuohAgQIAAAQIECDQCx2dYDwY4hggBAgQIECBAYEEEqoPzacnpSX2OGcwHM+1miUJgMwrsmZ16SXJeMvh/v17/MKl75bq6MAgKAQIEZiBwdNqsn7dHzKDtpWnSGaBLc6jtKAECBAgQIECAwCoFzspyRyZ1huchyQHJrsnJST3t/buJQmAzCvxudqrOgL5iUmd5vjOpM6HPSGpanRF67eR5ye2SeyX1flEIECBAgAABAkst4AzQpT78dp4AAQIECBAgQGBBBPbNdtbZnXXW0fuT/ZNh5U6ZWJfDV723JM4EDYJCgACBHgWcAdojpqYIrJeADtD1krYeAgQIECBAgAABAqsXeFcWrU7NtybjrhysztFTm/oPyVAhQIAAgf4EdID2YOnbuR4QNUGAAAECBAgQIECAAIFNJHDj7Mttkh8n90vq/p8rlRMy82FNhSMz9HfmSlrmESBAgMC6C/jFtO7kVkiAAAECBAgQIECAAIG5Frhns3UvzrA6QScpb0ilbyR1b9CDJ1lAHQIECBAgsF4C4y5lWK/tsB4CBAgQIECAAAECBAj0KbBTGquHVl0pqRM/6mFVxyY/S5SVBerhR1XevWUw8b9V/4Ckli9rhQABAgQIzIWADtC5OAw2ggABAgQIECBAgACBngT2Sjt1GXZdur3rQJvn5PV/JU9JTkyU4QKXayb/YPjskVPb+pcfWcMMAgQIECCwAQI6QDcA3SoJECBAgAABAgQIEJiJwO+l1erg3COpB/h8MvlickFytaQuza6O0bs1wzdmqGwt8JNm0qW3nrXilLb+pJfNr9iYmQQIECBAgACBRRXwFPhFPXK2mwABAgQIECAw3wI3yubVGZ7V8fm25MBksPxWJrw2qTrnJ7dPlK0FXpZJZfTErWetOOUTzXK3W7GWmQQIECAwjYCnwE+jpe7CCNRlOjdMHpzUB44/SK6RbJdshqIDdDMcRftAgAABAgQIEJgvgZ2zOd9JqtPuhcm2yUrlaZlZdetMxTpbVLmowJ3zsnxOSHa46KyRr+rs2lrmzGTHkbXMIECAAIFpBXSATium/oYI3DJrfWyTXVbYgotn3lOTXyb1wWEwX8m0uySLXnSALvoRtP0ECBAgQIAAgfkTeFw2qT4/1xmIk5448PZmmb/LULmoQD006vNJmT7norOGvto9U7+QVP3qXFYIECBAoD8BHaD9WWpphgIvStttZ+ZeI9azb6a3HzDauqOG/5u6i3zvVh2gI/4TmEyAAAECBAgQILBqgfbS68OmaKGuuqrP3HXmqLK1wCGZ9IukjP452SkZVq6ciXWv1apXf9PUFW0KAQIECPQnoAO0P0stzVBgXAdoXZ7z/qQ+MLT5VMZfkdS3p0clH0/aeTV8XrKoRQfooh45202AAAECBAiUwCWSayfVOVQdP/VZTvmNQJ0JeFBy4+QqSZ1JOOtSl1vXZ+TqrJv20uuTm2Xr3qDK1gKHZ1J7X9XqKH56UvdNreNb816etPO/lvH9EoUAAQIE+hXQAdqvp9ZmJDCuA/TRWW/bufmDjNc9P4eV38vELyVt3QcMq7QA03SALsBBsokECBAgQIDAVgJ1T8T3J+cl7eexGn4/eW6yZ7LM5Q7Z+fck5yZdn+pgrC/v905mVfZNw7XOE1exgo81y9bZoMpwgbJpz/DsHtt2vB4mdVTSPgE+owoBAgQI9CigA7RHTE3NTmBcB2h7ducF2YSbjdmMy2d+dZLWh43Pjqk7r7N1gM7rkbFdBAgQIECAwDCBOuPzLUnb2VNnGdbnsGOT73am14NfRn2RnVmbtuyWPXtD0vrU/ew/l3wkOakz/ayM3yuZRblsGq31n7qKxtv7Vl5zFcsu0yJ1pvOtkroU/u1JHd9jkr9MrpooBAgQIDA7AR2gs7PVco8CK3WAbpf1/DypD2yvnXCd9cGx6te36/W0y0UrOkAX7YjZXgIECBAgsLwC9VmrvbfkjzL+yGT3AY7r5vWbkvp8Vl9o3ydZllKXm1dHWO376cljkuow7paD8uK/k6pTeWDSd6nOuZ8k1f6+UzRe21od2vW5evC4TtGMqgQIECBAYKYCOkBnyqvxvgRW6gDdPytpPww+bsIV1lmg7TKHTLjMPFXTATpPR8O2ECBAgAABAisJ/Htm1ueuryfjOtb+oqlbX24fmCxDqUvby+dbSX2uXak8NjOrbnU4zuJsy9c07T8tw0nLI1Kxtul9ky6gHgECBAgQ2AABHaAbgG6V0wus1AFalwzVmQL1weuICZuub7jrg3Utc+8Jl5mnajpA5+lo2BYCBAgQIEBglMBvZ0bd27A67K4xqtLA9FfkdX1Ge/3A9M30sizqc+vfJHU/1Dp78jrJJKX9XPzmSSpPWefg1C/7utT+WhMse6XUOTWpZe4yQX1VCBAgQIDARgnoAN0oeeudSqD9oFcfrvYasuSJmVbzXjBk3rBJV27q1zI3GFZhzqfpAJ3zA2TzCBAgQIAAgQsFnp1/p/mMVgvVZ726B2blUslmKnfPzrT3yyyXbk7J6yckdUn8SmWPzKwv8qtj+XIrVVzlvJdnudquk5LfXaGNOkP3q0nVfesK9cwiQIAAAQLzIKADdB6Ogm0YK9DtAL1tau80sMST87o+fH05qbM7x5Xnp0L7gXPwHkvjlp2H+TpA5+Eo2AYCBAgQIEBgnED7oMpDx1UcmP/evK7PaocNTF/Ul9Wp+cqk/fxZnZ3/mVQnY037TjOs8U8mV0xWKv+bmVX3HitVWuW82ta6nL3arzNT6xYGhybV2VqdrzdO/jmpTtiq86nkkolCgAABAgTmWUAH6DwfHdv2a4FuB2j7Yewzmfuy5OHJrZIzkpr3nGRUqc7Ruk9ofWNedevD3SIWHaCLeNRsMwECBAgQWD6B72eX6zPX3lPu+gub5epz3mYor85OlMNPkz9JtkuqfDOp6XV1Un2e/Vrz+ksZrvQl/XObenVP0FmUHdJodXJWB2ht37BckOmvSHZJFAIECBAgMO8COkDn/QjZvgsF2g/Bwz58DZt2/wG3+rb6yKS+oW7r1/2Wrp0sYtEBuohHzTYTIECAAIHlEzgpu1yfvfaZctdf3CxXnYWLXupzaRnUl/WD9/n8ejPvgAyrXDqpL/mrfn3RP6q0D0569KgKPU0/MO38bVJnpf4w+VFS2/dPyeC+ZJJCgAABAgTmVkAH6NweGhvWFbhYXlw9uU/yd8k7k7p0qO3MHBw+OPO6pT6gdevUN9Z/0a2wYOM6QBfsgNlcAgQIECCwpAIfyX7XZ7C6hdE0pV3udtMsNId16zPst5MyuO+Q7Wsv9b9LZ97+Gf9FUlcsXbUzvTs6bLnufOMECBAgQIDARQV0gF7Uw6sFE7hCtvcOyZOS1yf1LXp1bt4y6Za986LtAK1vrmuZRS46QBf56Nl2AgQIECCwPAJHZlfrM9irptjlq6Rudf7VPSZ3mWK5eax6k2xU7X99Rq1bMQ2WP8+Eml+fY7vlZXlR0+sz7mD5rUw4N/llcsnBmV4TIECAAAECQwV0gA5lmW7i9tNVV7tHgbqvVOVtnTZ3z3h9IOyWU/Pi75N3Jx9OzknWu9QH1Bsmwz78TrsttY8KAQIECBAgQGDeBV6ZDaxOvPsmdU/345KVSn1OqntP1pmTr07OTha5HNJsfH1WrQ7NwfIfmXBkUg8zukXygaRK1f+j5OB6MVDq8vP6+6OWrcvqFQIECBBYnUA99K2uNN0zOTP5RlInTCkECBAgsAaB/86y9cG3z3x8DdtjUQIECBAgQIDAegjUPSTr88/Jye+ssMLtMu/5SdU9PblisujlH7MDtT//b4UdObKpU1/Y15flVW6Q1HLdz3rVKfycZnp1fO6bKAQIECAwvUDd37i+RKoH09XP2jZ19cGHk+5tSfJS2SQCzgDt4UDWN7AKgXECr02FXZP68LrWUmcDXCKpPw4UAgQIECBAgMA8C/xVNu46ye2TY5N/SV6SnJBUqTNwbpv8dXL9pO5/eXjyvWTRS/1xXWWlq3eekfnVMVx/cH8wqU7gzyZVzkountwmKcf6DHhucp/k24lCgAABAtMJPDrV2zPpq+Pzi0n9vqm/r+t31U2a/E+G90vq57BCgAABAhskcHzWWz+sj9mg9VstAQIECBAgQGAagR1S+YVJ3au9PdOmvsg9KalbF7XT6nV72XhGF77cN3tQ+1aXtK9U6oSKuvS/zj5qLWpYHajVIdxOqz/Sb54oBAgQIDC9QHvf5fpd9G/Jbw00sUtePzw5Lamfu3U2aH0JpWwOAWeAbo7jaC+WTEAH6JIdcLtLgAABAgQ2icDvZj9elbR/XNYfmPWHaF3q/bhk52QzlT2yM+cl1cl75Ql2rM4+OiqpZdpOz/Kpz35PSOqPc4UAAQIEpheoMzvrS6ZKnUW/UrlKZp6Y1M/h5yTK5hDQAbo5jqO9WDIBHaBLdsDtLgECBAgQ2IQCl84+7ZPU2aGbubwsO1d/RL8r2W6CHT2yqf+1DPdNnH00AZoqBAgQGCPwkcyvn8VPH1OvnV23Jqkvo+os/PpZrCy+gA7QxT+G9mAJBXSALuFBt8sECBAgQIDAQgrsna3+QVJ/eNdDMXdLhpVtM/Evkzrjs/7ovlWiECBAgMD2rbUYAAA9zUlEQVTaBfZPE/UzuG69Ms2Z9K9ulqtL55XFF9AB2sMxvFgPbWiCAAECBAgQIECAAIHNJ1Cdn3dNfpzcPfl68qSkHvh0heS3k4ckn0r+Jqk/0h+ZvDdRCBAgQGDtAoc2Tbw9w7OnaO4NTd1Dp1hGVQKbWsBT4Gd/eE/NKupb8VmUy86iUW0SIECAAAECBAgQaAQ+luGNkqOSGyfPapLBRUo92b0ewFF/pCsECBAg0I/AFZtmvjFlc/WFVZV2+S2v/EtgiQV0gM7+4F8mq3Cm7eydrYEAAQIECBAgQGA2AvWH9E2S2yb3TK6XXD75SfLV5E3Ja5O635xCgAABAv0JnNs0tcOUTbb12+WnXFx1AptPQAfo7I/pzbKKVyQHdlZ1csbrCW4KAQIECBAgQIAAgUUReGc2tKIQ6FvgBmnwsKT+ZrpEckry8eR/kroVg0JgWQXq7PoqB20ZTPzvtZua7fITL6giAQIE1iJQTwqty4fqvkiVunRoWYuHIC3rkbffBAgQIECAAAECBC4qUJ06H0jav5MGh3VW8XOTaR7+kuoKgU0jcLnsSZ089fNk7yn2qu7FXO+nP5liGVXnV8BDkOb32NiyIQL1TeaXkvohVD/AbpksY9EBuoxH3T4TIECAAAECBAgQuKjAYXl5VlJ/H/0wqY7OeyW3Tx6SvCGpv5tq/qeTvRKFwDIKvD47Xe+D10y48/XQuqp/enKpCZdRbb4FdIDO9/GxdUMEDsm09pf49zJenaLLVnSALtsRt78ECBAgQIAAAQIELipQ95GtJ1pXJ83Lkt2TYeWgTPxyUvU+muyYKASWTWD/7PCZSb0PnpOs9IyRuldz+8XCIzKubA4BHaCb4zgu3V78c/a4fnBVnrR0e7/NNjpAl/Cg22UCBAgQIECAAAECjcC2GdYZnfX30AubaSsN9sjME5Kq/8SVKppHYBML3Cn79suk3gefSO6W7JpUqQ7RGyavSNoTrv4948rmEdABunmO5VLtSf2Q+mZSP7h+lOyWLFPRAbpMR9u+EiBAgAABAgQIELioQHXk1N9CJyaTntFZtw9r/37yIN9gKEspcLPs9UlJvRcqFyR1mXs96b2dVvfNXcYTrbLbm7roAO3h8Prl0QPilE38LPXvkxzWLHflDD/fjBsQIECAAAECBAgQIEBgMwvctdm5f8uwOmsmKe9Lpfqb6aDk5km9Vggsm8CHssNXTR6aHJ5cP6kHLlfnZ50l/ZbkX5ITE4UAAQIENljAGaAbfACsngABAgQIECBAgMAGChyXdVeHTT0fYZryr6lcyz16moXUJbCJBep2EtUB6sS2TXyQm11zBmgPx9gbpQdETRAgQIAAAQIECBAgQIDARAKXaWqdNlHt31Rq67fL/2aOMQLLKVBfCPx4OXfdXhOYXmClp4dN35olCBAgQIAAAQIECBAgQIDAaIF6DkKVy28ZTPzvnk3NdvmJF1SRAAECBAjoAPV/gAABAgQIECBAgAABAgTWS+CzzYpuNeUK60FIVdrlt7zyLwECBAgQmEBAB+gESKoQIECAAAECBAgQIECAQC8Cb2haeViGu03Y4p1T78DkB8mxEy6jGgECBAgQ+LWADtBfUxghQIAAAQIECBAgQIAAgRkLvDftfyTZK3lJUg9yWansk5n1xPgqz0wuuHDMPwQIECBAYAoBHaBTYKlKgAABAgQIECBAgAABAmsW+OO0cEZy7+R/kuoMHVYOzcR6avzeybuTFycKAQIECBCYWsBT4KcmswABAgQIECBAgAABAgQIrEHgK1n2sOSNSV3eXvcDfVPy0aQ6Ruusz9snN02q/F9yeHJ+ohAgQIAAAQIE5l7g+Gzhr5Jj5n5LbSABAgQIECBAgAABArMU2C+N/1dSfx8MS3WGPinZIVEIECCwrAJHZ8frZ+QRywrQx347A7QPRW0QIECAAAECBAgQIECAwLQCJ2aBeyZXTu6U1IOOLpGcknw8eUdyVqIQIECAAIE1CegAXROfhQkQIECAAAECBAgQIEBgjQLfyvL/usY2LE6AAAECBEYKeAjSSBozCBAgQIAAAQIECBAgQIAAAQIECBBYdAEdoIt+BG0/AQIECBAgQIAAAQIECBAgQIAAAQIjBXSAjqQxgwABAgQIECBAgAABAgQIECBAgACBRRfQAbroR9D2EyBAgAABAgQIECBAgAABAgQIECAwUkAH6EgaMwgQIECAAAECBAgQIECAAAECBAgQWHQBHaCLfgRtPwECBAgQIECAAAECBAgQIECAAAECIwW2HznHDAIECBAgQIAAAQIECBBYZoH9s/OHJzdJ9k7OTr6Z/G/ypuQXiUKAAAECBAgQIDAgcHxe/yo5ZmC6lwQIECBAgAABAgQIzIfArtmMf0vOS+qz+7CcmOl3SRQCBAgQmK3A0Wm+fg4fMdvVbO7WXQK/uY+vvSNAgAABAgQIECBAgMA0ApdP5WOThyYXJK9M7p5cL7lZ8tjks8m+yRuTP08UAgQIECBAgACBjoAzQDsYRgkQIECAAAECBAjMkUDdIu1DSZ1p9KXkasmwsm0mVkdoe4bovYdVMo0AAQIEehFwBmgvjBohsL4COkDX19vaCBAgQIAAAQIECEwq8PBUrM7Pbyd1Jui48rBUqPo/THYfV9l8AgQIEFiVgA7QVbFddCGXwF/UwysCBAgQIECAAAECBAgsq8ATmx1/TIbVqTmu1H1CP5BcLvmjcZXNJ0CAAAECGyWgA3Sj5K2XAAECBAgQIECAAAEC8yNwUDZlv+R7ST3hfdLygqbinSddQD0CBAgQILDeAjpA11vc+ggQIECAAAECBAgQIDB/AldvNum4DOuy9klLPTCpyqj7hW6Z618CBAgQILCBAjpANxDfqgkQIECAAAECBAgQIDAnApdstuMnU25PW/9SUy6nOgECBAgQWDcBHaDrRm1FBAgQIECAAAECBAgQmFuBU5otu+KUW9jWb5efcnHVCRAgQIDA7AV0gM7e2BoIECBAgAABAgQIECAw7wKfygbWpe83S3aeYmNv29T95BTLqEqAAAECBNZVQAfounJbGQECBAgQIECAAAECBOZSoB5+VPfz3C350wm3cMfUe1xT978mXEY1AgQIECCw7gI6QNed3AoJECBAgAABAgQIECAwlwJHNlv1tAxvOmYL62/JlyT7JZ9NjkkUAgQIECAwlwI6QOfysNgoAgQIECBAgAABAgQIrLvAe7PGf0nqzM53JQ9LtksGy5Uy4c3J/ZKzkiOSCxKFAAECBAjMpcD2c7lVNooAAQIECBAgQIAAAQIENkLg/2WlF08enrwoeVLytuTEZJfkesmtk6rzo+TuyRcShQABAgQIECBAoBE4PsO6ubpLZPyXIECAAAECBAgQIDC/AnfLpn0lqc/ugzkv016Z7JMoBAgQIDBbgaPTfP0crrPtlVUKOAN0lXAWI0CAAAECBAgQIECAwCYWqBMWKnXG502SvZOzk28m70zq7E+FAAECBAgshIAO0IU4TDaSAAECBAgQIECAAAECGyJQV3BVFAIECBAgsLACHoK0sIfOhhMgQIAAAQIECBAgQIAAAQIECBAgME5AB+g4IfMJECBAgAABAgQIECBAgAABAgQIEFhYAR2gC3vobDgBAgQIECBAgAABAgQIECBAgAABAuMEdICOEzKfAAECBAgQIECAAAECBAgQIECAAIGFFdABurCHzoYTIECAAAECBAgQIECAAAECBAgQIDBOQAfoOCHzCRAgQIAAAQIECBAgQIAAAQIECBBYWAEdoAt76Gw4AQIECBAgQIAAAQIECBAgQIAAAQLjBHSAjhMynwABAgQIECBAgAABAgQIECBAgACBhRXQAbqwh86GEyBAgAABAgQIECBAgAABAgQIECAwTkAH6Dgh8wkQIECAAAECBAgQIECAAAECBAgQWFgBHaALe+hsOAECBAgQIECAAAECBAgQIECAAAEC4wR0gI4TMp8AAQIECBAgQIAAAQIECBAgQIAAgYUV0AG6sIfOhhMgQIAAAQIECBAgQIAAAQIECBAgME5AB+g4IfMJECBAgAABAgQIECBAgAABAgQIEFhYAR2gC3vobDgBAgQIECBAgAABAgQIECBAgAABAuMEdICOEzKfAAECBAgQIECAAAECBAgQIECAAIGFFdABurCHzoYTIECAAAECBAgQIECAAAECBAgQIDBOQAfoOCHzCRAgQIAAAQIECBAgQIAAAQIECBBYWAEdoAt76Gw4AQIECBAgQIAAAQIECBAgQIAAAQLjBHSAjhMynwABAgQIECBAgAABAgQIECBAgACBhRXQAbqwh86GEyBAgAABAgQIECBAgAABAgQIECAwTkAH6Dgh8wkQIECAAAECBAgQIECAAAECBAgQWFgBHaALe+hsOAECBAgQIECAAAECBAgQIECAAAEC4wR0gI4TMp8AAQIECBAgQIAAAQIECBAgQIAAgYUV0AG6sIfOhhMgQIAAAQIECBAgQIAAAQIECBAgME5AB+g4IfMJECBAgAABAgQIECBAgAABAgQIEFhYAR2gC3vobDgBAgQIECBAgAABAgQIECBAgAABAuMEdICOEzKfAAECBAgQIECAAAECBAgQIECAAIGFFdABurCHzoYTIECAAAECBAgQIECAAAECBAgQIDBOQAfoOCHzCRAgQIAAAQIECBAgQIAAAQIECBBYWAEdoAt76Gw4AQIECBAgQIAAAQIECBAgQIAAAQLjBHSAjhMynwABAgQIECBAgAABAgQIECBAgACBhRXQAbqwh86GEyBAgAABAgQIECBAgAABAgQIECAwTkAH6Dgh8wkQIECAAAECBAgQIECAAAECBAgQWFgBHaALe+hsOAECBAgQIECAAAECBAgQIECAAAEC4wR0gI4TMp8AAQIECBAgQIAAAQIECBAgQIAAgYUV0AG6sIfOhhMgQIAAAQIECBAgQIAAAQIECBAgME5AB+g4IfMJECBAgAABAgQIECBAgAABAgQIEFhYAR2gC3vobDgBAgQIECBAgAABAgQIECBAgAABAuMEdICOEzKfAAECBAgQIECAAAECBAgQIECAAIGFFdABurCHzoYTIECAAAECBAgQIECAAAECBAgQIDBOQAfoOCHzCRAgQIAAAQIECBAgQIAAAQIECBBYWAEdoAt76Gw4AQIECBAgQIAAAQIECBAgQIAAAQLjBHSAjhMynwABAgQIECBAgAABAgQIECBAgACBhRXQAbqwh86GEyBAgAABAgQIECBAgAABAgQIECAwTkAH6Dgh8wkQIECAAAECBAgQIECAAAECBAgQWFgBHaALe+hsOAECBAgQIECAAAECBAgQIECAAAEC4wR0gI4TMp8AAQIECBAgQIAAAQIECBAgQIAAgYUV0AG6sIfOhhMgQIAAAQIECBAgQIAAAQIECBAgME5AB+g4IfMJECBAgAABAgQIECBAgAABAgQIEFhYAR2gC3vobDgBAgQIECBAgAABAgQIECBAgAABAuMEth9XwXwCBAgQIECAAAECBAgQIECAAAECMxC4etq8cbJX8rPkhOR9ydnJLMsOafxmyTWSSyc/TD6VHJ/8KlEIECCwJoH2h8kxa2rFwgQIECBAgAABAgQIECBAgMCiCtwhG/6ZpDobB1Odn/+c7JH0XXZOg09OTk8G11uvv5U8INk2mZdydDaktu2IedmgRdwOZ4Bu/FG7QjbhMskuTc7J8IzkzOS0pF4rBAgQIECAAAECBAgQIECAAIFFF6hbMf5T8phmR07N8F3Jt5NdkxskByc1/27JnZPqKO2j/FYaeXNy3aaxz2X4oeTHyd7JrZP9kqOSWu/9klmfiZpVKAQ2p8Du2a1HJscm1clZvfijcm7mfSp5UXLHZJ6+gcjmrKo4A3RVbBYiQIAAAQIECBAgQIAAAQILL/Cc7EH1gdTJXo9N6lL0wXLNTPhwUvVOTa6crLVcMg18Oak2v5LU5e+Dpfpc/jCpk9Gq3puSeeiHcQZoDoSyOAJ7ZlNfkIzr9Kw32ah8PvOqI3SRiw7QRT56tp0AAQIECBAgQIAAAQIECKxO4FZZrPo7fpHcYkwT1TH6lqTqf3BM3Ulmv6xp69MZVmfoSuXAzPxRUut++EoV12meDtB1graatQvUDXXr1Op687S5IOPfS45L3py8LnlV8p/JMcl7kq8m9a1Iu0wNz0/qW5JFLTpAF/XI2W4CBAgQIECAAAECBAgQILB6ger/qH6NJ07YxCVS75Rmmd+fcJlh1fbPxPOS6nit8UnKXVOptvXkZNhZqpO00VcdHaB9SWpnpgK7pvW63L3txPx4xu+dXC6ZpNQb7SbJi5NfJm07dcPgRSw6QBfxqNlmAgQIECBAgAABAgQIECCweoErZdHqz6hnnuw0RTNPaparMzhXW/48C9a6j5qygboKt5are4NuZNEB2oN+3XxWma3A4Wn+kGYVr83w4KSGdR+LSUrdB/QjyUOT+gaiXld5duL4XUjhHwIECBAgQIAAAQIECBAgQGCOBW7YbNv7M6wrXSctb28q3mjSBYbUa5d925B5K01q191u+0p1zZtzAR1osz9AN25WUZfA3z+pS99XW+rN+vhm4YMy7ONGwKvdFssRIECAAAECBAgQIECAAAECBCYR2KupdNIklTt12vp7dqZNO9ou+90pF2zX3W77lIurPk8COkBnfzTq8vUqdfPe9uzNCyes8p83dJarG/MqBAgQIECAAAECBAgQIECAAIF5FqgHQlep+3pOU9r67fLTLNvWbZdt22qnjxu29dvlx9U3f44FdIDO/uDs06yi/eZgrWs8LQ20Hak7r7UxyxMgQIAAAQIECBAgQIAAAQIEZizw9ab9ui3gNKWt3y4/zbJt3XbZtq12+rhhW79dflx98+dYQAfo7A/OCc0q2vuArnWNdUl9+wSyT6+1McsTIECAAAECBAgQIECAAAECBGYs8LG0/8OkrmQ9NJm01PNQqtRVtast7bIPTAM7TthI3XKwnjx/fjLtvUMnXIVqBDaXwEuzO/XUsJ8nt1jjrl0qy1enZ7VXZ4IuYjk+G13bf8wibrxtJkCAAAECBAgQIECAAAECBFYl8BdZqvoDvpS0l5ev1NBDmvrVcbr7ShXHzNs289u+lH8YU7dmb5e8O6ltfXmy0eXobEBtyxEbvSHWT2Algf0z85dJ/Wf9SVLfXlw8mbZcNwt8PKl2Ks9KFrHoAF3Eo2abCRAgQIAAAQIECBAgQIDA2gTqNn6fTapP46PJFZNR5eGZcW5Sdf9wVKUpptfVtL9Iqr2/TbZPhpXqmH1jUvV+kOydbHTRAbrRR8D6JxaoJ7fXm6dN3UC3TsF+RvJHyR2TWyb1hrx5UqdZ3yP5s+QFyeeTdtkavjNZ1NsX6ADNwVMIECBAgAABAgQIECBAgMASCuybfa5bBVbfxlnJc5NbJQck10n+OKnO0bYP5K8y3le5bxpqT1D7SsYfm1w/qRPXbpo8LamzTWvdpyU3SOah6ACdh6NgGyYWeFBqnp20b+LVDt+eNi4z8Vrnr6IO0Pk7JraIAAECBAgQIECAAAECBAisl8AeWdHrk5X6Rb6f+YfPYIPqpLPq/Fxp3f+X+dUpOi9FB+i8HAnbMbHA5VKzLl2v06hXerMNzjsn9f8nuVOy6EUH6KIfQdtPgAABAgQIECBAgAABAgTWLvA7aeLvkg8lX08+k/x3UieQ7ZLMqtTl73XVbXUsfjL5RnJcUlfgHprMW9EB2sMRqRvBKhsjsF9We3By1aTuMXHJZPek7nFRp4HXZfJ1WnjdHLjukVHTNqrcOyv+k6SP/y/XSzu1n+9KbpsoBAgQIECAAAECBAgQIECAAAECwwWqA7QegHS/5D+GVzF1nED1eisbI3BiVltZhHK3bOTv9byhO/XcnuYIECBAgAABAgQIECBAgAABAgQIbCWgA3QrEhOGCNSDmp6f9PHgpUemnTrVvJ6qphAgQIAAAQIECBAgQIAAAQIECBCYqYAO0JnybprG6/L7D/a0N3fpqR3NECBAgAABAgQIECBAgAABAgQIEBgr0McZfWNXogIBAgQIECBAgAABAgQIECBAgAABAgQ2QkAH6EaoWycBAgQIECBAgAABAgQIECBAgAABAusioAN0XZithAABAgQIECBAgAABAgQIECBAgACBjRDQAboR6tZJgAABAgQIECBAgAABAgQIECBAgMC6CHgI0uyZT80qtp3Rai47o3Y1S4AAAQIECBAgQIAAAQIECBAgQGBTCOgAnf1hvExW4Uzb2TtbAwECBAgQIECAAAECBAgQIECAAIGtBHSAbkXS+4SbpcVXJAd2Wj454+d3XhslQIAAAQIECBAgQIAAAQIECBAgQGAGAjpAZ4A60OSxeX1w8o7khs28l2f45GbcgAABAgQIECBAgAABAgQIECBAgACBGQm4NHtGsAPN/jivb5N8uZn+Fxneshk3IECAAAECBAgQIECAAAECBAgQIEBgRgLOAJ0R7JBmz8y0BycfTqrj+ejkGklNX8byl9nphy7jjm+ifb5C9mW35LzkV5tov+wKAQIrC9SD/erzQ93K5YKVq5pLgMAmE2j/dqjf/QoBAssj0P7uPyW7fMby7LY9JTA3AvW3t7JGgfZDzBqbsfiEAsel3r8mj0nqP/Cjkr9Jlqmc2Ozs5TOsKIsvcPHF3wV7QIDAKgRcRbIKNIsQ2CQC222S/bAbBAhMJ7B3qlcUAgTWX6BOOvr2+q9286yxvslR1ldg16zu88mVk9OS/ZKzkmUq+2dnd1imHd6k+/q67Ne1kz9LvrpJ99FuESCwtcChmfTE5P3JPyQKAQLLI1C/+3dPDk+W7fPr8hxle0pga4H7ZlKlTuZ54dazTSFAYB0E6vfud9dhPZt2Fc4AXf9D+7Os8j7JYc2qqyO0OkSXqZywTDu7iff1582+1ZnNH9vE+2nXCBC4qMBlmpffz/DtF53lFQECm1ygvfT9PdnPuse9QoDAcgjUQ32r/Cj5yoVj/iFAgMCCCegA3ZgDVp1FOow2xt5aCRAgQIAAAQIECBAgQIAAAQIElkjA/buW6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0lQIAAAQIECBAgQIAAAQIECBAgsEQCOkCX6GDbVQIECBAgQIAAAQIECBAgQIAAAQLLJqADdNmOuP0l0J/AGU1TZ/bXpJYIEFgAgfY93w4XYJNtIgECPQnU+/6XyTk9tacZAgQWQ6D9nd8OF2OrbSUBAgQIECBAoAeBK6aN3+uhHU0QILBYAttmc++QXGqxNtvWEiDQg8DV08b1e2hHEwQILJbATtncw5IdF2uzbS0BAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIbH6Bt2cXf5U8aopd3T91X5p8Ojkz+VLz+kEZ7ppMWvpqZ9L1qUdgWQX2yI4/K3lHckJydvLF5Jjkz5KLJ5OU7VLpwcl7km8nP07emTwluX4yaemrnUnXpx6BZRa4a3b+jcmXk58nJyX1s+B+Sb0XJy37p+Jaf/d770+qrR6B2QhcIs1+Jjk5+bcJV9HX+7aPnyETbrJqBAgQIECAAIGLCjwiL6vzc5oO0Men/i87y7XLt8NjM+/SybjSVzvj1mM+gWUX+NMAVEdl+x4dNvxK5h+arFSumJmfT4YtX9POTY5IxpW+2hm3HvMJLLvAngF4fzLqPVvT35zsnIwrffzO9t4fp2w+gdkLvDKraH8mvHaC1fX1vu3jZ8gEm6sKAQIECBAgQGBrgT/MpPOT9kPQJGeA1hmebf06i+So5KHJM5P6Nrmd97mM1x9eo0pf7Yxq33QCBLYI3DeD9n1Zw7clf5k8IHlGUmeBtvPrrNDfToaVOmPks0lbt87+fnpS7/9XJ7VszbsgeWQyqvTVzqj2TSdAYIvADhl8OGnfs9/J+JFJ/Uz486T7O7vqrfTFZR+/s733g6wQ2GCBw7P+9mdCDcd1gPb1vu3jZ8gG01k9AQIECBAgsIgCdabH3yfnJd0PQeM6QC+X+m0nx08yfoukW+qPrdckbZsv6M7sjPfVTqdJowQIDBG4cqbVLSrqPVlnbd81GSz1vn1e0r5vq2Ozpg2Wf8yEts7rMj54yfxNM61+LlSdc5MrJMNKX+0Ma9s0AgR+I1BfcLTv2fdmfLffzLpwbPv8+8qkrfPigfnty75+Z3vvt6KGBDZGYJ+s9vSkfc/XcFwHaB/v275+hmyMmrUSIECAAAECCytw82z515Luh592/FFj9upZneXqrK9h5WKZ+PGk2vxpsnsyWPpqZ7BdrwkQuKhAnenZvr/rfTeq1L292vdt1b/RQMXL5HW9n2vet5PBzs9MurDcKf+263vqlkkX+bevdi7SqBcECGwlsG2mnJTU+/FnSV3COqzslont7THqC84dh1Tq43e29/4QWJMIrKNA/Ux4T1I/E85shjW+UgdoX+/bPn6GZFMVAgQIECBAgMBkAvXB5wVJXZ7adlB8OePP67we1wH6g6ZufXAa1QGSWdvcu6lX6xl2KWxf7dS6FAIERgvUQ07a9/u+o6tdOKcuiW3rPnygbn3h0c6rTtWVSt1LtOp+P9lhoGJf7Qw06yUBAgMC9SVG+559y8C8wZfv79S92uDMvO7jd7b3/hBYkwiso8Djsq76mVC3vvrjZrxevyYZVfp63/bxM2TUNppOgAABAgQIENhKoM7wav8YquFLk12SB3emD+uszOwLy375t11+3B9TdalL29F67IVL/+af/TLaRzu/adEYAQKjBI7KjOOS6pSsL0FWKvfPzPa9OXi26FGdeddbqZHMe36n7u8P1D2qM28t7Qw06yUBAkME9sy02yTj3mvHp069989L6oyvbtkvL9qfC2v53X9Up51x27PSz5A0oxAgMKXAtVP/nKTey3+bXK0Zr9evSUaVozKjff+v9n27X6eNtfwMSTMKAQIE+hOoy1YVAgQ2v8C7sos3Terb37rcbdJycKdiPThhpXJqZv6gqXCtgYp9tTPQrJcECAwReGCmHZJcPak/YlYq1+nM/FxnvEbb9219sTE4b6DqhQ9KaqeNev+vtZ22fUMCBEYLnJJZ706qg3NUqU7Sg5qZx2VY9wfslva9X9P6+N3vvd/VNU5g9gI7ZhWvTmpY7+Ejk0lL+/5fy/u2baPWuZafIZNus3oECBCYSEAH6ERMKhFYWIH68FIfQm6bfGQVe3HVzjLf6oyPGq2nzVape4B2H4bSVzsXNu4fAgR6Eaj3aT0Zui11P9BuOaB58b0M6wFHK5X2vV91quO1W/pqp9umcQIEVidQV2u8LdmhWfw/hzTT1+9s7/0huCYRWAeBZ2cd9WXkL5L7Jb9MJi19vG/7+hky6TarR4AAgYkEdIBOxKQSgYUVqLO/PraGrb9EZ9k6q2RcqbNA29K9pK6vdtq2DQkQWLvAX6eJOhOsyjuT7pccu+Z13UKjylre+321s2VL/EuAwGoEbp6FHpK8ODkx+d2kLn1/RPKiZLD08Tvbe39Q1WsC6yNwm6zmMc2qnpThF6ZYbV/v2z5+hkyx2aoSIEBgMoHtJ6umFgECSypwyc5+/7wzPmq0W6fuNdqWvtpp2zMkQGBtAg/M4k9omjgzw+oc6Za+3rN9tdPdNuMECEwnUE983ntgkafm9bDOz6rWx/u2jzZqWxQCBCYXqJMPjkrq/t/vT56bTFP6et/21c40264uAQIExgo4A3QskQoEllqgLpFtyzntyArDutSmLd0O0L7aads2JEBg9QKHZdGXdBb/s4yf1Hldo329Z/tqZ2DzvCRAYEKBnVJvr+Tk5KedZZ6Z8c8nB3WmtaN9vG/7aKPdHkMCBCYT+PdUq1tQnZE8MKkrwaYpfb1v+2pnmm1XlwABAmMFdICOJVKBwFILdO/7N8kZ49063Q7TvtpZ6oNh5wn0IPDAtPGGpH2vPiPjL08GS1/v2b7aGdw+rwkQmEyg3oOXTuoM0Dor6xrJ25MqdY/ADyYH1YtO6eN920cbnU0ySoDAGIEHZv7dmzqPzvA7zfg0g77et321M822q0uAAIGxAjpAxxKpQGCpBc7q7H2dRTKudOvUt89t6audtj1DAgSmFzgyi7wi2aFZ9GkZPqUZHxz09Z7tq53B7fOaAIHJBM5Ptfb3cZ0N9pXkDkn78KNLZfxvk27p433bRxvdbTJOgMBogatk1vOa2f+d4dGjq644p6/3bV/trLixZhIgQGBagfYMkGmXU58AgeUQqHsDtqV7Q/N22uCwW6e7bHe8W2dw+fZ1t0532Xa+IQECkwvU7/q6LO5BzSLVIfLIpB6IMqp0L5Xtvh9H1e/W6b5n+2pn1HpNJ0BgdQJ1hthdk7pdzR2TOkP0B0mV7nu4+97eMnfrf7t12mW997d2MoXALAS2S6PV4bl7clryF0l9sTFYuu/Ti2dmW6ceiNZ2WPb1vm1/DtQ2dNdbr4eVbp3ussPqmkaAAIFVCzgDdNV0FiSwFAIndPbytzrjo0bbOvVhqj6EtaWvdtr2DAkQmEyg/qh4W9J2fv4s49XpsVLnZ2ZvUw80+36NpLTv6y2vhv/brVP3GmxLX+207RkSINCPwOlp5vOdpg7ojPfxO9t7vwNqlMAMBS6btm/ctL9Hht9IfjwkH2/q1OBunflv6Uzv633bx8+QzmYZJUCAQD8COkD7cdQKgc0q8KXOjnX/OOpM/vVoXVa7b/Oq/qjq3gO0r3Z+vTIjBAiMFag/ij6Y3KapWWd33SJ5a/N63KB931Yn6uXGVL5qZ/4nOuM12lc7A816SYDAgEDd4/N6yT2TPQfmDXt5Smfirp3x9j1bk/r43b/WnyGdTTNKgMCMBdr3/1ret20btalr+Rky413VPAECyyaw/bLtsP0lQGAqgc+m9i+SHZObj1nyhk29qvaxgbp9tTPQrJcECIwQqEvb3pVcp5n/hQzrvn8nNa8nGdT7+NZNxXr/v2GFhW7WmTf4/u+rnc4qjBIgMETgcZnW3tf38Rl/zpA63UnX7Lz4TGe8r9/Z3vsdVKMEZiRQV3Y8c4K260vRhzX1qoPymGb8W82wHfTxvu3rZ0i7TYYECBAgQIAAgVULPDhL1sMQKo8c08r/dOr+zgp165Lats07DqnXVztDmjaJAIEBgdfkdft+rMveLjMwf5KX1+20Ue/fUeVKmfHLpNb3iSGV+mpnSNMmESDQEbhJxrvv+86srUZvlCkXNPW/t9Xcbbbp43e29/4QWJMIbJDA1bLe9udDfUYYVfp63/bxM2TUNppOgAABAgQIEJhYYJoO0Dul1fYDU3WkXGrIWurMsrYDpC5/33ZInb7aGdK0SQQIdARulfH2PVv38dyrM2/a0U82bVVHyRFDFt450+pM03Z99xhSpyb11c6I5k0mQCACdWXXd5P2/finI1Qunelf7tSrM0cHS1+/s733B2W9JrAxApN2gNbW9fG+7etnyMZoWSsBAgQIECCwaQSm6QCtnX570v5B9emM3zLZKbliUn9gtZ2f52d82NmfmXxh6audtj1DAgQuKlBPdv1K0r5fv5rxt06YR6feYDk4E9qzxOr9/eTkyknd8/emyQeSdl3HZXzUvcX7aierUAgQWEGgbkdRDyKs9+W5yT8mdZZ2lbqX7+FJnfHZvm/fnfFhX1pmci+/+733S1IhsPEC03SA9vW+9bl/44+7LSBAgAABAksvMG0HaF0++86k/YOphm2nZ3faY8fI9tXOmNWYTWBpBW6bPe++J6cZf+kIteowOWug3cH3/9czv+4vtlLpq52V1mEeAQLbbPOIIAy+R3+eaYM/D6rzc68VwPr6ne29vwKyWQTWSWCaDtDapD7et339DFknIqshQIAAAQIENqPAtB2gZVBndj0rOS0Z/CPqc5lWl8FPUvpqZ5J1qUNg2QQelx0efH9O+npUB2gZXiup+3u2Z5a1bdZD0p6b7JFMUvpqZ5J1qUNgmQWukZ2vDs72vdod1mXy95sQp6/f2d77E4KrRmBGAtN2gNZm9PG+7etnyIxYNEuAwDIJjLrkZZkM7CsBAtML1CWw9UCkOqPka8m3krpMdtrSVzvTrld9AgRWJ7BLFqsHJNQltd9M6hL7M5JpS1/tTLte9Qksm8Als8O/neyf1KXvX0x+mKym9PE723t/NfKWIbCxAn29b/v4GbKxEtZOgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIbC1wu0w6ucljB2bfqzPvIQPzvCRAgAABAgQIENjkAttv8v2zewQIECBAgAABAsshsGN2c89mV3cd2OWdOvN2GZjnJQECBAgQIECAwCYXuNgm3z+7R4AAAQIECBAgQIAAAQIECBAgQIDAEgs4A3SJD75dJ0CAAAECBAgsicD/ZT/v0ezrZ5dkn+0mAQIECBAgQIBAI6AD1H8FAgQIECBAgACBzS7w7exgRSFAgAABAgQIEFhCAZfAL+FBt8sECBAgQIAAAQIECBAgQIAAAQIElkXAGaDLcqTtJwECBAgQIEBgsQXqIUf3T+6dXDU5P/lw8n/JUclK5ZDMfEBT4fUZvm9I5f0y7VHJ9ZMDkm2TLzX5SIa13LByk0y8XzPj6RnWk+gfmNwiuXFSD106IXlz8uLkp4lCgAABAgQIECBAgAABAgQIECBAgACBXwscmLFvJr8akbdk+n07856c8W6pzs922cd0ZzTj1fF5XqdOW7c7rHVcvqnfHTy4s9zvZPy1ndfd5Wv8h8kNE4UAAQIECBAgQGAdBZwBuo7YVkWAAAECBAgQIDC1wL5Zos7AvGyz5DcyrLMpq0O0Ohz/ILlTcvNkNeWwLPQvSd0a6ozk6OTLzevbZHjLZLek1vHOpNY5qtSy10yqnTrbs7Z7n+SeyaHJ5ZL3JjdLPpMoBAgQIECAAAECBAgQIECAAAECBAgsuUBdet6eSXlMxncd8Ngvrz+btHVq+FdJtzwgL9r5g2eAVqdmzftJcuVksOyeCXVZe7v8YAdo9wzQqlMds9dIuqU6V/8haduojlGFAAECBAgQIECAAAECBAgQIECAAIElF7h69r/tNDwl4zuP8Kh7dnYvYZ+0A7Q6JuuenLWO9yejyiMy45ykzgx90EClwQ7QUWei1j1Fux21tx5ox0sCBAgQIECAAIEZCdSHPoUAAQIECBAgQIDAPArcsbNR/5zxn3ded0e/kRev606YcPyC1KuzO6scnIy6P+eLMq8eZlRndr4iGVXelxkfHDGzOlmf1Zl35864UQIECBAgQIAAgRkK6ACdIa6mCRAgQIAAAQIE1iRwaGfpD3TGh42+ddjECabVJfBVdkrq0vTXJvVU9+4Dj6rzsjpLx5W6N+lK5cOdmbfojBslQIAAAQIECBCYoYAO0BniapoAAQIECBAgQGBNAnt3lv5uZ3zY6Lj5w5apac9MPtXM3D7DeyWvSurM0E8mz0iul0xSvj2m0g8y/5dNne6+jVnMbAIECBAgQIAAgbUI6ABdi55lCRAgQIAAAQIEZilQT01vS3UerlROWmnmCvOqo7Pu23lU8oukLXXPzur4rPuJVkfoF5LrJiuV76w0M/PqTNIfNnX2GFPXbAIECBAgQIAAgZ4EdID2BKkZAgQIECBAgACB3gXqAUVtuWQ7MmJYZ2+utvwsCz4o2Su5f/LqpO2ozOiF5Zr599jkD7a8HPpv3Sd0XLlsU6GeOq8QIECAAAECBAisg4AO0HVAtgoCBAgQIECAAIFVCdTZmW25UjsyYrjviOnTTK5OyaOTI5LqDL1+8tTke0mVegr9Uy4cG/7PuG2sM1p3ahbt7tvw1kwlQIAAAQIECBDoRUAHaC+MGiFAgAABAgQIEJiBwGc7bV6rMz5s9IBhEyeYtk/q3CYZ7Lysy9WPT56WXCdpO0FrvDpHh5UDh03sTOvuwyc6040SIECAAAECBAjMUEAH6AxxNU2AAAECBAgQILAmgTd0ln58xuu+nMNKTX/UsBljpt038+veoe9KHrFC3dMyr+2wrHVVp+mw8tBMrLNER5UndGa8sTNulAABAgQIECBAgAABAgQIECBAgACBJRSozsZ6QnudjVn502RYqc7Ltk4N68FF3fKAvGjnP6Yz4xIZP6eZd2qGg2eBtlUvnZG6ZL3aODvZPWnLgzPStl3DZ7YzBoZ36dT7esZ3HJjvJQECBAgQIECAAAECBAgQIECAAAECSyhQT2I/L2k7GZ+f8XogUV3JdPXkuUnNu6AZ1vikHaCpus2LOsudkPH7JO0T2nfLeF0eX5fCt+v/p4x3y2AHaNV7VXLtZLukLs1/anJ+0rZRbSoECBAgQIAAAQIECBAgQIAAAQIECBC4UODu+ffnSduBWMNzO6/rrMyHd14/OePd8oC8aJftngFadS6efLgzv603uL6a/vfJ4C2kuh2g78j82pa2je421rRfJg9KFAIECBAgQIAAgXUUGPwAt46rtioCBAgQIECAAAECEwnUvUBvmrytU3v7ZrwuJ7/9wLxOtbGj1Sn5+8njku93ardPa6/5n07umzwxqTNNR5W3ZMbNks8l1eHZbmNGt3lncvPkFfVCIUCAAAECBAgQIECAAAECBAgQIECAwDCBfTLx1slhyeWHVVjDtOqwvHJyi+Tw5HeTOkN0pdI9A/SRnYp1Gf2dkrrcvbZZIUCAAAECBAgQIECAAAECBAgQIECAwMIJjOoAXbgdscEECBAgQIAAgc0q4BL4zXpk7RcBAgQIECBAgAABAgQIECBAgAABAlvdxB0JAQIECBAgQIAAAQIECBAgQIAAAQIENo2AM0A3zaG0IwQIECBAgAABAgQIECBAgAABAgQIDAroAB0U8ZoAAQIECBAgQIAAAQIECBAgQIAAgU0jsO2m2RM7QoAAAQIECBAgQGD9BfbPKg9uVvuJDL+2/ptgjQQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBAgAABAgQIECBA4P+3Q8cCAAAAAIP8rWexqxAyYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMGDBgwYMCAAQMG7oEAggouYOTruC4AAAAASUVORK5CYII=)
## Extraction of Variable Names from Formula Objects
all.vars(mpg ~ disp)
## [1] "mpg" "disp"
plot.mtcars <- function(form = mpg~disp){
## Include information that allows a meaningful label
mtcars.info <- c(mpg= "Miles/(US) gallon",
cyl= "Number of cylinders",
disp= "Displacement (cu.in.)",
hp= "Gross horsepower",
drat= "Rear axle ratio",
wt= "Weight (lb/1000)",
qsec= "1/4 mile time",
vs= "V/S",
am= "Transmission (0 = automatic, 1 = manual)",
gear= "Number of forward gears",
carb= "Number of carburettors")
xlab <- mtcars.info[all.vars(form)[1]]
ylab <- mtcars.info[all.vars(form)[2]]
plot(form, xlab=xlab, ylab=ylab, data=mtcars)
}
## ss 14.11.2: The use of a list to pass arguments
mean(rnorm(20))
## [1] 0.2687
do.call("mean", args=list(x=rnorm(20)))
## [1] 0.1845
simulate.distribution <-
function(distn="weibull", params=list(n=10)){
## Simulates one of: weibull, gaussian, logistic
if(distn=="weibull" & !("shape" %in% names(params)))
params <- c(shape=1, params)
## weibull requires a default shape argument.
## =====================================================
## Choose the function that will generate the random sample
rfun <- switch(distn,
weibull = rweibull,
normal = rnorm,
logistic= rlogis)
## Call rfun(). Use of do.call() makes it possible to give
## the argument list as a list of named values.
## Pass shape argument (or NULL), plus n = # of numbers
do.call("rfun", args=params)
}
simulate.distribution()
## [1] 0.7738 0.6918 0.5466 1.5960 0.1976 1.4604 1.4008 0.6528 2.8480 0.2019
plot(density(simulate.distribution("normal", params=list(n=100))))
![plot of chunk unnamed-chunk-1 plot of chunk 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)
plot(density(simulate.distribution("weibull",
params=list(n=100, scale=0.5))))
![plot of chunk unnamed-chunk-1 plot of chunk 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mean.call <- call("mean", x=rnorm(5))
eval(mean.call)
## [1] 0.3112
eval(mean.call)
## [1] 0.3112
mean.call
## mean(x = c(1.42770546085013, -0.200464045575479, 1.27272152961708,
## -0.660698809687278, -0.283365884082554))
## ss 14.11.3: Expressions
local(a+b*x+c*x^2, envir=list(x=1:4, a=3, b=5, c=1))
## [1] 9 17 27 39
## ss 14.11.4: Environments
test <- function()as.character(sys.call())
test()
## [1] "test"
newtest <- test # Create a copy with a different name
newtest()
## [1] "newtest"
## Automatic naming of a file that holds function output
hcopy <-
function(width=2.25, height=2.25, pointsize=8){
funtxt <- sys.call(1)
fnam <- paste(funtxt, ".pdf", sep="")
print(paste("Output is to the file '", fnam, "'", sep=""))
pdf(file=fnam, width=width, height=height, pointsize=
pointsize)
}
fig1 <- function(){
hcopy() # Call with default arguments
curve(sin, -pi, 2*pi)
dev.off()
}
## ss 14.11.5: Function environments, and lazy evaluation
## Lazy evaluation
lazyfoo <- function(x=4, y = x^2)y
lazyfoo()
## [1] 16
lazyfoo(x=3)
## [1] 9
# lazyfoo(y=x^3) # We specify a value for y in the function call
# x <- 9 # Now, in the parent environment, x=9
# lazyfoo(y=x^3)
## Example -- a function that identifies objects added during asession
dsetnames <- objects()
additions <- function(objnames = dsetnames){
newnames <- objects(envir=.GlobalEnv)
existing <- newnames %in% objnames
newnames[!existing]
}
additions(dsetnames)
## [1] "additions" "dsetnames"
## Sec 14.12: *Creation of R Packages
system.file("misc/ViewTemps.RData", package="DAAG")
## [1] "/Library/Frameworks/R.framework/Versions/3.1/Resources/library/DAAG/misc/ViewTemps.RData"
## package.skeleton(name = "ViewTemps")
## Namespaces
## Sec 14.13: Document Preparation --- {Sweave()} and {xtable()}
## Sweave("sec1-1.Rnw", keep.source=TRUE)
# actually, Sweave("sec1-1") is sufficient
# The argument keep.source=TRUE preserves the code layout
# and ensures that comments are retained.
R.home(component="share/texmf/Sweave.sty")
## [1] "/Library/Frameworks/R.framework/Resources/share/texmf/Sweave.sty"
## Sec 14.14: Further Reading
citation()
##
## To cite R in publications use:
##
## R Core Team (2014). R: A language and environment for
## statistical computing. R Foundation for Statistical Computing,
## Vienna, Austria. URL http://www.R-project.org/.
##
## A BibTeX entry for LaTeX users is
##
## @Manual{,
## title = {R: A Language and Environment for Statistical Computing},
## author = {{R Core Team}},
## organization = {R Foundation for Statistical Computing},
## address = {Vienna, Austria},
## year = {2014},
## url = {http://www.R-project.org/},
## }
##
## We have invested a lot of time and effort in creating R, please
## cite it when using it for data analysis. See also
## 'citation("pkgname")' for citing R packages.
citation("DAAG")
##
## To cite package 'DAAG' in publications use:
##
## John H. Maindonald and W. John Braun (2014). DAAG: Data Analysis
## And Graphics data and functions. R package version 1.20.
## http://CRAN.R-project.org/package=DAAG
##
## A BibTeX entry for LaTeX users is
##
## @Manual{,
## title = {DAAG: Data Analysis And Graphics data and functions},
## author = {John H. Maindonald and W. John Braun},
## year = {2014},
## note = {R package version 1.20},
## url = {http://CRAN.R-project.org/package=DAAG},
## }
##
## ATTENTION: This citation information has been auto-generated from
## the package DESCRIPTION file and may need manual editing, see
## 'help("citation")'.
## Vignettes
vignette() # All vignettes in all installed packages
## vignette(package="grid")
## vignette("viewports") # Equivalent to vignette(topic="viewports")
## Use of split() and sapply(): data frame science (DAAG)
with(science, sapply(split(school, PrivPub),
function(x)length(unique(x))))
## private public
## 12 29
### Thanks to Markus Hegland (ANU), who wrote the initial version
##1 Generate the data
cat("generate data \n")
## generate data
n <- 800 # length of noise vector
m <- 100 # length of signal vector
xsignal <- runif(m)
sig <- 0.01
enoise <- rnorm(m)*sig
ysignal <- xsignal**2+enoise
maxys <- max(ysignal)
minys <- min(ysignal)
x <- c(runif(n), xsignal)
y <- c(runif(n)*(maxys-minys)+minys, ysignal)
# random permutation of the data vectors
iperm <- sample(seq(x))
x <- x[iperm]
y <- y[iperm]
# normalize the data, i.e., scale x & y values to
# lie between 0 & 1
xn <- (x - min(x))/(max(x) - min(x))
yn <- (y - min(y))/(max(y) - min(y))
##1 End
##2 determine number of neighbors within
# a distance <= h = 1/sqrt(length(xn))
nx <- length(xn)
# determine distance matrix
d <- sqrt( (matrix(xn, nx, nx) - t(matrix(xn, nx, nx)) )**2 +
(matrix(yn, nx, nx) - t(matrix(yn, nx, nx)) )**2 )
h <- 1/sqrt(nx)
nnear <- apply(d <= h, 1, sum)
##2 End
##3 Plot data, with reconstructed signal overlaid.
cat("produce plots \n")
## produce plots
# identify the points which have many such neighbors
ns <- 8
plot(x,y)
points(x[nnear > ns], y[nnear > ns], col="red", pch=16)
![plot of chunk unnamed-chunk-1 plot of chunk 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)
##3 End
n <- 10000; system.time(sd(rnorm(n)))
## user system elapsed
## 0.001 0.000 0.001
library(plyr)
##
## Attaching package: 'plyr'
##
## The following objects are masked from 'package:reshape':
##
## rename, round_any
##
## The following object is masked from 'package:DAAG':
##
## ozone
aaply(.data=UCBAdmissions, .margins=1:2, .fun=sum)
## Gender
## Admit Male Female
## Admitted 1198 557
## Rejected 1493 1278
adply(.data=UCBAdmissions, .margins=1:3, .fun=identity)
## Admit Gender Dept V1
## 1 Admitted Male A 512
## 2 Rejected Male A 313
## 3 Admitted Female A 89
## 4 Rejected Female A 19
## 5 Admitted Male B 353
## 6 Rejected Male B 207
## 7 Admitted Female B 17
## 8 Rejected Female B 8
## 9 Admitted Male C 120
## 10 Rejected Male C 205
## 11 Admitted Female C 202
## 12 Rejected Female C 391
## 13 Admitted Male D 138
## 14 Rejected Male D 279
## 15 Admitted Female D 131
## 16 Rejected Female D 244
## 17 Admitted Male E 53
## 18 Rejected Male E 138
## 19 Admitted Female E 94
## 20 Rejected Female E 299
## 21 Admitted Male F 22
## 22 Rejected Male F 351
## 23 Admitted Female F 24
## 24 Rejected Female F 317
library(DAAG)
daply(.data=tinting, .variables=c("sex","agegp"), .fun=length)
## agegp
## sex younger older
## f 9 9
## m 9 9
## References
## References for further reading
## References
## References for further reading