#Temp concat
library(plyr)
library(ggplot2)
library(scales)
oysaugfeb<-read.table('OysAugtoFeb.csv', row.names=1)
#read in data, first change column names and remove data name in excel to make it work
head(oysaugfeb)
## V2 V3 V4
## 1 8/17/2013 12:42 23.77
## 2 8/17/2013 12:57 23.20
## 3 8/17/2013 13:12 23.20
## 4 8/17/2013 13:27 23.39
## 5 8/17/2013 13:42 23.58
## 6 8/17/2013 13:57 23.77
oysaugfeb<-rename(oysaugfeb, c("V2"="Date",'V3'='Time','V4'='Temp'))
#rename columns
oysaugfeb$Date<-as.Date(oysaugfeb$Date, "%m/%d/%Y")
#tell R that these are dates
tmptst<-ddply(oysaugfeb,.(Date),summarise, mean_temp=mean(Temp,na.rm=T))
#creates mean temperature per date using summary statistics and ddply
plot(mean_temp~Date,data=tmptst)
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,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)
#plot using native plotting function to view temp graph, fix later with ggplot2 graph
oysfebmay<-read.table('Oyster_BayFebtoMay2014.csv', row.names=1)
oysmayjun<-read.table('OysterBayMaytoJune14.csv', row.names=1)
oysjun<-read.table('OysterBayJune14.csv',row.names=1)
oysjunjul<-read.table('Oyster_BayJuntoJul14.csv',row.names=1)
oysjunsep<-read.table('OysterBayJuntoSept.csv',row.names=1)
oysjulaug<-read.table('Oyster_BayJultoAug.csv',row.names=1)
oysaugsep<-read.table('Oyster_BayAug14toSep.csv',row.names=1)
#reads in as tables the other 4 temp data sets
oysfebmay<-rename(oysfebmay, c("V2"="Date",'V3'='Time','V4'='Temp'))
oysmayjun<-rename(oysmayjun, c("V2"="Date",'V3'='Time','V4'='Temp'))
oysjun<-rename(oysjun, c("V2"="Date",'V3'='Time','V4'='Temp'))
oysjunjul<-rename(oysjunjul, c("V2"="Date",'V3'='Time','V4'='Temp'))
oysjunsep<-rename(oysjunsep, c("V2"="Date",'V3'='Time','V4'='Temp'))
oysjulaug<-rename(oysjulaug, c("V2"="Date",'V3'='Time','V4'='Temp'))
oysaugsep<-rename(oysaugsep, c("V2"="Date",'V3'='Time','V4'='Temp'))
#renames the columns of the other 4 data sets
oysfebmay$Date<-as.Date(oysfebmay$Date, "%m/%d/%Y")
oysmayjun$Date<-as.Date(oysmayjun$Date, "%m/%d/%Y")
oysjun$Date<-as.Date(oysjun$Date, "%m/%d/%Y")
oysjunjul$Date<-as.Date(oysjunjul$Date, "%m/%d/%Y")
oysjunsep$Date<-as.Date(oysjunsep$Date, "%m/%d/%Y")
oysjulaug$Date<-as.Date(oysjulaug$Date, "%m/%d/%Y")
oysaugsep$Date<-as.Date(oysaugsep$Date, "%m/%d/%Y")
#tells R that all the date columns are dates
oysaugmay<-merge(oysaugfeb,oysfebmay,by = c("Date","Time","Temp"),all=T)
#merges oysaugfeb to oysfebmay into one continuous data file
oysy1<-rbind(oysaugfeb,oysfebmay,oysmayjun,oysjun,oysjunjul,oysjunsep,oysjulaug,oysaugsep)
#merges all temp files into a single table
oysmeantemp<-ddply(oysy1,.(Date),summarise,mean_temp=mean(Temp,na.rm=T))
#creates mean temp file
oysmintemp<-ddply(oysy1,.(Date),summarise,min_temp=min(Temp,na.rm=T))
#creates min temp file
oysmaxtemp<-ddply(oysy1,.(Date),summarise,max_temp=max(Temp,na.rm=T))
#creates max temp file
oysmedtemp<-ddply(oysy1,.(Date),summarise,med_temp=median(Temp,na.rm=T))
#creates median temp file
ggplot(data=oysmedtemp, aes(Date, med_temp, group=1))+geom_line(color="orange",size=1.5)+geom_abline(intercept=12.5, slope=0,color="red", size=2)+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,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)
#generates plot of median temps
ggplot(data=oysmeantemp, aes(Date, mean_temp, group=1))+geom_line(color="orange",size=1.5)+geom_abline(intercept=12.5, slope=0,color="red", size=2)+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,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)
#creates plot of mean temp data with 12.5 C line
ggplot(data=oysmintemp, aes(Date, min_temp, group=1))+geom_line(color="orange",size=1.5)+geom_abline(intercept=12.5, slope=0,color="red", size=2)+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABUAAAAPACAMAAADDuCPrAAABEVBMVEUAAAAAADoAAGYAOpAAZrY6AAA6kLY6kNtmAABmtv9/f39/f5V/f6t/lZV/lat/lcF/q9aQOgCQkNuQ2/+Vf3+Vf5WVlX+VlcGVq6uVq8GVq9aVwcGVwdaVweurf3+rf5WrlX+rlZWrq3+rq6urq9arwcGrweur1tar1uur1v+2ZgC2///BlX/Bq3/BwdbBwevB1v/B69bB6//Wq3/Wq5XWq6vWwZXWwcHW1qvW1v/W68HW6//W/9bW/+vW///bkDrb///l5eXrwZXrwavr1qvr1sHr1tbr6+vr6//r/9br/+vr///y8vL/AAD/pQD/tmb/1qv/1sH/25D/68H/69b/6+v//7b//9b//9v//+v///+RmVGsAAAACXBIWXMAAB2HAAAdhwGP5fFlAAAgAElEQVR4nO29e4PsNnrmd2zPZDQ9ykqOT+JkNzqZXDaJZOU2nfEmjjMyOrs73qjT6p2z0rH6+3+Q1IUgcSOLxPugiiz+nj9mGq9Yz3kLBfyKAAHUuzeEEEJVenfrBBBCaKsCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpW6LkCde3YnHf/0ena5CrHLocDf7HUOhWmazbx6U1mu+jfuXPLeq72iWOepyfVspknMh/Qf+IWWXtf4d9vSXdouFf7llj4TaQB0KrSRZgVArYn5EABVmHkBULUAqAOgALQisbi425buAGheCwDUag9ArYn5EABVmHkBULUAqAOgALQisbi425buAGheCwDUag9ArYn5EABVmHkBULUAqAOgALQisbi425buAGheCwDUag9ArYn5EABVmHkBULUAqAOgALQisbi425buAGheCwDUag9ArYn5EABVmHkBULWevYI/ddKbkuaKPVefYCPHJqYbSbOJadlxJtK4A50KbeR7mTtQa2I+xB2owsyLO1C1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXgsA1GoPQK2J+RAAVZh5AVC1AKgDoAC0IrG4uNuW7gBoXguTbeilE81qIgRArYn5EABVmHkBULUq7kB7gtKsRkMA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtQBArfYA1JqYDwFQhZkXAFULgDoACkArEouLu23pDoDmtXChDXmC0qxGQwDUmpgPAVCFmRcAVQuAOgAKQCsSi4u7bekOgOa1AECt9gDUmpgPAVCFmRcAnaWnh4O+9KXXqARA8xAABaCLE4uLu23p7v4A+unDw0m/+d2p+Hguff4HADoWAqAAdHFicXG3Ld3dHUB//vaEzo/vH774/u10N/rVUAKgpRAABaCLE4uLu23p7u4A+trdeh6Y+fXpdvSroQRAiyEACkAXJxYXd9vS3d0B9LG71zzciX55xGk3dn8sT4MCUAdAAWhFYnFxty3d3SFAvwz+8Dg9DOWLs6AA1AFQAFqRWFzcbUt3dwdQr9Pg/XwbepQf2QPQPARAAejixOLiblu6u1uAnoh5AOhX5+LH9z1AHwLVOHuAihJFCCGVRAA93IAeBu/+GRIARQjtQRqAHsh5nPMMAVp8DM8Q3jGEZwhfkVhc3G1Ld/c5hD+A83TDWbwDBaBJCIAC0MWJxcXdtnR3lwA9bkY63W8W50ABaBICoAB0cWJxcbct3d0jQA/D9Y6W4VN4ljGNhQAoAF2cWFzcbUt3dwjQgZ/ROtDiXk4A6gAoAK1ILC7utqW7+wPogZ/DzSY7kWaEACgAXZxYXNxtS3d3B9Du+ftQYi/8pRAABaCLE4uLu23p7u4A+hRvOeI0psshAApAFycWF3fb0t29AdSfBtqfosx5oBdDABSALk4sLu62pbt7A+jhXjMGKCfSXwwBUAC6OLG4uNuW7u4NoAsFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKoFQB0ABaAVicXF3bZ0B0DzWgCgVnsAak3MhwCowswLgKpVA9CeoBdrZLfNCoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8xpv6cUODUAvCoA6AApAKxKLi5tv6cUeDUAvCoA6AApAKxKLi1tv6eUeDUAvCoA6AApAKxKLi1tv6QC0UgDUAVAAWpFYXNx4Sx/p0QD0ogCoA6AAtCKxuLjxlv5S7tIA9KIAqAOgALQisbi47Zb+AkBrBUAdAAWgFYnFxW23dABaLQDqACgArUgsLm66pb8A0GoBUAdAAWhFYnFx0y39ZYygAPSiAKgDoAC0IrG4uOWW/gJA6wVAHQAFoBWJxcUtt3QAahAAdQAUgFYkFhe33NJfXsYQCkAvCoA6AApAKxKLi1tu6S+Z5ngNFwLQNGcAarUHoNbEfAiAKsy8Ci09x+fQsye8ggsBaJozALXaA1BrYj4EQBVmXnlLL/LTd20AelEA1AFQAFqRWFzcaksPkFkgKAC9KADqACgArUgsLm61pY8C9GXaK7wMgKY5A1CrPQC1JuZDAFRh5rUAoC+TXgC0EwB1ABSAViQWFzfR0gM6ZqHDVTlBn134tD30AqCdAKgDoAC0IrG4uIWWno3QYw4+ZxcdQ2lXf84uAqAuzRmAWu0BqDUxHwKgCrOjsgF6cghTAbMBQH13T29TAagFoNlX2vaa1VEAFIAuTiwurr+lZ9wb67ujV5UFQH12k++rCNC0JjfYrE4CoAB0cWJxcf0tPe2tKT+HFy4D6AsAdWnOANRqD0CtifkQAFWYuUkSpi+8DE0A6gVAHQAFoBWJxcXbtfQAgZP+l/gZvhCAzpYQoIWFYwBUYeYmm9XiEACVJBYXb9bSYwiO+08RMH/hIoIC0DRnAGq1B6DWxHwIgE5fZgdo8YUzuNlfA0DTnPUAnfioloUAqNkLgEoSi4u3BujL9FUD7GYC9DJCh0sAaJpzJUBfRptV8lkB0KoQAK1NLArtGaBH0yI9Cy+cIGdyBQB1GoC+jDSrqO5fhn1kFbULQM1eAFSSWFy8FUBzrk1i9mRaB9B8sgCAvqkBmqLx7F/4FLJNTAD0cgiA1iYWhe4HoNn9y6iZvyAF6Hz7PlC+YtZbmh3aE0AnKzID6GiNA9DLIQBam1gUul+Ajh5B1//3SoCOXWXvz+XQhgD67BX8eVHhZ5YGogvPpkWAzv/XCo5i6U03kqbYc/UJNnJsYnrZcX6n6v/7yXRuL5zvW9+fyyq/95lI2/YdaPxVNHEHmnxlcQd6OcQdaG1iUehu7kDLfWriDtS/93IfzF9Yuu65fEVyOInlMYfb1B2oBqBjBD35l/kJQBeHAGhtYlHoXgA60qcKZsN/jgF6KYvSdWMATbfNz3yX5dCOADoRctMAvfT1B0DTEACtTSwK3TFAR06RHwHoxSwsAM0JCkDL1ZbFggsBqMLMTTarxSEAKkksLl4foGPdqsCuIdyZFq8aJ+/EVeMAzf4FAFqutqnYwXTm5wxAL4cAaG1iUeguAJr2pClyBdGFLX1WR+3tp3s4AC3UWXFZbQjQCXwC0KUhAFqbWBS6A4DmPWkGQH2aC7KYhUF1F3c7AOjINHQSjKtykqWzn9oBULMXAJUkFhevCdASpybAFcaWtvQ5AJ1LUAB6MRTX2uhnPDb9PedfBKBmLwAqSSwuXhGgxb4z2pvikL6lFxMqZgJAL4aiShv/kAFoXQiA1iYWhe4SoGMETSLXB+ilU06Kob0CNPy6K1Zj92fxwfy8fxGAmr0AqCSxuHg9gI50nXJvSgPXAWh5RSgAvRwaq8NsQQMArQgB0NrEotAuAJqNAoc0rYllesv/4dLOGgB6OVT4cEtwLO/unPUvAlCzFwCVJBYXbwLQ8Cl5qTvlnasNQN/yf+i5EJrvv1uAztr2PgbQ9EIAmoQAaG1iUehuAOr6ObE4PtGzGgE0X9f4nNMbgM4IFT658gtnEBSAJiEAWptYFLoTgI69crJftQJotgj8OZ9/BaAzQoVPbuSFAHRxCIDWJhaFdgjQKE1rYplOpjlAU4IC0Dmh5JObalbnqh3/tAFoEgKgtYlFoTsHaOmY0ChNa2KZOtNC5wWgS+vyOfkGnNesygQFoEkIgNYmFoXuHaD5A/nrAHQi19GDSkdCuwZo9PkBUIGZm2xWi0MAVJJYXFwxQNu2dDcF0ChZADo3FPBzZrMqEhSAJiEAWptYFLp7gGbr2G8P0JGDSgFoObQYoC6euZmwB6BmLwAqSSwuXg2gcSe53AXjq64N0BD3AHR+qAKg+d4FAJqEAGhtYlHoPgB6yazck24G0PHlOKXQ7gHqH8nVAnS8wgGo2QuAShKLi6sDaPhU/IYADQj6nJ+ED0AvhBY1q5SgADQJAdDaxKLQXgBaCl0foC7oz1HqU/4AtH/LANRu5iab1eIQAJUkFhcB6NhlL5ku+wPQ/i0veSEAnQ4B0NrEohAAtSWWaRqgUwQFoBdCy5sVAAWgUQiAxpcB0EsCoJ0AaBICoLWJRSEAakss0wWALt2tnTkC0CUvBKAANAwB0PgyAHpJOweo6yscgCYhAFqbWBQCoLbEMl0C6DhBAeiFEABVmLnJZrU4BEAlicVFADpxWQ7QC+kD0P4tGwBa/KFOAGr2AqCSxOIiAJ26bIygAPRCCIAqzNxks1ocAqCSxOLitQA6cww8FroRQIcQd6CLQpXNCoAWQwC0NrEoBEBtiWWqAOiFqwBo/5YBqN3MTTarxSEAKkksLl4ZoLX+Nwdo6dz6/CoA2r9lC0BLPxUPQM1eAFSSWFy8EkDTnnH7lu4WAnRWCID2bxmA2s3cZLNaHAKgksTiIgAVmQHQULXNCoCWQgC0NrEotFmApouAKvwBqFoA1AFQAFqRWFxsD9B8FWWFPwBVa9UAzQgKQAVeAFSSWFxsDtB8EWWNPwBVC4A6AApAKxKLiwBUZAZAQ1U3KwBaCAHQ2sSi0LYA2vWDMj9X0NIdAM1rYTUATQkKQAVeAFSSWFxsBVDfDwAoAF3yQgBaCAHQ2sSiEAC1JZYJgKY53x6gI2N4ACrwAqCSxOLiNQFq8AegagFQB0ABaEVicfFaADX6A1C1AKgDoAC0IrG42AigL6mM/gBUrZUD9CW9CoCavQCoJLG4CEBFZgA0lKFZAdAsBEBrE4tCWwao1R+AqgVAHQAFoBWJxUUAKjIDoKEAqMLMTTarxSEAKkksLrYB6KUR/ApaugOgeS0AUKs9ALUm5kMAFID2/84sAdCTik0GgAq8AKgksbgIQEVmADSUpVkB0DQEQGsTi0IA1JZYJgCa5gxArfYA1JqYD+0ZoBf5uYKW7gBoXgsA1GoPQK2J+RAABaD9vzNLAPQsAJqGAGhtYlFo3QDtGn3GTgAKQJd5lRoNABV4AVBJYnFRC9Axmf0BqFrrBWjpFhSACrwAqCSxuKj6wCf5CUDnCIB2KrQaACrwAqCSxOIiABWZAdBQAFRh5iab1eIQAJUkFhdFH3iRmuP8XEFLdwA0r4V1ATQ6gBuAmr0AqCSxuNgSoKO/sbiGlu4AaF4L6wDoMwCNQwC0NrEotGKAjg7bT3+tsqU7AJrXwsoAGv6KKwA1ewFQSWJxUfGBX5r3XGVLdwA0r4WVADQfugBQgRcAlSQWFwUfeJmfABSAVntljQiACrwAqCSxuGj/wDNyvqXznqts6Q6A5rWwFoBmBAWgAi8AKkksLioBeg5tpKU7AJrXwvoA+uJDG2lWANSamA/tD6BdaCMt3QHQvBZWA9CUoJtpVgDUmpgP7QWgW23pDoDmtbAegG51YANArYn50E4AutmxlgOgeS2sEqAvbkPNCoBaE/OhvQG0D22kpTsAmtfCOgH6sqFmBUCtifnQzgA6hDbS0t2dAvT14avzHz9/+3DWF99vEaAxQTfTrACoNTEf2hdAg9BGWrq7T4B++uABevhr0wB1ANRNNqvFIQAqSSwuAlCR2ToAeqRmB9CP78vk7LR+gDoACkCNiUWhNQI0HcFvp6W7ewTox/cPPUBfH76cunQDAHUAFIDaEotCKwZoGNpIS3d3CNDHh4d/9lsP0Cf/R1lbAOhA0M00KwBqTcyHAOhis4kQAJ2hw/3nVz9/67n5+JvfTV28CYA6AOpNBV4AVJJYXASgIrM1APSvv3/rAfrpw+d/f3yMNDaO3wZAHQB1ALQ+sSi0IoD2q/MAaBS69Rzo2wDQ03ToUZ//of+PD4EU/9gV1DWwW6eBkFB9q36hfeukBehrt37pMVjGtF2A0sLQHalv1bRuobQAfepuPQ+Br0sXbmsI/7KVgQ1DeGtiPnQnQ/hhhB5c9ZIoeuFGWrq78yF8r8fyNOhGAOoAKACtTywK3QKgASEB6OXQGgH6VN6KBEAdAAWgFYnFxXkAfYlemPITgPoQAO3fshigLxtpVgDUmpgP3RdAXwDonBAA7d8yALWbuclmtTgEQCWJxcXpD/xlFkDjF26kpbv7BmiwoL68I2krAHUAFIBWJxaFbgrQFwA6I7QegPY3np8+lHckAVAHQAFoRWJxcTZAXwDo5dCKAPrx/enp+6Fc3osEQB0ABaAVicXFyQ/8pQjQqSlQAFq46iYAPa6kP2lkLycAdQAUgFYkFhfnA7Tn5BQ/AWjhqtsAtDuSvriK/m17AH3ZRrMCoNbEfGjjAM1uMzOA5meBnu0BaHrVTPbxm0jlEAAFoLWJRaFrArTAz56UQ6loD0DTq2YiDYCWQwAUgNYmFoVWAtAXAApAL4UAqMLMTTarxSEAKkksLpY/8ISbAUAjnALQJARA+7cMQO1mbrJZLQ4BUElicXEJQF8SfgLQNARA+7cMQO1mbrJZLQ4BUElicXERQNPxPABNQgC0f8tygL5cuKwmBEAB6OLE4uIsgJYIOmoPQNOrZiINgI6EACgANfkDUAAqFwB1ABSAViQWF2sBOm4PQNOrZiINgI6EACgANfnfHqAj2zcBaBICoP1bBqB2MzfZrBaHAKgksbhY/MBzVubwHLUHoOlVM5EGQEdCABSAmvxvC9AscsEegKZXzUTabID+6ZfvjvqLf6hk50nbA2hK0FU2KwBqTcyHNgfQoI0W7jcB6JzQNQD6w7tef/431fzcEkBHbkFX2awAqDUxH9omQPP7zZeRF46GAGh61UykzQPod+8C/dlfAVBLCIAC0MWJxcX+Ax8bsAPQVQH0OHzvbjyDP/cB0K41+v9fZbMCoNbEfGijAM21NFcAml6lBOg37979ui8c7kZ/VQPPozYK0JdhqLTKZgVArYn50MYAOspPALomgP70WYTMb+qfJG0WoH2zXGWzAqDWxHxoQwAdhycAXRa6AkCjac8f6sfwWwLoaAu1+gNQALo4sbj49jaNzwuLPgshAJpeNRNpAHQ0dLl11vkDUAC6OLG4eImfAHRVAD0M2n8xWlokAOoAKACtSCwuAlCR2ZUA+qdfBpOgP4RPlBYKgDoACkArEouLAFRkdiWAHgnajeJ/+szwEP5OAPpy6ZUAdCQGQGsTi4uX+AlAVwXQIzQLqpgJ3RRA596C3r5ZAVBrYj4EQBe/ciIEQAEoADV6AVBJYnERgIrMAGgoAKowc5PNanEIgEoSG/5M2+F0AwWgl0NXmANVCYA6AApAKxLr/8raYfcnAK0OAdD+LYs5EjVNV2qfNf4AFIAuTqz/K8ek/7vYPgHo5RAA7d+ymiPJhwVAl4cAqCSx/q/RgdDSxOIQAE2vmok0ADoVAqBmLwAqScz/MT6TtDSxOARA06tmIm35gcqWM5UBqAOgALQise7/J6bilyYWhwBoepUSoP/0l+bn7wA0StOaWCwAak3Mh9YN0KlHmcZcAWh6lRKg370DoEcB0OUhACpJ7PS/ANRtEqDHG9Dq80MiAVAHQAHo8sSSx+wAVGR2HYD+9Jnxxzh7AVAHQAHo/MRextW0pdvMvADoWcmJ9AYBUAdAAejsxMbg2byl28y8AOhZhyE8AD0qAmgP0ts3KwBqTcyHAKjCzAuAdvpONAV6RwAN/rx9swKg1sR8aEUAnRi9t2/pNjMvANrpMIavPkM50t0ANGjMK2hWANSamA+tH6C9KQAVmF0JoPGR9AYBUAdAAeicxEbvPr0pABWYXQugR4KyDnQAaNSgb9+sAKg1MR9aPUAHUwAqMLsSQNmJdBYAXR4CoFWJTd6AAlCV2ZUAyk6kswDo8hAArUhsDJ9+AR0AFZldB6DsROpUAujLCpoVALUm5kO3BugYOJ+HYz+9KQAVmF0HoD99xjKmkwDo8hAAXfLCsdvOa7d0m5kXAD2LnUidAOjyEABd8MLRcTsAzU0VZtcBKDuROhUBem7ifVO/7A9AAehICIBeDm0QoG/fcZjISaMADdv6RX8ACkDLofFGBUBzU4XZlQB6uAVlJ5IDoDVeAHT+CwHojNAWASo70A6AOgAKQEdeONGoAGhuqjC7DkAP+GQd6FEAdHkIgM5+YdqQgj8BaG6qMAOgoVYA0Dkn3AFQAFoKZc0IgAJQAJr7A1AAWgrlzWj4E4Dmpgqz6wBUJwDqACgALb+wb0EraOk2My8AqtadAHRCM/wBKAAthIYWtIKWbjPzAqBq3T9AiyOuOARAAWghBEDvG6DHidA/+6u370zLmQCoA6AAtPjCof2soKXbzLwAaK/zc6QjQN9Z1tTfMUDDZ6YAdCQGQMdfCEDvGKDdc/gDQL95ZyHo/QLUAdByCIDOe2EwgllBS7eZeQHQTscDQf/iH/70ywNAjwStXsV0pwCN/+NFfwAKQPMQAL1jgP7w7ngc0xmgx0F89dlMANQBUABaeuHc1tObAlCB2ZUA+s1pJ3wH0MPtaPWDpHsG6OwuAEABaB4CoPcL0O480A6gh1vQve5ESgl6Lj/H//GiPwAFoFEo/TJeQ0sHoEKA/vTZ6bmRB+gPADS69UwAenEWC4AC0DCUNak1tHQACkBNXucQADV7AdBLV2Utag0tHYAKAZoM4b/Z7RzoNEDjlXzh7GjsD0ABaBDKW9QaWjoAFQL0gMzjPWcHUMtvdP5/CCG0ASkB+sPpd+HPAD2uCa1eSX/rSkEIoTlSAvS8ev4E0O/evTP8usetKwUhhOZICtDoSOX6jUgAFCG0CUkBehq42/kJQBFCm9BMpM0+zq5DqAWfABQhtA3NRNp1D1S+daUghNAczUQaAEUIoVQzkTZvJ9J5BX0nw0L6W1cKQgjN0UykVQG0eiL01pWCEEJzNBNpy5dYKuQAACAASURBVAH602cAFCF035qJtAsA/e5dSeyFD3e6P2f/2T0Pl+TXsxeevfBDKGkc8/zZCy8ya74XPlpB32uvJ9LXANTFZ9U7AApAw6sA6MLQtgB63Aav4+dOAeri6wEoAO2VNqZ5/gBUZNYeoEclD5EMAqAu+BOAmvzvCqDL/AGoyAyAhlo7QF/iPwGozR+AmhKLQwA0vWom0uoX0n9Tcard7gEavRaAmvwBqCmxOARA06tmIg2AToVEAO3H8PFrAajJf0MA7T7y7KqsLc30B6AiMwAaCoAqzNxks1ocAqDDxw9ABfYANM15lwC9+NNzS0IA1JqYD10XoHlbmukPQEVmADTU6gGavBiAmvw3A9D+MwegAnsAmua8A4AWCGpLLBYAtSbmQ1cF6Ag/V9HSAehMpAHQqRAANXsB0BGAlprSXH8AKjIDoKE2BdDSQ1kAuiS0PYCGnBzn5ypaOgCdiTQAOhUCoGYvAFoE6Bg85/kDUJEZAA0FQBVmbrJZLQ4B0OJcJwCtDQHQNOc9ALQ4CQpATf5bAWipzRQPEZnvD0BFZgA01LYAWlhXDUCXhDYJUN8mAGhtCICmOe8MoMFVqlwBqDUxH7oGQMMzZbKlofP8AajIDICG2ghA3/qrVLkCUGtiPnQVgIZNCIAuDQHQNOf7AWj/3ycA6gAoAB0aAwBdGgKgac67AGhwblnfowCoyX/7AF2QWFwEoCIzABoKgCrM3GSzWhwCoAAUgJYEQPNXXgaoC7oUADX5bwSgk/wEoItDADTNebcArVpDXQoBUGtiPtQQoMcQALXb3w1AawRAHQDdMUCjBrQosbgIQEVmVwPon34Z/q7xn/8NAF0K0Oe+/Pbmsv9qyxWAWhPzodYAzfZwAtCloU0C9Lv4h+F3C9DiGTozARqmCUANicVmWwNoZWJxEYCKzK4E0B/eAdCzAOjSEAAFoLsH6DcGZkYCoC4EaE5QADo/BEBNicUhAJpeNRNpcwD6T38p4icA9WkC0PrEYrO1AzRsCQBUYL9BgP702btfWbA5CIA6ALpLgFoTi4sAVGQGQEMBUIWZm2xWi0M7B2jUEACowH6DAD0M4QHoWQB0aQiADh80ABXYbxCgb9+9+4t/MGBzEAB1AHRPAI3bAQAV2G8RoLIxPAB1GUAjjALQ+aENAdSeWFwEoCKzKwH0uBFJcg8KQF0E0NQKgC4IbQCg4y1laWJxEYCKzK4D0MMNKAvpz1IBdIygAHR+aDsAFSQWFwGoyAyAhgKgi185EQKgtYn1obrxxTpaOgAFoBavc+h6AA0eM4y+cDQEQK2J+VATgCoSi4sAVGR2HYDqBEDdRYBW9DoAak3Mh6QcyRoBABXYA9A0ZwA6XApA54e2AlBJYnERgIrMAGgoADrjLc0OAdAJs+TDLV411QYWJxYXAajIDICG2hJARwganFm+IFcAak3Mh2ZyZAYa+89xuqUD0KWhTQH0+Pjo1zxEGjQToDk/ZwA0+dGHBbkCUGtiPiQD6PCpAlAACkC9GgA0+pGHeb+aA0AHs1sCtDDP0oUDfgJQAApAvfQADV/lZv5uIwAdzG4B0PzzjQH6AkBPAqBq3TtAU4IW/SOAxi8CoAtCKwBoNs+SfoO+XGrpAHRpCICmOe8ToMGD3OAFAHR+CIAuf+FoCICmV81EGgCdCrUEaBDKul1oAEBHQjcD6HgbKHx+AFTjlZsqzABoqM0CdJyg83IFoNbEfGgxQKMPqfTxAVCNV26qMLsaQH/gIdJJjQA6itB5uQJQa2I+VAXQg57H1qUBUJFXbqowuxJA/+kveQp/VjOAps7DXwB0JHQrgJa/6Ub4CUBFXrmpwuxKAP2OZUydAOjS0E4AOsZPACryyk0VZtcB6PEG9BeVyIwFQN0cgAZlADoauhFA5/ITgALQTj99xo/KdWoHUJe8qi8A0JHQbQDafy4XwDmzpQPQpaFtApSfNT6rIUCT/YEAdJUADT7aaX4CUADqxe/C92oJ0OSQNAB6IXRTgEYFAFoOAdBO34mmQAGoT3NGFt4DgI6EbgHQwid74QMHoBqv3FRhdiWAHsbwvzZgcxAAdQB0wwAtfbCu/HkDUAA66E+/1AziAaib36zK/bL0QgBqTcyHagCa//pm+EIAqvHKTRVm1wLokaCsA3W3AuhI34wcAaglMR+aCdAF/yQA1XjlpgqzKwGUnUheNwNoaXQYOQJQS2I+BEAVZl4AtBM7kbwA6NLQPQF0lJ8AtBgCoGexE6lXCWmtADo+hgeggxkAXeoPQJNQc4D+9BnLmDoB0KWhOwToon8SgGq8clOF2dUAykL6swDo0hAAlSQWFwGoyOw6AL28E+n14avhz4O+BKACgF5aox05AlBLYj40yRH/SQDQmSEA2um7C4eJfPrQA/Tx4aTP/wBAAWgW2zRA+08CgM4MAdBOh1vQqZ1IB356gD6d/vr4/uGL7wEoAE1jWwbo8EEA0JkhAOo1eaDdAZceoP5W9BD6GoCaAVr85wovBKDWxHxonCPBBwFAZ4YAaI/PiXWgh0H7P/ttB9BXP3Z/LE+DAlC3vFkB0HIIgC5/4WgIgKZXXQugh5vNr37+tgPoox+6P5VnQQGoA6AAtCKxuAhARWZrAOhff//mAXr4/+7G8/XhN78DoAA0iW0XoOFnCkBnhgDoTAUA7R4mfXzfA/QhkOIfu6lCOl68YOSS2n9TYobqpP1I0d1ICtBhORMAFfY2uu7NBT9RWc0AWnwMf/dD+DlLjxYPbDIzhvCD2VWG8PEHyhB+ZoghvAGg+5wDBaCTsW0CNP1AAejMEABdCNDiHCgATa4CoNsCaPZ5AtCZIQC6HKD9U/h9LmMCoJMxAFqbWFwEoCKzlQE0XAda3Mu5A4Be3j1UC9CX0asAqDUxHwKgCjMvALoUoLvfiTRyibM1KwBaCl0JoPnHCUBnhgDoUoDufi/8yCXO1qwAaCl0HYAWPk4AOjMEQJcCdPenMSXXFP2rATr6LwJQa2I+NLzpl1xVuQJQjVduqjBbHUD3fh5ock3RH4BuAKCj9Fz6TwJQjVduqjBbH0B3fiJ9ck3RH4CuHqATt59L/0kAqvHKTRVmKwHobAFQB0BXD9ACPid/kmoyBEA1XrmpwgyAhrpGs5oBUFfsdgDUAdD6xOIiABWZAdBQOwXo4T8AUGNiPnT0LPETgNaEAKhaANSpAer/GwC1JOZDYwCtzxWAarxyU4UZAA21R4CO9PFl/sXQXgE6Dc/F/yQA1XjlpgozABpqLQB1pb4HQN02AWrMFYBqvHJThRkADbVDgOo6ehbaKUBTflpzBaAar9xUYQZAQ+0boMahZhbaJ0CzygSg9SEAqhYAdVKATo81AejsxHwor0wAWh8CoGrtBKD5CZ4A1AWeqwOor7xCXQLQ+hAAVQuAOgC6NoC+FGRKLAoBUI1XbqowA6Ch7h6g6Xlqo71+oX8xtBeATvMTgBpCAFStvQD0OQeaqVkB0EJIAtASPgGo0cwLgKq1G4BOhTQAne72VYnFoT0AtIzP+n2bhRAA1XjlpgozABpqTwCN+vsIQQHopcQAqA8B0PSqmUgDoFMhAGr2WjNAZ/ATgBpCAFQtAOo0AI37e778uyqxOLRbgJoTi0IAVOOVmyrMAGgoALogi4uh+wdoiZ5yjgBQjVduqjADoKEA6IIsLobuHqBFfgJQgZkXAFULgDo5QB0ArfCKuekDpd+FN+YKQDVeuanCDICGAqALsrgYumuAFj7G02UAVGHmBUDVAqAOgN4eoOnd53AZAFWYeQFQtQCoUwP05AhAo6uiuvA1E/9/kZ8AVGPmBUDVAqBOAtAkBwAaKaoMX3gZUewPQBVmXgBULQDqpAD1jgA0VPgJjXFzpMYAqMLMC4CqBUAdAL0eQGco8QegCjMvAKoWAHV1zWomQJW7EHcA0NwfgCrMvACoWgDUNQFo+RYUgC7kJwDVmHkBULUAqDMB9OX8NwAdzPKr5vKz5A9AFWZeAFQtAOoqm1X/b5buoQBoqDnwHPMHoAozLwCqFgB1RoDmHHAANNZMfgLQMARA06tmIg2AToUAqNlrjQAd9wegCjMvAKoWAHVKgA6OAHRQVlX+qqSSAGgQAqDpVTORBkCnQgDU7HV1gA5VkQI0XctQ8AegCjMvAKoWAHUA9DoAjf6KKnHKH4AqzLwAqFoA1NkAGmtwzEI1icWh7QPUDTXyHPy3KX8AqjDzAqBqAVBX26ymAVr8XbndA3R+Yj4EQBVmXgBULQDqAGhLgOZ1My8xHwKgCjMvAKoWAHUAtBlAi3UzLzEfAqAKMy8AqhYAdUKAho4AdIqfAPRSCICmV81EGgCdCgFQs9fVADpSN/MS8yEAqjDzAqBqAVCnAOhzwggAOv1LHQD0YgiAplfNRBoAnQqtCKDhv5xeBUAB6OLE4hAATa+aiTQAOhUCoGav2wB0aWI+BEAVZl4AVC0A6hoD9KXwyrrQtgA6fQMKQC+FAGh61UykAdCp0HYAWroF3SVA6xLzIQCqMPMCoGoBUCcAaHYVAI0+FAC6PARA06tmIg2AToXWBFAHQC8DtDYxHwKgCjMvAKoWAHWGZgVAAehgCkAFZgA0FADdK0DjNw9Al4cAaHrVTKQB0KnQFECr/eublf+HAehgBkArE4tDADS9aibSAOhUaGUAdesCaPrv3QygLwB0eWJxCICmV81EGgCdCq0NoCOhEKAv45ctC10EaE7s2wA0+0gA6PIQAE2vmok0ADoV2hBAn/cK0NpJaQAahgBoetVMpAHQqRAAHb+qMGdwC4C+ANC6xOIQAE2vmok0ADoVAqDjV60OoAu9AGgYAqDpVTORBkCnQgB09KrCnOstAFr4PABoRQiAplfNRBoAnQoB0NGrSuQCoHkIgGq8clOFGQANBUCXgyS7ieyvqgVoEardlXKAzsU4AL0QAqDpVTORBkCnQjsBaPH44WmAvoyhq5iFv1QM0HISALQiBEDTq2YiDYBOhe4eoPFr/F8CgL6UYgeCzk1sRmiMnwC0IgRA06tmIg2AToX2AtCX8O8il57z1/QXDZcWVrVHsS4ueePlPOd7AdAwBEDTq2YiDYBOhQrNarUALQ+ep18ZvZmZAC1c1l/7XLgzfc4vBKCLE4uLAFRkBkBDAdBqgL6MgDF/4Rg/RwFauFTxxsf5CUArQgA0vWom0gDoVGiLAF2QWMSgcSyGLxzlZzc2z146frHtjZu9AGgYAqDpVTORBkCnQpsCaHYLugSgU1gMX7gAoC+TLzC+8Ql+AtCKEABNr5qJNAA6Fbo7gEYXzOFnekTc9JW3AOjCF05fBkAVZl4AVC0A6m4I0LlsK6GuFqBBaZKgC9/4YFNdiQA0DAHQ9KqZSAOgU6G7AmiGr5kADX/p8sKFz9k/Mv4Pmt744AFAKxOLQwA0vWom0gDoVGiTAB051i2D4lx+jgM0s0iWLLk0JxVAAw8AWplYHAKg6VUzkXZdgD57BX/qpDctOA6wEJoa5R2nMktRl0XGNWKR8bL0ytgj3H1peL8CixFdpQmt0XQjaTYxLTvORBp3oFOhbd2BpmP46LKUbZemM4Odkp1X4apLAE3vQI+JZvW3/I0niVXU2Nhl3IEqzLy4A1ULgLpVAzRE01tEUABaGQKgGq/cVGEGQEMB0HGAzoNf6HAwHQPosBzqEkGT2gKgtYnFRQAqMgOgoQBonNpigLoEoNHD7oyGzyXbSX4C0OrE4iIAFZkB0FC7B2hyCxpclnPTpYFrA7TmCDoAOpgCUIEZAA0FQC8C9DkHaPy7wN1VLr1bHAFogcyFUgTQ8i0oAF1yGQAVmQHQUAB0AUD7tzH2w+oJQHMaJgCNdzoBUAAKQOUCoO4aAH1JLxtoOQXQ2D+E3ThAQ2ZHlwDQ8/8BUI1XbqowA6ChAOhygI6/IwtAHQAFoABULwDqmgI0HsPrADo+0A8PeAKghRAA1XjlpgozABoKgMZw6i8LaFkL0AL18sQipwI/AWh1YnERgIrMAGgoAGoCaOJ/TrMeoPlj+0qABtcD0MEUgArMAGgoADoNUGcH6HRiad1kzhFAp838FVG2AHQwBaACMwAaCoCW2RLdwuUAzeGoAmh2WeQ5aZb8u/FLACgA1ZgB0FAAtBlA5zDPXUbjbIC+jGn0TU4nBkAvhABoetVMpAHQqdBdAfQcKgDUxe9n1QB9SQ0AaGVicQiAplfNRBoAnQrdPUAn/Ls0R/k5AdDRy+YCdJyfp9cBUACqMQOgoQBoEaBxaAMAncZnkg4ArUwsDgHQ9KqZSAOgUyEAugygz/lVywE6m59vY1nMCgHQMARA06tmIg2AToXuCaDdK9sCNA8tBmiBlCNxAGpJLA4B0PSqmUgDoFMhAFrcULQkVwAqSSwuAlCRGQANBUBLAI3yXQ7Q0oaiJbkKADr2HwCoJbE4BEDTq2YiDYBOhQDo1QE6/GvP6WUA1AuAiswAaCgAOgFQ/8rs3m5dAA3+sYIZAB1MAajADICGAqBtAVqVay1Ai2YAdDAFoAIzABoKgBYAGqe7GYCWzQDoYApABWYANBQAbQHQ8hEhs3OdAGjhbLwLiQHQwRSACswAaCgAOg7Q/pXLAVo+wNMA0InDRQHorMsAqMgMgIYCoDmBkmyrAJqfNrIg1yqAjpkB0MEUgArMAGgoANoKoCpOXQJo9B8A6GgIgIrMAGgoAApAKxPzIQCqMPMCoGoBUNcYoOlj7E0CdNQMgA6mAFRgBkBDAVAHQOsS8yEAqjDzAqBqAVAHQMcBGscB6GgIgIrMAGgoAOpSgKbZAtDpywCowswLgKoFQN1tADq8cgMAHTcDoIMpABWYAdBQANRtGqBJGICOhgCoyAyAhgKg7h4AOmEW8xOAWhKLQwA0vWom0gDoVAiA2hJLY5MAzXPNvQBobwpABWYANBQAdQlAs2Q3ANBJfwDamwJQgRkADQVA3QhAg1euFqCz6hWA9qYAVGAGQEMBULctgAYEfS6ECl4AtDcFoAIzABoKgLptALRESwC64DIAKjIDoKEAqAOgdYn5EABVmHkBULUAqAOgALQisbgIQEVmADQUAHUAtC4xHwKgCjMvAKoWAHXXBGgJSgB06jIAqjDzAqBqAVB3A4BGrwSgU5cBUIWZFwBVC4C6KwI0ZxIAvXAZAFWYeQFQtQCouz5A41euFKB5tQLQ8RAAFZkB0FAA9Kg+v8IN6PoBesEfgPamAFRgBkBDXRWg9f5XAmiJnwD0wmUAVGHmBUDVugOA5gPj2zcrAGpNzIcAqMLMC4CqBUDdrQHq0v8GQIMQAFWYeQFQte4BoG5OR58KAVAAujixuAhARWYANNRum9VmAToktxygDoCaEotDG2npDoDmtQBArfabA2jOy5kADbIHoLbE4tBGWroDoHktAFCrPQC1JuZDAFRh5gVA1QKgDoCWAFrKFoCOhnbb0h0AzWsBgFrt7wegF/0BqDfdZUt3ADSvBQBqtQeg1sR8CIAqzLwAqFoA1AFQAFqRWFzcbUt3ADSvBQBqtQeg1sR8CIAqzLwAqFoA1AFQAFqRWFzcbUt3ADSvBQBqtQeg1sR8CIAqzLwAqFoA1F0boNkr1wjQYrbTAHUA1JZYHNpIS3cANK8FAGq1vxuAXvYHoN50ly3dAdC8FgCo1R6AWhPzIQCqMPMCoGoBULcmgE76A9AFZgC0FAKgagFQ1xygCUGzV64KoC9xypf9Aag33WVLdwA0rwUAarXfHkATZALQZf67benu3gH687cPZ33xfek/A1DXHqD5r3ZEr1whQMvJAtDR0G5burt3gH76AEAvhZoD1IWUzF65YoDO8Aeg3nSXLd3dO0A/vi+TsxMAdQAUgFYkFhd329LdvQP09eHLqf8MQB0ABaAVicXF3bZ0d+8AfXr4auo/A1B3HYCOTCtuH6DBj6ICUFNicWgjLd3dO0Aff/O7qf8MQB0ABaAVicXF3bZ0d+cA/fTh878/PkYaG8cDUAdAbQAdflUagJoSi0MbaenuzgH68X33EP7zP/Sxh0DSfwxNyUNp9D+U/tv1FKWwgnwQqpIWoK/d+qXHYBkTAL2JRpm0PoCuIB2E6qQF6FN36/nztw9fl/47Q3h3pSF8MFeYvHJ9Q/jyCP6iP0N4U2JxaCMt3d35EL7XY3kaFIC6awHUlZi0aoAu9QegpsTi0EZautsLQJ/KW5EAqLsaQMdCqwPoyA0oAB0P7balOwCa1wIAtdoDUGtiPgRAFWZeALRaAHQ8BECfo2VWI/wEoOOh3bZ0d98A/flbvxHpsbwjCYA6AHoOAdBFicXF3bZ0d98A7W88P30o70gCoA6AJgAdG8ED0PHQblu6u3OAfnx/evp+uBMt70UCoA6AAtCKxOLiblu6u3OAHlfSnzSylxOAOgBaBuhyfwBqSiwObaSlu3sHaHckfXEV/RsAPQmAhgAdvQEFoOOh3bZ0d/cAnRYAdQAUgFYkFhd329IdAM1rAYBa7e8AoBX+ANSUWBzaSEt3ADSvBQBqtQeg1sR8CIAqzLwAqFoA1AFQAFqRWFzcbUt3ADSvBQBqtd8+QGv8AagpsTi0kZbuAGheCwDUag9ArYn5EABVmHkBULUAqAOgALQisbi425buAGheCwDUag9ArYn5EABVmHkBULUAqAOgBYBW+QNQU2JxaCMt3QHQvBYAqNV+iwB1AHRJYnFxty3dAdC8FgCo1R6AWhPzIQCqMPMCoGoBUAdAfSjKA4AuuWy3Ld0B0LwWAKjVfpsArTADoIPpLlu6A6B5LQBQqz0AtSbmQwBUYeYFQNUCoA6AAtCKxOLiblu6A6B5LQBQqz0AtSbmQwBUYeYFQNUCoO7mAHUAdPwyAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVvhKg0/4AtDaxKARANV65qcIMgIbabbMCoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdwA0rwUAarUHoNbEfAiAKsy8AKhaANQBUABakVhc3G1LdzsH6LNX8KdOetO7TNPzU2o6T1LP1SfYyLGJ6UbSbGJadpyJNO5Ap0Ib+V5e+MajG1DuQMMQd6AKMy/uQNUCoA6AAtCKxOLiblu6A6B5LQBQq/3SNx7yE4CGIQCqMPMCoGoBULcGgM4KAdDaxKIQANV45aYKMwAaarfNCoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld0B0LwWAKjVHoBaE/MhAKow8wKgagFQB0ABaEVicXG3Ld3tHKC9Hh42YUqaK/ZcfYKNHJuYbiTNJqYmRwB6XccmphtJE4Cu13QjaTYxBaDNTElzxZ6rT7CRYxPTjaTZxBSANjMlzRV7rj7BRo5NTDeSZhNTANrMlDRX7Ln6BBs5NjHdSJpNTAFoM1PSXLHn6hNs5NjEdCNpNjEFoM1MSXPFnqtPsJFjE9ONpNnEFIA2MyXNFXuuPsFGjk1MN5JmE1MA2syUNFfsufoEGzk2Md1Imk1Mmx1lTQAAIABJREFUAWgzU9JcsefqE2zk2MR0I2k2MQWgzUxJc8Weq0+wkWMT042k2cR0iwBFCKHtC4AihFClAChCCFUKgCKEUKUAKEIIVQqAIoRQpQAoQghVCoAihFClAChCCFUKgCKEUKUAKEIIVQqAIoRQpQAoQghVCoAO+vj+61ungBBqqcff/E7qB0C9Hh+O+urWaSCEmunj+wctQQHoWT9/+/AAQRG6bx37uZSgAPSsp4fP/3Cq3uP/rVj6aQYmLtCOdBxoKgkKQE/69OFcqR/fi6dItNJPMzBxgXalp4d/KR3FA9CTXh+++P74/58+rPgOVD/NwMQF2pleH76SzoMC0JM8QA91e9SXt86nKP00w1YmLhAS6eP7L6VPkgDoSa9djT51d2RnnK5L+mmGjUxcICTTpw+Hvn0i6OkvswDoSZ8+nJj5+vDw9Xlgu8J7UP00wyYmLhAS6udvj229G2kKHp8C0LOeTrOAf9s9kX4ULxaTSD/NsImJizf94me0Y50b07HJS+4aAGhJh+pd39oe/TTDFiYu3hosfkY71tOpax+GnJpGtXOA/vw/l8PfrhCg+mmGLUxcvDVY/Iz2paiXvx5b+ZGfmka1c4A+lpmxSoA2mGbYwMTFUerFz2hfinr5x/dffH/g5+d/0Axsdg7Q1/Jd18f31fMjDTb2lG+TLdMMesejmk1Vqhc/o30p6uWfPnz+9x8euidJlZNWQUsHoAWCHm5AKwezTTb2lG+TLXfJese3llOV6sXPaF+Kevlp88j5/ujjf1/nFzZGABoR9LQysvqbqdHGnvJtsgV3ese3llOV6sXPaF+Ke/mj+fl72NJ3D9AvH0OYnO8gayu40cae8m2yYZqhgeNRzaYq1Yuf0b4U93LBquegpW8EoK2ODHo6VGtQtz//46vhBrLVxp70Nvmk+mmGJo5HNZuqVC9+RmtUu9W+SS//0fwdHLT0TQC02ZFB50Hro2j9TquNPcltsm2aoZHj2bXVVKV48TNaodrN0Wh7+VFBS98AQBseGdTdK4rqttXGnuQL1DbN0MjxKOlUZbRQQLz4Ga1QLafQlb387Ni39A0AtOWRQa9n5GnqttHGnuQL1DbN0MjxJOlUZbRQwLr4mb2gG1C71b7SXn5U0NLXD9AmM4tPyVSapG4bbexp8QWqdjxJOlUZLRQwLn7mCf4WpJ9Cb9LLjwpa+voB2mBm8TEfsUrqttHGHvkXaAPHk5RTldFCAePiZ/aCbkHqKfRWvfxk1Lf07QBUNrPYz6lGg1ZL3bbZ2JNJzTuJY/jelVOV0UIB6+Jn9oJuQNrVvm17+dDStwBQ8czieU71BOTQy1C3TTb2ZAMQO+/0jvF7V57TEC8UMC5+Zi/oBqRd7du2lw8tff0AVc8s+jnVk1dct39d2UdbbOwpDECMvNM7HhW+d+U5DfFCAeP8DXtBNyDpFHrjXj609PUDVD2zGOy3eYzr9o+1lvqNPeUBiIV3esezwveuOKehU7p2z7b4eZd7QTe39EA5hd64lw8tfQMAjWWeWQyf5ssWgKo39owMQAxfoHrHs8L3LjinwUu7UGCPe0G394WhnEJv3MuHlr5egLY66/jwAQ33YI+S5fnyjT2jA5DqL1C9Y6fovdvPaRh8lQsFpKPDjdzZbWLpQbOjjlv38r6lrxegzc46fgw6uWZ5vnxjz/gAZD2OnaL33uDX6TQEFY4O9Xd2jYi8haUH7Y46btzL+5a+XoDqzzruHaLjVe1fTvqNPfoBSIMhzUnJezef09BiocCbdHQov7NrNdbWLj1oQ3n5Uce9Wvdy39JXDVDpWceDnkK6Pdlvx/Qbe/QDkAZDmpO07125UKDZ6FB9Z9dqrC1detCI8uqjjgNdqZevG6C6s47fzgO4cyMIAaLYIarf2KMfgOgdzxK+d+1CgWajQ/mi0kZjbe3ZLm0orz7q+Pq9fM0AVZ513PfOL7u/fd32T1cE0hFUPgBp4BhL8N61CwWajQ7li0obLfPXLj1oQ3n1UcfX7+XrBaj0rONTbX596ptHh+NgrjM2zKk2mq/rvLUDELVjg/cuXijQbHQoX1TaaJm/9hjqNpQXH3V8g16+WoCKT0Ht7m784PVY0/6Pyn+gzcaefgQiG4DoHRu9d/FCAf3osJN8UWmrZf7SY6ibUF591PENevlqAapeSd199H5n/blmvq7uV2029gQjENEARO/YbFOTeKGA/IdwvOQ/MNJqmb/0GOomlBc/fr1FL18tQNVnHXctc5j963qA6ffjxBt7ohGIZACid3xrtqlJvFBA/kM4vdQ/MCIkcrOlB40or338eotevj6ANjkFtZ/zOxCl75iHaq5tWG029sQjEMEApIFjw01N0oUC4tFhq1P7TtIRud3CdPWMaoujjm/Ry9cG0EanoPb39Ac3xfPnJht7shGIcQDSwvGt4aYm6UIB8ehQfmpfGyK3W5iuvO9uddTxLXr5ugCqPwW106Fx9ptYNVXbYGNPPgKxDUBaOL612SZ1Rod0oYB6dCg+ta/NOaripQdNKN+sk9+kl68LoPpTUAfn/+7UksKbe4OabOwpjUAMA5Amjm/69x4851IsFGgzOpSf2tfmHFXx0oMmlG/XyW/Ry1cF0AanoKbqzyJ5tH1aLTb2qEcgLRzPXsr3Hj7nsi8UaDc6HMgkWVTa5hxV8dKDFpS/Qie/Zi9fFUAbnIKa6tAEvu78jVNs+o096hFIC8ejtO89es5lXCjQbnQoP7WvzTmq4qUHLSh/hU5+zV6+MoC2OTIoUPf9p1glo94qJB+BNHE8u+ree/Kcy7ZQoOUUkPjUvibnqKoXpreg/BU6+TV7+aoA2urIoEDnj6/eu91ZBYFUIxCxY5P3nj3nMiwUaDc6VJ/a1+gcVfW5YC0of4VOfs1eviqANjsyaNCpEqpr9hpnFbzpRiBSx0bvPX/OVb9QoN3oUH5ioZ7IJ4nPBWtC+fad/Jq9fF0AbX1k0LlqTTWrPqugJNkIROjY6r2XnnPVLhRoODpUn1goJnKbpQdtKN++k1+zl68LoE1mFiOd12FUfmb6swrKso5AWji2eu/K51xXGB3qRsdCIrdaeqA/Kfyk5p38mr18HQBtOLOYfDefbs8ra1Z+VsGYbCOQJo7t3rvyOZd8dNjyxEKVX7ulB9r77paPD27Xy9cA0JYzi0/5MQDV/VR+VsGYTCOQNo7t37viOZd4dNjg1L4GRG64MF3o1fTxwQ17+QoA2nJm8eD2xR+jqv343jCK1Z5VEBjHvco0Amnj2Oy995I8OVOODhuc2teAyC2WHjSgfNPHB7fs5SsAaMOZxR//nfJ3dtvs6yl8f1pGII0cW733QZbnXE1Gh/JT+9qcoypfetCC8k0fH9y0l98eoA1nFg9t678RTlG32ddT+P60zn/qHVu990D1z7najA71p/a1OUdVvPSgDeVbPj64bS+/PUAbzq79rezM27Oa7OspfX8aRiBNHN9a7WkKVP2cq9HoUH5qX6NzVOXnULegfMsp9Nv28tsDtOXs2rE3Nejuyp1C4u/PJo6h9LukOlU/52o0OpQvKm11jqp06UEjyjedQr9pL789QJvOrh3rVvGzNZmrbKeQ+vuzhWMo/S6pwbhqnrbV6FC+qLTVMn/xOdRNKN92Cv2Wvfz2AG07u9akbqU7hfTfn42+kb256r1//GvJc65mo0P1otJmy/yVSw8aUb7xFPoNe/ntAdpkdu21nwZvUbfanUL6DNt8I58le+/ZM/JKz2ajQ/mWQzGRmyw9aEX5JlPoa+jlKwCol3B27bF7kHhsow3qVrxTaFME1b33x+T+pvI5V7vRoXrLoZTIrRamNz7qQzmFvopeviKA6mbXnh78zXebulXvFNoSQXXv/VX2CEE8Ouxv7dRbDoVEbrYwvfFRH8Ip9HX08lUBVDS75tv6oS38i//zTVG3ydYM+06ho4YBiOrT1zseFc9Vat77UaojWMSjw+DWTnRn12Ks3W5hetujPoRT6Ovo5SsCqGx27enchg41e3D6t9+fF5Zb2kG6sce8r+eocACi4Z3e8aiko0ve+1mv2gGiZnQY3dop7uyajLX1Sw+uclK48vHBSnr5jQBaOlpQNrt2Hsqda/bx/GOs/4vFL9/YIx+AKHindzwrmavUzV2I1+RrRofxrZ39zq7NWFu99KAJ5Zt28rX08hsB9LXwOctm105Ve67Z8//aVNjYY97Xkw1AzN+fDRw7JXOVgvf+n/7OOytvQSWjw+zWznpn12asLV560IjyLTv5Wnr5jQB6alYf/9coJptdO7YuX6fpo97larOxJxuAGL8/Wzh20h8X/dDdG2ufUUhGh/mtnW1RaaNl/uKlB60o37CTr6WX3wygD5//3XvdKaiRDtX6n/vvJHv7arOxJx+ArM/RSzxX+W//Xd+JpM8oJKPD0q2dZVFpo2X+2qUHjSjftJOvpZff6iHS6YFx0stls2uP/YekOK61ycYe8QCkiaOXcq7y/KTzPOX2ZT9tKZFkdKheVdpqmb906UGrzVxNO/lKevnNnsK/5p+OfXatU18ZmtFni0WV2gFIG8cGc5XDk87TPc6XyltQyehQvaq09TmqkqUHzTZztezkK+nltwLo6RtO9msQ/3j+/ye/DrKbZnsS/RNNtjkoByBNHBvMVUZPOs+rVnUVqxkdileVtj5HVbL0oBXlpZ18pb38VgD9N7/9uvD1VKnHvhH5ccf5bkR2nEwDgmoHIC0c9XOV6ZPOUw/QPaCSHhCl2nPY+BxV0dKDNpSXdvKV9vJbLqRXVe7r+T7mNVoHOSwMNvnqNvYkX6CCAYjecVCLucrCk07LOPExfaVudPimP7av0TmqmoXpDSkvI+hKe/lNdyKpKvf8xh/7R4maryTxxp70C/TvzAMQvWOvJnOVxSedS6dr/bfGo/0Zx6SkRxa+NTtHVXuuTQvKywi6zl5+G4D6XqMk6P/4ra/QV9FqUunGnvwL9O+NAxC9Y69Gc5WlJ51Ll2rH3xrtCKo9slAP5E7ac22klFd38nX28lsA9Glo+qfKfbWPOE+zIT03HgWfmHxjT+EL1DgA0Tt2ajZXWWifP3+7KN/+W6P7X0nXLC2bFR9ZKAdyJ93C9LObjPINOvkqe/kNAHq6efhNv0ImLNXrWLd9fX58b79f0m/s0X+BtvhKfpPPVXY6USon6NLp1e5b4/wiDUFfS/fX6iML1UDuJDzb5U1J+SadfI29/PoAfYpr8lV4c+M/9n4qx6AGG3v0X6B6x6Mkc5WJ/A1JStDDR7WwY0XfGhqClgZu2ls7PZC9pJ4yyjfq5Cvs5VcHaPizf9LnkcFNkqxqxRt75F+gDRy9q3WuMtYwZRnDKjz5Z0l2D8Ftt42gp4dSxakFKz9bnaOa/CvKpQcqyjfr5Ovr5VcHaDcXcl4gI30GcKjbzk9zerh6Y8+b/gu0haN3tc1VxjrfkDyV7kH/w/9VlV3fcqwE7U5Cy9+wFSQNzlENVty0kYry7Tr56nr51QF6nnXwiwcEYHoK1o+fv50kX3v6rUJHib9AWziK5ipDdU29O+THviIsukO2EdTPf+ZJmW/t5OeoRituRIpvk1UzqvJOvt5efnWAdqcUnKrjSdAWHoPPyO9MkDQx/Vahs5fyC1TvqJurDNQ1zcDbuNAqyu61e4BaafVf/S63lEh9jmqy4kaitMmIZlTVnXzFvfz6D5Eeh6WK1h/AejvdQXw5HADb1a12vlqzsUf9BdrmK1k5V9mra5rHztqN4s0HlWpxdzqzUk5Q8fxftuJGouQ2WTWjqu3ka+7lVwSoHy089o8AXs1LvrtR62NQt9U3SulhBcKzCvRfoG2+krVzlV7n0f95m+CjbTnLq3/XStx1D9/kBNWeo5qvuFFI9NOovVp08lX38usB9JBpUpOCnbefPpyrNKzb2s8rO6xAdlaB/gu0zVeyeq6y08HvUIWPp3p8NVXo+bM5JSnE3XHZVguCaneWtzkwW36b3KCTr7qXXw+gP/5t/qt3gj2H3acz1G3t8LB0WIFmY4/yC7SV40nyucpOr1/1t2Mf3/+LD9Ud6nyD/PvznYIQd95KZNnmN58aHZitvU1u0slX3cuvOQca/G7oo2LI+RTedj2a78DaHFbwpv0CbeV4NlHPVQ7PeP2NyKuBUMkTDwnuniJySiwb/eZTk3V1+gOY1J187b38qg+R+sp9VQyNg/FcVxTUbYOdkcov0GaOZ1fZXOVZwYCug/PP3xr601PwAf/734XrDwyW5wyVBG30m0+idXV+9N/op1HVnXz1vfy6T+GHryd/D1Wv13TuV1O36p2R4i/QJo6ddHOVnYIBXXczZllRG94rnW/BzN8aw6lTAUEFzBP/5tPjqSFK1tX5da+tfhr1TdvJ19/LrwLQ4adNn3QD4/NXabiM+lFyOod2Z6T8C7SBYy/VXOWg5FxR06cf/k7m7yVfbuGpUz1BNb8FLTxH1Z98qllX171P/W1yk06+/l5+DYCGOaoq98f/99t+oCAcgqh3Ruq/QBt8JavnKkP1n/d5bXXtR3Waqnwcmo5kb0N86pTmCVLwfFx0juqwNFezrq5/n+qfG9B38i308msA1C8TOelRUrkf3//mP+uwIa9b7WEF6i/QFl/J4rnKSH1nsqzFP5sED58lAE1OnRIQ9Cn+klCco3o++XRYmmufWgnep/jnBsSdfBO9/CpD+LBpvioWVkZtX163sp2R+i/QNl/J2rnKk6QDOj9V+dg3I8X2luzUKfNDqfyYfPv6svjkU8m6urQ7Cm6TC67i34BZay9vD9Dj476gcj++/5fv/4v6XS1eYdsX1O3rsBJdtzNS/wXa7CtZOVd5lHRA109VhrOAkgcfyU2ncf4z3MfVy7biqP/ClH7e0duW/NxAm06+hV7eHKCHz+c3YeWqJteSLzxbF/X7Evo9LpIVbPov0HZfyaK5Si/lgC6Yqjx+NIfPKN/vUivtjtBwH9cQNdRl8IUp+rzPs93x27bfJrfq5Bvo5e3vQM8fz7BMRLX3Nqpb2/3I04Pf2BPWreY3XIRfoE0cvSRzlb3X18IBXfitcX7wYR8fPvlPWEjQZB9XJ9M5qtEsreLz9l89yds2L8xv1cnX38sbA/SpZ/656x8+QMH6z/P6C1nb76dBDtn53+aTHTWn+wJt4thi8cnJSTigi6YqhwWMBgUna5pb0WP36mwflw9b7KO3LiBoP9sdv23blHKDTr6dXt4WoKfjBY93DV3lCgaHyrbfadjh8jrMkGhgIvwCbeLYYvFJ98hHOKBTn/LRrXV9fIgHnlXqH2yV93GZzlF9S9667eTTs9K9VyeZbpMbdPIN9fKmAPVnZZ2nSE7DL+tXU3SqrK1uf+wqL3wi4X8MS7WcWt73xY4NFp9Ej3xEAzptLfa4eLW3osf+GXZxH5dhPqRbmytvQCWCWm6TG3TyLfXypgDtF8PIxsTJqbKmun3tvifDqhXtawt+vEbUAfSOZ8kXnySPfMwDutHfLKrW8GS72wltuRM5P3M7rzQq7uOqPUe1f1B2BYIqfm5A2Mm30stPagnQYI3q+evJrvRUWcvSvdNvDRznAIMdLpr1MdGP10g6gN7RS734JHzuYR/Q9U9kdO/5+GS7/7zPvzdhuRN5PB7x4VMT7uMa1uaK3no+2+2/OEyPDRt08o308rNaAjQcGEhO9ymcKmto+8ep/r87zgG+Dg1U8rtsyY/XSHa4qB0HqRefJPvkTAO6YGW67D1HT7bt2xgPd9x/1xNUuo/rSUTQP57+tzTb3Xce888NnCXq5Nvo5Z0aD+H7zvNquRP5sR9gSU+Vfe1GX8EIRrHDJfvxGvMOF73jUY+fxycTqxaf6PAerUyX2YrPOzg0yY+eoKp9XGdpCNol02KrZeel6eQb6+VejR8iBfNr/239h/bav1/tqbJ+XUjfASQ/cJD/eI11slrvOJzx8yaaqwykQl2yMl25NEJ43sGxN/YNSLOPyyskaG2Xfy1NnYu2WnovSSffWC/3agPQ7gliAP3DnXj92aX9PIb219pPDwBOddt9dWqWaup/vKbBz+FE27ZVi0+8bAT1CyuzlemWb43/PTnLXnbewTlN3zkl+7gKa3MNb72/4VbPdos7+cZ6uVcTgPZPEHvon55OPtYm3s9jiE6V7fRvfvt1+O2kunXQ/3iN3jE84+fNOleZ/tChjaCPyYRiujK91jQ5NkT2S9DnAaFv6aYHMuOzlRYVCKqY7VZ38o31cq8mAB2eIL6edigcW9XXlqkHP48RnyehuA/vd3c89f+EVfofr9E7xmf8aMzClQL1BH0MP+rCyvQqvaYdx7wT+vfReSFfBRipV6vZyoygktlueSffVi/3ajQHGs1/+/sSW932g64HwamyJWeFPv5z8QDk7Cp21J7xU/qhw3qCDgsrhb8wcqTw+f44WDr+YLjrfgzr7dyuzQRtN1sZEVQ3263u5Jvp5aFaPUQKfxjF//lU/bkN8xjDp2VrVq9991HW7XlKTTkAOUvrqD7j59zhkx86rH7kMyysFP7CyGs3+TUw077/KPxRAD//aSJos9nK2Fk3263t5Jvp5ZGaPYXPZ29e60dhwTzGm+RU2fCHhU7Or5Iv5f/wW3/Cj2gA0rUA7ZBGfsbPMb3shw5rn3tECytVK9O79UXhMx4DQY82/3HQ2z++P733FgQVHQwXNiDhj2hJO/lmenkkNUBHTvf546lsGnwqv0POCwz9PNZrUM9GvfbnhksGIH0L0A5p1Gf8nO8XVD90GC+sFK1Mf4oXHAiedH1x+lm2s2s3C/zxvXF6pc1sZeSsULtOvo1eHkoM0JEniI99qzVIV7fp4pVX2bdyd6ejGYCELUDkOKSpPePnaNh/OMYfOgwXVspWpvfbn/2jri++NxP0dGRf940pPOC5wWzlm5SgLTv5Jnp5KDFAy08QP/7XBvb3Z9/q6jacp/n32q8kf6ej+PGauAVIfg7nze+NU59QodzeEy6slK1Mf+yPsPu6b1Jmgp5HxJ//Qbc3sNFs5ZvyI2/QyTfWywOph/DyJ4jh4hjRPEZ4loBmVdAg++bqQS1agF+V3oKgqu094cJKzS+MvPnbJr/ItFsU9unD5/9DreHjcGDdw+f/h2xtYaPZyrdg4aZZ+k1NG+vlgeQPkcRPEKOzb0XzGEHVfvq96Ouu/2V1yW/EntSiBQwbkFoQ1LK9Z2xhpeAXRrzpF98/pu/5R8Nn5e+9up8ZUVWmdLYy0pNsBlC9TGArvbwgCUDTfXK6J4jJ2beieYxgt4Rolv7j++DhrqgrNWgB4ekc8oNKTdt7WiysLCWq/M7oR6/am8VmBLU8IW/ZyTfTy0tSADTfJ6d6gpidfWvQeVLJrzfp0aSp2n/1r/svzfq9bKnkLSA+nUN+UKlhe0+bhZWRTpST3nMH24R+/laIPPngoNOT5Vu4XSffTi8vSQDQ4j45yRPEwtm3teo798nlMRiBqG7uz//C15LzKc6St4DkdA7BoXhP2fajqpuHVgsrI73qsaQ8Fi6Qbray01N3R1/fIdt18m318kwCgI7ukzMnrTv7tltH6fcJhjP1uluH82TY17oZa1EL+GP3/9npHOZD8dKDSj9V/6pDo4WVoQ7JyR8lNCKobrbyJH+IhqENtevkW+vliRRD+HyfnGpSSLU4xv+SaT+QOxqf16eb23/0xsO9D0bHr95ELSD80RrV6RydsoNK68/sbLSwMpQYSye1IahttjLTj//azrp2nXwTvXxUCoAW9smppFkcc3jpkNbTQ//rgQ/CZVY+zVf/TMXs2E1TWltAf0aF7nQOf5Z94aDS+pvaRgsrA7W4BW1DUNtAtuxoRHLDTr6BXj4uyVP4wj45lSRn38Zf6N1pF939vlFP/Xrv/p8wjjujaUVFCxi+4EWnczwGN9zCg0obLayM/oUGzxIeH+yHfQyyz1a2UsNOvvpePiEJQEv75FQSnH2bvtS8YXdQ/3kPwweRo59WFLSAZIhkPZ3jcXDTHlTaaGHloDZg+uPlS2ZLMFvZSi07+cp7+ZQ0C+lL++RMSn4G3dao0onp81BWomGz0KtoJWD++0d2BQS1n84R8FN9UGmjhZXhP/DP2w3mFFLMVraSvJNvppdPSQPQ4j45g7KfQTd9WtmwwD5H/6/88r/hnYoeUTT4/aOQoObTOR6jL3bx0aeNFlb2er3GPYlRLR51SaTu5Ovv5XMk2spZ3CdXLfHPoGdVazwuaFjiHgK0H+LYpP/9o6MGghpP54j5KT6otNmyIKSQtpOvv5fPkgig0n1ypZ9Bt3hnaLOy7jhTde7nwWYh0WIz/e8fndSTzvYYNeDnj/0viil/ewGCrlfazbCr7+XzJAKodJ9c4WfQTXWbzYbY96v7fh7sbrGsvDk/NvGAE/+i0lnRKT+C8funD9FDWeH+VQi6Umk3w26gl8+R6jQm5T65wjSgrW6fkhcLdlsOa268lWGz0FM3GdRNT6p/UemtczM/loz42f+tOqh0+Ecg6Dol3Qy7hV4+QyqAKhcpl6YBTXWb7jBUnPfxOKwzO+VlmAQ8IvPz//vb7j5OPa3Yy3xGxaff96Ss37N5WdqFlUgn6U6ETfTyy5KdB2p/eNifpFmcBrScfZuccq2ZXe4I+nqeUXw1PZf50ud1NFFPK/ayb2l77Qjakp/ahZVIKcEKgY318ouSAdT47dQtnu52yZSmAS1n3yY7hTRfTcE9qOi59rESunvQJhvQ7O3/TNC2/ESrlfUWdIO9/JJ0J9Kb9sl5CvkvJPk04GO/xkx3Z+dn654sDyejdUHHBnbMUjyt6CVYGXck6P8GP/cq22bYTfbyC9IB1LJP7vDaUxX+P/0Mm3wasH9QY7mzS9YVCZ53JOsqg4dSDaQ4o+K0lgV+7lSmzbBb6eWLJPxNpPp9ctE5Kke1mAb053KYDoZ7iLdLmAn6mKbT6BwJ4RkVr/BzxzJsht1KL18mIUDr98mS9lQVAAAEnklEQVTlc3ONpgGfTF2/H4EMqRkJevwp2KTxPLYYekjPqICgO5ZhM+xGevlCyX+Vs0LhHp7TN4g/eHB1/fTEy8eQov+T8ePPvn4b/PCE+owKCIqWazu9fJHWANBhxesVDkC16XHYwymabUkJ2mr/hPKMCgiKFmtDvXyJ1gHQjhnDFPD6zpPtFI3ZO4ra1n0nBL3S8jWbIChaqi318gVaA0C71WWnibpuZnG93TOb9Xy0TlfHBL3OIVxWQVC0UJvq5fO1BoAO30nDRsH13oXp92qHBG3yuz0NBEHRQm2ql8/WKgDqx8LBSRUrrtqWBG27DlSp14f/8h9vnQPalDbVy+dqHQA9Lc8eanPl84ANCSo8rxahlWlTvXymVgLQWE3WQgrVjKDZunqE7lVr7+XztEaAvq4eI40ICj/RbrT+Xj5LKwSo4WS4q6kJQa+4AQ2h22oLvXyO1gTQp+6M9y3c2rchKPxE964t9fIZWhFAX698jopN+nPTn+Anunttq5df1ooA+sdkmcPKpT83nZPY0d1rY738olYE0DfTD7MhhDahu+rl6wIoQghtSAAUIYQqBUARQqhSABQhhCoFQBFCqFIAFCGEKgVAEUKoUgAUIYQqBUARQqhSABQhhCoFQBFCqFIAFCGEKgVAEUKoUgAUIYQqBUDR6vXdu0F//jdTV/70n1wrJ4SOAqBo9QoB+u7dn/3V6IXfvPvVFdNCCICi9SsG6Lt3vx657od3ABRdVwAUrV7fBWD8ZuIeFICiawuAotUrBOjbn3757t1f/EPxOgCKri0AilavCKBHTI4M4gEourYAKFq9YoAeR/G/GP7sh/Q/RDOkP0zOliKkEQBFq1cC0B/8Yqbh4dJxTB8C9DjOn7HqCSGjAChavRKA/vTZ+Z4zfDj/qwigPT8hKGorAIpWrwSg//SXJ0oeOHoOH/84PVbyc6DHC06IPTL1FwVDhEQCoGj1KgP0hx6OhxvO042mB+gP/XN6f7OKUBsBULR6lQE66IDJCKDfDNTkwTxqKgCKVq9pgB6LEUAPPO0Xih5uThnDo3YCoGj1ygHa3WH+ED8rGgAaamTVPUICAVC0eo08hQ+etUcADeMAFDUVAEWrV74O9AhFf6P553+TzIEeAAo00XUEQNHqVd6J9F2/yDMBqC8i1FwAFK1e2V744wh+mAnttyZ1AM2e0iPUSgAUrV7ZaUzHG9ABoMexfLSMabg3ZRkTaisAilavAKCnNUtncH7TYfK7/jwRv4D+NDv66+4aFtKjhgKgaPVKTqTP1jD52Pnx+6/j/8QNKGooAIpWrxig/QOib3zkP+omPU+3p8lKJviJWgqAotUrBGi4QOmMyV8N2+JPBP1F8Bp2IaG2AqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClQKgCCFUKQCKEEKVAqAIIVQpAIoQQpUCoAghVCkAihBClfr/AV30tVJS9UBEAAAAAElFTkSuQmCC)
#creates plot of min temp data with 12.5 C line
ggplot(data=oysmaxtemp, aes(Date, max_temp, group=1))+geom_line(color="orange",size=1.5)+geom_abline(intercept=12.5, slope=0,color="red", size=2)+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,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)
#creates plot of max temps with 12.5 C line
ggplot()+geom_line(data=oysmeantemp, aes(Date,mean_temp, group=1), color="orange",size=1)+geom_line(data=oysmintemp, aes(Date,min_temp,group=1),color="blue",size=1)+geom_line(data=oysmaxtemp,aes(Date,max_temp,group=1),color="red",size=1)+geom_abline(intercept=12.5, slope=0,color="red", size=0.5)+labs(x="Date",y="Min|Max|Mean Temperatures(C)")+scale_x_date(breaks="1 month", minor_breaks="1 week",labels=date_format("%B %Y"))+theme(axis.text.x=element_text(angle=45, size=10, vjust=0.5))
![plot of chunk unnamed-chunk-1 plot of chunk unnamed-chunk-1](data:image/png;base64,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)
#generates plot containing min,max, and mean temp color coordinated as well as 12.5 C line.
meanmax<-merge(oysmeantemp,oysmaxtemp,by="Date",all=T)
#merges mean and max frames
medmin<-merge(oysmedtemp,oysmintemp,by="Date",all=T)
#merges median and min frames
oystmpstat<-merge(meanmax,medmin,by="Date",all=T)
#merges meanmax and medmin frames together
oysy1stat<-merge(oysy1,oystmpstat,by="Date",all=T)
#merges year 1 temp info with stats for each date
write.csv(oysy1stat, file="oysY1stats.csv",row.names=F)
#creates CSV file with all temp and stat info
No comments:
Post a Comment