@@ -8,6 +8,7 @@ S3method(fortify,beast)

 S3method(fortify,codeml)

 S3method(fortify,codeml_mlc)

 S3method(fortify,hyphy)

+S3method(fortify,jplace)

 S3method(fortify,multiPhylo)

 S3method(fortify,obkData)

 S3method(fortify,paml_rst)

@@ -31,6 +32,7 @@ export(Date2decimal)

 export(MRCA)

 export(StatBalance)

 export(StatHilight)

+export(add_colorbar)

 export(annotation_image)

 export(apeBoot)

 export(as.binary)

@@ -84,6 +86,7 @@ export(revts)

 export(rotate)

 export(rotate_tree)

 export(scaleClade)

+export(scale_color)

 export(scale_x_ggtree)

 export(stat_balance)

 export(stat_hilight)

@@ -99,6 +102,7 @@ exportMethods(groupClade)

 exportMethods(groupOTU)

 exportMethods(gzoom)

 exportMethods(reroot)

+exportMethods(scale_color)

 importFrom(ape,di2multi)

 importFrom(ape,extract.clade)

 importFrom(ape,getMRCA)

@@ -179,6 +183,7 @@ importFrom(methods,is)

 importFrom(methods,missingArg)

 importFrom(tidyr,gather)

 importFrom(treeio,as.treedata)

+importFrom(treeio,get.placements)

 importFrom(treeio,groupClade)

 importFrom(treeio,groupOTU)

 importFrom(utils,download.file)

@@ -140,17 +140,17 @@ setGeneric("reroot", function(object, node, ...) standardGeneric("reroot"))

 ## setGeneric("groupClade", function(object, node, group_name="group", ...) standardGeneric("groupClade"))

-## ##' @docType methods

-## ##' @name scale_color

-## ##' @rdname scale_color-methods

-## ##' @title scale_color method

-## ##' @param object supported objects, including phylo, paml_rst,

-## ##'               codeml_mlc, codeml, jplace, beast, hyphy

-## ##' @param by one of numerical attributes

-## ##' @param ... additional parameter

-## ##' @return color vector

-## ##' @export

-## setGeneric("scale_color", function(object, by, ...) standardGeneric("scale_color"))

+##' @docType methods

+##' @name scale_color

+##' @rdname scale_color-methods

+##' @title scale_color method

+##' @param object supported objects, including phylo, paml_rst,

+##'               codeml_mlc, codeml, jplace, beast, hyphy

+##' @param by one of numerical attributes

+##' @param ... additional parameter

+##' @return color vector

+##' @export

+setGeneric("scale_color", function(object, by, ...) standardGeneric("scale_color"))

 ##' @docType methods

 ##' @name gzoom

@@ -342,21 +342,22 @@ fortify.phangorn <- fortify.paml_rst

 fortify.hyphy <- fortify.paml_rst

-## ##' @method fortify jplace

-## ##' @importFrom ape read.tree

-## ##' @export

-## fortify.jplace <- function(model, data,

-##                            layout="rectangular", yscale="none",

-##                            ladderize=TRUE, right=FALSE, mrsd=NULL, ...) {

-##     df <- get.treeinfo(model, layout, ladderize, right, mrsd=mrsd, ...)

-##     place <- get.placements(model, by="best")

+##' @method fortify jplace

+##' @importFrom ape read.tree

+##' @importFrom treeio get.placements

+##' @export

+fortify.jplace <- function(model, data,

+                           layout="rectangular", yscale="none",

+                           ladderize=TRUE, right=FALSE, mrsd=NULL, ...) {

+    df <- extract.treeinfo.jplace(model, layout, ladderize, right, mrsd=mrsd, ...)

+    place <- get.placements(model, by="best")

-##     df <- df %add2% place

+    df <- df %add2% place

-##     df <- scaleY(model@phylo, df, yscale, layout, ...)

+    df <- scaleY(model@phylo, df, yscale, layout, ...)

-##     append_extraInfo(df, model)

-## }

+    append_extraInfo(df, model)

+}

 scaleY <- function(phylo, df, yscale, layout, ...) {

     if (yscale == "none") {

@@ -33,25 +33,6 @@

 ##           )

-##' groupOTU method for ggtree object

-##'

-##'

-##' @name groupOTU

-##' @title groupOTU method

-##' @rdname groupOTU-methods

-##' @param object ggtree object

-##' @param focus OTU to focus

-##' @param group_name name of the group

-##' @param ... additional parameters

-##' @importFrom treeio groupOTU

-##' @exportMethod groupOTU

-##' @aliases groupOTU,ggtree-method

-setMethod("groupOTU", signature(object="ggtree"),

-          function(object, focus, group_name="group", ...) {

-              groupOTU.ggtree(object, focus, group_name, ...)

-          })

-

-

 ## ##' @rdname groupOTU-methods

 ## ##' @exportMethod groupOTU

 ## setMethod("groupOTU", signature(object="jplace"),

@@ -189,6 +170,24 @@ setMethod("groupOTU", signature(object="ggtree"),

 ##     return(object)

 ## }

+##' groupOTU method for ggtree object

+##'

+##'

+##' @name groupOTU

+##' @title groupOTU method

+##' @rdname groupOTU-methods

+##' @param object ggtree object

+##' @param focus OTU to focus

+##' @param group_name name of the group

+##' @param ... additional parameters

+##' @importFrom treeio groupOTU

+##' @exportMethod groupOTU

+##' @aliases groupOTU,ggtree-method

+setMethod("groupOTU", signature(object="ggtree"),

+          function(object, focus, group_name="group", ...) {

+              groupOTU.ggtree(object, focus, group_name, ...)

+          })

+

 groupOTU.ggtree <- function(object, focus, group_name, ...) {

     df <- object$data

@@ -1,162 +1,162 @@

-## ##' scale color by a numerical tree attribute

-## ##'

-## ##' 

-## ##' @rdname scale_color-methods

-## ##' @exportMethod scale_color

-## setMethod("scale_color", signature(object="beast"),

-##           function(object, by, ...) {

-##               scale_color_(object, by, ...)

-##           })

-

-

-## ##' @rdname scale_color-methods

-## ##' @exportMethod scale_color

-## setMethod("scale_color", signature(object="nhx"),

-##           function(object, by, ...) {

-##               scale_color_(object, by, ...)

-##           })

-

-## ##' @rdname scale_color-methods

-## ##' @exportMethod scale_color

-## setMethod("scale_color", signature(object="paml_rst"),

-##           function(object, by, ...) {

-##               scale_color_(object, by, ...)

-##           })

-

-

-## ##' @rdname scale_color-methods

-## ##' @exportMethod scale_color

-## setMethod("scale_color", signature(object="phylo"),

-##           function(object, by, ...) {

-##               scale_color_(object, by, ...)

-##           })

-

-

-## ##' add colorbar legend

-## ##'

-## ##' 

-## ##' @title add_colorbar

-## ##' @param p tree view

-## ##' @param color output of scale_color function

-## ##' @param x x position

-## ##' @param ymin ymin

-## ##' @param ymax ymax

-## ##' @param font.size font size 

-## ##' @return ggplot2 object

-## ##' @export

-## ##' @importFrom ggplot2 annotate

-## ##' @author Guangchuang Yu

-## add_colorbar <- function(p, color, x=NULL, ymin=NULL, ymax=NULL, font.size=4) {

-##     mrsd <- attr(p, "mrsd")

-##     if (!is.null(mrsd)) {

-##         attr(p, "mrsd") <- NULL

-        

-##         p$data$x <- Date2decimal(p$data$x)

-##         p$data$branch <- Date2decimal(p$data$branch)

-##         ## annotation segment not support using Date as x-axis

-##     }

-    

-##     legend <- do.call("cbind", attr(color, "scale"))

-    

-##     legend[,1] <- round(as.numeric(legend[,1]), 2)

-    

-##     ## legend[nrow(legend),1] <- paste(">=", legend[nrow(legend),1])

-

-##     if (is.null(x)) {

-##         xx <- range(p$data$x)

-##         x <- min(xx)+diff(xx)/100

-##     }

-

-##     yy <- range(p$data$y)

-##     if (is.null(ymin)) {

-##         if (is.null(ymax)) {        

-##             ymax <- max(yy) - diff(yy)/100

-##         }

-##         ymin <- ymax - diff(yy)/15

-##     }

-

-##     if (is.null(ymax)) {

-##         ymax <- ymin + diff(yy)/15

-##     }

-        

-##     yy <- seq(ymin, ymax, length.out=nrow(legend)+1)

-

-##     ymin <- yy[1:nrow(legend)]

-##     ymax <- yy[2:length(yy)]

-##     y <- (ymin+ymax)/2

-

-##     i <- seq(1, length(y), length.out = 5) %>% round(0)

-##     offset <- diff(range(p$data$x))/40

-##     barwidth <- offset/5

-    

-##     p + annotate("text", x=x+offset*1.5, y=y[i], label=legend[i,1], size=font.size, hjust=0) +

-##         annotate("rect", xmin=x, xmax=x+offset, ymin=ymin,

-##                  ymax = ymax, fill=legend[,2], color=legend[,2]) +

-##                      annotate("segment", x=x, xend=x+barwidth, y=y[i], yend=y[i], color="white") +

-##                          annotate("segment", x=x+offset-barwidth, xend=x+offset, y=y[i], yend=y[i], color="white")

-    

-## }

-

-

-

-

-## ## @importFrom colorspace rainbow_hcl

-## scale_color_ <- function(phylo, by, low=NULL, high=NULL, na.color=NULL, default.color="darkgrey", interval=NULL) {

-##     df <- fortify(phylo)    

-##     vals <- df[, by]

-

-##     MIN=min(vals, na.rm=TRUE)

-##     MAX=max(vals, na.rm=TRUE)

-

-##     if (is.null(interval)) {

-##         interval <- seq(MIN, MAX, length.out=100)

-##     }

-##     n <- length(interval)

-    

-##     if (!is.null(low) & ! is.null(high)) {

-##         cols <- color_scale(low, high, n)

-##     } else {

-##         colorspace <- "colorspace"

-##         require(colorspace, character.only = TRUE)

-##         rainbow_hcl <- eval(parse(text="rainbow_hcl"))

-##         cols <- rainbow_hcl(n)

-##     }

-

-##     idx <- getIdx(vals, MIN=MIN, MAX=MAX, interval=interval)

-##     interval <- attr(idx, "interval")

-    

-##     df$color <- cols[idx]

-

-##     tree <- get.tree(phylo)

-    

-##     if (is.null(na.color)) {

-##         nodes <- getNodes_by_postorder(tree)

-##         for (curNode in nodes) {

-##             children <- getChild(tree, curNode)

-##             if (length(children) == 0) {

-##                 next

-##             }

-##             idx <- which(is.na(df[children, "color"]))

-##             if (length(idx) > 0) {

-##                 df[children[idx], "color"] <- df[curNode, "color"]

-##             }

-##         }

-##         ii <- which(is.na(df[, "color"]))

-##         if (length(ii) > 0) {

-##             df[ii, "color"] <- default.color

-##         }

-##     } else {

-##         ii <- which(is.na(df[, "color"]))

-##         if (length(ii) > 0) {

-##             df[ii, "color"] <- na.color

-##         }

-##     }

-

-##     ## cols[is.na(cols)] <- "grey"

-##     color <- df$color

-

-##     attr(color, "scale") <- list(interval=interval, color=cols)

-##     return(color)

-## }

+##' scale color by a numerical tree attribute

+##'

+##'

+##' @rdname scale_color-methods

+##' @exportMethod scale_color

+setMethod("scale_color", signature(object="beast"),

+          function(object, by, ...) {

+              scale_color_(object, by, ...)

+          })

+

+

+##' @rdname scale_color-methods

+##' @exportMethod scale_color

+setMethod("scale_color", signature(object="treedata"),

+          function(object, by, ...) {

+              scale_color_(object, by, ...)

+          })

+

+##' @rdname scale_color-methods

+##' @exportMethod scale_color

+setMethod("scale_color", signature(object="paml_rst"),

+          function(object, by, ...) {

+              scale_color_(object, by, ...)

+          })

+

+

+##' @rdname scale_color-methods

+##' @exportMethod scale_color

+setMethod("scale_color", signature(object="phylo"),

+          function(object, by, ...) {

+              scale_color_(object, by, ...)

+          })

+

+

+##' add colorbar legend

+##'

+##'

+##' @title add_colorbar

+##' @param p tree view

+##' @param color output of scale_color function

+##' @param x x position

+##' @param ymin ymin

+##' @param ymax ymax

+##' @param font.size font size

+##' @return ggplot2 object

+##' @export

+##' @importFrom ggplot2 annotate

+##' @author Guangchuang Yu

+add_colorbar <- function(p, color, x=NULL, ymin=NULL, ymax=NULL, font.size=4) {

+    mrsd <- attr(p, "mrsd")

+    if (!is.null(mrsd)) {

+        attr(p, "mrsd") <- NULL

+

+        p$data$x <- Date2decimal(p$data$x)

+        p$data$branch <- Date2decimal(p$data$branch)

+        ## annotation segment not support using Date as x-axis

+    }

+

+    legend <- do.call("cbind", attr(color, "scale"))

+

+    legend[,1] <- round(as.numeric(legend[,1]), 2)

+

+    ## legend[nrow(legend),1] <- paste(">=", legend[nrow(legend),1])

+

+    if (is.null(x)) {

+        xx <- range(p$data$x)

+        x <- min(xx)+diff(xx)/100

+    }

+

+    yy <- range(p$data$y)

+    if (is.null(ymin)) {

+        if (is.null(ymax)) {

+            ymax <- max(yy) - diff(yy)/100

+        }

+        ymin <- ymax - diff(yy)/15

+    }

+

+    if (is.null(ymax)) {

+        ymax <- ymin + diff(yy)/15

+    }

+

+    yy <- seq(ymin, ymax, length.out=nrow(legend)+1)

+

+    ymin <- yy[1:nrow(legend)]

+    ymax <- yy[2:length(yy)]

+    y <- (ymin+ymax)/2

+

+    i <- seq(1, length(y), length.out = 5) %>% round(0)

+    offset <- diff(range(p$data$x))/40

+    barwidth <- offset/5

+

+    p + annotate("text", x=x+offset*1.5, y=y[i], label=legend[i,1], size=font.size, hjust=0) +

+        annotate("rect", xmin=x, xmax=x+offset, ymin=ymin,

+                 ymax = ymax, fill=legend[,2], color=legend[,2]) +

+                     annotate("segment", x=x, xend=x+barwidth, y=y[i], yend=y[i], color="white") +

+                         annotate("segment", x=x+offset-barwidth, xend=x+offset, y=y[i], yend=y[i], color="white")

+

+}

+

+

+

+

+## @importFrom colorspace rainbow_hcl

+scale_color_ <- function(phylo, by, low=NULL, high=NULL, na.color=NULL, default.color="darkgrey", interval=NULL) {

+    df <- fortify(phylo)

+    vals <- df[, by]

+

+    MIN=min(vals, na.rm=TRUE)

+    MAX=max(vals, na.rm=TRUE)

+

+    if (is.null(interval)) {

+        interval <- seq(MIN, MAX, length.out=100)

+    }

+    n <- length(interval)

+

+    if (!is.null(low) & ! is.null(high)) {

+        cols <- color_scale(low, high, n)

+    } else {

+        colorspace <- "colorspace"

+        require(colorspace, character.only = TRUE)

+        rainbow_hcl <- eval(parse(text="rainbow_hcl"))

+        cols <- rainbow_hcl(n)

+    }

+

+    idx <- getIdx(vals, MIN=MIN, MAX=MAX, interval=interval)

+    interval <- attr(idx, "interval")

+

+    df$color <- cols[idx]

+

+    tree <- get.tree(phylo)

+

+    if (is.null(na.color)) {

+        nodes <- getNodes_by_postorder(tree)

+        for (curNode in nodes) {

+            children <- getChild(tree, curNode)

+            if (length(children) == 0) {

+                next

+            }

+            idx <- which(is.na(df[children, "color"]))

+            if (length(idx) > 0) {

+                df[children[idx], "color"] <- df[curNode, "color"]

+            }

+        }

+        ii <- which(is.na(df[, "color"]))

+        if (length(ii) > 0) {

+            df[ii, "color"] <- default.color

+        }

+    } else {

+        ii <- which(is.na(df[, "color"]))

+        if (length(ii) > 0) {

+            df[ii, "color"] <- na.color

+        }

+    }

+

+    ## cols[is.na(cols)] <- "grey"

+    color <- df$color

+

+    attr(color, "scale") <- list(interval=interval, color=cols)

+    return(color)

+}

@@ -297,22 +297,22 @@ reverse.treeview.data <- function(df) {

 ##     return(phylo)

 ## }

-## extract.treeinfo.jplace <- function(object, layout="phylogram", ladderize=TRUE, right=FALSE, ...) {

+extract.treeinfo.jplace <- function(object, layout="rectangular", ladderize=TRUE, right=FALSE, ...) {

-##     tree <- get.tree(object)

+    tree <- get.tree(object)

-##     df <- fortify.phylo(tree, layout=layout, ladderize=ladderize, right=right, ...)

+    df <- fortify.phylo(tree, layout=layout, ladderize=ladderize, right=right, ...)

-##     edgeNum.df <- attr(tree, "edgeNum")

-##     if (!is.null(edgeNum.df)) {

-##         df2 <- merge(df, edgeNum.df, by.x="node", by.y="node", all.x=TRUE)

-##         df <- df2[match(df[, "node"], df2[, "node"]),]

-##     }

+    edgeNum.df <- attr(tree, "edgeNum")

+    if (!is.null(edgeNum.df)) {

+        df2 <- merge(df, edgeNum.df, by.x="node", by.y="node", all.x=TRUE)

+        df <- df2[match(df[, "node"], df2[, "node"]),]

+    }

-##     attr(df, "ladderize") <- ladderize

-##     attr(df, "right") <- right

-##     return(df)

-## }

+    attr(df, "ladderize") <- ladderize

+    attr(df, "right") <- right

+    return(df)

+}

 ## ## convert edge number to node number for EPA/pplacer output

 ## edgeNum2nodeNum <- function(jp, edgeNum) {

deleted file mode 100644

@@ -1 +0,0 @@

-(((ADH2:0.1[&&NHX:S=human], ADH1:0.11[&&NHX:S=human]):0.05[&&NHX:S=primates:D=Y:B=100], ADHY:0.1[&&NHX:S=nematode],ADHX:0.12[&&NHX:S=insect]):0.1[&&NHX:S=metazoa:D=N], (ADH4:0.09[&&NHX:S=yeast],ADH3:0.13[&&NHX:S=yeast], ADH2:0.12[&&NHX:S=yeast],ADH1:0.11[&&NHX:S=yeast]):0.1 [&&NHX:S=Fungi])[&&NHX:D=N];

\ No newline at end of file

deleted file mode 100755

@@ -1,43 +0,0 @@

-#NEXUS

-

-Begin taxa;

-	Dimensions ntax=15;

-	Taxlabels

-		A_1995

-		B_1996

-		C_1995

-		D_1987

-		E_1996

-		F_1997

-		G_1992

-		H_1992

-		I_1994

-		J_1983

-		K_2013

-		L_1980

-		M_1997

-		N_2010

-		O_1998

-		;

-End;

-

-Begin trees;

-	Translate

-		1 A_1995,

-		2 B_1996,

-		3 C_1995,

-		4 D_1987,

-		5 E_1996,

-		6 F_1997,

-		7 G_1992,

-		8 H_1992,

-		9 I_1994,

-		10 J_1983,

-		11 K_2013,

-		12 L_1980,

-		13 M_1997,

-		14 N_2010,

-		15 O_1998

-		;

-tree TREE1 = [&R] 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-End;

deleted file mode 100755

@@ -1,42 +0,0 @@

-#NEXUS

-

-[

-Generated by HYPHY 2.0020110620beta(MP) for MacOS(Universal Binary) on Tue Dec 23 13:52:34 2014

-

-]

-

-BEGIN TAXA;

-	DIMENSIONS NTAX = 13;

-	TAXLABELS

-		'Node1' 'Node2' 'Node3' 'Node4' 'Node5' 'Node12' 'Node13' 'Node15' 'Node18' 'Node20' 'Node22' 'Node24' 'Node26' ;

-END;

-

-BEGIN CHARACTERS;

-	DIMENSIONS NCHAR = 2148;

-	FORMAT

-		DATATYPE = DNA

-

-		GAP=-

-		MISSING=?

-		NOLABELS

-	;

-

-MATRIX

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATTGACGAACGAGGCGAATCAACTATTATAGAATCTGGCGATCCAAATGCGTTGTTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTAACGAGGAGGGAAGTCCACATATACTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCCCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACATTCTTCGGATGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTGGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAAAAGGTGGACTTTGAAGATTGCAAAGATGTCAACGACCTGAAACAGTACGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGATAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGAAGGAACTATTTTACAGCGGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGACTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCGAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTCCTGTATGTGAGAACCAATGGGACTTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAGTCACCCAAGGGAGTGGAGGAAGGCTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGGAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCAGCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATTGACGAACGAGGCGAATCAACAATTATAGAATCTGGCGATCCAAATGCGTTATTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTGACGCGGAGGGAAGTCCACATATACTACCTAGAAAAAGCCAACAAGATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAAATGGCCACCAAAGCAGATTACACTCTTGACGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAGAGAGGCGAAGAGACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGTCCCCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCATGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACATTCTTCGGATGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGGCTTGGAAGCAGGTACTGGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATCCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTGAAGTGGGCACTCGGTGAGAACATGGCACCGGAAAAAGTGGACTTTGAAGATTGCAAAGATGTCAGCGATCTGAAACAGTATGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGATAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATTGAGCACATTGCAAGCATGAGAAGGAACTATTTCACAGCGGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGACTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAATTTTGTAAGTATGGAGTTTTCCCTTACCGACCCGAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTCCTGTATGTGAGAACCAATGGGACTTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCTTCCGTCAAAGAGAAAGACTTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAGTCACCCAAGGGAGTGGAGGAAGGCTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGGGGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTGAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCAGCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCGGATTTCCACTTCATTGACGAACGAGGCGAATCAACAATTATAGAATCTGGCGATCCAAATGCGTTATTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTGACGCGGAGGGAAGTCCACATATACTACCTAGAAAAAGCCAACAAGATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAAATGGCCACCAAAGCAGATTACACTCTTGATGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGACAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAGAGAGGCGAAGAGACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATTGAGCCATTTCTAAGGACAACACCACGTCCCCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCATGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACATTCTTCGGATGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGGCTTGGAAGCAGGTACTGGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATCCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTGAAGTGGGCACTCGGTGAGAACATGGCACCAGAAAAAGTGGACTTTGAAGATTGCAAAGATGTCAGCGATCTGAAACAGTATGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGATAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATTGAGCACATTGCAAGCATGAGAAGGAACTATTTCACAGCGGAAGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGACTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAATCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAATTTTGTGAGTATGGAGTTTTCCCTTACCGACCCGAGGCTGGAACCACATAAATGGGAAAAGTACTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTCCTGTATGTGAGAACCAATGGGACTTCCAAAATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCTTCCGTCAAAGAGAAAGACTTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAGTCACCCAAGGGAGTGGAGGAAGGCTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGGGGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTGAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCAGCAATATGCACACACTTAGAAGTCTGCTTCATGTATTCGGATTTCCACTTCATTGACGAACGAGGCGAATCAATAATTGTAGAATCTGGCGATCCAAATGCATTATTGAAACACCGATTTGAAATAATTGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACAGGGGTCGAGAAACCCAAATTTCTCCCTGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTGACGCGGAGGGAAGTCCACATATACTACCTAGAAAAAGCCAACAAGATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAAATGGCCACCAAAGCAGATTACACTCTTGATGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGACAAGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAGAGAGGCGAAGAGACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATTGAGCCATTTCTGAAGACAACACCACGTCCCCTCAGATTGCCTGATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCATGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACATTCTTCGGCTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGGCTTGGAAGCAGGTACTGGCAGAACTTCAGGATATTGAAAATGAAGAGAAAATCCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTGAAGTGGGCACTCGGTGAGAACATGGCACCAGAAAAAGTGGACTTTGAAGATTGCAAAGATGTCAGCGATCTGAAACAGTATGACAGTGATGAGCCAGAGCCCAGATCACTAGCAAGCTGGATCCAGAGTGAATTCAACAAGGCATGCGAATTGACTGATTCAAGCTGGATAGAACTTGATGAAATAGGGGAAGATGTTGCTCCAATTGAGCACATTGCAAGCATGAGAAGGAACTATTTCACAGCGGAAGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTCTGCTCAATGCATCCTGTGCGGCCATGGATGACTTTCAACTGATTCCAATGATAAGCAAATGCAGGACCAAAGAAGGGAGACGGAAAACAAATCTGTATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGATGTGGTAAACTTTGTGAGTATGGAGTTTTCTCTTACCGACCCGAGGCTGGAACCACACAAGTGGGAAAAGTACTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAATAGGCCAAGTGTCAAGGCCCATGTTCCTGTATGTGAGAACCAATGGGACTTCCAAAATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCCCTTCAACAGATTGAGAGCATGATTGAGGCTGAATCTTCCGTCAAAGAGAAAGACATGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAGTCACCCAAGGGAGTGGAGGAAGGCTCCATTGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGGGGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTGAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATTGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTTGCCGCAATATGCACACACTTAGAAGTCTGTTTCATGTATTCGGATTTCCACTTTATTGATGAACGAGGCGAATCAATAATTGTAGAATCTGGCGATCCGAATGCATTATTGAAACACCGATTTGAGATAATTGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACAGGGGTCGATAAGCCTAAATTCCTCCCTGATTTGTATGACTACAAAGAAAACCGATTCATTGAAATTGGAGTGACGCGAAGGGAAGTTCACATATACTATCTAGAAAAAGCCAACAAGATAAAATCAGAGAAGACACACATTCACATATTCTCATTCACTGGAGAGGAAATGGCCACCAAAGCAGACTACACTCTTGATGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGACAAGAAATGGCCAGTAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAGAGAGGCGAAGAGACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATTGAGCCATTTCTGAAGACAACACCACGCCCTCTCAGATTGCCTGATGGGCCTCCCTGCTCTCAGCGGTCGAAGTTCTTGCTGATGGATGCTCTTAAATTAAGCATCGAAGACCCGAGCCATGAGGGGGAAGGTATACCGCTATATGATGCAATCAAATGCATGAAGACATTTTTCGGCTGGAAAGAGCCCAACATCGTAAAACCACATGAAAAAGGCATAAACCCCAATTACCTCCTGGCTTGGAAGCAGGTGCTGGCAGAACTCCAAGATATTGAAAATGAAGAGAAAATCCCAAAAACAAAGAACATGAAGAAAACAAGCCAATTGAAGTGGGCACTTGGTGAGAATATGGCACCAGAAAAAGTGGACTTTGAGGACTGCAAAGATGTTAGCGATCTAAGACAGTATGACAGTGATGAACCAGAGTCTAGATCGCTAGCAAGCTGGATCCAGAGTGAATTCAACAAGGCATGCGAATTGACAGATTCGAGTTGGATTGAACTTGATGAAATAGGGGAAGACGTTGCTCCAATTGAGCACATTGCGAGTATGAGAAGGAACTATTTCACAGCGGAAGTATCCCATTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAACACAGCCCTGTTGAATGCATCCTGTGCAGCCATGGATGACTTCCAACTGATTCCAATGATAAGCAAGTGCAGGACCAAAGAAGGGAGACGGAAGACAAATCTGTATGGATTCATTATAAAAGGAAGATCCCATTTGAGGAATGACACCGATGTGGTAAACTTTGTGAGCATGGAATTCTCTCTTACTGACCCGAGGCTGGAGCCACACAAGTGGGAAAAGTACTGTGTTCTTGAGATAGGAGACATGCTCCTACGGACTGCAATAGGCCAAGTGTCAAGGCCCATGTTCCTGTATGTGAGAACCAATGGGACTTCCAAGATCAAGATGAAATGGGGCATGGAGATGAGGCGATGCCTTCTTCAATCCCTTCAACAAATTGAGAGCATGATTGAGGCCGAGTCTTCTGTCAAAGAGAAGGACATGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCCCCCAAAGGAGTGGAGGAAGGCTCCATTGGGAAGGTGTGCAGAACATTACTAGCAAAATCTGTGTTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTTTCAGCTGAATCAAGAAAATTGCTTCTCATTGTTCAGGCACTTAGGGACAACCTGGAACCTGGAACCTTCGATCTTGGGGGGCTATATGAAGCAATTGAGGAGTGCCTGATTAACGATCCCTGGGTTTTGCTTAATGCGTCTTGGTTCAACTCCTTCCTCACACATGCACTGAAA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATTGACGAACGAGGCGAATCAACTATTATAGAATCTGGCGATCCAAATGCGTTGTTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTAACGAGGAGGGAAGTCCACATATACTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAGAAGGTGGACTTTGAAGATTGCAAAGATGTCAACGACCTGAAACAGTACGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGACTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATTGACGAACGAGGCGAATCAACCATTATAGAATCTGGCGATCCAAATGCATTGTTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTAACGAGGAGGGAAGTCCACATATACTACCTAGAGAAAGCCAATAAAATAAAATCAGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCATGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAAAACATGGCACCGGAGAAGGTAGACTTTGAAGATTGCAAAGATGTCAACGACCTGAAACAGTACGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATTCAGAATGAATTCAACAAGGCATGTGAATTGACCGATTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGATTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAATTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATTGACGAACGAGGCGAATCAACCATTATAGAATCTGGCGATCCAAATGCACTGTTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGCATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTAACGAGGAGGGAAGTCCACATATACTACCTAGAGAAAGCCAATAAAATAAAATCAGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAGAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCATGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAAAACATGGCACCGGAGAAAGTAGACTTTGAAGACTGCAAAGATGTCAACGACCTGAAACAGTATGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATTCAGAATGAATTCAACAAGGCATGTGAATTGACCGATTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGATTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTTCTGTATGTTAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAATTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACGAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATTGACGAACGAGGCGAATCAACTATTATAGAATCTGGCGATCCAAATGCGTTGTTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAGAAACCCAAATTTCTTCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTAACGAGGAGGGAAGTCCACATATACTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAAAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAGAAGGTGGACTTTGAAGATTGCAAAGATGTCAACGACCTGAAACAGTACGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCGGCCATGGATGACTTTCAACTGATTCCAATGATAAGCAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGGCCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGAAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCACAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACAAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATCGACGAACGAGGCGAATCAACTATTATAGAATCTGGCGATCCAAATGCGTTGCTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAAAAACCCAAATTTCTCCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTGACGAGGAGGGAAGTCCACATATATTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAAAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAAGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAGAAGGTGGACTTTGAGGATTGCAAAGATGTCAACGACCTGAAACAGTACGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCAGCCATGGATGACTTTCAACTGATTCCAATGATAAGTAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGACGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGACCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGGAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCGCAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACAAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATCGACGAACGAGGCGAATCAACTATTATAGAATCTGGCGATCCAAATGCGTTGCTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAAAAACCCAAATTTCTCCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTGACGAGGAGGGAAGTCCACATATATTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAAAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAGGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAGAAGGTGGACTTTGAGGATTGCAAAGATGTCAACGACCTGAAACAGTACGACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCATGTGAATTGACTGATTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCAGCCATGGATGACTTTCAACTGATTCCAATGATAAGTAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGATGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGACCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGGAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCGCAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAATGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACAAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATCGACGAACGAGGCGAATCAACTATTATAGAATCTGGCGATCCAAATGCGTTGCTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACGGGAGTCGAAAAACCCAAATTTCTCCCGGATCTGTATGACTACAAGGAAAACCGATTCATTGAAATTGGAGTGACGAGGAGGGAAGTCCACATATATTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCACATTTTCTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAAAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCCGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAAATGTCAAAAGAAGTGAACGCCAGAATCGAGCCATTTCTAAGGACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAGGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAGAAGGTGGACTTTGAGGATTGCAAAGATGTCAACGACTTGAAACAGTACAACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCGTGTGAACTGACTGACTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATACATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCAGCCATGGATGACTTTCAACTGATTCCAATGATAAGTAAATGCAGAACCAAAGAAGGAAGACGGAAAACAAACCTATATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGATGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGACCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAATCACCTAAGGGAGTGGAGGAAGGTTCCATCGGGAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCGCAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTCGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA

- ATGGAAGACTTTGTGCGACAGTGCTTCAATCCAATGATCGTCGAGCTTGCGGAAAAGGCAATGAAAGAATATGGGGAAGATCCGAAAATCGAAACAAACAAATTCGCATCAATATGCACACACTTAGAAGTCTGCTTCATGTACTCTGATTTCCACTTCATCGACGAACGAGGCGAATCAACTATAATAGAATCTGGCGATCCAAATGCGCTGCTGAAACACCGATTTGAAATAATCGAAGGGAGAGACCGAACAATGGCCTGGACAGTGGTGAATAGTATCTGCAACACCACAGGAGCCGAAAAACCCAAATTTCTCCCGGATCTGTATGACTACAAGGAAAACCGTTTCATTGAAATTGGAGTGACGAGGAGGGAAGTCCACATATATTACCTAGAGAAAGCCAATAAAATAAAATCCGAGAAGACACACATCCATATTTTTTCATTCACTGGAGAAGAGATGGCCACCAAAGCAGATTACACTCTTGACGAAGAAAGCAGGGCAAGAATCAAAACCAGGCTGTTCACCATAAGGCAGGAAATGGCCAGCAGGGGTCTATGGGATTCCTTTCGTCAGTCTGAAAGAGGCGAAGAAACAATTGAAGAAAGATTTGAAATCACAGGAACCATGCGCAGGCTTGCCGACCAAAGTCTCCCACCGAACTTCTCCAGCCTTGAAAACTTTAGAGCCTATGTGGATGGATTCGAACCGAACGGCTGCATTGAGGGCAAGCTTTCTCAGATGTCAAAAGAAGTGAACGCCAGAATTGAGCCATTTCTAAGAACAACACCACGCCCTCTCAGATTGCCTAATGGGCCTCCCTGCTCTCAGCGGTCGAAATTCTTGCTGATGGATGCTCTGAAATTAAGCATTGAGGACCCGAGCCACGAAGGGGAGGGGATACCGCTATATGATGCGATCAAATGCATGAAAACGTTCTTCGGGTGGAAAGAGCCCAACATTATCAAACCACATGAGAAAGGCATAAACCCCAATTATCTCCTGACTTGGAAGCAGGTGCTAGCAGAACTTCAGGACATTGAAAATGAAGAGAAGATTCCAAGGACAAAGAACATGAAGAAAACAAGCCAATTAAAGTGGGCACTCGGTGAGAACATGGCACCGGAGAAGGTGGACTTTGAGGATTGCAAAGATGTCAACGACTTGAAACAGTACAACAGTGATGAGCCAGAGCCCAGATCACTAGCATGTTGGATCCAGAATGAATTCAACAAGGCGTGTGAACTGACTGACTCAAGCTGGGTAGAACTTGATGAAATAGGGGAAGATGTTGCCCCAATCGAACACATTGCAAGCATGAGACGGAACTATTTTACAGCAGAGGTGTCCCACTGCAGGGCTACTGAATATATAATGAAGGGAGTGTACATAAATACAGCTTTGCTCAATGCATCTTGTGCAGCCATGGATGACTTTCAACTGATTCCAATGATAAGTAAATGTAGAACCAAAGAAGGAAGACGGAAAACAAACCTGTATGGATTCATTATAAAAGGAAGATCTCATTTGAGGAATGATACCGATGTGGTAAACTTTGTAAGTATGGAATTTTCCCTTACCGACCCAAGGTTGGAACCACATAAATGGGAAAAGTATTGTGTTCTTGAAATAGGGGACATGCTCCTGCGAACTGCAGTAGGCCAAGTGTCAAGACCCATGTTTCTGTATGTGAGAACCAATGGGACCTCCAAGATCAAGATGAAATGGGGTATGGAAATGAGACGCTGCCTTCTTCAATCTCTCCAACAGATTGAGAGCATGATTGAAGCTGAATCCTCCGTCAAAGAGAAAGACCTGACCAAAGAATTCTTTGAAAACAAATCAGAAACATGGCCAATTGGAGAGTCACCTAAAGGAGTGGAGGAAGGTTCCATCGGGAAGGTGTGCAGAACCTTACTAGCAAAATCTGTATTCAACAGCCTATATGCATCTCCGCAACTCGAGGGGTTCTCAGCTGAATCGAGAAAACTGCTACTCATTGTTCAGGCGCTTAGGGATAACCTGGAACCTGGAACCTTTGATCTTGAAGGGCTATATGAAGCAATCGAGGAGTGCCTGATTAATGATCCCTGGGTTTTGCTTAATGCATCTTGGTTCAACTCCTTCCTCACACATGCACTAAGA;

-END;

-

-BEGIN TREES;

-	TREE tree = (K,N,(D,(L,(J,(G,((C,(E,O)),(H,(I,(B,(A,(F,M)))))))))));

-END;

\ No newline at end of file

deleted file mode 100755

@@ -1 +0,0 @@

-(((((K:0.0245151,N:0.019108)Node5:0.0719836,D:0.0258507)Node4:0.0185486,L:0.00160607)Node3:0.00490454,J:0.00421135)Node2:0.0145442,G:0.0145687,((C:0.00886983,(E:0.0100596,O:0.0151697)Node15:0.00245533)Node13:0.00507224,(H:0.00666253,(I:0.00466618,(B:0.0102692,(A:0.00371759,(F:0.00224482,M:0.00291844)Node26:0.0086479)Node24:0.00258943)Node22:0.000928848)Node20:0.0063651)Node18:0.000322412)Node12:0.00749778);

\ No newline at end of file

deleted file mode 100755

@@ -1,128 +0,0 @@

-     15   2148

-

-A                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACAAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TCGACGAACG AGGCGAATCA ACTATTATAG AATCTGGCGA TCCAAATGCG TTGTTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACTGGAGTC GAAAAACCCA AATTTCTCCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTGACGA GGAGGGAAGT CCACATATAT TACCTAGAGA AAGCCAATAA AATAAAATCC GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAAAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTAAAGACAA CACCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA CGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC AACATCATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCCTGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAGGAC AAAGAACATG AAGAAAACAA GCCAATTAAA GTGGGCACTC GGTGAGAACA TGGCACCGGA GAAGGTGGAC TTTGAGGATT GCAAAGATGT CAACGACTTG AAACAGTACA ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CGTGTGAACT GACTGACTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCAGCCAT GGATGACTTT CAACTGATTC CAATGATAAG TAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGATGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA TATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGACCC ATGTTTCTGT ATGTGAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAGAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CACCTAAGGG AGTGGAGGAA GGTTCCATCG GGAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA TAGCCTATAT GCATCTCCGC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG AAGGGCTATA TGAAGCAATT GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-B                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACAAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TCGACGAACG AGGCGAATCA ACTATTATAG AATCTGGCGA TCCAAATGCG TTGCTGAAAC ATCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGGGAGTC GAAAAACCCA AATTTCTCCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTGACGA GGAGGGAAGT CCACATATAT TACCTAGAGA AAGCCAATAA AATAAAATCC GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAAAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGAGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GAAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTAAAGACAA CACCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGTTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA CGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACTT TCTTCGGGTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAACT ATCTCCTGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA CATTGAGAAT GAAGAGAAGA TTCCAAGGAC AAAGAACATG AAAAAAACAA GCCAATTAAA GTGGGCACTC GGTGAGAACA TGGCACCGGA GAAGGTGGAC TTTGAGGATT GCAAAGATGT CAACGACCTG AAACAGTACG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CATGTGAATT GACTGATTCA AGTTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGACGAA ACTATTTTAC GGCTGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTCTGCTC AATGCATCTT GTGCAGCCAT GGATGACTTC CAACTGATTC CAATGATAAG TAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGATGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGACCC ATGTTTCTGT ATGTGAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GTCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAAGGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CACCTAAGGG AGTGGAGGAA GGTTCCATCG GGAAGGTGTG TAGAACCTTA CTAGCAAAAT CTGTATTCAA TAGCCTATAT GCATCTCCGC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCACTTAGGG ACAACCTGGA ACCTGGAACC TTTGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-C                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TTGACGAACG AGGCGAATCA ACCATTATAG AATCTGGCGA TCCGAATGCA TTGTTGAAAC ATCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGGGAGTC GAGAAACCCA AATTTCTTCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTAACGA GGAGGGAAGT CCACATATAC TACCTAGAGA AAGCCAATAA AATAAAATCA GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAGAG CAGAGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTAAGGACAA CACCACGCCC TCTCAGATTG CCTAGTGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA TGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCATGAC TTGGAAGCAG GTTCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA CTCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTAAA ATGGGCACTC GGTGAAAACA TGGCACCGGA GAAGGTAGAC TTTGAAGATT GCAAAGATGT CAACGACCTG AAACAATACG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT TCAGAATGAA TTCAACAAGG CATGTGAATT GACCGATTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCTC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTT AATGCATCTT GTGCGGCCAT GGATGATTTT CAACTGATTC CAATGATAAG CAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACTGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACTGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTCCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAGGT GTCAAGGCCC ATGTTTCTGT ATGTGAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CACCTAAAGG AGTTGAGGAA GGTTCCATCG GAAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGTCTGTAT GCATCTCCAC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AATTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-D                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCGCAGC GATATGCACA CACTTAGAAG TCTGCTTCAT GTATTCGGAT TTCCACTTCA TTGACGAGCG AGGCGAATCA ATAATTGTAG AATCTGGCGA TCCAAATGCA CTGCTGAAAC ACCGATTTGA AATAATTGAA GGAAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACAGGGGTC GAGAAACCCA GATTACTCCC TGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTGACAC GGAGGGAAGT CCACATATAC TACCTAGAAA AAGCCAACAA GATAAAATCC GAAAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AAATGGCCAC CAAAGCCGAT TACACTCTTG ATGAAGAGAG CAGAGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGACAA GAAATGGCCA GCAGAGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAGACA ATTGAAGAAA GATTTGAAAT TACAGGAACC ATGCGTAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGGAT CGAACCATTC CTGAAGACAA CACCACGTCC CCTCAGATTG CCTGATGGGC CTCCTTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAGTTG AGCATTGAGG ACCCAAGTCA TGAAGGAGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACAT TCTTCGGCTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGTATA AACCCCAATT ATCTCTTGGC TTGGAAACAG GTACTGGCAG AACTTCAGGA TATTGAGAAT GAAGAGAAAA TTCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTGAA GTGGGCACTC GGTGAGAACA TGGCACCAGA AAAAGTGGAC TTTGATGATT GCAAAGATGT CAGCGATCTG AAACAGTATG ACAGTGATGA GCCAGAACCC AGATCACTAG CAAGCTGGAT CCAGAGTGAG TTCAACAAGG CATGCGAATT GACTGATTCA AGCTGGATAG AACTTGATGA GATAGGGGAA GATGTTGCTC CAATTGAGCA CATTGCAAGC ATGAGAAGGA ACTATTTCAC AGCGGAAGTG TCCCACTGCA GGGCCACTGA ATACATAATG AAGGGAGTGT ATATAAATAC AGCTCTGCTC AATGCATCCT GTGCGGCCAT GGATGACTCT CAGCTGATTC CAATGATAAG CAAATGCAGG ACCAAAGAAG GGAGACGGAA AACAAATCTG TATGGATTCA TCATAAAAGG AAGATCTCAC TTGAGGAACG ATACCGATGT GGTAAACTTC GTGAGTATGG AGTTTTCTCT TACCGACCCG AGGTTGGAAC CACACAAGTG GGAAAAGTAC TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAA TAGGCCAAGT ATCAAGGCCC ATGTTCCTAT ATGTAAGAAC CAATGGGACT TCCAAAATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA GTCCCTTCAA CAGATCGAGA GCATGACTGA GGCTGAATCT TCCGTCAAAG AGAAAGACAT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAGT CACCCAAGGG AGTGGAGGAA GGCTCCATTG GAAAGGTGTG CAGGACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAT GCATCTCCAC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG GAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTGAGA

-E                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TTGACGAACG AGGTGAATCA ACCATTATAG AATCTGGCGA TCCAAATGCA CTGTTGAAAC ACCGATTTGA AATAATCGAA GGAAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGCA TCTGCAACAC CACGGGAGTC GAGAAACCCA AATTTCTTCC AGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTAACGA GGAGGGAAGT CCACATATAC TACCTAGAGA AAGCCAATAA AATAAAATCA GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAGAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CTCAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTAAGGACAA CACCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGCTC CCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA CGAGGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGTTG GAAAGAGCCT AACATTATCA AACCACATGA GAAGGGCATA AACCCCAATT ATCTCATGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA TATTGAAAAT GAAGAGAAGA TTCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTAAA GTGGGCACTC GGTGAAAACA TGGCACCGGA GAAAATAGAC TTTGAAGACT GCAAAGATGT CAACGACCTG AAACAGTATG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGCTGGAT TCAGAATGAA TTCAACAAGG CATGTGAACT GACCGATTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC GGCTTTGCTT AATGCATCTT GTGCGGCCAT GGATGATTTT CAACTGATTC CAATGATAAG CAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCACAT TTGAGGAATG ATACCGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGCTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGGCCC ATGTTTCTGT ATGTTAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAGAGAA TTCTTTGAAA ACAAATCGGA AACATGGCCA ATTGGAGAAT CACCTAAGGG AGTGGAGGAA GGTTCCATCG GAAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAC GCATCTCCAC AACTCGAGGG GTTCTCAGCT GAATCAAGAA AATTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-F                               ATGGAAGACT TTGTGCGACA GTGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACAAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TCGACGAACG AGGCGAATCA ACTATAATAG AATCTGGCGA TCCAAATGCG CTGCTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACAGGAGCC GAAAAACCCA AATTTCTCCC GGATCTGTAT GACTACAAGG AAAACCGTTT CATTGAAATT GGAGTGACGA GGAGGGAAGT CCACATATAT TACCTAGAGA AAGCCAATAA AATAAAATCC GAGAAGACAC ACATCCATAT TTTTTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAAAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CTGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAGATGTCA AAAGAAGTGA ACGCCAGAAT TGAGCCATTT CTAAGAACAA CACCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGCCC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA CGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCCTGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAGGAC AAAGAACATG AAGAAAACAA GCCAATTAAA GTGGGCACTC GGTGAGAACA TGGCACCGGA GAAGGTGGAC TTTGAGGATT GCAAAGATGT CAACGACTTG AAACAGTACA ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CGTGTGAACT GACTGACTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCTCACTGCA GGGCTACTGA ATATATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCAGCCAT GGATGACTTT CAGCTGATTC CAATGATAAG TAAATGTAGA ACCAAAGAAG GAAGACGGAA AACAAACCTG TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA CATGATCCTG CGAACTGCAG TAGGCCAAGT GTCAAGACCC ATGTTTCTGT ATGTGAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAGT CACCTAAAGG AGTGGAGGAA GGTTCCATCG GGAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAT GCATCTCCGC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTTGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-G                               ATGGTAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAGT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCTCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCATTTCA TTGACGAACG AGGCGAATCA ACTATTATAG AATCTGGCGA TCCAAATGCG TTGTTGAAAC ACCGATTTGA AATAATTGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGAGAGTC CAGAAACCCA AATTTCTTCC GGATCTGTAT GACTACCAGG AGAACCGATT CATTGAAATT GGAGTAACGA GGAGGGAAGT CCACATATAC TACCTAGAGA AAGCCAATAA AATAAAATCC GATAATACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAGAG TAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CTGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGCCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAACCATTT CTAAGGACAA CACCACGCCC CCTCAGATTG CCTAATGGCC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCTAGCTA CGAAGGGGAG GGAATACCGC TATATGATGC GATCAAATGC ATGAAAACAT TCTTCGGATG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCCTGAC TTGGAAGCAG GTGCTGGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTAAA GTGGGCACTC GGTGAGAACA TGGCACCGGA AAAGGTGGAC TTTGAAGATT GCAAAGATGT CAACGACCTG AAACAGTACG ACAGTGATGA ACCGGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CATGTGAGTT GACTGATTCA AGCTGGATAG AACTTGATGA AATAGGAGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGAAGGA ACTATTTTAC AGCGGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTCTGCTC AATGCATCTT GTGCGGCCAT GGATGACTTT CAACTGATTC CAATTATAAG CAAATGTAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCG AGGTTGGAAC CACATAAATG GGAAAAGTAC TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCGAGGCCC ATGTTCCTTT ATGTGAGAAC CAATGGGACT TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAGT CACCCAAGGG AGTGGAGGAA GGCTCCATCG GAAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAT GCATCACCAC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG GAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT ---------- ---------- ---------- ---------- --------

-H                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCGCATC AGTATGCACA CACTTAGAAG TATGCTTCAT GTACTCTGAT TTCCACTTCA TTGACGAACG AGGCGAATCA ACTATTATAG AATCTGGCGA TCCAAATGCG TTGTTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGGGAGTC GAGAAACCCA AATTTCTTCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTAACGA GGAGGGAAGT CCACATATAC TACCTAGAGA AAGCCAATAA AATAAAATCC GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAAAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGATCCATTT CTAAGGACAA CCCCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA CGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ACCTCCTGAC TTGGAAGCAA GTGCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTAAA GTGGGCACTC GGTGAGAACA TGGCACCGGA GAAGGTGGAC TTTGAAGATT GCAAAGATGT CAACGACCTG AAACAGTACG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAG TTCAACAAGG CATGTGAATT GACTGATTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGGCGGA ACTATTTTAC AGCAGAGGTT TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCGGCCAT GGATGACTTT CAACTGATTC CAATGATAAG CAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCACAT TTGAGGAATG ATACCGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGAGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGGCCC ATGTTTCTGT ATGTGAGAAC CAATGGGATC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCAGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CACCTAAGGG AGTGGAGGAA GGTTCCATCG GAAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAT GCATCTCCAC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTACTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-I                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACAAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TCGACGAACG AGGCGAATCA ACTATTATAG AATCTGGCGA TCCAAATGCG CTGCTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGGGAGTC GAAAAACCCA AATTTCTCCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTGACGA GGAGGGAAGT CCACATATAT TACCTAGAGA AAGCCAATAA AATAAAATCC GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAAAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CTGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTAAGGACAA CACCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA TGAGGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCCTGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAAGAC AAAGAACATG AAAAAAACAA GCCAATTAAA GTGGGCACTC GGTGAAAACA TGGCACCGGA GAAGGTGGAC TTTGAGGATT GCAAAGATGT CAACGACCTG AAACAGTACG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CATGTGAATT GACTGATTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCTC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCCCACTGCA GGGCTACTGA ATATATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCAGCCAT GGATGACTTT CAACTGATTC CAATGATAAG TAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAC TTGAGGAATG ATACCGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGACCC ATGTTTCTGT ATGTGAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CACCTAAAGG AGTGGAGGAA GGTTCCATCG GGAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAT GCATCTCCGC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTCGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-J                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCGCAGC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TTGACGAACG AGGCGAATCA ACAATTATAG AATCTGGCGA TCCAAATGCG TTATTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGAGAGTC GAGAAACCCA AATTTCTTCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTGACGC GGAGGGAAGT CCACATATAC TACCTAGAAA AAGCCAACAA GATAAAATCC GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AAATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAGAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAGAGAGG CGAAGAGACA ATTGAAGAAA GATTTGAGAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTCAGGACAA CACCACGTCC CCTCAGATTG CCTAATGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA TGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACAT TCTTCGGATG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCTAATT ATCTCCTGGC TTGGAAGCAG GTACTGGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TCCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTGAA GTGGGCACTC GGTGAGAACA TGGCACCGGA AAAAGTGGAC TTTGAAGATT GCAAAGATGT CAGCGATCTG AAACAGTATG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CATGTGAATT GACTGATTCA AGCTGGATAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATTGAGCA CATTGCAAGC ATGAGAAGGA ACTATTTCAC AGCGGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCGGCCAT GGATGACTTT CAACTGATTC CAATGATAAG CAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGACGT GGTAAATTTT GTAAGTATGG AGTTTTCCCT TACCGACCCG AGATTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGGCCC ATGTTCCTGT ATGTGAGAAC CAATGGGACT TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCT TCCGTCAAAG AGAAAGACTT GACCAAAGAA TTCTTTGAAA ACAAGTCAGA AACATGGCCA ATTGGAGAGT CACCCAAGGG AGTGGAGGAA GGCTCCATCG GAAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGTCTATAT GCATCTCCAC AACTCGAGGG GTTCTCAGCA GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACT TTCGATCTTG GGGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTGAGA

-K                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATTG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACAAACA AATTTGCCGC AATATGCACA CACTTAGAAG TCTGTTTCAT GTATTCGGAT TTCCACTTTA TTGATGAACG AGGCGAATCA ATAATTGTAG AATCTGGCGA TCCGAATGCA TTATTGAAAC ACCGATTTGA GATAATTGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGCA TTTGCAACAC CACAGGAGTC GATAAGCCTA AATTCCTACC TGATTTGTAT GATTATAAAG AAAACCGATT CATTGAAATT GGAGTGACGC GAAGGGAAGT TCACATATAC TATCTAGAAA AAGCCAACAA GATAAAGTCA GAGAAGACAC ACATTCACAT ATTCTCATTC ACTGGAGAGG AAATGGCCAC CAAAGCGGAC TACACCCTTG ATGAAGAGAG CAGGGCAAGA ATAAAAACCA GGCTATTCAC CATAAGACAA GAAATGGCCA GTAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAGAGAGG CGAAGAGACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ATGCCAGAAT TGAGCCTTTT CTGAAGACAA CACCACGCCC TCTCAGATTG CCTGATGGGC CTCCCTGCTC TCAGCGGTCA AAGTTCTTGC TGATGGATGC CCTTAAATTA AGCATCGAAG ACCCGAGTCA TGAGGGGGAA GGTATACCGC TGTATGATGC AATCAAATGC ATGAAGACAT TTTTTGGCTG GAAAGAGCCC AACATCGTAA AACCACATGA AAAAGGCATA AATCCCAATT ACCTCCTGGC TTGGAAGCAG GTGCTGGCAG AACTCCAAGA TATTGAAAAT GAGGAGAAAA TCCCAAAAAC AAAGAACATG AAGAAAACAA GCCAATTGAA GTGGGCACTT GGTGAGAATA TGGCACCAGA AAAAGTGGAC TTTGAGGACT GCAAAGATAT TAGCGATCTA AGACAGTATG ACAGTGACGA ACCGGAATCT AGATCGCTAG CAAGCTGGGT CCAGAGTGAA TTTAACAAGG CATGCGAACT GACAGATTCG AGTTGGATTG AACTTGATGA AATAGGGGAA GACATTGCTC CAATTGAACA CATTGCGAGT ATGAGGAGGA ACTATTTCAC AGCGGAAGTA TCCCATTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAACAC AGCCCTATTG AATGCATCCT GTGCAGCCAT GGATGACTTC CAACTGATTC CAATGATAAG CAAGTGCAGA ACCAAAGAAG GAAGACGGAA GACAAATCTG TATGGATTCA TCATAAAAGG AAGATCCCAT TTGAGGAATG ACACCGATGT GGTAAACTTT GTGAGCATGG AATTCTCTCT CACTGACCCG AGGCTGGAGC CACACAAATG GGAAAAGTAC TGCGTTCTTG AGATAGGAGA TATGCTCCTA CGGACTGCAA TAGGTCAAGT GTCAAGGCCC ATGTTCCTGT ATGTGAGAAC CAATGGGACT TCCAAGATCA AAATGAAATG GGGCATGGAG ATGAGGCGAT GCCTTCTTCA GTCCCTTCAA CAAATTGAGA GCATGATTGA GGCCGAGTCC TCTGTCAAAG AGAAGGACAT GACCAAGGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CCCCCAAAGG AGTGGAAGAA GGCTCCATTG GGAAGGTGTG CAGAACATTG TTAGCAAAGT CTGTGTTCAA CAGCCTATAT GCATCTCCAC AACTCGAGGG GTTTTCAGCT GAATCAAGAA AATTGCTTCT CATTGTTCAG GCACTTAGGG ACAACCTGGA ACCTGGAACC TTCGATCTTG GGGGGCTATA TGAAGCAATT GAGGAGTGCC TGATTAACGA TCCCTGGGTT TTGCTTAATG CGTCTTGGTT CAACTCCTTC CTCACACATG CATTGAAA

-L                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTCGCAGC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCGGAT TTCCACTTCA TTGACGAACG AGGCGAATCA ACAATTATAG AATCTGGCGA TCCAAATGCG TTATTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACGGGAGTC GAGAAACCCA AATTTCTTCC GGATCTGTAT GACTACAAGG AAAACCGATT CATTGAAATT GGAGTGACGC GGAGGGAAGT CCACATATAC TACCTAGAAA AAGCCAACAA GATAAAATCC GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AAATGGCCAC CAAAGCAGAT TACACTCTTG ATGAAGAGAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGACAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAGAGAGG CGAAGAGACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT TGAGCCATTT CTAAGGACAA CACCACGTCC CCTCAGATTG CCTAATGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TTATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA TGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACAT TCTTCGGATG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCCTGGC TTGGAAGCAA GTACTGGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TCCCAAAGAC AAAGAACATG AAGAAAACAA GCCAATTGAA GTGGGCACTC GGTGAGAACA TGGCACCAGA AAAAGTGGAC TTTGAAGATT GCAAAGATGT CAGCGATCTG AAACAGTATG ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CATGTGAATT GACTGATTCA AGCTGGATAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATTGAGCA CATTGCAAGC ATGAGAAGGA ACTATTTCAC AGCGGAAGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCGGCCAT GGATGACTTT CAACTGATTC CAATGATAAG CAAATGCAGA ACCAAAGAAG GAAGACGGAA AACAAATCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGACGT GGTAAATTTT GTGAGTATGG AGTTTTCCCT TACCGACCCG AGGCTGGAAC CACATAAATG GGAAAAGTAC TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGGCCC ATGTTCCTGT ATGTGAGAAC CAATGGGACT TCCAAAATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCT TCCGTCAAAG AGAAAGACTT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAGT CACCCAAGGG AGT------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- ---------- --------

-M                               ATGGAAGACT TTGTGCGACA GTGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGACA ATGAAAGAAT ATGGGGAAGA TCCAAAAATC GAAACAAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TCGACGAACG TGGCGAATCA ACTATAATAG AATCTGGCGA TCCAAATGCG CTGCTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTA GTGAATAGTA TCTGCAACAC CACAGGAGCC GAAAAACCCA AATTTCTCCC GGATCTGTAT GACTACAAGG AAAACCGTTT CATTGAAATT GGAGTGACGA GGAGGGAAGT CCACATATAT TACCTAGAGA AAGCCAATAA AATAAAATCC GAGAAGACAC ACATCCATAT TTTTTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAAAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CTGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAGATGTCA AAAGAAGTGA ACGCCAGAAT TGAGCCATTT CTAAGAACAA CACCACGCCC TCTCAGATTG CCTAATGGGC CTCCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAGG ACCCGAGCCA CGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC AACATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTCCTGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAGGAC AAAGAACATG AAGAAAACAA GCCAATTAAA GTGGGCACTC GGTGAGAACA TGGCACCGGA GAAGGTGGAC TTTGAGGATT GCAAAGATGT CAACGACTTG AAACAGTACA ACAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT CCAGAATGAA TTCAACAAGG CGTGTGAACT GACTGACTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCCCACTGCA GGGCTACTGA ATATATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AATGCATCTT GTGCAGCCAT GGATGACTTT CAACTGATTC CAATGATAAG TAAATGTAGA ACCAAAGAAG GAAGACGGAA AACAAACCTG TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGATGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA CATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGACCT ATGTTTCTGT ATGTGAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCTCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCTGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAGT CACCTAAAGG AGTGGAGGAA GGTTCCATCG GGAAGGTGTG CAGAACCTTA CTAGCAAAAT CTGTATTCAA CAGCCTATAT GCATCTCCGC AACTCGAGGG GTTCTCAGCT GAATCGAGAA AACTGCTACT CATTGTTCAG GCGCTTAGGG ATAACCTGGA ACCTGGAACC TTTGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-N                               ATGGAAGACT TTGTGCGACA ATGCTTCAAT CCAATGATTG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACGAACA AATTTGCCGC AATATGCACA CACTTGGAAG TCTGTTTCAT GTATTCGGAT TTCCACTTTA TTGATGAACG GGGCGAATCA ATAATTGTAG AATCTGGCGA TCCGAACGCA TTATTGAAAC ACCGATTTGA GATAATTGAA GGAAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGTA TCTGCAACAC CACAGGGGTC GACAAGCCTA AATTCCTCCC AGATTTGTAT GACTACAAAG AGAACCGATT CATTGAAATT GGAGTGACAC GAAGGGAAGT TCACATATAC TATCTAGAAA AAGCTAACAA GATAAAATCG GAGAAGACAC ACATTCACAT ATTCTCATTC ACTGGAGAGG AAATGGCCAC CAAAGCAGAC TATACTCTTG ATGAAGAGAG CAGAGCAAGA ATCAAAACCA GGCTGTTCAC CATAAGGCAA GAAATGGCCA GTAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAGAGAGG CGAAGAGACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT TGAGCCATTT CTGAAGACAA CACCACGCCC TCTTAGATTA CCTGATGGGC CTCCCTGCTC TCAGCGGTCG AAGTTCTTGC TGATGGATGC TCTCAAATTA AGCATCGAAG ACCCGAGCCA TGAGGGGGAA GGTATACCAC TATATGATGC AATCAAATGC ATGAAGACAT TTTTCGGCTG GAAAGAGCCC AACATCGTAA AACCACATGA AAAAGGCATA AACCCCAATT ACCTCCTGGC TTGGAAGCAG GTGCTGGCAG AACTCCAAGA TATTGAAAAT GAAGAGAAAA TCCCAAAAAC AAAGAACATG AAGAAAACAA GCCAATTAAA ATGGGCACTT GGTGAGAATA TGGCACCAGA GAAAGTAGAC TTTGAGGACT GCAAAGATGT TAGCGATCTA AGACAGTATG ACAGTGATGA ACCAGAGTCT AGATCGCTAG CAAGCTGGAT CCAGAGCGAA TTCAACAAGG CATGCGAATT GACAGATTCG AGTTGGATTG AACTTGATGA AATAGGGGAG GACGTTGCTC CAATTGAGCA CATTGCGAGT ATGAGAAGAA ACTATTTCAC AGCGGAAGTA TCCCATTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAACAC AGCCCTGTTG AATGCATCCT GTGCAGCCAT GGATGACTTC CAACTGATTC CAATGATAAG CAAGTGCAGG ACCAAAGAAG GGAGACGGAA GACAAATCTG TATGGATTCA TTATAAAGGG GAGATCCCAT TTGAGGAATG ACACTGATGT GGTAAACTTT GTGAGCATGG AATTCTCTCT TACTGACCCG AGGCTGGAGC CATACAAGTG GGAAAAGTAC TGTGTCCTCG AGATAGGAGA CATGCTACTA CGGACTGCAA TAGGCCAAGT ATCAAGGCCC ATGTTCCTGT ATGTGAGAAC CAATGGGACT TCCAAGATTA AGATGAAATG GGGCATGGAG ATGAGGCGAT GCCTTCTTCA ATCCCTTCAA CAAATTGAAA GCATGATTGA GGCCGAGTCT TCTGTCAAAG AGAAGGACAT GACCAAAGAA TTCTTTGAAA ACAAATCAGA AACATGGCCA ATTGGAGAAT CCCCCAAAGG GGTGGAGGAA GGCTCCATTG GGAAGGTGTG CAGAACATTA CTAGCAAAAT CTGTGTTCAA CAGCCTATAT GCATCTCCAC AACTCGAGGG ATTTTCAGCT GAATCAAGAA AATTGCTTCT CATTGTTCAG GCACTTAGGG ACAACCTTGA ACCTGGGACC TTTGATCTTG GGGGGCTATA TGAAGCAATT GAGGAGTGCC TGATTAACGA TCCCTGGGTT TTGCTTAATG CGTCTTGGTT CAACTCCTTC CTCACACATG CACTGAAA

-O                               ATGGAAGACT TTGTGAGACA ATGCTTCAAT CCAATGATCG TCGAGCTTGC GGAAAAGGCA ATGAAAGAAT ATGGGGAAGA TCCGAAAATC GAAACAAACA AATTCGCATC AATATGCACA CACTTAGAAG TCTGCTTCAT GTACTCTGAT TTCCACTTCA TTGACGAAAG AGGCGAATCA ACCATTATAG AATCTGGCGA TCCAAATGCA CTGTTGAAAC ACCGATTTGA AATAATCGAA GGGAGAGACC GAACAATGGC CTGGACAGTG GTGAATAGCA TCTGCCACAC CACGGGAGTC GAGAAACCCA AATTTCTTCC GGATCTGTAT GACTACAAGG AAAGCCGATT CATTGAAATT GGAGTAACGA GGAGGGAAGT CCACATATAC TACCTAGAGA AAGCCAATAA AATAAAATCA GAGAAGACAC ACATCCACAT TTTCTCATTC ACTGGAGAAG AGATGGCCAC CAAAGCAGAT TACACTCTTG ACGAAGAGAG CAGGGCAAGA ATCAAAACCA GGCTGTTCAC TATCAGACAG GAAATGGCCA GCAGGGGTCT ATGGGATTCC TTTCGTCAGT CCGAAAGAGG CGAAGAAACA ATTGAAGAAA GATTTGAAAT CACAGGAACC ATGCGCAGGC TTGCCGACCA AAGTCTCCCA CCGAACTTCT CCAGCCTTGA AAACTTTAGA GCCTATGTGG ATGGATTCGA ACCGAACGGC TGCATTGAGG GCAAGCTTTC TCAAATGTCA AAAGAAGTGA ACGCCAGAAT CGAGCCATTT CTAAGGACTA CACCACGCCC TCTCAGATTG CCTAATGGGC CACCCTGCTC TCAGCGGTCG AAATTCTTGC TGATGGATGC TCTGAAATTA AGCATTGAAG ACCCGAGCCA CGAAGGGGAG GGGATACCGC TATATGATGC GATCAAATGC ATGAAAACGT TCTTCGGGTG GAAAGAGCCC ATCATTATCA AACCACATGA GAAAGGCATA AACCCCAATT ATCTTATGAC TTGGAAGCAG GTGCTAGCAG AACTTCAGGA CATTGAAAAT GAAGAGAAGA TTCCAAAGAC AAAAAACATG AAGAAAACAG GCCAATTAAA GTGGGCACTT GGTGAAAACA TGGCTCCGGA GAAAGTAGAC TTTGAGGACT GCAAAGATGT CAATGACCTG AAACAGTATG ATAGTGATGA GCCAGAGCCC AGATCACTAG CATGTTGGAT TCAGAATGAA TTCAACAAAG CATGTGAATT GACCGATTCA AGCTGGGTAG AACTTGATGA AATAGGGGAA GATGTTGCCC CAATCGAACA CATTGCAAGC ATGAGACGGA ACTATTTTAC AGCAGAGGTG TCCCACTGCA GGGCTACTGA ATACATAATG AAGGGAGTGT ACATAAATAC AGCTTTGCTC AACGCATCTT GTGCGGCTAT GGATGATTTT CAACTGATTC CAATGATAAG CAAATGCAGA ACAAAAGAAG GAAGACGGAA AACAAACCTA TATGGATTCA TTATAAAAGG AAGATCTCAT TTGAGGAATG ATACCGACGT GGTAAACTTT GTAAGTATGG AATTTTCCCT TACCGACCCA AGGTTGGAAC CACATAAATG GGAAAAGTAT TGTGTTCTTG AAATAGGGGA TATGCTCCTG CGAACTGCAG TAGGCCAAGT GTCAAGGCCC ATGTTTCTGT ATGTTAGAAC CAATGGGACC TCCAAGATCA AGATGAAATG GGGTATGGAA ATGAGACGCT GCCTTCTTCA ATCCCTCCAA CAGATTGAGA GCATGATTGA AGCTGAATCC TCCGTCAAAG AGAAAGACCT GACCAAAGAA TTCTTTGAAA ACAAATCAGA GACATGGCCA ATTGGAGAAT CACCTAAGGG AGTGGAGGAA GGTTCCATCG GAAAGGTGTG CAGAACCTTA CTAGCAAAAT CGGTATTCAA CAGCCTATAT GCATCTCCAC AACTAGAGGG GTTCTCAGCT GAGTCGAGAA AATTGCTACT CATTGTTCAG GCGCTTAGGG ACAACCTGGA ACCTGGAACC TTCGATCTTG AAGGGCTATA TGAAGCAATC GAGGAGTGCC TGATTAATGA TCCCTGGGTT TTGCTTAATG CATCTTGGTT CAACTCCTTC CTCACACATG CACTAAGA

-

-

-

-Printing out site pattern counts

-

-

-        15        262  P

-

-A                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGTTTTT TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TT

-B                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAGGGGTA CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCT TTTTTTTAAA AAAGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGTCCCCC CCCGTTTTTT TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TT

-C                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAGGGGG GGGGAAAGAC AACCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCT TTTTTTTTTC CCCTTTTAAG GGGAAAAAAA AAAAAGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGTTGCCCTT TTTGCCCCCC CTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TT

-D                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAACCGGG GGGGGGGGGG GGGGGAAAAG GGGGAAGGGC CTAACCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCCTTT TTTTTTTTTC CCCCCCTTTC CCCCTTTAAA GGGAAAAAGG GGGGTAAAAA AAAAAAAAAA CGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GTAGACCCCC TTTAACCTTT TAACCCCCCC CCCCCGGTTT TTTTTTTTTT TTTTTTTTTT TT

-E                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAGGTAAAAA AAAAAAAAAA AAAAAAAAGG GGGGAAAGAC AACCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCCCCTCCC CCCCCCCTTC CCTTTTCCTC CCCCCTTAAG GGGAAAAGAA AGGGAAAGGG GGGGGGGGGT TAAGGGGGGG GGGGGGGGGG GGGGGGGGGG GAGGGCCCTT TTTGCCCCCT TTTCCTTTTT TTTTTTTACC CCCTTTTTTT TTTTTTTTTT TT

-F                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA GTAAAAAAAA AAAAAAAAAA AAGGGAAAGA AAAAAAAAAC CCCCACCCCC CCCCCCCCCC CCCCCCCCCC TTTTTTCCCC CCCCCCCCCC CCCCCCCCCC CCTCCCTAGG GGGGGGGGGG GAGGGGGGGG GGGGGGGGGG GGGAGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGCCTCT TTTATCTCTT TTTCTTTTTT TTTTTTTTTT TTTACCTTTT TTTTTTTTTT TT

-G                               --AAAAAAAA AAAAAAAAAA AAAAACGGGT AAAAAAA-AA AAAAAAAAAA GGAAGAAAGG GGGGAAAGGC CCACC--CCC CCCCCCCCCC CCCCCCCCCT CCCCTTCCCC CCCCCTTCCC CCCCCTCCTC CCCCTTTAAG GGGAAAGGAG GGGGAGGAAA GGGGGGGGTG AGGG---AAA ACGGGGGGGG GGGGGGGGGG TGGGACCCTC TTTGTCCCTT TTTTTCCCCT TTTTTTTTTT TTTTTT-ACT TTTTTTTTTT TT

-H                               AAAAAAAAAA AAAAAAAAAA AACGGAAAAA AAAAAAAAAA AAAAAAAAAG AAAAAAAAGA GGGGAAAGAC CCCCCCCAAC CCCCCCCCCC CCCCCCCCTC CCCCCCCCCC CCCCCCCCCC CCCCCTCCTC CCCCTTTAAG GGGAAAGGAG GGGGAGGGGT GGGGGGGGGG GGGGAGGGGG GGAAGGGGGG GGGGGGGGGT GGGGGCCCTT TTTGTCCCTT TTTTTTTTTT TTTTTTTATT TTTTTTTTTC TTTTTTTTTT TT

-I                               AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAGAAAAAA AAAAAAAAAA AAAAAAAAGA AAAAAAAGAC CCCCCCCCCC CCCCCCCCCC CCCCCCCCCC CCCTCTCCCC CCCCCCCCCC CCCCCCTTCC CCCCTTTAAG AGGAGGGGGA GAGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGGGGGG GGGGGCCCCT TTTGTCTCTT TTTCTTTTTC TTTTTTTTTT TTTTTTTTTT TTTTTTTTTT TT

-J                               AAAAAAAAAA AAAAAAAAAG GGAAAAAAAA AAAAAACGAA AAAACGGGGA GGAAGAAAGG GGGGAAAGGC CCATCCCCCC CCCCCCCCCC CCCCCTTTCC CCCCCCCCCC CCTTTCTCTC CTCCCTCTTC CCCCTTTAAG GGGAAAGGGG GGGGAAGAAG AGGGGGGGGG AGGGGGGAGG GGGGAAGGGG GGGGGGGGGG GGAGACCCTT TTTGACCCTT TTTTTCCCTT CTTTTGTTTT TTTTTTTTTT ACTTTTTTTT TT

-K                               AGAAAAAAAA ACGGGGTTTA GGAAGAAAGA AAAGAGCGAA AGGGGAAGGA GGAGAAAGAG AAGTAGAGGC ACAACCTCTA AACCCCCCCC TTTTTCCCCC CCTCCCCCTT TTCCTTTTTC TCCGTATTTC CTCCCTCAAG GAGAAGAGGG GAGGGAGAAG AAAAAGGGGG CAGGGAGGAG TGAGAGAAAA GGGGGGGGTA GTGGATTCTC CCTAACCTAT TACTCCCTCT CCCCTGGCCC CTTTTTTTTC TCACCCTTTT TT

-L                               -----AAAAA AA--AA-AAA -GAAAAAAAA AAAAAAC--A AAAGAGGGGA -GAAG-AAGG GGGGAAAGGC CCATC--CC- CC--CCCCCC --CCC-CTCC CCTCCCCC-C CTTTTCTCTC C-CC-TCTT- CC-CTTTAAG G-GA--GGGG GGGGAAGAAG AAAGGAGGGG A-GG---GGG GGGAAG-GGG ---GGGGTGG GGA-A-CCTT -TTGA-CCTT TTTTT-CCCT CTTTTGGTCT T-TTTT--TT -CT-TT--TT TT

-M                               AAAAAAAAAA TAAAAAAAAA AAAAAAAAAA GTAAAAAAAA AAAAAAAAAA AAAGGAAAGA AAAAAAAAAC CCCCCCCCTC CCCCCCCCCT CCCCCCCCCC CTTTTTCCCC CCCCCCCCCC CCCCCCCCCC CCTCCCTAGG GGGGGGGGGG GAGGGGGGGG GGGGGGGGGG GGGAGGGGGG GGGGGGGGGG GGGAGGGGGG GGGGGCCTCT TTTATCTTTT TTTCTTTTTT TTTTTTTTTT TTTACTTTTT TTTTTTTTTT TT

-N                               AGAAGAAAAG GCAGAGTATA GGAAAAAGAA AAAGAACGAA GAGGGAGAGA GGAGAAAGAG AGGCAAAGGC GCAACCCCTA ACCCACCCTC CTCTTCCCCC CCTCCCCCTC TTCTTTTTTT TCCGTCTTTC CTTCTTCAAG GAAAAGAAGG AAAGGAAAGG AAGAGGAGGG CAGGGAGGAG TGAGAGGAAG AGTGAGGGCA GAGGATCCTC CCTAACCTAC TACTCCCTCT CCCTTGGCCC TTTTTTTTTC TCACCTTTCT TT

-O                               AAAGAACGTA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAAA AAAAAAAAGG GAGGAAAGAC AACCCCCCCC CCACCACTCC CCCCTCCCCC CCCCCCCCCC CCCCCCCCTC CCTCTTCCTC CCCCTTTAAG GGGAAAAGAA AGGGGAGGGG GGAGGGGGGT GGGGGGGGGG GGGGGGGAGG GGGGGAGGGG GGGGGCTCTT CTTGCCCCCT TTTCTTTTTT TCTTTTTTTC CTTTTTTTTT TTTTTTGTTA CT

-

-

-

-   10    1   49    1    1  539    2    3    3    5    1    2    2    1    4

-   19    1    1    1    2    1    1    1    1    1    1    3    1    1    1

-    2    1    4    1    1    1    1    1    1    7    4    1    4    1    1

-    1    1    1    4    1    1    2    1    1    1    1    2    1    1    1

-    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1

-   13    1    1    1    1    2    1    1   35    1    3  283    5    5    1

-    1    1    8   19    1    1    1    1    1    3    1    2    1    1    1

-    1    2    5    1    1    4    2    1    1    2    1    1    1    1    1

-    1    1    2    1    1    1    1    1    1    1    2    1    1    1    1

-    1    1    1    1    1    1    1    1    1    1    1    1    1    1    1

-    1    1    1    1    1    1    1    1    1    1    2    2    1    3    1

-    1    2    2    3    1    1    1    1    1    1    1    4    1    1    1

-    1    2    1    1    1    1    1    1   10    6    1   49    1    3    3

-    2  358    1    1    1    3    1    1    1    1    1    1    1    1    1

-    1    1    1    1    1    1    2    1    1    1    1    1    1    1    1

-    1    2    1    1    1    2    1    3    1    7    1    1    1    1    1

-    1    1    1    1    1    1   16    1    1    1    1    1    1    1   11

-    5    1   47    3    1    1  331

-

-

-BASEML (in paml version 4.7b, October 2013)  sample.phy  HKY85 

-Frequencies..

-                                    T      C      A      G

-A                              0.22114 0.20810 0.33520 0.23557

-B                              0.22207 0.20717 0.33613 0.23464

-C                              0.22346 0.20531 0.33752 0.23371

-D                              0.21834 0.20950 0.33287 0.23929

-E                              0.21974 0.20903 0.33752 0.23371

-F                              0.22114 0.20717 0.33473 0.23696

-G                              0.22000 0.20810 0.33667 0.23524

-H                              0.22020 0.20857 0.33659 0.23464

-I                              0.22020 0.20857 0.33659 0.23464

-J                              0.22067 0.20717 0.33240 0.23976

-K                              0.22626 0.20065 0.33240 0.24069

-L                              0.21455 0.20393 0.34413 0.23739

-M                              0.22300 0.20624 0.33566 0.23510

-N                              0.22486 0.20205 0.33194 0.24115

-O                              0.22207 0.20577 0.33799 0.23417

-

-Homogeneity statistic: X2 = 0.00172 G = 0.00172 

-

-Average                        0.22124 0.20651 0.33582 0.23644

-(Ambiguity characters are used to calculate freqs.)

-

-

-# constant sites:   1511 (70.34%)

-Distances:HKY85 (kappa)  (alpha set at 0.00)

-This matrix is not used in later m.l. analysis.

-

-(Pairwise deletion.)

-A                

-B                  0.0166(15.4440)

-C                  0.0287(22.1975)  0.0333(18.0062)

-D                  0.0754(22.2561)  0.0767(19.3824)  0.0761(17.8806)

-E                  0.0318(17.1224)  0.0391(16.2735)  0.0225(13.8216)  0.0764(17.9572)

-F                  0.0162(15.0601)  0.0252(15.6774)  0.0360(19.6440)  0.0806(20.4368)  0.0386(15.9985)

-G                  0.0367( 9.5552)  0.0406( 9.0753)  0.0384( 7.8258)  0.0696(10.8602)  0.0426( 7.6864)  0.0414( 9.2909)

-H                  0.0194( 9.6890)  0.0252( 9.7890)  0.0218( 7.1796)  0.0719(14.6771)  0.0252( 8.6086)  0.0273(10.7657)  0.0287( 4.5230)

-I                  0.0135(54.6956)  0.0171(22.0537)  0.0230(22.2285)  0.0692(22.1440)  0.0287(18.1646)  0.0153(19.4299)  0.0337( 9.5072)  0.0179(10.5838)

-J                  0.0394(21.6083)  0.0446(18.7827)  0.0380(13.9511)  0.0530(20.1506)  0.0431(13.0561)  0.0468(19.7959)  0.0337( 6.6209)  0.0331( 9.5593)  0.0365(23.5148)

-K                  0.1240(17.0782)  0.1287(16.4374)  0.1284(17.0664)  0.1077(20.4025)  0.1247(16.5014)  0.1375(17.6641)  0.1293(12.4993)  0.1251(14.2160)  0.1267(18.2623)  0.1128(17.5192)

-L                  0.0437(20.7844)  0.0477(17.3542)  0.0435(15.6702)  0.0524(21.8503)  0.0468(12.2463)  0.0516(18.9096)  0.0387( 7.4491)  0.0373( 9.3432)  0.0418(23.4940)  0.0103(10.6081)  0.1085(17.6324)

-M                  0.0163(15.1488)  0.0253(15.7389)  0.0375(20.5193)  0.0815(20.7069)  0.0400(16.6832)  0.0056( 9.8126)  0.0429( 9.7040)  0.0281(11.1277)  0.0167(21.4041)  0.0483(20.4943)  0.1356(17.4249)  0.0533(19.6122)

-N                  0.1214(18.1911)  0.1212(16.6573)  0.1170(16.7233)  0.1003(18.8720)  0.1202(17.2301)  0.1314(18.1997)  0.1249(12.8386)  0.1201(14.6230)  0.1208(18.9424)  0.1062(18.0677)  0.0439(28.6097)  0.1025(19.8363)  0.1292(17.8860)

-O                  0.0352( 7.8629)  0.0412( 8.1654)  0.0288( 6.6438)  0.0834(11.3630)  0.0261( 5.8398)  0.0434( 8.6998)  0.0482( 5.5609)  0.0311( 4.5253)  0.0329( 7.8806)  0.0486( 8.1478)  0.1310(12.2572)  0.0527( 8.6732)  0.0448( 9.0610)  0.1296(12.9068)

-

-TREE #  1:  (11, 14, (4, (12, (10, (7, ((3, (5, 15)), (8, (9, (2, (1, (6, 13)))))))))));  MP score: -1.00

-lnL(ntime: 27  np: 28):  -6174.628214    +0.000000

-  16..11   16..14   16..17   17..4    17..18   18..12   18..19   19..10   19..20   20..7    20..21   21..22   22..3    22..23   23..5    23..15   21..24   24..8    24..25   25..9    25..26   26..2    26..27   27..1    27..28   28..6    28..13 

- 0.023919 0.018389 0.056417 0.023875 0.018630 0.001678 0.004740 0.004381 0.014044 0.014390 0.007492 0.004932 0.008732 0.002765 0.009753 0.015000 0.000477 0.006614 0.006235 0.004610 0.001118 0.010113 0.002563 0.003610 0.008532 0.002339 0.002838 12.707072

-SEs for parameters:

- 0.003810 0.003434 0.005779 0.003857 0.003498 0.001133 0.001659 0.001527 0.002709 0.002770 0.001989 0.001591 0.002149 0.001216 0.002249 0.002753 0.000557 0.001836 0.001772 0.001654 0.000874 0.002270 0.001162 0.001389 0.002187 0.001115 0.001176 1.619616

-

-tree length =   0.27819

-

-(K, N, (D, (L, (J, (G, ((C, (E, O)), (H, (I, (B, (A, (F, M)))))))))));

-

-(K: 0.023919, N: 0.018389, (D: 0.023875, (L: 0.001678, (J: 0.004381, (G: 0.014390, ((C: 0.008732, (E: 0.009753, O: 0.015000): 0.002765): 0.004932, (H: 0.006614, (I: 0.004610, (B: 0.010113, (A: 0.003610, (F: 0.002339, M: 0.002838): 0.008532): 0.002563): 0.001118): 0.006235): 0.000477): 0.007492): 0.014044): 0.004740): 0.018630): 0.056417);

-

-Detailed output identifying parameters

-

-Parameters (kappa) in the rate matrix (HKY85) (Yang 1994 J Mol Evol 39:105-111):

- 12.70707

-

-check convergence..

deleted file mode 100755

@@ -1,5679 +0,0 @@

-Supplemental results for BASEML

-

-seqf:  sample.phy

-treef: sample.nwk

-

-

-TREE #  1

-

-Ancestral reconstruction by BASEML.

-

-(K: 0.023919, N: 0.018389, (D: 0.023875, (L: 0.001678, (J: 0.004381, (G: 0.014390, ((C: 0.008732, (E: 0.009753, O: 0.015000): 0.002765): 0.004932, (H: 0.006614, (I: 0.004610, (B: 0.010113, (A: 0.003610, (F: 0.002339, M: 0.002838): 0.008532): 0.002563): 0.001118): 0.006235): 0.000477): 0.007492): 0.014044): 0.004740): 0.018630): 0.056417);

-

-(11, 14, (4, (12, (10, (7, ((3, (5, 15)), (8, (9, (2, (1, (6, 13)))))))))));

-

-  16..11   16..14   16..17   17..4    17..18   18..12   18..19   19..10   19..20   20..7    20..21   21..22   22..3    22..23   23..5    23..15   21..24   24..8    24..25   25..9    25..26   26..2    26..27   27..1    27..28   28..6    28..13 

-

-tree with node labels for Rod Page's TreeView

-(11_K, 14_N, (4_D, (12_L, (10_J, (7_G, ((3_C, (5_E, 15_O) 23 ) 22 , (8_H, (9_I, (2_B, (1_A, (6_F, 13_M) 28 ) 27 ) 26 ) 25 ) 24 ) 21 ) 20 ) 19 ) 18 ) 17 ) 16 ;

-

-Nodes 16 to 28 are ancestral

-Unreliable at sites with alignment gaps

-

-(1) Marginal reconstruction of ancestral sequences

-(eqn. 4 in Yang et al. 1995 Genetics 141:1641-1650).

-

-Prob of best state at each node, listed by site

-

-   site   Freq   Data: 

-

-   1    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-   2    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-   3    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-   4    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-   5      1   AAAAAATAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(0.999) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-   6    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-   7    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-   8    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-   9    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  10    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  11    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  12    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  13    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  14    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  15    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  16      3   CCCCCCCCCCCCCCA: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  17    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  18    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  19    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  20    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  21      2   AAAAAGAAAAAAGAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(0.999) G(0.999) 

-  22    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  23    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  24    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  25    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  26    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  27    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  28    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  29    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  30    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  31    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  32    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  33    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  34    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  35    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  36    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  37    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  38    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  39     19   CCCCCCCCCCTCCTC: T(0.994) C(0.994) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  40    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  41    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  42    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  43    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  44    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  45    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  46    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  47    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  48    331   TTTTTTTTTTTTTTT: T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) T(1.000) 

-  49    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  50    283   CCCCCCCCCCCCCCC: C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) C(1.000) 

-  51    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  52    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

-  53    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  54    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  55    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  56    539   AAAAAAAAAAAAAAA: A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) A(1.000) 

-  57    358   GGGGGGGGGGGGGGG: G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) G(1.000) 

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