changeset 17:5343ef57827f draft

Deleted selected files

--- a/2.4/LICENCE.txt	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,59 +0,0 @@
-
-SoftSearch software terms of use (download)
-
-Mayo Foundation and Medical Education and Research (MFMER), has created SoftSearch software that identifies structural variations from whole-genome sequencing data (.Software.).
-
-Using the Software indicates your agreement to be bound by the terms of this Software User Agreement (.Agreement.). Absent your agreement to the terms below, you (the .End User.) have no rights to hold or use the Software whatsoever.
-
-MFMER agrees to grant hereunder the limited non-exclusive license to End User for the use of the Software in performance of End User.s internal, non-profit research at End User.s institution on the following terms and conditions:
-
-1. NO REDISTRIBUTION. Software remains the property MFMER and End User shall not publish, distribute, or otherwise transfer or make available the Software to any other party.
-
-2. NO COMMERCIAL USE. The End User shall not use Software for commercial purposes and any such use hereunder this license is explicitly prohibited. This includes, but is not limited to, use of Software in fee for service core laboratories or to provide services to, or commercial sponsored research for third parties for a fee. If End User wishes to use Software for any commercial purposes, End User will need to execute a separate licensing agreement with the MFMER. Requests for the use of Software for commercial purposes, please contact:
-
-To MAYO:	Mayo Foundation for Medical Education and Research
-Mayo Clinic Ventures . BB4
-200 First Street SW
-Rochester, Minnesota 55905-0001
-Attn:  Ventures Operations
-Phone:  [phone]
-Facsimile:  [phone]
-Email:  [e-mail] 
-Fed Tax ID: 41-1506440
-
-3. OWNERSHIP AND COPYRIGHT NOTICE. MFMER owns all intellectual property in the Software. End User shall gain no ownership to the Software. End User shall not remove or delete and shall retain in the Software and any modifications to Software, the copyright, trademark, or other notices pertaining to Software as provided with the Software.
-
-4. FEEDBACK. In order to improve the Software, comments from End Users may be useful. End User agrees to provide MFMERwith feedback on the End User's use of the Software e.g. any bugs in the Software, the user experience etc. MFMER is permitted to use such information provided by End User in making changes and improvements to the Software without compensation or an accounting to End User.
-
-5. NON ASSERT. End User acknowledges that MFMER may develop modifications to Software that may be based on the feedback provided by End User under Section 4. MFMER shall not be constrained in any way by End User regarding MFMER's use of such information. End User acknowledges the right of MFMER to prepare, publish and or use modifications to the Software that may be substantially similar or functionally equivalent to End User's modifications, and/or improvements if any. In the event that End User obtains patent protection for any modification or improvement to Software, End User agrees not to allege or enjoin infringement of End User's patent against MFMER, or any of its researchers, medical or research staff, officers, directors, and employees.
-
-6. PUBLICATION & ATTRIBUTION. End User has the right to publish, present, or share results from the use of the Software. If utilization of the Software results in outcomes which will be published, End User shall acknowledge MFMER as the provider of the Software, shall specify the version of the Software used and cite the following reference:
-
-_______________________________
-_______________________________
-
-7. NO CLINICAL USE. The Software is for academic research use only and it is not approved for clinical, diagnostic or treatment purposes. End User shall not use the Software for clinical, diagnostic or treatment purposes and any such uses are expressly prohibited.
-
-8. NO WARRANTIES. THE SOFWARE IS EXPERIMENTAL IN NATURE AND IS MADE AVAILABLE .AS IS,. WITHOUT OBLIGATION BY MFMER TO PROVIDE ACCOMPANYING SERVICES OR SUPPORT. ANY RISK ASSOCIATED WITH USE OF THE SOFTWARE IS AT THE SOLE RISK OF INSTITUTION AND END USER. MFMER MAKES NO WARRANTIES, EXPRESSED OR IMPLIED, REGARDING THAT QUALITY OF ANY PRODUCT PRODUCED UNDER THIS AGREEMENT. UNDER NO CIRCUMSTANCES, SHALL MFMER BE LIABLE FOR INCIDENTAL, SPECIAL, INDIRECT, DIRECT OR CONSEQUENTIAL DAMAGES OR LOSS OF PROFITS, INTERRUPTION OF BUSINESS, OR RELATED EXPENSES WHICH MAY ARISE FROM THE USE OF THE SOFTWARE, INCLUDING BUT NOT LIMITED TO THOSE RESULTING FROM DEFECT IN SOFTWARE AND/OR DOCUMENTATION, OR LOSS OR INACCURACY OF DATA OF ANY KIND.
-
-MFMER EXPRESSLY DISCLAIMS ANY AND ALL WARRANTIES CONCERNING SOFTWARE, INCLUDING ANY WARRANTIES OF MERCHANTABILITY AND/OR FITNESS FOR ANY PARTICULAR PURPOSE, AND WARRANTIES OF PERFORMANCE, OR WARRANTY OF NON-INFRINGEMENT, AND ANY WARRANTY THAT MIGHT OTHERWISE ARISE FROM COURSE OF DEALING OR USAGE OF TRADE. NO WARRANTY IS EITHER EXPRESS OR IMPLIED WITH RESPECT TO THE USE OF THE SOFTWARE.
-
-9. INDEMNIFICATION. To the extent permitted by law, End User shall indemnify, defend and hold harmless MFMER, its corporate affiliates, current or future directors, trustees, officers, faculty, medical and professional staff, employees, students and agents and their respective successors, heirs and assigns (the .Indemnitees.), against any liability, damage, loss or expense (including reasonable attorney.s fees and expenses of litigation) incurred by or imposed upon the Indemnitees or any one of them in connection with any claims, suits, actions, demands or judgments arising from End User.s use of Software.  MFMER and MFMER.s Affiliates shall have no obligation to indemnify End User hereunder.
-
-This Section 9 indemnification clause shall survive expiration or termination of this Agreement.
-
-10. GOVERNING LAW. This Agreement is made and performed in Minnesota.  The terms and conditions of this Agreement, as well as all disputes arising under or relating to this Agreement, shall be governed by Minnesota law, specifically excluding its choice-of-law principles, except that the interpretation, validity and enforceability of the Patent Rights will be governed by the patent laws of the country in which the patent application is pending or issued.  This is not an Agreement for the sale of goods and as such Article 2 of the Uniform Commercial Code as enacted in Minnesota does not apply
-
-11. NON-USE OF NAME. Other than permitted under Sections 3 and 6, End User will not use for publicity, promotion or otherwise, any logo, name, trade name, service mark or trademark of MAYO or its Affiliates, including, but not limited to, the terms .MAYO®,. .MAYO Clinic®. and the triple shield MAYO logo, or any simulation, abbreviation or adaptation of the same, or the name of any MAYO employee or agent, without MAYO.s prior, written, express consent.  MAYO may withhold such consent in MAYO.s absolute discretion.  With regard to the use of MAYO.s name, all requests for approval pursuant to this Section must be submitted to the MAYO Clinic Public Affairs Business Relations Group, at the following e-mail address: [e-mail] at least five (5) business days prior to the date on which a response is needed.
-
-IN WITNESS WHEREOF, the Parties have caused this Agreement to be executed by their duly authorized representatives. 
-
-MAYO FOUNDATION FOR MEDICAL		COMPANY
-EDUCATION AND RESEARCH 
-
-By	_______________________			By	___________________________
-	Name:						Name:
-	Title:						Title:
-
-Date:	_______________________			Date:	______________________
-

Binary file 2.4/binary/String-Approx-3.27.tar.gz has changed

Binary file 2.4/binary/Text-LevenshteinXS-0.03.tar.gz has changed

--- a/2.4/install.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,316 +0,0 @@
-#!/usr/bin/perl
-
-=head1 NAME
-   install.pl
-
-=head1 SYNOPSIS
-    USAGE: install.pl --prefix=/location/of/install/dir
-
-=head1 OPTIONS
-
-B<--prefix, -p>
-	Required. Prefix location where package will be installed.
-
-B<--perl_exec, -e>
-	Optional.  If perl exec is other than /usr/bin/perl please specify location of perl install
-
-B<--help,-h>
-
-
-=head1  DESCRIPTION
-	Install package
-
-=head1  INPUT
-
-=head1  OUTPUT
-
-
-=head1  CONTACT
-  [e-mail]
-
-
-==head1 EXAMPLE
-	./install.pl --prefix=/prefix
-
-=cut
-
-use strict;
-use warnings;
-use Cwd;
-use Data::Dumper;
-use Pod::Usage;
-use Getopt::Long qw(:config no_ignore_case no_auto_abbrev pass_through);
-
-my %options = ();
-my $results = GetOptions (\%options,
-                          'prefix|p=s',
-						  'perl_exec|e=s',
-						  'help|h') || pod2usage();
-
-## display documentation
-if( $options{'help'} ){
-    pod2usage( {-exitval => 0, -verbose => 2, -output => \*STDERR} );
-}
-
-#############################################################################
-#### make sure everything passed was peachy
-&check_parameters(\%options);
-
-#### print time now.
-timestamp();
-
-my $this = {};
-my $progress = {};
-my $cmd = "";
-
-#### get current working dir
-$this->{source} = getcwd();
-
-$progress = getProgress();
-
-#### make logs dir
-$cmd = "mkdir -p $options{prefix}/logs";
-execute_cmd($cmd);
-
-#### installling libraries required for successfull run
-install_libraries();
-
-#### unpack binary dir containing all binary to be installed
-#### which are required for successfull run
-print STDERR "\n\nInstalling binaries...\n";
-
-#### install each package in binary folder.
-my @packages = qw(stringApprox levD);
-
-foreach my $tool (@packages) {
-	if ((exists $progress->{$tool}) && ($progress->{$tool})){
-		print STDERR "\t$tool already installed. Skipping...\n";
-	} else {
-		print STDERR "\tInstalling $tool...\n";
-
-		#### unpack and install each tool
-		eval("install_${tool}()");
-	}
-}
-
-#### copy source code and update paths for perl and libs
-install_source();
-
-#### completion message
-print "\n\n\tSoftSearch installation complete.  Use following command to initiate a test run\n";
-print "\n\tperl $options{prefix}/src/SoftSearch.pl -f {GENOME} -b {BAM_FILE}\n\n";
-
-#### print time now
-timestamp();
-
-#############################################################################
-sub check_parameters {
-    my $options = shift;
-
-	my @required = qw(prefix);
-
-	foreach my $key (@required) {
-		unless ($options{$key}) {
-			print STDERR "ARG: $key is required\n";
-			pod2usage({-exitval => 2,  -message => "error message", -verbose => 1, -output => \*STDERR});
-			exit(-1);
-		}
-	}
-
-	$options{'perl_exec'} = "/usr/bin/perl" unless($options{'perl_exec'});
-}
-
-#############################################################################
-sub getProgress {
-	my $hash = {};
-	my @sofar;
-
-	#### if file exists get progress so far.
-	if (-s "$options{prefix}/progress.txt") {
-		open(FHD, "<", "$options{prefix}/progress.txt") or die "Could not open file to read $options{prefix}/progress.txt";
-		while(<FHD>){
-			chomp $_;
-			push @sofar, $_;
-		}
-		close(FHD);
-
-		map { $hash->{$1} = $2 if( /([^=]+)\s*=\s*([^=]+)/ ) } @sofar;
-	}
-
-	#### return hash
-	return $hash;
-}
-
-#############################################################################
-sub setProgress {
-	my $hash = shift;
-
-	open(OUT, ">", "$options{prefix}/progress.txt") or die "Could not open file to write $options{prefix}/progress.txt";
-
-	foreach my $key (keys %{$hash}){
-		print OUT $key."=".$hash->{$key}."\n";
-	}
-
-	close(OUT);
-}
-
-#############################################################################
-sub install_libraries {
-	if ((exists $progress->{libraries}) && ($progress->{libraries})){
-		print STDERR "\tLibraries already installed. Skipping...\n";
-		return;
-	}
-
-	print STDERR "\n\nInstalling libraries...\n\n";
-	chdir($this->{source});
-
-	$cmd = "cp -r $this->{source}/library $options{prefix}/lib";
-	execute_cmd($cmd);
-
-	$progress->{libraries} = 1;
-	setProgress($progress);
-}
-
-#############################################################################
-sub install_stringApprox {
-	#### check and install dir
-	my $dir = "$options{prefix}/lib";
-	my $cmd = "";
-
-	$cmd = "mkdir -p $dir";
-	execute_cmd($cmd);
-
-	$cmd = "tar -zxvf $this->{source}/binary/String-Approx-3.27.tar.gz -C $this->{source}/binary";
-	execute_cmd($cmd);
-
-	chdir("$this->{source}/binary/String-Approx-3.27");
-	$cmd = "perl Makefile.PL INSTALL_BASE=$options{prefix}";
-	$cmd .= " 1>$options{prefix}/logs/StringApprox.out";
-	$cmd .= " 2>$options{prefix}/logs/StringApprox.err";
-	execute_cmd($cmd);
-
-	$cmd = "make && make install";
-	$cmd .= " 1>>$options{prefix}/logs/StringApprox.out";
-	$cmd .= " 2>>$options{prefix}/logs/StringApprox.err";
-	execute_cmd($cmd);
-
-	$cmd = "make install";
-	$cmd .= " 1>>$options{prefix}/logs/StringApprox.out";
-	$cmd .= " 2>>$options{prefix}/logs/StringApprox.err";
-	execute_cmd($cmd);
-
-
-	chdir("$this->{source}/binary");
-	$cmd = "rm -rf $this->{source}/binary/String-Approx-3.27";
-	execute_cmd($cmd);
-
-	$progress->{stringApprox} = 1;
-	setProgress($progress);
-}
-
-#############################################################################
-sub install_levD {
-	#### check and install dir
-	my $dir = "$options{prefix}/lib";
-	my $cmd = "";
-
-	$cmd = "mkdir -p $dir";
-	execute_cmd($cmd);
-
-	$cmd = "tar -zxvf $this->{source}/binary/Text-LevenshteinXS-0.03.tar.gz -C $this->{source}/binary";
-	execute_cmd($cmd);
-
-	chdir("$this->{source}/binary/Text-LevenshteinXS-0.03");
-	$cmd = "perl Makefile.PL INSTALL_BASE=$options{prefix}";
-	$cmd .= " 1>$options{prefix}/logs/levD.out";
-	$cmd .= " 2>$options{prefix}/logs/levD.err";
-	execute_cmd($cmd);
-
-	$cmd = "make";
-	$cmd .= " 1>>$options{prefix}/logs/levD.out";
-	$cmd .= " 2>>$options{prefix}/logs/levD.err";
-	execute_cmd($cmd);
-
-	$cmd .= "make install";
-	$cmd .= " 1>>$options{prefix}/logs/levD.out";
-	$cmd .= " 2>>$options{prefix}/logs/levD.err";
-	execute_cmd($cmd);
-
-	chdir("$this->{source}/binary");
-	$cmd = "rm -rf $this->{source}/binary/Text-LevenshteinXS-0.03";
-	execute_cmd($cmd);
-
-	$progress->{levD} = 1;
-	setProgress($progress);
-}
-
-#############################################################################
-sub install_source {
-	if ((exists $progress->{source}) && ($progress->{source})){
-		print STDERR "\tSource already installed. Skipping...\n";
-		return;
-	}
-
-	print STDERR "\n\nInstalling source...\n\n";
-
-	#### create dir to store source code
-	$cmd = "mkdir -p $options{prefix}/src";
-	execute_cmd($cmd);
-
-	$cmd = "cp -r $this->{source}/script/* $options{prefix}/src/.";
-	execute_cmd($cmd);
-
-	#### make sure all scripts are executable
-	$cmd = "chmod -R +x $options{prefix}/src";
-	execute_cmd($cmd);
-
-	#### replace /usr/local/biotools/perl/5.10.0/bin/perl with perl_exec
-	$options{perl_exec} =~ s/\//\\\//g;
-	$cmd = "find $options{prefix}/src -name \"*.pl\" -print";
-	$cmd .= " -exec sed -i 's/#!\\/usr\\/local\\/biotools\\/perl\\/5.10.0\\/bin\\/perl/#!$options{perl_exec}/' {} \\;";
-	execute_cmd($cmd);
-
-	#### check if perl exec location is other than /usr/bin/perl
-	if ($options{perl_exec} !~ /^\/usr\/bin\/perl$/) {
-		$cmd = "find $options{prefix}/src -name \"*.pl\" -print";
-		$cmd .= " -exec sed -i 's/#!\\/usr\\/bin\\/perl/#!$options{perl_exec}/' {} \\;";
-		execute_cmd($cmd);
-	}
-
-	#### replace library references to local install
-	my $lib = "$options{prefix}/lib";
-	$lib =~ s/\//\\\//g;
-
-        $cmd = "find $options{prefix}/src -name \"*.pl\" -print";
-        $cmd .= " -exec sed -i 's/\\/data2\\/bsi\\/reference\\/softsearch\\/lib/$lib/' {} \\;";
-        execute_cmd($cmd);
-        
-        $cmd = "find $options{prefix}/lib -name \"LevD.pm\" -print";
-        $cmd .= " -exec sed -i 's/\\/data2\\/bsi\\/reference\\/softsearch\\/lib/$lib/' {} \\;";
-        execute_cmd($cmd);
-
-	$progress->{source} = 1;
-	setProgress($progress);
-}
-
-#############################################################################
-sub execute_cmd {
-	my $cmd = shift;
-
-	system($cmd);
-
-	#while (( $? >> 8 ) != 0 ){
-	#	print STDERR "ERROR: Following command failed to execute. Exiting execution of workflow\n$cmd\n";
-	#	exit(-1);
-	#}
-}
-
-#############################################################################
-sub timestamp {
-	my @months = qw(Jan Feb Mar Apr May Jun Jul Aug Sep Oct Nov Dec);
-    my @weekDays = qw(Sun Mon Tue Wed Thu Fri Sat Sun);
-    my ($second, $minute, $hour, $dayOfMonth, $month, $yearOffset, $dayOfWeek, $dayOfYear, $daylightSavings) = localtime();
-    my $year = 1900 + $yearOffset;
-    my $theTime = "$hour:$minute:$second, $weekDays[$dayOfWeek] $months[$month] $dayOfMonth, $year";
-    print "Time now: " . $theTime."\n";
-}

--- a/2.4/lib/LevD.pm	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,80 +0,0 @@
-package LevD;
-
-use lib "/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5";
-use strict;
-use warnings;
-use Data::Dumper;
-use String::Approx 'adist';
-use String::Approx 'adistr';
-use String::Approx 'aindex';
-
-my $WINDOW_SIZE = 100;
-
-sub new {
-	my ($class, $file) = @_;
-    my $self = {};
-
- 	bless($self,$class);
-	$self->init();
-
-	return $self;
-}
-
-sub init {
-	my ($self) = @_;
-
-	#### default values.
-	$self->{index} = 0;
-	$self->{relative_edit_dist} = 0;
-	$self->{edit_dist} = 0;
-}
-
-sub search {
-	my ($self, $clip, $chr, $start, $stop, $ref) = @_;
-
-	if (! -s $ref) {
-		die "ERROR: Reference file $ref now found\n";
-	}
-
-	#### extact seq from reference file.
-	my $target = $chr .":". $start ."-". $stop;
-	my $cmd = "samtools faidx $ref $target";
-
-	my @output = $self->_run_system_cmd($cmd);
-
-	#### depending on ref file format seq could be on multiple lines
-	#### concatinate all except for the header in one line.
-	#### e.g:
-	#### >chr1:8222999-8223099
-	#### GGTGCAATCATAGCTCACTAAGCTTCAACCTCAAGAGATCCTCCCACCTCAGCCTCCCAG
-	#### GTAGCTGGGACTACAGGCAAATGCCATGACACCTAGCTAAT
-	my $seq = join("", @output[1..$#output]);
-
-	#### remove new line character
-	$seq =~ s/\n//g;
-
-	#### find number of mismatches and start index
-	#### of clip to be searched against target seq.
-	$self->{relative_edit_dist} = adistr($clip, $seq);
-	$self->{edit_dist} = adist($clip, $seq);
-	$self->{index} = aindex($clip, $seq);
-}
-
-sub _run_system_cmd {
-	my ($self, $cmd) = @_;
-	my @cmd_output;
-
-	eval {
-		@cmd_output = qx{$cmd 2>&1};
-		if ( ($? << 8) != 0 ) {
-			die "@cmd_output";
-		}
-	};
-	if ($@) {
-		die "Error executing command $cmd: $@";
-	}
-
-	return @cmd_output;
-}
-
-1;

--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/String/Approx.pm	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,928 +0,0 @@
-package String::Approx;
-
-require v5.8.0;
-
-$VERSION = '3.27';
-
-use strict;
-local $^W = 1;
-
-use Carp;
-use vars qw($VERSION @ISA @EXPORT @EXPORT_OK);
-
-require Exporter;
-require DynaLoader;
-
-@ISA = qw(Exporter DynaLoader);
-
-@EXPORT_OK = qw(amatch asubstitute aindex aslice arindex
-		adist adistr adistword adistrword);
-
-bootstrap String::Approx $VERSION;
-
-my $CACHE_MAX = 1000;	# high water mark
-my $CACHE_PURGE = 0.75;	# purge this much of the least used
-my $CACHE_N_PURGE;	# purge this many of the least used
-
-sub cache_n_purge () {
-    $CACHE_N_PURGE = $CACHE_MAX * $CACHE_PURGE;
-    $CACHE_N_PURGE = 1 if $CACHE_N_PURGE < 1;
-    return $CACHE_N_PURGE;
-}
-
-cache_n_purge();
-
-sub cache_max (;$) {
-    if (@_ == 0) {
-	return $CACHE_MAX;
-    } else {
-	$CACHE_MAX = shift;
-    }
-    $CACHE_MAX = 0 if $CACHE_MAX < 0;
-    cache_n_purge();
-}
-
-sub cache_purge (;$) {
-    if (@_ == 0) {
-	return $CACHE_PURGE;
-    } else {
-	$CACHE_PURGE = shift;
-    }
-    if ($CACHE_PURGE < 0) {
-	$CACHE_PURGE = 0;
-    } elsif ($CACHE_PURGE > 1) {
-	$CACHE_PURGE = 1;
-    }
-    cache_n_purge();
-}
-
-my %_simple;
-my %_simple_usage_count;
-
-sub _cf_simple {
-    my $P = shift;
-
-    my @usage =
-	sort { $_simple_usage_count{$a} <=> $_simple_usage_count{$b} }
-             grep { $_ ne $P }
-                  keys %_simple_usage_count;
-	    
-    # Make room, delete the least used entries.
-    $#usage = $CACHE_N_PURGE - 1;
-	    
-    delete @_simple_usage_count{@usage};
-    delete @_simple{@usage};
-}
-
-sub _simple {
-    my $P = shift;
-
-    my $_simple = new(__PACKAGE__, $P);
-
-    if ($CACHE_MAX) {
-	$_simple{$P} = $_simple unless exists $_simple{$P};
-
-	$_simple_usage_count{$P}++;
-
-	if (keys %_simple_usage_count > $CACHE_MAX) {
-	    _cf_simple($P);
-	}
-    }
-
-    return ( $_simple );
-}
-
-sub _parse_param {
-    use integer;
-
-    my ($n, @param) = @_;
-    my %param;
-
-    foreach (@param) {
-        while ($_ ne '') {
-	    s/^\s+//;
-            if (s/^([IDS]\s*)?(\d+)(\s*%)?//) {
-                my $k = defined $3 ? (($2-1) * $n) / 100 + ($2 ? 1 : 0) : $2;
-
-		if (defined $1) {
-		    $param{$1} = $k;
-		} else {
-		    $param{k}  = $k;
-		}
-	    } elsif (s/^initial_position\W+(\d+)\b//) {
-		$param{'initial_position'} = $1;
-	    } elsif (s/^final_position\W+(\d+)\b//) {
-		$param{'final_position'} = $1;
-	    } elsif (s/^position_range\W+(\d+)\b//) {
-		$param{'position_range'} = $1;
-	    } elsif (s/^minimal_distance\b//) {
-		$param{'minimal_distance'} = 1;
-            } elsif (s/^i//) {
-                $param{ i } = 1;
-            } elsif (s/^g//) {
-                $param{ g } = 1;
-            } elsif (s/^\?//) {
-                $param{'?'} = 1;
-            } else {
-                warn "unknown parameter: '$_'\n";
-                return;
-            }
-        }
-    }
-
-    return %param;
-}
-
-my %_param_key;
-my %_parsed_param;
-
-my %_complex;
-my %_complex_usage_count;
-
-sub _cf_complex {
-    my $P = shift;
-
-    my @usage =
-	sort { $_complex_usage_count{$a} <=>
-		   $_complex_usage_count{$b} }
-             grep { $_ ne $P }
-                  keys %_complex_usage_count;
-	    
-    # Make room, delete the least used entries.
-    $#usage = $CACHE_N_PURGE - 1;
-	    
-    delete @_complex_usage_count{@usage};
-    delete @_complex{@usage};
-}
-
-sub _complex {
-    my ($P, @param) = @_;
-    unshift @param, length $P;
-    my $param = "@param";
-    my $_param_key;
-    my %param;
-    my $complex;
-    my $is_new;
-
-    unless (exists $_param_key{$param}) {
-	%param = _parse_param(@param);
-	$_parsed_param{$param} = { %param };
-	$_param_key{$param} = join(" ", %param);
-    } else {
-	%param = %{ $_parsed_param{$param} };
-    }
-
-    $_param_key = $_param_key{$param};
-
-    if ($CACHE_MAX) {
-	if (exists $_complex{$P}->{$_param_key}) {
-	    $complex = $_complex{$P}->{$_param_key};
-	}
-    }
-
-    unless (defined $complex) {
-	if (exists $param{'k'}) {
-	    $complex = new(__PACKAGE__, $P, $param{k});
-	} else {
-	    $complex = new(__PACKAGE__, $P);
-	}
-	$_complex{$P}->{$_param_key} = $complex if $CACHE_MAX;
-	$is_new = 1;
-    }
-
-    if ($is_new) {
-	$complex->set_greedy unless exists $param{'?'};
-
-	$complex->set_insertions($param{'I'})
-	    if exists $param{'I'};
-	$complex->set_deletions($param{'D'})
-	    if exists $param{'D'};
-	$complex->set_substitutions($param{'S'})
-	    if exists $param{'S'};
-	
-	$complex->set_caseignore_slice
-	    if exists $param{'i'};
-
-	$complex->set_text_initial_position($param{'initial_position'})
-	    if exists $param{'initial_position'};
-
-	$complex->set_text_final_position($param{'final_position'})
-	    if exists $param{'final_position'};
-
-	$complex->set_text_position_range($param{'position_range'})
-	    if exists $param{'position_range'};
-
-	$complex->set_minimal_distance($param{'minimal_distance'})
-	    if exists $param{'minimal_distance'};
-    }
-
-    if ($CACHE_MAX) {
-	$_complex_usage_count{$P}->{$_param_key}++;
-
-	# If our cache overfloweth.
-	if (scalar keys %_complex_usage_count > $CACHE_MAX) {
-	    _cf_complex($P);
-	}
-    }
-
-    return ( $complex, %param );
-}
-
-sub cache_disable {
-    cache_max(0);
-}
-
-sub cache_flush_all {
-    my $old_purge = cache_purge();
-    cache_purge(1);
-    _cf_simple('');
-    _cf_complex('');
-    cache_purge($old_purge);
-}
-
-sub amatch {
-    my $P = shift;
-    return 1 unless length $P; 
-    my $a = ((@_ && ref $_[0] eq 'ARRAY') ?
-		 _complex($P, @{ shift(@_) }) : _simple($P))[0];
-
-    if (@_) {
-        if (wantarray) {
-            return grep { $a->match($_) } @_;
-        } else {
-            foreach (@_) {
-                return 1 if $a->match($_);
-            }
-             return 0;
-        }
-    } 
-    if (defined $_) {
-        if (wantarray) {
-            return $a->match($_) ? $_ : undef;
-        } else {
-	    return 1 if $a->match($_);
-        }
-    } 
-    return $a->match($_) if defined $_;
-
-    warn "amatch: \$_ is undefined: what are you matching?\n";
-    return;
-}
-
-sub _find_substitute {
-    my ($ri, $rs, $i, $s, $S, $rn) = @_;
-
-    push @{ $ri }, $i;
-    push @{ $rs }, $s;
-
-    my $pre = substr($_, 0, $i);
-    my $old = substr($_, $i, $s);
-    my $suf = substr($_, $i + $s);
-    my $new = $S;
-
-    $new =~ s/\$\`/$pre/g;
-    $new =~ s/\$\&/$old/g;
-    $new =~ s/\$\'/$suf/g;
-
-    push @{ $rn }, $new;
-}
-
-sub _do_substitute {
-    my ($rn, $ri, $rs, $rS) = @_;
-
-    my $d = 0;
-    my $n = $_;
-
-    foreach my $i (0..$#$rn) {
-	substr($n, $ri->[$i] + $d, $rs->[$i]) = $rn->[$i];
-	$d += length($rn->[$i]) - $rs->[$i];
-    }
-
-    push @{ $rS }, $n;
-}
-
-sub asubstitute {
-    my $P = shift;
-    my $S = shift;
-    my ($a, %p) =
-	(@_ && ref $_[0] eq 'ARRAY') ?
-	    _complex($P, @{ shift(@_) }) : _simple($P);
-
-    my ($i, $s, @i, @s, @n, @S);
-
-    if (@_) {
-	if (exists $p{ g }) {
-	    foreach (@_) {
-		@s = @i = @n = ();
-		while (($i, $s) = $a->slice_next($_)) {
-		    if (defined $i) {
-			_find_substitute(\@i, \@s, $i, $s, $S, \@n);
-		    }
-		}
-		_do_substitute(\@n, \@i, \@s, \@S) if @n;
-	    }
-	} else {
-	    foreach (@_) {
-		@s = @i = @n = ();
-		($i, $s) = $a->slice($_);
-		if (defined $i) {
-		    _find_substitute(\@i, \@s, $i, $s, $S, \@n);
-		    _do_substitute(\@n, \@i, \@s, \@S);
-		}
-	    }
-	}
-	return @S;
-    } elsif (defined $_) {
-	if (exists $p{ g }) {
-	    while (($i, $s) = $a->slice_next($_)) {
-		if (defined $i) {
-		    _find_substitute(\@i, \@s, $i, $s, $S, \@n);
-		}
-	    }
-	    _do_substitute(\@n, \@i, \@s, \@S) if @n;
-	} else {
-	    ($i, $s) = $a->slice($_);
-	    if (defined $i) {
-		_find_substitute(\@i, \@s, $i, $s, $S, \@n);
-		_do_substitute(\@n, \@i, \@s, \@S);
-	    }
-	}
-	return $_ = $n[0];
-    } else {
-	warn "asubstitute: \$_ is undefined: what are you substituting?\n";
-        return;
-    }
-}
-
-sub aindex {
-    my $P = shift;
-    return 0 unless length $P; 
-    my $a = ((@_ && ref $_[0] eq 'ARRAY') ?
-		 _complex($P, @{ shift(@_) }) : _simple($P))[0];
-
-    $a->set_greedy; # The *first* match, thank you.
-
-    if (@_) {
-	if (wantarray) {
-	    return map { $a->index($_) } @_;
-	} else {
-	    return $a->index($_[0]);
-	}
-    }
-    return $a->index($_) if defined $_;
-
-    warn "aindex: \$_ is undefined: what are you indexing?\n";
-    return;
-}
-
-sub aslice {
-    my $P = shift;
-    return (0, 0) unless length $P; 
-    my $a = ((@_ && ref $_[0] eq 'ARRAY') ?
-		 _complex($P, @{ shift(@_) }) : _simple($P))[0];
-
-    $a->set_greedy; # The *first* match, thank you.
-
-    if (@_) {
-	return map { [ $a->slice($_) ] } @_;
-    }
-    return $a->slice($_) if defined $_;
-
-    warn "aslice: \$_ is undefined: what are you slicing?\n";
-    return;
-}
-
-sub _adist {
-    my $s0 = shift;
-    my $s1 = shift;
-    my ($aslice) = aslice($s0, ['minimal_distance', @_], $s1);
-    my ($index, $size, $distance) = @$aslice;
-    my ($l0, $l1) = map { length } ($s0, $s1);
-    return $l0 <= $l1 ? $distance : -$distance;
-}
-
-sub adist {
-    my $a0 = shift;
-    my $a1 = shift;
-    if (length($a0) == 0) {
-      return length($a1);
-    }
-    if (length($a1) == 0) {
-      return length($a0);
-    }
-    my @m = ref $_[0] eq 'ARRAY' ? @{shift()} : ();
-    if (ref $a0 eq 'ARRAY') {
-	if (ref $a1 eq 'ARRAY') {
-	    return [ map {  adist($a0, $_, @m) } @{$a1} ];
-	} else {
-	    return [ map { _adist($_, $a1, @m) } @{$a0} ];
-	}
-    } elsif (ref $a1 eq 'ARRAY') {
-	return     [ map { _adist($a0, $_, @m) } @{$a1} ];
-    } else {
-	if (wantarray) {
-	    return map { _adist($a0, $_, @m) } ($a1, @_);
-	} else {
-	    return _adist($a0, $a1, @m);
-	}
-    }
-}
-
-sub adistr {
-    my $a0 = shift;
-    my $a1 = shift;
-    my @m = ref $_[0] eq 'ARRAY' ? shift : ();
-    if (ref $a0 eq 'ARRAY') {
-	if (ref $a1 eq 'ARRAY') {
-	    my $l0 = length();
-	    return $l0 ? [ map { adist($a0, $_, @m) }
-			  @{$a1} ] :
-		         [ ];
-	} else {
-	    return [ map { my $l0 = length();
-			   $l0 ? _adist($_, $a1, @m) / $l0 : undef
-		     } @{$a0} ];
-	}
-    } elsif (ref $a1 eq 'ARRAY') {
-	my $l0 = length($a0);
-	return [] unless $l0;
-	return     [ map { _adist($a0, $_, @m) / $l0 } @{$a1} ];
-    } else {
-	my $l0 = length($a0);
-	if (wantarray) {
-	    return map { $l0 ? _adist($a0, $_, @m) / $l0 : undef } ($a1, @_);
-	} else {
-	    return undef unless $l0;
-	    return _adist($a0, $a1, @m) / $l0;
-	}
-    }
-}
-
-sub adistword {
-    return adist($_[0], $_[1], ['position_range=0']);
-}
-
-sub adistrword {
-    return adistr($_[0], $_[1], ['position_range=0']);
-}
-
-sub arindex {
-    my $P = shift;
-    my $l = length $P;
-    return 0 unless $l;
-    my $R = reverse $P;
-    my $a = ((@_ && ref $_[0] eq 'ARRAY') ?
-		 _complex($R, @{ shift(@_) }) : _simple($R))[0];
-
-    $a->set_greedy; # The *first* match, thank you.
-
-    if (@_) {
-	if (wantarray) {
-	    return map {
-		my $aindex = $a->index(scalar reverse());
-		$aindex == -1 ? $aindex : (length($_) - $aindex - $l);
-	    } @_;
-	} else {
-	    my $aindex = $a->index(scalar reverse $_[0]);
-	    return $aindex == -1 ? $aindex : (length($_[0]) - $aindex - $l);
-	}
-    }
-    if (defined $_) {
-	my $aindex = $a->index(scalar reverse());
-	return $aindex == -1 ? $aindex : (length($_) - $aindex - $l);
-    }
-
-    warn "arindex: \$_ is undefined: what are you indexing?\n";
-    return;
-}
-
-1;
-__END__
-=pod
-
-=head1 NAME
-
-String::Approx - Perl extension for approximate matching (fuzzy matching)
-
-=head1 SYNOPSIS
-
-  use String::Approx 'amatch';
-
-  print if amatch("foobar");
-
-  my @matches = amatch("xyzzy", @inputs);
-
-  my @catches = amatch("plugh", ['2'], @inputs);
-
-=head1 DESCRIPTION
-
-String::Approx lets you match and substitute strings approximately.
-With this you can emulate errors: typing errorrs, speling errors,
-closely related vocabularies (colour color), genetic mutations (GAG
-ACT), abbreviations (McScot, MacScot).
-
-NOTE: String::Approx suits the task of B<string matching>, not 
-B<string comparison>, and it works for B<strings>, not for B<text>.
-
-If you want to compare strings for similarity, you probably just want
-the Levenshtein edit distance (explained below), the Text::Levenshtein
-and Text::LevenshteinXS modules in CPAN.  See also Text::WagnerFischer
-and Text::PhraseDistance.  (There are functions for this in String::Approx,
-e.g. adist(), but their results sometimes differ from the bare Levenshtein
-et al.)
-
-If you want to compare things like text or source code, consisting of
-B<words> or B<tokens> and B<phrases> and B<sentences>, or
-B<expressions> and B<statements>, you should probably use some other
-tool than String::Approx, like for example the standard UNIX diff(1)
-tool, or the Algorithm::Diff module from CPAN.
-
-The measure of B<approximateness> is the I<Levenshtein edit distance>.
-It is the total number of "edits": insertions,
-
-	word world
-
-deletions,
-
-	monkey money
-
-and substitutions
-
-	sun fun
-
-required to transform a string to another string.  For example, to
-transform I<"lead"> into I<"gold">, you need three edits:
-
-	lead gead goad gold
-
-The edit distance of "lead" and "gold" is therefore three, or 75%.
-
-B<String::Approx> uses the Levenshtein edit distance as its measure, but
-String::Approx is not well-suited for comparing strings of different
-length, in other words, if you want a "fuzzy eq", see above.
-String::Approx is more like regular expressions or index(), it finds
-substrings that are close matches.>
-
-=head1 MATCH
-
-	use String::Approx 'amatch';
-
-	$matched     = amatch("pattern") 
-	$matched     = amatch("pattern", [ modifiers ])
-
-	$any_matched = amatch("pattern", @inputs) 
-	$any_matched = amatch("pattern", [ modifiers ], @inputs)
-
-	@match       = amatch("pattern") 
-	@match       = amatch("pattern", [ modifiers ])
-
-	@matches     = amatch("pattern", @inputs) 
-	@matches     = amatch("pattern", [ modifiers ], @inputs)
-
-Match B<pattern> approximately.  In list context return the matched
-B<@inputs>.  If no inputs are given, match against the B<$_>.  In scalar
-context return true if I<any> of the inputs match, false if none match.
-
-Notice that the pattern is a string.  Not a regular expression.  None
-of the regular expression notations (^, ., *, and so on) work.  They
-are characters just like the others.  Note-on-note: some limited form
-of I<"regular expressionism"> is planned in future: for example
-character classes ([abc]) and I<any-chars> (.).  But that feature will
-be turned on by a special I<modifier> (just a guess: "r"), so there
-should be no backward compatibility problem.
-
-Notice also that matching is not symmetric.  The inputs are matched
-against the pattern, not the other way round.  In other words: the
-pattern can be a substring, a submatch, of an input element.  An input
-element is always a superstring of the pattern.
-
-=head2 MODIFIERS
-
-With the modifiers you can control the amount of approximateness and
-certain other control variables.  The modifiers are one or more
-strings, for example B<"i">, within a string optionally separated by
-whitespace.  The modifiers are inside an anonymous array: the B<[ ]>
-in the syntax are not notational, they really do mean B<[ ]>, for
-example B<[ "i", "2" ]>.  B<["2 i"]> would be identical.
-
-The implicit default approximateness is 10%, rounded up.  In other
-words: every tenth character in the pattern may be an error, an edit.
-You can explicitly set the maximum approximateness by supplying a
-modifier like
-
-	number
-	number%
-
-Examples: B<"3">, B<"15%">.
-
-Note that C<0%> is not rounded up, it is equal to C<0>.
-
-Using a similar syntax you can separately control the maximum number
-of insertions, deletions, and substitutions by prefixing the numbers
-with I, D, or S, like this:
-
-	Inumber
-	Inumber%
-	Dnumber
-	Dnumber%
-	Snumber
-	Snumber%
-
-Examples: B<"I2">, B<"D20%">, B<"S0">.
-
-You can ignore case (B<"A"> becames equal to B<"a"> and vice versa)
-by adding the B<"i"> modifier.
-
-For example
-
-	[ "i 25%", "S0" ]
-
-means I<ignore case>, I<allow every fourth character to be "an edit">,
-but allow I<no substitutions>.  (See L<NOTES> about disallowing
-substitutions or insertions.)
-
-NOTE: setting C<I0 D0 S0> is not equivalent to using index().
-If you want to use index(), use index().
-
-=head1 SUBSTITUTE
-
-	use String::Approx 'asubstitute';
-
-	@substituted = asubstitute("pattern", "replacement")
-	@substituted = asubstitute("pattern", "replacement", @inputs) 
-	@substituted = asubstitute("pattern", "replacement", [ modifiers ])
-	@substituted = asubstitute("pattern", "replacement",
-				   [ modifiers ], @inputs)
-
-Substitute approximate B<pattern> with B<replacement> and return as a
-list <copies> of B<@inputs>, the substitutions having been made on the
-elements that did match the pattern.  If no inputs are given,
-substitute in the B<$_>.  The replacement can contain magic strings
-B<$&>, B<$`>, B<$'> that stand for the matched string, the string
-before it, and the string after it, respectively.  All the other
-arguments are as in C<amatch()>, plus one additional modifier, B<"g">
-which means substitute globally (all the matches in an element and not
-just the first one, as is the default).
-
-See L<BAD NEWS> about the unfortunate stinginess of C<asubstitute()>.
-
-=head1 INDEX
-
-	use String::Approx 'aindex';
-
-	$index   = aindex("pattern")
-	@indices = aindex("pattern", @inputs)
-	$index   = aindex("pattern", [ modifiers ])
-	@indices = aindex("pattern", [ modifiers ], @inputs)
-
-Like C<amatch()> but returns the index/indices at which the pattern
-matches approximately.  In list context and if C<@inputs> are used,
-returns a list of indices, one index for each input element.
-If there's no approximate match, C<-1> is returned as the index.
-
-NOTE: if there is character repetition (e.g. "aa") either in
-the pattern or in the text, the returned index might start 
-"too early".  This is consistent with the goal of the module
-of matching "as early as possible", just like regular expressions
-(that there might be a "less approximate" match starting later is
-of somewhat irrelevant).
-
-There's also backwards-scanning C<arindex()>.
-
-=head1 SLICE
-
-	use String::Approx 'aslice';
-
-	($index, $size)   = aslice("pattern")
-	([$i0, $s0], ...) = aslice("pattern", @inputs)
-	($index, $size)   = aslice("pattern", [ modifiers ])
-	([$i0, $s0], ...) = aslice("pattern", [ modifiers ], @inputs)
-
-Like C<aindex()> but returns also the size (length) of the match.
-If the match fails, returns an empty list (when matching against C<$_>)
-or an empty anonymous list corresponding to the particular input.
-
-NOTE: size of the match will very probably be something you did not
-expect (such as longer than the pattern, or a negative number).  This
-may or may not be fixed in future releases. Also the beginning of the
-match may vary from the expected as with aindex(), see above.
-
-If the modifier
-
-	"minimal_distance"
-
-is used, the minimal possible edit distance is returned as the
-third element:
-
-	($index, $size, $distance) = aslice("pattern", [ modifiers ])
-	([$i0, $s0, $d0], ...)     = aslice("pattern", [ modifiers ], @inputs)
-
-=head1 DISTANCE
-
-	use String::Approx 'adist';
-
-	$dist = adist("pattern", $input);
-	@dist = adist("pattern", @input);
-
-Return the I<edit distance> or distances between the pattern and the
-input or inputs.  Zero edit distance means exact match.  (Remember
-that the match can 'float' in the inputs, the match is a substring
-match.)  If the pattern is longer than the input or inputs, the
-returned distance or distances is or are negative.
-
-	use String::Approx 'adistr';
-
-	$dist = adistr("pattern", $input);
-	@dist = adistr("pattern", @inputs);
-
-Return the B<relative> I<edit distance> or distances between the
-pattern and the input or inputs.  Zero relative edit distance means
-exact match, one means completely different.  (Remember that the
-match can 'float' in the inputs, the match is a substring match.)  If
-the pattern is longer than the input or inputs, the returned distance
-or distances is or are negative.
-
-You can use adist() or adistr() to sort the inputs according to their
-approximateness:
-
-	my %d;
-	@d{@inputs} = map { abs } adistr("pattern", @inputs);
-	my @d = sort { $d{$a} <=> $d{$b} } @inputs;
-
-Now C<@d> contains the inputs, the most like C<"pattern"> first.
-
-=head1 CONTROLLING THE CACHE
-
-C<String::Approx> maintains a LU (least-used) cache that holds the
-'matching engines' for each instance of a I<pattern+modifiers>.  The
-cache is intended to help the case where you match a small set of
-patterns against a large set of string.  However, the more engines you
-cache the more you eat memory.  If you have a lot of different
-patterns or if you have a lot of memory to burn, you may want to
-control the cache yourself.  For example, allowing a larger cache
-consumes more memory but probably runs a little bit faster since the
-cache fills (and needs flushing) less often.
-
-The cache has two parameters: I<max> and I<purge>.  The first one
-is the maximum size of the cache and the second one is the cache
-flushing ratio: when the number of cache entries exceeds I<max>,
-I<max> times I<purge> cache entries are flushed.  The default
-values are 1000 and 0.75, respectively, which means that when
-the 1001st entry would be cached, 750 least used entries will
-be removed from the cache.  To access the parameters you can
-use the calls
-
-	$now_max = String::Approx::cache_max();
-	String::Approx::cache_max($new_max);
-
-	$now_purge = String::Approx::cache_purge();
-	String::Approx::cache_purge($new_purge);
-
-	$limit = String::Approx::cache_n_purge();
-
-To be honest, there are actually B<two> caches: the first one is used
-far the patterns with no modifiers, the second one for the patterns
-with pattern modifiers.  Using the standard parameters you will
-therefore actually cache up to 2000 entries.  The above calls control
-both caches for the same price.
-
-To disable caching completely use
-
-	String::Approx::cache_disable();
-
-Note that this doesn't flush any possibly existing cache entries,
-to do that use
-
-	String::Approx::cache_flush_all();
-
-=head1 NOTES
-
-Because matching is by I<substrings>, not by whole strings, insertions
-and substitutions produce often very similar results: "abcde" matches
-"axbcde" either by insertion B<or> substitution of "x".
-
-The maximum edit distance is also the maximum number of edits.
-That is, the B<"I2"> in
-
-	amatch("abcd", ["I2"])
-
-is useless because the maximum edit distance is (implicitly) 1.
-You may have meant to say
-
-	amatch("abcd", ["2D1S1"])
-
-or something like that.
-
-If you want to simulate transposes
-
-	feet fete
-
-you need to allow at least edit distance of two because in terms of
-our edit primitives a transpose is first one deletion and then one
-insertion.
-
-=head2 TEXT POSITION
-
-The starting and ending positions of matching, substituting, indexing, or
-slicing can be changed from the beginning and end of the input(s) to
-some other positions by using either or both of the modifiers
-
-	"initial_position=24"
-	"final_position=42"
-
-or the both the modifiers
-
-	"initial_position=24"
-	"position_range=10"
-
-By setting the B<"position_range"> to be zero you can limit
-(anchor) the operation to happen only once (if a match is possible)
-at the position.
-
-=head1 VERSION
-
-Major release 3.
-
-=head1 CHANGES FROM VERSION 2
-
-=head2 GOOD NEWS
-
-=over 4
-
-=item The version 3 is 2-3 times faster than version 2
-
-=item No pattern length limitation
-
-The algorithm is independent on the pattern length: its time
-complexity is I<O(kn)>, where I<k> is the number of edits and I<n> the
-length of the text (input).  The preprocessing of the pattern will of
-course take some I<O(m)> (I<m> being the pattern length) time, but
-C<amatch()> and C<asubstitute()> cache the result of this
-preprocessing so that it is done only once per pattern.
-
-=back
-
-=head2 BAD NEWS
-
-=over 4
-
-=item You do need a C compiler to install the module
-
-Perl's regular expressions are no more used; instead a faster and more
-scalable algorithm written in C is used.
-
-=item C<asubstitute()> is now always stingy
-
-The string matched and substituted is now always stingy, as short
-as possible.  It used to be as long as possible.  This is an unfortunate
-change stemming from switching the matching algorithm.  Example: with
-edit distance of two and substituting for B<"word"> from B<"cork"> and
-B<"wool"> previously did match B<"cork"> and B<"wool">.  Now it does
-match B<"or"> and B<"wo">.  As little as possible, or, in other words,
-with as much approximateness, as many edits, as possible.  Because
-there is no I<need> to match the B<"c"> of B<"cork">, it is not matched.
-
-=item no more C<aregex()> because regular expressions are no more used
-
-=item no more C<compat1> for String::Approx version 1 compatibility
-
-=back
-
-=head1 ACKNOWLEDGEMENTS
-
-The following people have provided valuable test cases, documentation
-clarifications, and other feedback:
-
-Jared August, Arthur Bergman, Anirvan Chatterjee, Steve A. Chervitz,
-Aldo Calpini, David Curiel, Teun van den Dool, Alberto Fontaneda,
-Rob Fugina, Dmitrij Frishman, Lars Gregersen, Kevin Greiner,
-B. Elijah Griffin, Mike Hanafey, Mitch Helle, Ricky Houghton,
-'idallen', Helmut Jarausch, Damian Keefe, Ben Kennedy, Craig Kelley,
-Franz Kirsch, Dag Kristian, Mark Land, J. D. Laub, John P. Linderman,
-Tim Maher, Juha Muilu, Sergey Novoselov, Andy Oram, Ji Y Park,
-Eric Promislow, Nikolaus Rath, Stefan Ram, Slaven Rezic,
-Dag Kristian Rognlien, Stewart Russell, Slaven Rezic, Chris Rosin,
-Pasha Sadri, Ilya Sandler, Bob J.A. Schijvenaars, Ross Smith,
-Frank Tobin, Greg Ward, Rich Williams, Rick Wise.
-
-The matching algorithm was developed by Udi Manber, Sun Wu, and Burra
-Gopal in the Department of Computer Science, University of Arizona.
-
-=head1 AUTHOR
-
-Jarkko Hietaniemi <[e-mail]>
-
-=head1 COPYRIGHT AND LICENSE
-
-Copyright 2001-2013 by Jarkko Hietaniemi
-
-This library is free software; you can redistribute it and/or modify
-under either the terms of the Artistic License 2.0, or the GNU Library
-General Public License, Version 2.  See the files Artistic and LGPL
-for more details.
-
-Furthermore: no warranties or obligations of any kind are given, and
-the separate file F<COPYRIGHT> must be included intact in all copies
-and derived materials.
-
-=cut

--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/Text/LevenshteinXS.pm	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,75 +0,0 @@
-package Text::LevenshteinXS;
-
-use strict;
-use warnings;
-use Carp;
-
-require Exporter;
-require DynaLoader;
-use AutoLoader;
-
-our @ISA = qw(Exporter DynaLoader);
-
-our %EXPORT_TAGS = ( 'all' => [ qw(
-	
-) ] );
-
-our @EXPORT_OK = ( @{ $EXPORT_TAGS{'all'} } );
-
-our @EXPORT = qw(
-distance
-);
-our $VERSION = '0.03';
-
-bootstrap Text::LevenshteinXS $VERSION;
-
-1;
-__END__
-
-=head1 NAME
-
-Text::LevenshteinXS - An XS implementation of the Levenshtein edit distance
-
-=head1 SYNOPSIS
-
- use Text::LevenshteinXS qw(distance);
-
- print distance("foo","four");
- # prints "2"
-
- print distance("foo","bar");
- # prints "3"
-
-
-=head1 DESCRIPTION
-
-This module implements the Levenshtein edit distance in a XS way.
-
-The Levenshtein edit distance is a measure of the degree of proximity between two strings.
-This distance is the number of substitutions, deletions or insertions ("edits") 
-needed to transform one string into the other one (and vice versa).
-When two strings have distance 0, they are the same.
-A good point to start is: <http://www.merriampark.com/ld.htm>
-
-
-=head1 CREDITS
-
-All the credits go to Vladimir Levenshtein the author of the algorithm and to 
-Lorenzo Seidenari who made the C implementation <http://www.merriampark.com/ldc.htm>
-
-
-=head1 SEE ALSO
-
-Text::Levenshtein , Text::WagnerFischer , Text::Brew , String::Approx
-
-
-=head1 AUTHOR
-
-Copyright 2003 Dree Mistrut <F<[e-mail]>>
-Modifications Copyright 2004 Josh Goldberg <F<[e-mail]>>
-
-This package is free software and is provided "as is" without express
-or implied warranty.  You can redistribute it and/or modify it under 
-the same terms as Perl itself.
-
-=cut

--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/String/Approx/.packlist	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,3 +0,0 @@
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/String/Approx.pm
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/String/Approx/Approx.so
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/man/man3/String::Approx.3pm

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--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/Text/LevenshteinXS/.packlist	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,4 +0,0 @@
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/Text/LevenshteinXS.pm
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/Text/LevenshteinXS/LevenshteinXS.so
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/Text/LevenshteinXS/autosplit.ix
-/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/man/man3/Text::LevenshteinXS.3pm

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--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/Text/LevenshteinXS/autosplit.ix	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,3 +0,0 @@
-# Index created by AutoSplit for blib/lib/Text/LevenshteinXS.pm
-#    (file acts as timestamp)
-1;

--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/perllocal.pod	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,66 +0,0 @@
-=head2 Sat May 31 17:42:30 2014: C<Module> L<String::Approx|String::Approx>
-
-=over 4
-
-=item *
-
-C<installed into: ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5>
-
-=item *
-
-C<LINKTYPE: dynamic>
-
-=item *
-
-C<VERSION: 3.27>
-
-=item *
-
-C<EXE_FILES: >
-
-=back
-
-=head2 Sat May 31 17:42:31 2014: C<Module> L<String::Approx|String::Approx>
-
-=over 4
-
-=item *
-
-C<installed into: ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5>
-
-=item *
-
-C<LINKTYPE: dynamic>
-
-=item *
-
-C<VERSION: 3.27>
-
-=item *
-
-C<EXE_FILES: >
-
-=back
-
-=head2 Sat May 31 17:42:31 2014: C<Module> L<Text::LevenshteinXS|Text::LevenshteinXS>
-
-=over 4
-
-=item *
-
-C<installed into: ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5>
-
-=item *
-
-C<LINKTYPE: dynamic>
-
-=item *
-
-C<VERSION: 0.03>
-
-=item *
-
-C<EXE_FILES: >
-
-=back
-

--- a/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/perllocal.pod~	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,66 +0,0 @@
-=head2 Sat May 31 17:42:30 2014: C<Module> L<String::Approx|String::Approx>
-
-=over 4
-
-=item *
-
-C<installed into: ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5>
-
-=item *
-
-C<LINKTYPE: dynamic>
-
-=item *
-
-C<VERSION: 3.27>
-
-=item *
-
-C<EXE_FILES: >
-
-=back
-
-=head2 Sat May 31 17:42:31 2014: C<Module> L<String::Approx|String::Approx>
-
-=over 4
-
-=item *
-
-C<installed into: ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5>
-
-=item *
-
-C<LINKTYPE: dynamic>
-
-=item *
-
-C<VERSION: 3.27>
-
-=item *
-
-C<EXE_FILES: >
-
-=back
-
-=head2 Sat May 31 17:42:31 2014: C<Module> L<Text::LevenshteinXS|Text::LevenshteinXS>
-
-=over 4
-
-=item *
-
-C<installed into: ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5>
-
-=item *
-
-C<LINKTYPE: dynamic>
-
-=item *
-
-C<VERSION: 0.03>
-
-=item *
-
-C<EXE_FILES: >
-
-=back
-

--- a/2.4/library/LevD.pm	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,80 +0,0 @@
-package LevD;
-
-use lib "/data2/bsi/reference/softsearch/lib/perl5";
-use strict;
-use warnings;
-use Data::Dumper;
-use String::Approx 'adist';
-use String::Approx 'adistr';
-use String::Approx 'aindex';
-
-my $WINDOW_SIZE = 100;
-
-sub new {
-	my ($class, $file) = @_;
-    my $self = {};
-
- 	bless($self,$class);
-	$self->init();
-
-	return $self;
-}
-
-sub init {
-	my ($self) = @_;
-
-	#### default values.
-	$self->{index} = 0;
-	$self->{relative_edit_dist} = 0;
-	$self->{edit_dist} = 0;
-}
-
-sub search {
-	my ($self, $clip, $chr, $start, $stop, $ref) = @_;
-
-	if (! -s $ref) {
-		die "ERROR: Reference file $ref now found\n";
-	}
-
-	#### extact seq from reference file.
-	my $target = $chr .":". $start ."-". $stop;
-	my $cmd = "samtools faidx $ref $target";
-
-	my @output = $self->_run_system_cmd($cmd);
-
-	#### depending on ref file format seq could be on multiple lines
-	#### concatinate all except for the header in one line.
-	#### e.g:
-	#### >chr1:8222999-8223099
-	#### GGTGCAATCATAGCTCACTAAGCTTCAACCTCAAGAGATCCTCCCACCTCAGCCTCCCAG
-	#### GTAGCTGGGACTACAGGCAAATGCCATGACACCTAGCTAAT
-	my $seq = join("", @output[1..$#output]);
-
-	#### remove new line character
-	$seq =~ s/\n//g;
-
-	#### find number of mismatches and start index
-	#### of clip to be searched against target seq.
-	$self->{relative_edit_dist} = adistr($clip, $seq);
-	$self->{edit_dist} = adist($clip, $seq);
-	$self->{index} = aindex($clip, $seq);
-}
-
-sub _run_system_cmd {
-	my ($self, $cmd) = @_;
-	my @cmd_output;
-
-	eval {
-		@cmd_output = qx{$cmd 2>&1};
-		if ( ($? << 8) != 0 ) {
-			die "@cmd_output";
-		}
-	};
-	if ($@) {
-		die "Error executing command $cmd: $@";
-	}
-
-	return @cmd_output;
-}
-
-1;

--- a/2.4/logs/StringApprox.out	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,14 +0,0 @@
-Checking if your kit is complete...
-Looks good
-Generating a Unix-style Makefile
-Writing Makefile for String::Approx
-Writing MYMETA.yml and MYMETA.json
-Running Mkbootstrap for String::Approx ()
-chmod 644 Approx.bs
-Files found in blib/arch: installing files in blib/lib into architecture dependent library tree
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/String/Approx/Approx.so
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/String/Approx.pm
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/man/man3/String::Approx.3pm
-Appending installation info to /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/perllocal.pod
-Files found in blib/arch: installing files in blib/lib into architecture dependent library tree
-Appending installation info to /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/perllocal.pod

--- a/2.4/logs/levD.err	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,2 +0,0 @@
-Unparsable version '' for prerequisite Test at Makefile.PL line 4.
-Please specify prototyping behavior for LevenshteinXS.xs (see perlxs manual)

--- a/2.4/logs/levD.out	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,26 +0,0 @@
-Checking if your kit is complete...
-Looks good
-Generating a Unix-style Makefile
-Writing Makefile for Text::LevenshteinXS
-Writing MYMETA.yml and MYMETA.json
-cp LevenshteinXS.pm blib/lib/Text/LevenshteinXS.pm
-AutoSplitting blib/lib/Text/LevenshteinXS.pm (blib/lib/auto/Text/LevenshteinXS)
-Running Mkbootstrap for Text::LevenshteinXS ()
-chmod 644 LevenshteinXS.bs
-/usr/bin/perl /usr/share/perl/5.14/ExtUtils/xsubpp  -typemap /usr/share/perl/5.14/ExtUtils/typemap  LevenshteinXS.xs > LevenshteinXS.xsc && mv LevenshteinXS.xsc LevenshteinXS.c
-cc -c   -D_REENTRANT -D_GNU_SOURCE -DDEBIAN -fno-strict-aliasing -pipe -fstack-protector -I/usr/local/include -D_LARGEFILE_SOURCE -D_FILE_OFFSET_BITS=64 -O2 -g   -DVERSION=\"0.03\" -DXS_VERSION=\"0.03\" -fPIC "-I/usr/lib/perl/5.14/CORE"   LevenshteinXS.c
-rm -f blib/arch/auto/Text/LevenshteinXS/LevenshteinXS.so
-cc  -shared -O2 -g -L/usr/local/lib -fstack-protector LevenshteinXS.o  -o blib/arch/auto/Text/LevenshteinXS/LevenshteinXS.so 	\
-	     	\
-	  
-chmod 755 blib/arch/auto/Text/LevenshteinXS/LevenshteinXS.so
-/usr/bin/perl -MExtUtils::Command::MM -e 'cp_nonempty' -- LevenshteinXS.bs blib/arch/auto/Text/LevenshteinXS/LevenshteinXS.bs 644
-Manifying blib/man3/Text::LevenshteinXS.3pm
-Running Mkbootstrap for Text::LevenshteinXS ()
-chmod 644 LevenshteinXS.bs
-Files found in blib/arch: installing files in blib/lib into architecture dependent library tree
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/Text/LevenshteinXS/LevenshteinXS.so
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/Text/LevenshteinXS.pm
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/auto/Text/LevenshteinXS/autosplit.ix
-Installing /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/man/man3/Text::LevenshteinXS.3pm
-Appending installation info to /home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib/perl5/x86_64-linux-gnu-thread-multi/perllocal.pod

--- a/2.4/man/man3/String__Approx.3pm	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,585 +0,0 @@
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-.\"
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-.\" give a nicer C++.  Capital omega is used to do unbreakable dashes and
-.\" therefore won't be available.  \*(C` and \*(C' expand to `' in nroff,
-.\" nothing in troff, for use with C<>.
-.tr \(*W-
-.ds C+ C\v'-.1v'\h'-1p'\s-2+\h'-1p'+\s0\v'.1v'\h'-1p'
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-.ie \nF \{\
-.    de IX
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-.rm #[ #] #H #V #F C
-.\" ========================================================================
-.\"
-.IX Title "Approx 3"
-.TH Approx 3 "2013-01-22" "perl v5.14.2" "User Contributed Perl Documentation"
-.\" For nroff, turn off justification.  Always turn off hyphenation; it makes
-.\" way too many mistakes in technical documents.
-.if n .ad l
-.nh
-.SH "NAME"
-String::Approx \- Perl extension for approximate matching (fuzzy matching)
-.SH "SYNOPSIS"
-.IX Header "SYNOPSIS"
-.Vb 1
-\&  use String::Approx \*(Aqamatch\*(Aq;
-\&
-\&  print if amatch("foobar");
-\&
-\&  my @matches = amatch("xyzzy", @inputs);
-\&
-\&  my @catches = amatch("plugh", [\*(Aq2\*(Aq], @inputs);
-.Ve
-.SH "DESCRIPTION"
-.IX Header "DESCRIPTION"
-String::Approx lets you match and substitute strings approximately.
-With this you can emulate errors: typing errorrs, speling errors,
-closely related vocabularies (colour color), genetic mutations (\s-1GAG\s0
-\&\s-1ACT\s0), abbreviations (McScot, MacScot).
-.PP
-\&\s-1NOTE:\s0 String::Approx suits the task of \fBstring matching\fR, not 
-\&\fBstring comparison\fR, and it works for \fBstrings\fR, not for \fBtext\fR.
-.PP
-If you want to compare strings for similarity, you probably just want
-the Levenshtein edit distance (explained below), the Text::Levenshtein
-and Text::LevenshteinXS modules in \s-1CPAN\s0.  See also Text::WagnerFischer
-and Text::PhraseDistance.  (There are functions for this in String::Approx,
-e.g. \fIadist()\fR, but their results sometimes differ from the bare Levenshtein
-et al.)
-.PP
-If you want to compare things like text or source code, consisting of
-\&\fBwords\fR or \fBtokens\fR and \fBphrases\fR and \fBsentences\fR, or
-\&\fBexpressions\fR and \fBstatements\fR, you should probably use some other
-tool than String::Approx, like for example the standard \s-1UNIX\s0 \fIdiff\fR\|(1)
-tool, or the Algorithm::Diff module from \s-1CPAN\s0.
-.PP
-The measure of \fBapproximateness\fR is the \fILevenshtein edit distance\fR.
-It is the total number of \*(L"edits\*(R": insertions,
-.PP
-.Vb 1
-\&        word world
-.Ve
-.PP
-deletions,
-.PP
-.Vb 1
-\&        monkey money
-.Ve
-.PP
-and substitutions
-.PP
-.Vb 1
-\&        sun fun
-.Ve
-.PP
-required to transform a string to another string.  For example, to
-transform \fI\*(L"lead\*(R"\fR into \fI\*(L"gold\*(R"\fR, you need three edits:
-.PP
-.Vb 1
-\&        lead gead goad gold
-.Ve
-.PP
-The edit distance of \*(L"lead\*(R" and \*(L"gold\*(R" is therefore three, or 75%.
-.PP
-\&\fBString::Approx\fR uses the Levenshtein edit distance as its measure, but
-String::Approx is not well-suited for comparing strings of different
-length, in other words, if you want a \*(L"fuzzy eq\*(R", see above.
-String::Approx is more like regular expressions or \fIindex()\fR, it finds
-substrings that are close matches.>
-.SH "MATCH"
-.IX Header "MATCH"
-.Vb 1
-\&        use String::Approx \*(Aqamatch\*(Aq;
-\&
-\&        $matched     = amatch("pattern") 
-\&        $matched     = amatch("pattern", [ modifiers ])
-\&
-\&        $any_matched = amatch("pattern", @inputs) 
-\&        $any_matched = amatch("pattern", [ modifiers ], @inputs)
-\&
-\&        @match       = amatch("pattern") 
-\&        @match       = amatch("pattern", [ modifiers ])
-\&
-\&        @matches     = amatch("pattern", @inputs) 
-\&        @matches     = amatch("pattern", [ modifiers ], @inputs)
-.Ve
-.PP
-Match \fBpattern\fR approximately.  In list context return the matched
-\&\fB\f(CB@inputs\fB\fR.  If no inputs are given, match against the \fB\f(CB$_\fB\fR.  In scalar
-context return true if \fIany\fR of the inputs match, false if none match.
-.PP
-Notice that the pattern is a string.  Not a regular expression.  None
-of the regular expression notations (^, ., *, and so on) work.  They
-are characters just like the others.  Note-on-note: some limited form
-of \fI\*(L"regular expressionism\*(R"\fR is planned in future: for example
-character classes ([abc]) and \fIany-chars\fR (.).  But that feature will
-be turned on by a special \fImodifier\fR (just a guess: \*(L"r\*(R"), so there
-should be no backward compatibility problem.
-.PP
-Notice also that matching is not symmetric.  The inputs are matched
-against the pattern, not the other way round.  In other words: the
-pattern can be a substring, a submatch, of an input element.  An input
-element is always a superstring of the pattern.
-.SS "\s-1MODIFIERS\s0"
-.IX Subsection "MODIFIERS"
-With the modifiers you can control the amount of approximateness and
-certain other control variables.  The modifiers are one or more
-strings, for example \fB\*(L"i\*(R"\fR, within a string optionally separated by
-whitespace.  The modifiers are inside an anonymous array: the \fB[ ]\fR
-in the syntax are not notational, they really do mean \fB[ ]\fR, for
-example \fB[ \*(L"i\*(R", \*(L"2\*(R" ]\fR.  \fB[\*(L"2 i\*(R"]\fR would be identical.
-.PP
-The implicit default approximateness is 10%, rounded up.  In other
-words: every tenth character in the pattern may be an error, an edit.
-You can explicitly set the maximum approximateness by supplying a
-modifier like
-.PP
-.Vb 2
-\&        number
-\&        number%
-.Ve
-.PP
-Examples: \fB\*(L"3\*(R"\fR, \fB\*(L"15%\*(R"\fR.
-.PP
-Note that \f(CW\*(C`0%\*(C'\fR is not rounded up, it is equal to \f(CW0\fR.
-.PP
-Using a similar syntax you can separately control the maximum number
-of insertions, deletions, and substitutions by prefixing the numbers
-with I, D, or S, like this:
-.PP
-.Vb 6
-\&        Inumber
-\&        Inumber%
-\&        Dnumber
-\&        Dnumber%
-\&        Snumber
-\&        Snumber%
-.Ve
-.PP
-Examples: \fB\*(L"I2\*(R"\fR, \fB\*(L"D20%\*(R"\fR, \fB\*(L"S0\*(R"\fR.
-.PP
-You can ignore case (\fB\*(L"A\*(R"\fR becames equal to \fB\*(L"a\*(R"\fR and vice versa)
-by adding the \fB\*(L"i\*(R"\fR modifier.
-.PP
-For example
-.PP
-.Vb 1
-\&        [ "i 25%", "S0" ]
-.Ve
-.PP
-means \fIignore case\fR, \fIallow every fourth character to be \*(L"an edit\*(R"\fR,
-but allow \fIno substitutions\fR.  (See \s-1NOTES\s0 about disallowing
-substitutions or insertions.)
-.PP
-\&\s-1NOTE:\s0 setting \f(CW\*(C`I0 D0 S0\*(C'\fR is not equivalent to using \fIindex()\fR.
-If you want to use \fIindex()\fR, use \fIindex()\fR.
-.SH "SUBSTITUTE"
-.IX Header "SUBSTITUTE"
-.Vb 1
-\&        use String::Approx \*(Aqasubstitute\*(Aq;
-\&
-\&        @substituted = asubstitute("pattern", "replacement")
-\&        @substituted = asubstitute("pattern", "replacement", @inputs) 
-\&        @substituted = asubstitute("pattern", "replacement", [ modifiers ])
-\&        @substituted = asubstitute("pattern", "replacement",
-\&                                   [ modifiers ], @inputs)
-.Ve
-.PP
-Substitute approximate \fBpattern\fR with \fBreplacement\fR and return as a
-list <copies> of \fB\f(CB@inputs\fB\fR, the substitutions having been made on the
-elements that did match the pattern.  If no inputs are given,
-substitute in the \fB\f(CB$_\fB\fR.  The replacement can contain magic strings
-\&\fB$&\fR, \fB$`\fR, \fB$'\fR that stand for the matched string, the string
-before it, and the string after it, respectively.  All the other
-arguments are as in \f(CW\*(C`amatch()\*(C'\fR, plus one additional modifier, \fB\*(L"g\*(R"\fR
-which means substitute globally (all the matches in an element and not
-just the first one, as is the default).
-.PP
-See \*(L"\s-1BAD\s0 \s-1NEWS\s0\*(R" about the unfortunate stinginess of \f(CW\*(C`asubstitute()\*(C'\fR.
-.SH "INDEX"
-.IX Header "INDEX"
-.Vb 1
-\&        use String::Approx \*(Aqaindex\*(Aq;
-\&
-\&        $index   = aindex("pattern")
-\&        @indices = aindex("pattern", @inputs)
-\&        $index   = aindex("pattern", [ modifiers ])
-\&        @indices = aindex("pattern", [ modifiers ], @inputs)
-.Ve
-.PP
-Like \f(CW\*(C`amatch()\*(C'\fR but returns the index/indices at which the pattern
-matches approximately.  In list context and if \f(CW@inputs\fR are used,
-returns a list of indices, one index for each input element.
-If there's no approximate match, \f(CW\*(C`\-1\*(C'\fR is returned as the index.
-.PP
-\&\s-1NOTE:\s0 if there is character repetition (e.g. \*(L"aa\*(R") either in
-the pattern or in the text, the returned index might start 
-\&\*(L"too early\*(R".  This is consistent with the goal of the module
-of matching \*(L"as early as possible\*(R", just like regular expressions
-(that there might be a \*(L"less approximate\*(R" match starting later is
-of somewhat irrelevant).
-.PP
-There's also backwards-scanning \f(CW\*(C`arindex()\*(C'\fR.
-.SH "SLICE"
-.IX Header "SLICE"
-.Vb 1
-\&        use String::Approx \*(Aqaslice\*(Aq;
-\&
-\&        ($index, $size)   = aslice("pattern")
-\&        ([$i0, $s0], ...) = aslice("pattern", @inputs)
-\&        ($index, $size)   = aslice("pattern", [ modifiers ])
-\&        ([$i0, $s0], ...) = aslice("pattern", [ modifiers ], @inputs)
-.Ve
-.PP
-Like \f(CW\*(C`aindex()\*(C'\fR but returns also the size (length) of the match.
-If the match fails, returns an empty list (when matching against \f(CW$_\fR)
-or an empty anonymous list corresponding to the particular input.
-.PP
-\&\s-1NOTE:\s0 size of the match will very probably be something you did not
-expect (such as longer than the pattern, or a negative number).  This
-may or may not be fixed in future releases. Also the beginning of the
-match may vary from the expected as with \fIaindex()\fR, see above.
-.PP
-If the modifier
-.PP
-.Vb 1
-\&        "minimal_distance"
-.Ve
-.PP
-is used, the minimal possible edit distance is returned as the
-third element:
-.PP
-.Vb 2
-\&        ($index, $size, $distance) = aslice("pattern", [ modifiers ])
-\&        ([$i0, $s0, $d0], ...)     = aslice("pattern", [ modifiers ], @inputs)
-.Ve
-.SH "DISTANCE"
-.IX Header "DISTANCE"
-.Vb 1
-\&        use String::Approx \*(Aqadist\*(Aq;
-\&
-\&        $dist = adist("pattern", $input);
-\&        @dist = adist("pattern", @input);
-.Ve
-.PP
-Return the \fIedit distance\fR or distances between the pattern and the
-input or inputs.  Zero edit distance means exact match.  (Remember
-that the match can 'float' in the inputs, the match is a substring
-match.)  If the pattern is longer than the input or inputs, the
-returned distance or distances is or are negative.
-.PP
-.Vb 1
-\&        use String::Approx \*(Aqadistr\*(Aq;
-\&
-\&        $dist = adistr("pattern", $input);
-\&        @dist = adistr("pattern", @inputs);
-.Ve
-.PP
-Return the \fBrelative\fR \fIedit distance\fR or distances between the
-pattern and the input or inputs.  Zero relative edit distance means
-exact match, one means completely different.  (Remember that the
-match can 'float' in the inputs, the match is a substring match.)  If
-the pattern is longer than the input or inputs, the returned distance
-or distances is or are negative.
-.PP
-You can use \fIadist()\fR or \fIadistr()\fR to sort the inputs according to their
-approximateness:
-.PP
-.Vb 3
-\&        my %d;
-\&        @d{@inputs} = map { abs } adistr("pattern", @inputs);
-\&        my @d = sort { $d{$a} <=> $d{$b} } @inputs;
-.Ve
-.PP
-Now \f(CW@d\fR contains the inputs, the most like \f(CW"pattern"\fR first.
-.SH "CONTROLLING THE CACHE"
-.IX Header "CONTROLLING THE CACHE"
-\&\f(CW\*(C`String::Approx\*(C'\fR maintains a \s-1LU\s0 (least-used) cache that holds the
-\&'matching engines' for each instance of a \fIpattern+modifiers\fR.  The
-cache is intended to help the case where you match a small set of
-patterns against a large set of string.  However, the more engines you
-cache the more you eat memory.  If you have a lot of different
-patterns or if you have a lot of memory to burn, you may want to
-control the cache yourself.  For example, allowing a larger cache
-consumes more memory but probably runs a little bit faster since the
-cache fills (and needs flushing) less often.
-.PP
-The cache has two parameters: \fImax\fR and \fIpurge\fR.  The first one
-is the maximum size of the cache and the second one is the cache
-flushing ratio: when the number of cache entries exceeds \fImax\fR,
-\&\fImax\fR times \fIpurge\fR cache entries are flushed.  The default
-values are 1000 and 0.75, respectively, which means that when
-the 1001st entry would be cached, 750 least used entries will
-be removed from the cache.  To access the parameters you can
-use the calls
-.PP
-.Vb 2
-\&        $now_max = String::Approx::cache_max();
-\&        String::Approx::cache_max($new_max);
-\&
-\&        $now_purge = String::Approx::cache_purge();
-\&        String::Approx::cache_purge($new_purge);
-\&
-\&        $limit = String::Approx::cache_n_purge();
-.Ve
-.PP
-To be honest, there are actually \fBtwo\fR caches: the first one is used
-far the patterns with no modifiers, the second one for the patterns
-with pattern modifiers.  Using the standard parameters you will
-therefore actually cache up to 2000 entries.  The above calls control
-both caches for the same price.
-.PP
-To disable caching completely use
-.PP
-.Vb 1
-\&        String::Approx::cache_disable();
-.Ve
-.PP
-Note that this doesn't flush any possibly existing cache entries,
-to do that use
-.PP
-.Vb 1
-\&        String::Approx::cache_flush_all();
-.Ve
-.SH "NOTES"
-.IX Header "NOTES"
-Because matching is by \fIsubstrings\fR, not by whole strings, insertions
-and substitutions produce often very similar results: \*(L"abcde\*(R" matches
-\&\*(L"axbcde\*(R" either by insertion \fBor\fR substitution of \*(L"x\*(R".
-.PP
-The maximum edit distance is also the maximum number of edits.
-That is, the \fB\*(L"I2\*(R"\fR in
-.PP
-.Vb 1
-\&        amatch("abcd", ["I2"])
-.Ve
-.PP
-is useless because the maximum edit distance is (implicitly) 1.
-You may have meant to say
-.PP
-.Vb 1
-\&        amatch("abcd", ["2D1S1"])
-.Ve
-.PP
-or something like that.
-.PP
-If you want to simulate transposes
-.PP
-.Vb 1
-\&        feet fete
-.Ve
-.PP
-you need to allow at least edit distance of two because in terms of
-our edit primitives a transpose is first one deletion and then one
-insertion.
-.SS "\s-1TEXT\s0 \s-1POSITION\s0"
-.IX Subsection "TEXT POSITION"
-The starting and ending positions of matching, substituting, indexing, or
-slicing can be changed from the beginning and end of the input(s) to
-some other positions by using either or both of the modifiers
-.PP
-.Vb 2
-\&        "initial_position=24"
-\&        "final_position=42"
-.Ve
-.PP
-or the both the modifiers
-.PP
-.Vb 2
-\&        "initial_position=24"
-\&        "position_range=10"
-.Ve
-.PP
-By setting the \fB\*(L"position_range\*(R"\fR to be zero you can limit
-(anchor) the operation to happen only once (if a match is possible)
-at the position.
-.SH "VERSION"
-.IX Header "VERSION"
-Major release 3.
-.SH "CHANGES FROM VERSION 2"
-.IX Header "CHANGES FROM VERSION 2"
-.SS "\s-1GOOD\s0 \s-1NEWS\s0"
-.IX Subsection "GOOD NEWS"
-.IP "The version 3 is 2\-3 times faster than version 2" 4
-.IX Item "The version 3 is 2-3 times faster than version 2"
-.PD 0
-.IP "No pattern length limitation" 4
-.IX Item "No pattern length limitation"
-.PD
-The algorithm is independent on the pattern length: its time
-complexity is \fIO(kn)\fR, where \fIk\fR is the number of edits and \fIn\fR the
-length of the text (input).  The preprocessing of the pattern will of
-course take some \fIO(m)\fR (\fIm\fR being the pattern length) time, but
-\&\f(CW\*(C`amatch()\*(C'\fR and \f(CW\*(C`asubstitute()\*(C'\fR cache the result of this
-preprocessing so that it is done only once per pattern.
-.SS "\s-1BAD\s0 \s-1NEWS\s0"
-.IX Subsection "BAD NEWS"
-.IP "You do need a C compiler to install the module" 4
-.IX Item "You do need a C compiler to install the module"
-Perl's regular expressions are no more used; instead a faster and more
-scalable algorithm written in C is used.
-.ie n .IP """asubstitute()"" is now always stingy" 4
-.el .IP "\f(CWasubstitute()\fR is now always stingy" 4
-.IX Item "asubstitute() is now always stingy"
-The string matched and substituted is now always stingy, as short
-as possible.  It used to be as long as possible.  This is an unfortunate
-change stemming from switching the matching algorithm.  Example: with
-edit distance of two and substituting for \fB\*(L"word\*(R"\fR from \fB\*(L"cork\*(R"\fR and
-\&\fB\*(L"wool\*(R"\fR previously did match \fB\*(L"cork\*(R"\fR and \fB\*(L"wool\*(R"\fR.  Now it does
-match \fB\*(L"or\*(R"\fR and \fB\*(L"wo\*(R"\fR.  As little as possible, or, in other words,
-with as much approximateness, as many edits, as possible.  Because
-there is no \fIneed\fR to match the \fB\*(L"c\*(R"\fR of \fB\*(L"cork\*(R"\fR, it is not matched.
-.ie n .IP "no more ""aregex()"" because regular expressions are no more used" 4
-.el .IP "no more \f(CWaregex()\fR because regular expressions are no more used" 4
-.IX Item "no more aregex() because regular expressions are no more used"
-.PD 0
-.ie n .IP "no more ""compat1"" for String::Approx version 1 compatibility" 4
-.el .IP "no more \f(CWcompat1\fR for String::Approx version 1 compatibility" 4
-.IX Item "no more compat1 for String::Approx version 1 compatibility"
-.PD
-.SH "ACKNOWLEDGEMENTS"
-.IX Header "ACKNOWLEDGEMENTS"
-The following people have provided valuable test cases, documentation
-clarifications, and other feedback:
-.PP
-Jared August, Arthur Bergman, Anirvan Chatterjee, Steve A. Chervitz,
-Aldo Calpini, David Curiel, Teun van den Dool, Alberto Fontaneda,
-Rob Fugina, Dmitrij Frishman, Lars Gregersen, Kevin Greiner,
-B. Elijah Griffin, Mike Hanafey, Mitch Helle, Ricky Houghton,
-\&'idallen', Helmut Jarausch, Damian Keefe, Ben Kennedy, Craig Kelley,
-Franz Kirsch, Dag Kristian, Mark Land, J. D. Laub, John P. Linderman,
-Tim Maher, Juha Muilu, Sergey Novoselov, Andy Oram, Ji Y Park,
-Eric Promislow, Nikolaus Rath, Stefan Ram, Slaven Rezic,
-Dag Kristian Rognlien, Stewart Russell, Slaven Rezic, Chris Rosin,
-Pasha Sadri, Ilya Sandler, Bob J.A. Schijvenaars, Ross Smith,
-Frank Tobin, Greg Ward, Rich Williams, Rick Wise.
-.PP
-The matching algorithm was developed by Udi Manber, Sun Wu, and Burra
-Gopal in the Department of Computer Science, University of Arizona.
-.SH "AUTHOR"
-.IX Header "AUTHOR"
-Jarkko Hietaniemi <[e-mail]>
-.SH "COPYRIGHT AND LICENSE"
-.IX Header "COPYRIGHT AND LICENSE"
-Copyright 2001\-2013 by Jarkko Hietaniemi
-.PP
-This library is free software; you can redistribute it and/or modify
-under either the terms of the Artistic License 2.0, or the \s-1GNU\s0 Library
-General Public License, Version 2.  See the files Artistic and \s-1LGPL\s0
-for more details.
-.PP
-Furthermore: no warranties or obligations of any kind are given, and
-the separate file \fI\s-1COPYRIGHT\s0\fR must be included intact in all copies
-and derived materials.

--- a/2.4/man/man3/Text__LevenshteinXS.3pm	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
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-.    de IX
-.    tm Index:\\$1\t\\n%\t"\\$2"
-..
-.    nr % 0
-.    rr F
-.\}
-.el \{\
-.    de IX
-..
-.\}
-.\"
-.\" Accent mark definitions (@(#)ms.acc 1.5 88/02/08 SMI; from UCB 4.2).
-.\" Fear.  Run.  Save yourself.  No user-serviceable parts.
-.    \" fudge factors for nroff and troff
-.if n \{\
-.    ds #H 0
-.    ds #V .8m
-.    ds #F .3m
-.    ds #[ \f1
-.    ds #] \fP
-.\}
-.if t \{\
-.    ds #H ((1u-(\\\\n(.fu%2u))*.13m)
-.    ds #V .6m
-.    ds #F 0
-.    ds #[ \&
-.    ds #] \&
-.\}
-.    \" simple accents for nroff and troff
-.if n \{\
-.    ds ' \&
-.    ds ` \&
-.    ds ^ \&
-.    ds , \&
-.    ds ~ ~
-.    ds /
-.\}
-.if t \{\
-.    ds ' \\k:\h'-(\\n(.wu*8/10-\*(#H)'\'\h"|\\n:u"
-.    ds ` \\k:\h'-(\\n(.wu*8/10-\*(#H)'\`\h'|\\n:u'
-.    ds ^ \\k:\h'-(\\n(.wu*10/11-\*(#H)'^\h'|\\n:u'
-.    ds , \\k:\h'-(\\n(.wu*8/10)',\h'|\\n:u'
-.    ds ~ \\k:\h'-(\\n(.wu-\*(#H-.1m)'~\h'|\\n:u'
-.    ds / \\k:\h'-(\\n(.wu*8/10-\*(#H)'\z\(sl\h'|\\n:u'
-.\}
-.    \" troff and (daisy-wheel) nroff accents
-.ds : \\k:\h'-(\\n(.wu*8/10-\*(#H+.1m+\*(#F)'\v'-\*(#V'\z.\h'.2m+\*(#F'.\h'|\\n:u'\v'\*(#V'
-.ds 8 \h'\*(#H'\(*b\h'-\*(#H'
-.ds o \\k:\h'-(\\n(.wu+\w'\(de'u-\*(#H)/2u'\v'-.3n'\*(#[\z\(de\v'.3n'\h'|\\n:u'\*(#]
-.ds d- \h'\*(#H'\(pd\h'-\w'~'u'\v'-.25m'\f2\(hy\fP\v'.25m'\h'-\*(#H'
-.ds D- D\\k:\h'-\w'D'u'\v'-.11m'\z\(hy\v'.11m'\h'|\\n:u'
-.ds th \*(#[\v'.3m'\s+1I\s-1\v'-.3m'\h'-(\w'I'u*2/3)'\s-1o\s+1\*(#]
-.ds Th \*(#[\s+2I\s-2\h'-\w'I'u*3/5'\v'-.3m'o\v'.3m'\*(#]
-.ds ae a\h'-(\w'a'u*4/10)'e
-.ds Ae A\h'-(\w'A'u*4/10)'E
-.    \" corrections for vroff
-.if v .ds ~ \\k:\h'-(\\n(.wu*9/10-\*(#H)'\s-2\u~\d\s+2\h'|\\n:u'
-.if v .ds ^ \\k:\h'-(\\n(.wu*10/11-\*(#H)'\v'-.4m'^\v'.4m'\h'|\\n:u'
-.    \" for low resolution devices (crt and lpr)
-.if \n(.H>23 .if \n(.V>19 \
-\{\
-.    ds : e
-.    ds 8 ss
-.    ds o a
-.    ds d- d\h'-1'\(ga
-.    ds D- D\h'-1'\(hy
-.    ds th \o'bp'
-.    ds Th \o'LP'
-.    ds ae ae
-.    ds Ae AE
-.\}
-.rm #[ #] #H #V #F C
-.\" ========================================================================
-.\"
-.IX Title "LevenshteinXS 3"
-.TH LevenshteinXS 3 "2004-06-30" "perl v5.14.2" "User Contributed Perl Documentation"
-.\" For nroff, turn off justification.  Always turn off hyphenation; it makes
-.\" way too many mistakes in technical documents.
-.if n .ad l
-.nh
-.SH "NAME"
-Text::LevenshteinXS \- An XS implementation of the Levenshtein edit distance
-.SH "SYNOPSIS"
-.IX Header "SYNOPSIS"
-.Vb 1
-\& use Text::LevenshteinXS qw(distance);
-\&
-\& print distance("foo","four");
-\& # prints "2"
-\&
-\& print distance("foo","bar");
-\& # prints "3"
-.Ve
-.SH "DESCRIPTION"
-.IX Header "DESCRIPTION"
-This module implements the Levenshtein edit distance in a \s-1XS\s0 way.
-.PP
-The Levenshtein edit distance is a measure of the degree of proximity between two strings.
-This distance is the number of substitutions, deletions or insertions (\*(L"edits\*(R") 
-needed to transform one string into the other one (and vice versa).
-When two strings have distance 0, they are the same.
-A good point to start is: <http://www.merriampark.com/ld.htm>
-.SH "CREDITS"
-.IX Header "CREDITS"
-All the credits go to Vladimir Levenshtein the author of the algorithm and to 
-Lorenzo Seidenari who made the C implementation <http://www.merriampark.com/ldc.htm>
-.SH "SEE ALSO"
-.IX Header "SEE ALSO"
-Text::Levenshtein , Text::WagnerFischer , Text::Brew , String::Approx
-.SH "AUTHOR"
-.IX Header "AUTHOR"
-Copyright 2003 Dree Mistrut <\[e-mail]\fR>
-Modifications Copyright 2004 Josh Goldberg <\[e-mail]\fR>
-.PP
-This package is free software and is provided \*(L"as is\*(R" without express
-or implied warranty.  You can redistribute it and/or modify it under 
-the same terms as Perl itself.

--- a/2.4/progress.txt	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,4 +0,0 @@
-source=1
-stringApprox=1
-levD=1
-libraries=1

--- a/2.4/script/Annotate_SoftSearch.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,40 +0,0 @@
-#!/usr/bin/perl
-open(VCF,"$ARGV[0]")||die "Usage: <VCF> <Annotation.bed>\n\n\t\t The annotation BED should be of exons\n";
-
-$bedtools=`which intersectBed`;
-if(!$bedtools){die "Requires Bedtools in path\n\n"}
-if(!$ARGV[1]){die "Usage: <VCF> <Annotation.bed>\n\n";}
-
-while (<VCF>){
-	if($_=~/^#/){print;next}
-	chomp;
-	@data=split(/\t/,$_);
-	#Get left pair information
-	$chr1=$data[0];
-        $pos1a=$data[1]-1;
-        $pos1b=$data[1];
-	#Get right pair information
-	$data[4]=~s/[ACTGactghr\[\]]//g;#$data[4]=~s/hr/chr/;
-	@pos2=split(/:/,$data[4]);
-	$chr2="chr";
-	$chr2.=$pos2[0];
-	$pos2a=$pos2[1]-1;
-	$pos2b=$pos2[1];
-	#Now get left side annotations
-	#
-	#print "LEFT=get_anno($chr1,$pos1a,$pos1b)\n";
-	$left_gene=get_anno($chr1,$pos1a,$pos1b);
-        #print "RIGHT=get_anno($chr2,$pos2a,$pos2b)\n";
-        $right_gene=get_anno($chr2,$pos2a,$pos2b);
-	print "$_\t$left_gene\t$right_gene\n";
-}
-
-close VCF;
-
-sub get_anno(){
-	my ($chr,$pos1,$pos2)=@_;
- 	$result=`perl -e 'if(($chr)&&($pos1)&&($pos2)){print join(\"\\t\",$chr,$pos1,$pos2,\"\\n\")}else {print STDERR "Not all variables defined: chr,pos1,pos2=$chr,$pos1,$pos2\n$_\n"}'|intersectBed -a $ARGV[1] -b stdin|cut -f4|head -1`;
-	$result=~chomp;$result=~s/\n//;
-	if(!$result){$result="NA"};
-	return $result;
-}

--- a/2.4/script/Bam2pair.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,98 +0,0 @@
-#!/usr/bin/perl
-#Author Steven Hart, PhD
-#11-15-2012
-#Convert and filter BAM files into merged bed 
-#Output should be 
-#chrA StartA EndA chrB StartB EndB Gene_id #supportingReads StrandA StrandB
-#chr9 1000 5000 chr9 3000 3800 bedpe_example2 100 - +
-
-use Cwd;
-use File::Basename;
-#Usage
-sub usage(){
-	print "Usage: perl Bam2Pair.pl -b <BAM> -o <outfile>\n
-		-isize [10000]\t\tThe insert size to be considered discordant\n
-		-winsize [10000]\tThe distance between mate pairs to be considered the same\n
-		-min [1]\t\tThe minimum number of reads required to support an SV event\n
-		-prefix need a random prefix so files with the same name don't get created\n\n"
-		;
-}
-$bedtools=`which intersectBed`;
-$samtools=`which samtools`;
-
-if(!defined($bedtools)){die "BEDtools must be installed\n";}
-if(!defined($samtools)){die "Samtools must be installed\n";}
-use Getopt::Long;
-#Declare variables
-GetOptions(
-	'b=s' => \$BAM_FILE,		#path to bam
-	'out=s' => \$outfile,		#path to output
-	'java:s' => \$java	,
-        'chrom:s' => \$chrom      ,
-	'isize=i' => \$isize,
-	'winsize=i' => \$winsize,
-        'prefix=s' => \$prefix,
-	'min=i' => \$minSupport,
-	'blacklist:s' => \$new_blacklist,
-	'q=s' => \$qual,
-	'v' => \$verbose
-	);
-#if(defined($picard_path)){$picard_path=$picard_path} else {die "Must specify a path to PICARD so that files can be sorted and indexed properly\n"};
-if(!defined($BAM_FILE)){die "Must specify a BAM file!\n".usage();}
-if(!defined($outfile)){die "Must specify an out filename!\n".usage();}
-if(!defined($java)){$java=$java;}else{$java=`which java`}
-if(!defined($qual)){$qual=20}
-if($new_blacklist){$new_blacklist=" -L $new_blacklist"}
-
-
-$Filter_BAM=$BAM_FILE;
-
-@bam=split("/",$Filter_BAM);
-$Filter_BAM=@bam[@bam-1];
-$Filter_BAM=~s/.bam/$prefix.bam/;
-$Filter_sam=$Filter_BAM;
-$Filter_sam=~s/.bam/.sam/;
-
-
-
-
-print "\nLooking for Discordant read pairs (and Unmated reads) without soft-clips\n";
-
-#$command=join("","samtools view -h -q 20 -f 1 -F 1804 ",$BAM_FILE," ",$chrom," ",$new_blacklist," |  awk -F\'\\t\' \'{if (\$9 > ", $isize, " || \$9 < -",$isize," || \$9 == 0 || \$1 ~ /^@/) print \$0}' > ",$Filter_sam);
-
-
-#Change command to allow reads where mate is unmapped & remove qual
-$command=join("","samtools view -h -f 1 -F 1800 -q $qual ",$BAM_FILE," ",$chrom," ",$new_blacklist," |  awk -F\'\\t\' \'{if (\$9 > ", $isize, " || \$9 < -",$isize," || \$9 == 0 || \$1 ~ /^@/) print \$0}' > ",$Filter_sam);
-
-print "$command\n" if ($verbose);
-system($command);
-$path = dirname(__FILE__);
-$Filter_cluster=$Filter_sam;
-$Filter_cluster=~s/.sam/.cluster/;
-$command=join("",$path,"/ReadCluster.pl -i=$Filter_sam -o=$Filter_cluster -m $minSupport");
-if($verbose){print "\n$command\n"};	
-
-system($command);
-
-##################################
-#Now there are 2 SAM files of filtered reads
-#.filter.cluster.inter.sam
-#.filter.cluster.intra.sam
-$result_pe=join("",$Filter_cluster,".out");
-$command=join("","cat ",$Filter_cluster,".int\*|perl -ane 'next if(\@F[0]=~/^\@/);if(\@F[6]!~/=/){print join(\"\\t\",\$F[11],\@F[2],\@F[3],\@F[6],\@F[7],\"\\n\")}else{print join(\"\\t\",\$F[11],\@F[2],\@F[3],\@F[2],\@F[7],\"\\n\")}' >",$result_pe);
-if($verbose){print $command."\n"};
-system($command);
- #my ($sample, $chrstart, $start, $chrend, $end) 
-$command=join("","cat ",$result_pe," | ",$path,"/cluster.pair.pl ",$winsize," |awk '(\$6 >",$minSupport,")' >> ", $outfile);
-if($verbose){print $command."\n"};
-system($command);
-$filt1=join("",$Filter_cluster,".inter.sam");
-$filt2=join("",$Filter_cluster,".intra.sam");
-
-
-unlink($Filter_sam,$filt1,$filt2,$result_pe);
-
-#########################################
-#Now determine if left or righ clipping surrogate
-print "\nBam2pair.pl Done\n";
-

--- a/2.4/script/Check_integration.sh	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,86 +0,0 @@
-#!/bin/sh
-#$ -V
-#$ -cwd
-#$ -q 1-day
-#$ -m ae
-#$ -M [e-mail]
-#$ -l h_vmem=8G
-#$ -l h_stack=10M
-VCF_FILE=$1
-x=$2
-#VIRAL_SEQDB=/data2/bsi/tertiary/m110344/SoftTile/Mia/BLAST_DB/OBrien/Virus_PCGS.fasta #must me indexed by bwasw
-VIRAL_SEQDB=$3
-VCF_FILE=$4
-#VCF_FILE=final.vcf
-
-set -x 
-
-perl -ane '$dist=100;
-$mate=$F[4];
-$mate=~s/[A-Z]|\[|\]//g;
-@mate=split(/:/,$mate);
-$end1a=@F[1]-$dist;
-$end1b=@F[1]+$dist;
-$end2a=$dist+@mate[1];
-$end2b=$dist+@mate[1];
-print "@F[0]\t$end1a\t$end1b\n@mate[0]\t$end2a\t$end2b\n"' $VCF_FILE|
-sortBed > targets.bed
-
-
-#100 min
-time samtools view -h $x -L targets.bed |awk '(($9==0)&&($11!~/#/)&&($3!~/^chrGL/)&&($3!~/^chrM/))'|perl -ane 'print "\@@F[0]\n@F[9]\n+\n@F[10]\n"' >${x%%.bam}.res.fq
-#23 min
-time bwa mem -t 4 $VIRAL_SEQDB ${x%%.bam}.res.fq |samtools view -S - |grep gi > ${x%%.bam}.tmp.sam
-
-#find out how many hits there are
-cut -f3 ${x%%.bam}.tmp.sam|perl -ne '@_=split(":",$_);@res=split(/_/,@_[1],2);print "@res[1]"' | sort|uniq -c|sort -k1nr|tee ${x%%.bam}.Viral_maps.out |head
-#Get the reads mapping to those hits to find out where the integration site is
-
-#Read in the viruses until there is a significant drop off in number of reads (i.e. contributing less than 10%)
-perl -ne '@_=split(" ",$_);$i=$_[0]+$i;$j=$_[0];$res=$j/$i;if($res>.1){print "@_[1]\n"}' ${x%%.bam}.Viral_maps.out >${x%%.bam}.to.keep
-fgrep -f ${x%%.bam}.to.keep ${x%%.bam}.tmp.sam |cut -f1 >${x%%.bam}.reads
-
-#75min+
-
-time samtools view $x -L targets.bed |
-fgrep -f ${x%%.bam}.reads|
-awk '{if(($9==0)&&($11!~/#/)&&($3!~/^chrGL/)&&($3!~/^chrM/)&&($3!~/^\*/)){print $3"\t"$4"\t"$4"\t"$1}}'|
-tee ${x%%.bam}.unsorted.bed|
-sortBed | mergeBed -nms -d 1000|
-perl -e 'open (FILE,"$ARGV[0]") or die "cant open file\n\n";
- $SAM="$ARGV[1]";
- $SAM=~chomp;
- while(<FILE>){
-chomp;
-  @_=split(/\t/,$_);
-  @reads=split(/;/,@_[3]);
-#print "LINE=$_\nRES=grep $reads[0] $SAM\n";
-  $res=`grep $reads[0] $SAM` ;
-#  print "AFTER GREP, RES=$res\n";
-  if($res){
-   @res=split(/\t/,$res);
-   print join("\t",@_[0..2],@res[2])."\n"
-   }
-  };
- close FILE' - ${x%%.bam}.tmp.sam |
-perl -ne 's/\|/\t/g;@_=split("\t",$_);print join ("\t",@_[0..2,7])'|
-perl -pne 's/_/\t/'|  cut -f4 --complement |
-perl -e '
- open (FILE,"$ARGV[0]") or die "cant open file\n\n";
- $SAM="$ARGV[1]";
- while(<FILE>){
-  chomp;
-  @_=split(/\t/,$_);
-  $res=`grep $_[3] $SAM`;
-  if($res){
-   @res=split(" ",$res);
-   $reads[0]=chomp;
-   print join("\t",@_[0..4],@res[0])."\n";
-  }
- }
-close FILE;
-' - ${x%%.bam}.Viral_maps.out|
-perl -pne 's/_/ /g'> ${x%%.bam}.Virus.integrated.bed
-
-rm ${x%%.bam}.reads ${x%%.bam}.to.keep ${x%%.bam}.tmp.sam ${x%%.bam}.res.fq
-echo "DONE with $x"

--- a/2.4/script/Extract_nSC.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,27 +0,0 @@
-#!/usr/bin/perl -w
-
-use Getopt::Long;
-
-#Initialize values
-my (@queries,@HEADER,$samples,@HEADER_OUT,$end,$samp);
-GetOptions ("query|q=s" => \$queries);
-if(!$queries){die "Usage: FORMAT_extract.pl <VCF> -query nSC 
-\n\n";}
-
-
-open (VCF,"$ARGV[0]") or die "Usage: <VCF>";
-
-while (<VCF>) {
-        if($_=~/^##/){print;next}
-    chomp;
-    @line=split(/\t/,$_);
-    if($line[0]=~/^#CH/){
-        print join ("\t",@line,$queries)."\n";
-	next}
- @FORMAT=split(/:/,$line[8]);
- @SAMPLE=split(/:/,$line[9]);
-	for($i=0;$i<@FORMAT;$i++){
-	if($FORMAT[$i] =~/^$queries$/){print join ("\t",@line,$SAMPLE[$i])."\n";next}
-	}
-}
-close VCF;

--- a/2.4/script/Merge_SV.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,218 +0,0 @@
-#!/usr/bin/perl -w
-use Getopt::Long;
-use List::Util qw(min max);
-
-
-#Declare variables
-my ($window,$tmpSpace,$usage,$help,$outFile);
-
-GetOptions(
-        'v=s{2,}' => \@VCF,
-        'o:s' => \$outFile,
-        'w:s' => \$window,
-		'h|help' => \$help
-);
-
-if((!@VCF)||($help)){&usage();exit}
-
-
-if (!$window) {
-    $window=500;
-}
-if (!$outFile) {
-    $outFile="merged.vcf.out";
-}
-###########################################
-# Protect against merging too many results
-###########################################
-$tmpSpace='temporarySV_merge';
-if (-e $tmpSpace) {
-    #Delete temp file if it exists
-    unlink $tmpSpace;
-}
-###########################################
-#For each VCF, create a BEDPE file
-###########################################
-
-open(OUT,">>$tmpSpace") or die "Can't write in this directory\n";
-for (my $i=0;$i<@VCF;$i++){
-    #print STDERR "opening $VCF[$i]\n";
-    open(VCF,$VCF[$i]) or die &usage();
-    while (<VCF>) {
-        next if ($_=~/^#/);
-        chomp;
-        @line=split("\t",$_);
-        $mate=$line[4];
-        $mate=~s/[A-L]|[N-W]|[Z]|\[|\]//g;
-        @mate=split(/:/,$mate);
-        $end1a=$line[1]-$window;
-        $end1b=$line[1]+$window;
-        $end2a=$mate[1]-$window;
-        $end2b=$mate[1]+$window;
-        next if (($end1a<0)||($end2a<0));
-        if (($line[0]=~/^chr$/)||($mate[0]=~/^chr$/)) {
-            next;
-        }
-        print OUT "$line[0]\t$end1a\t$end1b\t$mate[0]\t$end2a\t$end2b\n";
-        print OUT "$mate[0]\t$end2a\t$end2b\t$line[0]\t$end1a\t$end1b\n";
-    }
-}
-close OUT;
-
-###########################################
-#Now merge the BEDPE into a unique BEDPE
-###########################################
-#Make sure the BEDPE is sorted
-#print "Make sure the BEDPE is sorted\n";
-my $tmpSpace2=join("",$tmpSpace,".2");
-system("cat $tmpSpace|sort -k1,1 -k2,3n -k4,4 -k5,5n -u > $tmpSpace2");
-unlink($tmpSpace);
-
-#Create output files for the left and right merged BEDPE
-my $tmpSpace3=join("",$tmpSpace,".3");
-my $tmpSpace4=join("",$tmpSpace,".4");
-
-open (OUT1,">$tmpSpace3") or die "Cant write in this directory\n";
-open (OUT2,">$tmpSpace4") or die "Cant write in this directory\n";
-
-open(BEDPE,"$tmpSpace2") or die "$tmpSpace2 has already been deleted\n";
-#Initialize positions
-#my ($chr1,$pos2,$pos3,$chr2,$pos3,$pos4);
-my (@chr,@pos1,@pos2,@chr2,@pos3,@pos4);
-while (<BEDPE>) {
-    ($chr1,$pos2,$pos3,$chr2,$pos3,$pos4)=split("\t",$_);
-	if(!$Echr1){
-	($Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4)=split("\t",$_);
-	}
-    while ( 
-		 ($chr1 =~ /^$Echr1$/)&&
-           ($pos2 <= $Epos2+$window)&&
-            ($chr2 =~ /^$Echr2$/)&&
-           ($pos3 <= $Epos3+$window)
-          )
-        {$nextline = <BEDPE> ;
-		last if (!$nextline);
-		$nextline=~chomp;
-         ($chr1,$pos1,$pos2,$chr2,$pos3,$pos4)=split("\t",$nextline);
-		 #print "NEXTLINE=$nextline";
-         push (@chr1,$chr1);
-         push (@pos1,$pos1);
-         push (@pos2,$pos2);
-         push (@chr2,$chr2);
-         push (@pos3,$pos3);
-         push (@pos4,$pos4);   
-		  }
-    ($Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4)=($chr1[0],min(@pos1),max(@pos2),$chr2[-2],min(@pos3),$pos4[-2]);
-    #print join("\t",$Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4);
-	if($pos1>$pos2){my $tmp=$pos1;$pos1=$pos2;$pos2=$tmp}
-	if($pos1>$pos2){my $tmp=$pos3;$pos3=$pos4;$pos4=$tmp}
-	print OUT1 join ("\t",$chr1,$pos1,$pos2)."\n";
-	print OUT2 join ("\t",$chr2,$pos3,$pos4);
-	($Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4)=($chr1,$pos1,$pos2,$chr2,$pos3,$pos4);
-	}
-close BEDPE;
-close OUT;
-unlink ($tmpSpace2);
-
-#####################################################################
-#Now find out for each Unique BEDPE, how many Samples was the SV in?
-#####################################################################
-#FOR EACH VCF
-#get NAME
-
-my $tmpSpace5=join("",$tmpSpace,".5");
-my $tmpSpace6=join("",$tmpSpace,".6");
-my $tmpSpace7=join("",$tmpSpace,".7");
-my $tmpSpace8=join("",$tmpSpace,".8");
-my $tmpSpace9=join("",$tmpSpace,".9");
-
-#Create a placeholder file
-system("paste $tmpSpace3 $tmpSpace4| awk '{OFS=\"\\t\"}{print \$1,\$2,\$3,\$4,\$5,\$6,0,\"NA\"}' > $tmpSpace7");
-#Convert the VCF into a BED PE
-for (my $i=0;$i<@VCF;$i++){
-	open (OUT,">$tmpSpace5") or die "Cant write in this directory\n";
-	open(VCF,$VCF[$i]) ;
-	print STDERR "Starting on $VCF[$i]\n";
-		while (<VCF>) {
-			next if ($_=~/^#/);
-			chomp;
-			@line=split("\t",$_);
-			$mate=$line[4];
-			$mate=~s/[A-L]|[N-W]|[Z]|\[|\]//g;
-			@mate=split(/:/,$mate);
-			$end1a=$line[1]-$window;
-			$end1b=$line[1]+$window;
-			$end2a=$mate[1]-$window;
-			$end2b=$mate[1]+$window;
-			next if (($end1a<0)||($end2a<0));
-			if (($line[0]=~/^chr$/)||($mate[0]=~/^chr$/)) {
-				#print "$_\n";
-				next;
-			}
-			print OUT "$line[0]\t$end1a\t$end1b\t$mate[0]\t$end2a\t$end2b\n";
-			print OUT "$mate[0]\t$end2a\t$end2b\t$line[0]\t$end1a\t$end1b\n";
-		}
-	close VCF;
-	close OUT;
-	#for each row in $tmpSpace3, count the number of overlaps on both sides
-	my $left=join("",$tmpSpace,".left");
-	my $right=join("",$tmpSpace,".right");
-	system("intersectBed -a $tmpSpace3 -b $tmpSpace5 -loj -c > $left");
-	system("intersectBed -a $tmpSpace4 -b $tmpSpace5 -loj -c > $right");
-
-	my $Lcount=`wc -l $left|cut -f1 -d" "`;
-	my $Rcount=`wc -l $right|cut -f1 -d" "`;
-	if ($Lcount != $Rcount){die "Need to check for errors in $left and $right\n\n"}
-	system("paste $left $right > $tmpSpace5");
-	system ("rm $left $right");
-	open (IN,"$tmpSpace5") or die "Cant find $tmpSpace5\n";
-	open (OUT,">$tmpSpace6") or die "Cant write in this directory\n";
-	while(<IN>){
-		$_=~chomp;
-		@lines=split("\t",$_);
-		if(($lines[3] > 0)&&($lines[6] > 0)){print OUT "1\t$VCF[$i]\n"}else{print OUT "0\t.\n"}
-		}
-	close IN;
-	close OUT;
-
-	system("paste $tmpSpace7 $tmpSpace6 > $tmpSpace8");
-	#system("head $tmpSpace7 $tmpSpace8");
-	 open (IN,"$tmpSpace8") or die "Cant find $tmpSpace8\n";
-	 open (OUT,">$tmpSpace9") or die "Cant write in this directory\n";
-	 my ($Samples,$NumSamples,$EVENT);
-	 while(<IN>){
-		 $_=~chomp;
-		 @lines=split("\t",$_);
-
-		 if ($lines[8] > 0){
-			$Samples=$lines[7].";".$lines[9];
-			$Samples=~s/^NA;//;
-			$NumSamples=$lines[6]+$lines[8];
-			}
-			else{
-			$Samples=$lines[7];
-			$NumSamples=$lines[6];
-			}
-			print OUT join ("\t",@lines[0..5],$NumSamples,$Samples)."\n";
-	 }
-	 close IN;
-	 close OUT;
-	 print STDERR "completed with $VCF[$i]\n";
-	 system("cp $tmpSpace9 $tmpSpace7");
-}
-
-system("cp $tmpSpace7 $outFile");
-unlink ($tmpSpace9, $tmpSpace8, $tmpSpace7, $tmpSpace9,$tmpSpace3, $tmpSpace4, $tmpSpace5, $tmpSpace6);
-print STDERR "Your results are in $outFile\n";
-
-
-sub usage(){
-    print "
-###
-### This script will merge multiple SoftSearch VCF files
-###
-
-Usage: Merge_SV.pl -v <vcf1> <vcf2> <vcfN> -w [500] -o <output file>
-   
-    Note: Must have bedtools installed and in your path\n\n\n";
-}

--- a/2.4/script/Merge_Soft.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,39 +0,0 @@
-#!/usr/bin/perl -s
-#Merge Softsearch results by chrom
-if(!$ARGV[0]){die "Usage: <Sample.1.vcf>\n";}
-my ($sample,$cmd);
-
-#Get basename
-$sample="$ARGV[0]";
-$sample=~s/.[0-9(+)].out.vcf//;
-$sample=~s/.[0-9(+)].pe.vcf//;
-
-my $outfile=$sample;
-$outfile.="out.vcf";
-if( -e $outfile ){unlink($outfile)}
-$cmd="ls $sample\*vcf";
-my @samples=`$cmd`;
-print "there are " .scalar(@samples)." samples\n";
-
-open (OUT,">$outfile");
-my $i=1;
-my $tmp=@samples[$i];
-open(TMP,"$tmp");
-while (<TMP>){
-	print OUT if ($_=~/^#/);
-}
-
-open (OUT,">>$outfile");
-my $chr;
-for (my $i=0;$i<@samples;$i++){
-	my $tmp=@samples[$i];
-	open(TMP,"$tmp");
-	while (<TMP>){
-		unless (($_=~/^chrGL/)||($_=~/^#/)){print OUT $_;}
-	}
-	print "Done with $tmp";
-        unlink($tmp);
-	system("rm $tmp");
-	close TMP;
-}
-close OUT;

--- a/2.4/script/ReadCluster.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,191 +0,0 @@
-#!/usr/bin/perl
-
-=head1 NAME
-   ReadCluster.pl
-
-=head1 SYNOPSIS
-
-    USAGE: ReadCluster.pl --input input_sam_file --output output_prefix [--threshold 10000 --minClusterSize 4]
-
-=head1 OPTIONS
-
-B<--input,-i>
-   Input file
-
-B<--output,-o>
-   output prefix
-
-B<--window, -w>
-    Window size
-
-B<--minClusterSize, -m>
-	Min size of cluster
-
-B<--help,-h>
-   This help message
-
-=head1  DESCRIPTION
-
-
-=head1  INPUT
-
-
-=head1  OUTPUT
-
-
-=head1  CONTACT
-  Jaysheel D. Bhavsar @ bjaysheel[at]gmail[dot]com
-
-
-==head1 EXAMPLE
-   ReadCluster.pl --input=filename.sam --window=10000 --output=PREFIX
-
-=cut
-
-use strict;
-use warnings;
-use Data::Dumper;
-use DBI;
-use Pod::Usage;
-use Scalar::Util qw(looks_like_number);
-use Getopt::Long qw(:config no_ignore_case no_auto_abbrev pass_through);
-
-my %options = ();
-my $results = GetOptions (\%options,
-                          'input|i=s',
-						  'output|o=s',
-                          'window|w=s',
-						  'minClusterSize|m=s',
-						  'help|h') || pod2usage();
-
-## display documentation
-if( $options{'help'} ){
-    pod2usage( {-exitval => 0, -verbose => 2, -output => \*STDERR} );
-}
-#############################################################################
-## make sure everything passed was peachy
-&check_parameters(\%options);
-
-my $r1_start = 0;
-my $r2_start = 0;
-my $r1_end = $r1_start + $options{window};
-my $r2_end = $r2_start + $options{window};
-my $r1_chr = "";
-my $r2_chr = "";
-
-my @cluster = ();
-
-open (FHD, "<", $options{input}) or die "Cound not open file $options{input}\n";
-open (INTRA, ">", $options{output} . ".intra.sam") or die "Cound not open file $options{output}.intra.sam\n";
-open (INTER, ">", $options{output} . ".inter.sam") or die "Cound not open file $options{output}.inter.sam\n";
-
-while (<FHD>){
-	chomp $_;
-
-	#skip processing lines starting with @ just print to output file.
-	if ($_ =~ /^@/){
-		print INTRA $_."\n";
-		print INTER $_."\n";
-		next;
-	}
-#print "$_\n";
-	check_sequence($_);
-}
-
-close(FHD);
-close(INTRA);
-close(INTER);
-
-exit(0);
-
-#############################################################################
-sub check_parameters {
-    my $options = shift;
-
-	my @required = ("input", "output");
-
-	foreach my $key (@required) {
-		unless ($options{$key}) {
-			print STDERR "ARG: $key is required\n";
-			pod2usage({-exitval => 2,  -message => "error message", -verbose => 1, -output => \*STDERR});
-			exit(-1);
-		}
-	}
-
-	unless($options{window}) { $options{window} = 10000; }
-	unless($options{minClusterSize}) { $options{minClusterSize} = 4; }
-}
-
-#############################################################################
-sub check_sequence {
-	my $line = shift;
-
-	my @data = split(/\t/, $line);
-
-	## check if mates are within the window.
-	if ((inWindow($data[3], 1)) && (inWindow($data[7], 2)) &&
-		($r1_chr =~ /$data[2]/) && ($r2_chr =~ /$data[6]/)) {
-
-		## if minClusterSize is reached output
-		if (scalar(@cluster) >= $options{minClusterSize}) {
-
-			## if chr are the same then print intra-chr else inter-chr
-			if ($data[6] =~ /=/) {
-				print INTRA $line."\n";
-			} else {
-				print INTER $line."\n";
-			}
-		} else {
-			push @cluster, $line;
-		}
-	} else {
-
-		if (scalar(@cluster) >= $options{minClusterSize}) {
-			dumpCluster(@cluster);
-		}
-
-		@cluster = ();
-		$r1_start = $data[3];
-		$r2_start = $data[7];
-		$r1_end = $r1_start + $options{window};
-		$r2_end = $r2_start + $options{window};
-		$r1_chr = $data[2];
-		$r2_chr = $data[6];
-	}
-}
-
-#############################################################################
-sub inWindow {
-	my $coord = shift;
-	my $read = shift;
-
-	my $start = 0;
-	my $end = 0;
-
-	if ($read == 1) {
-		$start = $r1_start;
-		$end = $r1_end;
-	} else {
-		$start = $r2_start;
-		$end = $r2_end;
-	}
-
-	if (($coord > $start) && ($coord < $end)){
-		return 1;
-	} else { return 0; }
-}
-
-#############################################################################
-sub dumpCluster {
-	my @cluster = shift;
-
-	foreach (@cluster){
-		my @data = split(/\t/, $_);
-
-		if ($data[6] =~ /=/) {
-			print INTRA $_."\n";
-		} else {
-			print INTER $_."\n";
-		}
-	}
-}

--- a/2.4/script/SoftSearch.multi.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1183 +0,0 @@
-#!/usr/bin/perl
-
-####
-#### Usage: SoftSearch.pl [-lqrmsd] -b <BAM> -f <Genome.fa> -sam <samtools path> -bed <bedtools path>
-#### Created 1-30-2012 by Steven Hart, PhD
-#### [e-mail]
-#### Required bedtools & samtools to be in path
-
-#use FindBin;
-#use lib "$FindBin::Bin/lib";
-use lib "/data2/bsi/reference/softsearch/lib" ;
-use Getopt::Long;
-use strict;
-use warnings;
-use Data::Dumper;
-use LevD;
-use File::Basename;
-use List::Util qw(min max);
- 
-my (@INPUT_BAM,$INPUT_FASTA,$OUTPUT_FILE,$minSoft,$minSoftReads,$dist_To_Soft,$bedtools,$samtools);
-my ($minRP, $temp_output, $num_sd, $MapQ, $chrom, $unmated_pairs, $minBQ, $pair_only, $disable_RP_only);
-my ($levD_local_threshold, $levD_distl_threshold,$pe_upper_limit,$high_qual,$sv_only,$blacklist,$genome_file,$verbose);
-
-my $cmd = "";
-
-#Declare variables
-GetOptions(
-	'b=s{1,}' => \@INPUT_BAM,
-	'f=s' => \$INPUT_FASTA,
-	'o:s' => \$OUTPUT_FILE,
-	'm:i' => \$minRP,
-	'l:i' => \$minSoft,
-	'r:i' => \$minSoftReads,
-	't:i' => \$temp_output,
-	's:s' => \$num_sd,
-	'd:i' => \$dist_To_Soft,
-	'q:i' => \$MapQ,
-	'c:s' => \$chrom,
-	'u:s' => \$unmated_pairs,
-	'x:s' => \$minBQ,
-	'p' => \$pair_only,	
-	'g' => \$disable_RP_only,	#ignore softclips
-	'j:s' => \$levD_local_threshold,
-	'k:s' => \$levD_distl_threshold,
-    'a:s' => \$pe_upper_limit,
-    'e:s' => \$high_qual,
-	'L' => \$sv_only,
-	'v' => \$verbose, 
-	'blacklist:s' => \$blacklist,
-	'genome_file:s' => \$genome_file,
-	"help|h|?"	=> \&usage);
-#print "Using @INPUT_BAM as INPUT_BAM\n";
-unless($sv_only){$sv_only=""};
-my $INPUT_BAM=$INPUT_BAM[0];
-#print "MY NEW INPUT BAM=$INPUT_BAM[0]\n\n";die;
-if(defined($INPUT_BAM)){$INPUT_BAM=$INPUT_BAM} else {print usage();die "Where is the BAM file?\n\n"}
-if(defined($INPUT_FASTA)){$INPUT_FASTA=$INPUT_FASTA} else {print usage();die "Where is the fasta file?\n\n"}
-my ($fn,$pathname) = fileparse($INPUT_BAM,".bam");
-#my $index=`ls $pathname/$fn*bai|head -1`;
-#my $index =`ls \${INPUT_BAM%.bam}*bai`;
-#print "INDEX=$index\n";
-#if(!$index){die "\n\nERROR: you need index your BAM file\n\n"}
-my $index="";
-### get current time
-print "Start Time : " . &spGetCurDateTime() . "\n";
-my $now = time;
-
-#if(defined($OUTPUT_FILE)){$OUTPUT_FILE=$OUTPUT_FILE} else {$OUTPUT_FILE="output.vcf"; print "\nNo outfile specified.  Using output.vcf as default\n\n"}
-if(defined($minSoft)){$minSoft=$minSoft} else {$minSoft=5}
-if(defined($minRP)){$minRP=$minRP} else {$minRP=5}
-if(defined($minSoftReads)){$minSoftReads=$minSoftReads} else {$minSoftReads=5}
-if(defined($dist_To_Soft)){$dist_To_Soft=$dist_To_Soft} else {$dist_To_Soft=300}
-if(defined($num_sd)){$num_sd=$num_sd} else {$num_sd=6}
-if(defined($MapQ)){$MapQ=$MapQ} else {$MapQ=20}
-
-unless (defined $pe_upper_limit) { $pe_upper_limit = 10000; }
-unless (defined $levD_local_threshold) { $levD_local_threshold = 0.05; }
-unless (defined $levD_distl_threshold) { $levD_distl_threshold = 0.05; }
-#Get sample name if available
-my $SAMPLE_NAME="";
-my $OUTNAME ="";
-$SAMPLE_NAME=`samtools view -f2 -H $INPUT_BAM|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-$SAMPLE_NAME=~s/\n//g;
-if (!$OUTPUT_FILE){
-	if($SAMPLE_NAME ne ""){$OUTNAME=$SAMPLE_NAME.".vcf"}
-	else {$OUTNAME="output.vcf"}
-}
-else{$OUTNAME=$OUTPUT_FILE}
-
-print "Writing results to $OUTNAME\n";
-
-
-##Make sure if submitting on SGE, to prepned the "chr".  Not all referecne FAST files require "chr", so we shouldn't force the issue.
-if(!defined($chrom)){$chrom=""}
-if(!defined($unmated_pairs)){$unmated_pairs=0}
-
-my $badQualValue=chr($MapQ);
-if(defined($minBQ)){ $badQualValue=chr($minBQ); }
-
-if($badQualValue  eq "#"){$badQualValue="\#"}
-
-# adding and cheking for samtools and bedtools in the PATh
-## check for bedtools and samtools in the path
-$bedtools=`which intersectBed` ;
-if(!defined($bedtools)){die "\nError:\n\tno bedtools. Please install bedtools and add to the path\n";}
-#$samtools=`samtools 2>&1`;
-$samtools=`which samtools`;
-if($samtools !~ /(samtools)/i){die "\nError:\n\tno samtools. Please install samtools and add to the path\n";}
-
-print "Usage = SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -s $num_sd -c $chrom -b @INPUT_BAM -f $INPUT_FASTA -o $OUTNAME \n\n";
-sub usage {
-	print "\nusage: SoftSearch.pl [-cqlrmsd] -b <BAM> -f <Genome.fa> \n";
-	print "\t-q\t\tMinimum mapping quality [20]\n";
-	print "\t-l\t\tMinimum length of soft-clipped segment [5]\n";
-	print "\t-r\t\tMinimum depth of soft-clipped reads at position [5]\n";
-	print "\t-m\t\tMinimum number of discordant read pairs [5]\n";
-	print "\t-s\t\tNumber of sd away from mean to be considered discordant [6]\n";
-	print "\t-u\t\tNumber of unmated pairs [0]\n";
-	print "\t-d\t\tMax distance between soft-clipped segments and discordant read pairs [300]\n";
-	print "\t-o\t\tOutput file name [output.vcf]\n";
-	print "\t-t\t\tPrint temp files for debugging [no|yes]\n";
-	print "\t-c\t\tuse only this chrom or chr:pos1-pos2\n";
-	print "\t-p\t\tuse paired-end mode only \n";
-	print "\t-g\t\tEnable paired-only seach. This will look for discordant read pairs even without soft clips.\n";
-        print "\t-a\t\tset the minimum distance for a discordant read pair without soft-clipping info [10000]\n";
-        print "\t-L\t\tFlag to print out even small deletions (low quality)\n";
-        print "\t-e\t\tdisable strict quality filtering of base qualities in soft-clipped reads [no]\n";
-        print "\t-blacklist\tareas of the genome to skip calling.  Requires -genome_file\n";
-        print "\t-genome_file\ttab seperated value of chromosome name and length.  Only used with -blacklist option\n\n";
-
-	exit 1;
-	}
-
-
-#############################################################
-# create temporary variable name
-#############################################################
-srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-our $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-
-#############################################################
-## create green list
-##############################################################
-#
-my $new_blacklist="";
-if($blacklist){
-        if(!$genome_file){die "if using a blacklist, you must also specify the location of a genome_file
-        The format of the genome_file should be
-                chrom   size
-                chr1    249250621
-                chr2    243199373
-                ...
-
-        If using hg19, you can ge the genome file by
-                mysql --user=genome --host=genome-mysql.cse.ucsc.edu -A -e \"select chrom, size from hg19.chromInfo\"  > hg19.genome";}
-        
-	$cmd=join("","complementBed -i $blacklist -g $genome_file >",$random_name,".bed") ;
-	system ($cmd);
-	$new_blacklist=join(""," -L ",$random_name,".bed ");
-	}
-
-if($verbose){print "CMD=$cmd\nBlacklist is $new_blacklist\n";}
-
-
-
-
-
-#############################################################
-# Calcualte insert size distribution of properly mated reads
-#############################################################
-
-#Change for compatability with other operating systems
-#my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)**2)}'`;
-#print "samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'\n";
-my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'`;
-#my ($mean,$stdev)=split(/ /,$metrics);
-my ($mean,$stdev)=split(/\s/,$metrics);
-$stdev=~s/\n//;
-
-#print "MEAN=$mean\tSTDEV=$stdev\n\n";
-
-my $upper_limit=int($mean+($num_sd*$stdev));
-my $lower_limit=int($mean-($num_sd*$stdev));
-die if (!$mean);
-print qq{The mean insert size is $mean +/- $stdev (sd)
-The upper limit = $upper_limit
-The lower limit = $lower_limit\n
-};
-if($lower_limit<0){
-	print "Warning!! Given this insert size distribution, we can not call small indels.  No other data will be affected\n\n";
-	$lower_limit=1;
-}
-my $tmp_name=join ("",$random_name,".tmp.bam");
-my $random_file_sc = "";
-my $command = "";
-
-#############################################################
-# Make sam file that has soft clipped reads
-#############################################################
-#give file a name
-if(!defined($pair_only)){
-	foreach my $bam(@INPUT_BAM){
-	$random_file_sc=join ("",$random_name,".sc.sam");
-	$command=join ("","samtools view -q $MapQ -F 1024 $bam $chrom $new_blacklist| awk '{OFS=\"\\t\"}{c=0;if(\$6~/S/){++c};if(c == 1){print}}' | perl -ane '\$TR=(\@F[10]=~tr/\#//);if(\$TR<2){print}' >> ", $random_file_sc);
-	print "Making SAM file of soft-clipped reads from $bam\n";
-	if($verbose){	print "$command\n";}
-	system("$command");
-}
-	#############################################################
-	# Find areas that have deep enough soft-clip coverage
-	print "Identifying soft-clipped regions that are at least $minSoft bp long iin $random_file_sc\n";
-	open (FILE,"$random_file_sc")||die "Can't open soft-clipped sam file $random_file_sc\n";
-
-	my $tmpfile=join("",$random_file_sc,".sc.passfilter");
-	open (OUT,">$tmpfile")||die "Can't write files here!\n";
-
-	while(<FILE>){
-		@_ = split(/\t/, $_);
-		#### parse CIGAR string and create a hash of array of each operation
-		my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-		my $hash;
-		map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-		#for ($i=0; $i<=$#softclip_pos; $i++)	{
-		foreach my $softclip (@{$hash->{S}}) {
-			#if	($CIGAR[$softclip_pos[$i]] > $minSoft){
-			if	($softclip > $minSoft){
-				###############Make sure base qualities don't have more than 2 bad marks
-				my $qual=$_[10];
-				my $TR=($qual=~tr/$badQualValue//);
-				if($badQualValue eq "#"){ $TR=($qual=~tr/\#//); }
-				#Skip the soft clip if there is more than 2 bad qual values
-				#next if($TR > 2);
-#				if (!$high_qual){next if($TR > 2);}
-				print OUT;
-				last;
-			}
-		}
-	}
-	close FILE;
-	close OUT;
-
-	$command=join(" ","mv",$tmpfile,$random_file_sc);
-if($verbose){	print "$command\n";}
-	system("$command");
-}
-
-#########################################################
-#Stack up SoftClips
-#########################################################
-my $random_file=join("",$random_name,".sc.direction.bed");
-if(!defined($pair_only)){
-        open (FILE,"$random_file_sc")|| die "Can't open sam file\n";
-        #$random_file=join("",$random_name,".sc.direction");
-
-        print "Calling sides of soft-clips from $random_file_sc\n";
-        #\nTMPOUT=$random_file\tINPUT=$random_file_sc\n\n";
-        open (TMPOUT,">$random_file")|| die "Can't create tmp file\n";
-
-        while (<FILE>){
-                @_ = split(/\t/, $_);
-                #### parse CIGAR string and create a hash of array of each operation
-                my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-                my $hash;
-                map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-                #### next if softclips on each end
-                next if ($_[5] =~ /^[0-9]+S.*S$/);
-
-                #### next softclip occurs in the middle
-                next if ($_[5] =~ /^[0-9]+[^S][0-9].*S.+$/);
-
-                my $softclip = $hash->{S}[0];
-
-                my $end1 = 0;
-                my $end2 = 0;
-                my $softBases = "";
-		my $right_corrected="";my $left_corrected="";
-
-        if ($softclip > $minSoft) {
-		
-                        ####If the soft clip occurs at end of read and its on the minus strand, then it's a right clip
-                        if ($_[5] =~ /^.*S$/) {
-                                $end1=$_[3]+length($_[9])-$softclip-1;
-                                $end2=$end1+1;
-next if ($end1<0);
-                                #RIGHT clip on Minus
-                                $softBases=substr($_[9], length($_[9])-$softclip, length($_[9]));
-                                #Right clips don't always get clipped correctly, so fix that
-                                # Check to see if sc base matches ref
-                                $right_corrected=baseCheck($_[2],$end2,"right",$softBases);
-                               print TMPOUT "$right_corrected\n"
-
-                        } else {
-                                #### Begins with S (left clip)
-                                $end1=$_[3]-$softclip;
-next if ($end1<0);
-
-                                $softBases=substr($_[9], 0,$softclip);#print "TMP=$softBases\n";
-        			$left_corrected=baseCheck($_[2],$end1,"left",$softBases);
-if(!$left_corrected){print "baseCheck($_[2],$end1,left,$softBases)\n";next}
-                               print TMPOUT "$left_corrected\n";
-#print "\nSEQ=$_[9]\t\n";
-
-                        }
-        }
-  }
-close FILE;
-close TMPOUT;
-}
-sub baseCheck{
-        my ($chrom,$pos,$direction,$softBases)=@_;
-        #skip if position is less than 0, which is caused by MT DNA
-        return if ($pos<0);
-        my $exit="";
-
-        while(!$exit){
-        if($direction=~/right/){
-                        my $refBase=getSeq($chrom,$pos,$INPUT_FASTA);
-                        my $softBase=substr($softBases,0,1);
-                        if ($softBase !~ /$refBase/){
-                                my $value=join("\t",$chrom,$pos,$pos+1,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos+1;
-                                $softBases=substr($softBases, 1,length($softBases));
-                        }
-         }
-        else{
-                        my $refBase=getSeq($chrom,$pos+1,$INPUT_FASTA);
-                        my $softBase=substr($softBases,-1,1);
-                        if ($softBase !~ /$refBase/){
-                                $pos=$pos-1+length($softBases);
-                                my $value=join("\t",$chrom,$pos-1,$pos,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos-1;
-                                $softBases=substr($softBases, 0, -1);
-                                #print "Trying again $softBases\n";
-                       }
-
-        }
-
-}
-}
-#Remove SAM files to conserve space
-unlink($random_file_sc);
-
-
-
-###
-#
-######################################################
-# Transform Read pair groups into softclip equivalents
-######################################################
-#
-#
-#
-my $v="";
-#if($disable_RP_only){
-print "Running Bam2pair.pl\n";
-print "Looking for discordant read pairs without requiring soft-clipping information\n";
-	use FindBin qw($Bin);
-	my $path=$Bin;
-#	print"\n\nPATH=$path\n\n";
-if($verbose){$v="-v"}
-foreach my $random_file_disc(@INPUT_BAM){
-	my $tmp_out=join("",$random_name,"RP.out");
-	$command=join("","perl ",$path,"/Bam2pair.pl -b $random_file_disc  -o $tmp_out -isize $pe_upper_limit -winsize $dist_To_Soft -min $minRP -chrom $chrom -prefix $random_name -q $MapQ -blacklist $random_name.bed $v");
-if($verbose){	print "$command\n"};
-	system("$command");
-	$command=join("","perl -ane '\$end1=\@F[1];\$end2=\@F[3];print join(\"\\t\",\@F[0..1],\$end1,\"unknown|left\");print \"\\n\";print join(\"\\t\",\@F[2..3],\$end2,\"unknown|left\");print \"\\n\"' ", $tmp_out," >> ",$random_file);
-if($verbose){print "$command\n"};
-	system($command);
-	unlink($tmp_out);
-#}
-}
-
-
-######################################################
-unlink("$random_file","$tmp_name","$random_file","$index","$random_name","$new_blacklist") if (-z $random_file || ! -e $random_file) ;
-if (-z $random_file || ! -e $random_file){
-	print "Softclipped file is empty($random_file).\nNo soft clipping found using desired paramters\n\n";
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-
-#############################################################
-#  Make sure there are enough soft-clippped supporting reads
-#############################################################
-my $outfile=join("",$random_file,".sc.merge.bed");
-#sortbed -i .sc.direction | mergeBed -nms -d 25 -i stdin > .sc.merge.bed
-$command=join(" ","sortBed -i",$random_file," | mergeBed  -nms -i stdin","|grep \";\"","|awk '{OFS=\"\t\"}(NF==4)'",">",$outfile);
-
-#print "$command\n";
-system("$command");
-
-if (-z $outfile || ! -e $outfile){
-	unlink("$tmp_name","$random_file","$outfile","$index","$random_name","$new_blacklist"); 
-	print "mergeBed file is empty.\nNo strucutral variants found\n\n" ;
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed mergeBed\n";
-
-###############################################################
-# If left and right are on the same line, make into 2 lines
-###############################################################
-open (INFILE,$outfile)||die "couldn't open temp file : $. \n\n";
-my $tmp2=join("",$random_name,".sc.fixed.merge.bed");
-#print "INFILE=$outfile\tOUTFILE=$tmp2\n\n";
-#INPUT FORMAT=chr9\t131467\t131473\tATGCTTATTAAAA|left;TTATTAAAAGCATA|left
-open (OUTFILE,">$tmp2")||die "couldn't create temp file : $. \n\n";
-while(<INFILE>){
-	chomp $_;
-	my $l = $_;
-
-	my @a = split(/\t/, $l);
-	my $info = $a[3];
-	my @info_arr = split(/\;/, $info);
-	my @left_arr=();
-	my @right_arr=();
-	@left_arr = grep(/left/, @info_arr);
-	@right_arr = grep(/right/, @info_arr);
-
-	#New
-	my $left = join(";", @left_arr);
-	my $right = join(";", @right_arr);
-	$info = join(";", @info_arr);
-
-	if((@left_arr) && (@right_arr)){
-		print OUTFILE "$a[0]\t$a[1]\t$a[2]\t$left\n$a[0]\t$a[1]\t$a[2]\t$right\n";
-	} else{
-		my $all=join("\t",@a[0..2],$info);
-		print OUTFILE "$all\n";
-	}
-}
-
-# make sure output file name is $outfile
-$command=join(" ","sed -e '/ /s//\t/g'", $tmp2,"|awk 'BEGIN{OFS=\"\\t\"}(NF==4)'", "|perl -pne 's/ /\t/g'>",$outfile);
-system("$command");
-if($verbose){print "$command\n"};
-unlink("$tmp_name","$random_file","$tmp2","$outfile","$index","random_name","$new_blacklist") if (-z $outfile || ! -e $outfile) ;
- if (-z $outfile || ! -e $outfile){
-	print "Fixed mergeBed file is empty($outfile).\nNo strucutral variants found\n\n";
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed fixing mergeBed\n\n";
-
-###############################################################
-# Seperate directions of soft clips
-###############################################################
-my $left_sc = join("", "left", $tmp2);
-my $right_sc = join("", "right", $tmp2);
-use FindBin qw($Bin);
-#my $path=$Bin;
-
-$command=join("","grep left ", $tmp2, " |sed -e '/left /s//left\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$left_sc);
-system("$command");
-#print "$command\n";
-$command=join("","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$right_sc);
-#$command=join(" ","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g' >",$right_sc);
-system("$command");
-#print "$command\n";
-#die "CHECK $right_sc\n";
-
-###############################################################
-# Count the number and identify directions of soft clips
-###############################################################
-print "Count the number and identify directions of soft clips\n";
-#print "looking in $outfile\n";
-$outfile=join("",$random_name,".sc.fixed.merge.bed");
-#system("ls -lhrt");
-open (INFILE,$outfile)||die "couldn't open temp file\n\n";
-my $tmp3 = join("", $random_file, "predSV");
-open (OUTFILE, ">$tmp3")||die "couldn't create temp file\n\n";
-while(<INFILE>){
-chomp;
-	@_=split(/\t/,$_);
-	my $count=tr/\;//;
-	$count=$count+1;
-	my $left=0;
-	my $right=0;
-
-	while ($_ =~ /left/g) { $left++ } # count number of right clips
-	while ($_ =~ /right/g) { $right++ } # count number of left clips
-
-	###############################################################
-	if ($count >= $minSoftReads){
-		####get longets soft-clipped read
-		my @clips=split(/\;|\|/,$_[3]);
-
-		my ($max, $temp, $temp2, $temp3, $dir, $maxSclip) = (0) x 6;
-		for (my $i=0; $i<$count; $i++) {
-			my $plus1=$i+1;
-			$temp=length($clips[$i]);
-			$temp2=$clips[$plus1];
-			$temp3=$clips[$i];
-
-			if ($temp > $max){
-				$maxSclip=$temp3;
-				$max =$temp;
-				$dir=$temp2;
-			} else {
-				$max=$max;
-				$dir=$dir;
-				$maxSclip=$maxSclip;
-			}
-			$i++;
-		}
-		my $order2 = join("|", $left, $right);
-        #print join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-		print OUTFILE join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-	} elsif($_=~/unknown/){
-	print OUTFILE join ("\t",@_[0..2],"NA","NA","left","NA","NA|NA") . "\n";
-        print OUTFILE join ("\t",@_[0..2],"NA","NA","right","NA","NA|NA") . "\n";
-	}
-	####Format is Chrom,start, end,longest Soft-clip,length of longest Soft-clip, direction of longest soft-clip,#supporting softclips,#right Sclips|#left Sclips
-}
-close INFILE;
-close OUTFILE;
-
-unlink("$tmp2","$tmp_name","$random_file","$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$new_blacklist") if (-z $tmp3 || !-e $tmp3) ;
-
- if (-z $tmp3 || !-e $tmp3){
-	print "No structural variants found while Counting the number and identify directions of soft clips.\n" ;
-
-#	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-#	&print_header();
-#	close OUT;
-exit;
-}
-
-print "Done counting Softclipped reads\n";
-###############################################################
-#### Print header information
-###############################################################
-
-
-foreach my $random_file_disc(@INPUT_BAM){
-print "Making the header for $random_file_disc\n";
-$SAMPLE_NAME=`samtools view -f2 -H $random_file_disc|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-$SAMPLE_NAME=~s/\n//g;
-if($chrom){$SAMPLE_NAME.=".".$chrom}
-
-$SAMPLE_NAME.=".vcf";
-open (OUT,">$SAMPLE_NAME")||die "Can't write files here!\n";
-&print_header();
-
-# DO the bulk of the work
-open (FILE,"$tmp3")|| die "Can't open file\n";
-
-while (<FILE>){
-	#If left clip {+- or -- or -+ }{+- are uninformative b/c they go upstream}
-	#If right clip {++ or -- or +-}
-	chomp $_;
-	my @res=();my $res;
-	my $line = $_;
-	my @info = split(/\t/, $_);
-	my $i=0;
-	my $basename=basename($random_file_disc);$i=0;
-	if($info[5] eq "left") {
-		$res=bulk_work("left", $line, $random_file_disc);
-                if(!$res){$res=join("\t",".",".",".",".",".",".",".",".",".",".")};
-		$i++;
-		} 
-	elsif ($info[5] eq "right") {
-		$res=bulk_work("right", $line, $random_file_disc);
-		if(!$res){$res=join("\t",".",".",".",".",".",".",".",".",".",".")};
-		$i++;
-		}
-	if($res){@res=split("\t",$res);
-	print OUT join("\t",@res)."\n";
-	}}
-close FILE;
-close OUT;
-print "Done with $random_file_disc\n\n";
-}
-
-
-
-###############################################################################
-###############################################################################
-#### Delete temp files
-my $meregedBed=join("",$random_name,".sc.direction.bed.sc.merge.bed");
-
-if(defined($temp_output)){$temp_output=$temp_output} else {$temp_output="no"}
-
-if ($temp_output eq "no"){
-	unlink("$tmp_name","$random_file","$tmp2",,"$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$meregedBed","$random_name.bed");
-}
-####Sort VCF
-#my $tmp=join(".",$random_name,"tmp");
-#Get header
-#$cmd="grep \"#\" $OUTNAME > $tmp";
-#system($cmd);
-#sort results
-#$cmd="grep -v \"#\" $OUTNAME|perl -pne 's/chr//'|sort -k1,1n -k2,2n|perl -ne 'print \"chr\".\$_' >>$tmp";
-#system($cmd);
-#$cmd="mv $tmp $OUTNAME";
-#system($cmd);
-#remove entries next to each other
-
-
-print "Analysis Completed\n\nYou did it!!!\n";
-print "Finish Time : " . &spGetCurDateTime() . "\n";
-$now = time - $now;
-printf("\n\nTotal running time: %02d:%02d:%02d\n\n", int($now / 3600), int(($now % 3600) / 60),
-int($now % 60));
-
-exit;
-
-###############################################################################
-sub rev_comp {
-  my $dna = shift;
-  my $revcomp = reverse($dna);
-  $revcomp =~ tr/ACGTacgt/TGCAtgca/;
-  return $revcomp;
-}
-
-
-###############################################################################
-#### to get reference base
-sub getSeq{
-	my ($chr,$pos,$fasta)=@_;
-	#don't require chr
-	#if($chr !~ /^chr/){die "$chr is not correct\n";}
-#	die "$pos is not a number\n" if ($pos <0);
-my @result=();
-        if ($pos <0){print "$pos is not a valid position (likely caused by circular MT chromosome)\n";return;}
-
-	@result = `samtools faidx $fasta $chr:$pos-$pos`;
-	if($result[1]){chomp($result[1]);
-	return uc($result[1]);
-	}
-	return("NA");
-	#### after return will not be printed
-	####print "RESULTS=@result\n";
-}
-
-sub getBases{
-        my ($chr,$pos1,$pos2,$fasta)=@_;
-        #don't require chr
-        #if($chr !~ /^chr/){die "$chr is not correct\n";}
-my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";return;};
-
-        @result = `samtools faidx $fasta $chr:$pos1-$pos2`;
-	if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-
-        #### after return will not be printed
-        ####print "RESULTS=@result\n";
-}
-###############################################################################
-#### to get time
-sub spGetCurDateTime {
-	my ($sec, $min, $hour, $mday, $mon, $year) = localtime();
-	my $curDateTime = sprintf "%4d-%02d-%02d %02d:%02d:%02d",
-	$year+1900, $mon+1, $mday, $hour, $min, $sec;
-	return ($curDateTime);
-}
-
-
-###############################################################################
-#### print header
-sub print_header {
-	my $date=&spGetCurDateTime();
-	my $header = qq{##fileformat=VCFv4.1
-##fileDate=$date
-##source=SoftSearch.pl
-##reference=$INPUT_FASTA
-##Usage= SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -u $unmated_pairs -s $num_sd -b @INPUT_BAM -f $INPUT_FASTA -o $OUTNAME
-##INFO=<ID=SVTYPE,Number=1,Type=String,Description="Type of structural variant">
-##INFO=<ID=EVENT,Number=1,Type=String,Description="ID of event associated to breakend">
-##FORMAT=<ID=lSC,Number=1,Type=Integer,Description="Length of the longest soft clips supporting the BND">
-##FORMAT=<ID=nSC,Number=1,Type=Integer,Description="Number of supporting soft-clips\">
-##FORMAT=<ID=uRP,Number=1,Type=Integer,Description="Number of unmated read pairs nearby Soft-Clips">
-##FORMAT=<ID=levD_local,Number=1,Type=Float,Description="Levenstein distance between soft-clipped bases and the area around the original soft-clipped site">
-##FORMAT=<ID=levD_distl,Number=1,Type=Float,Description="Levenstein distance between the soft-clipped bases and mate location">
-##FORMAT=<ID=CTX,Number=1,Type=Integer,Description="Number of chromosomal translocations">
-##FORMAT=<ID=DEL,Number=1,Type=Integer,Description="Number of reads supporting Large Deletions">
-##FORMAT=<ID=INS,Number=1,Type=Integer,Description="Number of reads supporting Large insertions">
-##FORMAT=<ID=NOV_INS,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##FORMAT=<ID=INV,Number=1,Type=Integer,Description="Number of reads supporting inversions">
-##FORMAT=<ID=sDEL,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##INFO=<ID=NO_MATE_SC,Number=1,Type=Flag,Description="When there is no softclipping of the mate read location, an appromiate position is used">
-##FORMAT=<ID=GT,Number=1,Type=String,Description="Dummy value for maintaining VCF-Spec">
-#CHROM\tPOS\tID\tREF\tALT\tQUAL\tFILTER\tINFO\tFORMAT\t$SAMPLE_NAME\n};
-
-	print OUT $header;
-}
-
-
-###############################################################################
-sub bulk_work {
-	my ($side, $line, $file) = @_;
-	my $local_levD = 0;
-	my $distl_levD = 0;
-
-	#my @info = split(/\t/, $line);
-	my @plus_Reads = split(/\t/, $line);
-	$plus_Reads[7] =~ s/\n//g;
-
-	#### softclip length and softclip size.
-	my $lSC = $plus_Reads[4];
-	my $nSC = $plus_Reads[6];
-
-
-	#Get all types of compatible reads
-	#Get improperly paired reads (@ max distance)
-
-	#### default value for left SIDE.
-	#If left-clip, then look downstream for match of softclipped reads to define a deletion, but look for DRPs upstream
-	my $sv_type = "SVTYPE=BND";
-	my $start_local=0; my $end_local=0;my $target_local="";my $target_drp="";my $start_drp="";my $end_drp="";
-	if ($side =~ /left/) {
-		$start_local = $plus_Reads[1]-$dist_To_Soft;
-		$end_local = $plus_Reads[2];
-                $start_drp = $plus_Reads[1];
-                $end_drp = $plus_Reads[1]+$dist_To_Soft;
-	
-	}
-	else{                
-                $start_local = $plus_Reads[1];
-                $end_local = $plus_Reads[1]+$dist_To_Soft;
-                $start_drp = $plus_Reads[1]-$dist_To_Soft;
-                $end_drp = $plus_Reads[1];
-        }
-	
-	$target_local=join("", $plus_Reads[0], ":", $start_local, "-", $end_local);
-	$target_drp=join("", $plus_Reads[0], ":", $start_drp, "-", $end_drp);
-	my $num_unmapped_pairs="";
-	if ($side =~ /right/) {
-		$num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f8 -F 1536 -c $file $target_drp`;
-	} else {
-        $num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $file $target_drp`;
-	}
-if($verbose){print "samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $file $target_drp\n";}
-
-	$num_unmapped_pairs=~s/\n//;
-if($verbose){print "NUM UNMAPPED PAIRS= $num_unmapped_pairs\n";}
-	my $REF1_base = "";
-	my $REF2_base = "";
-	my $INFO_1 = "";
-	my $INFO_2 = "";
-	my $ALT_1 = "";
-	my $ALT_2 = "";
-	my $isize = 0;
-	my $QUAL = "";
-	my $FORMAT = "GT:";
-
-	#### get 8 bit rand id
-	my $BND1_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	my $BND2_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	$BND1_name=join "_","BND",$BND1_name;
-	$BND2_name=join "_","BND",$BND2_name;
-
-	my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0 };
-	my $event_mate_info = {CTX => "", DEL => "", INS => "", INV => "", TDUP => "", NOV_INS => "" };
-
-	#### get mate pair info and counts per event
-	foreach my $e (sort keys %{$counts}) {
-		my $h = get_counts_n_info($e, $side, $MapQ, $file, $dist_To_Soft, $target_drp, $upper_limit, $lower_limit);
-
-		$counts->{$e} = $h->{count};
-		$event_mate_info->{$e} = $h->{info};
-	}
-
-	my $max = 0;
-	my $type = "UNKNOWN";
-	my $nRP = 0;
-	my $mate_info = "NA\tNA\tNA\tNA";
-	my $summary = "GT:";
-
-	#### find max count of events and set type, nRP and info to corresponding
-	#### max count event.
-	#### also create a summary string of all counts to be added to VCF file.
-	foreach my $e (sort keys %{$counts}){
-#		if ($counts->{$e} >=i $max){
-		if ($counts->{$e} > $max){		
-			$type = $e .",". $counts->{$e};
-			$nRP = $counts->{$e};
-
-			$max = $counts->{$e};
-
-			if (length($event_mate_info->{$e})) {
-				$mate_info = $event_mate_info->{$e};
-			}
-		}
-
-		$summary .= $e .",". $counts->{$e} .":";
-	}
-	#print "done with Summaryi=$summary\n";
-	#### remove last colon ":" from
-	$summary =~ s/:$//;
- if (($minRP > $max)&&(!$disable_RP_only )){return};
-
-	#### Run Levenstein distance on softclip in target region to find out if its a small deletion/insetion
-	#### passing 1: clip_seq, 2: chr, 3: start, 4: end, 5: ref file.
-	my $levD = new LevD;
-########################################################
-########################################################
-########################################################
-
-	#### redefine start and end location for LevD calc.
-#	$start = $plus_Reads[1]-$dist_To_Soft;
-#	$end = $plus_Reads[2];
-	my $num_bases_to_loc=0;
-	my $new_start=0;
-	my $new_end=0;
-	my $del_seq="";
-        my $start = $start_local;
-        my $end = $end_local;
-	if ($lSC=~/NA/){$lSC=0}
-
-	if ($side =~ /right/) {
-	        $levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	        $num_bases_to_loc=$levD->{index};
-		$new_start = $plus_Reads[2];
-                if ($plus_Reads[2]=~/^[0-9]/){$new_end=$plus_Reads[2]+$lSC};
-	}
-	else{
-		$levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-		$num_bases_to_loc=$levD->{index};
-		if ($plus_Reads[2]=~/^[0-9]/){$new_start=$plus_Reads[2]-$lSC};
-                $new_end = $plus_Reads[2];
-	}
-	return if((!$new_start)||(!$new_end));
-return if ($new_start<0);	
-	$del_seq=getBases($plus_Reads[0], $new_start,$new_end,$INPUT_FASTA);
-##############################################################################
-#	#If there is a match, where is the start position of the match?
-#
-##############################################################################
-
-
-	#if $plus_Reads[3] eq "NA", then it was found without soft-clipped reads
-	if($plus_Reads[3] !~  /NA/){
-			if (($local_levD < $levD_local_threshold)) {
-				return if (!$sv_only);
-				#### add value to summary to be written to vcf file.
-				$summary = "GT:sDel," . $plus_Reads[6];
-				$type = "sDEL";
-				###########################################################################
-				##### Printing output
-
-				#########################################
-				##### Get DNA info
-				#########################################
-				#$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF1_base = substr($del_seq, 0, 1);
-
-				#### this is alt ref. for softclip its $plus_Reads[3]
-				$REF2_base = $del_seq;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$isize = length($del_seq);
-
-				#### svtype = none for sDEL
-				#### isize = length($info[3]);
-				#### nRP = NA
-				#### mate_id = NA
-				#### CTX,:DEL,:....sDEL,##
-				$INFO_1=join(";", "SVTYPE=NA", "EVENT=$type", "ISIZE=$isize");
-
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE= "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-				$INFO_2=~s/\s//g;
-
-				$BND1_name =~ s/^BND/LEVD/;
-				# If left, then the start position is plus_Reads[1]-isize
-				my $start_pos=0;
-				#Make sure Ref1 and Ref2 bases are different
-				if($REF2_base eq $REF1_base){$REF1_base="NA"}
-				if($side=~/left/){$start_pos=$plus_Reads[1]-$isize}else{$start_pos=$plus_Reads[1]};		
-				 my $var=join("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE);
-				return $var;
-				#print OUT join ("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-#				return;
-			}
-		}
-
-		#### Otherwise, look for DRP mate info
-	#if($nRP=~/NA/){print "MATE_INFO=$mate_info\tSide=$side\tline=$line\n";}
-		my @mate_info_arr = split(/\t/, $mate_info);
-		$nRP = $mate_info_arr[3];
-		my $mate_chr=$mate_info_arr[0];
-
-			if((! defined $nRP) || ($nRP =~ /na/i) || ($mate_chr =~ /NA/) ){
-			#PRINT UNKNOWN
-return if ($nRP =~ /na/i);
-	#print "There is an unknown\nNRP=$nRP Mate_CHR=$mate_chr minRP=$minRP\n";die;
-				$summary .= ":unknown," . $plus_Reads[6];
-				$type = "unknown";
-				$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF2_base = $plus_Reads[3];
-				$BND1_name =~ s/^BND/UNKNOWN/;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$INFO_1=join(";", "SVTYPE=unknown", "EVENT=unknown", "ISIZE=unknown");
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE = "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-			       #print join ("\t", $plus_Reads[0], $plus_Reads[1],  $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-
-				#print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				my $var=join("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE);
-				return $var;
-
-		}
-
-		#### end if there is no mate info or nRP+uRP<minRP
-		return if (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP)));
-
-		##################################################################################
-		# Find out if mates have nearby soft-clips (to refine the breakpoints)
-		##################################################################################
-		#Look for evidence of soft-clipping near mate
-		my @mate_soft_arr = ();
-		my $mate_start = 0;
-		my $mate_soft = "";
-
-		@mate_info_arr = split(/\t/, $mate_info);
-
-		#### mate start and end locations.
-		my $filename = $right_sc;
-
-		$start = $mate_info_arr[1] - $dist_To_Soft;
-		$end = $mate_info_arr[1];
-
-		if ($side =~ /right/) {
-			$start = $mate_info_arr[2];
-			$end = $mate_info_arr[2] + $dist_To_Soft;
-
-			$filename = $left_sc;
-		}
-
-		#### add levenstein distance to Summary
-	#print "Calc distal Levd\n";
-		$levD->search(rev_comp($plus_Reads[3]), $mate_info_arr[0], $start, $end, $INPUT_FASTA);
-		$distl_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	$distl_levD = "NA" if($plus_Reads[3] =~ /NA/);
-	#If there is no softclips to string match, then give 0 as quality value
-       if ($plus_Reads[3] !~ /NA/){
-			$QUAL=1/($distl_levD + 0.001);
-		}
-		else	{
-			$QUAL=0;
-		};
-	$QUAL=sprintf("%.2f",$QUAL);
-	#### looking for softclips to refine break point
-	#### if left look in right and vice-versa.
-	$cmd = qq{echo -e "$mate_info_arr[0]\t$start\t$end"};
-	$cmd .= qq{ | awk -F'\t' 'NR==3' | intersectBed -a stdin -b $filename | head -1};
-
-	$mate_soft = `$cmd`;
-
-	$mate_soft =~ s/\n//g;
-	@mate_soft_arr = split(/\s/, $mate_soft);
-my $NO_MATE_SC="";
-	if(@mate_soft_arr){
-		$mate_chr = $mate_soft_arr[0];
-		$mate_start = $mate_soft_arr[1];
-                $NO_MATE_SC="APPROXIMATE";
-
-	} else{
-		@mate_info_arr = split(/\s/,$mate_info);
-		$mate_chr = $mate_info_arr[0];
-		$mate_start = $mate_info_arr[1];
-	}
-
-	#end if there is no mate info
-	return if ($mate_chr eq "");
-	#end if there is no mate info and !disable_RP_only
-	return if (($lSC =~/NA/)&&(!$disable_RP_only));
-	
-	
-	###########################################################################
-	##### Printing output
-
-	#########################################
-	# Get DNA info
-	#########################################
-	#print "PLUS_READS=$plus_Reads[0],$plus_Reads[1]\nMATE=$mate_chr,$mate_start,$INPUT_FASTA\n";
-	$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-
-	### this is alt ref. for softclip its $plus_Reads[3]
-	$REF2_base = getSeq($mate_chr, $mate_start, $INPUT_FASTA);
-
-	#########################################
-	# print in VCF format
-	#########################################
-
-	#### abs value to account for left and right reads.
-	$isize = abs($plus_Reads[1]-$mate_start);
-	
-	my $event_type=$type;
-	$event_type=~ s/,|[0-9]//g;
-	$INFO_1=join(";", "$sv_type", "EVENT=$event_type", "ISIZE=$isize","MATE_ID=$BND2_name");
-	$INFO_2=join(";", "$sv_type", "EVENT=$event_type", "ISIZE=$isize","MATE_ID=$BND1_name");
-
-	#### remove any white spaces.
-	#### ask: did you mean to remove space from ends? eg. trim()
-	$INFO_1=~s/\s//g;
-	$INFO_2=~s/\s//g;
-
-	$FORMAT=$summary; 
- 	$FORMAT=~ s/,|[0-9]//g;
-        $FORMAT .= ":lSC:nSC:uRP:distl_levD";
-	if($NO_MATE_SC){$INFO_2 .= ":NO_MATE_SC"}
-	my $SAMPLE="0/1:";	
-	$SAMPLE .=$summary;
-#        if($NO_MATE_SC){$SAMPLE.= ":$NO_MATE_SC"}
-
-	$SAMPLE=~s/[A-Z|,|_]//g;
-        my $MATE_SAMPLE=$SAMPLE;
-        $SAMPLE .= ":$lSC:$nSC:$num_unmapped_pairs:$distl_levD";
-	$MATE_SAMPLE .=":NA:NA:NA:NA";
-	$SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/::/:/g;
- 
-	if($type !~ /INV/){
-		$ALT_1 = join("","]",$mate_chr,":",$mate_start,"]",$REF1_base);
-		$ALT_2 = join("",$REF2_base,"[",$plus_Reads[0],":",$plus_Reads[1],"[");
-		#		2      321682 bnd_V  T   ]13:123456]T  6    PASS SVTYPE=BND
-		#		13     123456 bnd_U  C   C[2:321682[   6    PASS SVTYPE=BND
-	} else {
-		$ALT_1 = join("", "]", $plus_Reads[0], ":", $plus_Reads[1], "]", $REF2_base);
-		$ALT_2 = join("", $REF1_base, "[", $mate_chr, ":", $mate_start, "[");
-	}
-
-	if(($mate_chr) && ($plus_Reads[0])){
-#		print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE,"\n");
-#		print OUT join ("\t", $mate_chr, $mate_start, $BND2_name, $REF2_base, $ALT_2, $QUAL, "PASS", $INFO_2, $FORMAT,$MATE_SAMPLE,"\n");
-		my $var=join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE);
-		return $var;		
-	}
-}
-
-###############################################################################
-###############################################################################
-sub get_counts_n_info {
-        my ($event, $side, $mapQ, $file, $dist, $target, $upL, $lwL) = @_;
-
-        my $mate_info = "";
-        my $cmd = "";
-
-        if ($event =~ /^CTX$/i) {
-                #print "CTX side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{ samtools view $new_blacklist -q $mapQ -f 16 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^DEL$/i) {
-                #print "DEL side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -F 1568 -f 16 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"} {if((\$7 ~ /=/)&&(\$9<-$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^INS$/i) {
-                #print "INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<$lwL && \$9 > 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq {samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>-$lwL && \$9 < 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^INV$/i) {
-                #print "INV side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -F 1596 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 48 -F 1548 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^TDUP$/i) {
-                #print "TDUP side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-#			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4>\$8)&&(\$9<0)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-#                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<-$upL )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4<\$8)&&(\$9>0)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^NOV_INS$/i) {
-                #print "NOV_INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 8 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 24 -F 1536 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        }
-
-        $mate_info=~s/\n//g;
-        my @tmp=split(/\t/, $mate_info);
-
-        my $counts = 0;
-
-        if (defined $tmp[3]) {
-                $tmp[3] =~ s/\n//g;
-
-                $counts = $tmp[3] if (length($tmp[3]));
-        }
-        return ({count=>$counts, info=>$mate_info});                                                                                                                                
-}
-

--- a/2.4/script/SoftSearch.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1192 +0,0 @@
-#!/usr/bin/perl
-
-####
-#### Usage: SoftSearch.pl [-lqrmsd] -b <BAM> -f <Genome.fa> -sam <samtools path> -bed <bedtools path>
-#### Created 1-30-2012 by Steven Hart, PhD
-#### [e-mail]
-#### Required bedtools & samtools to be in path
-
-
-use lib "/data2/bsi/reference/softsearch/lib" ;
-
-use Getopt::Long;
-use strict;
-use warnings;
-#use Data::Dumper;
-use LevD;
-use File::Basename;
-
-my ($INPUT_BAM,$INPUT_FASTA,$OUTPUT_FILE,$minSoft,$minSoftReads,$dist_To_Soft,$bedtools,$samtools);
-my ($minRP, $temp_output, $num_sd, $MapQ, $chrom, $unmated_pairs, $minBQ, $pair_only, $disable_RP_only);
-my ($levD_local_threshold, $levD_distl_threshold,$pe_upper_limit,$high_qual,$sv_only,$blacklist,$genome_file,$verbose);
-
-my $cmd = "";
-
-#Declare variables
-GetOptions(
-	'b=s' => \$INPUT_BAM,
-	'f=s' => \$INPUT_FASTA,
-	'o:s' => \$OUTPUT_FILE,
-	'm:i' => \$minRP,
-	'l:i' => \$minSoft,
-	'r:i' => \$minSoftReads,
-	't:i' => \$temp_output,
-	's:s' => \$num_sd,
-	'd:i' => \$dist_To_Soft,
-	'q:i' => \$MapQ,
-	'c:s' => \$chrom,
-	'u:s' => \$unmated_pairs,
-	'x:s' => \$minBQ,
-	'p' => \$pair_only,
-	'g' => \$disable_RP_only,
-	'j:s' => \$levD_local_threshold,
-	'k:s' => \$levD_distl_threshold,
-        'a:s' => \$pe_upper_limit,
-        'e:s' => \$high_qual,
-	'L' => \$sv_only,
-	'v' => \$verbose, 
-	'blacklist:s' => \$blacklist,
-	'genome_file:s' => \$genome_file,
-	"help|h|?"	=> \&usage);
-
-unless($sv_only){$sv_only=""};
-if(defined($INPUT_BAM)){$INPUT_BAM=$INPUT_BAM} else {print usage();die "Where is the BAM file?\n\n"}
-if(defined($INPUT_FASTA)){$INPUT_FASTA=$INPUT_FASTA} else {print usage();die "Where is the fasta file?\n\n"}
-my ($fn,$pathname) = fileparse($INPUT_BAM,".bam");
-my $index=`ls $pathname/$fn*bai|head -1`;
-#my $index =`ls \${INPUT_BAM%.bam}*bai`;
-#print "INDEX=$index\n";
-if(!$index){die "\n\nERROR: you need index your BAM file\n\n"}
-
-### get current time
-print "Start Time : " . &spGetCurDateTime() . "\n";
-my $now = time;
-
-#if(defined($OUTPUT_FILE)){$OUTPUT_FILE=$OUTPUT_FILE} else {$OUTPUT_FILE="output.vcf"; print "\nNo outfile specified.  Using output.vcf as default\n\n"}
-if(defined($minSoft)){$minSoft=$minSoft} else {$minSoft=5}
-if(defined($minRP)){$minRP=$minRP} else {$minRP=5}
-if(defined($minSoftReads)){$minSoftReads=$minSoftReads} else {$minSoftReads=5}
-if(defined($dist_To_Soft)){$dist_To_Soft=$dist_To_Soft} else {$dist_To_Soft=300}
-if(defined($num_sd)){$num_sd=$num_sd} else {$num_sd=6}
-if(defined($MapQ)){$MapQ=$MapQ} else {$MapQ=20}
-
-unless (defined $pe_upper_limit) { $pe_upper_limit = 10000; }
-unless (defined $levD_local_threshold) { $levD_local_threshold = 0.05; }
-unless (defined $levD_distl_threshold) { $levD_distl_threshold = 0.05; }
-#Get sample name if available
-my $SAMPLE_NAME="";
-my $OUTNAME ="";
-$SAMPLE_NAME=`samtools view -f2 -H $INPUT_BAM|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-$SAMPLE_NAME=~s/\n//g;
-if (!$OUTPUT_FILE){
-	if($SAMPLE_NAME ne ""){$OUTNAME=$SAMPLE_NAME.".vcf"}
-	else {$OUTNAME="output.vcf"}
-}
-else{$OUTNAME=$OUTPUT_FILE}
-
-print "Writing results to $OUTNAME\n";
-
-
-##Make sure if submitting on SGE, to prepned the "chr".  Not all referecne FAST files require "chr", so we shouldn't force the issue.
-if(!defined($chrom)){$chrom=""}
-if(!defined($unmated_pairs)){$unmated_pairs=0}
-
-my $badQualValue=chr($MapQ);
-if(defined($minBQ)){ $badQualValue=chr($minBQ); }
-
-if($badQualValue  eq "#"){$badQualValue="\#"}
-
-# adding and cheking for samtools and bedtools in the PATh
-## check for bedtools and samtools in the path
-$bedtools=`which intersectBed` ;
-if(!defined($bedtools)){die "\nError:\n\tno bedtools. Please install bedtools and add to the path\n";}
-#$samtools=`samtools 2>&1`;
-$samtools=`which samtools`;
-if($samtools !~ /(samtools)/i){die "\nError:\n\tno samtools. Please install samtools and add to the path\n";}
-
-print "Usage = SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -s $num_sd -c $chrom -b $INPUT_BAM -f $INPUT_FASTA -o $OUTNAME \n\n";
-sub usage {
-	print "\nusage: SoftSearch.pl [-cqlrmsd] -b <BAM> -f <Genome.fa> \n";
-	print "\t-q\t\tMinimum mapping quality [20]\n";
-	print "\t-l\t\tMinimum length of soft-clipped segment [5]\n";
-	print "\t-r\t\tMinimum depth of soft-clipped reads at position [5]\n";
-	print "\t-m\t\tMinimum number of discordant read pairs [5]\n";
-	print "\t-s\t\tNumber of sd away from mean to be considered discordant [6]\n";
-	print "\t-u\t\tNumber of unmated pairs [0]\n";
-	print "\t-d\t\tMax distance between soft-clipped segments and discordant read pairs [300]\n";
-	print "\t-o\t\tOutput file name [output.vcf]\n";
-	print "\t-t\t\tPrint temp files for debugging [no|yes]\n";
-	print "\t-c\t\tuse only this chrom or chr:pos1-pos2\n";
-	print "\t-p\t\tuse paired-end mode only. In other words, don't try to find soft-clipping events!\n";
-	print "\t-g\t\tEnable paired-only seach. This will look for discordant read pairs even without soft clips.\n";
-        print "\t-a\t\tset the minimum distance for a discordant read pair without soft-clipping info [10000]\n";
-        print "\t-L\t\tFlag to print out even small deletions (low quality)\n";
-        print "\t-e\t\tdisable strict quality filtering of base qualities in soft-clipped reads [no]\n";
-        print "\t-blacklist\tareas of the genome to skip calling.  Requires -genome_file\n";
-        print "\t-genome_file\ttab seperated value of chromosome name and length.  Only used with -blacklist option\n\n";
-
-	exit 1;
-	}
-
-
-#############################################################
-# create temporary variable name
-#############################################################
-srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-our $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-
-#############################################################
-## create green list
-##############################################################
-#
-my $new_blacklist="";
-if($blacklist){
-        if(!$genome_file){die "if using a blacklist, you must also specify the location of a genome_file
-        The format of the genome_file should be
-                chrom   size
-                chr1    249250621
-                chr2    243199373
-                ...
-
-        If using hg19, you can ge the genome file by
-                mysql --user=genome --host=genome-mysql.cse.ucsc.edu -A -e \"select chrom, size from hg19.chromInfo\"  > hg19.genome";}
-        
-	$cmd=join("","complementBed -i $blacklist -g $genome_file >",$random_name,".bed") ;
-	system ($cmd);
-	$new_blacklist=join(""," -L ",$random_name,".bed ");
-	}
-
-if($verbose){print "CMD=$cmd\nBlacklist is $new_blacklist\n";}
-
-
-
-
-
-#############################################################
-# Calcualte insert size distribution of properly mated reads
-#############################################################
-
-#Change for compatability with other operating systems
-#my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)**2)}'`;
-
-my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'`;
-#my ($mean,$stdev)=split(/ /,$metrics);
-my ($mean,$stdev)=split(/\s/,$metrics);
-$stdev=~s/\n//;
-my $upper_limit=int($mean+($num_sd*$stdev));
-my $lower_limit=int($mean-($num_sd*$stdev));
-die if (!$mean);
-print qq{The mean insert size is $mean +/- $stdev (sd)
-The upper limit = $upper_limit
-The lower limit = $lower_limit\n
-};
-if($lower_limit<0){
-	print "Warning!! Given this insert size distribution, we can not call small indels.  No other data will be affected\n";
-	$lower_limit=1;
-}
-my $tmp_name=join ("",$random_name,".tmp.bam");
-my $random_file_sc = "";
-my $command = "";
-
-#############################################################
-# Make sam file that has soft clipped reads
-#############################################################
-#give file a name
-if(!defined($pair_only)){
-	$random_file_sc=join ("",$random_name,".sc.sam");
-	$command=join ("","samtools view -q $MapQ -F 1024 $INPUT_BAM $chrom $new_blacklist| awk '{OFS=\"\\t\"}{c=0;if(\$6~/S/){++c};if(c == 1){print}}' | perl -ane '\$TR=(\@F[10]=~tr/\#//);if(\$TR<2){print}' > ", $random_file_sc);
-
-	print "Making SAM file of soft-clipped reads\n";
-if($verbose){	print "$command\n";}
-	system("$command");
-
-	#############################################################
-	# Find areas that have deep enough soft-clip coverage
-	print "Identifying soft-clipped regions that are at least $minSoft bp long \n";
-	open (FILE,"$random_file_sc")||die "Can't open soft-clipped sam file $random_file_sc\n";
-
-	my $tmpfile=join("",$random_file_sc,".sc.passfilter");
-	open (OUT,">$tmpfile")||die "Can't write files here!\n";
-
-	while(<FILE>){
-		@_ = split(/\t/, $_);
-		#### parse CIGAR string and create a hash of array of each operation
-		my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-		my $hash;
-		map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-		#for ($i=0; $i<=$#softclip_pos; $i++)	{
-		foreach my $softclip (@{$hash->{S}}) {
-			#if	($CIGAR[$softclip_pos[$i]] > $minSoft){
-			if	($softclip > $minSoft){
-				###############Make sure base qualities don't have more than 2 bad marks
-				my $qual=$_[10];
-				my $TR=($qual=~tr/$badQualValue//);
-				if($badQualValue eq "#"){ $TR=($qual=~tr/\#//); }
-				#Skip the soft clip if there is more than 2 bad qual values
-				#next if($TR > 2);
-#				if (!$high_qual){next if($TR > 2);}
-				print OUT;
-				last;
-			}
-		}
-	}
-	close FILE;
-	close OUT;
-
-	$command=join(" ","mv",$tmpfile,$random_file_sc);
-if($verbose){	print "$command\n";}
-	system("$command");
-}
-
-#########################################################
-#Stack up SoftClips
-#########################################################
-my $random_file=join("",$random_name,".sc.direction.bed");
-if(!defined($pair_only)){
-        open (FILE,"$random_file_sc")|| die "Can't open sam file\n";
-        #$random_file=join("",$random_name,".sc.direction");
-
-        print "Calling sides of soft-clips\n";
-        #\nTMPOUT=$random_file\tINPUT=$random_file_sc\n\n";
-        open (TMPOUT,">$random_file")|| die "Can't create tmp file\n";
-
-        while (<FILE>){
-                @_ = split(/\t/, $_);
-                #### parse CIGAR string and create a hash of array of each operation
-                my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-                my $hash;
-                map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-                #### next if softclips on each end
-                next if ($_[5] =~ /^[0-9]+S.*S$/);
-
-                #### next softclip occurs in the middle
-                next if ($_[5] =~ /^[0-9]+[^S][0-9].*S.+$/);
-
-                my $softclip = $hash->{S}[0];
-
-                my $end1 = 0;
-                my $end2 = 0;
-                my $softBases = "";
-		my $right_corrected="";my $left_corrected="";
-
-        if ($softclip > $minSoft) {
-		
-                        ####If the soft clip occurs at end of read and its on the minus strand, then it's a right clip
-                        if ($_[5] =~ /^.*S$/) {
-                                $end1=$_[3]+length($_[9])-$softclip-1;
-                                $end2=$end1+1;
-next if ($end1<0);
-                                #RIGHT clip on Minus
-                                $softBases=substr($_[9], length($_[9])-$softclip, length($_[9]));
-                                #Right clips don't always get clipped correctly, so fix that
-                                # Check to see if sc base matches ref
-                                $right_corrected=baseCheck($_[2],$end2,"right",$softBases);
-                               print TMPOUT "$right_corrected\n"
-
-                        } else {
-                                #### Begins with S (left clip)
-                                $end1=$_[3]-$softclip;
-next if ($end1<0);
-
-                                $softBases=substr($_[9], 0,$softclip);#print "TMP=$softBases\n";
-        			$left_corrected=baseCheck($_[2],$end1,"left",$softBases);
-if(!$left_corrected){print "baseCheck($_[2],$end1,left,$softBases)\n";next}
-                               print TMPOUT "$left_corrected\n";
-#print "\nSEQ=$_[9]\t\n";
-
-                        }
-        }
-  }
-close FILE;
-close TMPOUT;
-}
-sub baseCheck{
-        my ($chrom,$pos,$direction,$softBases)=@_;
-        #skip if position is less than 0, which is caused by MT DNA
-        return if ($pos<0);
-        my $exit="";
-
-        while(!$exit){
-        if($direction=~/right/){
-                        my $refBase=getSeq($chrom,$pos,$INPUT_FASTA);
-                        my $softBase=substr($softBases,0,1);
-                        if ($softBase !~ /$refBase/){
-                                my $value=join("\t",$chrom,$pos,$pos+1,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos+1;
-                                $softBases=substr($softBases, 1,length($softBases));
-                        }
-         }
-        else{
-                        my $refBase=getSeq($chrom,$pos+1,$INPUT_FASTA);
-                        my $softBase=substr($softBases,-1,1);
-                        if ($softBase !~ /$refBase/){
-                                $pos=$pos-1+length($softBases);
-                                my $value=join("\t",$chrom,$pos-1,$pos,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos-1;
-                                $softBases=substr($softBases, 0, -1);
-                                #print "Trying again $softBases\n";
-                       }
-
-        }
-
-}
-}
-#Remove SAM files to conserve space
-unlink($random_file_sc);
-
-
-my $random_file_disc="$INPUT_BAM";
-###
-#
-######################################################
-# Transform Read pair groups into softclip equivalents
-######################################################
-#
-#
-#
-my $v="";
-#if($disable_RP_only){
-print "Running Bam2pair.pl\n";
-print "Looking for discordant read pairs without requiring soft-clipping information\n";
-	use FindBin qw($Bin);
-	my $path=$Bin;
-#	print"\n\nPATH=$path\n\n";
-if($verbose){$v="-v"}
-	my $tmp_out=join("",$random_name,"RP.out");
-	$command=join("","perl ",$path,"/Bam2pair.pl -b $random_file_disc  -o $tmp_out -isize $pe_upper_limit -winsize $dist_To_Soft -min $minRP -chrom $chrom -prefix $random_name -q $MapQ -blacklist $random_name.bed $v");
-if($verbose){	print "$command\n"};
-	system("$command");
-	$command=join("","perl -ane '\$end1=\@F[1];\$end2=\@F[3];print join(\"\\t\",\@F[0..1],\$end1,\"unknown|left\");print \"\\n\";print join(\"\\t\",\@F[2..3],\$end2,\"unknown|left\");print \"\\n\"' ", $tmp_out," >> ",$random_file);
-if($verbose){print "$command\n"};
-	system($command);
-	unlink($tmp_out);
-#}
-#
-
-
-######################################################
-unlink("$random_file","$tmp_name","$random_file","$index","$random_name","$new_blacklist") if (-z $random_file || ! -e $random_file ) ;
-if (-z $random_file || ! -e $random_file){
-	print "Softclipped file is empty($random_file).\nNo soft clipping found using desired paramters\n\n";
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-	}
-
-
-#############################################################
-#  Make sure there are enough soft-clippped supporting reads
-#############################################################
-my $outfile=join("",$random_file,".sc.merge.bed");
-#sortbed -i .sc.direction | mergeBed -nms -d 25 -i stdin > .sc.merge.bed
-$command=join(" ","sortBed -i",$random_file," | mergeBed  -nms -i stdin","|egrep \";|,\"","|awk '{OFS=\"\t\"}(NF==4)'",">",$outfile);
-
-print "$command\n" if ($verbose);
-system("$command");
-
-if (-z $outfile || ! -e $outfile){
-	unlink("$tmp_name","$random_file","$outfile","$index","$random_name","$new_blacklist"); 
-	print "mergeBed file is empty.\nNo strucutral variants found\n\n" ;
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed mergeBed\n";
-
-###############################################################
-# If left and right are on the same line, make into 2 lines
-###############################################################
-open (INFILE,$outfile)||die "couldn't open temp file : $. \n\n";
-my $tmp2=join("",$random_name,".sc.fixed.merge.bed");
-#print "INFILE=$outfile\tOUTFILE=$tmp2\n\n";
-#INPUT FORMAT=chr9\t131467\t131473\tATGCTTATTAAAA|left;TTATTAAAAGCATA|left
-open (OUTFILE,">$tmp2")||die "couldn't create temp file : $. \n\n";
-while(<INFILE>){
-	chomp $_;
-	my $l = $_;
-
-	my @a = split(/\t/, $l);
-	my $info = $a[3];
-	my @info_arr = split(/\;/, $info);
-	my @left_arr=();
-	my @right_arr=();
-	@left_arr = grep(/left/, @info_arr);
-	@right_arr = grep(/right/, @info_arr);
-
-	#New
-	my $left = join(";", @left_arr);
-	my $right = join(";", @right_arr);
-	$info = join(";", @info_arr);
-
-	if((@left_arr) && (@right_arr)){
-		print OUTFILE "$a[0]\t$a[1]\t$a[2]\t$left\n$a[0]\t$a[1]\t$a[2]\t$right\n";
-	} else{
-		my $all=join("\t",@a[0..2],$info);
-		print OUTFILE "$all\n";
-	}
-}
-
-# make sure output file name is $outfile
-$command=join(" ","sed -e '/ /s//\t/g'", $tmp2,"|awk 'BEGIN{OFS=\"\\t\"}(NF==4)'", "|perl -pne 's/ /\t/g'>",$outfile);
-system("$command");
-if($verbose){print "$command\n"};
-unlink("$tmp_name","$random_file","$tmp2","$outfile","$index","random_name","$new_blacklist") if (-z $outfile || ! -e $outfile) ;
- if (-z $outfile || ! -e $outfile){
-	print "Fixed mergeBed file is empty($outfile).\nNo strucutral variants found\n\n";
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed fixing mergeBed\n\n";
-
-###############################################################
-# Seperate directions of soft clips
-###############################################################
-my $left_sc = join("", "left", $tmp2);
-my $right_sc = join("", "right", $tmp2);
-use FindBin qw($Bin);
-#my $path=$Bin;
-
-$command=join("","grep left ", $tmp2, " |sed -e '/left /s//left\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$left_sc);
-system("$command");
-#print "$command\n";
-$command=join("","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$right_sc);
-#$command=join(" ","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g' >",$right_sc);
-system("$command");
-#print "$command\n";
-#die "CHECK $right_sc\n";
-
-###############################################################
-# Count the number and identify directions of soft clips
-###############################################################
-print "Count the number and identify directions of soft clips\n";
-#print "looking in $outfile\n";
-$outfile=join("",$random_name,".sc.fixed.merge.bed");
-
-open (INFILE,$outfile)||die "couldn't open temp file\n\n";
-my $tmp3 = join("", $random_file, "predSV");
-open (OUTFILE, ">$tmp3")||die "couldn't create temp file\n\n";
-while(<INFILE>){
-chomp;
-	@_=split(/\t/,$_);
-	my $count=tr/\;//;$count+=tr/\,//;
-	$count=$count+1;
-	my $left=0;
-	my $right=0;
-
-	while ($_ =~ /left/g) { $left++ } # count number of right clips
-	while ($_ =~ /right/g) { $right++ } # count number of left clips
-
-	###############################################################
-	if ($count >= $minSoftReads){
-		####get longets soft-clipped read
-		my @clips=split(/\;|,|\|/,$_[3]);
-
-		my ($max, $temp, $temp2, $temp3, $dir, $maxSclip) = (0) x 6;
-		for (my $i=0; $i<$count; $i++) {
-			my $plus1=$i+1;
-			$temp=length($clips[$i]);
-			$temp2=$clips[$plus1];
-			$temp3=$clips[$i];
-
-			if ($temp > $max){
-				$maxSclip=$temp3;
-				$max =$temp;
-				$dir=$temp2;
-			} else {
-				$max=$max;
-				$dir=$dir;
-				$maxSclip=$maxSclip;
-			}
-			$i++;
-		}
-		my $order2 = join("|", $left, $right);
-        #print join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-		print OUTFILE join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-	} elsif($_=~/unknown/){
-	print OUTFILE join ("\t",@_[0..2],"NA","NA","left","NA","NA|NA") . "\n";
-        print OUTFILE join ("\t",@_[0..2],"NA","NA","right","NA","NA|NA") . "\n";
-	}
-	####Format is Chrom,start, end,longest Soft-clip,length of longest Soft-clip, direction of longest soft-clip,#supporting softclips,#right Sclips|#left Sclips
-}
-close INFILE;
-close OUTFILE;
-
-unlink("$tmp2","$tmp_name","$random_file","$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$new_blacklist") if (-z $tmp3 || !-e $tmp3) ;
-
- if (-z $tmp3 || !-e $tmp3){
-	print "No structural variants found while Counting the number and identify directions of soft clips.\n" ;
-
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-	&print_header();
-	close OUT;
-	exit;
-
-}
-
-print "Done counting Softclipped reads\n";
-###############################################################
-#### Print header information
-###############################################################
-open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-&print_header();
-close OUT;
-
-###############################################################
-###############################################################
-#### DO the bulk of the work
-###############################################################
-use List::Util qw(min max);
-open (FILE,"$tmp3")|| die "Can't open file\n";
-open (OUT,">>$OUTNAME")|| die "Can't open file\n";
-
-#print "\nusing $tmp3 and writing to $OUTPUT_FILE \n";
-while (<FILE>){
-	#If left clip {+- or -- or -+ }{+- are uninformative b/c they go upstream}
-	#If right clip {++ or -- or +-}
-	chomp $_;
-	my $line = $_;
-	my @info = split(/\t/, $_);
-
-	if($info[5] eq "left") {
-		bulk_work("left", $line, $random_file_disc);
-
-	} elsif ($info[5] eq "right") {
-		bulk_work("right", $line, $random_file_disc);
-	}
-#if($. ==6){print "THIS IS LINE 6\n$_\n";die}
-print "Completed line $.\n" if ($verbose);
-}
-close FILE;
-close OUT;
-
-###############################################################################
-###############################################################################
-#### Delete temp files
-my $meregedBed=join("",$random_name,".sc.direction.bed.sc.merge.bed");
-
-if(defined($temp_output)){$temp_output=$temp_output} else {$temp_output="no"}
-
-if ($temp_output eq "no"){
-	unlink("$tmp_name","$random_file","$tmp2",,"$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$meregedBed","$random_name.bed");
-}
-####Sort VCF
-my $tmp=join(".",$random_name,"tmp");
-#Get header
-$cmd="grep \"#\" $OUTNAME > $tmp";
-system($cmd);
-#sort results
-$cmd="grep -v \"#\" $OUTNAME|perl -pne 's/chr//'|sort -k1,1n -k2,2n|perl -ne 'print \"chr\".\$_' >>$tmp";
-system($cmd);
-$cmd="mv $tmp $OUTNAME";
-system($cmd);
-#remove entries next to each other
-
-
-
-
-#############################################################
-##May not need this anymore since filtering on left and right
-#############################################################
-#my $tmpout=$OUTNAME;
-#$tmpout.=".tmp";
-#use FindBin qw($Bin);
-##my $path=$Bin;
-#$command="perl ".$path."/Extract_nSC.pl $OUTNAME -q nSC > $tmpout";
-##print "Command=$command\n";
-#system($command);
-#$command="perl ".$path."/reduce_redundancy.pl $tmpout $upper_limit |cut -f1-10 > $OUTNAME";
-##print "$command\n";
-#system($command);
-#system("rm $tmpout");
-########################################################
-
-
-
-
-print "Analysis Completed\n\nYou did it!!!\n";
-print "Finish Time : " . &spGetCurDateTime() . "\n";
-$now = time - $now;
-printf("\n\nTotal running time: %02d:%02d:%02d\n\n", int($now / 3600), int(($now % 3600) / 60),
-int($now % 60));
-
-exit;
-
-###############################################################################
-sub rev_comp {
-  my $dna = shift;
-  my $revcomp = reverse($dna);
-  $revcomp =~ tr/ACGTacgt/TGCAtgca/;
-
-  return $revcomp;
-}
-
-
-###############################################################################
-#### to get reference base
-sub getSeq{
-	my ($chr,$pos,$fasta)=@_;
-	#don't require chr
-	#if($chr !~ /^chr/){die "$chr is not correct\n";}
-#	die "$pos is not a number\n" if ($pos <0);
-my @result=();
-        if ($pos <0){print "$pos is not a valid position (likely caused by circular MT chromosome)\n";return;}
-
-	@result = `samtools faidx $fasta $chr:$pos-$pos`;
-	if($result[1]){chomp($result[1]);
-	return uc($result[1]);
-	}
-	return("NA");
-	#### after return will not be printed
-	####print "RESULTS=@result\n";
-}
-
-sub getBases{
-        my ($chr,$pos1,$pos2,$fasta)=@_;
-        #don't require chr
-        #if($chr !~ /^chr/){die "$chr is not correct\n";}
-my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";return;};
-
-        @result = `samtools faidx $fasta $chr:$pos1-$pos2`;
-	if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-
-        #### after return will not be printed
-        ####print "RESULTS=@result\n";
-}
-###############################################################################
-#### to get time
-sub spGetCurDateTime {
-	my ($sec, $min, $hour, $mday, $mon, $year) = localtime();
-	my $curDateTime = sprintf "%4d-%02d-%02d %02d:%02d:%02d",
-	$year+1900, $mon+1, $mday, $hour, $min, $sec;
-	return ($curDateTime);
-}
-
-
-###############################################################################
-#### print header
-sub print_header {
-	my $date=&spGetCurDateTime();
-	my $header = qq{##fileformat=VCFv4.1
-##fileDate=$date
-##source=SoftSearch.pl
-##reference=$INPUT_FASTA
-##Usage= SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -u $unmated_pairs -s $num_sd -b $INPUT_BAM -f $INPUT_FASTA -o $OUTNAME
-##INFO=<ID=SVTYPE,Number=1,Type=String,Description="Type of structural variant">
-##INFO=<ID=EVENT,Number=1,Type=String,Description="ID of event associated to breakend">
-##INFO=<ID=MATEID,Number=.,Type=String,Description="ID of mate breakends">
-##INFO=<ID=ISIZE,Number=.,Type=String,Description="Size of the SV">
-##INFO=<ID=END,Number=1,Type=Integer,Description="End position of the variant described in this record">
-##FORMAT=<ID=lSC,Number=1,Type=Integer,Description="Length of the longest soft clips supporting the BND">
-##FORMAT=<ID=nSC,Number=1,Type=Integer,Description="Number of supporting soft-clips\">
-##FORMAT=<ID=uRP,Number=1,Type=Integer,Description="Number of unmated read pairs nearby Soft-Clips">
-##FORMAT=<ID=levD_local,Number=1,Type=Float,Description="Levenstein distance between soft-clipped bases and the area around the original soft-clipped site">
-##FORMAT=<ID=levD_distl,Number=1,Type=Float,Description="Levenstein distance between the soft-clipped bases and mate location">
-##FORMAT=<ID=CTX,Number=1,Type=Integer,Description="Number of chromosomal translocations">
-##FORMAT=<ID=DEL,Number=1,Type=Integer,Description="Number of reads supporting Large Deletions">
-##FORMAT=<ID=INS,Number=1,Type=Integer,Description="Number of reads supporting Large insertions">
-##FORMAT=<ID=NOV_INS,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##FORMAT=<ID=TDUP,Number=1,Type=Integer,Description="Number of reads supporting a tandem duplication">
-##FORMAT=<ID=INV,Number=1,Type=Integer,Description="Number of reads supporting inversions">
-##FORMAT=<ID=sDEL,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##INFO=<ID=NO_MATE_SC,Number=1,Type=Flag,Description="When there is no softclipping of the mate read location, an appromiate position is used">
-##FORMAT=<ID=GT,Number=1,Type=String,Description="Dummy value for maintaining VCF-Spec">
-#CHROM\tPOS\tID\tREF\tALT\tQUAL\tFILTER\tINFO\tFORMAT\t$SAMPLE_NAME\n};
-
-	print OUT $header;
-}
-
-
-###############################################################################
-sub bulk_work {
-print "#####################################@_\n" if ($verbose);
-	my ($side, $line, $file) = @_;
-	my $local_levD = 0;
-	my $distl_levD = 0;
-
-	#my @info = split(/\t/, $line);
-	my @plus_Reads = split(/\t/, $line);
-	$plus_Reads[7] =~ s/\n//g;
-
-	#### softclip length and softclip size.
-	my $lSC = $plus_Reads[4];
-	my $nSC = $plus_Reads[6];
-
-
-	#Get all types of compatible reads
-	#Get improperly paired reads (@ max distance)
-
-	#### default value for left SIDE.
-	#If left-clip, then look downstream for match of softclipped reads to define a deletion, but look for DRPs upstream
-	my $sv_type = "SVTYPE=BND";
-	my $start_local=0; my $end_local=0;my $target_local="";my $target_drp="";my $start_drp="";my $end_drp="";
-	if ($side =~ /left/) {
-		$start_local = $plus_Reads[1]-$dist_To_Soft;
-		$end_local = $plus_Reads[2];
-                $start_drp = $plus_Reads[1];
-                $end_drp = $plus_Reads[1]+$dist_To_Soft;
-	
-	}
-	else{                
-                $start_local = $plus_Reads[1];
-                $end_local = $plus_Reads[1]+$dist_To_Soft;
-                $start_drp = $plus_Reads[1]-$dist_To_Soft;
-                $end_drp = $plus_Reads[1];
-        }
-	
-	$target_local=join("", $plus_Reads[0], ":", $start_local, "-", $end_local);
-	$target_drp=join("", $plus_Reads[0], ":", $start_drp, "-", $end_drp);
-	my $num_unmapped_pairs="";
-	if ($side =~ /right/) {
-		$num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f8 -F 1536 -c $INPUT_BAM $target_drp`;
-	} else {
-        $num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $INPUT_BAM $target_drp`;
-	}
-if($verbose){print "samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $INPUT_BAM $target_drp\n";}
-
-	$num_unmapped_pairs=~s/\n//;
-if($verbose){print "NUM UNMAPPED PAIRS= $num_unmapped_pairs\n";}
-	my $REF1_base = "";
-	my $REF2_base = "";
-	my $INFO_1 = "";
-	my $INFO_2 = "";
-	my $ALT_1 = "";
-	my $ALT_2 = "";
-	my $isize = 0;
-	my $QUAL = "";
-	my $FORMAT = "GT:";
-
-	#### get 8 bit rand id
-	my $BND1_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	my $BND2_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	$BND1_name=join "_","BND",$BND1_name;
-	$BND2_name=join "_","BND",$BND2_name;
-
-	my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0 };
-	my $event_mate_info = {CTX => "", DEL => "", INS => "", INV => "", TDUP => "", NOV_INS => "" };
-
-	#### get mate pair info and counts per event
-	foreach my $e (sort keys %{$counts}) {
-		my $h = get_counts_n_info($e, $side, $MapQ, $file, $dist_To_Soft, $target_drp, $upper_limit, $lower_limit);
-
-		$counts->{$e} = $h->{count};
-		$event_mate_info->{$e} = $h->{info};
-	}
-#print Dumper($counts);
-
-	my $max = 0;
-	my $type = "UNKNOWN";
-	my $nRP = 0;
-	my $mate_info = "NA\tNA\tNA\tNA";
-	my $summary = "GT:";
-
-	#### find max count of events and set type, nRP and info to corresponding
-	#### max count event.
-	#### also create a summary string of all counts to be added to VCF file.
-	foreach my $e (sort keys %{$counts}){
-#		if ($counts->{$e} >=i $max){
-		if ($counts->{$e} > $max){		
-			$type = $e .",". $counts->{$e};
-			$nRP = $counts->{$e};
-
-			$max = $counts->{$e};
-
-			if (length($event_mate_info->{$e})) {
-				$mate_info = $event_mate_info->{$e};
-			}
-		}
-
-		$summary .= $e .",". $counts->{$e} .":";
-	}
-#	print "done with Summary\n";
-	#### remove last colon ":" from
-	$summary =~ s/:$//;
- if (($minRP > $max)&&(!$disable_RP_only )){if ($verbose){print "FAILED BECAUSE ($minRP > $max)&&(!$disable_RP_only )"};return};
-
-	#### Run Levenstein distance on softclip in target region to find out if its a small deletion/insetion
-	#### passing 1: clip_seq, 2: chr, 3: start, 4: end, 5: ref file.
-	my $levD = new LevD;
-########################################################
-########################################################
-########################################################
-
-	#### redefine start and end location for LevD calc.
-#	$start = $plus_Reads[1]-$dist_To_Soft;
-#	$end = $plus_Reads[2];
-	my $num_bases_to_loc=0;
-	my $new_start=0;
-	my $new_end=0;
-	my $del_seq="";
-        my $start = $start_local;
-        my $end = $end_local;
-	if ($lSC=~/NA/){$lSC=0}
-
-	if ($side =~ /right/) {
-	        $levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	        $num_bases_to_loc=$levD->{index};
-		$new_start = $plus_Reads[2];
-                if ($plus_Reads[2]=~/^[0-9]/){$new_end=$plus_Reads[2]+$lSC};
-	}
-	else{
-		$levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-		$num_bases_to_loc=$levD->{index};
-		if ($plus_Reads[2]=~/^[0-9]/){$new_start=$plus_Reads[2]-$lSC};
-                $new_end = $plus_Reads[2];
-	}
-	if((!$new_start)||(!$new_end)||($new_start<0)){print "FAILED AT ((!$new_start)||(!$new_end)||($new_start<0))\n";return};
-	
-	$del_seq=getBases($plus_Reads[0], $new_start,$new_end,$INPUT_FASTA);
-##############################################################################
-#	#If there is a match, where is the start position of the match?
-#
-##############################################################################
-
-
-	#if $plus_Reads[3] eq "NA", then it was found without soft-clipped reads
-	if($plus_Reads[3] !~  /NA/){
-			if (($local_levD < $levD_local_threshold)) {
-				return if (!$sv_only);
-				#### add value to summary to be written to vcf file.
-				$summary = "GT:sDel," . $plus_Reads[6];
-				$type = "sDEL";
-				###########################################################################
-				##### Printing output
-
-				#########################################
-				##### Get DNA info
-				#########################################
-				#$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF1_base = substr($del_seq, 0, 1);
-
-				#### this is alt ref. for softclip its $plus_Reads[3]
-				$REF2_base = $del_seq;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$isize = length($del_seq);
-
-				#### svtype = none for sDEL
-				#### isize = length($info[3]);
-				#### nRP = NA
-				#### mate_id = NA
-				#### CTX,:DEL,:....sDEL,##
-				$INFO_1=join(";", "SVTYPE=NA", "EVENT=$type", "ISIZE=$isize");
-
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE= "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-				$INFO_2=~s/\s//g;
-
-				$BND1_name =~ s/^BND/LEVD/;
-				# If left, then the start position is plus_Reads[1]-isize
-				my $start_pos=0;
-				#Make sure Ref1 and Ref2 bases are different
-				if($REF2_base eq $REF1_base){$REF1_base="NA"}
-				if($side=~/left/){$start_pos=$plus_Reads[1]-$isize}else{$start_pos=$plus_Reads[1]};		
-				print OUT join ("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				if ($verbose){print "No Softclipped reads here!\n"}
-				return;
-			}
-		}
-
-		#### Otherwise, look for DRP mate info
-	#if($nRP=~/NA/){print "MATE_INFO=$mate_info\tSide=$side\tline=$line\n";}
-		my @mate_info_arr = split(/\t/, $mate_info);
-		$nRP = $mate_info_arr[3];
-		my $mate_chr=$mate_info_arr[0];
-
-			if((! defined $nRP) || ($nRP =~ /na/i) || ($mate_chr =~ /NA/) ){
-			#PRINT UNKNOWN
-	if ($nRP =~ /na/i){print "Can't find SC reads\n" if ($verbose);return};
-	if ($verbose){print "There is an unknown\nNRP=$nRP Mate_CHR=$mate_chr minRP=$minRP\n"}
-				$summary .= ":unknown," . $plus_Reads[6];
-				$type = "unknown";
-				$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF2_base = $plus_Reads[3];
-				$BND1_name =~ s/^BND/UNKNOWN/;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$INFO_1=join(";", "SVTYPE=unknown", "EVENT=unknown", "ISIZE=unknown");
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE = "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-				$SAMPLE=~s/NA/0/g;
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-			       #print join ("\t", $plus_Reads[0], $plus_Reads[1],  $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-
-				print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				return;
-
-		}
-		#### end if there is no mate info or nRP+uRP<minRP
-		if (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP))){
-			print "Something failed here\nif (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP)))\n";
-		return}
-
-		##################################################################################
-		# Find out if mates have nearby soft-clips (to refine the breakpoints)
-		##################################################################################
-		#Look for evidence of soft-clipping near mate
-		my @mate_soft_arr = ();
-		my $mate_start = 0;
-		my $mate_soft = "";
-
-		@mate_info_arr = split(/\t/, $mate_info);
-
-		#### mate start and end locations.
-		my $filename = $right_sc;
-
-		$start = $mate_info_arr[1] - $dist_To_Soft;
-		$end = $mate_info_arr[1];
-
-		if ($side =~ /right/) {
-			$start = $mate_info_arr[2];
-			$end = $mate_info_arr[2] + $dist_To_Soft;
-
-			$filename = $left_sc;
-		}
-
-		#### add levenstein distance to Summary
-	#print "Calc distal Levd\n";
-		$levD->search(rev_comp($plus_Reads[3]), $mate_info_arr[0], $start, $end, $INPUT_FASTA);
-		$distl_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	$distl_levD = "NA" if($plus_Reads[3] =~ /NA/);
-	#If there is no softclips to string match, then give 0 as quality value
-       if ($plus_Reads[3] !~ /NA/){
-			$QUAL=1/($distl_levD + 0.001);
-		}
-		else	{
-			$QUAL=0;
-		};
-	$QUAL=sprintf("%.2f",$QUAL);
-	#### looking for softclips to refine break point
-	#### if left look in right and vice-versa.
-	$cmd = qq{echo -e "$mate_info_arr[0]\t$start\t$end"};
-	$cmd .= qq{ | awk -F'\t' 'NF==3' | intersectBed -a stdin -b $filename | head -1};
-print "$cmd\n" if $verbose;
-	$mate_soft = `$cmd`;
-
-	$mate_soft =~ s/\n//g;
-	@mate_soft_arr = split(/\s/, $mate_soft);
-my $NO_MATE_SC="";
-	if(@mate_soft_arr){
-		$mate_chr = $mate_soft_arr[0];
-		$mate_start = $mate_soft_arr[1];
-                $NO_MATE_SC="APPROXIMATE";
-
-	} else{
-		@mate_info_arr = split(/\s/,$mate_info);
-		$mate_chr = $mate_info_arr[0];
-		$mate_start = $mate_info_arr[1];
-	}
-
-	#end if there is no mate info
-	return if ($mate_chr eq "");
-	#end if there is no mate info and !disable_RP_only
-	return if (($lSC =~/NA/)&&(!$disable_RP_only));
-	
-	
-	###########################################################################
-	##### Printing output
-
-	#########################################
-	# Get DNA info
-	#########################################
-	#print "PLUS_READS=$plus_Reads[0],$plus_Reads[1]\nMATE=$mate_chr,$mate_start,$INPUT_FASTA\n";
-	$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-
-	### this is alt ref. for softclip its $plus_Reads[3]
-	$REF2_base = getSeq($mate_chr, $mate_start, $INPUT_FASTA);
-
-	#########################################
-	# print in VCF format
-	#########################################
-
-	#### abs value to account for left and right reads.
-	$isize = abs($plus_Reads[1]-$mate_start);
-	
-	my $event_type=$type;
-	$event_type=~ s/,|[0-9]//g;
-	$INFO_1=join(";", "$sv_type", "EVENT=$event_type","END=$mate_start", "ISIZE=$isize","MATEID=$BND2_name");
-	$INFO_2=join(";", "$sv_type", "EVENT=$event_type","END=$plus_Reads[1]", "ISIZE=$isize","MATEID=$BND1_name");
-
-	#### remove any white spaces.
-	#### ask: did you mean to remove space from ends? eg. trim()
-	$INFO_1=~s/\s//g;
-	$INFO_2=~s/\s//g;
-
-	$FORMAT=$summary;
- 	$FORMAT=~ s/,|[0-9]//g;
-        $FORMAT .= ":lSC:nSC:uRP:distl_levD";
-	if($NO_MATE_SC){$INFO_2 .= ":NO_MATE_SC"}
-	my $SAMPLE="0/1:";	
-	$SAMPLE .=$summary;
-#        if($NO_MATE_SC){$SAMPLE.= ":$NO_MATE_SC"}
-
-	$SAMPLE=~s/[A-Z|,|_]//g;
-        my $MATE_SAMPLE=$SAMPLE;
-        $SAMPLE .= ":$lSC:$nSC:$num_unmapped_pairs:$distl_levD";
-	$MATE_SAMPLE .=":NA:NA:NA:NA";
-	$SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/NA/0/g;
-	$SAMPLE=~s/NA/0/g;
- 
-	if($type !~ /INV/){
-		$ALT_1 = join("","]",$mate_chr,":",$mate_start,"]",$REF1_base);
-		$ALT_2 = join("",$REF2_base,"[",$plus_Reads[0],":",$plus_Reads[1],"[");
-		#		2      321682 bnd_V  T   ]13:123456]T  6    PASS SVTYPE=BND
-		#		13     123456 bnd_U  C   C[2:321682[   6    PASS SVTYPE=BND
-	} else {
-		$ALT_1 = join("", "]", $plus_Reads[0], ":", $plus_Reads[1], "]", $REF2_base);
-		$ALT_2 = join("", $REF1_base, "[", $mate_chr, ":", $mate_start, "[");
-	}
-
-	if(($mate_chr) && ($plus_Reads[0])){
-		print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE,"\n");
-		print OUT join ("\t", $mate_chr, $mate_start, $BND2_name, $REF2_base, $ALT_2, $QUAL, "PASS", $INFO_2, $FORMAT,$MATE_SAMPLE,"\n");
-	}
-}
-
-###############################################################################
-###############################################################################
-sub get_counts_n_info {
-        my ($event, $side, $mapQ, $file, $dist, $target, $upL, $lwL) = @_;
-
-        my $mate_info = "";
-        my $cmd = "";
-
-        if ($event =~ /^CTX$/i) {
-                #print "CTX side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{ samtools view $new_blacklist -q $mapQ -f 16 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^DEL$/i) {
-                #print "DEL side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -F 1568 -f 16 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"} {if((\$7 ~ /=/)&&(\$9<-$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^INS$/i) {
-                #print "INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<$lwL && \$9 > 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq {samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>-$lwL && \$9 < 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^INV$/i) {
-                #print "INV side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -F 1596 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 48 -F 1548 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^TDUP$/i) {
-                #print "TDUP side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-#			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4>\$8)&&(\$9<0)&& (\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-#                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<-$upL )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4<\$8)&&(\$9>0)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^NOV_INS$/i) {
-                #print "NOV_INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 8 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 24 -F 1536 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        }
-
-        $mate_info=~s/\n//g;
-        my @tmp=split(/\t/, $mate_info);
-
-        my $counts = 0;
-
-        if (defined $tmp[3]) {
-                $tmp[3] =~ s/\n//g;
-
-                $counts = $tmp[3] if (length($tmp[3]));
-        }
-        return ({count=>$counts, info=>$mate_info});                                                                                                                                
-}

--- a/2.4/script/SoftSearch_Filter.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,137 +0,0 @@
-#!/usr/bin/perl -s
-open (FILE,"$ARGV[0]")||usage();#die "Not using the right Parameters!\n\n";
-use Getopt::Long;
-#Declare variables
-my ($lsc,$minDist,$skip,$nSC,$nRP,$isize,$answer);
-GetOptions(
-	'dist:s' => \$minDist,		#minimum distance between events
-	'lsc:i' => \$lsc,		#minimum somatic score
-	'nsc:i' => \$nsc, 	#minimum depth of coverage in normal
-	'nRP:i' => \$nRP,	#minimum number of times it can be seen in tumor
-	'isize:i' => \$isize,	
-	'sv:s' => \$sv,		#whether or not to skip small deletions
-	'q:s' => \$answer,		#useful for plotting histograms
-	'skip:s' => \$skip
-	);
-if(defined($lsc)){$lsc=$lsc} else {$lsc=0};
-if(defined($nsc)){$nsc=$nsc} else {$nsc=0};
-if(defined($nRP)){$nRP=$nRP} else {$nRP=0};
-if(defined($minDist)){$minDist=$minDist} else {$minDist=0};
-if(!$isize){$isize=0};
-if(!$uRP){$uRP=0};
-
-if($answer eq "yes"){$answer=$answer} else {$answer="no"};
-
-if ($answer eq "yes"){
-open(lsc,">lsc.out")||die;
-open(nsc,">nsc.out")||die;
-open(nRP,">nRP.out")||die;
-}
-
-
-#Remove hits if they are within $minDist
-$chr="chr1";$pos=0;
-while (<FILE>){
-	if ($_=~/^#/){
-		print; 
-		next
-	};
-	if ($skip){next if $_=~/$skip/}
-	@_=split(/\t/,$_);
-	#Get ISIZE from INFO field
-	my @info=split(/;/,$_[7]);
-       	my $k = 0;
-	my $v = 0; 
-	my $infoHash;
-	for (my $i=0;$i<=@info;$i++){
-        	my @tmp=split(/=/,$info[$i]);
-		$k=shift(@tmp);
-		$v=shift(@tmp);
-		$infoHash{$k}=$v;
-	}
-
-	#Get the value of TYPE to find out how many reads support the event
-        my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0, lSC => 0, nSC => 0,uRP =>0,sDEL => 0,levD_local=>0,distl_levD => 0 };
-	#Get Complete Hash
-	#@_[8] is format
-	#@_[9] is values
-	my @format=split(/:/, $_[8]);
-	my @sample=split(/:/,$_[9]);
-	my %hash; 
-	@hash{@format}=@sample;
-	#Subset has to get proper type of variants
-	my $max_val = 0;
-	my $max_type = "NA";
-	
-	#Get TYPEOF HASH 
-	my %type;
-	%type = %hash ;
-	delete $type{'lSC'};
-        delete $type{'nSC'};
-        delete $type{'uRP'};
-        delete $type{'levD_local'};
-        delete $type{'distl_levD'};
-
- 	while (my ($key,$val)=each(%type)){
-		if($val > $max_val){$max_val=$val;$max_type=$key}
-		}
-
-
-#######################################################################################################
-        #Start applying filters
-	
-	#Remove hits if they are within $minDist
-	$chrom=$_[0];$position=$_[1];
-
-	#next if chroms are same and distance is less than X
-	$difference=abs($pos-$position);
-	if(($chrom eq $chr)&&($difference < $minDist)){
-		$pos=$position;$chr=$chrom;;
-		next}
-	$pos=$position;$chr=$chrom;	
-	$EVENT_SIZE=$infoHash{'ISIZE'};
-	$EVENT_TYPE=$max_type;
-	$EVENT_SUPPORT=$max_val;
-	$length_of_softClips=$hash{'lSC'};
-	$number_of_softclips=$hash{'nSC'};
-        $number_of_unmated=$hash{'uRP'};
-	
-	########################################################################
-	#Print if all fileds are ok
-	next if($EVENT_SIZE < $isize);
-        next if($EVENT_SUPPORT < $nRP);
-        next if($length_of_softClips < $lsc);
-        next if($number_of_softclips < $nsc);
-        next if($number_of_unmated < $uRP);
-	next if (($sv)&&($EVENT_TYPE=~/sDEL/));
-	print;
-
-
-	if ($answer eq "yes"){
-	print lsc $length_of_softClips."\n";
-	print nsc $number_of_softclips."\n";
-	print nRP $EVENT_SUPPORT."\n";
-	}
-}
-
-
-sub usage{
-print "\nUsage: Soft_SearchFilter.pl <VCF>\n
-	-dist	#minimum distance between events [0]
-	-lsc	#minimum length soft-clip [0]
-	-nsc	#minimum number of soft-clip [0]
-	-nRP	#minimum number of discordant read pairs [0]
-	-isize	#minimum size [0]
-	-sv	#skip small deletions [no|yes]
-	-skip	#pipe-delimited list of strings to skip (e.g. chrM|chY|chrGL)
-	\n"
-}
-
-#R
-# lsc<-read.table("lsc.out")
-# nsc<-read.table("nsc.out")
-# nRP<-read.table("nRP.out")
-# par(mfrow=c(2,2))
-# hist(lsc$V1,breaks=100)
-# hist(nsc$V1,breaks=100)
-# hist(nRP$V1,breaks=100)

--- a/2.4/script/Subset_targets.sh	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,23 +0,0 @@
-#!/bin/sh
-#$ -V
-#$ -cwd
-#$ -q 1-day
-#$ -m ae
-#$ -M [e-mail]
-#$ -l h_vmem=1G
-#$ -l h_stack=10M
-BAM=$1
-TARGET_BED=$2
-SAMPLE_NUMBER=$3
-
-#cat $HEADER > out.${SAMPLE_NUMBER}.sam
-samtools view -L $TARGET_BED $BAM|
- perl -ane '
- next if ($F[10]=~/#/);
- $minSize=1000;
- if( $F[1] & 8 || $F[1] & 4 ||  $F[8] == 0 || abs($F[8]) > $minSize || $F[5] =~/S/){
- $rName=join("","@",@F[0]);
-  print join ("\n",$rName,$F[9],"+",@F[10])."\n";
-};
- ' >> out.${SAMPLE_NUMBER}.fq
-echo "Done with $BAM `date`"

--- a/2.4/script/blat_parse.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,526 +0,0 @@
-#####################################################################################################################################################
-#Purpose: To parse blat psl file
-#Date: 07-30-2013
-#####################################################################################################################################################
-use Getopt::Long;
-use Cwd;
-#reading input arguments
-&Getopt::Long::GetOptions(
-'b|BLAT_OUT=s'=> \$blat_out,
-'temp:s'=>\$dirtemp,
-'f|FASTA=s'=>\$infast,
-);
-$blat_out =~ s/\s|\t|\r|\n//g;
-$dirtemp =~ s/\s|\t|\r|\n//g;
-$infast =~ s/\s|\t|\r|\n//g;
-$samtools=`which samtools`;
-$samtools =~ s/\s|\t|\r|\n//g;
-
-if($blat_out eq "" || $infast eq "" )
-{
-	die "Try: perl blat_parse.pl -b <PSL FILE> -f <Contigs.fa> 
-	-temp	temporary file directory
-	\n";
-}   
-if (!(-e $samtools))
-{
-	die "samtools must be in your path\n";
-}
-
-if (!(-e $infast))
-{
-	die "input fasta file doesn't exit\n";
-}
-unless(-d $dirtemp)
-{
-    #system("mkdir -p $dirtemp");
-    $dirtemp= getcwd;
-}	
-#opening the blat output file
-open(BUFF,$blat_out) or die "no file found $blat_out\n";
-open(WRBUFF,">$dirtemp/Temp_out.txt") or  die "not able to write the file \n";
-#parsing throught he file
-while(<BUFF>)
-{
-	if($_ =~ m/^\d/)
-	{
-		print WRBUFF $_;	
-	}
-	else
-	{
-		print "ignoring headers $.\n";
-	}
-}	
-close(WRBUFF);
-system("sort -k10,10 -k18,18n $dirtemp/Temp_out.txt > $dirtemp/Temp_out1.txt");
-system("mv  $dirtemp/Temp_out1.txt $dirtemp/Temp_out.txt");
-open(BUFF,"$dirtemp/Temp_out.txt") or die "no file found Temp_out.txt\n";
-open(WRBUFF,">$dirtemp/File1_out.txt") or  die "not able to write the file \n";
-close(WRBUFF);
-
-$prev_contig_name="";
-my @temp;
-#parsing throught he file
-while(<BUFF>)
-{
-	
-		chomp($_);
-		split "\t";
-		if($_[9] ne $prev_contig_name)
-		{
-			if($prev_contig_name ne "")
-			{
-				#print @temp."\n";
-				#print @temp."\n";
-				&processing(@temp);
-			}
-			undef(@temp);
-			push(@temp,$_);		
-		}
-		else
-		{
-			push(@temp,$_);
-		}	
-		$prev_contig_name=$_[9];	
-	
-	
-}	
-#processing last record
-&processing(@temp);
-#print @temp."\n";
-close(BUFF);
-
-
-
-
-##################SUBROUTINES######################
-#actual processing of each record in the temp array(same query name objects)
-
-sub processing {
-	open(WRBUFF,">>$dirtemp/File1_out.txt") or  die "not able to write the file \n";
-        open(BAD_CONTIG,">>$dirtemp/bad_contig.out.txt") or  die "not able to write the file \n";
-
-	@temp = @_;
-	#if number of hits for a contig is one
-	if(@temp == 1)
-	{
-			$i=0;
-			#define blocksizes array
-			@row=split("\t",$temp[$i]);
-			$row[18] =~ s/,$//g;
-			@blockSizes=split(',',$row[18]);
-			#defining var
-			$qSize=$row[10];
-			$qStart=$row[11];
-			$qStop=$row[12];
-			$tstart=$row[15];
-			$tstop=$row[16];
-			$Strand=$row[8];
-			$coverage = $row[9];
-			$coverage =~ s/\w+_//g;
-			#calculate match val
-			if(($qSize-($qStop-$qStart)) ==0)
-			{ 	
-				$flag=1;
-				#these ara non informative
-				if (@blockSizes ==1)
-				{
-					print "ignoring one of the event $row[9] $i as the event is non informative \n";
-					print BAD_CONTIG "$row[9]\n";
-				}
-				#Ignoring when number of blocks are more than two
-				if(@blockSizes > 2)
-				{
-					print "ignoring event $row[9] $. AS BLOCK SIZE is greater than 2\n";	
-				}
-				#if number of blocks is equal to 2
-				if(@blockSizes == 2)
-				{
-					$temp1=$tstart+$blockSizes[0]+1;
-					$temp2=$tstop-$blockSizes[1]-1;
-						
-					print  WRBUFF "$row[9]\t$row[13]\t$temp1\t$Strand\t$row[13]\t$temp2\t$Strand\t$coverage\n";
-				}
-				$i=@temp;
-			}
-			#later part missing
-			elsif($qStart ==0)
-			{	
-				$temp1=$tstart+$blockSizes[0]+1;
-				$infast_chr=$infast;
-				$infast_chr=~ s/\.fa//g;
-				$infast_chr_start=$qStop+1;
-				$infast_chr_stop=$qSize;
-				$sys="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-				
-				$sys = `$sys`;
-				chomp($sys);
-				@sys=split("\n",$sys);
-				$INSERTION="";
-				for($i=1;$i<@sys;$i++)
-				{
-					$INSERTION=$INSERTION.$sys[$i];
-				}
-				$INSERTION_LENGTH=length($INSERTION);
-				$temp1=$tstart+$blockSizes[0]+1;
-				print  WRBUFF "$row[9]\t$row[13]\t$temp1\t$Strand\tUNKNOWN\tUNKNOWN\t$Strand\t$coverage\t$INSERTION\t$INSERTION_LENGTH\n";
-				
-			}
-			#intial part missing
-			elsif($qStop == $qSize)
-			{
-				$temp1=$tstart;
-				$infast_chr=$infast;
-				$infast_chr=~ s/\.fa//g;
-				$infast_chr_start=0;
-				$infast_chr_stop=$qStart;
-				$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-				#die "$sys\n";
-				$sys = `$sys`;
-				#die "$sys\n";
-				chomp($sys);
-				@sys=split("\n",$sys);
-				$INSERTION="";
-				for( $i=1;$i<@sys;$i++)
-				{
-						$INSERTION=$INSERTION.$sys[$i];
-				}
-				$INSERTION_LENGTH=length($INSERTION);
-				$temp1=$tstart+1;
-				print  WRBUFF "$row[9]\tUNKNOWN\tUNKNOWN\t$Strand\t$row[13]\t$temp1\t$Strand\t$coverage\n";
-				
-			}
-			else
-			{
-				print "ignoring one of the event $row[9] $i as the event is non informative \n";
-			}
-		
-	}
-	#if number of hits for a contig is greater than one
-	else
-	{
-		#this flag is used to see if perfect hit not found (match val =0)
-		$flag1 = 0;
-		for(my $i=0;$i<@temp;$i++)
-		{
-			
-			#define blocksizes array
-			@row=split("\t",$temp[$i]);
-			$row[18] =~ s/,$//g;
-			@blockSizes=split(',',$row[18]);
-			#defining var
-			$qSize=$row[10];
-			$qStart=$row[11];
-			$qStop=$row[12];
-			$tstart=$row[15];
-			$tstop=$row[16];
-			$Strand=$row[8];
-			$coverage = $row[9];
-			$coverage =~ s/\w+_//g;
-			#calculate match val
-			if(($qSize-($qStop-$qStart)) ==0)
-			{ 	
-				$flag1=1;
-				#these ara non informative
-				if (@blockSizes ==1)
-				{
-					print "ignoring one of the event $row[9] $i as the event is non informative \n";
-					print BAD_CONTIG "$row[9]\n";
-				}
-				#Ignoring when number of blocks are more than two
-				if(@blockSizes > 2)
-				{
-					print "ignoring event $row[9] $. AS BLOCK SIZE is greater than 2\n";	
-				}
-				if(@blockSizes == 2)
-				{
-					$temp1=$tstart+$blockSizes[0]+1;
-					$temp2=$tstop-$blockSizes[1]-1;
-						
-					print  WRBUFF "$row[9]\t$row[13]\t$temp1\t$Strand\t$row[13]\t$temp2\t$Strand\t$coverage\n";
-				}
-				$i=@temp;
-			}
-		}
-		#as flag value not changed proceed to see next step
-		if($flag1 == 0)
-		{
-			undef(@initial);
-			my @initial;
-			for(my $i=0;$i<@temp;$i++)
-			{
-				@row=split("\t",$temp[$i]);
-				#print "@row\n";
-				unshift(@initial,[@row]);
-			}
-			#sortin the hits according to qstart & qend
-			@initial = sort {$a->[11] <=> $b->[11] || $b->[12] <=> $a->[12]} @initial;
-			#print "$row[9]\t@initial\n";
-			#if($row[9]  eq "NODE_5_length_149_cov_12.395973")
-			#{
-			#	for($i=0;$i<@initial;$i++)
-			#	{
-			#		print "@{$initial[$i]}\n";
-			#	}
-			#}
-			$start = "";
-			$stop = "";
-			$start_len=0;
-			$stop_len=0;
-			#this super flag is used to skip processing of remaining uncessary hits
-			$super_flag = 0;
-			for($i=0;$i<@initial && $super_flag == 0;$i++)
-			{
-				$flag = 0;
-				#print "@{$initial[$i]}\n";
-				$initial[$i][18] =~ s/,$//g;
-				@blockSizes1=split(',',$initial[$i][18]);
-				#defining var
-				$qSize1=$initial[$i][10];
-				$qStart1=$initial[$i][11];
-				$qStop1=$initial[$i][12];
-				$tstart1=$initial[$i][15];
-				$tstop1=$initial[$i][16];
-				$Strand1=$initial[$i][8];
-				$Chr1 = $initial[$i][13];
-				$coverage1 = $initial[$i][9];
-				$coverage1 =~ s/\w+_//g;
-				#die "$qSize1\t$qStart1\t$qStop1\t$tstart1\t$tstop1\t$Strand1\t$Chr1\t$coverage1\n";
-				#if a hit qstart = 0 then set flag =1 
-				if($qStart1 == 0)
-				{
-					$flag =1;
-				}
-				#if a hit qstop = 0 then set flag =2 
-				if($qStop1 == $qSize1)
-				{
-					$flag =2;
-				}
-				#if($row[9]  eq "NODE_5_length_149_cov_12.395973")
-				#{
-				#	print "$flag \n";
-				#}
-				if(@blockSizes1 == 1)
-				{
-					if($flag == 1 )
-					{
-						for($j=0;$j<@initial;$j++)
-						{
-							#both hits should not be the same 
-							if($i != $j)
-							{
-								#print "@{$initial[$i]}\n";
-								$initial[$j][18] =~ s/,$//g;
-								@blockSizes2=split(',',$initial[$j][18]);
-								#defining var
-								$qSize2=$initial[$j][10];
-								$qStart2=$initial[$j][11];
-								$qStop2=$initial[$j][12];
-								$tstart2=$initial[$j][15];
-								$tstop2=$initial[$j][16];
-								$Strand2=$initial[$j][8];
-								$coverage2 = $initial[$j][9];
-								$Chr2 = $initial[$j][13];
-								$coverage2 =~ s/\w+_//g;
-								#making sure both hits are not over lapping
-								if($qStart2 > $qStart1)
-								{	#allowing +-2 bases as the this hit is immediate next continous hit
-									if($qStop1 >= $qStart2 -2  &&  $qStop1 <= $qStart2 +2  )
-									{
-										#perfect match
-										if($qStop2 == $qSize2)
-										{
-											if($Strand1 eq "+")
-											{
-												$tmp1 = $tstart1+$blockSizes1[0]+1;
-												$tmp2 = $tstart2+$blockSizes2[0];
-												print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-											}
-											else
-											{
-												$tmp1 = $tstart1+1;
-												$tmp2 = $tstart2+1;
-												print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-											
-											}
-											$super_flag = 1;
-											$j = @initial+1;	
-										}
-										#some part is missing after the second hit
-										else
-										{
-											$tmp1 = $tstart1+$blockSizes1[0];
-											$tmp2 = $tstart2+$blockSizes2[0];
-											$INSERTION="";
-											$infast_chr=$infast;
-											$infast_chr=~ s/\.fa//g;
-											$infast_chr_start=$qStop1+1;
-											$infast_chr_stop=$qStart2-1;
-											$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-											#die "$sys\n";
-											$sys = `$sys`;
-											#die "$sys\n";
-											chomp($sys);
-											@sys=split("\n",$sys);
-											for( $i=1;$i<@sys;$i++)
-											{
-												$INSERTION=$INSERTION.$sys[$i];
-											}
-											$INSERTION_LENGTH=length($INSERTION);
-											print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-											$super_flag = 1;
-											$j = @initial+1;	 
-										}
-										
-									}
-									#if there are some insertion between two hits
-									elsif($qStop2 == $qSize2)
-									{
-										$tmp1 = $tstart1+$blockSizes1[0];
-										$tmp2 = $tstart2+$blockSizes2[0];
-										$INSERTION="";
-										$infast_chr=$infast;
-										$infast_chr=~ s/\.fa//g;
-										$infast_chr_start=$qStop2+1;
-										$infast_chr_stop=$qSize;
-										$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-										#die "$sys\n";
-										$sys = `$sys`;
-										#die "$sys\n";
-										chomp($sys);
-										@sys=split("\n",$sys);
-										for( $i=1;$i<@sys;$i++)
-										{
-											$INSERTION=$INSERTION.$sys[$i];
-										}
-										$INSERTION_LENGTH=length($INSERTION);
-										print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-										$super_flag = 1;
-										$j = @initial+1;	
-									}
-												
-								}
-									
-							}	
-						}
-						#if none worked with other reads then only process that read
-						if($j == @initial)
-						{
-							#die "success\n";
-							$temp1=$tstart1+$blockSizes1[0]+1;
-							#print  WRBUFF "$Chr1\t$temp1\t$Strand1\tUNKNOWN\tUNKNOWN\t$Strand\t$coverage\n";
-							$infast_chr=$infast;
-							$infast_chr=~ s/\.fa//g;
-							$infast_chr_start=$qStop1+1;
-							$infast_chr_stop=$qSize1;
-							$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-							#die "$sys\n";
-							$sys = `$sys`;
-							#die "$sys\n";
-							chomp($sys);
-							@sys=split("\n",$sys);
-							$INSERTION="";
-							for( $i=1;$i<@sys;$i++)
-							{
-								$INSERTION=$INSERTION.$sys[$i];
-							}
-							$INSERTION_LENGTH=length($INSERTION);
-							print WRBUFF "$initial[$i][9]\t$Chr1\t$temp1\t$Strand1\tUNKNOWN\tUNKNOWN\t$Strand1\t$coverage1\n";
-							$super_flag = 1;
-						}	
-					}
-					#if query end is matched to query size
-					elsif($flag == 2)
-					{
-						#going through other hits
-						for($j=0;$j<@initial;$j++)
-						{
-							#hits should not be same
-							if($i != $j && $qStop2)
-							{
-								#print "@{$initial[$i]}\n";
-								$initial[$j][18] =~ s/,$//g;
-								@blockSizes2=split(',',$initial[$j][18]);
-								#defining var
-								$qSize2=$initial[$j][10];
-								$qStart2=$initial[$j][11];
-								$qStop2=$initial[$j][12];
-								$tstart2=$initial[$j][15];
-								$tstop2=$initial[$j][16];
-								$Strand2=$initial[$j][8];
-								$coverage2 = $initial[$j][9];
-								$Chr2 = $initial[$j][13];
-								$coverage2 =~ s/\w+_//g;
-								#if 
-								if($qStop2 < $qStop1)
-								{
-									if($qStart1 >= $qStop2 -2  &&  $qStart1 <= $qStop2 +2  )
-									{
-										#die "$qStart1 <= $qStop2 \n";
-										$tmp1 = $tstart1+$blockSizes1[0];
-										$tmp2 = $tstart2+$blockSizes2[0];
-										$INSERTION="";
-										$infast_chr=$infast;
-										$infast_chr=~ s/\.fa//g;
-										$infast_chr_start=0;
-										$infast_chr_stop=$qStart1-1;
-										$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-										#die "test $sys\n";
-										$sys = `$sys`;
-										#die "$sys\n";
-										chomp($sys);
-										@sys=split("\n",$sys);
-										for( $i=1;$i<@sys;$i++)
-										{
-											$INSERTION=$INSERTION.$sys[$i];
-										}
-										$INSERTION_LENGTH=length($INSERTION);
-										print WRBUFF "$initial[$i][9]\t$Chr2\t$tmp2\t$Strand2\t$Chr1\t$tmp1\t$Strand1\t$coverage1\n";
-										$super_flag = 1;
-										$j = @initial+1;
-										
-									}
-									
-								}	
-							}
-						}
-						if($j == @initial)
-						{
-							$infast_chr=$infast;
-							$infast_chr=~ s/\.fa//g;
-							$infast_chr_start=0;
-							$infast_chr_stop=$qStart1;
-							$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-							#die "test $sys\n";
-							$sys = `$sys`;
-							#die "$sys\n";
-							chomp($sys);
-							@sys=split("\n",$sys);
-							$INSERTION="";
-							for( $i=1;$i<@sys;$i++)
-							{
-								$INSERTION=$INSERTION.$sys[$i];							
-							}
-							$INSERTION_LENGTH=length($INSERTION);
-							$tmp = $tstart1+1;
-							print WRBUFF "$initial[$i][9]\tUNKNOWN\tUNKNOWN\t$Strand1\t$Chr1\t$tmp\t$Strand1\t$coverage1\n";
-							$super_flag = 1;
-						}	
-					}
-				}
-				elsif(@blockSizes == 2)
-				{
-					$temp1=$tstart1+$blockSizes[0]+1;
-					$temp2=$tstop1-$blockSizes[1]-1;
-					print  WRBUFF "$initial[$i][9]\t$Chr1\t$temp1\t$Strand1\t$Chr1\t$temp2\t$Strand1\t$coverage1\n";
-				
-				}		
-			}
-		}
-		
-	}
-	close(WRBUFF);
-	
-	undef(@temp);
-}
- 

--- a/2.4/script/cluster.pair.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,70 +0,0 @@
-#!/usr/bin/perl                                                                                                                                            
-use strict;
-use POSIX;
-
-my $usage = "cluster.pair.pl maxdist\n";
-my $maxdist = shift or die $usage;
-
-my %count;
-
-while (<STDIN>){
-    chomp;
-    my ($sample, $chrstart, $start, $chrend, $end) = split /\t/;
-    my $nstart = floor ($start/$maxdist);
-    my $nend   = floor ($end/$maxdist);
-    my $coord = {start=>$start, end=>$end};
-
-    push @{$count{$chrstart}->{$nstart}->{$chrend}->{$nend}->{$sample}}, $coord;
-}
-
-print_groups (\%count);
-
-sub print_groups {
-    my ($rcount) = @_;
-    my %count = %{$rcount};
-
-    foreach my $chrstart (sort {$a<=>$b} keys %count) {
-	foreach my $posstart (sort {$a<=>$b} keys %{$count{$chrstart}}) {
-	    my %fcoord = %{$count{$chrstart}->{$posstart}};
-
-	    foreach my $chrend (sort {$a<=>$b} keys %fcoord) {
-		foreach my $posend (sort {$a<=>$b} keys %{$fcoord{$chrend}}){
-		    my @nsamples = sort {$a cmp $b} (keys %{$fcoord{$chrend}->{$posend}});
-
-		    my $cpos = $fcoord{$chrend}->{$posend};
-
-		    my @coords;
-		    my $totnum=0;
-	    
-		    foreach my $sample (@nsamples) {
-			my ($num, $avgx, $avgy) = calc_moments(@{$cpos->{$sample}});
-			push (@coords, {start=>$avgx, end=>$avgy});
-			$totnum+=$num;
-		    }
-
-		    my ($num, $avgx, $avgy)  = calc_moments(@coords);
-	    
-		    print $chrstart."\t".$avgx."\t".$chrend."\t".$avgy ."\t".$num."\t".$totnum."\t" ;
-	    
-		    print $_."\t" foreach (@nsamples);
-		    print "\n";
-		}
-	    }
-	}
-    }
-}
-
-sub calc_moments {
-    my (@pos) = @_;
-
-    my ($num, $sumx, $sumy) = (0,0,0);
-    foreach my $cpos (@pos) {
-	$num++;
-	$sumx+=$cpos->{start};
-	$sumy+=$cpos->{end};
-    }
-    my $avgx = sprintf ("%d", $sumx/$num);
-    my $avgy = sprintf ("%d", $sumy/$num);
-
-    return ($num, $avgx, $avgy);
-}

--- a/2.4/script/direction_filter.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,55 +0,0 @@
-use Getopt::Long;
-my ($v);
-
-GetOptions ("v|verbose"  => \$v);   # flag
-
-
-
-open (FILE,"$ARGV[0]") or die "Cant find file\n\n";
-my $dist=0;
-my $pos=0;
-my @max=0;
-my @events=0;
-
-while(<FILE>){
-	$dist=0;
-	@first=split(/\s+/,$_);
-	$numEvents=($_=~tr/\|//)+1;
-	$dist=$first[1]-$pos;
-	push(@max,$_);
-	push(@events,$numEvents);
-#print "STARTING_POS=$pos\n";
-	if(($dist<500)||eof()){
-		until (($dist>500)||eof()){
-			$newline=<FILE>;
-			@second=split(/\s+/,$newline);
-			$numEvents=($newline=~tr/\|//)+1;
-			push(@max,$newline);
-			push(@events,$numEvents);
-			if($v){print "DIST=$dist\nSEC1=@second[1] POS1=$pos;\n";}
-			my $tmp=$pos;
-			$pos=@second[1];
-			$dist=@second[1]-$tmp;
-		}
-	}
-if ($v){print "Corrected dist= $dist\n" if ($v)};
-	#Get the last values since they don't count
-	$NL=pop(@max);
-	$NE=pop(@events);
-	my $idxMax = 0;
-	#Get the index of the largest value in array
-	if ($v){print "Picking from events:\n"};
-	$events[$idxMax] > $events[$_] or $idxMax = $_ for 1 .. $#events;
-
-	my $val=@max[$idxMax];
-	print "$val" unless ($val=~/^0$/) ;
-	
-	
-	@max=$NL;
-	@events=$NE;		
-	my @tmp=split(/\s+/,$NL);
-	$pos=$tmp[1];
-}
-
-close FILE;
-

--- a/2.4/script/reduce_redundancy.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,65 +0,0 @@
-open(BUFF,"$ARGV[0]") or die "no input file found\n";
-$range="$ARGV[1]";
-my %hash;
-my %store;
-$prev_chr="";
-$next=0;
-while(<BUFF>)
-{
-	chomp($_);
-	#print "$.\n";
-	if($_ !~ m/^#/)
-	{
-		@array=split("\t",$_);
-		$chr=$array[0];
-		$pos=$array[1];
-		$value=$array[@array-1];
-		if($prev_chr ne $chr )
-		{
-			if($prev_chr ne "")
-			{
-				foreach $key (sort {$hash{$b} <=> $hash{$a} } keys %hash)
-                        	{
-                                	print "$store{$key}\n";
-                                	last;
-                        	}
-
-			}
-			$next = $pos+$range;
-			undef(%hash);
-			undef(%store);
-		}
-		if($next< $pos)
-		{	
-			foreach $key (sort {$hash{$b} <=> $hash{$a} } keys %hash)
-			{
-     				print "$store{$key}\n";
-				last;
-			}
-			$next = $pos+$range;
-			undef(%hash);
-			undef(%store);
-			
-		}	
-		if($value eq "NA")
-                {
-                      $hash{$chr." ".$pos." ".$.}=0;
-                }
-                else
-                {
-                       $hash{$chr." ".$pos." ".$.}=$value;
-               	}
-                $store{$chr." ".$pos." ".$.}=$_;
-	}
-	else
-	{
-		print $_."\n";
-	}
-	$prev_chr = $chr;
-}
-foreach $key (sort {$hash{$b} <=> $hash{$a} } keys %hash)
-{
-       print "$store{$key}\n";
-       last;
-}
-

--- a/2.4/script/run_blat.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,68 +0,0 @@
-#####################################################################################################################################################
-#Purpose: To perform blat and organize blat
-#Date: 07-19-2013
-#####################################################################################################################################################
-use Getopt::Long;
-#reading input arguments
-&Getopt::Long::GetOptions(
-'BLAT_PATH=s'=> \$blatpath,
-'REF_FILE=s'=> \$reffile,
-'INPUT_FILE=s' => \$inputfile,
-'OUTPUT_FILE=s' => \$outputfile,
-'MIN_SCORE=s'=> \$minScore,
-'MIN_IDENTITY=s'=> \$minidentity,
-'BLAT_PORT=s'=>\$blatport
-);
-$blatpath =~ s/\s|\t|\r|\n//g;
-$reffile=~ s/\s|\t|\r|\n//g;
-$inputfile=~ s/\s|\t|\r|\n//g;
-$outputfile=~ s/\s|\t|\r|\n//g;
-$minScore=~ s/\s|\t|\r|\n//g;
-$minidentity=~ s/\s|\t|\r|\n//g;
-$blatport=~ s/\s|\t|\r|\n//g;
-#input arguments
-
-#checking for missing arguments
-if($blatport eq "" || $blatpath eq "" || $reffile eq "" || $inputfile eq "" || $outputfile eq "" || $minScore eq "" || $minidentity eq "")
-{
-	die "missing arguments\n USAGE : perl perl_blat.pl -BLAT_PORT <BLAT_PORT> -MIN_SCORE <MIN_SCORE> -MIN_IDENTITY <MIN_IDENTITY> -BLAT_PATH <PATH TO BLAT FOLDER> -REF_FILE <PATH TO 2bit file> -INPUT_FILE <INPUT CONFIG FILE> -OUTPUT_FILE <OUTPUT FILE>\n";
-}
-
-#parsing the arguments
-
-#unless(-d $outdir)
-#{
-#	system("mkdir -p $outdir");
-#}
-$status=`$blatpath/gfServer status localhost $blatport |wc -l`;
-chomp($status);
-$count = 0;
-while($status < 2 )
-{
-	if($count > 0)
-	{
-		$blatport = $blatport+int(rand(1000))+1;
-	}
-	print "Starting the server\n";
-	$sys ="$blatpath/gfServer start -canStop localhost $blatport $reffile &";
-	print "$sys\n";
-	system($sys);
-	sleep(300);
-	$status=`$blatpath/gfServer status localhost $blatport |wc -l`;
-	chomp($status);
-	$count++;
-	if($count > 5)
-	{
-		die "something wrong with gfServer or command . Failed 5 times\n";
-	}
-}	
-print "querying \n";
-$sys = "$blatpath/gfClient localhost $blatport / $inputfile $outputfile -minScore=$minScore -minIdentity=$minidentity";
-print "$sys\n";
-system($sys);
-print "stoping the server\n";
-#$sys = "$blatpath/gfServer stop localhost $blatport";
-$pid = `ps|grep gfServer|head -1|cut -f1 -d ' '`;
-$sys ="kill -9 $pid";
-print "$sys\n";
-system($sys);

--- a/2.4/script/standalone_blat2.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,267 +0,0 @@
-#!/usr/bin/perl -sw
-use Getopt::Long;
-sub usage(){
-    print "
-    Usage: <VCF> -g <genome.2bit> -seq|s <seq.fa> -f genome.fa 
-	-o out.vcf
-	-n contig.names
-        -dist   how wide of a window to look for bp [50]\n
-	-v	verbose option
-        Requires samtools,bedTools, and blat in your path\n;
-        ";
-    die;
-}
-#Initialize values
-my ($blat,$genome,$tei_bed,$vntr_bed,$out_vcf,$contig_names,$contig,$fasta,$uninformative_contigs,$dist,$verbose,$bedTools,$samtools);
-GetOptions ("genome|g=s" => \$genome,
-            "o|out:s" => \$out_vcf,
-            "names|n:s" => \$contig_names,
-            "seq|s=s" => \$contig,
-            "f|fasta:s" => \$fasta,
-	    "b|bad:s" => \$uninformative_contigs,
-            "dist:s" => \$dist,
-	    "v" => \$verbose
-	    );
-#$genome="/data2/bsi/reference/db/hg19.2bit""
-#$blat="/projects/bsi/bictools/apps/alignment/blat/34/blat" ;
-#TEI.bed=egrep "LINE|SINE|LTR" /data5/bsi/epibreast/m087494.couch/Reference_Data/Annotations/hg19.repeatMasker.bed >TEI.bed
-#VNTR_BED=egrep "Satellite|Simple_repeat" /data5/bsi/epibreast/m087494.couch/Reference_Data/Annotations/hg19.repeatMasker.bed > VNTR.bed
-
-
-$blat=`which blat`;
-if (!$blat) {die "Your do not have BLAT in your path\n\n"}
-$samtools=`which samtools`;
-if (!$samtools) {die "Your do not have samtools in your path\n\n"}
-$bedTools=`which sortBed`;
-if (!$bedTools) {die "Your do not have bedTools in your path\n\n"}
-
-
-if (!$dist) {$dist=50}
-if (!$out_vcf) {$out_vcf="out.vcf"}
-if (!$contig_names) {$contig_names="contig.names"}
-if (!$uninformative_contigs) {$uninformative_contigs="uninformative.contigs"}
-
-if ((!$genome)||(!$contig)||(!$fasta)){&usage;die;}
-
-
-open(VCF,"$ARGV[0]") or die "must specify VCF file\n\n";
-open(OUT_VCF,">",$out_vcf) or die "can't open the output VCF\n";
-open(CONTIG_LIST,">",$contig_names) or die "can't open the contig names\n";
-open(BAD_CONTIG_LIST,">",$uninformative_contigs) or die "can't open the contig names\n";
-#print "writing to CONTIG_LIST=$contig_names\n";
-while (<VCF>) {
-    if($_=~/^#/){
-        if ($.==1) {
-            print OUT_VCF $_;
-            print OUT_VCF "##INFO=<ID=STRAND,Number=1,Type=String,Description=\"Strand to which assembled contig aligned\">\n";
-            print OUT_VCF "##INFO=<ID=CONTIG,Number=1,Type=String,Description=\"Name of assembeled contig matching event\">\n";
-            print OUT_VCF "##INFO=<ID=MECHANISM,Number=1,Type=String,Description=\"Proposed mechanism of how the event arose\">\n";
-            print OUT_VCF "##INFO=<ID=INSLEN,Number=1,Type=Integer,Description=\"Length of insertion\">\n";
-            print OUT_VCF "##INFO=<ID=HOM_LEN,Number=1,Type=Integer,Description=\"Length of microhomology\">\n"; 
-            next;
-        }
-    else {
-        print OUT_VCF $_;
-        next;
-        }
-    };
-    chomp;
-
-    ##look for exact location of BP
-    @line=split("\t",$_);
-    my($left_chr,$start,$end);
-
-    #Get left position
-    $left_chr=$line[0];
-    $start=$line[1]-$dist;
-    $end=$line[1]+$dist;
-
-    #Get right position
-    my ($mate_pos,@mate,$mate_chr,$mate_start,$mate_end);
-    $mate_pos=$line[4];
-    $mate_pos=~s/[\[|\]|A-Z]//g;
-    #print "mate_pos=$mate_pos\n";
-    @mate=split(/:/,$mate_pos);
-    $mate_chr=$mate[0]; $mate_pos=$mate[1];
-    $mate_start=$mate_pos-$dist;$mate_end=$mate_pos+$dist;
-    #print "$left_chr:$start-$end\n$mate_chr:$mate_start-$mate_end\n";
-    
-    #Run through blat
-    my ($result1,$result2);
-    my $target1=join("",$left_chr,":",$start,"-",$end);
-    my $target2=join("",$mate_chr,":",$mate_start,"-",$mate_end);
-    #print "target1=$target1\ttarget2=$target2\n";die;
-    $result1=get_result($target1);
-    $result2=get_result($target2);
-   
-
-    my $NOV_INS="";
-    #If there is a NOV_INS, then there shouldn't be any output, so trick the results
-    if ($_=~/EVENT=NOV_INS/) {
-        $mate_start=$start;
-        $NOV_INS="true";
-        if (!$result1) {$result1=join("\t","0","0","0","0","0","0","0","0","+","UNKNOWN_NODE","0","0",$dist);}
-        if (!$result2) {$result2=join("\t","0","0","0","0","0","0","0","0","+","UNKNOWN_NODE","0","0",$dist);}
-   }
-    
-    #Skip over events that aren't supported
-    if ((!$result1)||(!$result2)){
-	my @tmp1=split("\t",$result1);
-	my @tmp2=split("\t",$result2);
-	if ($tmp1[9]) {print BAD_CONTIG_LIST "$tmp1[9]\n"}
-	if ($tmp2[9]) {print BAD_CONTIG_LIST "$tmp2[9]\n" }
-	next;
-    }
-    #Parse blat results   
-    my @result1=split("\t",$result1);
-    my @result2=split("\t",$result2);
-if($result2[9] ne $result1[9]){print "$result2[9] != $result1[9]\n";next}
-    #print "@result1\n@result2\n";die;
-    my $pos1=$start+($result1[12]-$result1[11]);
-    my $pos2=$mate_start+($result2[12]-$result2[11]);
-    #print "$_\n$pos1\t$pos2\n";
-    
-    ##############################################################
-    ### Build Classifier
-    
-    my ($QSTART1,$QEND1,$QSTART2,$QEND2,$len,$MECHANISM, $INSERTION, $DELETION, $bed_res1,$bed_res2);
-    $MECHANISM="UNKNOWN";
-    $len="UNKNOWN";
-    #Make sure the later event is second
-    if ($result1[11] <  $result2[11]){
-	$QSTART1=$result1[11];
-	$QEND1=$result1[12];
-	$QSTART2=$result2[11];
-	$QEND2=$result2[12];
-    }
-    else{
-	$QSTART1=$result2[11];
-	$QEND1=$result2[12];
-	$QSTART2=$result1[11];
-	$QEND2=$result1[12];
-    }
-    #Now calculate the difference between $QEND1 and QSTART2
-    if($verbose){print "QEND1=$QEND1\tQSTART2=$QSTART2\n";}
-    $len=$QEND1-$QSTART2;
-    #Check for TEI
-    if($_=~/MECHANISM=TEI/){$MECHANISM="TEI"}
-    elsif($_=~/MECHANISM=VNTR/){$MECHANISM="VNTR"}
-    else{
-        if ($len==0) {$MECHANISM="NHEJ"}
-	else{
-	    if ($len>0){$INSERTION="true"}
-		if ($len<0){$DELETION="true"}
-		    if ($INSERTION){
-		        if ($len>10) {$MECHANISM="FOSTES"}
-		        else{$MECHANISM="NHEJ"}
-		    }
-		elsif ($DELETION){
-		    if ($len>100) {$MECHANISM="NAHR"}
-		        elsif ($len > 2){$MECHANISM="altEJ"}
-		        else{$MECHANISM="NHEJ"}
-	        }
-	    }	
-	}
-
-    
-#if ($verbose){print "@result1";print "@result2";}
-
-    #print out VCF
-    #############################################################
-    # create temporary variable name
-    #############################################################
-    srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-    my $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-    my $random_name2=join "", map { ("a".."z")[rand 26] } 1..8;
-   
-   #Get Ref Base
-   my ($ref_base,$alt_base,$tmp_mate_pos);
-   $ref_base=getBases($left_chr,$pos1,$fasta);
-   $alt_base=getBases($mate_chr,$pos2,$fasta);#print "ALT=$alt_base\n";
-   #Substitute the new mate position and base
-   $tmp_mate_pos=$line[4];
-   $tmp_mate_pos=~s/$mate_pos/$pos2/;
-   $tmp_mate_pos=~s/[A-Z]/$alt_base/;
-   #split apart the INFO field to adjust the ISIZE and MATEID
-   my $NEW_INFO="";
-   my @INFO=split(/;/,$line[7]);
-   for (my $i=0;$i<@INFO;$i++){
-        if ($INFO[$i] =~ /^ISIZE=/){
-            my @tmp=split(/=/,$INFO[$i]);
-            $NEW_INFO.="ISIZE=";
-            my $new_ISZIE=$pos2-$pos1;
-            $NEW_INFO.=$new_ISZIE
-            }
-        elsif($INFO[$i] =~ /^MATE_ID=/){
-            $NEW_INFO.=";MATE_ID=".$random_name2 . ";";
-        }
-        else{
-            $NEW_INFO.=$INFO[$i].";";
-        }
-   }
-   #ADD in strand and name
-   $NEW_INFO.="STRAND=".$result1[8];
-   $NEW_INFO.=";CONTIG=".$result1[9];
-   if($MECHANISM!~/TEI|VNTR/){$NEW_INFO.=";MECHANISM=".$MECHANISM;}
-    $NEW_INFO.=";HOM_LEN=".$len;
-   #don't pring contig nage if its a novel insertion
-   if(!$NOV_INS){print CONTIG_LIST "$result1[9]\n";}#else{print "I'm not printing $result1[9]\n";}
-    print OUT_VCF "$left_chr\t$pos1\t$random_name\t$ref_base\t$tmp_mate_pos\t1000\tPASS\t$NEW_INFO\t$line[8]\t$line[9]\n";
-    #Now go through and fill info in for mate
-    #Substitute the new mate position and base
-   $tmp_mate_pos=$line[4];
-   $tmp_mate_pos=~s/$mate_pos/$pos1/;
-   $tmp_mate_pos=~s/[A-Z]/$ref_base/;
-   $tmp_mate_pos=~s/$mate_chr/$left_chr/;
-    $NEW_INFO="";
-    @INFO=split(/;/,$line[7]);
-   for (my $i=0;$i<@INFO;$i++){
-    if ($INFO[$i] =~ /^ISIZE=/){
-            my @tmp=split(/=/,$INFO[$i]);
-            $NEW_INFO.="ISIZE=";
-            my $new_ISZIE=$pos2-$pos1;
-            $NEW_INFO.=$new_ISZIE
-            }
-        elsif($INFO[$i] =~ /^MATE_ID=/){
-            $NEW_INFO.=";MATE_ID=".$random_name.";";
-        }
-        else{
-            $NEW_INFO.=$INFO[$i].";";
-        }
-   }
-    #ADD in strand and name
-   $NEW_INFO.="STRAND=".$result2[8];
-   $NEW_INFO.=";CONTIG=".$result2[9];
-   if ($MECHANISM!~/TEI|VNTR/){$NEW_INFO.=";MECHANISM=".$MECHANISM;}
-    $NEW_INFO.=";HOM_LEN=".$len;
-
-   #don't pring contig nage if its a novel insertion
-   if(!$NOV_INS){print CONTIG_LIST "$result2[9]\n";} #else{print "I'm not printing $result1[9]\n";}
-    print OUT_VCF "$mate_chr\t$pos2\t$random_name2\t$alt_base\t$tmp_mate_pos\t1000\tPASS\t$NEW_INFO\t$line[8]\t$line[9]\n";
-	if ($verbose){print  "$mate_chr\t$pos2\t$random_name2\t$alt_base\t$tmp_mate_pos\t1000\tPASS\t$NEW_INFO\t$line[8]\t$line[9]\n";}
-}
-close VCF;
-close OUT_VCF;
-close CONTIG_LIST;
-close BAD_CONTIG_LIST;
-sub get_result{
-        my $target=($_[0]);
-if($verbose){print "target=$target\n"}#;die;
-        my $cmd="blat $genome:$target $contig /dev/stdout -t=dna -q=dna -noHead|egrep -v \"Searched|Loaded\" |head -1";
-
-if ($verbose){print "$cmd\n"}        #print "$cmd\n";die;
-        my $result=`$cmd`;
-        next if (!$cmd);
-        return ($result);
-}
-sub getBases{
-        my ($chr,$pos1,$fasta)=@_;
-        my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";$result[1]="NA";};
-        @result = `samtools faidx $fasta $chr:$pos1-$pos1`;
-        if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-}
-
-

--- a/2.4/src/Annotate_SoftSearch.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,40 +0,0 @@
-#!/usr/bin/perl
-open(VCF,"$ARGV[0]")||die "Usage: <VCF> <Annotation.bed>\n\n\t\t The annotation BED should be of exons\n";
-
-$bedtools=`which intersectBed`;
-if(!$bedtools){die "Requires Bedtools in path\n\n"}
-if(!$ARGV[1]){die "Usage: <VCF> <Annotation.bed>\n\n";}
-
-while (<VCF>){
-	if($_=~/^#/){print;next}
-	chomp;
-	@data=split(/\t/,$_);
-	#Get left pair information
-	$chr1=$data[0];
-        $pos1a=$data[1]-1;
-        $pos1b=$data[1];
-	#Get right pair information
-	$data[4]=~s/[ACTGactghr\[\]]//g;#$data[4]=~s/hr/chr/;
-	@pos2=split(/:/,$data[4]);
-	$chr2="chr";
-	$chr2.=$pos2[0];
-	$pos2a=$pos2[1]-1;
-	$pos2b=$pos2[1];
-	#Now get left side annotations
-	#
-	#print "LEFT=get_anno($chr1,$pos1a,$pos1b)\n";
-	$left_gene=get_anno($chr1,$pos1a,$pos1b);
-        #print "RIGHT=get_anno($chr2,$pos2a,$pos2b)\n";
-        $right_gene=get_anno($chr2,$pos2a,$pos2b);
-	print "$_\t$left_gene\t$right_gene\n";
-}
-
-close VCF;
-
-sub get_anno(){
-	my ($chr,$pos1,$pos2)=@_;
- 	$result=`perl -e 'if(($chr)&&($pos1)&&($pos2)){print join(\"\\t\",$chr,$pos1,$pos2,\"\\n\")}else {print STDERR "Not all variables defined: chr,pos1,pos2=$chr,$pos1,$pos2\n$_\n"}'|intersectBed -a $ARGV[1] -b stdin|cut -f4|head -1`;
-	$result=~chomp;$result=~s/\n//;
-	if(!$result){$result="NA"};
-	return $result;
-}

--- a/2.4/src/Bam2pair.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,98 +0,0 @@
-#!/usr/bin/perl
-#Author Steven Hart, PhD
-#11-15-2012
-#Convert and filter BAM files into merged bed 
-#Output should be 
-#chrA StartA EndA chrB StartB EndB Gene_id #supportingReads StrandA StrandB
-#chr9 1000 5000 chr9 3000 3800 bedpe_example2 100 - +
-
-use Cwd;
-use File::Basename;
-#Usage
-sub usage(){
-	print "Usage: perl Bam2Pair.pl -b <BAM> -o <outfile>\n
-		-isize [10000]\t\tThe insert size to be considered discordant\n
-		-winsize [10000]\tThe distance between mate pairs to be considered the same\n
-		-min [1]\t\tThe minimum number of reads required to support an SV event\n
-		-prefix need a random prefix so files with the same name don't get created\n\n"
-		;
-}
-$bedtools=`which intersectBed`;
-$samtools=`which samtools`;
-
-if(!defined($bedtools)){die "BEDtools must be installed\n";}
-if(!defined($samtools)){die "Samtools must be installed\n";}
-use Getopt::Long;
-#Declare variables
-GetOptions(
-	'b=s' => \$BAM_FILE,		#path to bam
-	'out=s' => \$outfile,		#path to output
-	'java:s' => \$java	,
-        'chrom:s' => \$chrom      ,
-	'isize=i' => \$isize,
-	'winsize=i' => \$winsize,
-        'prefix=s' => \$prefix,
-	'min=i' => \$minSupport,
-	'blacklist:s' => \$new_blacklist,
-	'q=s' => \$qual,
-	'v' => \$verbose
-	);
-#if(defined($picard_path)){$picard_path=$picard_path} else {die "Must specify a path to PICARD so that files can be sorted and indexed properly\n"};
-if(!defined($BAM_FILE)){die "Must specify a BAM file!\n".usage();}
-if(!defined($outfile)){die "Must specify an out filename!\n".usage();}
-if(!defined($java)){$java=$java;}else{$java=`which java`}
-if(!defined($qual)){$qual=20}
-if($new_blacklist){$new_blacklist=" -L $new_blacklist"}
-
-
-$Filter_BAM=$BAM_FILE;
-
-@bam=split("/",$Filter_BAM);
-$Filter_BAM=@bam[@bam-1];
-$Filter_BAM=~s/.bam/$prefix.bam/;
-$Filter_sam=$Filter_BAM;
-$Filter_sam=~s/.bam/.sam/;
-
-
-
-
-print "\nLooking for Discordant read pairs (and Unmated reads) without soft-clips\n";
-
-#$command=join("","samtools view -h -q 20 -f 1 -F 1804 ",$BAM_FILE," ",$chrom," ",$new_blacklist," |  awk -F\'\\t\' \'{if (\$9 > ", $isize, " || \$9 < -",$isize," || \$9 == 0 || \$1 ~ /^@/) print \$0}' > ",$Filter_sam);
-
-
-#Change command to allow reads where mate is unmapped & remove qual
-$command=join("","samtools view -h -f 1 -F 1800 -q $qual ",$BAM_FILE," ",$chrom," ",$new_blacklist," |  awk -F\'\\t\' \'{if (\$9 > ", $isize, " || \$9 < -",$isize," || \$9 == 0 || \$1 ~ /^@/) print \$0}' > ",$Filter_sam);
-
-print "$command\n" if ($verbose);
-system($command);
-$path = dirname(__FILE__);
-$Filter_cluster=$Filter_sam;
-$Filter_cluster=~s/.sam/.cluster/;
-$command=join("",$path,"/ReadCluster.pl -i=$Filter_sam -o=$Filter_cluster -m $minSupport");
-if($verbose){print "\n$command\n"};	
-
-system($command);
-
-##################################
-#Now there are 2 SAM files of filtered reads
-#.filter.cluster.inter.sam
-#.filter.cluster.intra.sam
-$result_pe=join("",$Filter_cluster,".out");
-$command=join("","cat ",$Filter_cluster,".int\*|perl -ane 'next if(\@F[0]=~/^\@/);if(\@F[6]!~/=/){print join(\"\\t\",\$F[11],\@F[2],\@F[3],\@F[6],\@F[7],\"\\n\")}else{print join(\"\\t\",\$F[11],\@F[2],\@F[3],\@F[2],\@F[7],\"\\n\")}' >",$result_pe);
-if($verbose){print $command."\n"};
-system($command);
- #my ($sample, $chrstart, $start, $chrend, $end) 
-$command=join("","cat ",$result_pe," | ",$path,"/cluster.pair.pl ",$winsize," |awk '(\$6 >",$minSupport,")' >> ", $outfile);
-if($verbose){print $command."\n"};
-system($command);
-$filt1=join("",$Filter_cluster,".inter.sam");
-$filt2=join("",$Filter_cluster,".intra.sam");
-
-
-unlink($Filter_sam,$filt1,$filt2,$result_pe);
-
-#########################################
-#Now determine if left or righ clipping surrogate
-print "\nBam2pair.pl Done\n";
-

--- a/2.4/src/Check_integration.sh	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,86 +0,0 @@
-#!/bin/sh
-#$ -V
-#$ -cwd
-#$ -q 1-day
-#$ -m ae
-#$ -M [e-mail]
-#$ -l h_vmem=8G
-#$ -l h_stack=10M
-VCF_FILE=$1
-x=$2
-#VIRAL_SEQDB=/data2/bsi/tertiary/m110344/SoftTile/Mia/BLAST_DB/OBrien/Virus_PCGS.fasta #must me indexed by bwasw
-VIRAL_SEQDB=$3
-VCF_FILE=$4
-#VCF_FILE=final.vcf
-
-set -x 
-
-perl -ane '$dist=100;
-$mate=$F[4];
-$mate=~s/[A-Z]|\[|\]//g;
-@mate=split(/:/,$mate);
-$end1a=@F[1]-$dist;
-$end1b=@F[1]+$dist;
-$end2a=$dist+@mate[1];
-$end2b=$dist+@mate[1];
-print "@F[0]\t$end1a\t$end1b\n@mate[0]\t$end2a\t$end2b\n"' $VCF_FILE|
-sortBed > targets.bed
-
-
-#100 min
-time samtools view -h $x -L targets.bed |awk '(($9==0)&&($11!~/#/)&&($3!~/^chrGL/)&&($3!~/^chrM/))'|perl -ane 'print "\@@F[0]\n@F[9]\n+\n@F[10]\n"' >${x%%.bam}.res.fq
-#23 min
-time bwa mem -t 4 $VIRAL_SEQDB ${x%%.bam}.res.fq |samtools view -S - |grep gi > ${x%%.bam}.tmp.sam
-
-#find out how many hits there are
-cut -f3 ${x%%.bam}.tmp.sam|perl -ne '@_=split(":",$_);@res=split(/_/,@_[1],2);print "@res[1]"' | sort|uniq -c|sort -k1nr|tee ${x%%.bam}.Viral_maps.out |head
-#Get the reads mapping to those hits to find out where the integration site is
-
-#Read in the viruses until there is a significant drop off in number of reads (i.e. contributing less than 10%)
-perl -ne '@_=split(" ",$_);$i=$_[0]+$i;$j=$_[0];$res=$j/$i;if($res>.1){print "@_[1]\n"}' ${x%%.bam}.Viral_maps.out >${x%%.bam}.to.keep
-fgrep -f ${x%%.bam}.to.keep ${x%%.bam}.tmp.sam |cut -f1 >${x%%.bam}.reads
-
-#75min+
-
-time samtools view $x -L targets.bed |
-fgrep -f ${x%%.bam}.reads|
-awk '{if(($9==0)&&($11!~/#/)&&($3!~/^chrGL/)&&($3!~/^chrM/)&&($3!~/^\*/)){print $3"\t"$4"\t"$4"\t"$1}}'|
-tee ${x%%.bam}.unsorted.bed|
-sortBed | mergeBed -nms -d 1000|
-perl -e 'open (FILE,"$ARGV[0]") or die "cant open file\n\n";
- $SAM="$ARGV[1]";
- $SAM=~chomp;
- while(<FILE>){
-chomp;
-  @_=split(/\t/,$_);
-  @reads=split(/;/,@_[3]);
-#print "LINE=$_\nRES=grep $reads[0] $SAM\n";
-  $res=`grep $reads[0] $SAM` ;
-#  print "AFTER GREP, RES=$res\n";
-  if($res){
-   @res=split(/\t/,$res);
-   print join("\t",@_[0..2],@res[2])."\n"
-   }
-  };
- close FILE' - ${x%%.bam}.tmp.sam |
-perl -ne 's/\|/\t/g;@_=split("\t",$_);print join ("\t",@_[0..2,7])'|
-perl -pne 's/_/\t/'|  cut -f4 --complement |
-perl -e '
- open (FILE,"$ARGV[0]") or die "cant open file\n\n";
- $SAM="$ARGV[1]";
- while(<FILE>){
-  chomp;
-  @_=split(/\t/,$_);
-  $res=`grep $_[3] $SAM`;
-  if($res){
-   @res=split(" ",$res);
-   $reads[0]=chomp;
-   print join("\t",@_[0..4],@res[0])."\n";
-  }
- }
-close FILE;
-' - ${x%%.bam}.Viral_maps.out|
-perl -pne 's/_/ /g'> ${x%%.bam}.Virus.integrated.bed
-
-rm ${x%%.bam}.reads ${x%%.bam}.to.keep ${x%%.bam}.tmp.sam ${x%%.bam}.res.fq
-echo "DONE with $x"

--- a/2.4/src/Extract_nSC.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,27 +0,0 @@
-#!/usr/bin/perl -w
-
-use Getopt::Long;
-
-#Initialize values
-my (@queries,@HEADER,$samples,@HEADER_OUT,$end,$samp);
-GetOptions ("query|q=s" => \$queries);
-if(!$queries){die "Usage: FORMAT_extract.pl <VCF> -query nSC 
-\n\n";}
-
-
-open (VCF,"$ARGV[0]") or die "Usage: <VCF>";
-
-while (<VCF>) {
-        if($_=~/^##/){print;next}
-    chomp;
-    @line=split(/\t/,$_);
-    if($line[0]=~/^#CH/){
-        print join ("\t",@line,$queries)."\n";
-	next}
- @FORMAT=split(/:/,$line[8]);
- @SAMPLE=split(/:/,$line[9]);
-	for($i=0;$i<@FORMAT;$i++){
-	if($FORMAT[$i] =~/^$queries$/){print join ("\t",@line,$SAMPLE[$i])."\n";next}
-	}
-}
-close VCF;

--- a/2.4/src/Merge_SV.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,218 +0,0 @@
-#!/usr/bin/perl -w
-use Getopt::Long;
-use List::Util qw(min max);
-
-
-#Declare variables
-my ($window,$tmpSpace,$usage,$help,$outFile);
-
-GetOptions(
-        'v=s{2,}' => \@VCF,
-        'o:s' => \$outFile,
-        'w:s' => \$window,
-		'h|help' => \$help
-);
-
-if((!@VCF)||($help)){&usage();exit}
-
-
-if (!$window) {
-    $window=500;
-}
-if (!$outFile) {
-    $outFile="merged.vcf.out";
-}
-###########################################
-# Protect against merging too many results
-###########################################
-$tmpSpace='temporarySV_merge';
-if (-e $tmpSpace) {
-    #Delete temp file if it exists
-    unlink $tmpSpace;
-}
-###########################################
-#For each VCF, create a BEDPE file
-###########################################
-
-open(OUT,">>$tmpSpace") or die "Can't write in this directory\n";
-for (my $i=0;$i<@VCF;$i++){
-    #print STDERR "opening $VCF[$i]\n";
-    open(VCF,$VCF[$i]) or die &usage();
-    while (<VCF>) {
-        next if ($_=~/^#/);
-        chomp;
-        @line=split("\t",$_);
-        $mate=$line[4];
-        $mate=~s/[A-L]|[N-W]|[Z]|\[|\]//g;
-        @mate=split(/:/,$mate);
-        $end1a=$line[1]-$window;
-        $end1b=$line[1]+$window;
-        $end2a=$mate[1]-$window;
-        $end2b=$mate[1]+$window;
-        next if (($end1a<0)||($end2a<0));
-        if (($line[0]=~/^chr$/)||($mate[0]=~/^chr$/)) {
-            next;
-        }
-        print OUT "$line[0]\t$end1a\t$end1b\t$mate[0]\t$end2a\t$end2b\n";
-        print OUT "$mate[0]\t$end2a\t$end2b\t$line[0]\t$end1a\t$end1b\n";
-    }
-}
-close OUT;
-
-###########################################
-#Now merge the BEDPE into a unique BEDPE
-###########################################
-#Make sure the BEDPE is sorted
-#print "Make sure the BEDPE is sorted\n";
-my $tmpSpace2=join("",$tmpSpace,".2");
-system("cat $tmpSpace|sort -k1,1 -k2,3n -k4,4 -k5,5n -u > $tmpSpace2");
-unlink($tmpSpace);
-
-#Create output files for the left and right merged BEDPE
-my $tmpSpace3=join("",$tmpSpace,".3");
-my $tmpSpace4=join("",$tmpSpace,".4");
-
-open (OUT1,">$tmpSpace3") or die "Cant write in this directory\n";
-open (OUT2,">$tmpSpace4") or die "Cant write in this directory\n";
-
-open(BEDPE,"$tmpSpace2") or die "$tmpSpace2 has already been deleted\n";
-#Initialize positions
-#my ($chr1,$pos2,$pos3,$chr2,$pos3,$pos4);
-my (@chr,@pos1,@pos2,@chr2,@pos3,@pos4);
-while (<BEDPE>) {
-    ($chr1,$pos2,$pos3,$chr2,$pos3,$pos4)=split("\t",$_);
-	if(!$Echr1){
-	($Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4)=split("\t",$_);
-	}
-    while ( 
-		 ($chr1 =~ /^$Echr1$/)&&
-           ($pos2 <= $Epos2+$window)&&
-            ($chr2 =~ /^$Echr2$/)&&
-           ($pos3 <= $Epos3+$window)
-          )
-        {$nextline = <BEDPE> ;
-		last if (!$nextline);
-		$nextline=~chomp;
-         ($chr1,$pos1,$pos2,$chr2,$pos3,$pos4)=split("\t",$nextline);
-		 #print "NEXTLINE=$nextline";
-         push (@chr1,$chr1);
-         push (@pos1,$pos1);
-         push (@pos2,$pos2);
-         push (@chr2,$chr2);
-         push (@pos3,$pos3);
-         push (@pos4,$pos4);   
-		  }
-    ($Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4)=($chr1[0],min(@pos1),max(@pos2),$chr2[-2],min(@pos3),$pos4[-2]);
-    #print join("\t",$Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4);
-	if($pos1>$pos2){my $tmp=$pos1;$pos1=$pos2;$pos2=$tmp}
-	if($pos1>$pos2){my $tmp=$pos3;$pos3=$pos4;$pos4=$tmp}
-	print OUT1 join ("\t",$chr1,$pos1,$pos2)."\n";
-	print OUT2 join ("\t",$chr2,$pos3,$pos4);
-	($Echr1,$Epos1,$Epos2,$Echr2,$Epos3,$Epos4)=($chr1,$pos1,$pos2,$chr2,$pos3,$pos4);
-	}
-close BEDPE;
-close OUT;
-unlink ($tmpSpace2);
-
-#####################################################################
-#Now find out for each Unique BEDPE, how many Samples was the SV in?
-#####################################################################
-#FOR EACH VCF
-#get NAME
-
-my $tmpSpace5=join("",$tmpSpace,".5");
-my $tmpSpace6=join("",$tmpSpace,".6");
-my $tmpSpace7=join("",$tmpSpace,".7");
-my $tmpSpace8=join("",$tmpSpace,".8");
-my $tmpSpace9=join("",$tmpSpace,".9");
-
-#Create a placeholder file
-system("paste $tmpSpace3 $tmpSpace4| awk '{OFS=\"\\t\"}{print \$1,\$2,\$3,\$4,\$5,\$6,0,\"NA\"}' > $tmpSpace7");
-#Convert the VCF into a BED PE
-for (my $i=0;$i<@VCF;$i++){
-	open (OUT,">$tmpSpace5") or die "Cant write in this directory\n";
-	open(VCF,$VCF[$i]) ;
-	print STDERR "Starting on $VCF[$i]\n";
-		while (<VCF>) {
-			next if ($_=~/^#/);
-			chomp;
-			@line=split("\t",$_);
-			$mate=$line[4];
-			$mate=~s/[A-L]|[N-W]|[Z]|\[|\]//g;
-			@mate=split(/:/,$mate);
-			$end1a=$line[1]-$window;
-			$end1b=$line[1]+$window;
-			$end2a=$mate[1]-$window;
-			$end2b=$mate[1]+$window;
-			next if (($end1a<0)||($end2a<0));
-			if (($line[0]=~/^chr$/)||($mate[0]=~/^chr$/)) {
-				#print "$_\n";
-				next;
-			}
-			print OUT "$line[0]\t$end1a\t$end1b\t$mate[0]\t$end2a\t$end2b\n";
-			print OUT "$mate[0]\t$end2a\t$end2b\t$line[0]\t$end1a\t$end1b\n";
-		}
-	close VCF;
-	close OUT;
-	#for each row in $tmpSpace3, count the number of overlaps on both sides
-	my $left=join("",$tmpSpace,".left");
-	my $right=join("",$tmpSpace,".right");
-	system("intersectBed -a $tmpSpace3 -b $tmpSpace5 -loj -c > $left");
-	system("intersectBed -a $tmpSpace4 -b $tmpSpace5 -loj -c > $right");
-
-	my $Lcount=`wc -l $left|cut -f1 -d" "`;
-	my $Rcount=`wc -l $right|cut -f1 -d" "`;
-	if ($Lcount != $Rcount){die "Need to check for errors in $left and $right\n\n"}
-	system("paste $left $right > $tmpSpace5");
-	system ("rm $left $right");
-	open (IN,"$tmpSpace5") or die "Cant find $tmpSpace5\n";
-	open (OUT,">$tmpSpace6") or die "Cant write in this directory\n";
-	while(<IN>){
-		$_=~chomp;
-		@lines=split("\t",$_);
-		if(($lines[3] > 0)&&($lines[6] > 0)){print OUT "1\t$VCF[$i]\n"}else{print OUT "0\t.\n"}
-		}
-	close IN;
-	close OUT;
-
-	system("paste $tmpSpace7 $tmpSpace6 > $tmpSpace8");
-	#system("head $tmpSpace7 $tmpSpace8");
-	 open (IN,"$tmpSpace8") or die "Cant find $tmpSpace8\n";
-	 open (OUT,">$tmpSpace9") or die "Cant write in this directory\n";
-	 my ($Samples,$NumSamples,$EVENT);
-	 while(<IN>){
-		 $_=~chomp;
-		 @lines=split("\t",$_);
-
-		 if ($lines[8] > 0){
-			$Samples=$lines[7].";".$lines[9];
-			$Samples=~s/^NA;//;
-			$NumSamples=$lines[6]+$lines[8];
-			}
-			else{
-			$Samples=$lines[7];
-			$NumSamples=$lines[6];
-			}
-			print OUT join ("\t",@lines[0..5],$NumSamples,$Samples)."\n";
-	 }
-	 close IN;
-	 close OUT;
-	 print STDERR "completed with $VCF[$i]\n";
-	 system("cp $tmpSpace9 $tmpSpace7");
-}
-
-system("cp $tmpSpace7 $outFile");
-unlink ($tmpSpace9, $tmpSpace8, $tmpSpace7, $tmpSpace9,$tmpSpace3, $tmpSpace4, $tmpSpace5, $tmpSpace6);
-print STDERR "Your results are in $outFile\n";
-
-
-sub usage(){
-    print "
-###
-### This script will merge multiple SoftSearch VCF files
-###
-
-Usage: Merge_SV.pl -v <vcf1> <vcf2> <vcfN> -w [500] -o <output file>
-   
-    Note: Must have bedtools installed and in your path\n\n\n";
-}

--- a/2.4/src/Merge_Soft.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,39 +0,0 @@
-#!/usr/bin/perl -s
-#Merge Softsearch results by chrom
-if(!$ARGV[0]){die "Usage: <Sample.1.vcf>\n";}
-my ($sample,$cmd);
-
-#Get basename
-$sample="$ARGV[0]";
-$sample=~s/.[0-9(+)].out.vcf//;
-$sample=~s/.[0-9(+)].pe.vcf//;
-
-my $outfile=$sample;
-$outfile.="out.vcf";
-if( -e $outfile ){unlink($outfile)}
-$cmd="ls $sample\*vcf";
-my @samples=`$cmd`;
-print "there are " .scalar(@samples)." samples\n";
-
-open (OUT,">$outfile");
-my $i=1;
-my $tmp=@samples[$i];
-open(TMP,"$tmp");
-while (<TMP>){
-	print OUT if ($_=~/^#/);
-}
-
-open (OUT,">>$outfile");
-my $chr;
-for (my $i=0;$i<@samples;$i++){
-	my $tmp=@samples[$i];
-	open(TMP,"$tmp");
-	while (<TMP>){
-		unless (($_=~/^chrGL/)||($_=~/^#/)){print OUT $_;}
-	}
-	print "Done with $tmp";
-        unlink($tmp);
-	system("rm $tmp");
-	close TMP;
-}
-close OUT;

--- a/2.4/src/ReadCluster.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,191 +0,0 @@
-#!/usr/bin/perl
-
-=head1 NAME
-   ReadCluster.pl
-
-=head1 SYNOPSIS
-
-    USAGE: ReadCluster.pl --input input_sam_file --output output_prefix [--threshold 10000 --minClusterSize 4]
-
-=head1 OPTIONS
-
-B<--input,-i>
-   Input file
-
-B<--output,-o>
-   output prefix
-
-B<--window, -w>
-    Window size
-
-B<--minClusterSize, -m>
-	Min size of cluster
-
-B<--help,-h>
-   This help message
-
-=head1  DESCRIPTION
-
-
-=head1  INPUT
-
-
-=head1  OUTPUT
-
-
-=head1  CONTACT
-  Jaysheel D. Bhavsar @ bjaysheel[at]gmail[dot]com
-
-
-==head1 EXAMPLE
-   ReadCluster.pl --input=filename.sam --window=10000 --output=PREFIX
-
-=cut
-
-use strict;
-use warnings;
-use Data::Dumper;
-use DBI;
-use Pod::Usage;
-use Scalar::Util qw(looks_like_number);
-use Getopt::Long qw(:config no_ignore_case no_auto_abbrev pass_through);
-
-my %options = ();
-my $results = GetOptions (\%options,
-                          'input|i=s',
-						  'output|o=s',
-                          'window|w=s',
-						  'minClusterSize|m=s',
-						  'help|h') || pod2usage();
-
-## display documentation
-if( $options{'help'} ){
-    pod2usage( {-exitval => 0, -verbose => 2, -output => \*STDERR} );
-}
-#############################################################################
-## make sure everything passed was peachy
-&check_parameters(\%options);
-
-my $r1_start = 0;
-my $r2_start = 0;
-my $r1_end = $r1_start + $options{window};
-my $r2_end = $r2_start + $options{window};
-my $r1_chr = "";
-my $r2_chr = "";
-
-my @cluster = ();
-
-open (FHD, "<", $options{input}) or die "Cound not open file $options{input}\n";
-open (INTRA, ">", $options{output} . ".intra.sam") or die "Cound not open file $options{output}.intra.sam\n";
-open (INTER, ">", $options{output} . ".inter.sam") or die "Cound not open file $options{output}.inter.sam\n";
-
-while (<FHD>){
-	chomp $_;
-
-	#skip processing lines starting with @ just print to output file.
-	if ($_ =~ /^@/){
-		print INTRA $_."\n";
-		print INTER $_."\n";
-		next;
-	}
-#print "$_\n";
-	check_sequence($_);
-}
-
-close(FHD);
-close(INTRA);
-close(INTER);
-
-exit(0);
-
-#############################################################################
-sub check_parameters {
-    my $options = shift;
-
-	my @required = ("input", "output");
-
-	foreach my $key (@required) {
-		unless ($options{$key}) {
-			print STDERR "ARG: $key is required\n";
-			pod2usage({-exitval => 2,  -message => "error message", -verbose => 1, -output => \*STDERR});
-			exit(-1);
-		}
-	}
-
-	unless($options{window}) { $options{window} = 10000; }
-	unless($options{minClusterSize}) { $options{minClusterSize} = 4; }
-}
-
-#############################################################################
-sub check_sequence {
-	my $line = shift;
-
-	my @data = split(/\t/, $line);
-
-	## check if mates are within the window.
-	if ((inWindow($data[3], 1)) && (inWindow($data[7], 2)) &&
-		($r1_chr =~ /$data[2]/) && ($r2_chr =~ /$data[6]/)) {
-
-		## if minClusterSize is reached output
-		if (scalar(@cluster) >= $options{minClusterSize}) {
-
-			## if chr are the same then print intra-chr else inter-chr
-			if ($data[6] =~ /=/) {
-				print INTRA $line."\n";
-			} else {
-				print INTER $line."\n";
-			}
-		} else {
-			push @cluster, $line;
-		}
-	} else {
-
-		if (scalar(@cluster) >= $options{minClusterSize}) {
-			dumpCluster(@cluster);
-		}
-
-		@cluster = ();
-		$r1_start = $data[3];
-		$r2_start = $data[7];
-		$r1_end = $r1_start + $options{window};
-		$r2_end = $r2_start + $options{window};
-		$r1_chr = $data[2];
-		$r2_chr = $data[6];
-	}
-}
-
-#############################################################################
-sub inWindow {
-	my $coord = shift;
-	my $read = shift;
-
-	my $start = 0;
-	my $end = 0;
-
-	if ($read == 1) {
-		$start = $r1_start;
-		$end = $r1_end;
-	} else {
-		$start = $r2_start;
-		$end = $r2_end;
-	}
-
-	if (($coord > $start) && ($coord < $end)){
-		return 1;
-	} else { return 0; }
-}
-
-#############################################################################
-sub dumpCluster {
-	my @cluster = shift;
-
-	foreach (@cluster){
-		my @data = split(/\t/, $_);
-
-		if ($data[6] =~ /=/) {
-			print INTRA $_."\n";
-		} else {
-			print INTER $_."\n";
-		}
-	}
-}

--- a/2.4/src/SoftSearch.multi.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1183 +0,0 @@
-#!/usr/bin/perl
-
-####
-#### Usage: SoftSearch.pl [-lqrmsd] -b <BAM> -f <Genome.fa> -sam <samtools path> -bed <bedtools path>
-#### Created 1-30-2012 by Steven Hart, PhD
-#### [e-mail]
-#### Required bedtools & samtools to be in path
-
-#use FindBin;
-#use lib "$FindBin::Bin/lib";
-use lib "/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib" ;
-use Getopt::Long;
-use strict;
-use warnings;
-use Data::Dumper;
-use LevD;
-use File::Basename;
-use List::Util qw(min max);
- 
-my (@INPUT_BAM,$INPUT_FASTA,$OUTPUT_FILE,$minSoft,$minSoftReads,$dist_To_Soft,$bedtools,$samtools);
-my ($minRP, $temp_output, $num_sd, $MapQ, $chrom, $unmated_pairs, $minBQ, $pair_only, $disable_RP_only);
-my ($levD_local_threshold, $levD_distl_threshold,$pe_upper_limit,$high_qual,$sv_only,$blacklist,$genome_file,$verbose);
-
-my $cmd = "";
-
-#Declare variables
-GetOptions(
-	'b=s{1,}' => \@INPUT_BAM,
-	'f=s' => \$INPUT_FASTA,
-	'o:s' => \$OUTPUT_FILE,
-	'm:i' => \$minRP,
-	'l:i' => \$minSoft,
-	'r:i' => \$minSoftReads,
-	't:i' => \$temp_output,
-	's:s' => \$num_sd,
-	'd:i' => \$dist_To_Soft,
-	'q:i' => \$MapQ,
-	'c:s' => \$chrom,
-	'u:s' => \$unmated_pairs,
-	'x:s' => \$minBQ,
-	'p' => \$pair_only,	
-	'g' => \$disable_RP_only,	#ignore softclips
-	'j:s' => \$levD_local_threshold,
-	'k:s' => \$levD_distl_threshold,
-    'a:s' => \$pe_upper_limit,
-    'e:s' => \$high_qual,
-	'L' => \$sv_only,
-	'v' => \$verbose, 
-	'blacklist:s' => \$blacklist,
-	'genome_file:s' => \$genome_file,
-	"help|h|?"	=> \&usage);
-#print "Using @INPUT_BAM as INPUT_BAM\n";
-unless($sv_only){$sv_only=""};
-my $INPUT_BAM=$INPUT_BAM[0];
-#print "MY NEW INPUT BAM=$INPUT_BAM[0]\n\n";die;
-if(defined($INPUT_BAM)){$INPUT_BAM=$INPUT_BAM} else {print usage();die "Where is the BAM file?\n\n"}
-if(defined($INPUT_FASTA)){$INPUT_FASTA=$INPUT_FASTA} else {print usage();die "Where is the fasta file?\n\n"}
-my ($fn,$pathname) = fileparse($INPUT_BAM,".bam");
-#my $index=`ls $pathname/$fn*bai|head -1`;
-#my $index =`ls \${INPUT_BAM%.bam}*bai`;
-#print "INDEX=$index\n";
-#if(!$index){die "\n\nERROR: you need index your BAM file\n\n"}
-my $index="";
-### get current time
-print "Start Time : " . &spGetCurDateTime() . "\n";
-my $now = time;
-
-#if(defined($OUTPUT_FILE)){$OUTPUT_FILE=$OUTPUT_FILE} else {$OUTPUT_FILE="output.vcf"; print "\nNo outfile specified.  Using output.vcf as default\n\n"}
-if(defined($minSoft)){$minSoft=$minSoft} else {$minSoft=5}
-if(defined($minRP)){$minRP=$minRP} else {$minRP=5}
-if(defined($minSoftReads)){$minSoftReads=$minSoftReads} else {$minSoftReads=5}
-if(defined($dist_To_Soft)){$dist_To_Soft=$dist_To_Soft} else {$dist_To_Soft=300}
-if(defined($num_sd)){$num_sd=$num_sd} else {$num_sd=6}
-if(defined($MapQ)){$MapQ=$MapQ} else {$MapQ=20}
-
-unless (defined $pe_upper_limit) { $pe_upper_limit = 10000; }
-unless (defined $levD_local_threshold) { $levD_local_threshold = 0.05; }
-unless (defined $levD_distl_threshold) { $levD_distl_threshold = 0.05; }
-#Get sample name if available
-my $SAMPLE_NAME="";
-my $OUTNAME ="";
-$SAMPLE_NAME=`samtools view -f2 -H $INPUT_BAM|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-$SAMPLE_NAME=~s/\n//g;
-if (!$OUTPUT_FILE){
-	if($SAMPLE_NAME ne ""){$OUTNAME=$SAMPLE_NAME.".vcf"}
-	else {$OUTNAME="output.vcf"}
-}
-else{$OUTNAME=$OUTPUT_FILE}
-
-print "Writing results to $OUTNAME\n";
-
-
-##Make sure if submitting on SGE, to prepned the "chr".  Not all referecne FAST files require "chr", so we shouldn't force the issue.
-if(!defined($chrom)){$chrom=""}
-if(!defined($unmated_pairs)){$unmated_pairs=0}
-
-my $badQualValue=chr($MapQ);
-if(defined($minBQ)){ $badQualValue=chr($minBQ); }
-
-if($badQualValue  eq "#"){$badQualValue="\#"}
-
-# adding and cheking for samtools and bedtools in the PATh
-## check for bedtools and samtools in the path
-$bedtools=`which intersectBed` ;
-if(!defined($bedtools)){die "\nError:\n\tno bedtools. Please install bedtools and add to the path\n";}
-#$samtools=`samtools 2>&1`;
-$samtools=`which samtools`;
-if($samtools !~ /(samtools)/i){die "\nError:\n\tno samtools. Please install samtools and add to the path\n";}
-
-print "Usage = SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -s $num_sd -c $chrom -b @INPUT_BAM -f $INPUT_FASTA -o $OUTNAME \n\n";
-sub usage {
-	print "\nusage: SoftSearch.pl [-cqlrmsd] -b <BAM> -f <Genome.fa> \n";
-	print "\t-q\t\tMinimum mapping quality [20]\n";
-	print "\t-l\t\tMinimum length of soft-clipped segment [5]\n";
-	print "\t-r\t\tMinimum depth of soft-clipped reads at position [5]\n";
-	print "\t-m\t\tMinimum number of discordant read pairs [5]\n";
-	print "\t-s\t\tNumber of sd away from mean to be considered discordant [6]\n";
-	print "\t-u\t\tNumber of unmated pairs [0]\n";
-	print "\t-d\t\tMax distance between soft-clipped segments and discordant read pairs [300]\n";
-	print "\t-o\t\tOutput file name [output.vcf]\n";
-	print "\t-t\t\tPrint temp files for debugging [no|yes]\n";
-	print "\t-c\t\tuse only this chrom or chr:pos1-pos2\n";
-	print "\t-p\t\tuse paired-end mode only \n";
-	print "\t-g\t\tEnable paired-only seach. This will look for discordant read pairs even without soft clips.\n";
-        print "\t-a\t\tset the minimum distance for a discordant read pair without soft-clipping info [10000]\n";
-        print "\t-L\t\tFlag to print out even small deletions (low quality)\n";
-        print "\t-e\t\tdisable strict quality filtering of base qualities in soft-clipped reads [no]\n";
-        print "\t-blacklist\tareas of the genome to skip calling.  Requires -genome_file\n";
-        print "\t-genome_file\ttab seperated value of chromosome name and length.  Only used with -blacklist option\n\n";
-
-	exit 1;
-	}
-
-
-#############################################################
-# create temporary variable name
-#############################################################
-srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-our $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-
-#############################################################
-## create green list
-##############################################################
-#
-my $new_blacklist="";
-if($blacklist){
-        if(!$genome_file){die "if using a blacklist, you must also specify the location of a genome_file
-        The format of the genome_file should be
-                chrom   size
-                chr1    249250621
-                chr2    243199373
-                ...
-
-        If using hg19, you can ge the genome file by
-                mysql --user=genome --host=genome-mysql.cse.ucsc.edu -A -e \"select chrom, size from hg19.chromInfo\"  > hg19.genome";}
-        
-	$cmd=join("","complementBed -i $blacklist -g $genome_file >",$random_name,".bed") ;
-	system ($cmd);
-	$new_blacklist=join(""," -L ",$random_name,".bed ");
-	}
-
-if($verbose){print "CMD=$cmd\nBlacklist is $new_blacklist\n";}
-
-
-
-
-
-#############################################################
-# Calcualte insert size distribution of properly mated reads
-#############################################################
-
-#Change for compatability with other operating systems
-#my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)**2)}'`;
-#print "samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'\n";
-my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'`;
-#my ($mean,$stdev)=split(/ /,$metrics);
-my ($mean,$stdev)=split(/\s/,$metrics);
-$stdev=~s/\n//;
-
-#print "MEAN=$mean\tSTDEV=$stdev\n\n";
-
-my $upper_limit=int($mean+($num_sd*$stdev));
-my $lower_limit=int($mean-($num_sd*$stdev));
-die if (!$mean);
-print qq{The mean insert size is $mean +/- $stdev (sd)
-The upper limit = $upper_limit
-The lower limit = $lower_limit\n
-};
-if($lower_limit<0){
-	print "Warning!! Given this insert size distribution, we can not call small indels.  No other data will be affected\n\n";
-	$lower_limit=1;
-}
-my $tmp_name=join ("",$random_name,".tmp.bam");
-my $random_file_sc = "";
-my $command = "";
-
-#############################################################
-# Make sam file that has soft clipped reads
-#############################################################
-#give file a name
-if(!defined($pair_only)){
-	foreach my $bam(@INPUT_BAM){
-	$random_file_sc=join ("",$random_name,".sc.sam");
-	$command=join ("","samtools view -q $MapQ -F 1024 $bam $chrom $new_blacklist| awk '{OFS=\"\\t\"}{c=0;if(\$6~/S/){++c};if(c == 1){print}}' | perl -ane '\$TR=(\@F[10]=~tr/\#//);if(\$TR<2){print}' >> ", $random_file_sc);
-	print "Making SAM file of soft-clipped reads from $bam\n";
-	if($verbose){	print "$command\n";}
-	system("$command");
-}
-	#############################################################
-	# Find areas that have deep enough soft-clip coverage
-	print "Identifying soft-clipped regions that are at least $minSoft bp long iin $random_file_sc\n";
-	open (FILE,"$random_file_sc")||die "Can't open soft-clipped sam file $random_file_sc\n";
-
-	my $tmpfile=join("",$random_file_sc,".sc.passfilter");
-	open (OUT,">$tmpfile")||die "Can't write files here!\n";
-
-	while(<FILE>){
-		@_ = split(/\t/, $_);
-		#### parse CIGAR string and create a hash of array of each operation
-		my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-		my $hash;
-		map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-		#for ($i=0; $i<=$#softclip_pos; $i++)	{
-		foreach my $softclip (@{$hash->{S}}) {
-			#if	($CIGAR[$softclip_pos[$i]] > $minSoft){
-			if	($softclip > $minSoft){
-				###############Make sure base qualities don't have more than 2 bad marks
-				my $qual=$_[10];
-				my $TR=($qual=~tr/$badQualValue//);
-				if($badQualValue eq "#"){ $TR=($qual=~tr/\#//); }
-				#Skip the soft clip if there is more than 2 bad qual values
-				#next if($TR > 2);
-#				if (!$high_qual){next if($TR > 2);}
-				print OUT;
-				last;
-			}
-		}
-	}
-	close FILE;
-	close OUT;
-
-	$command=join(" ","mv",$tmpfile,$random_file_sc);
-if($verbose){	print "$command\n";}
-	system("$command");
-}
-
-#########################################################
-#Stack up SoftClips
-#########################################################
-my $random_file=join("",$random_name,".sc.direction.bed");
-if(!defined($pair_only)){
-        open (FILE,"$random_file_sc")|| die "Can't open sam file\n";
-        #$random_file=join("",$random_name,".sc.direction");
-
-        print "Calling sides of soft-clips from $random_file_sc\n";
-        #\nTMPOUT=$random_file\tINPUT=$random_file_sc\n\n";
-        open (TMPOUT,">$random_file")|| die "Can't create tmp file\n";
-
-        while (<FILE>){
-                @_ = split(/\t/, $_);
-                #### parse CIGAR string and create a hash of array of each operation
-                my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-                my $hash;
-                map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-                #### next if softclips on each end
-                next if ($_[5] =~ /^[0-9]+S.*S$/);
-
-                #### next softclip occurs in the middle
-                next if ($_[5] =~ /^[0-9]+[^S][0-9].*S.+$/);
-
-                my $softclip = $hash->{S}[0];
-
-                my $end1 = 0;
-                my $end2 = 0;
-                my $softBases = "";
-		my $right_corrected="";my $left_corrected="";
-
-        if ($softclip > $minSoft) {
-		
-                        ####If the soft clip occurs at end of read and its on the minus strand, then it's a right clip
-                        if ($_[5] =~ /^.*S$/) {
-                                $end1=$_[3]+length($_[9])-$softclip-1;
-                                $end2=$end1+1;
-next if ($end1<0);
-                                #RIGHT clip on Minus
-                                $softBases=substr($_[9], length($_[9])-$softclip, length($_[9]));
-                                #Right clips don't always get clipped correctly, so fix that
-                                # Check to see if sc base matches ref
-                                $right_corrected=baseCheck($_[2],$end2,"right",$softBases);
-                               print TMPOUT "$right_corrected\n"
-
-                        } else {
-                                #### Begins with S (left clip)
-                                $end1=$_[3]-$softclip;
-next if ($end1<0);
-
-                                $softBases=substr($_[9], 0,$softclip);#print "TMP=$softBases\n";
-        			$left_corrected=baseCheck($_[2],$end1,"left",$softBases);
-if(!$left_corrected){print "baseCheck($_[2],$end1,left,$softBases)\n";next}
-                               print TMPOUT "$left_corrected\n";
-#print "\nSEQ=$_[9]\t\n";
-
-                        }
-        }
-  }
-close FILE;
-close TMPOUT;
-}
-sub baseCheck{
-        my ($chrom,$pos,$direction,$softBases)=@_;
-        #skip if position is less than 0, which is caused by MT DNA
-        return if ($pos<0);
-        my $exit="";
-
-        while(!$exit){
-        if($direction=~/right/){
-                        my $refBase=getSeq($chrom,$pos,$INPUT_FASTA);
-                        my $softBase=substr($softBases,0,1);
-                        if ($softBase !~ /$refBase/){
-                                my $value=join("\t",$chrom,$pos,$pos+1,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos+1;
-                                $softBases=substr($softBases, 1,length($softBases));
-                        }
-         }
-        else{
-                        my $refBase=getSeq($chrom,$pos+1,$INPUT_FASTA);
-                        my $softBase=substr($softBases,-1,1);
-                        if ($softBase !~ /$refBase/){
-                                $pos=$pos-1+length($softBases);
-                                my $value=join("\t",$chrom,$pos-1,$pos,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos-1;
-                                $softBases=substr($softBases, 0, -1);
-                                #print "Trying again $softBases\n";
-                       }
-
-        }
-
-}
-}
-#Remove SAM files to conserve space
-unlink($random_file_sc);
-
-
-
-###
-#
-######################################################
-# Transform Read pair groups into softclip equivalents
-######################################################
-#
-#
-#
-my $v="";
-#if($disable_RP_only){
-print "Running Bam2pair.pl\n";
-print "Looking for discordant read pairs without requiring soft-clipping information\n";
-	use FindBin qw($Bin);
-	my $path=$Bin;
-#	print"\n\nPATH=$path\n\n";
-if($verbose){$v="-v"}
-foreach my $random_file_disc(@INPUT_BAM){
-	my $tmp_out=join("",$random_name,"RP.out");
-	$command=join("","perl ",$path,"/Bam2pair.pl -b $random_file_disc  -o $tmp_out -isize $pe_upper_limit -winsize $dist_To_Soft -min $minRP -chrom $chrom -prefix $random_name -q $MapQ -blacklist $random_name.bed $v");
-if($verbose){	print "$command\n"};
-	system("$command");
-	$command=join("","perl -ane '\$end1=\@F[1];\$end2=\@F[3];print join(\"\\t\",\@F[0..1],\$end1,\"unknown|left\");print \"\\n\";print join(\"\\t\",\@F[2..3],\$end2,\"unknown|left\");print \"\\n\"' ", $tmp_out," >> ",$random_file);
-if($verbose){print "$command\n"};
-	system($command);
-	unlink($tmp_out);
-#}
-}
-
-
-######################################################
-unlink("$random_file","$tmp_name","$random_file","$index","$random_name","$new_blacklist") if (-z $random_file || ! -e $random_file) ;
-if (-z $random_file || ! -e $random_file){
-	print "Softclipped file is empty($random_file).\nNo soft clipping found using desired paramters\n\n";
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-
-#############################################################
-#  Make sure there are enough soft-clippped supporting reads
-#############################################################
-my $outfile=join("",$random_file,".sc.merge.bed");
-#sortbed -i .sc.direction | mergeBed -nms -d 25 -i stdin > .sc.merge.bed
-$command=join(" ","sortBed -i",$random_file," | mergeBed  -nms -i stdin","|grep \";\"","|awk '{OFS=\"\t\"}(NF==4)'",">",$outfile);
-
-#print "$command\n";
-system("$command");
-
-if (-z $outfile || ! -e $outfile){
-	unlink("$tmp_name","$random_file","$outfile","$index","$random_name","$new_blacklist"); 
-	print "mergeBed file is empty.\nNo strucutral variants found\n\n" ;
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed mergeBed\n";
-
-###############################################################
-# If left and right are on the same line, make into 2 lines
-###############################################################
-open (INFILE,$outfile)||die "couldn't open temp file : $. \n\n";
-my $tmp2=join("",$random_name,".sc.fixed.merge.bed");
-#print "INFILE=$outfile\tOUTFILE=$tmp2\n\n";
-#INPUT FORMAT=chr9\t131467\t131473\tATGCTTATTAAAA|left;TTATTAAAAGCATA|left
-open (OUTFILE,">$tmp2")||die "couldn't create temp file : $. \n\n";
-while(<INFILE>){
-	chomp $_;
-	my $l = $_;
-
-	my @a = split(/\t/, $l);
-	my $info = $a[3];
-	my @info_arr = split(/\;/, $info);
-	my @left_arr=();
-	my @right_arr=();
-	@left_arr = grep(/left/, @info_arr);
-	@right_arr = grep(/right/, @info_arr);
-
-	#New
-	my $left = join(";", @left_arr);
-	my $right = join(";", @right_arr);
-	$info = join(";", @info_arr);
-
-	if((@left_arr) && (@right_arr)){
-		print OUTFILE "$a[0]\t$a[1]\t$a[2]\t$left\n$a[0]\t$a[1]\t$a[2]\t$right\n";
-	} else{
-		my $all=join("\t",@a[0..2],$info);
-		print OUTFILE "$all\n";
-	}
-}
-
-# make sure output file name is $outfile
-$command=join(" ","sed -e '/ /s//\t/g'", $tmp2,"|awk 'BEGIN{OFS=\"\\t\"}(NF==4)'", "|perl -pne 's/ /\t/g'>",$outfile);
-system("$command");
-if($verbose){print "$command\n"};
-unlink("$tmp_name","$random_file","$tmp2","$outfile","$index","random_name","$new_blacklist") if (-z $outfile || ! -e $outfile) ;
- if (-z $outfile || ! -e $outfile){
-	print "Fixed mergeBed file is empty($outfile).\nNo strucutral variants found\n\n";
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed fixing mergeBed\n\n";
-
-###############################################################
-# Seperate directions of soft clips
-###############################################################
-my $left_sc = join("", "left", $tmp2);
-my $right_sc = join("", "right", $tmp2);
-use FindBin qw($Bin);
-#my $path=$Bin;
-
-$command=join("","grep left ", $tmp2, " |sed -e '/left /s//left\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$left_sc);
-system("$command");
-#print "$command\n";
-$command=join("","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$right_sc);
-#$command=join(" ","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g' >",$right_sc);
-system("$command");
-#print "$command\n";
-#die "CHECK $right_sc\n";
-
-###############################################################
-# Count the number and identify directions of soft clips
-###############################################################
-print "Count the number and identify directions of soft clips\n";
-#print "looking in $outfile\n";
-$outfile=join("",$random_name,".sc.fixed.merge.bed");
-#system("ls -lhrt");
-open (INFILE,$outfile)||die "couldn't open temp file\n\n";
-my $tmp3 = join("", $random_file, "predSV");
-open (OUTFILE, ">$tmp3")||die "couldn't create temp file\n\n";
-while(<INFILE>){
-chomp;
-	@_=split(/\t/,$_);
-	my $count=tr/\;//;
-	$count=$count+1;
-	my $left=0;
-	my $right=0;
-
-	while ($_ =~ /left/g) { $left++ } # count number of right clips
-	while ($_ =~ /right/g) { $right++ } # count number of left clips
-
-	###############################################################
-	if ($count >= $minSoftReads){
-		####get longets soft-clipped read
-		my @clips=split(/\;|\|/,$_[3]);
-
-		my ($max, $temp, $temp2, $temp3, $dir, $maxSclip) = (0) x 6;
-		for (my $i=0; $i<$count; $i++) {
-			my $plus1=$i+1;
-			$temp=length($clips[$i]);
-			$temp2=$clips[$plus1];
-			$temp3=$clips[$i];
-
-			if ($temp > $max){
-				$maxSclip=$temp3;
-				$max =$temp;
-				$dir=$temp2;
-			} else {
-				$max=$max;
-				$dir=$dir;
-				$maxSclip=$maxSclip;
-			}
-			$i++;
-		}
-		my $order2 = join("|", $left, $right);
-        #print join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-		print OUTFILE join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-	} elsif($_=~/unknown/){
-	print OUTFILE join ("\t",@_[0..2],"NA","NA","left","NA","NA|NA") . "\n";
-        print OUTFILE join ("\t",@_[0..2],"NA","NA","right","NA","NA|NA") . "\n";
-	}
-	####Format is Chrom,start, end,longest Soft-clip,length of longest Soft-clip, direction of longest soft-clip,#supporting softclips,#right Sclips|#left Sclips
-}
-close INFILE;
-close OUTFILE;
-
-unlink("$tmp2","$tmp_name","$random_file","$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$new_blacklist") if (-z $tmp3 || !-e $tmp3) ;
-
- if (-z $tmp3 || !-e $tmp3){
-	print "No structural variants found while Counting the number and identify directions of soft clips.\n" ;
-
-#	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-#	&print_header();
-#	close OUT;
-exit;
-}
-
-print "Done counting Softclipped reads\n";
-###############################################################
-#### Print header information
-###############################################################
-
-
-foreach my $random_file_disc(@INPUT_BAM){
-print "Making the header for $random_file_disc\n";
-$SAMPLE_NAME=`samtools view -f2 -H $random_file_disc|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-$SAMPLE_NAME=~s/\n//g;
-if($chrom){$SAMPLE_NAME.=".".$chrom}
-
-$SAMPLE_NAME.=".vcf";
-open (OUT,">$SAMPLE_NAME")||die "Can't write files here!\n";
-&print_header();
-
-# DO the bulk of the work
-open (FILE,"$tmp3")|| die "Can't open file\n";
-
-while (<FILE>){
-	#If left clip {+- or -- or -+ }{+- are uninformative b/c they go upstream}
-	#If right clip {++ or -- or +-}
-	chomp $_;
-	my @res=();my $res;
-	my $line = $_;
-	my @info = split(/\t/, $_);
-	my $i=0;
-	my $basename=basename($random_file_disc);$i=0;
-	if($info[5] eq "left") {
-		$res=bulk_work("left", $line, $random_file_disc);
-                if(!$res){$res=join("\t",".",".",".",".",".",".",".",".",".",".")};
-		$i++;
-		} 
-	elsif ($info[5] eq "right") {
-		$res=bulk_work("right", $line, $random_file_disc);
-		if(!$res){$res=join("\t",".",".",".",".",".",".",".",".",".",".")};
-		$i++;
-		}
-	if($res){@res=split("\t",$res);
-	print OUT join("\t",@res)."\n";
-	}}
-close FILE;
-close OUT;
-print "Done with $random_file_disc\n\n";
-}
-
-
-
-###############################################################################
-###############################################################################
-#### Delete temp files
-my $meregedBed=join("",$random_name,".sc.direction.bed.sc.merge.bed");
-
-if(defined($temp_output)){$temp_output=$temp_output} else {$temp_output="no"}
-
-if ($temp_output eq "no"){
-	unlink("$tmp_name","$random_file","$tmp2",,"$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$meregedBed","$random_name.bed");
-}
-####Sort VCF
-#my $tmp=join(".",$random_name,"tmp");
-#Get header
-#$cmd="grep \"#\" $OUTNAME > $tmp";
-#system($cmd);
-#sort results
-#$cmd="grep -v \"#\" $OUTNAME|perl -pne 's/chr//'|sort -k1,1n -k2,2n|perl -ne 'print \"chr\".\$_' >>$tmp";
-#system($cmd);
-#$cmd="mv $tmp $OUTNAME";
-#system($cmd);
-#remove entries next to each other
-
-
-print "Analysis Completed\n\nYou did it!!!\n";
-print "Finish Time : " . &spGetCurDateTime() . "\n";
-$now = time - $now;
-printf("\n\nTotal running time: %02d:%02d:%02d\n\n", int($now / 3600), int(($now % 3600) / 60),
-int($now % 60));
-
-exit;
-
-###############################################################################
-sub rev_comp {
-  my $dna = shift;
-  my $revcomp = reverse($dna);
-  $revcomp =~ tr/ACGTacgt/TGCAtgca/;
-  return $revcomp;
-}
-
-
-###############################################################################
-#### to get reference base
-sub getSeq{
-	my ($chr,$pos,$fasta)=@_;
-	#don't require chr
-	#if($chr !~ /^chr/){die "$chr is not correct\n";}
-#	die "$pos is not a number\n" if ($pos <0);
-my @result=();
-        if ($pos <0){print "$pos is not a valid position (likely caused by circular MT chromosome)\n";return;}
-
-	@result = `samtools faidx $fasta $chr:$pos-$pos`;
-	if($result[1]){chomp($result[1]);
-	return uc($result[1]);
-	}
-	return("NA");
-	#### after return will not be printed
-	####print "RESULTS=@result\n";
-}
-
-sub getBases{
-        my ($chr,$pos1,$pos2,$fasta)=@_;
-        #don't require chr
-        #if($chr !~ /^chr/){die "$chr is not correct\n";}
-my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";return;};
-
-        @result = `samtools faidx $fasta $chr:$pos1-$pos2`;
-	if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-
-        #### after return will not be printed
-        ####print "RESULTS=@result\n";
-}
-###############################################################################
-#### to get time
-sub spGetCurDateTime {
-	my ($sec, $min, $hour, $mday, $mon, $year) = localtime();
-	my $curDateTime = sprintf "%4d-%02d-%02d %02d:%02d:%02d",
-	$year+1900, $mon+1, $mday, $hour, $min, $sec;
-	return ($curDateTime);
-}
-
-
-###############################################################################
-#### print header
-sub print_header {
-	my $date=&spGetCurDateTime();
-	my $header = qq{##fileformat=VCFv4.1
-##fileDate=$date
-##source=SoftSearch.pl
-##reference=$INPUT_FASTA
-##Usage= SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -u $unmated_pairs -s $num_sd -b @INPUT_BAM -f $INPUT_FASTA -o $OUTNAME
-##INFO=<ID=SVTYPE,Number=1,Type=String,Description="Type of structural variant">
-##INFO=<ID=EVENT,Number=1,Type=String,Description="ID of event associated to breakend">
-##FORMAT=<ID=lSC,Number=1,Type=Integer,Description="Length of the longest soft clips supporting the BND">
-##FORMAT=<ID=nSC,Number=1,Type=Integer,Description="Number of supporting soft-clips\">
-##FORMAT=<ID=uRP,Number=1,Type=Integer,Description="Number of unmated read pairs nearby Soft-Clips">
-##FORMAT=<ID=levD_local,Number=1,Type=Float,Description="Levenstein distance between soft-clipped bases and the area around the original soft-clipped site">
-##FORMAT=<ID=levD_distl,Number=1,Type=Float,Description="Levenstein distance between the soft-clipped bases and mate location">
-##FORMAT=<ID=CTX,Number=1,Type=Integer,Description="Number of chromosomal translocations">
-##FORMAT=<ID=DEL,Number=1,Type=Integer,Description="Number of reads supporting Large Deletions">
-##FORMAT=<ID=INS,Number=1,Type=Integer,Description="Number of reads supporting Large insertions">
-##FORMAT=<ID=NOV_INS,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##FORMAT=<ID=INV,Number=1,Type=Integer,Description="Number of reads supporting inversions">
-##FORMAT=<ID=sDEL,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##INFO=<ID=NO_MATE_SC,Number=1,Type=Flag,Description="When there is no softclipping of the mate read location, an appromiate position is used">
-##FORMAT=<ID=GT,Number=1,Type=String,Description="Dummy value for maintaining VCF-Spec">
-#CHROM\tPOS\tID\tREF\tALT\tQUAL\tFILTER\tINFO\tFORMAT\t$SAMPLE_NAME\n};
-
-	print OUT $header;
-}
-
-
-###############################################################################
-sub bulk_work {
-	my ($side, $line, $file) = @_;
-	my $local_levD = 0;
-	my $distl_levD = 0;
-
-	#my @info = split(/\t/, $line);
-	my @plus_Reads = split(/\t/, $line);
-	$plus_Reads[7] =~ s/\n//g;
-
-	#### softclip length and softclip size.
-	my $lSC = $plus_Reads[4];
-	my $nSC = $plus_Reads[6];
-
-
-	#Get all types of compatible reads
-	#Get improperly paired reads (@ max distance)
-
-	#### default value for left SIDE.
-	#If left-clip, then look downstream for match of softclipped reads to define a deletion, but look for DRPs upstream
-	my $sv_type = "SVTYPE=BND";
-	my $start_local=0; my $end_local=0;my $target_local="";my $target_drp="";my $start_drp="";my $end_drp="";
-	if ($side =~ /left/) {
-		$start_local = $plus_Reads[1]-$dist_To_Soft;
-		$end_local = $plus_Reads[2];
-                $start_drp = $plus_Reads[1];
-                $end_drp = $plus_Reads[1]+$dist_To_Soft;
-	
-	}
-	else{                
-                $start_local = $plus_Reads[1];
-                $end_local = $plus_Reads[1]+$dist_To_Soft;
-                $start_drp = $plus_Reads[1]-$dist_To_Soft;
-                $end_drp = $plus_Reads[1];
-        }
-	
-	$target_local=join("", $plus_Reads[0], ":", $start_local, "-", $end_local);
-	$target_drp=join("", $plus_Reads[0], ":", $start_drp, "-", $end_drp);
-	my $num_unmapped_pairs="";
-	if ($side =~ /right/) {
-		$num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f8 -F 1536 -c $file $target_drp`;
-	} else {
-        $num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $file $target_drp`;
-	}
-if($verbose){print "samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $file $target_drp\n";}
-
-	$num_unmapped_pairs=~s/\n//;
-if($verbose){print "NUM UNMAPPED PAIRS= $num_unmapped_pairs\n";}
-	my $REF1_base = "";
-	my $REF2_base = "";
-	my $INFO_1 = "";
-	my $INFO_2 = "";
-	my $ALT_1 = "";
-	my $ALT_2 = "";
-	my $isize = 0;
-	my $QUAL = "";
-	my $FORMAT = "GT:";
-
-	#### get 8 bit rand id
-	my $BND1_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	my $BND2_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	$BND1_name=join "_","BND",$BND1_name;
-	$BND2_name=join "_","BND",$BND2_name;
-
-	my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0 };
-	my $event_mate_info = {CTX => "", DEL => "", INS => "", INV => "", TDUP => "", NOV_INS => "" };
-
-	#### get mate pair info and counts per event
-	foreach my $e (sort keys %{$counts}) {
-		my $h = get_counts_n_info($e, $side, $MapQ, $file, $dist_To_Soft, $target_drp, $upper_limit, $lower_limit);
-
-		$counts->{$e} = $h->{count};
-		$event_mate_info->{$e} = $h->{info};
-	}
-
-	my $max = 0;
-	my $type = "UNKNOWN";
-	my $nRP = 0;
-	my $mate_info = "NA\tNA\tNA\tNA";
-	my $summary = "GT:";
-
-	#### find max count of events and set type, nRP and info to corresponding
-	#### max count event.
-	#### also create a summary string of all counts to be added to VCF file.
-	foreach my $e (sort keys %{$counts}){
-#		if ($counts->{$e} >=i $max){
-		if ($counts->{$e} > $max){		
-			$type = $e .",". $counts->{$e};
-			$nRP = $counts->{$e};
-
-			$max = $counts->{$e};
-
-			if (length($event_mate_info->{$e})) {
-				$mate_info = $event_mate_info->{$e};
-			}
-		}
-
-		$summary .= $e .",". $counts->{$e} .":";
-	}
-	#print "done with Summaryi=$summary\n";
-	#### remove last colon ":" from
-	$summary =~ s/:$//;
- if (($minRP > $max)&&(!$disable_RP_only )){return};
-
-	#### Run Levenstein distance on softclip in target region to find out if its a small deletion/insetion
-	#### passing 1: clip_seq, 2: chr, 3: start, 4: end, 5: ref file.
-	my $levD = new LevD;
-########################################################
-########################################################
-########################################################
-
-	#### redefine start and end location for LevD calc.
-#	$start = $plus_Reads[1]-$dist_To_Soft;
-#	$end = $plus_Reads[2];
-	my $num_bases_to_loc=0;
-	my $new_start=0;
-	my $new_end=0;
-	my $del_seq="";
-        my $start = $start_local;
-        my $end = $end_local;
-	if ($lSC=~/NA/){$lSC=0}
-
-	if ($side =~ /right/) {
-	        $levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	        $num_bases_to_loc=$levD->{index};
-		$new_start = $plus_Reads[2];
-                if ($plus_Reads[2]=~/^[0-9]/){$new_end=$plus_Reads[2]+$lSC};
-	}
-	else{
-		$levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-		$num_bases_to_loc=$levD->{index};
-		if ($plus_Reads[2]=~/^[0-9]/){$new_start=$plus_Reads[2]-$lSC};
-                $new_end = $plus_Reads[2];
-	}
-	return if((!$new_start)||(!$new_end));
-return if ($new_start<0);	
-	$del_seq=getBases($plus_Reads[0], $new_start,$new_end,$INPUT_FASTA);
-##############################################################################
-#	#If there is a match, where is the start position of the match?
-#
-##############################################################################
-
-
-	#if $plus_Reads[3] eq "NA", then it was found without soft-clipped reads
-	if($plus_Reads[3] !~  /NA/){
-			if (($local_levD < $levD_local_threshold)) {
-				return if (!$sv_only);
-				#### add value to summary to be written to vcf file.
-				$summary = "GT:sDel," . $plus_Reads[6];
-				$type = "sDEL";
-				###########################################################################
-				##### Printing output
-
-				#########################################
-				##### Get DNA info
-				#########################################
-				#$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF1_base = substr($del_seq, 0, 1);
-
-				#### this is alt ref. for softclip its $plus_Reads[3]
-				$REF2_base = $del_seq;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$isize = length($del_seq);
-
-				#### svtype = none for sDEL
-				#### isize = length($info[3]);
-				#### nRP = NA
-				#### mate_id = NA
-				#### CTX,:DEL,:....sDEL,##
-				$INFO_1=join(";", "SVTYPE=NA", "EVENT=$type", "ISIZE=$isize");
-
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE= "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-				$INFO_2=~s/\s//g;
-
-				$BND1_name =~ s/^BND/LEVD/;
-				# If left, then the start position is plus_Reads[1]-isize
-				my $start_pos=0;
-				#Make sure Ref1 and Ref2 bases are different
-				if($REF2_base eq $REF1_base){$REF1_base="NA"}
-				if($side=~/left/){$start_pos=$plus_Reads[1]-$isize}else{$start_pos=$plus_Reads[1]};		
-				 my $var=join("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE);
-				return $var;
-				#print OUT join ("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-#				return;
-			}
-		}
-
-		#### Otherwise, look for DRP mate info
-	#if($nRP=~/NA/){print "MATE_INFO=$mate_info\tSide=$side\tline=$line\n";}
-		my @mate_info_arr = split(/\t/, $mate_info);
-		$nRP = $mate_info_arr[3];
-		my $mate_chr=$mate_info_arr[0];
-
-			if((! defined $nRP) || ($nRP =~ /na/i) || ($mate_chr =~ /NA/) ){
-			#PRINT UNKNOWN
-return if ($nRP =~ /na/i);
-	#print "There is an unknown\nNRP=$nRP Mate_CHR=$mate_chr minRP=$minRP\n";die;
-				$summary .= ":unknown," . $plus_Reads[6];
-				$type = "unknown";
-				$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF2_base = $plus_Reads[3];
-				$BND1_name =~ s/^BND/UNKNOWN/;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$INFO_1=join(";", "SVTYPE=unknown", "EVENT=unknown", "ISIZE=unknown");
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE = "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-			       #print join ("\t", $plus_Reads[0], $plus_Reads[1],  $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-
-				#print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				my $var=join("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE);
-				return $var;
-
-		}
-
-		#### end if there is no mate info or nRP+uRP<minRP
-		return if (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP)));
-
-		##################################################################################
-		# Find out if mates have nearby soft-clips (to refine the breakpoints)
-		##################################################################################
-		#Look for evidence of soft-clipping near mate
-		my @mate_soft_arr = ();
-		my $mate_start = 0;
-		my $mate_soft = "";
-
-		@mate_info_arr = split(/\t/, $mate_info);
-
-		#### mate start and end locations.
-		my $filename = $right_sc;
-
-		$start = $mate_info_arr[1] - $dist_To_Soft;
-		$end = $mate_info_arr[1];
-
-		if ($side =~ /right/) {
-			$start = $mate_info_arr[2];
-			$end = $mate_info_arr[2] + $dist_To_Soft;
-
-			$filename = $left_sc;
-		}
-
-		#### add levenstein distance to Summary
-	#print "Calc distal Levd\n";
-		$levD->search(rev_comp($plus_Reads[3]), $mate_info_arr[0], $start, $end, $INPUT_FASTA);
-		$distl_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	$distl_levD = "NA" if($plus_Reads[3] =~ /NA/);
-	#If there is no softclips to string match, then give 0 as quality value
-       if ($plus_Reads[3] !~ /NA/){
-			$QUAL=1/($distl_levD + 0.001);
-		}
-		else	{
-			$QUAL=0;
-		};
-	$QUAL=sprintf("%.2f",$QUAL);
-	#### looking for softclips to refine break point
-	#### if left look in right and vice-versa.
-	$cmd = qq{echo -e "$mate_info_arr[0]\t$start\t$end"};
-	$cmd .= qq{ | awk -F'\t' 'NR==3' | intersectBed -a stdin -b $filename | head -1};
-
-	$mate_soft = `$cmd`;
-
-	$mate_soft =~ s/\n//g;
-	@mate_soft_arr = split(/\s/, $mate_soft);
-my $NO_MATE_SC="";
-	if(@mate_soft_arr){
-		$mate_chr = $mate_soft_arr[0];
-		$mate_start = $mate_soft_arr[1];
-                $NO_MATE_SC="APPROXIMATE";
-
-	} else{
-		@mate_info_arr = split(/\s/,$mate_info);
-		$mate_chr = $mate_info_arr[0];
-		$mate_start = $mate_info_arr[1];
-	}
-
-	#end if there is no mate info
-	return if ($mate_chr eq "");
-	#end if there is no mate info and !disable_RP_only
-	return if (($lSC =~/NA/)&&(!$disable_RP_only));
-	
-	
-	###########################################################################
-	##### Printing output
-
-	#########################################
-	# Get DNA info
-	#########################################
-	#print "PLUS_READS=$plus_Reads[0],$plus_Reads[1]\nMATE=$mate_chr,$mate_start,$INPUT_FASTA\n";
-	$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-
-	### this is alt ref. for softclip its $plus_Reads[3]
-	$REF2_base = getSeq($mate_chr, $mate_start, $INPUT_FASTA);
-
-	#########################################
-	# print in VCF format
-	#########################################
-
-	#### abs value to account for left and right reads.
-	$isize = abs($plus_Reads[1]-$mate_start);
-	
-	my $event_type=$type;
-	$event_type=~ s/,|[0-9]//g;
-	$INFO_1=join(";", "$sv_type", "EVENT=$event_type", "ISIZE=$isize","MATE_ID=$BND2_name");
-	$INFO_2=join(";", "$sv_type", "EVENT=$event_type", "ISIZE=$isize","MATE_ID=$BND1_name");
-
-	#### remove any white spaces.
-	#### ask: did you mean to remove space from ends? eg. trim()
-	$INFO_1=~s/\s//g;
-	$INFO_2=~s/\s//g;
-
-	$FORMAT=$summary; 
- 	$FORMAT=~ s/,|[0-9]//g;
-        $FORMAT .= ":lSC:nSC:uRP:distl_levD";
-	if($NO_MATE_SC){$INFO_2 .= ":NO_MATE_SC"}
-	my $SAMPLE="0/1:";	
-	$SAMPLE .=$summary;
-#        if($NO_MATE_SC){$SAMPLE.= ":$NO_MATE_SC"}
-
-	$SAMPLE=~s/[A-Z|,|_]//g;
-        my $MATE_SAMPLE=$SAMPLE;
-        $SAMPLE .= ":$lSC:$nSC:$num_unmapped_pairs:$distl_levD";
-	$MATE_SAMPLE .=":NA:NA:NA:NA";
-	$SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/::/:/g;
- 
-	if($type !~ /INV/){
-		$ALT_1 = join("","]",$mate_chr,":",$mate_start,"]",$REF1_base);
-		$ALT_2 = join("",$REF2_base,"[",$plus_Reads[0],":",$plus_Reads[1],"[");
-		#		2      321682 bnd_V  T   ]13:123456]T  6    PASS SVTYPE=BND
-		#		13     123456 bnd_U  C   C[2:321682[   6    PASS SVTYPE=BND
-	} else {
-		$ALT_1 = join("", "]", $plus_Reads[0], ":", $plus_Reads[1], "]", $REF2_base);
-		$ALT_2 = join("", $REF1_base, "[", $mate_chr, ":", $mate_start, "[");
-	}
-
-	if(($mate_chr) && ($plus_Reads[0])){
-#		print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE,"\n");
-#		print OUT join ("\t", $mate_chr, $mate_start, $BND2_name, $REF2_base, $ALT_2, $QUAL, "PASS", $INFO_2, $FORMAT,$MATE_SAMPLE,"\n");
-		my $var=join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE);
-		return $var;		
-	}
-}
-
-###############################################################################
-###############################################################################
-sub get_counts_n_info {
-        my ($event, $side, $mapQ, $file, $dist, $target, $upL, $lwL) = @_;
-
-        my $mate_info = "";
-        my $cmd = "";
-
-        if ($event =~ /^CTX$/i) {
-                #print "CTX side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{ samtools view $new_blacklist -q $mapQ -f 16 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^DEL$/i) {
-                #print "DEL side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -F 1568 -f 16 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"} {if((\$7 ~ /=/)&&(\$9<-$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^INS$/i) {
-                #print "INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<$lwL && \$9 > 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq {samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>-$lwL && \$9 < 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^INV$/i) {
-                #print "INV side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -F 1596 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 48 -F 1548 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^TDUP$/i) {
-                #print "TDUP side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-#			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4>\$8)&&(\$9<0)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-#                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<-$upL )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4<\$8)&&(\$9>0)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^NOV_INS$/i) {
-                #print "NOV_INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 8 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 24 -F 1536 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        }
-
-        $mate_info=~s/\n//g;
-        my @tmp=split(/\t/, $mate_info);
-
-        my $counts = 0;
-
-        if (defined $tmp[3]) {
-                $tmp[3] =~ s/\n//g;
-
-                $counts = $tmp[3] if (length($tmp[3]));
-        }
-        return ({count=>$counts, info=>$mate_info});                                                                                                                                
-}
-

--- a/2.4/src/SoftSearch.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1192 +0,0 @@
-#!/usr/bin/perl
-
-####
-#### Usage: SoftSearch.pl [-lqrmsd] -b <BAM> -f <Genome.fa> -sam <samtools path> -bed <bedtools path>
-#### Created 1-30-2012 by Steven Hart, PhD
-#### [e-mail]
-#### Required bedtools & samtools to be in path
-
-
-use lib "/home/plus91/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/lib" ;
-
-use Getopt::Long;
-use strict;
-use warnings;
-#use Data::Dumper;
-use LevD;
-use File::Basename;
-
-my ($INPUT_BAM,$INPUT_FASTA,$OUTPUT_FILE,$minSoft,$minSoftReads,$dist_To_Soft,$bedtools,$samtools);
-my ($minRP, $temp_output, $num_sd, $MapQ, $chrom, $unmated_pairs, $minBQ, $pair_only, $disable_RP_only);
-my ($levD_local_threshold, $levD_distl_threshold,$pe_upper_limit,$high_qual,$sv_only,$blacklist,$genome_file,$verbose);
-
-my $cmd = "";
-
-#Declare variables
-GetOptions(
-	'b=s' => \$INPUT_BAM,
-	'f=s' => \$INPUT_FASTA,
-	'o:s' => \$OUTPUT_FILE,
-	'm:i' => \$minRP,
-	'l:i' => \$minSoft,
-	'r:i' => \$minSoftReads,
-	't:i' => \$temp_output,
-	's:s' => \$num_sd,
-	'd:i' => \$dist_To_Soft,
-	'q:i' => \$MapQ,
-	'c:s' => \$chrom,
-	'u:s' => \$unmated_pairs,
-	'x:s' => \$minBQ,
-	'p' => \$pair_only,
-	'g' => \$disable_RP_only,
-	'j:s' => \$levD_local_threshold,
-	'k:s' => \$levD_distl_threshold,
-        'a:s' => \$pe_upper_limit,
-        'e:s' => \$high_qual,
-	'L' => \$sv_only,
-	'v' => \$verbose, 
-	'blacklist:s' => \$blacklist,
-	'genome_file:s' => \$genome_file,
-	"help|h|?"	=> \&usage);
-
-unless($sv_only){$sv_only=""};
-if(defined($INPUT_BAM)){$INPUT_BAM=$INPUT_BAM} else {print usage();die "Where is the BAM file?\n\n"}
-if(defined($INPUT_FASTA)){$INPUT_FASTA=$INPUT_FASTA} else {print usage();die "Where is the fasta file?\n\n"}
-my ($fn,$pathname) = fileparse($INPUT_BAM,".bam");
-my $index=`ls $pathname/$fn*bai|head -1`;
-#my $index =`ls \${INPUT_BAM%.bam}*bai`;
-#print "INDEX=$index\n";
-if(!$index){die "\n\nERROR: you need index your BAM file\n\n"}
-
-### get current time
-print "Start Time : " . &spGetCurDateTime() . "\n";
-my $now = time;
-
-#if(defined($OUTPUT_FILE)){$OUTPUT_FILE=$OUTPUT_FILE} else {$OUTPUT_FILE="output.vcf"; print "\nNo outfile specified.  Using output.vcf as default\n\n"}
-if(defined($minSoft)){$minSoft=$minSoft} else {$minSoft=5}
-if(defined($minRP)){$minRP=$minRP} else {$minRP=5}
-if(defined($minSoftReads)){$minSoftReads=$minSoftReads} else {$minSoftReads=5}
-if(defined($dist_To_Soft)){$dist_To_Soft=$dist_To_Soft} else {$dist_To_Soft=300}
-if(defined($num_sd)){$num_sd=$num_sd} else {$num_sd=6}
-if(defined($MapQ)){$MapQ=$MapQ} else {$MapQ=20}
-
-unless (defined $pe_upper_limit) { $pe_upper_limit = 10000; }
-unless (defined $levD_local_threshold) { $levD_local_threshold = 0.05; }
-unless (defined $levD_distl_threshold) { $levD_distl_threshold = 0.05; }
-#Get sample name if available
-my $SAMPLE_NAME="";
-my $OUTNAME ="";
-$SAMPLE_NAME=`samtools view -f2 -H $INPUT_BAM|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-$SAMPLE_NAME=~s/\n//g;
-if (!$OUTPUT_FILE){
-	if($SAMPLE_NAME ne ""){$OUTNAME=$SAMPLE_NAME.".vcf"}
-	else {$OUTNAME="output.vcf"}
-}
-else{$OUTNAME=$OUTPUT_FILE}
-
-print "Writing results to $OUTNAME\n";
-
-
-##Make sure if submitting on SGE, to prepned the "chr".  Not all referecne FAST files require "chr", so we shouldn't force the issue.
-if(!defined($chrom)){$chrom=""}
-if(!defined($unmated_pairs)){$unmated_pairs=0}
-
-my $badQualValue=chr($MapQ);
-if(defined($minBQ)){ $badQualValue=chr($minBQ); }
-
-if($badQualValue  eq "#"){$badQualValue="\#"}
-
-# adding and cheking for samtools and bedtools in the PATh
-## check for bedtools and samtools in the path
-$bedtools=`which intersectBed` ;
-if(!defined($bedtools)){die "\nError:\n\tno bedtools. Please install bedtools and add to the path\n";}
-#$samtools=`samtools 2>&1`;
-$samtools=`which samtools`;
-if($samtools !~ /(samtools)/i){die "\nError:\n\tno samtools. Please install samtools and add to the path\n";}
-
-print "Usage = SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -s $num_sd -c $chrom -b $INPUT_BAM -f $INPUT_FASTA -o $OUTNAME \n\n";
-sub usage {
-	print "\nusage: SoftSearch.pl [-cqlrmsd] -b <BAM> -f <Genome.fa> \n";
-	print "\t-q\t\tMinimum mapping quality [20]\n";
-	print "\t-l\t\tMinimum length of soft-clipped segment [5]\n";
-	print "\t-r\t\tMinimum depth of soft-clipped reads at position [5]\n";
-	print "\t-m\t\tMinimum number of discordant read pairs [5]\n";
-	print "\t-s\t\tNumber of sd away from mean to be considered discordant [6]\n";
-	print "\t-u\t\tNumber of unmated pairs [0]\n";
-	print "\t-d\t\tMax distance between soft-clipped segments and discordant read pairs [300]\n";
-	print "\t-o\t\tOutput file name [output.vcf]\n";
-	print "\t-t\t\tPrint temp files for debugging [no|yes]\n";
-	print "\t-c\t\tuse only this chrom or chr:pos1-pos2\n";
-	print "\t-p\t\tuse paired-end mode only. In other words, don't try to find soft-clipping events!\n";
-	print "\t-g\t\tEnable paired-only seach. This will look for discordant read pairs even without soft clips.\n";
-        print "\t-a\t\tset the minimum distance for a discordant read pair without soft-clipping info [10000]\n";
-        print "\t-L\t\tFlag to print out even small deletions (low quality)\n";
-        print "\t-e\t\tdisable strict quality filtering of base qualities in soft-clipped reads [no]\n";
-        print "\t-blacklist\tareas of the genome to skip calling.  Requires -genome_file\n";
-        print "\t-genome_file\ttab seperated value of chromosome name and length.  Only used with -blacklist option\n\n";
-
-	exit 1;
-	}
-
-
-#############################################################
-# create temporary variable name
-#############################################################
-srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-our $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-
-#############################################################
-## create green list
-##############################################################
-#
-my $new_blacklist="";
-if($blacklist){
-        if(!$genome_file){die "if using a blacklist, you must also specify the location of a genome_file
-        The format of the genome_file should be
-                chrom   size
-                chr1    249250621
-                chr2    243199373
-                ...
-
-        If using hg19, you can ge the genome file by
-                mysql --user=genome --host=genome-mysql.cse.ucsc.edu -A -e \"select chrom, size from hg19.chromInfo\"  > hg19.genome";}
-        
-	$cmd=join("","complementBed -i $blacklist -g $genome_file >",$random_name,".bed") ;
-	system ($cmd);
-	$new_blacklist=join(""," -L ",$random_name,".bed ");
-	}
-
-if($verbose){print "CMD=$cmd\nBlacklist is $new_blacklist\n";}
-
-
-
-
-
-#############################################################
-# Calcualte insert size distribution of properly mated reads
-#############################################################
-
-#Change for compatability with other operating systems
-#my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)**2)}'`;
-
-my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|head -10000|cut -f9|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'`;
-#my ($mean,$stdev)=split(/ /,$metrics);
-my ($mean,$stdev)=split(/\s/,$metrics);
-$stdev=~s/\n//;
-my $upper_limit=int($mean+($num_sd*$stdev));
-my $lower_limit=int($mean-($num_sd*$stdev));
-die if (!$mean);
-print qq{The mean insert size is $mean +/- $stdev (sd)
-The upper limit = $upper_limit
-The lower limit = $lower_limit\n
-};
-if($lower_limit<0){
-	print "Warning!! Given this insert size distribution, we can not call small indels.  No other data will be affected\n";
-	$lower_limit=1;
-}
-my $tmp_name=join ("",$random_name,".tmp.bam");
-my $random_file_sc = "";
-my $command = "";
-
-#############################################################
-# Make sam file that has soft clipped reads
-#############################################################
-#give file a name
-if(!defined($pair_only)){
-	$random_file_sc=join ("",$random_name,".sc.sam");
-	$command=join ("","samtools view -q $MapQ -F 1024 $INPUT_BAM $chrom $new_blacklist| awk '{OFS=\"\\t\"}{c=0;if(\$6~/S/){++c};if(c == 1){print}}' | perl -ane '\$TR=(\@F[10]=~tr/\#//);if(\$TR<2){print}' > ", $random_file_sc);
-
-	print "Making SAM file of soft-clipped reads\n";
-if($verbose){	print "$command\n";}
-	system("$command");
-
-	#############################################################
-	# Find areas that have deep enough soft-clip coverage
-	print "Identifying soft-clipped regions that are at least $minSoft bp long \n";
-	open (FILE,"$random_file_sc")||die "Can't open soft-clipped sam file $random_file_sc\n";
-
-	my $tmpfile=join("",$random_file_sc,".sc.passfilter");
-	open (OUT,">$tmpfile")||die "Can't write files here!\n";
-
-	while(<FILE>){
-		@_ = split(/\t/, $_);
-		#### parse CIGAR string and create a hash of array of each operation
-		my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-		my $hash;
-		map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-		#for ($i=0; $i<=$#softclip_pos; $i++)	{
-		foreach my $softclip (@{$hash->{S}}) {
-			#if	($CIGAR[$softclip_pos[$i]] > $minSoft){
-			if	($softclip > $minSoft){
-				###############Make sure base qualities don't have more than 2 bad marks
-				my $qual=$_[10];
-				my $TR=($qual=~tr/$badQualValue//);
-				if($badQualValue eq "#"){ $TR=($qual=~tr/\#//); }
-				#Skip the soft clip if there is more than 2 bad qual values
-				#next if($TR > 2);
-#				if (!$high_qual){next if($TR > 2);}
-				print OUT;
-				last;
-			}
-		}
-	}
-	close FILE;
-	close OUT;
-
-	$command=join(" ","mv",$tmpfile,$random_file_sc);
-if($verbose){	print "$command\n";}
-	system("$command");
-}
-
-#########################################################
-#Stack up SoftClips
-#########################################################
-my $random_file=join("",$random_name,".sc.direction.bed");
-if(!defined($pair_only)){
-        open (FILE,"$random_file_sc")|| die "Can't open sam file\n";
-        #$random_file=join("",$random_name,".sc.direction");
-
-        print "Calling sides of soft-clips\n";
-        #\nTMPOUT=$random_file\tINPUT=$random_file_sc\n\n";
-        open (TMPOUT,">$random_file")|| die "Can't create tmp file\n";
-
-        while (<FILE>){
-                @_ = split(/\t/, $_);
-                #### parse CIGAR string and create a hash of array of each operation
-                my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-                my $hash;
-                map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-                #### next if softclips on each end
-                next if ($_[5] =~ /^[0-9]+S.*S$/);
-
-                #### next softclip occurs in the middle
-                next if ($_[5] =~ /^[0-9]+[^S][0-9].*S.+$/);
-
-                my $softclip = $hash->{S}[0];
-
-                my $end1 = 0;
-                my $end2 = 0;
-                my $softBases = "";
-		my $right_corrected="";my $left_corrected="";
-
-        if ($softclip > $minSoft) {
-		
-                        ####If the soft clip occurs at end of read and its on the minus strand, then it's a right clip
-                        if ($_[5] =~ /^.*S$/) {
-                                $end1=$_[3]+length($_[9])-$softclip-1;
-                                $end2=$end1+1;
-next if ($end1<0);
-                                #RIGHT clip on Minus
-                                $softBases=substr($_[9], length($_[9])-$softclip, length($_[9]));
-                                #Right clips don't always get clipped correctly, so fix that
-                                # Check to see if sc base matches ref
-                                $right_corrected=baseCheck($_[2],$end2,"right",$softBases);
-                               print TMPOUT "$right_corrected\n"
-
-                        } else {
-                                #### Begins with S (left clip)
-                                $end1=$_[3]-$softclip;
-next if ($end1<0);
-
-                                $softBases=substr($_[9], 0,$softclip);#print "TMP=$softBases\n";
-        			$left_corrected=baseCheck($_[2],$end1,"left",$softBases);
-if(!$left_corrected){print "baseCheck($_[2],$end1,left,$softBases)\n";next}
-                               print TMPOUT "$left_corrected\n";
-#print "\nSEQ=$_[9]\t\n";
-
-                        }
-        }
-  }
-close FILE;
-close TMPOUT;
-}
-sub baseCheck{
-        my ($chrom,$pos,$direction,$softBases)=@_;
-        #skip if position is less than 0, which is caused by MT DNA
-        return if ($pos<0);
-        my $exit="";
-
-        while(!$exit){
-        if($direction=~/right/){
-                        my $refBase=getSeq($chrom,$pos,$INPUT_FASTA);
-                        my $softBase=substr($softBases,0,1);
-                        if ($softBase !~ /$refBase/){
-                                my $value=join("\t",$chrom,$pos,$pos+1,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos+1;
-                                $softBases=substr($softBases, 1,length($softBases));
-                        }
-         }
-        else{
-                        my $refBase=getSeq($chrom,$pos+1,$INPUT_FASTA);
-                        my $softBase=substr($softBases,-1,1);
-                        if ($softBase !~ /$refBase/){
-                                $pos=$pos-1+length($softBases);
-                                my $value=join("\t",$chrom,$pos-1,$pos,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos-1;
-                                $softBases=substr($softBases, 0, -1);
-                                #print "Trying again $softBases\n";
-                       }
-
-        }
-
-}
-}
-#Remove SAM files to conserve space
-unlink($random_file_sc);
-
-
-my $random_file_disc="$INPUT_BAM";
-###
-#
-######################################################
-# Transform Read pair groups into softclip equivalents
-######################################################
-#
-#
-#
-my $v="";
-#if($disable_RP_only){
-print "Running Bam2pair.pl\n";
-print "Looking for discordant read pairs without requiring soft-clipping information\n";
-	use FindBin qw($Bin);
-	my $path=$Bin;
-#	print"\n\nPATH=$path\n\n";
-if($verbose){$v="-v"}
-	my $tmp_out=join("",$random_name,"RP.out");
-	$command=join("","perl ",$path,"/Bam2pair.pl -b $random_file_disc  -o $tmp_out -isize $pe_upper_limit -winsize $dist_To_Soft -min $minRP -chrom $chrom -prefix $random_name -q $MapQ -blacklist $random_name.bed $v");
-if($verbose){	print "$command\n"};
-	system("$command");
-	$command=join("","perl -ane '\$end1=\@F[1];\$end2=\@F[3];print join(\"\\t\",\@F[0..1],\$end1,\"unknown|left\");print \"\\n\";print join(\"\\t\",\@F[2..3],\$end2,\"unknown|left\");print \"\\n\"' ", $tmp_out," >> ",$random_file);
-if($verbose){print "$command\n"};
-	system($command);
-	unlink($tmp_out);
-#}
-#
-
-
-######################################################
-unlink("$random_file","$tmp_name","$random_file","$index","$random_name","$new_blacklist") if (-z $random_file || ! -e $random_file ) ;
-if (-z $random_file || ! -e $random_file){
-	print "Softclipped file is empty($random_file).\nNo soft clipping found using desired paramters\n\n";
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-	}
-
-
-#############################################################
-#  Make sure there are enough soft-clippped supporting reads
-#############################################################
-my $outfile=join("",$random_file,".sc.merge.bed");
-#sortbed -i .sc.direction | mergeBed -nms -d 25 -i stdin > .sc.merge.bed
-$command=join(" ","sortBed -i",$random_file," | mergeBed  -nms -i stdin","|egrep \";|,\"","|awk '{OFS=\"\t\"}(NF==4)'",">",$outfile);
-
-print "$command\n" if ($verbose);
-system("$command");
-
-if (-z $outfile || ! -e $outfile){
-	unlink("$tmp_name","$random_file","$outfile","$index","$random_name","$new_blacklist"); 
-	print "mergeBed file is empty.\nNo strucutral variants found\n\n" ;
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed mergeBed\n";
-
-###############################################################
-# If left and right are on the same line, make into 2 lines
-###############################################################
-open (INFILE,$outfile)||die "couldn't open temp file : $. \n\n";
-my $tmp2=join("",$random_name,".sc.fixed.merge.bed");
-#print "INFILE=$outfile\tOUTFILE=$tmp2\n\n";
-#INPUT FORMAT=chr9\t131467\t131473\tATGCTTATTAAAA|left;TTATTAAAAGCATA|left
-open (OUTFILE,">$tmp2")||die "couldn't create temp file : $. \n\n";
-while(<INFILE>){
-	chomp $_;
-	my $l = $_;
-
-	my @a = split(/\t/, $l);
-	my $info = $a[3];
-	my @info_arr = split(/\;/, $info);
-	my @left_arr=();
-	my @right_arr=();
-	@left_arr = grep(/left/, @info_arr);
-	@right_arr = grep(/right/, @info_arr);
-
-	#New
-	my $left = join(";", @left_arr);
-	my $right = join(";", @right_arr);
-	$info = join(";", @info_arr);
-
-	if((@left_arr) && (@right_arr)){
-		print OUTFILE "$a[0]\t$a[1]\t$a[2]\t$left\n$a[0]\t$a[1]\t$a[2]\t$right\n";
-	} else{
-		my $all=join("\t",@a[0..2],$info);
-		print OUTFILE "$all\n";
-	}
-}
-
-# make sure output file name is $outfile
-$command=join(" ","sed -e '/ /s//\t/g'", $tmp2,"|awk 'BEGIN{OFS=\"\\t\"}(NF==4)'", "|perl -pne 's/ /\t/g'>",$outfile);
-system("$command");
-if($verbose){print "$command\n"};
-unlink("$tmp_name","$random_file","$tmp2","$outfile","$index","random_name","$new_blacklist") if (-z $outfile || ! -e $outfile) ;
- if (-z $outfile || ! -e $outfile){
-	print "Fixed mergeBed file is empty($outfile).\nNo strucutral variants found\n\n";
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed fixing mergeBed\n\n";
-
-###############################################################
-# Seperate directions of soft clips
-###############################################################
-my $left_sc = join("", "left", $tmp2);
-my $right_sc = join("", "right", $tmp2);
-use FindBin qw($Bin);
-#my $path=$Bin;
-
-$command=join("","grep left ", $tmp2, " |sed -e '/left /s//left\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$left_sc);
-system("$command");
-#print "$command\n";
-$command=join("","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$right_sc);
-#$command=join(" ","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g' >",$right_sc);
-system("$command");
-#print "$command\n";
-#die "CHECK $right_sc\n";
-
-###############################################################
-# Count the number and identify directions of soft clips
-###############################################################
-print "Count the number and identify directions of soft clips\n";
-#print "looking in $outfile\n";
-$outfile=join("",$random_name,".sc.fixed.merge.bed");
-
-open (INFILE,$outfile)||die "couldn't open temp file\n\n";
-my $tmp3 = join("", $random_file, "predSV");
-open (OUTFILE, ">$tmp3")||die "couldn't create temp file\n\n";
-while(<INFILE>){
-chomp;
-	@_=split(/\t/,$_);
-	my $count=tr/\;//;$count+=tr/\,//;
-	$count=$count+1;
-	my $left=0;
-	my $right=0;
-
-	while ($_ =~ /left/g) { $left++ } # count number of right clips
-	while ($_ =~ /right/g) { $right++ } # count number of left clips
-
-	###############################################################
-	if ($count >= $minSoftReads){
-		####get longets soft-clipped read
-		my @clips=split(/\;|,|\|/,$_[3]);
-
-		my ($max, $temp, $temp2, $temp3, $dir, $maxSclip) = (0) x 6;
-		for (my $i=0; $i<$count; $i++) {
-			my $plus1=$i+1;
-			$temp=length($clips[$i]);
-			$temp2=$clips[$plus1];
-			$temp3=$clips[$i];
-
-			if ($temp > $max){
-				$maxSclip=$temp3;
-				$max =$temp;
-				$dir=$temp2;
-			} else {
-				$max=$max;
-				$dir=$dir;
-				$maxSclip=$maxSclip;
-			}
-			$i++;
-		}
-		my $order2 = join("|", $left, $right);
-        #print join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-		print OUTFILE join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-	} elsif($_=~/unknown/){
-	print OUTFILE join ("\t",@_[0..2],"NA","NA","left","NA","NA|NA") . "\n";
-        print OUTFILE join ("\t",@_[0..2],"NA","NA","right","NA","NA|NA") . "\n";
-	}
-	####Format is Chrom,start, end,longest Soft-clip,length of longest Soft-clip, direction of longest soft-clip,#supporting softclips,#right Sclips|#left Sclips
-}
-close INFILE;
-close OUTFILE;
-
-unlink("$tmp2","$tmp_name","$random_file","$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$new_blacklist") if (-z $tmp3 || !-e $tmp3) ;
-
- if (-z $tmp3 || !-e $tmp3){
-	print "No structural variants found while Counting the number and identify directions of soft clips.\n" ;
-
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-	&print_header();
-	close OUT;
-	exit;
-
-}
-
-print "Done counting Softclipped reads\n";
-###############################################################
-#### Print header information
-###############################################################
-open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-&print_header();
-close OUT;
-
-###############################################################
-###############################################################
-#### DO the bulk of the work
-###############################################################
-use List::Util qw(min max);
-open (FILE,"$tmp3")|| die "Can't open file\n";
-open (OUT,">>$OUTNAME")|| die "Can't open file\n";
-
-#print "\nusing $tmp3 and writing to $OUTPUT_FILE \n";
-while (<FILE>){
-	#If left clip {+- or -- or -+ }{+- are uninformative b/c they go upstream}
-	#If right clip {++ or -- or +-}
-	chomp $_;
-	my $line = $_;
-	my @info = split(/\t/, $_);
-
-	if($info[5] eq "left") {
-		bulk_work("left", $line, $random_file_disc);
-
-	} elsif ($info[5] eq "right") {
-		bulk_work("right", $line, $random_file_disc);
-	}
-#if($. ==6){print "THIS IS LINE 6\n$_\n";die}
-print "Completed line $.\n" if ($verbose);
-}
-close FILE;
-close OUT;
-
-###############################################################################
-###############################################################################
-#### Delete temp files
-my $meregedBed=join("",$random_name,".sc.direction.bed.sc.merge.bed");
-
-if(defined($temp_output)){$temp_output=$temp_output} else {$temp_output="no"}
-
-if ($temp_output eq "no"){
-	unlink("$tmp_name","$random_file","$tmp2",,"$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$meregedBed","$random_name.bed");
-}
-####Sort VCF
-my $tmp=join(".",$random_name,"tmp");
-#Get header
-$cmd="grep \"#\" $OUTNAME > $tmp";
-system($cmd);
-#sort results
-$cmd="grep -v \"#\" $OUTNAME|perl -pne 's/chr//'|sort -k1,1n -k2,2n|perl -ne 'print \"chr\".\$_' >>$tmp";
-system($cmd);
-$cmd="mv $tmp $OUTNAME";
-system($cmd);
-#remove entries next to each other
-
-
-
-
-#############################################################
-##May not need this anymore since filtering on left and right
-#############################################################
-#my $tmpout=$OUTNAME;
-#$tmpout.=".tmp";
-#use FindBin qw($Bin);
-##my $path=$Bin;
-#$command="perl ".$path."/Extract_nSC.pl $OUTNAME -q nSC > $tmpout";
-##print "Command=$command\n";
-#system($command);
-#$command="perl ".$path."/reduce_redundancy.pl $tmpout $upper_limit |cut -f1-10 > $OUTNAME";
-##print "$command\n";
-#system($command);
-#system("rm $tmpout");
-########################################################
-
-
-
-
-print "Analysis Completed\n\nYou did it!!!\n";
-print "Finish Time : " . &spGetCurDateTime() . "\n";
-$now = time - $now;
-printf("\n\nTotal running time: %02d:%02d:%02d\n\n", int($now / 3600), int(($now % 3600) / 60),
-int($now % 60));
-
-exit;
-
-###############################################################################
-sub rev_comp {
-  my $dna = shift;
-  my $revcomp = reverse($dna);
-  $revcomp =~ tr/ACGTacgt/TGCAtgca/;
-
-  return $revcomp;
-}
-
-
-###############################################################################
-#### to get reference base
-sub getSeq{
-	my ($chr,$pos,$fasta)=@_;
-	#don't require chr
-	#if($chr !~ /^chr/){die "$chr is not correct\n";}
-#	die "$pos is not a number\n" if ($pos <0);
-my @result=();
-        if ($pos <0){print "$pos is not a valid position (likely caused by circular MT chromosome)\n";return;}
-
-	@result = `samtools faidx $fasta $chr:$pos-$pos`;
-	if($result[1]){chomp($result[1]);
-	return uc($result[1]);
-	}
-	return("NA");
-	#### after return will not be printed
-	####print "RESULTS=@result\n";
-}
-
-sub getBases{
-        my ($chr,$pos1,$pos2,$fasta)=@_;
-        #don't require chr
-        #if($chr !~ /^chr/){die "$chr is not correct\n";}
-my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";return;};
-
-        @result = `samtools faidx $fasta $chr:$pos1-$pos2`;
-	if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-
-        #### after return will not be printed
-        ####print "RESULTS=@result\n";
-}
-###############################################################################
-#### to get time
-sub spGetCurDateTime {
-	my ($sec, $min, $hour, $mday, $mon, $year) = localtime();
-	my $curDateTime = sprintf "%4d-%02d-%02d %02d:%02d:%02d",
-	$year+1900, $mon+1, $mday, $hour, $min, $sec;
-	return ($curDateTime);
-}
-
-
-###############################################################################
-#### print header
-sub print_header {
-	my $date=&spGetCurDateTime();
-	my $header = qq{##fileformat=VCFv4.1
-##fileDate=$date
-##source=SoftSearch.pl
-##reference=$INPUT_FASTA
-##Usage= SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -u $unmated_pairs -s $num_sd -b $INPUT_BAM -f $INPUT_FASTA -o $OUTNAME
-##INFO=<ID=SVTYPE,Number=1,Type=String,Description="Type of structural variant">
-##INFO=<ID=EVENT,Number=1,Type=String,Description="ID of event associated to breakend">
-##INFO=<ID=MATEID,Number=.,Type=String,Description="ID of mate breakends">
-##INFO=<ID=ISIZE,Number=.,Type=String,Description="Size of the SV">
-##INFO=<ID=END,Number=1,Type=Integer,Description="End position of the variant described in this record">
-##FORMAT=<ID=lSC,Number=1,Type=Integer,Description="Length of the longest soft clips supporting the BND">
-##FORMAT=<ID=nSC,Number=1,Type=Integer,Description="Number of supporting soft-clips\">
-##FORMAT=<ID=uRP,Number=1,Type=Integer,Description="Number of unmated read pairs nearby Soft-Clips">
-##FORMAT=<ID=levD_local,Number=1,Type=Float,Description="Levenstein distance between soft-clipped bases and the area around the original soft-clipped site">
-##FORMAT=<ID=levD_distl,Number=1,Type=Float,Description="Levenstein distance between the soft-clipped bases and mate location">
-##FORMAT=<ID=CTX,Number=1,Type=Integer,Description="Number of chromosomal translocations">
-##FORMAT=<ID=DEL,Number=1,Type=Integer,Description="Number of reads supporting Large Deletions">
-##FORMAT=<ID=INS,Number=1,Type=Integer,Description="Number of reads supporting Large insertions">
-##FORMAT=<ID=NOV_INS,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##FORMAT=<ID=TDUP,Number=1,Type=Integer,Description="Number of reads supporting a tandem duplication">
-##FORMAT=<ID=INV,Number=1,Type=Integer,Description="Number of reads supporting inversions">
-##FORMAT=<ID=sDEL,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##INFO=<ID=NO_MATE_SC,Number=1,Type=Flag,Description="When there is no softclipping of the mate read location, an appromiate position is used">
-##FORMAT=<ID=GT,Number=1,Type=String,Description="Dummy value for maintaining VCF-Spec">
-#CHROM\tPOS\tID\tREF\tALT\tQUAL\tFILTER\tINFO\tFORMAT\t$SAMPLE_NAME\n};
-
-	print OUT $header;
-}
-
-
-###############################################################################
-sub bulk_work {
-print "#####################################@_\n" if ($verbose);
-	my ($side, $line, $file) = @_;
-	my $local_levD = 0;
-	my $distl_levD = 0;
-
-	#my @info = split(/\t/, $line);
-	my @plus_Reads = split(/\t/, $line);
-	$plus_Reads[7] =~ s/\n//g;
-
-	#### softclip length and softclip size.
-	my $lSC = $plus_Reads[4];
-	my $nSC = $plus_Reads[6];
-
-
-	#Get all types of compatible reads
-	#Get improperly paired reads (@ max distance)
-
-	#### default value for left SIDE.
-	#If left-clip, then look downstream for match of softclipped reads to define a deletion, but look for DRPs upstream
-	my $sv_type = "SVTYPE=BND";
-	my $start_local=0; my $end_local=0;my $target_local="";my $target_drp="";my $start_drp="";my $end_drp="";
-	if ($side =~ /left/) {
-		$start_local = $plus_Reads[1]-$dist_To_Soft;
-		$end_local = $plus_Reads[2];
-                $start_drp = $plus_Reads[1];
-                $end_drp = $plus_Reads[1]+$dist_To_Soft;
-	
-	}
-	else{                
-                $start_local = $plus_Reads[1];
-                $end_local = $plus_Reads[1]+$dist_To_Soft;
-                $start_drp = $plus_Reads[1]-$dist_To_Soft;
-                $end_drp = $plus_Reads[1];
-        }
-	
-	$target_local=join("", $plus_Reads[0], ":", $start_local, "-", $end_local);
-	$target_drp=join("", $plus_Reads[0], ":", $start_drp, "-", $end_drp);
-	my $num_unmapped_pairs="";
-	if ($side =~ /right/) {
-		$num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f8 -F 1536 -c $INPUT_BAM $target_drp`;
-	} else {
-        $num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $INPUT_BAM $target_drp`;
-	}
-if($verbose){print "samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $INPUT_BAM $target_drp\n";}
-
-	$num_unmapped_pairs=~s/\n//;
-if($verbose){print "NUM UNMAPPED PAIRS= $num_unmapped_pairs\n";}
-	my $REF1_base = "";
-	my $REF2_base = "";
-	my $INFO_1 = "";
-	my $INFO_2 = "";
-	my $ALT_1 = "";
-	my $ALT_2 = "";
-	my $isize = 0;
-	my $QUAL = "";
-	my $FORMAT = "GT:";
-
-	#### get 8 bit rand id
-	my $BND1_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	my $BND2_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	$BND1_name=join "_","BND",$BND1_name;
-	$BND2_name=join "_","BND",$BND2_name;
-
-	my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0 };
-	my $event_mate_info = {CTX => "", DEL => "", INS => "", INV => "", TDUP => "", NOV_INS => "" };
-
-	#### get mate pair info and counts per event
-	foreach my $e (sort keys %{$counts}) {
-		my $h = get_counts_n_info($e, $side, $MapQ, $file, $dist_To_Soft, $target_drp, $upper_limit, $lower_limit);
-
-		$counts->{$e} = $h->{count};
-		$event_mate_info->{$e} = $h->{info};
-	}
-#print Dumper($counts);
-
-	my $max = 0;
-	my $type = "UNKNOWN";
-	my $nRP = 0;
-	my $mate_info = "NA\tNA\tNA\tNA";
-	my $summary = "GT:";
-
-	#### find max count of events and set type, nRP and info to corresponding
-	#### max count event.
-	#### also create a summary string of all counts to be added to VCF file.
-	foreach my $e (sort keys %{$counts}){
-#		if ($counts->{$e} >=i $max){
-		if ($counts->{$e} > $max){		
-			$type = $e .",". $counts->{$e};
-			$nRP = $counts->{$e};
-
-			$max = $counts->{$e};
-
-			if (length($event_mate_info->{$e})) {
-				$mate_info = $event_mate_info->{$e};
-			}
-		}
-
-		$summary .= $e .",". $counts->{$e} .":";
-	}
-#	print "done with Summary\n";
-	#### remove last colon ":" from
-	$summary =~ s/:$//;
- if (($minRP > $max)&&(!$disable_RP_only )){if ($verbose){print "FAILED BECAUSE ($minRP > $max)&&(!$disable_RP_only )"};return};
-
-	#### Run Levenstein distance on softclip in target region to find out if its a small deletion/insetion
-	#### passing 1: clip_seq, 2: chr, 3: start, 4: end, 5: ref file.
-	my $levD = new LevD;
-########################################################
-########################################################
-########################################################
-
-	#### redefine start and end location for LevD calc.
-#	$start = $plus_Reads[1]-$dist_To_Soft;
-#	$end = $plus_Reads[2];
-	my $num_bases_to_loc=0;
-	my $new_start=0;
-	my $new_end=0;
-	my $del_seq="";
-        my $start = $start_local;
-        my $end = $end_local;
-	if ($lSC=~/NA/){$lSC=0}
-
-	if ($side =~ /right/) {
-	        $levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	        $num_bases_to_loc=$levD->{index};
-		$new_start = $plus_Reads[2];
-                if ($plus_Reads[2]=~/^[0-9]/){$new_end=$plus_Reads[2]+$lSC};
-	}
-	else{
-		$levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-		$num_bases_to_loc=$levD->{index};
-		if ($plus_Reads[2]=~/^[0-9]/){$new_start=$plus_Reads[2]-$lSC};
-                $new_end = $plus_Reads[2];
-	}
-	if((!$new_start)||(!$new_end)||($new_start<0)){print "FAILED AT ((!$new_start)||(!$new_end)||($new_start<0))\n";return};
-	
-	$del_seq=getBases($plus_Reads[0], $new_start,$new_end,$INPUT_FASTA);
-##############################################################################
-#	#If there is a match, where is the start position of the match?
-#
-##############################################################################
-
-
-	#if $plus_Reads[3] eq "NA", then it was found without soft-clipped reads
-	if($plus_Reads[3] !~  /NA/){
-			if (($local_levD < $levD_local_threshold)) {
-				return if (!$sv_only);
-				#### add value to summary to be written to vcf file.
-				$summary = "GT:sDel," . $plus_Reads[6];
-				$type = "sDEL";
-				###########################################################################
-				##### Printing output
-
-				#########################################
-				##### Get DNA info
-				#########################################
-				#$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF1_base = substr($del_seq, 0, 1);
-
-				#### this is alt ref. for softclip its $plus_Reads[3]
-				$REF2_base = $del_seq;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$isize = length($del_seq);
-
-				#### svtype = none for sDEL
-				#### isize = length($info[3]);
-				#### nRP = NA
-				#### mate_id = NA
-				#### CTX,:DEL,:....sDEL,##
-				$INFO_1=join(";", "SVTYPE=NA", "EVENT=$type", "ISIZE=$isize");
-
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE= "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-				$INFO_2=~s/\s//g;
-
-				$BND1_name =~ s/^BND/LEVD/;
-				# If left, then the start position is plus_Reads[1]-isize
-				my $start_pos=0;
-				#Make sure Ref1 and Ref2 bases are different
-				if($REF2_base eq $REF1_base){$REF1_base="NA"}
-				if($side=~/left/){$start_pos=$plus_Reads[1]-$isize}else{$start_pos=$plus_Reads[1]};		
-				print OUT join ("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				if ($verbose){print "No Softclipped reads here!\n"}
-				return;
-			}
-		}
-
-		#### Otherwise, look for DRP mate info
-	#if($nRP=~/NA/){print "MATE_INFO=$mate_info\tSide=$side\tline=$line\n";}
-		my @mate_info_arr = split(/\t/, $mate_info);
-		$nRP = $mate_info_arr[3];
-		my $mate_chr=$mate_info_arr[0];
-
-			if((! defined $nRP) || ($nRP =~ /na/i) || ($mate_chr =~ /NA/) ){
-			#PRINT UNKNOWN
-	if ($nRP =~ /na/i){print "Can't find SC reads\n" if ($verbose);return};
-	if ($verbose){print "There is an unknown\nNRP=$nRP Mate_CHR=$mate_chr minRP=$minRP\n"}
-				$summary .= ":unknown," . $plus_Reads[6];
-				$type = "unknown";
-				$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF2_base = $plus_Reads[3];
-				$BND1_name =~ s/^BND/UNKNOWN/;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$INFO_1=join(";", "SVTYPE=unknown", "EVENT=unknown", "ISIZE=unknown");
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE = "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-				$SAMPLE=~s/NA/0/g;
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-			       #print join ("\t", $plus_Reads[0], $plus_Reads[1],  $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-
-				print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				return;
-
-		}
-		#### end if there is no mate info or nRP+uRP<minRP
-		if (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP))){
-			print "Something failed here\nif (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP)))\n";
-		return}
-
-		##################################################################################
-		# Find out if mates have nearby soft-clips (to refine the breakpoints)
-		##################################################################################
-		#Look for evidence of soft-clipping near mate
-		my @mate_soft_arr = ();
-		my $mate_start = 0;
-		my $mate_soft = "";
-
-		@mate_info_arr = split(/\t/, $mate_info);
-
-		#### mate start and end locations.
-		my $filename = $right_sc;
-
-		$start = $mate_info_arr[1] - $dist_To_Soft;
-		$end = $mate_info_arr[1];
-
-		if ($side =~ /right/) {
-			$start = $mate_info_arr[2];
-			$end = $mate_info_arr[2] + $dist_To_Soft;
-
-			$filename = $left_sc;
-		}
-
-		#### add levenstein distance to Summary
-	#print "Calc distal Levd\n";
-		$levD->search(rev_comp($plus_Reads[3]), $mate_info_arr[0], $start, $end, $INPUT_FASTA);
-		$distl_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	$distl_levD = "NA" if($plus_Reads[3] =~ /NA/);
-	#If there is no softclips to string match, then give 0 as quality value
-       if ($plus_Reads[3] !~ /NA/){
-			$QUAL=1/($distl_levD + 0.001);
-		}
-		else	{
-			$QUAL=0;
-		};
-	$QUAL=sprintf("%.2f",$QUAL);
-	#### looking for softclips to refine break point
-	#### if left look in right and vice-versa.
-	$cmd = qq{echo -e "$mate_info_arr[0]\t$start\t$end"};
-	$cmd .= qq{ | awk -F'\t' 'NF==3' | intersectBed -a stdin -b $filename | head -1};
-print "$cmd\n" if $verbose;
-	$mate_soft = `$cmd`;
-
-	$mate_soft =~ s/\n//g;
-	@mate_soft_arr = split(/\s/, $mate_soft);
-my $NO_MATE_SC="";
-	if(@mate_soft_arr){
-		$mate_chr = $mate_soft_arr[0];
-		$mate_start = $mate_soft_arr[1];
-                $NO_MATE_SC="APPROXIMATE";
-
-	} else{
-		@mate_info_arr = split(/\s/,$mate_info);
-		$mate_chr = $mate_info_arr[0];
-		$mate_start = $mate_info_arr[1];
-	}
-
-	#end if there is no mate info
-	return if ($mate_chr eq "");
-	#end if there is no mate info and !disable_RP_only
-	return if (($lSC =~/NA/)&&(!$disable_RP_only));
-	
-	
-	###########################################################################
-	##### Printing output
-
-	#########################################
-	# Get DNA info
-	#########################################
-	#print "PLUS_READS=$plus_Reads[0],$plus_Reads[1]\nMATE=$mate_chr,$mate_start,$INPUT_FASTA\n";
-	$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-
-	### this is alt ref. for softclip its $plus_Reads[3]
-	$REF2_base = getSeq($mate_chr, $mate_start, $INPUT_FASTA);
-
-	#########################################
-	# print in VCF format
-	#########################################
-
-	#### abs value to account for left and right reads.
-	$isize = abs($plus_Reads[1]-$mate_start);
-	
-	my $event_type=$type;
-	$event_type=~ s/,|[0-9]//g;
-	$INFO_1=join(";", "$sv_type", "EVENT=$event_type","END=$mate_start", "ISIZE=$isize","MATEID=$BND2_name");
-	$INFO_2=join(";", "$sv_type", "EVENT=$event_type","END=$plus_Reads[1]", "ISIZE=$isize","MATEID=$BND1_name");
-
-	#### remove any white spaces.
-	#### ask: did you mean to remove space from ends? eg. trim()
-	$INFO_1=~s/\s//g;
-	$INFO_2=~s/\s//g;
-
-	$FORMAT=$summary;
- 	$FORMAT=~ s/,|[0-9]//g;
-        $FORMAT .= ":lSC:nSC:uRP:distl_levD";
-	if($NO_MATE_SC){$INFO_2 .= ":NO_MATE_SC"}
-	my $SAMPLE="0/1:";	
-	$SAMPLE .=$summary;
-#        if($NO_MATE_SC){$SAMPLE.= ":$NO_MATE_SC"}
-
-	$SAMPLE=~s/[A-Z|,|_]//g;
-        my $MATE_SAMPLE=$SAMPLE;
-        $SAMPLE .= ":$lSC:$nSC:$num_unmapped_pairs:$distl_levD";
-	$MATE_SAMPLE .=":NA:NA:NA:NA";
-	$SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/NA/0/g;
-	$SAMPLE=~s/NA/0/g;
- 
-	if($type !~ /INV/){
-		$ALT_1 = join("","]",$mate_chr,":",$mate_start,"]",$REF1_base);
-		$ALT_2 = join("",$REF2_base,"[",$plus_Reads[0],":",$plus_Reads[1],"[");
-		#		2      321682 bnd_V  T   ]13:123456]T  6    PASS SVTYPE=BND
-		#		13     123456 bnd_U  C   C[2:321682[   6    PASS SVTYPE=BND
-	} else {
-		$ALT_1 = join("", "]", $plus_Reads[0], ":", $plus_Reads[1], "]", $REF2_base);
-		$ALT_2 = join("", $REF1_base, "[", $mate_chr, ":", $mate_start, "[");
-	}
-
-	if(($mate_chr) && ($plus_Reads[0])){
-		print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE,"\n");
-		print OUT join ("\t", $mate_chr, $mate_start, $BND2_name, $REF2_base, $ALT_2, $QUAL, "PASS", $INFO_2, $FORMAT,$MATE_SAMPLE,"\n");
-	}
-}
-
-###############################################################################
-###############################################################################
-sub get_counts_n_info {
-        my ($event, $side, $mapQ, $file, $dist, $target, $upL, $lwL) = @_;
-
-        my $mate_info = "";
-        my $cmd = "";
-
-        if ($event =~ /^CTX$/i) {
-                #print "CTX side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{ samtools view $new_blacklist -q $mapQ -f 16 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^DEL$/i) {
-                #print "DEL side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -F 1568 -f 16 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"} {if((\$7 ~ /=/)&&(\$9<-$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^INS$/i) {
-                #print "INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<$lwL && \$9 > 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq {samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>-$lwL && \$9 < 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^INV$/i) {
-                #print "INV side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -F 1596 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 48 -F 1548 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^TDUP$/i) {
-                #print "TDUP side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-#			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4>\$8)&&(\$9<0)&& (\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-#                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<-$upL )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4<\$8)&&(\$9>0)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^NOV_INS$/i) {
-                #print "NOV_INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 8 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 24 -F 1536 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        }
-
-        $mate_info=~s/\n//g;
-        my @tmp=split(/\t/, $mate_info);
-
-        my $counts = 0;
-
-        if (defined $tmp[3]) {
-                $tmp[3] =~ s/\n//g;
-
-                $counts = $tmp[3] if (length($tmp[3]));
-        }
-        return ({count=>$counts, info=>$mate_info});                                                                                                                                
-}

--- a/2.4/src/SoftSearch_Filter.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,137 +0,0 @@
-#!/usr/bin/perl -s
-open (FILE,"$ARGV[0]")||usage();#die "Not using the right Parameters!\n\n";
-use Getopt::Long;
-#Declare variables
-my ($lsc,$minDist,$skip,$nSC,$nRP,$isize,$answer);
-GetOptions(
-	'dist:s' => \$minDist,		#minimum distance between events
-	'lsc:i' => \$lsc,		#minimum somatic score
-	'nsc:i' => \$nsc, 	#minimum depth of coverage in normal
-	'nRP:i' => \$nRP,	#minimum number of times it can be seen in tumor
-	'isize:i' => \$isize,	
-	'sv:s' => \$sv,		#whether or not to skip small deletions
-	'q:s' => \$answer,		#useful for plotting histograms
-	'skip:s' => \$skip
-	);
-if(defined($lsc)){$lsc=$lsc} else {$lsc=0};
-if(defined($nsc)){$nsc=$nsc} else {$nsc=0};
-if(defined($nRP)){$nRP=$nRP} else {$nRP=0};
-if(defined($minDist)){$minDist=$minDist} else {$minDist=0};
-if(!$isize){$isize=0};
-if(!$uRP){$uRP=0};
-
-if($answer eq "yes"){$answer=$answer} else {$answer="no"};
-
-if ($answer eq "yes"){
-open(lsc,">lsc.out")||die;
-open(nsc,">nsc.out")||die;
-open(nRP,">nRP.out")||die;
-}
-
-
-#Remove hits if they are within $minDist
-$chr="chr1";$pos=0;
-while (<FILE>){
-	if ($_=~/^#/){
-		print; 
-		next
-	};
-	if ($skip){next if $_=~/$skip/}
-	@_=split(/\t/,$_);
-	#Get ISIZE from INFO field
-	my @info=split(/;/,$_[7]);
-       	my $k = 0;
-	my $v = 0; 
-	my $infoHash;
-	for (my $i=0;$i<=@info;$i++){
-        	my @tmp=split(/=/,$info[$i]);
-		$k=shift(@tmp);
-		$v=shift(@tmp);
-		$infoHash{$k}=$v;
-	}
-
-	#Get the value of TYPE to find out how many reads support the event
-        my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0, lSC => 0, nSC => 0,uRP =>0,sDEL => 0,levD_local=>0,distl_levD => 0 };
-	#Get Complete Hash
-	#@_[8] is format
-	#@_[9] is values
-	my @format=split(/:/, $_[8]);
-	my @sample=split(/:/,$_[9]);
-	my %hash; 
-	@hash{@format}=@sample;
-	#Subset has to get proper type of variants
-	my $max_val = 0;
-	my $max_type = "NA";
-	
-	#Get TYPEOF HASH 
-	my %type;
-	%type = %hash ;
-	delete $type{'lSC'};
-        delete $type{'nSC'};
-        delete $type{'uRP'};
-        delete $type{'levD_local'};
-        delete $type{'distl_levD'};
-
- 	while (my ($key,$val)=each(%type)){
-		if($val > $max_val){$max_val=$val;$max_type=$key}
-		}
-
-
-#######################################################################################################
-        #Start applying filters
-	
-	#Remove hits if they are within $minDist
-	$chrom=$_[0];$position=$_[1];
-
-	#next if chroms are same and distance is less than X
-	$difference=abs($pos-$position);
-	if(($chrom eq $chr)&&($difference < $minDist)){
-		$pos=$position;$chr=$chrom;;
-		next}
-	$pos=$position;$chr=$chrom;	
-	$EVENT_SIZE=$infoHash{'ISIZE'};
-	$EVENT_TYPE=$max_type;
-	$EVENT_SUPPORT=$max_val;
-	$length_of_softClips=$hash{'lSC'};
-	$number_of_softclips=$hash{'nSC'};
-        $number_of_unmated=$hash{'uRP'};
-	
-	########################################################################
-	#Print if all fileds are ok
-	next if($EVENT_SIZE < $isize);
-        next if($EVENT_SUPPORT < $nRP);
-        next if($length_of_softClips < $lsc);
-        next if($number_of_softclips < $nsc);
-        next if($number_of_unmated < $uRP);
-	next if (($sv)&&($EVENT_TYPE=~/sDEL/));
-	print;
-
-
-	if ($answer eq "yes"){
-	print lsc $length_of_softClips."\n";
-	print nsc $number_of_softclips."\n";
-	print nRP $EVENT_SUPPORT."\n";
-	}
-}
-
-
-sub usage{
-print "\nUsage: Soft_SearchFilter.pl <VCF>\n
-	-dist	#minimum distance between events [0]
-	-lsc	#minimum length soft-clip [0]
-	-nsc	#minimum number of soft-clip [0]
-	-nRP	#minimum number of discordant read pairs [0]
-	-isize	#minimum size [0]
-	-sv	#skip small deletions [no|yes]
-	-skip	#pipe-delimited list of strings to skip (e.g. chrM|chY|chrGL)
-	\n"
-}
-
-#R
-# lsc<-read.table("lsc.out")
-# nsc<-read.table("nsc.out")
-# nRP<-read.table("nRP.out")
-# par(mfrow=c(2,2))
-# hist(lsc$V1,breaks=100)
-# hist(nsc$V1,breaks=100)
-# hist(nRP$V1,breaks=100)

--- a/2.4/src/Subset_targets.sh	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,23 +0,0 @@
-#!/bin/sh
-#$ -V
-#$ -cwd
-#$ -q 1-day
-#$ -m ae
-#$ -M [e-mail]
-#$ -l h_vmem=1G
-#$ -l h_stack=10M
-BAM=$1
-TARGET_BED=$2
-SAMPLE_NUMBER=$3
-
-#cat $HEADER > out.${SAMPLE_NUMBER}.sam
-samtools view -L $TARGET_BED $BAM|
- perl -ane '
- next if ($F[10]=~/#/);
- $minSize=1000;
- if( $F[1] & 8 || $F[1] & 4 ||  $F[8] == 0 || abs($F[8]) > $minSize || $F[5] =~/S/){
- $rName=join("","@",@F[0]);
-  print join ("\n",$rName,$F[9],"+",@F[10])."\n";
-};
- ' >> out.${SAMPLE_NUMBER}.fq
-echo "Done with $BAM `date`"

--- a/2.4/src/blat_parse.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,526 +0,0 @@
-#####################################################################################################################################################
-#Purpose: To parse blat psl file
-#Date: 07-30-2013
-#####################################################################################################################################################
-use Getopt::Long;
-use Cwd;
-#reading input arguments
-&Getopt::Long::GetOptions(
-'b|BLAT_OUT=s'=> \$blat_out,
-'temp:s'=>\$dirtemp,
-'f|FASTA=s'=>\$infast,
-);
-$blat_out =~ s/\s|\t|\r|\n//g;
-$dirtemp =~ s/\s|\t|\r|\n//g;
-$infast =~ s/\s|\t|\r|\n//g;
-$samtools=`which samtools`;
-$samtools =~ s/\s|\t|\r|\n//g;
-
-if($blat_out eq "" || $infast eq "" )
-{
-	die "Try: perl blat_parse.pl -b <PSL FILE> -f <Contigs.fa> 
-	-temp	temporary file directory
-	\n";
-}   
-if (!(-e $samtools))
-{
-	die "samtools must be in your path\n";
-}
-
-if (!(-e $infast))
-{
-	die "input fasta file doesn't exit\n";
-}
-unless(-d $dirtemp)
-{
-    #system("mkdir -p $dirtemp");
-    $dirtemp= getcwd;
-}	
-#opening the blat output file
-open(BUFF,$blat_out) or die "no file found $blat_out\n";
-open(WRBUFF,">$dirtemp/Temp_out.txt") or  die "not able to write the file \n";
-#parsing throught he file
-while(<BUFF>)
-{
-	if($_ =~ m/^\d/)
-	{
-		print WRBUFF $_;	
-	}
-	else
-	{
-		print "ignoring headers $.\n";
-	}
-}	
-close(WRBUFF);
-system("sort -k10,10 -k18,18n $dirtemp/Temp_out.txt > $dirtemp/Temp_out1.txt");
-system("mv  $dirtemp/Temp_out1.txt $dirtemp/Temp_out.txt");
-open(BUFF,"$dirtemp/Temp_out.txt") or die "no file found Temp_out.txt\n";
-open(WRBUFF,">$dirtemp/File1_out.txt") or  die "not able to write the file \n";
-close(WRBUFF);
-
-$prev_contig_name="";
-my @temp;
-#parsing throught he file
-while(<BUFF>)
-{
-	
-		chomp($_);
-		split "\t";
-		if($_[9] ne $prev_contig_name)
-		{
-			if($prev_contig_name ne "")
-			{
-				#print @temp."\n";
-				#print @temp."\n";
-				&processing(@temp);
-			}
-			undef(@temp);
-			push(@temp,$_);		
-		}
-		else
-		{
-			push(@temp,$_);
-		}	
-		$prev_contig_name=$_[9];	
-	
-	
-}	
-#processing last record
-&processing(@temp);
-#print @temp."\n";
-close(BUFF);
-
-
-
-
-##################SUBROUTINES######################
-#actual processing of each record in the temp array(same query name objects)
-
-sub processing {
-	open(WRBUFF,">>$dirtemp/File1_out.txt") or  die "not able to write the file \n";
-        open(BAD_CONTIG,">>$dirtemp/bad_contig.out.txt") or  die "not able to write the file \n";
-
-	@temp = @_;
-	#if number of hits for a contig is one
-	if(@temp == 1)
-	{
-			$i=0;
-			#define blocksizes array
-			@row=split("\t",$temp[$i]);
-			$row[18] =~ s/,$//g;
-			@blockSizes=split(',',$row[18]);
-			#defining var
-			$qSize=$row[10];
-			$qStart=$row[11];
-			$qStop=$row[12];
-			$tstart=$row[15];
-			$tstop=$row[16];
-			$Strand=$row[8];
-			$coverage = $row[9];
-			$coverage =~ s/\w+_//g;
-			#calculate match val
-			if(($qSize-($qStop-$qStart)) ==0)
-			{ 	
-				$flag=1;
-				#these ara non informative
-				if (@blockSizes ==1)
-				{
-					print "ignoring one of the event $row[9] $i as the event is non informative \n";
-					print BAD_CONTIG "$row[9]\n";
-				}
-				#Ignoring when number of blocks are more than two
-				if(@blockSizes > 2)
-				{
-					print "ignoring event $row[9] $. AS BLOCK SIZE is greater than 2\n";	
-				}
-				#if number of blocks is equal to 2
-				if(@blockSizes == 2)
-				{
-					$temp1=$tstart+$blockSizes[0]+1;
-					$temp2=$tstop-$blockSizes[1]-1;
-						
-					print  WRBUFF "$row[9]\t$row[13]\t$temp1\t$Strand\t$row[13]\t$temp2\t$Strand\t$coverage\n";
-				}
-				$i=@temp;
-			}
-			#later part missing
-			elsif($qStart ==0)
-			{	
-				$temp1=$tstart+$blockSizes[0]+1;
-				$infast_chr=$infast;
-				$infast_chr=~ s/\.fa//g;
-				$infast_chr_start=$qStop+1;
-				$infast_chr_stop=$qSize;
-				$sys="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-				
-				$sys = `$sys`;
-				chomp($sys);
-				@sys=split("\n",$sys);
-				$INSERTION="";
-				for($i=1;$i<@sys;$i++)
-				{
-					$INSERTION=$INSERTION.$sys[$i];
-				}
-				$INSERTION_LENGTH=length($INSERTION);
-				$temp1=$tstart+$blockSizes[0]+1;
-				print  WRBUFF "$row[9]\t$row[13]\t$temp1\t$Strand\tUNKNOWN\tUNKNOWN\t$Strand\t$coverage\t$INSERTION\t$INSERTION_LENGTH\n";
-				
-			}
-			#intial part missing
-			elsif($qStop == $qSize)
-			{
-				$temp1=$tstart;
-				$infast_chr=$infast;
-				$infast_chr=~ s/\.fa//g;
-				$infast_chr_start=0;
-				$infast_chr_stop=$qStart;
-				$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-				#die "$sys\n";
-				$sys = `$sys`;
-				#die "$sys\n";
-				chomp($sys);
-				@sys=split("\n",$sys);
-				$INSERTION="";
-				for( $i=1;$i<@sys;$i++)
-				{
-						$INSERTION=$INSERTION.$sys[$i];
-				}
-				$INSERTION_LENGTH=length($INSERTION);
-				$temp1=$tstart+1;
-				print  WRBUFF "$row[9]\tUNKNOWN\tUNKNOWN\t$Strand\t$row[13]\t$temp1\t$Strand\t$coverage\n";
-				
-			}
-			else
-			{
-				print "ignoring one of the event $row[9] $i as the event is non informative \n";
-			}
-		
-	}
-	#if number of hits for a contig is greater than one
-	else
-	{
-		#this flag is used to see if perfect hit not found (match val =0)
-		$flag1 = 0;
-		for(my $i=0;$i<@temp;$i++)
-		{
-			
-			#define blocksizes array
-			@row=split("\t",$temp[$i]);
-			$row[18] =~ s/,$//g;
-			@blockSizes=split(',',$row[18]);
-			#defining var
-			$qSize=$row[10];
-			$qStart=$row[11];
-			$qStop=$row[12];
-			$tstart=$row[15];
-			$tstop=$row[16];
-			$Strand=$row[8];
-			$coverage = $row[9];
-			$coverage =~ s/\w+_//g;
-			#calculate match val
-			if(($qSize-($qStop-$qStart)) ==0)
-			{ 	
-				$flag1=1;
-				#these ara non informative
-				if (@blockSizes ==1)
-				{
-					print "ignoring one of the event $row[9] $i as the event is non informative \n";
-					print BAD_CONTIG "$row[9]\n";
-				}
-				#Ignoring when number of blocks are more than two
-				if(@blockSizes > 2)
-				{
-					print "ignoring event $row[9] $. AS BLOCK SIZE is greater than 2\n";	
-				}
-				if(@blockSizes == 2)
-				{
-					$temp1=$tstart+$blockSizes[0]+1;
-					$temp2=$tstop-$blockSizes[1]-1;
-						
-					print  WRBUFF "$row[9]\t$row[13]\t$temp1\t$Strand\t$row[13]\t$temp2\t$Strand\t$coverage\n";
-				}
-				$i=@temp;
-			}
-		}
-		#as flag value not changed proceed to see next step
-		if($flag1 == 0)
-		{
-			undef(@initial);
-			my @initial;
-			for(my $i=0;$i<@temp;$i++)
-			{
-				@row=split("\t",$temp[$i]);
-				#print "@row\n";
-				unshift(@initial,[@row]);
-			}
-			#sortin the hits according to qstart & qend
-			@initial = sort {$a->[11] <=> $b->[11] || $b->[12] <=> $a->[12]} @initial;
-			#print "$row[9]\t@initial\n";
-			#if($row[9]  eq "NODE_5_length_149_cov_12.395973")
-			#{
-			#	for($i=0;$i<@initial;$i++)
-			#	{
-			#		print "@{$initial[$i]}\n";
-			#	}
-			#}
-			$start = "";
-			$stop = "";
-			$start_len=0;
-			$stop_len=0;
-			#this super flag is used to skip processing of remaining uncessary hits
-			$super_flag = 0;
-			for($i=0;$i<@initial && $super_flag == 0;$i++)
-			{
-				$flag = 0;
-				#print "@{$initial[$i]}\n";
-				$initial[$i][18] =~ s/,$//g;
-				@blockSizes1=split(',',$initial[$i][18]);
-				#defining var
-				$qSize1=$initial[$i][10];
-				$qStart1=$initial[$i][11];
-				$qStop1=$initial[$i][12];
-				$tstart1=$initial[$i][15];
-				$tstop1=$initial[$i][16];
-				$Strand1=$initial[$i][8];
-				$Chr1 = $initial[$i][13];
-				$coverage1 = $initial[$i][9];
-				$coverage1 =~ s/\w+_//g;
-				#die "$qSize1\t$qStart1\t$qStop1\t$tstart1\t$tstop1\t$Strand1\t$Chr1\t$coverage1\n";
-				#if a hit qstart = 0 then set flag =1 
-				if($qStart1 == 0)
-				{
-					$flag =1;
-				}
-				#if a hit qstop = 0 then set flag =2 
-				if($qStop1 == $qSize1)
-				{
-					$flag =2;
-				}
-				#if($row[9]  eq "NODE_5_length_149_cov_12.395973")
-				#{
-				#	print "$flag \n";
-				#}
-				if(@blockSizes1 == 1)
-				{
-					if($flag == 1 )
-					{
-						for($j=0;$j<@initial;$j++)
-						{
-							#both hits should not be the same 
-							if($i != $j)
-							{
-								#print "@{$initial[$i]}\n";
-								$initial[$j][18] =~ s/,$//g;
-								@blockSizes2=split(',',$initial[$j][18]);
-								#defining var
-								$qSize2=$initial[$j][10];
-								$qStart2=$initial[$j][11];
-								$qStop2=$initial[$j][12];
-								$tstart2=$initial[$j][15];
-								$tstop2=$initial[$j][16];
-								$Strand2=$initial[$j][8];
-								$coverage2 = $initial[$j][9];
-								$Chr2 = $initial[$j][13];
-								$coverage2 =~ s/\w+_//g;
-								#making sure both hits are not over lapping
-								if($qStart2 > $qStart1)
-								{	#allowing +-2 bases as the this hit is immediate next continous hit
-									if($qStop1 >= $qStart2 -2  &&  $qStop1 <= $qStart2 +2  )
-									{
-										#perfect match
-										if($qStop2 == $qSize2)
-										{
-											if($Strand1 eq "+")
-											{
-												$tmp1 = $tstart1+$blockSizes1[0]+1;
-												$tmp2 = $tstart2+$blockSizes2[0];
-												print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-											}
-											else
-											{
-												$tmp1 = $tstart1+1;
-												$tmp2 = $tstart2+1;
-												print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-											
-											}
-											$super_flag = 1;
-											$j = @initial+1;	
-										}
-										#some part is missing after the second hit
-										else
-										{
-											$tmp1 = $tstart1+$blockSizes1[0];
-											$tmp2 = $tstart2+$blockSizes2[0];
-											$INSERTION="";
-											$infast_chr=$infast;
-											$infast_chr=~ s/\.fa//g;
-											$infast_chr_start=$qStop1+1;
-											$infast_chr_stop=$qStart2-1;
-											$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-											#die "$sys\n";
-											$sys = `$sys`;
-											#die "$sys\n";
-											chomp($sys);
-											@sys=split("\n",$sys);
-											for( $i=1;$i<@sys;$i++)
-											{
-												$INSERTION=$INSERTION.$sys[$i];
-											}
-											$INSERTION_LENGTH=length($INSERTION);
-											print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-											$super_flag = 1;
-											$j = @initial+1;	 
-										}
-										
-									}
-									#if there are some insertion between two hits
-									elsif($qStop2 == $qSize2)
-									{
-										$tmp1 = $tstart1+$blockSizes1[0];
-										$tmp2 = $tstart2+$blockSizes2[0];
-										$INSERTION="";
-										$infast_chr=$infast;
-										$infast_chr=~ s/\.fa//g;
-										$infast_chr_start=$qStop2+1;
-										$infast_chr_stop=$qSize;
-										$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-										#die "$sys\n";
-										$sys = `$sys`;
-										#die "$sys\n";
-										chomp($sys);
-										@sys=split("\n",$sys);
-										for( $i=1;$i<@sys;$i++)
-										{
-											$INSERTION=$INSERTION.$sys[$i];
-										}
-										$INSERTION_LENGTH=length($INSERTION);
-										print WRBUFF "$initial[$i][9]\t$Chr1\t$tmp1\t$Strand1\t$Chr2\t$tmp2\t$Strand2\t$coverage1\n";
-										$super_flag = 1;
-										$j = @initial+1;	
-									}
-												
-								}
-									
-							}	
-						}
-						#if none worked with other reads then only process that read
-						if($j == @initial)
-						{
-							#die "success\n";
-							$temp1=$tstart1+$blockSizes1[0]+1;
-							#print  WRBUFF "$Chr1\t$temp1\t$Strand1\tUNKNOWN\tUNKNOWN\t$Strand\t$coverage\n";
-							$infast_chr=$infast;
-							$infast_chr=~ s/\.fa//g;
-							$infast_chr_start=$qStop1+1;
-							$infast_chr_stop=$qSize1;
-							$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-							#die "$sys\n";
-							$sys = `$sys`;
-							#die "$sys\n";
-							chomp($sys);
-							@sys=split("\n",$sys);
-							$INSERTION="";
-							for( $i=1;$i<@sys;$i++)
-							{
-								$INSERTION=$INSERTION.$sys[$i];
-							}
-							$INSERTION_LENGTH=length($INSERTION);
-							print WRBUFF "$initial[$i][9]\t$Chr1\t$temp1\t$Strand1\tUNKNOWN\tUNKNOWN\t$Strand1\t$coverage1\n";
-							$super_flag = 1;
-						}	
-					}
-					#if query end is matched to query size
-					elsif($flag == 2)
-					{
-						#going through other hits
-						for($j=0;$j<@initial;$j++)
-						{
-							#hits should not be same
-							if($i != $j && $qStop2)
-							{
-								#print "@{$initial[$i]}\n";
-								$initial[$j][18] =~ s/,$//g;
-								@blockSizes2=split(',',$initial[$j][18]);
-								#defining var
-								$qSize2=$initial[$j][10];
-								$qStart2=$initial[$j][11];
-								$qStop2=$initial[$j][12];
-								$tstart2=$initial[$j][15];
-								$tstop2=$initial[$j][16];
-								$Strand2=$initial[$j][8];
-								$coverage2 = $initial[$j][9];
-								$Chr2 = $initial[$j][13];
-								$coverage2 =~ s/\w+_//g;
-								#if 
-								if($qStop2 < $qStop1)
-								{
-									if($qStart1 >= $qStop2 -2  &&  $qStart1 <= $qStop2 +2  )
-									{
-										#die "$qStart1 <= $qStop2 \n";
-										$tmp1 = $tstart1+$blockSizes1[0];
-										$tmp2 = $tstart2+$blockSizes2[0];
-										$INSERTION="";
-										$infast_chr=$infast;
-										$infast_chr=~ s/\.fa//g;
-										$infast_chr_start=0;
-										$infast_chr_stop=$qStart1-1;
-										$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-										#die "test $sys\n";
-										$sys = `$sys`;
-										#die "$sys\n";
-										chomp($sys);
-										@sys=split("\n",$sys);
-										for( $i=1;$i<@sys;$i++)
-										{
-											$INSERTION=$INSERTION.$sys[$i];
-										}
-										$INSERTION_LENGTH=length($INSERTION);
-										print WRBUFF "$initial[$i][9]\t$Chr2\t$tmp2\t$Strand2\t$Chr1\t$tmp1\t$Strand1\t$coverage1\n";
-										$super_flag = 1;
-										$j = @initial+1;
-										
-									}
-									
-								}	
-							}
-						}
-						if($j == @initial)
-						{
-							$infast_chr=$infast;
-							$infast_chr=~ s/\.fa//g;
-							$infast_chr_start=0;
-							$infast_chr_stop=$qStart1;
-							$sys ="$samtools faidx $infast $infast_chr:$infast_chr_start-$infast_chr_stop";
-							#die "test $sys\n";
-							$sys = `$sys`;
-							#die "$sys\n";
-							chomp($sys);
-							@sys=split("\n",$sys);
-							$INSERTION="";
-							for( $i=1;$i<@sys;$i++)
-							{
-								$INSERTION=$INSERTION.$sys[$i];							
-							}
-							$INSERTION_LENGTH=length($INSERTION);
-							$tmp = $tstart1+1;
-							print WRBUFF "$initial[$i][9]\tUNKNOWN\tUNKNOWN\t$Strand1\t$Chr1\t$tmp\t$Strand1\t$coverage1\n";
-							$super_flag = 1;
-						}	
-					}
-				}
-				elsif(@blockSizes == 2)
-				{
-					$temp1=$tstart1+$blockSizes[0]+1;
-					$temp2=$tstop1-$blockSizes[1]-1;
-					print  WRBUFF "$initial[$i][9]\t$Chr1\t$temp1\t$Strand1\t$Chr1\t$temp2\t$Strand1\t$coverage1\n";
-				
-				}		
-			}
-		}
-		
-	}
-	close(WRBUFF);
-	
-	undef(@temp);
-}
- 

--- a/2.4/src/cluster.pair.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,70 +0,0 @@
-#!/usr/bin/perl                                                                                                                                            
-use strict;
-use POSIX;
-
-my $usage = "cluster.pair.pl maxdist\n";
-my $maxdist = shift or die $usage;
-
-my %count;
-
-while (<STDIN>){
-    chomp;
-    my ($sample, $chrstart, $start, $chrend, $end) = split /\t/;
-    my $nstart = floor ($start/$maxdist);
-    my $nend   = floor ($end/$maxdist);
-    my $coord = {start=>$start, end=>$end};
-
-    push @{$count{$chrstart}->{$nstart}->{$chrend}->{$nend}->{$sample}}, $coord;
-}
-
-print_groups (\%count);
-
-sub print_groups {
-    my ($rcount) = @_;
-    my %count = %{$rcount};
-
-    foreach my $chrstart (sort {$a<=>$b} keys %count) {
-	foreach my $posstart (sort {$a<=>$b} keys %{$count{$chrstart}}) {
-	    my %fcoord = %{$count{$chrstart}->{$posstart}};
-
-	    foreach my $chrend (sort {$a<=>$b} keys %fcoord) {
-		foreach my $posend (sort {$a<=>$b} keys %{$fcoord{$chrend}}){
-		    my @nsamples = sort {$a cmp $b} (keys %{$fcoord{$chrend}->{$posend}});
-
-		    my $cpos = $fcoord{$chrend}->{$posend};
-
-		    my @coords;
-		    my $totnum=0;
-	    
-		    foreach my $sample (@nsamples) {
-			my ($num, $avgx, $avgy) = calc_moments(@{$cpos->{$sample}});
-			push (@coords, {start=>$avgx, end=>$avgy});
-			$totnum+=$num;
-		    }
-
-		    my ($num, $avgx, $avgy)  = calc_moments(@coords);
-	    
-		    print $chrstart."\t".$avgx."\t".$chrend."\t".$avgy ."\t".$num."\t".$totnum."\t" ;
-	    
-		    print $_."\t" foreach (@nsamples);
-		    print "\n";
-		}
-	    }
-	}
-    }
-}
-
-sub calc_moments {
-    my (@pos) = @_;
-
-    my ($num, $sumx, $sumy) = (0,0,0);
-    foreach my $cpos (@pos) {
-	$num++;
-	$sumx+=$cpos->{start};
-	$sumy+=$cpos->{end};
-    }
-    my $avgx = sprintf ("%d", $sumx/$num);
-    my $avgy = sprintf ("%d", $sumy/$num);
-
-    return ($num, $avgx, $avgy);
-}

--- a/2.4/src/direction_filter.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,55 +0,0 @@
-use Getopt::Long;
-my ($v);
-
-GetOptions ("v|verbose"  => \$v);   # flag
-
-
-
-open (FILE,"$ARGV[0]") or die "Cant find file\n\n";
-my $dist=0;
-my $pos=0;
-my @max=0;
-my @events=0;
-
-while(<FILE>){
-	$dist=0;
-	@first=split(/\s+/,$_);
-	$numEvents=($_=~tr/\|//)+1;
-	$dist=$first[1]-$pos;
-	push(@max,$_);
-	push(@events,$numEvents);
-#print "STARTING_POS=$pos\n";
-	if(($dist<500)||eof()){
-		until (($dist>500)||eof()){
-			$newline=<FILE>;
-			@second=split(/\s+/,$newline);
-			$numEvents=($newline=~tr/\|//)+1;
-			push(@max,$newline);
-			push(@events,$numEvents);
-			if($v){print "DIST=$dist\nSEC1=@second[1] POS1=$pos;\n";}
-			my $tmp=$pos;
-			$pos=@second[1];
-			$dist=@second[1]-$tmp;
-		}
-	}
-if ($v){print "Corrected dist= $dist\n" if ($v)};
-	#Get the last values since they don't count
-	$NL=pop(@max);
-	$NE=pop(@events);
-	my $idxMax = 0;
-	#Get the index of the largest value in array
-	if ($v){print "Picking from events:\n"};
-	$events[$idxMax] > $events[$_] or $idxMax = $_ for 1 .. $#events;
-
-	my $val=@max[$idxMax];
-	print "$val" unless ($val=~/^0$/) ;
-	
-	
-	@max=$NL;
-	@events=$NE;		
-	my @tmp=split(/\s+/,$NL);
-	$pos=$tmp[1];
-}
-
-close FILE;
-

--- a/2.4/src/reduce_redundancy.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,65 +0,0 @@
-open(BUFF,"$ARGV[0]") or die "no input file found\n";
-$range="$ARGV[1]";
-my %hash;
-my %store;
-$prev_chr="";
-$next=0;
-while(<BUFF>)
-{
-	chomp($_);
-	#print "$.\n";
-	if($_ !~ m/^#/)
-	{
-		@array=split("\t",$_);
-		$chr=$array[0];
-		$pos=$array[1];
-		$value=$array[@array-1];
-		if($prev_chr ne $chr )
-		{
-			if($prev_chr ne "")
-			{
-				foreach $key (sort {$hash{$b} <=> $hash{$a} } keys %hash)
-                        	{
-                                	print "$store{$key}\n";
-                                	last;
-                        	}
-
-			}
-			$next = $pos+$range;
-			undef(%hash);
-			undef(%store);
-		}
-		if($next< $pos)
-		{	
-			foreach $key (sort {$hash{$b} <=> $hash{$a} } keys %hash)
-			{
-     				print "$store{$key}\n";
-				last;
-			}
-			$next = $pos+$range;
-			undef(%hash);
-			undef(%store);
-			
-		}	
-		if($value eq "NA")
-                {
-                      $hash{$chr." ".$pos." ".$.}=0;
-                }
-                else
-                {
-                       $hash{$chr." ".$pos." ".$.}=$value;
-               	}
-                $store{$chr." ".$pos." ".$.}=$_;
-	}
-	else
-	{
-		print $_."\n";
-	}
-	$prev_chr = $chr;
-}
-foreach $key (sort {$hash{$b} <=> $hash{$a} } keys %hash)
-{
-       print "$store{$key}\n";
-       last;
-}
-

--- a/2.4/src/run_blat.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,68 +0,0 @@
-#####################################################################################################################################################
-#Purpose: To perform blat and organize blat
-#Date: 07-19-2013
-#####################################################################################################################################################
-use Getopt::Long;
-#reading input arguments
-&Getopt::Long::GetOptions(
-'BLAT_PATH=s'=> \$blatpath,
-'REF_FILE=s'=> \$reffile,
-'INPUT_FILE=s' => \$inputfile,
-'OUTPUT_FILE=s' => \$outputfile,
-'MIN_SCORE=s'=> \$minScore,
-'MIN_IDENTITY=s'=> \$minidentity,
-'BLAT_PORT=s'=>\$blatport
-);
-$blatpath =~ s/\s|\t|\r|\n//g;
-$reffile=~ s/\s|\t|\r|\n//g;
-$inputfile=~ s/\s|\t|\r|\n//g;
-$outputfile=~ s/\s|\t|\r|\n//g;
-$minScore=~ s/\s|\t|\r|\n//g;
-$minidentity=~ s/\s|\t|\r|\n//g;
-$blatport=~ s/\s|\t|\r|\n//g;
-#input arguments
-
-#checking for missing arguments
-if($blatport eq "" || $blatpath eq "" || $reffile eq "" || $inputfile eq "" || $outputfile eq "" || $minScore eq "" || $minidentity eq "")
-{
-	die "missing arguments\n USAGE : perl perl_blat.pl -BLAT_PORT <BLAT_PORT> -MIN_SCORE <MIN_SCORE> -MIN_IDENTITY <MIN_IDENTITY> -BLAT_PATH <PATH TO BLAT FOLDER> -REF_FILE <PATH TO 2bit file> -INPUT_FILE <INPUT CONFIG FILE> -OUTPUT_FILE <OUTPUT FILE>\n";
-}
-
-#parsing the arguments
-
-#unless(-d $outdir)
-#{
-#	system("mkdir -p $outdir");
-#}
-$status=`$blatpath/gfServer status localhost $blatport |wc -l`;
-chomp($status);
-$count = 0;
-while($status < 2 )
-{
-	if($count > 0)
-	{
-		$blatport = $blatport+int(rand(1000))+1;
-	}
-	print "Starting the server\n";
-	$sys ="$blatpath/gfServer start -canStop localhost $blatport $reffile &";
-	print "$sys\n";
-	system($sys);
-	sleep(300);
-	$status=`$blatpath/gfServer status localhost $blatport |wc -l`;
-	chomp($status);
-	$count++;
-	if($count > 5)
-	{
-		die "something wrong with gfServer or command . Failed 5 times\n";
-	}
-}	
-print "querying \n";
-$sys = "$blatpath/gfClient localhost $blatport / $inputfile $outputfile -minScore=$minScore -minIdentity=$minidentity";
-print "$sys\n";
-system($sys);
-print "stoping the server\n";
-#$sys = "$blatpath/gfServer stop localhost $blatport";
-$pid = `ps|grep gfServer|head -1|cut -f1 -d ' '`;
-$sys ="kill -9 $pid";
-print "$sys\n";
-system($sys);

--- a/2.4/src/standalone_blat2.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,267 +0,0 @@
-#!/usr/bin/perl -sw
-use Getopt::Long;
-sub usage(){
-    print "
-    Usage: <VCF> -g <genome.2bit> -seq|s <seq.fa> -f genome.fa 
-	-o out.vcf
-	-n contig.names
-        -dist   how wide of a window to look for bp [50]\n
-	-v	verbose option
-        Requires samtools,bedTools, and blat in your path\n;
-        ";
-    die;
-}
-#Initialize values
-my ($blat,$genome,$tei_bed,$vntr_bed,$out_vcf,$contig_names,$contig,$fasta,$uninformative_contigs,$dist,$verbose,$bedTools,$samtools);
-GetOptions ("genome|g=s" => \$genome,
-            "o|out:s" => \$out_vcf,
-            "names|n:s" => \$contig_names,
-            "seq|s=s" => \$contig,
-            "f|fasta:s" => \$fasta,
-	    "b|bad:s" => \$uninformative_contigs,
-            "dist:s" => \$dist,
-	    "v" => \$verbose
-	    );
-#$genome="/data2/bsi/reference/db/hg19.2bit""
-#$blat="/projects/bsi/bictools/apps/alignment/blat/34/blat" ;
-#TEI.bed=egrep "LINE|SINE|LTR" /data5/bsi/epibreast/m087494.couch/Reference_Data/Annotations/hg19.repeatMasker.bed >TEI.bed
-#VNTR_BED=egrep "Satellite|Simple_repeat" /data5/bsi/epibreast/m087494.couch/Reference_Data/Annotations/hg19.repeatMasker.bed > VNTR.bed
-
-
-$blat=`which blat`;
-if (!$blat) {die "Your do not have BLAT in your path\n\n"}
-$samtools=`which samtools`;
-if (!$samtools) {die "Your do not have samtools in your path\n\n"}
-$bedTools=`which sortBed`;
-if (!$bedTools) {die "Your do not have bedTools in your path\n\n"}
-
-
-if (!$dist) {$dist=50}
-if (!$out_vcf) {$out_vcf="out.vcf"}
-if (!$contig_names) {$contig_names="contig.names"}
-if (!$uninformative_contigs) {$uninformative_contigs="uninformative.contigs"}
-
-if ((!$genome)||(!$contig)||(!$fasta)){&usage;die;}
-
-
-open(VCF,"$ARGV[0]") or die "must specify VCF file\n\n";
-open(OUT_VCF,">",$out_vcf) or die "can't open the output VCF\n";
-open(CONTIG_LIST,">",$contig_names) or die "can't open the contig names\n";
-open(BAD_CONTIG_LIST,">",$uninformative_contigs) or die "can't open the contig names\n";
-#print "writing to CONTIG_LIST=$contig_names\n";
-while (<VCF>) {
-    if($_=~/^#/){
-        if ($.==1) {
-            print OUT_VCF $_;
-            print OUT_VCF "##INFO=<ID=STRAND,Number=1,Type=String,Description=\"Strand to which assembled contig aligned\">\n";
-            print OUT_VCF "##INFO=<ID=CONTIG,Number=1,Type=String,Description=\"Name of assembeled contig matching event\">\n";
-            print OUT_VCF "##INFO=<ID=MECHANISM,Number=1,Type=String,Description=\"Proposed mechanism of how the event arose\">\n";
-            print OUT_VCF "##INFO=<ID=INSLEN,Number=1,Type=Integer,Description=\"Length of insertion\">\n";
-            print OUT_VCF "##INFO=<ID=HOM_LEN,Number=1,Type=Integer,Description=\"Length of microhomology\">\n"; 
-            next;
-        }
-    else {
-        print OUT_VCF $_;
-        next;
-        }
-    };
-    chomp;
-
-    ##look for exact location of BP
-    @line=split("\t",$_);
-    my($left_chr,$start,$end);
-
-    #Get left position
-    $left_chr=$line[0];
-    $start=$line[1]-$dist;
-    $end=$line[1]+$dist;
-
-    #Get right position
-    my ($mate_pos,@mate,$mate_chr,$mate_start,$mate_end);
-    $mate_pos=$line[4];
-    $mate_pos=~s/[\[|\]|A-Z]//g;
-    #print "mate_pos=$mate_pos\n";
-    @mate=split(/:/,$mate_pos);
-    $mate_chr=$mate[0]; $mate_pos=$mate[1];
-    $mate_start=$mate_pos-$dist;$mate_end=$mate_pos+$dist;
-    #print "$left_chr:$start-$end\n$mate_chr:$mate_start-$mate_end\n";
-    
-    #Run through blat
-    my ($result1,$result2);
-    my $target1=join("",$left_chr,":",$start,"-",$end);
-    my $target2=join("",$mate_chr,":",$mate_start,"-",$mate_end);
-    #print "target1=$target1\ttarget2=$target2\n";die;
-    $result1=get_result($target1);
-    $result2=get_result($target2);
-   
-
-    my $NOV_INS="";
-    #If there is a NOV_INS, then there shouldn't be any output, so trick the results
-    if ($_=~/EVENT=NOV_INS/) {
-        $mate_start=$start;
-        $NOV_INS="true";
-        if (!$result1) {$result1=join("\t","0","0","0","0","0","0","0","0","+","UNKNOWN_NODE","0","0",$dist);}
-        if (!$result2) {$result2=join("\t","0","0","0","0","0","0","0","0","+","UNKNOWN_NODE","0","0",$dist);}
-   }
-    
-    #Skip over events that aren't supported
-    if ((!$result1)||(!$result2)){
-	my @tmp1=split("\t",$result1);
-	my @tmp2=split("\t",$result2);
-	if ($tmp1[9]) {print BAD_CONTIG_LIST "$tmp1[9]\n"}
-	if ($tmp2[9]) {print BAD_CONTIG_LIST "$tmp2[9]\n" }
-	next;
-    }
-    #Parse blat results   
-    my @result1=split("\t",$result1);
-    my @result2=split("\t",$result2);
-if($result2[9] ne $result1[9]){print "$result2[9] != $result1[9]\n";next}
-    #print "@result1\n@result2\n";die;
-    my $pos1=$start+($result1[12]-$result1[11]);
-    my $pos2=$mate_start+($result2[12]-$result2[11]);
-    #print "$_\n$pos1\t$pos2\n";
-    
-    ##############################################################
-    ### Build Classifier
-    
-    my ($QSTART1,$QEND1,$QSTART2,$QEND2,$len,$MECHANISM, $INSERTION, $DELETION, $bed_res1,$bed_res2);
-    $MECHANISM="UNKNOWN";
-    $len="UNKNOWN";
-    #Make sure the later event is second
-    if ($result1[11] <  $result2[11]){
-	$QSTART1=$result1[11];
-	$QEND1=$result1[12];
-	$QSTART2=$result2[11];
-	$QEND2=$result2[12];
-    }
-    else{
-	$QSTART1=$result2[11];
-	$QEND1=$result2[12];
-	$QSTART2=$result1[11];
-	$QEND2=$result1[12];
-    }
-    #Now calculate the difference between $QEND1 and QSTART2
-    if($verbose){print "QEND1=$QEND1\tQSTART2=$QSTART2\n";}
-    $len=$QEND1-$QSTART2;
-    #Check for TEI
-    if($_=~/MECHANISM=TEI/){$MECHANISM="TEI"}
-    elsif($_=~/MECHANISM=VNTR/){$MECHANISM="VNTR"}
-    else{
-        if ($len==0) {$MECHANISM="NHEJ"}
-	else{
-	    if ($len>0){$INSERTION="true"}
-		if ($len<0){$DELETION="true"}
-		    if ($INSERTION){
-		        if ($len>10) {$MECHANISM="FOSTES"}
-		        else{$MECHANISM="NHEJ"}
-		    }
-		elsif ($DELETION){
-		    if ($len>100) {$MECHANISM="NAHR"}
-		        elsif ($len > 2){$MECHANISM="altEJ"}
-		        else{$MECHANISM="NHEJ"}
-	        }
-	    }	
-	}
-
-    
-#if ($verbose){print "@result1";print "@result2";}
-
-    #print out VCF
-    #############################################################
-    # create temporary variable name
-    #############################################################
-    srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-    my $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-    my $random_name2=join "", map { ("a".."z")[rand 26] } 1..8;
-   
-   #Get Ref Base
-   my ($ref_base,$alt_base,$tmp_mate_pos);
-   $ref_base=getBases($left_chr,$pos1,$fasta);
-   $alt_base=getBases($mate_chr,$pos2,$fasta);#print "ALT=$alt_base\n";
-   #Substitute the new mate position and base
-   $tmp_mate_pos=$line[4];
-   $tmp_mate_pos=~s/$mate_pos/$pos2/;
-   $tmp_mate_pos=~s/[A-Z]/$alt_base/;
-   #split apart the INFO field to adjust the ISIZE and MATEID
-   my $NEW_INFO="";
-   my @INFO=split(/;/,$line[7]);
-   for (my $i=0;$i<@INFO;$i++){
-        if ($INFO[$i] =~ /^ISIZE=/){
-            my @tmp=split(/=/,$INFO[$i]);
-            $NEW_INFO.="ISIZE=";
-            my $new_ISZIE=$pos2-$pos1;
-            $NEW_INFO.=$new_ISZIE
-            }
-        elsif($INFO[$i] =~ /^MATE_ID=/){
-            $NEW_INFO.=";MATE_ID=".$random_name2 . ";";
-        }
-        else{
-            $NEW_INFO.=$INFO[$i].";";
-        }
-   }
-   #ADD in strand and name
-   $NEW_INFO.="STRAND=".$result1[8];
-   $NEW_INFO.=";CONTIG=".$result1[9];
-   if($MECHANISM!~/TEI|VNTR/){$NEW_INFO.=";MECHANISM=".$MECHANISM;}
-    $NEW_INFO.=";HOM_LEN=".$len;
-   #don't pring contig nage if its a novel insertion
-   if(!$NOV_INS){print CONTIG_LIST "$result1[9]\n";}#else{print "I'm not printing $result1[9]\n";}
-    print OUT_VCF "$left_chr\t$pos1\t$random_name\t$ref_base\t$tmp_mate_pos\t1000\tPASS\t$NEW_INFO\t$line[8]\t$line[9]\n";
-    #Now go through and fill info in for mate
-    #Substitute the new mate position and base
-   $tmp_mate_pos=$line[4];
-   $tmp_mate_pos=~s/$mate_pos/$pos1/;
-   $tmp_mate_pos=~s/[A-Z]/$ref_base/;
-   $tmp_mate_pos=~s/$mate_chr/$left_chr/;
-    $NEW_INFO="";
-    @INFO=split(/;/,$line[7]);
-   for (my $i=0;$i<@INFO;$i++){
-    if ($INFO[$i] =~ /^ISIZE=/){
-            my @tmp=split(/=/,$INFO[$i]);
-            $NEW_INFO.="ISIZE=";
-            my $new_ISZIE=$pos2-$pos1;
-            $NEW_INFO.=$new_ISZIE
-            }
-        elsif($INFO[$i] =~ /^MATE_ID=/){
-            $NEW_INFO.=";MATE_ID=".$random_name.";";
-        }
-        else{
-            $NEW_INFO.=$INFO[$i].";";
-        }
-   }
-    #ADD in strand and name
-   $NEW_INFO.="STRAND=".$result2[8];
-   $NEW_INFO.=";CONTIG=".$result2[9];
-   if ($MECHANISM!~/TEI|VNTR/){$NEW_INFO.=";MECHANISM=".$MECHANISM;}
-    $NEW_INFO.=";HOM_LEN=".$len;
-
-   #don't pring contig nage if its a novel insertion
-   if(!$NOV_INS){print CONTIG_LIST "$result2[9]\n";} #else{print "I'm not printing $result1[9]\n";}
-    print OUT_VCF "$mate_chr\t$pos2\t$random_name2\t$alt_base\t$tmp_mate_pos\t1000\tPASS\t$NEW_INFO\t$line[8]\t$line[9]\n";
-	if ($verbose){print  "$mate_chr\t$pos2\t$random_name2\t$alt_base\t$tmp_mate_pos\t1000\tPASS\t$NEW_INFO\t$line[8]\t$line[9]\n";}
-}
-close VCF;
-close OUT_VCF;
-close CONTIG_LIST;
-close BAD_CONTIG_LIST;
-sub get_result{
-        my $target=($_[0]);
-if($verbose){print "target=$target\n"}#;die;
-        my $cmd="blat $genome:$target $contig /dev/stdout -t=dna -q=dna -noHead|egrep -v \"Searched|Loaded\" |head -1";
-
-if ($verbose){print "$cmd\n"}        #print "$cmd\n";die;
-        my $result=`$cmd`;
-        next if (!$cmd);
-        return ($result);
-}
-sub getBases{
-        my ($chr,$pos1,$fasta)=@_;
-        my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";$result[1]="NA";};
-        @result = `samtools faidx $fasta $chr:$pos1-$pos1`;
-        if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-}
-
-

--- a/fasta_indexes.loc.sample	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,29 +0,0 @@
-#This is a sample file distributed with Galaxy that enables tools
-#to use a directory of Samtools indexed sequences data files.  You will need
-#to create these data files and then create a fasta_indexes.loc file
-#similar to this one (store it in this directory) that points to
-#the directories in which those files are stored. The fasta_indexes.loc
-#file has this format (white space characters are TAB characters):
-#
-# <unique_build_id>	<dbkey>	<display_name>	<file_base_path>
-#
-#So, for example, if you had hg19 Canonical indexed stored in
-#
-# /depot/data2/galaxy/hg19/sam/,
-#
-#then the fasta_indexes.loc entry would look like this:
-#
-#hg19canon	hg19	Human (Homo sapiens): hg19 Canonical	/depot/data2/galaxy/hg19/sam/hg19canon.fa
-#
-#and your /depot/data2/galaxy/hg19/sam/ directory
-#would contain hg19canon.fa and hg19canon.fa.fai files.
-#
-#Your fasta_indexes.loc file should include an entry per line for
-#each index set you have stored.  The file in the path does actually
-#exist, but it should never be directly used. Instead, the name serves
-#as a prefix for the index file.  For example:
-#
-#hg18canon	hg18	Human (Homo sapiens): hg18 Canonical	/depot/data2/galaxy/hg18/sam/hg18canon.fa
-#hg18full	hg18	Human (Homo sapiens): hg18 Full	/depot/data2/galaxy/hg18/sam/hg18full.fa
-#hg19canon	hg19	Human (Homo sapiens): hg19 Canonical	/depot/data2/galaxy/hg19/sam/hg19canon.fa
-#hg19full	hg19	Human (Homo sapiens): hg19 Full	/depot/data2/galaxy/hg19/sam/hg19full.fa

--- a/softsearch/SoftSearch.pl	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1196 +0,0 @@
-#!/usr/bin/perl
-
-####
-#### Usage: SoftSearch.pl [-lqrmsd] -b <BAM> -f <Genome.fa> -sam <samtools path> -bed <bedtools path>
-#### Created 1-30-2012 by Steven Hart, PhD
-#### [e-mail]
-#### Required bedtools & samtools to be in path
-
-
-use lib "/home/plus91/2.4/lib" ;
-
-use Getopt::Long;
-use strict;
-use warnings;
-#use Data::Dumper;
-use LevD;
-use File::Basename;
-
-my ($INPUT_BAM,$INPUT_FASTA,$OUTPUT_FILE,$minSoft,$minSoftReads,$dist_To_Soft,$bedtools,$samtools);
-my ($minRP, $temp_output, $num_sd, $MapQ, $chrom, $unmated_pairs, $minBQ, $pair_only, $disable_RP_only);
-my ($levD_local_threshold, $levD_distl_threshold,$pe_upper_limit,$high_qual,$sv_only,$blacklist,$genome_file,$verbose);
-
-my $cmd = "";
-
-#Declare variables
-GetOptions(
-	'b=s' => \$INPUT_BAM,
-	'f=s' => \$INPUT_FASTA,
-	'o:s' => \$OUTPUT_FILE,
-	'm:i' => \$minRP,
-	'l:i' => \$minSoft,
-	'r:i' => \$minSoftReads,
-	't:i' => \$temp_output,
-	's:s' => \$num_sd,
-	'd:i' => \$dist_To_Soft,
-	'q:i' => \$MapQ,
-	'c:s' => \$chrom,
-	'u:s' => \$unmated_pairs,
-	'x:s' => \$minBQ,
-	'p' => \$pair_only,
-	'g' => \$disable_RP_only,
-	'j:s' => \$levD_local_threshold,
-	'k:s' => \$levD_distl_threshold,
-        'a:s' => \$pe_upper_limit,
-        'e:s' => \$high_qual,
-	'L' => \$sv_only,
-	'v' => \$verbose, 
-	'blacklist:s' => \$blacklist,
-	'genome_file:s' => \$genome_file,
-	"help|h|?"	=> \&usage);
-unless($sv_only){$sv_only=""};
-if(defined($INPUT_BAM)){$INPUT_BAM=$INPUT_BAM} else {print usage();die "Where is the BAM file?\n\n"}
-if(defined($INPUT_FASTA)){$INPUT_FASTA=$INPUT_FASTA} else {print usage();die "Where is the fasta file?\n\n"}
-my ($fn,$pathname) = fileparse($INPUT_BAM,".bam");
-my $index=`ls $pathname/$fn*bai|head -1`;
-#my $index =`ls \${INPUT_BAM%.bam}*bai`;
-#print "INDEX=$index\n";
-if(!$index){die "\n\nERROR: you need index your BAM file\n\n"}
-
-### get current time
-print "Start Time : " . &spGetCurDateTime() . "\n";
-my $now = time;
-
-#if(defined($OUTPUT_FILE)){$OUTPUT_FILE=$OUTPUT_FILE} else {$OUTPUT_FILE="output.vcf"; print "\nNo outfile specified.  Using output.vcf as default\n\n"}
-if(defined($minSoft)){$minSoft=$minSoft} else {$minSoft=5}
-if(defined($minRP)){$minRP=$minRP} else {$minRP=5}
-if(defined($minSoftReads)){$minSoftReads=$minSoftReads} else {$minSoftReads=5}
-if(defined($dist_To_Soft)){$dist_To_Soft=$dist_To_Soft} else {$dist_To_Soft=300}
-if(defined($num_sd)){$num_sd=$num_sd} else {$num_sd=6}
-if(defined($MapQ)){$MapQ=$MapQ} else {$MapQ=20}
-
-unless (defined $pe_upper_limit) { $pe_upper_limit = 10000; }
-unless (defined $levD_local_threshold) { $levD_local_threshold = 0.05; }
-unless (defined $levD_distl_threshold) { $levD_distl_threshold = 0.05; }
-#Get sample name if available
-my $SAMPLE_NAME="";
-my $OUTNAME ="";
-$SAMPLE_NAME=`samtools view -f2 -H $INPUT_BAM|awk '{if(\$1~/^\@RG/){sub("ID:","",\$2);name=\$2;print name}}'|head -1`;
-#print $SAMPLE_NAME;
-$SAMPLE_NAME=~s/\n//g;
-#print $SAMPLE_NAME;
-my $increase=rand();
-my $fname="test";
-$increase++;
-if (!$OUTPUT_FILE){
-	if($SAMPLE_NAME ne ""){$OUTNAME=$SAMPLE_NAME.".vcf"}
-	else {$OUTNAME="output.vcf"}
-}
-else{$OUTNAME=$OUTPUT_FILE}
-
-print "Writing results to $OUTNAME\n";
-
-
-##Make sure if submitting on SGE, to prepned the "chr".  Not all referecne FAST files require "chr", so we shouldn't force the issue.
-if(!defined($chrom)){$chrom=""}
-if(!defined($unmated_pairs)){$unmated_pairs=0}
-
-my $badQualValue=chr($MapQ);
-if(defined($minBQ)){ $badQualValue=chr($minBQ); }
-
-if($badQualValue  eq "#"){$badQualValue="\#"}
-
-# adding and cheking for samtools and bedtools in the PATh
-## check for bedtools and samtools in the path
-$bedtools=`which intersectBed` ;
-if(!defined($bedtools)){die "\nError:\n\tno bedtools. Please install bedtools and add to the path\n";}
-#$samtools=`samtools 2>&1`;
-$samtools=`which samtools`;
-if($samtools !~ /(samtools)/i){die "\nError:\n\tno samtools. Please install samtools and add to the path\n";}
-
-print "Usage = SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -s $num_sd -c $chrom -b $INPUT_BAM -f $INPUT_FASTA -o $OUTNAME \n\n";
-sub usage {
-	print "\nusage: SoftSearch.pl [-cqlrmsd] -b <BAM> -f <Genome.fa> \n";
-	print "\t-q\t\tMinimum mapping quality [20]\n";
-	print "\t-l\t\tMinimum length of soft-clipped segment [5]\n";
-	print "\t-r\t\tMinimum depth of soft-clipped reads at position [5]\n";
-	print "\t-m\t\tMinimum number of discordant read pairs [5]\n";
-	print "\t-s\t\tNumber of sd away from mean to be considered discordant [6]\n";
-	print "\t-u\t\tNumber of unmated pairs [0]\n";
-	print "\t-d\t\tMax distance between soft-clipped segments and discordant read pairs [300]\n";
-	print "\t-o\t\tOutput file name [output.vcf]\n";
-	print "\t-t\t\tPrint temp files for debugging [no|yes]\n";
-	print "\t-c\t\tuse only this chrom or chr:pos1-pos2\n";
-	print "\t-p\t\tuse paired-end mode only. In other words, don't try to find soft-clipping events!\n";
-	print "\t-g\t\tEnable paired-only seach. This will look for discordant read pairs even without soft clips.\n";
-        print "\t-a\t\tset the minimum distance for a discordant read pair without soft-clipping info [10000]\n";
-        print "\t-L\t\tFlag to print out even small deletions (low quality)\n";
-        print "\t-e\t\tdisable strict quality filtering of base qualities in soft-clipped reads [no]\n";
-        print "\t-blacklist\tareas of the genome to skip calling.  Requires -genome_file\n";
-        print "\t-genome_file\ttab seperated value of chromosome name and length.  Only used with -blacklist option\n\n";
-
-	exit 1;
-	}
-
-
-#############################################################
-# create temporary variable name
-#############################################################
-srand (time ^ $$ ^ unpack "%L*", `ps axww | gzip -f`);
-our $random_name=join "", map { ("a".."z")[rand 26] } 1..8;
-
-#############################################################
-## create green list
-##############################################################
-#
-my $new_blacklist="";
-if($blacklist){
-        if(!$genome_file){die "if using a blacklist, you must also specify the location of a genome_file
-        The format of the genome_file should be
-                chrom   size
-                chr1    249250621
-                chr2    243199373
-                ...
-
-        If using hg19, you can ge the genome file by
-                mysql --user=genome --host=genome-mysql.cse.ucsc.edu -A -e \"select chrom, size from hg19.chromInfo\"  > hg19.genome";}
-        
-	$cmd=join("","complementBed -i $blacklist -g $genome_file >",$random_name,".bed") ;
-	system ($cmd);
-	$new_blacklist=join(""," -L ",$random_name,".bed ");
-	}
-
-if($verbose){print "CMD=$cmd\nBlacklist is $new_blacklist\n";}
-
-
-
-
-
-#############################################################
-# Calcualte insert size distribution of properly mated reads
-#############################################################
-
-#Change for compatability with other operating systems
-#my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|cut -f9|head -10000|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)**2)}'`;
-
-my $metrics=`samtools view -q $MapQ -f2 $INPUT_BAM $chrom|head -10000|cut -f9|awk '{if (\$1<0){\$1=-\$1}else{\$1=\$1} sum+=\$1; sumsq+=\$1*\$1} END {print sum/NR, sqrt(sumsq/NR - (sum/NR)^2)}'`;
-#my ($mean,$stdev)=split(/ /,$metrics);
-my ($mean,$stdev)=split(/\s/,$metrics);
-$stdev=~s/\n//;
-my $upper_limit=int($mean+($num_sd*$stdev));
-my $lower_limit=int($mean-($num_sd*$stdev));
-die if (!$mean);
-print qq{The mean insert size is $mean +/- $stdev (sd)
-The upper limit = $upper_limit
-The lower limit = $lower_limit\n
-};
-if($lower_limit<0){
-	print "Warning!! Given this insert size distribution, we can not call small indels.  No other data will be affected\n";
-	$lower_limit=1;
-}
-my $tmp_name=join ("",$random_name,".tmp.bam");
-my $random_file_sc = "";
-my $command = "";
-
-#############################################################
-# Make sam file that has soft clipped reads
-#############################################################
-#give file a name
-if(!defined($pair_only)){
-	$random_file_sc=join ("",$random_name,".sc.sam");
-	$command=join ("","samtools view -q $MapQ -F 1024 $INPUT_BAM $chrom $new_blacklist| awk '{OFS=\"\\t\"}{c=0;if(\$6~/S/){++c};if(c == 1){print}}' | perl -ane '\$TR=(\@F[10]=~tr/\#//);if(\$TR<2){print}' > ", $random_file_sc);
-
-	print "Making SAM file of soft-clipped reads\n";
-if($verbose){	print "$command\n";}
-	system("$command");
-
-	#############################################################
-	# Find areas that have deep enough soft-clip coverage
-	print "Identifying soft-clipped regions that are at least $minSoft bp long \n";
-	open (FILE,"$random_file_sc")||die "Can't open soft-clipped sam file $random_file_sc\n";
-
-	my $tmpfile=join("",$random_file_sc,".sc.passfilter");
-	open (OUT,">$tmpfile")||die "Can't write files here!\n";
-
-	while(<FILE>){
-		@_ = split(/\t/, $_);
-		#### parse CIGAR string and create a hash of array of each operation
-		my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-		my $hash;
-		map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-		#for ($i=0; $i<=$#softclip_pos; $i++)	{
-		foreach my $softclip (@{$hash->{S}}) {
-			#if	($CIGAR[$softclip_pos[$i]] > $minSoft){
-			if	($softclip > $minSoft){
-				###############Make sure base qualities don't have more than 2 bad marks
-				my $qual=$_[10];
-				my $TR=($qual=~tr/$badQualValue//);
-				if($badQualValue eq "#"){ $TR=($qual=~tr/\#//); }
-				#Skip the soft clip if there is more than 2 bad qual values
-				#next if($TR > 2);
-#				if (!$high_qual){next if($TR > 2);}
-				print OUT;
-				last;
-			}
-		}
-	}
-	close FILE;
-	close OUT;
-
-	$command=join(" ","mv",$tmpfile,$random_file_sc);
-if($verbose){	print "$command\n";}
-	system("$command");
-}
-
-#########################################################
-#Stack up SoftClips
-#########################################################
-my $random_file=join("",$random_name,".sc.direction.bed");
-if(!defined($pair_only)){
-        open (FILE,"$random_file_sc")|| die "Can't open sam file\n";
-        #$random_file=join("",$random_name,".sc.direction");
-
-        print "Calling sides of soft-clips\n";
-        #\nTMPOUT=$random_file\tINPUT=$random_file_sc\n\n";
-        open (TMPOUT,">$random_file")|| die "Can't create tmp file\n";
-
-        while (<FILE>){
-                @_ = split(/\t/, $_);
-                #### parse CIGAR string and create a hash of array of each operation
-                my @CIGAR = split(/([0-9]+[SMIDNHXP])/, $_[5]);
-                my $hash;
-                map { push(@{$hash->{$2}}, $1) if (/(\d+)([SMIDNHXP])/) } @CIGAR;
-
-                #### next if softclips on each end
-                next if ($_[5] =~ /^[0-9]+S.*S$/);
-
-                #### next softclip occurs in the middle
-                next if ($_[5] =~ /^[0-9]+[^S][0-9].*S.+$/);
-
-                my $softclip = $hash->{S}[0];
-
-                my $end1 = 0;
-                my $end2 = 0;
-                my $softBases = "";
-		my $right_corrected="";my $left_corrected="";
-
-        if ($softclip > $minSoft) {
-		
-                        ####If the soft clip occurs at end of read and its on the minus strand, then it's a right clip
-                        if ($_[5] =~ /^.*S$/) {
-                                $end1=$_[3]+length($_[9])-$softclip-1;
-                                $end2=$end1+1;
-next if ($end1<0);
-                                #RIGHT clip on Minus
-                                $softBases=substr($_[9], length($_[9])-$softclip, length($_[9]));
-                                #Right clips don't always get clipped correctly, so fix that
-                                # Check to see if sc base matches ref
-                                $right_corrected=baseCheck($_[2],$end2,"right",$softBases);
-                               print TMPOUT "$right_corrected\n"
-
-                        } else {
-                                #### Begins with S (left clip)
-                                $end1=$_[3]-$softclip;
-next if ($end1<0);
-
-                                $softBases=substr($_[9], 0,$softclip);#print "TMP=$softBases\n";
-        			$left_corrected=baseCheck($_[2],$end1,"left",$softBases);
-if(!$left_corrected){print "baseCheck($_[2],$end1,left,$softBases)\n";next}
-                               print TMPOUT "$left_corrected\n";
-#print "\nSEQ=$_[9]\t\n";
-
-                        }
-        }
-  }
-close FILE;
-close TMPOUT;
-}
-sub baseCheck{
-        my ($chrom,$pos,$direction,$softBases)=@_;
-        #skip if position is less than 0, which is caused by MT DNA
-        return if ($pos<0);
-        my $exit="";
-
-        while(!$exit){
-        if($direction=~/right/){
-                        my $refBase=getSeq($chrom,$pos,$INPUT_FASTA);
-                        my $softBase=substr($softBases,0,1);
-                        if ($softBase !~ /$refBase/){
-                                my $value=join("\t",$chrom,$pos,$pos+1,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos+1;
-                                $softBases=substr($softBases, 1,length($softBases));
-                        }
-         }
-        else{
-                        my $refBase=getSeq($chrom,$pos+1,$INPUT_FASTA);
-                        my $softBase=substr($softBases,-1,1);
-                        if ($softBase !~ /$refBase/){
-                                $pos=$pos-1+length($softBases);
-                                my $value=join("\t",$chrom,$pos-1,$pos,join("|",$softBases,$direction));
-                                $exit="STOP";
-                                return $value;
-                        }
-                        else{
-                                $pos=$pos-1;
-                                $softBases=substr($softBases, 0, -1);
-                                #print "Trying again $softBases\n";
-                       }
-
-        }
-
-}
-}
-#Remove SAM files to conserve space
-unlink($random_file_sc);
-
-
-my $random_file_disc="$INPUT_BAM";
-###
-#
-######################################################
-# Transform Read pair groups into softclip equivalents
-######################################################
-#
-#
-#
-my $v="";
-#if($disable_RP_only){
-print "Running Bam2pair.pl\n";
-print "Looking for discordant read pairs without requiring soft-clipping information\n";
-	use FindBin qw($Bin);
-	my $path=$Bin;
-#	print"\n\nPATH=$path\n\n";
-if($verbose){$v="-v"}
-	my $tmp_out=join("",$random_name,"RP.out");
-	$command=join("","perl ",$path,"/Bam2pair.pl -b $random_file_disc  -o $tmp_out -isize $pe_upper_limit -winsize $dist_To_Soft -min $minRP -chrom $chrom -prefix $random_name -q $MapQ -blacklist $random_name.bed $v");
-if($verbose){	print "$command\n"};
-	system("$command");
-	$command=join("","perl -ane '\$end1=\@F[1];\$end2=\@F[3];print join(\"\\t\",\@F[0..1],\$end1,\"unknown|left\");print \"\\n\";print join(\"\\t\",\@F[2..3],\$end2,\"unknown|left\");print \"\\n\"' ", $tmp_out," >> ",$random_file);
-if($verbose){print "$command\n"};
-	system($command);
-	unlink($tmp_out);
-#}
-#
-
-
-######################################################
-unlink("$random_file","$tmp_name","$random_file","$index","$random_name","$new_blacklist") if (-z $random_file || ! -e $random_file ) ;
-if (-z $random_file || ! -e $random_file){
-	print "Softclipped file is empty($random_file).\nNo soft clipping found using desired paramters\n\n";
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-	}
-
-
-#############################################################
-#  Make sure there are enough soft-clippped supporting reads
-#############################################################
-my $outfile=join("",$random_file,".sc.merge.bed");
-#sortbed -i .sc.direction | mergeBed -nms -d 25 -i stdin > .sc.merge.bed
-$command=join(" ","sortBed -i",$random_file," | mergeBed  -nms -i stdin","|egrep \";|,\"","|awk '{OFS=\"\t\"}(NF==4)'",">",$outfile);
-
-print "$command\n" if ($verbose);
-system("$command");
-
-if (-z $outfile || ! -e $outfile){
-	unlink("$tmp_name","$random_file","$outfile","$index","$random_name","$new_blacklist"); 
-	print "mergeBed file is empty.\nNo strucutral variants found\n\n" ;
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed mergeBed\n";
-
-###############################################################
-# If left and right are on the same line, make into 2 lines
-###############################################################
-open (INFILE,$outfile)||die "couldn't open temp file : $. \n\n";
-my $tmp2=join("",$random_name,".sc.fixed.merge.bed");
-#print "INFILE=$outfile\tOUTFILE=$tmp2\n\n";
-#INPUT FORMAT=chr9\t131467\t131473\tATGCTTATTAAAA|left;TTATTAAAAGCATA|left
-open (OUTFILE,">$tmp2")||die "couldn't create temp file : $. \n\n";
-while(<INFILE>){
-	chomp $_;
-	my $l = $_;
-
-	my @a = split(/\t/, $l);
-	my $info = $a[3];
-	my @info_arr = split(/\;/, $info);
-	my @left_arr=();
-	my @right_arr=();
-	@left_arr = grep(/left/, @info_arr);
-	@right_arr = grep(/right/, @info_arr);
-
-	#New
-	my $left = join(";", @left_arr);
-	my $right = join(";", @right_arr);
-	$info = join(";", @info_arr);
-
-	if((@left_arr) && (@right_arr)){
-		print OUTFILE "$a[0]\t$a[1]\t$a[2]\t$left\n$a[0]\t$a[1]\t$a[2]\t$right\n";
-	} else{
-		my $all=join("\t",@a[0..2],$info);
-		print OUTFILE "$all\n";
-	}
-}
-
-# make sure output file name is $outfile
-$command=join(" ","sed -e '/ /s//\t/g'", $tmp2,"|awk 'BEGIN{OFS=\"\\t\"}(NF==4)'", "|perl -pne 's/ /\t/g'>",$outfile);
-system("$command");
-if($verbose){print "$command\n"};
-unlink("$tmp_name","$random_file","$tmp2","$outfile","$index","random_name","$new_blacklist") if (-z $outfile || ! -e $outfile) ;
- if (-z $outfile || ! -e $outfile){
-	print "Fixed mergeBed file is empty($outfile).\nNo strucutral variants found\n\n";
-        open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-        &print_header();
-        close OUT;
-        exit;
-}
-
-print "completed fixing mergeBed\n\n";
-
-###############################################################
-# Seperate directions of soft clips
-###############################################################
-my $left_sc = join("", "left", $tmp2);
-my $right_sc = join("", "right", $tmp2);
-use FindBin qw($Bin);
-#my $path=$Bin;
-
-$command=join("","grep left ", $tmp2, " |sed -e '/left /s//left\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$left_sc);
-system("$command");
-#print "$command\n";
-$command=join("","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g'|perl ".$path."/direction_filter.pl - >",$right_sc);
-#$command=join(" ","grep right ", $tmp2, " |sed -e '/right /s//right\;/g' | sed -e '/ /s//\t/g' >",$right_sc);
-system("$command");
-#print "$command\n";
-#die "CHECK $right_sc\n";
-
-###############################################################
-# Count the number and identify directions of soft clips
-###############################################################
-print "Count the number and identify directions of soft clips\n";
-#print "looking in $outfile\n";
-$outfile=join("",$random_name,".sc.fixed.merge.bed");
-
-open (INFILE,$outfile)||die "couldn't open temp file\n\n";
-my $tmp3 = join("", $random_file, "predSV");
-open (OUTFILE, ">$tmp3")||die "couldn't create temp file\n\n";
-while(<INFILE>){
-chomp;
-	@_=split(/\t/,$_);
-	my $count=tr/\;//;$count+=tr/\,//;
-	$count=$count+1;
-	my $left=0;
-	my $right=0;
-
-	while ($_ =~ /left/g) { $left++ } # count number of right clips
-	while ($_ =~ /right/g) { $right++ } # count number of left clips
-
-	###############################################################
-	if ($count >= $minSoftReads){
-		####get longets soft-clipped read
-		my @clips=split(/\;|,|\|/,$_[3]);
-
-		my ($max, $temp, $temp2, $temp3, $dir, $maxSclip) = (0) x 6;
-		for (my $i=0; $i<$count; $i++) {
-			my $plus1=$i+1;
-			$temp=length($clips[$i]);
-			$temp2=$clips[$plus1];
-			$temp3=$clips[$i];
-
-			if ($temp > $max){
-				$maxSclip=$temp3;
-				$max =$temp;
-				$dir=$temp2;
-			} else {
-				$max=$max;
-				$dir=$dir;
-				$maxSclip=$maxSclip;
-			}
-			$i++;
-		}
-		my $order2 = join("|", $left, $right);
-        #print join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-		print OUTFILE join ("\t",@_[0..2],$maxSclip,$max,$dir,$count,$order2) . "\n";
-	} elsif($_=~/unknown/){
-	print OUTFILE join ("\t",@_[0..2],"NA","NA","left","NA","NA|NA") . "\n";
-        print OUTFILE join ("\t",@_[0..2],"NA","NA","right","NA","NA|NA") . "\n";
-	}
-	####Format is Chrom,start, end,longest Soft-clip,length of longest Soft-clip, direction of longest soft-clip,#supporting softclips,#right Sclips|#left Sclips
-}
-close INFILE;
-close OUTFILE;
-
-unlink("$tmp2","$tmp_name","$random_file","$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$new_blacklist") if (-z $tmp3 || !-e $tmp3) ;
-
- if (-z $tmp3 || !-e $tmp3){
-	print "No structural variants found while Counting the number and identify directions of soft clips.\n" ;
-
-	open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-	&print_header();
-	close OUT;
-	exit;
-
-}
-
-print "Done counting Softclipped reads\n";
-###############################################################
-#### Print header information
-###############################################################
-open (OUT,">$OUTNAME")||die "Can't write files here!\n";
-&print_header();
-close OUT;
-
-###############################################################
-###############################################################
-#### DO the bulk of the work
-###############################################################
-use List::Util qw(min max);
-open (FILE,"$tmp3")|| die "Can't open file\n";
-open (OUT,">>$OUTNAME")|| die "Can't open file\n";
-
-#print "\nusing $tmp3 and writing to $OUTPUT_FILE \n";
-while (<FILE>){
-	#If left clip {+- or -- or -+ }{+- are uninformative b/c they go upstream}
-	#If right clip {++ or -- or +-}
-	chomp $_;
-	my $line = $_;
-	my @info = split(/\t/, $_);
-
-	if($info[5] eq "left") {
-		bulk_work("left", $line, $random_file_disc);
-
-	} elsif ($info[5] eq "right") {
-		bulk_work("right", $line, $random_file_disc);
-	}
-#if($. ==6){print "THIS IS LINE 6\n$_\n";die}
-print "Completed line $.\n" if ($verbose);
-}
-close FILE;
-close OUT;
-
-###############################################################################
-###############################################################################
-#### Delete temp files
-my $meregedBed=join("",$random_name,".sc.direction.bed.sc.merge.bed");
-
-if(defined($temp_output)){$temp_output=$temp_output} else {$temp_output="no"}
-
-if ($temp_output eq "no"){
-	unlink("$tmp_name","$random_file","$tmp2",,"$tmp3","$outfile","$index","$random_name","$right_sc","$left_sc","$meregedBed","$random_name.bed");
-}
-####Sort VCF
-my $tmp=join(".",$random_name,"tmp");
-#Get header
-$cmd="grep \"#\" $OUTNAME > $tmp";
-system($cmd);
-#sort results
-$cmd="grep -v \"#\" $OUTNAME|perl -pne 's/chr//'|sort -k1,1n -k2,2n|perl -ne 'print \"chr\".\$_' >>$tmp";
-system($cmd);
-$cmd="mv $tmp $OUTNAME";
-system($cmd);
-#remove entries next to each other
-
-
-
-
-#############################################################
-##May not need this anymore since filtering on left and right
-#############################################################
-#my $tmpout=$OUTNAME;
-#$tmpout.=".tmp";
-#use FindBin qw($Bin);
-##my $path=$Bin;
-#$command="perl ".$path."/Extract_nSC.pl $OUTNAME -q nSC > $tmpout";
-##print "Command=$command\n";
-#system($command);
-#$command="perl ".$path."/reduce_redundancy.pl $tmpout $upper_limit |cut -f1-10 > $OUTNAME";
-##print "$command\n";
-#system($command);
-#system("rm $tmpout");
-########################################################
-
-
-
-
-print "Analysis Completed\n\nYou did it!!!\n";
-print "Finish Time : " . &spGetCurDateTime() . "\n";
-$now = time - $now;
-printf("\n\nTotal running time: %02d:%02d:%02d\n\n", int($now / 3600), int(($now % 3600) / 60),
-int($now % 60));
-
-exit;
-
-###############################################################################
-sub rev_comp {
-  my $dna = shift;
-  my $revcomp = reverse($dna);
-  $revcomp =~ tr/ACGTacgt/TGCAtgca/;
-
-  return $revcomp;
-}
-
-
-###############################################################################
-#### to get reference base
-sub getSeq{
-	my ($chr,$pos,$fasta)=@_;
-	#don't require chr
-	#if($chr !~ /^chr/){die "$chr is not correct\n";}
-#	die "$pos is not a number\n" if ($pos <0);
-my @result=();
-        if ($pos <0){print "$pos is not a valid position (likely caused by circular MT chromosome)\n";return;}
-
-	@result = `samtools faidx $fasta $chr:$pos-$pos`;
-	if($result[1]){chomp($result[1]);
-	return uc($result[1]);
-	}
-	return("NA");
-	#### after return will not be printed
-	####print "RESULTS=@result\n";
-}
-
-sub getBases{
-        my ($chr,$pos1,$pos2,$fasta)=@_;
-        #don't require chr
-        #if($chr !~ /^chr/){die "$chr is not correct\n";}
-my @result=();
-        if ($pos1 <0){print "$pos1 is not a valid position (likely caused by circular MT chromosome)\n";return;};
-
-        @result = `samtools faidx $fasta $chr:$pos1-$pos2`;
-	if(!$result[1]){$result[1]="NA"};
-        chomp($result[1]);
-        return uc($result[1]);
-
-        #### after return will not be printed
-        ####print "RESULTS=@result\n";
-}
-###############################################################################
-#### to get time
-sub spGetCurDateTime {
-	my ($sec, $min, $hour, $mday, $mon, $year) = localtime();
-	my $curDateTime = sprintf "%4d-%02d-%02d %02d:%02d:%02d",
-	$year+1900, $mon+1, $mday, $hour, $min, $sec;
-	return ($curDateTime);
-}
-
-
-###############################################################################
-#### print header
-sub print_header {
-	my $date=&spGetCurDateTime();
-	my $header = qq{##fileformat=VCFv4.1
-##fileDate=$date
-##source=SoftSearch.pl
-##reference=$INPUT_FASTA
-##Usage= SoftSearch.pl -l $minSoft -q $MapQ -r $minSoftReads -d $dist_To_Soft -m $minRP -u $unmated_pairs -s $num_sd -b $INPUT_BAM -f $INPUT_FASTA -o $OUTNAME
-##INFO=<ID=SVTYPE,Number=1,Type=String,Description="Type of structural variant">
-##INFO=<ID=EVENT,Number=1,Type=String,Description="ID of event associated to breakend">
-##INFO=<ID=MATEID,Number=.,Type=String,Description="ID of mate breakends">
-##INFO=<ID=ISIZE,Number=.,Type=String,Description="Size of the SV">
-##INFO=<ID=END,Number=1,Type=Integer,Description="End position of the variant described in this record">
-##FORMAT=<ID=lSC,Number=1,Type=Integer,Description="Length of the longest soft clips supporting the BND">
-##FORMAT=<ID=nSC,Number=1,Type=Integer,Description="Number of supporting soft-clips\">
-##FORMAT=<ID=uRP,Number=1,Type=Integer,Description="Number of unmated read pairs nearby Soft-Clips">
-##FORMAT=<ID=levD_local,Number=1,Type=Float,Description="Levenstein distance between soft-clipped bases and the area around the original soft-clipped site">
-##FORMAT=<ID=levD_distl,Number=1,Type=Float,Description="Levenstein distance between the soft-clipped bases and mate location">
-##FORMAT=<ID=CTX,Number=1,Type=Integer,Description="Number of chromosomal translocations">
-##FORMAT=<ID=DEL,Number=1,Type=Integer,Description="Number of reads supporting Large Deletions">
-##FORMAT=<ID=INS,Number=1,Type=Integer,Description="Number of reads supporting Large insertions">
-##FORMAT=<ID=NOV_INS,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##FORMAT=<ID=TDUP,Number=1,Type=Integer,Description="Number of reads supporting a tandem duplication">
-##FORMAT=<ID=INV,Number=1,Type=Integer,Description="Number of reads supporting inversions">
-##FORMAT=<ID=sDEL,Number=1,Type=Integer,Description="Number of reads supporting novel sequence insertion">
-##INFO=<ID=NO_MATE_SC,Number=1,Type=Flag,Description="When there is no softclipping of the mate read location, an appromiate position is used">
-##FORMAT=<ID=GT,Number=1,Type=String,Description="Dummy value for maintaining VCF-Spec">
-#CHROM\tPOS\tID\tREF\tALT\tQUAL\tFILTER\tINFO\tFORMAT\t$SAMPLE_NAME\n};
-
-	print OUT $header;
-}
-
-
-###############################################################################
-sub bulk_work {
-print "#####################################@_\n" if ($verbose);
-	my ($side, $line, $file) = @_;
-	my $local_levD = 0;
-	my $distl_levD = 0;
-
-	#my @info = split(/\t/, $line);
-	my @plus_Reads = split(/\t/, $line);
-	$plus_Reads[7] =~ s/\n//g;
-
-	#### softclip length and softclip size.
-	my $lSC = $plus_Reads[4];
-	my $nSC = $plus_Reads[6];
-
-
-	#Get all types of compatible reads
-	#Get improperly paired reads (@ max distance)
-
-	#### default value for left SIDE.
-	#If left-clip, then look downstream for match of softclipped reads to define a deletion, but look for DRPs upstream
-	my $sv_type = "SVTYPE=BND";
-	my $start_local=0; my $end_local=0;my $target_local="";my $target_drp="";my $start_drp="";my $end_drp="";
-	if ($side =~ /left/) {
-		$start_local = $plus_Reads[1]-$dist_To_Soft;
-		$end_local = $plus_Reads[2];
-                $start_drp = $plus_Reads[1];
-                $end_drp = $plus_Reads[1]+$dist_To_Soft;
-	
-	}
-	else{                
-                $start_local = $plus_Reads[1];
-                $end_local = $plus_Reads[1]+$dist_To_Soft;
-                $start_drp = $plus_Reads[1]-$dist_To_Soft;
-                $end_drp = $plus_Reads[1];
-        }
-	
-	$target_local=join("", $plus_Reads[0], ":", $start_local, "-", $end_local);
-	$target_drp=join("", $plus_Reads[0], ":", $start_drp, "-", $end_drp);
-	my $num_unmapped_pairs="";
-	if ($side =~ /right/) {
-		$num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f8 -F 1536 -c $INPUT_BAM $target_drp`;
-	} else {
-        $num_unmapped_pairs=`samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $INPUT_BAM $target_drp`;
-	}
-if($verbose){print "samtools view $new_blacklist -q $MapQ -f24 -F 1536 -c $INPUT_BAM $target_drp\n";}
-
-	$num_unmapped_pairs=~s/\n//;
-if($verbose){print "NUM UNMAPPED PAIRS= $num_unmapped_pairs\n";}
-	my $REF1_base = "";
-	my $REF2_base = "";
-	my $INFO_1 = "";
-	my $INFO_2 = "";
-	my $ALT_1 = "";
-	my $ALT_2 = "";
-	my $isize = 0;
-	my $QUAL = "";
-	my $FORMAT = "GT:";
-
-	#### get 8 bit rand id
-	my $BND1_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	my $BND2_name = join "", map { ("a".."z")[rand 26] } 1..8;
-	$BND1_name=join "_","BND",$BND1_name;
-	$BND2_name=join "_","BND",$BND2_name;
-
-	my $counts = {CTX => 0, DEL => 0, INS => 0, INV => 0, TDUP => 0, NOV_INS => 0 };
-	my $event_mate_info = {CTX => "", DEL => "", INS => "", INV => "", TDUP => "", NOV_INS => "" };
-
-	#### get mate pair info and counts per event
-	foreach my $e (sort keys %{$counts}) {
-		my $h = get_counts_n_info($e, $side, $MapQ, $file, $dist_To_Soft, $target_drp, $upper_limit, $lower_limit);
-
-		$counts->{$e} = $h->{count};
-		$event_mate_info->{$e} = $h->{info};
-	}
-#print Dumper($counts);
-
-	my $max = 0;
-	my $type = "UNKNOWN";
-	my $nRP = 0;
-	my $mate_info = "NA\tNA\tNA\tNA";
-	my $summary = "GT:";
-
-	#### find max count of events and set type, nRP and info to corresponding
-	#### max count event.
-	#### also create a summary string of all counts to be added to VCF file.
-	foreach my $e (sort keys %{$counts}){
-#		if ($counts->{$e} >=i $max){
-		if ($counts->{$e} > $max){		
-			$type = $e .",". $counts->{$e};
-			$nRP = $counts->{$e};
-
-			$max = $counts->{$e};
-
-			if (length($event_mate_info->{$e})) {
-				$mate_info = $event_mate_info->{$e};
-			}
-		}
-
-		$summary .= $e .",". $counts->{$e} .":";
-	}
-#	print "done with Summary\n";
-	#### remove last colon ":" from
-	$summary =~ s/:$//;
- if (($minRP > $max)&&(!$disable_RP_only )){if ($verbose){print "FAILED BECAUSE ($minRP > $max)&&(!$disable_RP_only )"};return};
-
-	#### Run Levenstein distance on softclip in target region to find out if its a small deletion/insetion
-	#### passing 1: clip_seq, 2: chr, 3: start, 4: end, 5: ref file.
-	my $levD = new LevD;
-########################################################
-########################################################
-########################################################
-
-	#### redefine start and end location for LevD calc.
-#	$start = $plus_Reads[1]-$dist_To_Soft;
-#	$end = $plus_Reads[2];
-	my $num_bases_to_loc=0;
-	my $new_start=0;
-	my $new_end=0;
-	my $del_seq="";
-        my $start = $start_local;
-        my $end = $end_local;
-	if ($lSC=~/NA/){$lSC=0}
-
-	if ($side =~ /right/) {
-	        $levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	        $num_bases_to_loc=$levD->{index};
-		$new_start = $plus_Reads[2];
-                if ($plus_Reads[2]=~/^[0-9]/){$new_end=$plus_Reads[2]+$lSC};
-	}
-	else{
-		$levD->search($plus_Reads[3], $plus_Reads[0], $start, $end, $INPUT_FASTA);
-		$local_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-		$num_bases_to_loc=$levD->{index};
-		if ($plus_Reads[2]=~/^[0-9]/){$new_start=$plus_Reads[2]-$lSC};
-                $new_end = $plus_Reads[2];
-	}
-	if((!$new_start)||(!$new_end)||($new_start<0)){print "FAILED AT ((!$new_start)||(!$new_end)||($new_start<0))\n";return};
-	
-	$del_seq=getBases($plus_Reads[0], $new_start,$new_end,$INPUT_FASTA);
-##############################################################################
-#	#If there is a match, where is the start position of the match?
-#
-##############################################################################
-
-
-	#if $plus_Reads[3] eq "NA", then it was found without soft-clipped reads
-	if($plus_Reads[3] !~  /NA/){
-			if (($local_levD < $levD_local_threshold)) {
-				return if (!$sv_only);
-				#### add value to summary to be written to vcf file.
-				$summary = "GT:sDel," . $plus_Reads[6];
-				$type = "sDEL";
-				###########################################################################
-				##### Printing output
-
-				#########################################
-				##### Get DNA info
-				#########################################
-				#$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF1_base = substr($del_seq, 0, 1);
-
-				#### this is alt ref. for softclip its $plus_Reads[3]
-				$REF2_base = $del_seq;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$isize = length($del_seq);
-
-				#### svtype = none for sDEL
-				#### isize = length($info[3]);
-				#### nRP = NA
-				#### mate_id = NA
-				#### CTX,:DEL,:....sDEL,##
-				$INFO_1=join(";", "SVTYPE=NA", "EVENT=$type", "ISIZE=$isize");
-
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE= "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-				$INFO_2=~s/\s//g;
-
-				$BND1_name =~ s/^BND/LEVD/;
-				# If left, then the start position is plus_Reads[1]-isize
-				my $start_pos=0;
-				#Make sure Ref1 and Ref2 bases are different
-				if($REF2_base eq $REF1_base){$REF1_base="NA"}
-				if($side=~/left/){$start_pos=$plus_Reads[1]-$isize}else{$start_pos=$plus_Reads[1]};		
-				print OUT join ("\t", $plus_Reads[0], $start_pos, $BND1_name, $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				if ($verbose){print "No Softclipped reads here!\n"}
-				return;
-			}
-		}
-
-		#### Otherwise, look for DRP mate info
-	#if($nRP=~/NA/){print "MATE_INFO=$mate_info\tSide=$side\tline=$line\n";}
-		my @mate_info_arr = split(/\t/, $mate_info);
-		$nRP = $mate_info_arr[3];
-		my $mate_chr=$mate_info_arr[0];
-
-			if((! defined $nRP) || ($nRP =~ /na/i) || ($mate_chr =~ /NA/) ){
-			#PRINT UNKNOWN
-	if ($nRP =~ /na/i){print "Can't find SC reads\n" if ($verbose);return};
-	if ($verbose){print "There is an unknown\nNRP=$nRP Mate_CHR=$mate_chr minRP=$minRP\n"}
-				$summary .= ":unknown," . $plus_Reads[6];
-				$type = "unknown";
-				$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-				$REF2_base = $plus_Reads[3];
-				$BND1_name =~ s/^BND/UNKNOWN/;
-				$QUAL = 1/($local_levD + 0.001);
-				$QUAL = sprintf("%.2f",$QUAL);
-				$INFO_1=join(";", "SVTYPE=unknown", "EVENT=unknown", "ISIZE=unknown");
-				#Add Sample infomration
-				my $FORMAT="GT:sDEL";
-				$FORMAT .= ":lSC:nSC:uRP:levD_local";
-				my $SAMPLE = "0/1:";
-				$SAMPLE .= "$plus_Reads[6]:$lSC:$nSC:$num_unmapped_pairs:$local_levD";
-				$SAMPLE=~s/NA/0/g;
-				#### remove any white spaces.
-				$INFO_1=~s/\s//g;
-			       #print join ("\t", $plus_Reads[0], $plus_Reads[1],  $REF2_base, $REF1_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-
-				print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $REF2_base, $QUAL, "PASS", $INFO_1,$FORMAT,$SAMPLE, "\n");
-				return;
-
-		}
-		#### end if there is no mate info or nRP+uRP<minRP
-		if (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP))){
-			print "Something failed here\nif (($nRP<$minRP)&&($unmated_pairs > ($num_unmapped_pairs+$nRP)))\n";
-		return}
-
-		##################################################################################
-		# Find out if mates have nearby soft-clips (to refine the breakpoints)
-		##################################################################################
-		#Look for evidence of soft-clipping near mate
-		my @mate_soft_arr = ();
-		my $mate_start = 0;
-		my $mate_soft = "";
-
-		@mate_info_arr = split(/\t/, $mate_info);
-
-		#### mate start and end locations.
-		my $filename = $right_sc;
-
-		$start = $mate_info_arr[1] - $dist_To_Soft;
-		$end = $mate_info_arr[1];
-
-		if ($side =~ /right/) {
-			$start = $mate_info_arr[2];
-			$end = $mate_info_arr[2] + $dist_To_Soft;
-
-			$filename = $left_sc;
-		}
-
-		#### add levenstein distance to Summary
-	#print "Calc distal Levd\n";
-		$levD->search(rev_comp($plus_Reads[3]), $mate_info_arr[0], $start, $end, $INPUT_FASTA);
-		$distl_levD = sprintf("%.2f", $levD->{relative_edit_dist});
-	$distl_levD = "NA" if($plus_Reads[3] =~ /NA/);
-	#If there is no softclips to string match, then give 0 as quality value
-       if ($plus_Reads[3] !~ /NA/){
-			$QUAL=1/($distl_levD + 0.001);
-		}
-		else	{
-			$QUAL=0;
-		};
-	$QUAL=sprintf("%.2f",$QUAL);
-	#### looking for softclips to refine break point
-	#### if left look in right and vice-versa.
-	$cmd = qq{echo -e "$mate_info_arr[0]\t$start\t$end"};
-	$cmd .= qq{ | awk -F'\t' 'NF==3' | intersectBed -a stdin -b $filename | head -1};
-print "$cmd\n" if $verbose;
-	$mate_soft = `$cmd`;
-
-	$mate_soft =~ s/\n//g;
-	@mate_soft_arr = split(/\s/, $mate_soft);
-my $NO_MATE_SC="";
-	if(@mate_soft_arr){
-		$mate_chr = $mate_soft_arr[0];
-		$mate_start = $mate_soft_arr[1];
-                $NO_MATE_SC="APPROXIMATE";
-
-	} else{
-		@mate_info_arr = split(/\s/,$mate_info);
-		$mate_chr = $mate_info_arr[0];
-		$mate_start = $mate_info_arr[1];
-	}
-
-	#end if there is no mate info
-	return if ($mate_chr eq "");
-	#end if there is no mate info and !disable_RP_only
-	return if (($lSC =~/NA/)&&(!$disable_RP_only));
-	
-	
-	###########################################################################
-	##### Printing output
-
-	#########################################
-	# Get DNA info
-	#########################################
-	#print "PLUS_READS=$plus_Reads[0],$plus_Reads[1]\nMATE=$mate_chr,$mate_start,$INPUT_FASTA\n";
-	$REF1_base = getSeq($plus_Reads[0], $plus_Reads[1], $INPUT_FASTA);
-
-	### this is alt ref. for softclip its $plus_Reads[3]
-	$REF2_base = getSeq($mate_chr, $mate_start, $INPUT_FASTA);
-
-	#########################################
-	# print in VCF format
-	#########################################
-
-	#### abs value to account for left and right reads.
-	$isize = abs($plus_Reads[1]-$mate_start);
-	
-	my $event_type=$type;
-	$event_type=~ s/,|[0-9]//g;
-	$INFO_1=join(";", "$sv_type", "EVENT=$event_type","END=$mate_start", "ISIZE=$isize","MATEID=$BND2_name");
-	$INFO_2=join(";", "$sv_type", "EVENT=$event_type","END=$plus_Reads[1]", "ISIZE=$isize","MATEID=$BND1_name");
-
-	#### remove any white spaces.
-	#### ask: did you mean to remove space from ends? eg. trim()
-	$INFO_1=~s/\s//g;
-	$INFO_2=~s/\s//g;
-
-	$FORMAT=$summary;
- 	$FORMAT=~ s/,|[0-9]//g;
-        $FORMAT .= ":lSC:nSC:uRP:distl_levD";
-	if($NO_MATE_SC){$INFO_2 .= ":NO_MATE_SC"}
-	my $SAMPLE="0/1:";	
-	$SAMPLE .=$summary;
-#        if($NO_MATE_SC){$SAMPLE.= ":$NO_MATE_SC"}
-
-	$SAMPLE=~s/[A-Z|,|_]//g;
-        my $MATE_SAMPLE=$SAMPLE;
-        $SAMPLE .= ":$lSC:$nSC:$num_unmapped_pairs:$distl_levD";
-	$MATE_SAMPLE .=":NA:NA:NA:NA";
-	$SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/::/:/g;
-	$MATE_SAMPLE=~s/NA/0/g;
-	$SAMPLE=~s/NA/0/g;
- 
-	if($type !~ /INV/){
-		$ALT_1 = join("","]",$mate_chr,":",$mate_start,"]",$REF1_base);
-		$ALT_2 = join("",$REF2_base,"[",$plus_Reads[0],":",$plus_Reads[1],"[");
-		#		2      321682 bnd_V  T   ]13:123456]T  6    PASS SVTYPE=BND
-		#		13     123456 bnd_U  C   C[2:321682[   6    PASS SVTYPE=BND
-	} else {
-		$ALT_1 = join("", "]", $plus_Reads[0], ":", $plus_Reads[1], "]", $REF2_base);
-		$ALT_2 = join("", $REF1_base, "[", $mate_chr, ":", $mate_start, "[");
-	}
-
-	if(($mate_chr) && ($plus_Reads[0])){
-		print OUT join ("\t", $plus_Reads[0], $plus_Reads[1], $BND1_name, $REF1_base, $ALT_1, $QUAL,"PASS", $INFO_1, $FORMAT,$SAMPLE,"\n");
-		print OUT join ("\t", $mate_chr, $mate_start, $BND2_name, $REF2_base, $ALT_2, $QUAL, "PASS", $INFO_2, $FORMAT,$MATE_SAMPLE,"\n");
-	}
-}
-
-###############################################################################
-###############################################################################
-sub get_counts_n_info {
-        my ($event, $side, $mapQ, $file, $dist, $target, $upL, $lwL) = @_;
-
-        my $mate_info = "";
-        my $cmd = "";
-
-        if ($event =~ /^CTX$/i) {
-                #print "CTX side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{ samtools view $new_blacklist -q $mapQ -f 16 -F 1536 $file $target};
-                        $cmd .= qq{ | perl -ane 'if(\$F[6] ne "="){\$end=\$F[7]+1; print join ("\\t",\$F[6],\$F[7],\$end,"\\n")}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^DEL$/i) {
-                #print "DEL side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info=`$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -F 1568 -f 16 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"} {if((\$7 ~ /=/)&&(\$9<-$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-
-                        $mate_info=`$cmd`;
-                }
-        } elsif ($event =~ /^INS$/i) {
-                #print "INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<$lwL && \$9 > 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq {samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>-$lwL && \$9 < 0 )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^INV$/i) {
-                #print "INV side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -F 1596 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist_To_Soft -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 48 -F 1548 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^TDUP$/i) {
-                #print "TDUP side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 32 -F 1552 $file $target};
-#			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-			$cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4>\$8)&&(\$9<0)&& (\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 16 -F 1568 $file $target};
-#                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$9<-$upL )){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{if((\$7 ~ /=/)&&(\$4<\$8)&&(\$9>0)&&(\$9>$upL)){end=\$8+1;print \$3,\$8,end}}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        } elsif ($event =~ /^NOV_INS$/i) {
-                #print "NOV_INS side $side\n";
-                if ($side =~ /right/i) {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ -f 8 -F 1552 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                } else {
-                        $cmd = qq{samtools view $new_blacklist -q $mapQ  -f 24 -F 1536 $file $target};
-                        $cmd .= qq{ | awk '{OFS="\\t"}{end=\$8+1;print \$3,\$8,end}'};
-                        $cmd .= qq{ | sortBed | mergeBed -d $dist -n | sort -k4nr | head -1};
-#if($verbose){print "$cmd\n"}
-                        $mate_info = `$cmd`;
-                }
-        }
-
-        $mate_info=~s/\n//g;
-        my @tmp=split(/\t/, $mate_info);
-
-        my $counts = 0;
-
-        if (defined $tmp[3]) {
-                $tmp[3] =~ s/\n//g;
-
-                $counts = $tmp[3] if (length($tmp[3]));
-        }
-        return ({count=>$counts, info=>$mate_info});                                                                                                                                
-}

--- a/softsearch/softsearch.xml	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,53 +0,0 @@
-<?xml version="1.0"?>
-<tool id="SoftSearch" name="SoftSearch">
-  <description>for structure variation</description>
-  <command>#if $source.index_source=="history" 
-	        samtools index $bam_file ; samtools faidx $source.history_fasta_file ; $inc | ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/src/SoftSearch.pl -l $min_length_soft_clip -q $min_map_quality -r $min_depth_soft_clip_loc -m $min_no_discordant_read -s $no_sd_consider_discordant -b $bam_file -f $source.history_fasta_file -o $out_file1
-	    #else
-		samtools index $bam_file ; samtools faidx $source.ref_fasta.fields.path ; $inc | ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/src/SoftSearch.pl -l $min_length_soft_clip -q $min_map_quality -r $min_depth_soft_clip_loc -m $min_no_discordant_read -s $no_sd_consider_discordant -b $bam_file -f $source.ref_fasta.fields.path -o $out_file1
-	    #end if		
- </command>
-  <inputs>
-      <param name="bam_file" type="data"   format="bam" label="BAM Files" />
-	 <conditional name="source">
-            <param name="index_source" type="select" label="Choose the source for the reference list">
-                <option value="cached">Locally cached</option>
-                <option value="history">History</option>
-            </param>
-            <when value="history">
-                <param format="fasta" name="history_fasta_file" type="data" label="Fasta file from history."/>
-            </when>
-            <when value="cached">
-                  <param name="ref_fasta" type="select" >
-                    <options from_data_table="fasta_indexes">
-                    <validator type="no_options" message="No Fasta file is available" />
-                    </options>
-                  </param>
-            </when>
-        </conditional>
-      <param name="inc" type="hidden" value="n=$RANDOM" />
-     	<param name="min_length_soft_clip" type="integer" value="10" label="-l Minimum length of soft-clipped segment [5]" /> 
-        <param name="min_map_quality" type="integer" value="20" label="-q Minimum mapping quality [20]" /> 	
-	<param name="min_depth_soft_clip_loc" type="integer" value="10" label="-r Minimum depth of soft-clipped reads at position [5]" /> 
-	<param name="min_no_discordant_read" type="integer" value="10" label="-m Minimum number of discordant read pairs [5]" /> 
-	<param name="no_sd_consider_discordant" type="integer" value="4" label="-s Number of sd away from mean to be considered discordant" />       
-  </inputs>
-  <outputs>
-      <data format="vcf" name="out_file1" />
-  </outputs>
-  <help>
-  </help>
-</tool>
-
-
-
-
-
-
-
-
-
-
-
-
-

--- a/softsearch/softsearch.xml~	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,53 +0,0 @@
-<?xml version="1.0"?>
-<tool id="SoftSearch" name="SoftSearch">
-  <description>for structure variation</description>
-  <command>#if $source.index_source=="history" 
-	        samtools index $bam_file ; samtools faidx $source.history_fasta_file ; $inc | sudo ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/src/SoftSearch.pl -l $min_length_soft_clip -q $min_map_quality -r $min_depth_soft_clip_loc -m $min_no_discordant_read -s $no_sd_consider_discordant -b $bam_file -f $source.history_fasta_file -o $out_file1
-	    #else
-		samtools index $bam_file ; samtools faidx $source.ref_fasta.fields.path ; $inc | sudo ~/shed_tools/toolshed.g2.bx.psu.edu/repos/plus91-technologies-pvt-ltd/softsearch/e3609c8714fb/softsearch/2.4/src/SoftSearch.pl -l $min_length_soft_clip -q $min_map_quality -r $min_depth_soft_clip_loc -m $min_no_discordant_read -s $no_sd_consider_discordant -b $bam_file -f $source.ref_fasta.fields.path -o $out_file1
-	    #end if		
- </command>
-  <inputs>
-      <param name="bam_file" type="data"   format="bam" label="BAM Files" />
-	 <conditional name="source">
-            <param name="index_source" type="select" label="Choose the source for the reference list">
-                <option value="cached">Locally cached</option>
-                <option value="history">History</option>
-            </param>
-            <when value="history">
-                <param format="fasta" name="history_fasta_file" type="data" label="Fasta file from history."/>
-            </when>
-            <when value="cached">
-                  <param name="ref_fasta" type="select" >
-                    <options from_data_table="fasta_indexes">
-                    <validator type="no_options" message="No Fasta file is available" />
-                    </options>
-                  </param>
-            </when>
-        </conditional>
-      <param name="inc" type="hidden" value="n=$RANDOM" />
-     	<param name="min_length_soft_clip" type="integer" value="10" label="-l Minimum length of soft-clipped segment [5]" /> 
-        <param name="min_map_quality" type="integer" value="20" label="-q Minimum mapping quality [20]" /> 	
-	<param name="min_depth_soft_clip_loc" type="integer" value="10" label="-r Minimum depth of soft-clipped reads at position [5]" /> 
-	<param name="min_no_discordant_read" type="integer" value="10" label="-m Minimum number of discordant read pairs [5]" /> 
-	<param name="no_sd_consider_discordant" type="integer" value="4" label="-s Number of sd away from mean to be considered discordant" />       
-  </inputs>
-  <outputs>
-      <data format="vcf" name="out_file1" />
-  </outputs>
-  <help>
-  </help>
-</tool>
-
-
-
-
-
-
-
-
-
-
-
-
-

Binary file test-data/Small_test.bam has changed

Binary file test-data/Small_test.bam.bai has changed

--- a/test-data/chr1.small.fa	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,20000 +0,0 @@
->chr1 dna:chromosome chromosome:GRCh37:1:1:249250621:1
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNTAACCCTAACCCTAACCCTA
-ACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTA
-ACCCTAACCCTAACCCTAACCCTAACCCAACCCTAACCCTAACCCTAACCCTAACCCTAA
-CCCTAACCCCTAACCCTAACCCTAACCCTAACCCTAACCTAACCCTAACCCTAACCCTAA
-CCCTAACCCTAACCCTAACCCTAACCCTAACCCCTAACCCTAACCCTAAACCCTAAACCC
-TAACCCTAACCCTAACCCTAACCCTAACCCCAACCCCAACCCCAACCCCAACCCCAACCC
-CAACCCTAACCCCTAACCCTAACCCTAACCCTACCCTAACCCTAACCCTAACCCTAACCC
-TAACCCTAACCCCTAACCCCTAACCCTAACCCTAACCCTAACCCTAACCCTAACCCTAAC
-CCCTAACCCTAACCCTAACCCTAACCCTCGCGGTACCCTCAGCCGGCCCGCCCGCCCGGG
-TCTGACCTGAGGAGAACTGTGCTCCGCCTTCAGAGTACCACCGAAATCTGTGCAGAGGAC
-AACGCAGCTCCGCCCTCGCGGTGCTCTCCGGGTCTGTGCTGAGGAGAACGCAACTCCGCC
-GTTGCAAAGGCGCGCCGCGCCGGCGCAGGCGCAGAGAGGCGCGCCGCGCCGGCGCAGGCG
-CAGAGAGGCGCGCCGCGCCGGCGCAGGCGCAGAGAGGCGCGCCGCGCCGGCGCAGGCGCA
-GAGAGGCGCGCCGCGCCGGCGCAGGCGCAGAGAGGCGCGCCGCGCCGGCGCAGGCGCAGA
-CACATGCTAGCGCGTCGGGGTGGAGGCGTGGCGCAGGCGCAGAGAGGCGCGCCGCGCCGG
-CGCAGGCGCAGAGACACATGCTACCGCGTCCAGGGGTGGAGGCGTGGCGCAGGCGCAGAG
-AGGCGCACCGCGCCGGCGCAGGCGCAGAGACACATGCTAGCGCGTCCAGGGGTGGAGGCG
-TGGCGCAGGCGCAGAGACGCAAGCCTACGGGCGGGGGTTGGGGGGGCGTGTGTTGCAGGA
-GCAAAGTCGCACGGCGCCGGGCTGGGGCGGGGGGAGGGTGGCGCCGTGCACGCGCAGAAA
-CTCACGTCACGGTGGCGCGGCGCAGAGACGGGTAGAACCTCAGTAATCCGAAAAGCCGGG
-ATCGACCGCCCCTTGCTTGCAGCCGGGCACTACAGGACCCGCTTGCTCACGGTGCTGTGC
-CAGGGCGCCCCCTGCTGGCGACTAGGGCAACTGCAGGGCTCTCTTGCTTAGAGTGGTGGC
-CAGCGCCCCCTGCTGGCGCCGGGGCACTGCAGGGCCCTCTTGCTTACTGTATAGTGGTGG
-CACGCCGCCTGCTGGCAGCTAGGGACATTGCAGGGTCCTCTTGCTCAAGGTGTAGTGGCA
-GCACGCCCACCTGCTGGCAGCTGGGGACACTGCCGGGCCCTCTTGCTCCAACAGTACTGG
-CGGATTATAGGGAAACACCCGGAGCATATGCTGTTTGGTCTCAGTAGACTCCTAAATATG
-GGATTCCTGGGTTTAAAAGTAAAAAATAAATATGTTTAATTTGTGAACTGATTACCATCA
-GAATTGTACTGTTCTGTATCCCACCAGCAATGTCTAGGAATGCCTGTTTCTCCACAAAGT
-GTTTACTTTTGGATTTTTGCCAGTCTAACAGGTGAAGCCCTGGAGATTCTTATTAGTGAT
-TTGGGCTGGGGCCTGGCCATGTGTATTTTTTTAAATTTCCACTGATGATTTTGCTGCATG
-GCCGGTGTTGAGAATGACTGCGCAAATTTGCCGGATTTCCTTTGCTGTTCCTGCATGTAG
-TTTAAACGAGATTGCCAGCACCGGGTATCATTCACCATTTTTCTTTTCGTTAACTTGCCG
-TCAGCCTTTTCTTTGACCTCTTCTTTCTGTTCATGTGTATTTGCTGTCTCTTAGCCCAGA
-CTTCCCGTGTCCTTTCCACCGGGCCTTTGAGAGGTCACAGGGTCTTGATGCTGTGGTCTT
-CATCTGCAGGTGTCTGACTTCCAGCAACTGCTGGCCTGTGCCAGGGTGCAAGCTGAGCAC
-TGGAGTGGAGTTTTCCTGTGGAGAGGAGCCATGCCTAGAGTGGGATGGGCCATTGTTCAT
-CTTCTGGCCCCTGTTGTCTGCATGTAACTTAATACCACAACCAGGCATAGGGGAAAGATT
-GGAGGAAAGATGAGTGAGAGCATCAACTTCTCTCACAACCTAGGCCAGTAAGTAGTGCTT
-GTGCTCATCTCCTTGGCTGTGATACGTGGCCGGCCCTCGCTCCAGCAGCTGGACCCCTAC
-CTGCCGTCTGCTGCCATCGGAGCCCAAAGCCGGGCTGTGACTGCTCAGACCAGCCGGCTG
-GAGGGAGGGGCTCAGCAGGTCTGGCTTTGGCCCTGGGAGAGCAGGTGGAAGATCAGGCAG
-GCCATCGCTGCCACAGAACCCAGTGGATTGGCCTAGGTGGGATCTCTGAGCTCAACAAGC
-CCTCTCTGGGTGGTAGGTGCAGAGACGGGAGGGGCAGAGCCGCAGGCACAGCCAAGAGGG
-CTGAAGAAATGGTAGAACGGAGCAGCTGGTGATGTGTGGGCCCACCGGCCCCAGGCTCCT
-GTCTCCCCCCAGGTGTGTGGTGATGCCAGGCATGCCCTTCCCCAGCATCAGGTCTCCAGA
-GCTGCAGAAGACGACGGCCGACTTGGATCACACTCTTGTGAGTGTCCCCAGTGTTGCAGA
-GGTGAGAGGAGAGTAGACAGTGAGTGGGAGTGGCGTCGCCCCTAGGGCTCTACGGGGCCG
-GCGTCTCCTGTCTCCTGGAGAGGCTTCGATGCCCCTCCACACCCTCTTGATCTTCCCTGT
-GATGTCATCTGGAGCCCTGCTGCTTGCGGTGGCCTATAAAGCCTCCTAGTCTGGCTCCAA
-GGCCTGGCAGAGTCTTTCCCAGGGAAAGCTACAAGCAGCAAACAGTCTGCATGGGTCATC
-CCCTTCACTCCCAGCTCAGAGCCCAGGCCAGGGGCCCCCAAGAAAGGCTCTGGTGGAGAA
-CCTGTGCATGAAGGCTGTCAACCAGTCCATAGGCAAGCCTGGCTGCCTCCAGCTGGGTCG
-ACAGACAGGGGCTGGAGAAGGGGAGAAGAGGAAAGTGAGGTTGCCTGCCCTGTCTCCTAC
-CTGAGGCTGAGGAAGGAGAAGGGGATGCACTGTTGGGGAGGCAGCTGTAACTCAAAGCCT
-TAGCCTCTGTTCCCACGAAGGCAGGGCCATCAGGCACCAAAGGGATTCTGCCAGCATAGT
-GCTCCTGGACCAGTGATACACCCGGCACCCTGTCCTGGACACGCTGTTGGCCTGGATCTG
-AGCCCTGGTGGAGGTCAAAGCCACCTTTGGTTCTGCCATTGCTGCTGTGTGGAAGTTCAC
-TCCTGCCTTTTCCTTTCCCTAGAGCCTCCACCACCCCGAGATCACATTTCTCACTGCCTT
-TTGTCTGCCCAGTTTCACCAGAAGTAGGCCTCTTCCTGACAGGCAGCTGCACCACTGCCT
-GGCGCTGTGCCCTTCCTTTGCTCTGCCCGCTGGAGACGGTGTTTGTCATGGGCCTGGTCT
-GCAGGGATCCTGCTACAAAGGTGAAACCCAGGAGAGTGTGGAGTCCAGAGTGTTGCCAGG
-ACCCAGGCACAGGCATTAGTGCCCGTTGGAGAAAACAGGGGAATCCCGAAGAAATGGTGG
-GTCCTGGCCATCCGTGAGATCTTCCCAGGGCAGCTCCCCTCTGTGGAATCCAATCTGTCT
-TCCATCCTGCGTGGCCGAGGGCCAGGCTTCTCACTGGGCCTCTGCAGGAGGCTGCCATTT
-GTCCTGCCCACCTTCTTAGAAGCGAGACGGAGCAGACCCATCTGCTACTGCCCTTTCTAT
-AATAACTAAAGTTAGCTGCCCTGGACTATTCACCCCCTAGTCTCAATTTAAGAAGATCCC
-CATGGCCACAGGGCCCCTGCCTGGGGGCTTGTCACCTCCCCCACCTTCTTCCTGAGTCAT
-TCCTGCAGCCTTGCTCCCTAACCTGCCCCACAGCCTTGCCTGGATTTCTATCTCCCTGGC
-TTGGTGCCAGTTCCTCCAAGTCGATGGCACCTCCCTCCCTCTCAACCACTTGAGCAAACT
-CCAAGACATCTTCTACCCCAACACCAGCAATTGTGCCAAGGGCCATTAGGCTCTCAGCAT
-GACTATTTTTAGAGACCCCGTGTCTGTCACTGAAACCTTTTTTGTGGGAGACTATTCCTC
-CCATCTGCAACAGCTGCCCCTGCTGACTGCCCTTCTCTCCTCCCTCTCATCCCAGAGAAA
-CAGGTCAGCTGGGAGCTTCTGCCCCCACTGCCTAGGGACCAACAGGGGCAGGAGGCAGTC
-ACTGACCCCGAGACGTTTGCATCCTGCACAGCTAGAGATCCTTTATTAAAAGCACACTGT
-TGGTTTCTGCTCAGTTCTTTATTGATTGGTGTGCCGTTTTCTCTGGAAGCCTCTTAAGAA
-CACAGTGGCGCAGGCTGGGTGGAGCCGTCCCCCCATGGAGCACAGGCAGACAGAAGTCCC
-CGCCCCAGCTGTGTGGCCTCAAGCCAGCCTTCCGCTCCTTGAAGCTGGTCTCCACACAGT
-GCTGGTTCCGTCACCCCCTCCCAAGGAAGTAGGTCTGAGCAGCTTGTCCTGGCTGTGTCC
-ATGTCAGAGCAACGGCCCAAGTCTGGGTCTGGGGGGGAAGGTGTCATGGAGCCCCCTACG
-ATTCCCAGTCGTCCTCGTCCTCCTCTGCCTGTGGCTGCTGCGGTGGCGGCAGAGGAGGGA
-TGGAGTCTGACACGCGGGCAAAGGCTCCTCCGGGCCCCTCACCAGCCCCAGGTCCTTTCC
-CAGAGATGCCTGGAGGGAAAAGGCTGAGTGAGGGTGGTTGGTGGGAAACCCTGGTTCCCC
-CAGCCCCCGGAGACTTAAATACAGGAAGAAAAAGGCAGGACAGAATTACAAGGTGCTGGC
-CCAGGGCGGGCAGCGGCCCTGCCTCCTACCCTTGCGCCTCATGACCAGCTTGTTGAAGAG
-ATCCGACATCAAGTGCCCACCTTGGCTCGTGGCTCTCACTGCAACGGGAAAGCCACAGAC
-TGGGGTGAAGAGTTCAGTCACATGCGACCGGTGACTCCCTGTCCCCACCCCCATGACACT
-CCCCAGCCCTCCAAGGCCACTGTGTTTCCCAGTTAGCTCAGAGCCTCAGTCGATCCCTGA
-CCCAGCACCGGGCACTGATGAGACAGCGGCTGTTTGAGGAGCCACCTCCCAGCCACCTCG
-GGGCCAGGGCCAGGGTGTGCAGCACCACTGTACAATGGGGAAACTGGCCCAGAGAGGTGA
-GGCAGCTTGCCTGGGGTCACAGAGCAAGGCAAAAGCAGCGCTGGGTACAAGCTCAAAACC
-ATAGTGCCCAGGGCACTGCCGCTGCAGGCGCAGGCATCGCATCACACCAGTGTCTGCGTT
-CACAGCAGGCATCATCAGTAGCCTCCAGAGGCCTCAGGTCCAGTCTCTAAAAATATCTCA
-GGAGGCTGCAGTGGCTGACCATTGCCTTGGACCGCTCTTGGCAGTCGAAGAAGATTCTCC
-TGTCAGTTTGAGCTGGGTGAGCTTAGAGAGGAAAGCTCCACTATGGCTCCCAAACCAGGA
-AGGAGCCATAGCCCAGGCAGGAGGGCTGAGGACCTCTGGTGGCGGCCCAGGGCTTCCAGC
-ATGTGCCCTAGGGGAAGCAGGGGCCAGCTGGCAAGAGCAGGGGGTGGGCAGAAAGCACCC
-GGTGGACTCAGGGCTGGAGGGGAGGAGGCGATCTTGCCCAAGGCCCTCCGACTGCAAGCT
-CCAGGGCCCGCTCACCTTGCTCCTGCTCCTTCTGCTGCTGCTTCTCCAGCTTTCGCTCCT
-TCATGCTGCGCAGCTTGGCCTTGCCGATGCCCCCAGCTTGGCGGATGGACTCTAGCAGAG
-TGGCCAGCCACCGGAGGGGTCAACCACTTCCCTGGGAGCTCCCTGGACTGGAGCCGGGAG
-GTGGGGAACAGGGCAAGGAGGAAAGGCTGCTCAGGCAGGGCTGGGGAAGCTTACTGTGTC
-CAAGAGCCTGCTGGGAGGGAAGTCACCTCCCCTCAAACGAGGAGCCCTGCGCTGGGGAGG
-CCGGACCTTTGGAGACTGTGTGTGGGGGCCTGGGCACTGACTTCTGCAACCACCTGAGCG
-CGGGCATCCTGTGTGCAGATACTCCCTGCTTCCTCTCTAGCCCCCACCCTGCAGAGCTGG
-ACCCCTGAGCTAGCCATGCTCTGACAGTCTCAGTTGCACACACGAGCCAGCAGAGGGGTT
-TTGTGCCACTTCTGGATGCTAGGGTTACACTGGGAGACACAGCAGTGAAGCTGAAATGAA
-AAATGTGTTGCTGTAGTTTGTTATTAGACCCCTTCTTTCCATTGGTTTAATTAGGAATGG
-GGAACCCAGAGCCTCACTTGTTCAGGCTCCCTCTGCCCTAGAAGTGAGAAGTCCAGAGCT
-CTACAGTTTGAAAACCACTATTTTATGAACCAAGTAGAACAAGATATTTGAAATGGAAAC
-TATTCAAAAAATTGAGAATTTCTGACCACTTAACAAACCCACAGAAAATCCACCCGAGTG
-CACTGAGCACGCCAGAAATCAGGTGGCCTCAAAGAGCTGCTCCCACCTGAAGGAGACGCG
-CTGCTGCTGCTGTCGTCCTGCCTGGCGCCTTGGCCTACAGGGGCCGCGGTTGAGGGTGGG
-AGTGGGGGTGCACTGGCCAGCACCTCAGGAGCTGGGGGTGGTGGTGGGGGCGGTGGGGGT
-GGTGTTAGTACCCCATCTTGTAGGTCTGAAACACAAAGTGTGGGGTGTCTAGGGAAGAAG
-GTGTGTGACCAGGGAGGTCCCCGGCCCAGCTCCCATCCCAGAACCCAGCTCACCTACCTT
-GAGAGGCTCGGCTACCTCAGTGTGGAAGGTGGGCAGTTCTGGAATGGTGCCAGGGGCAGA
-GGGGGCAATGCCGGGGCCCAGGTCGGCAATGTACATGAGGTCGTTGGCAATGCCGGGCAG
-GTCAGGCAGGTAGGATGGAACATCAATCTCAGGCACCTGGCCCAGGTCTGGCACATAGAA
-GTAGTTCTCTGGGACCTGCAAGATTAGGCAGGGACATGTGAGAGGTGACAGGGACCTGCA
-GGGGCAGCCAACAAGACCTTGTGTGCACCTCCCATGGGTGGAATAAGGGGCCCAACAGCC
-TTGACTGGAGAGGAGCTCTGGCAAGGCCCTGGGCCACTGCACCTGTCTCCACCTCTGTCC
-CACCCCTCCCACCTGCTGTTCCAGCTGCTCTCTCTTGCTGATGGACAAGGGGGCATCAAA
-CAGCTTCTCCTCTGTCTCTGCCCCCAGCATCACATGGGTCTTTGTTACAGCACCAGCCAG
-GGGGTCCAGGAAGACATACTTCTTCTACCTACAGAGGCGACATGGGGGTCAGGCAAGCTG
-ACACCCGCTGTCCTGAGCCCATGTTCCTCTCCCACATCATCAGGGGCACAGCGTGCACTG
-TGGGGTCCCAGGCCTCCCGAGCCGAGCCACCCGTCACCCCCTGGCTCCTGGCCTATGTGC
-TGTACCTGTGTCTGATGCCCTGGGTCCCCACTAAGCCAGGCCGGGCCTCCCGCCCACACC
-CCTCGGCCCTGCCCTCTGGCCATACAGGTTCTCGGTGGTGTTGAAGAGCAGCAAGGAGCT
-GACAGAGCTGATGTTGCTGGGAAGACCCCCAAGTCCCTCTTCTGCATCGTCCTCGGGCTC
-CGGCTTGGTGCTCACGCACACAGGAAAGTCCTTCAGCTTCTCCTGAGAGGGCCAGGATGG
-CCAAGGGATGGTGAATATTTGGTGCTGGGCCTAATCAGCTGCCATCCCATCCCAGTCAGC
-CTCCTCTGGGGGACAGAACCCTATGGTGGCCCCGGCTCCTCCCCAGTATCCAGTCCTCCT
-GGTGTGTGACAGGCTATATGCGCGGCCAGCAGACCTGCAGGGCCCGCTCGTCCAGGGGGC
-GGTGCTTGCTCTGGATCCTGTGGCGGGGGCGTCTCTGCAGGCCAGGGTCCTGGGCGCCCG
-TGAAGATGGAGCCATATTCCTGCAGGCGCCCTGGAGCAGGGTACTTGGCACTGGAGAACA
-CCTGTGGACACAGGGACAAGTCTGAGGGGGCCCCAAGAGGCTCAGAGGGCTAGGATTGCT
-TGGCAGGAGAGGGTGGAGTTGGAAGCCTGGGCGAGAAGAAAGCTCAAGGTACAGGTGGGC
-AGCAGGGCAGAGACTGGGCAGCCTCAGAGGCACGGGGAAATGGAGGGACTGCCCAGTAGC
-CTCAGGACACAGGGGTATGGGGACTACCTTGATGGCCTTCTTGCTGCCCTTGATCTTCTC
-AATCTTGGCCTGGGCCAAGGAGACCTTCTCTCCAATGGCCTGCACCTGGCTCCGGCTCTG
-CTCTACCTGCTGGGAGATCCTGCCATGGAGAAGATCACAGAGGCTGGGCTGCTCCCCACC
-CTCTGCACACCTCCTGCTTCTAACAGCAGAGCTGCCAGGCCAGGCCCTCAGGCAAGGGCT
-CTGAAGTCAGGGTCACCTACTTGCCAGGGCCGATCTTGGTGCCATCCAGGGGGCCTCTAC
-AAGGATAATCTGACCTGCAGGGTCGAGGAGTTGACGGTGCTGAGTTCCCTGCACTCTCAG
-TAGGGACAGGCCCTATGCTGCCACCTGTACATGCTATCTGAAGGACAGCCTCCAGGGCAC
-ACAGAGGATGGTATTTACACATGCACACATGGCTACTGATGGGGCAAGCACTTCACAACC
-CCTCATGATCACGTGCAGCAGACAATGTGGCCTCTGCAGAGGGGGAACGGAGACCGGAGG
-CTGAGACTGGCAAGGCTGGACCTGAGTGTCGTCACCTAAATTCAGACGGGGAACTGCCCC
-TGCACATACTGAACGGCTCACTGAGCAAACCCCGAGTCCCGACCACCGCCTCAGTGTGGT
-CTAGCTCCTCACCTGCTTCCATCCTCCCTGGTGCGGGGTGGGCCCAGTGATATCAGCTGC
-CTGCTGTTCCCCAGATGTGCCAAGTGCATTCTTGTGTGCTTGCATCTCATGGAACGCCAT
-TTCCCCAGACATCCCTGTGGCTGGCTCCTGATGCCCGAGGCCCAAGTGTCTGATGCTTTA
-AGGCACATCACCCCACTCATGCTTTTCCATGTTCTTTGGCCGCAGCAAGGCCGCTCTCAC
-TGCAAAGTTAACTCTGATGCGTGTGTAACACAACATCCTCCTCCCAGTCGCCCCTGTAGC
-TCCCCTACCTCCAAGAGCCCAGCCCTTGCCCACAGGGCCACACTCCACGTGCAGAGCAGC
-CTCAGCACTCACCGGGCACGAGCGAGCCTGTGTGGTGCGCAGGGATGAGAAGGCAGAGGC
-GCGACTGGGGTTCATGAGGAAGGGCAGGAGGAGGGTGTGGGATGGTGGAGGGGTTTGAGA
-AGGCAGAGGCGCGACTGGGGTTCATGAGGAAAGGGAGGGGGAGGATGTGGGATGGTGGAG
-GGGCTGCAGACTCTGGGCTAGGGAAAGCTGGGATGTCTCTAAAGGTTGGAATGAATGGCC
-TAGAATCCGACCCAATAAGCCAAAGCCACTTCCACCAACGTTAGAAGGCCTTGGCCCCCA
-GAGAGCCAATTTCACAATCCAGAAGTCCCCGTGCCCTAAAGGGTCTGCCCTGATTACTCC
-TGGCTCCTTGTGTGCAGGGGGCTCAGGCATGGCAGGGCTGGGAGTACCAGCAGGCACTCA
-AGCGGCTTAAGTGTTCCATGACAGACTGGTATGAAGGTGGCCACAATTCAGAAAGAAAAA
-AGAAGAGCACCATCTCCTTCCAGTGAGGAAGCGGGACCACCACCCAGCGTGTGCTCCATC
-TTTTCTGGCTGGGGAGAGGCCTTCATCTGCTGTAAAGGGTCCTCCAGCACAAGCTGTCTT
-AATTGACCCTAGTTCCCAGGGCAGCCTCGTTCTGCCTTGGGTGCTGACACGACCTTCGGT
-AGGTGCATAAGCTCTGCATTCGAGGTCCACAGGGGCAGTGGGAGGGAACTGAGACTGGGG
-AGGGACAAAGGCTGCTCTGTCCTGGTGCTCCCACAAAGGAGAAGGGCTGATCACTCAAAG
-TTGCGAACACCAAGCTCAACAATGAGCCCTGGAAAATTTCTGGAATGGATTATTAAACAG
-AGAGTCTGTAAGCACTTAGAAAAGGCCGCGGTGAGTCCCAGGGGCCAGCACTGCTCGAAA
-TGTACAGCATTTCTCTTTGTAACAGGATTATTAGCCTGCTGTGCCCGGGGAAAACATGCA
-GCACAGTGCATCTCGAGTCAGCAGGATTTTGACGGCTTCTAACAAAATCTTGTAGACAAG
-ATGGAGCTATGGGGGTTGGAGGAGAGAACATATAGGAAAAATCAGAGCCAAATGAACCAC
-AGCCCCAAAGGGCACAGTTGAACAATGGACTGATTCCAGCCTTGCACGGAGGGATCTGGC
-AGAGTCCATCCAGTTCATTCAACACCTGGTTAGAAAACTGGGGCCAGCACACAGGGGAAG
-GGTAAGCTGGTTTCATGATCGAATCAAGGCTCAGACAATTTTTAAAGGCCAGAGGGTAGA
-CTGCAATCACCAAGATGAAATTTACAAGGAACAAATGTGAAGCCCAACATTTAGGTTTTA
-AAAATCAAGCGTATAAATACAGAAGGTGGAGGGAACTTGCTTTAGACACAGTTCAGGTGA
-AGAAAGACCTGGAAACTTCTGTTAACTATAAGCTCAGTAGGGGCTAAAAGCATGTTAATC
-GGCATAAAAAGGCAATGAGATCTTAGGGCACACAGCTCCCCGCCCCTCTTCTGCCCTTCA
-TCCTTCTTTCAATCAGCAGGGACCGTGCACTCTCTTGGAGCCACCACAGAAAACAGAGGT
-GCATCCAGCACCACAGAAAACAGAGCCACCACAGAAAACAGAGGGTGACTGTCATCCCCT
-CCAGTCTCTGCACACTCCCAGCTGCAGCAGAGCAGGAGGAGAGAGCACAGCCTGCAATGC
-TAATTTGCCAGGAGCTCACCTGCCTGCGTCACTGGGCACAGACGCCAGTGAGGCCAGAGG
-CCGGGCTGTGCTGGGGCCTGAGCCGGGTGGTGGGGAGAGAGTCTCTCCCCTGCCCCTGTC
-TCTTCCGTGCAGGAGGAGCATGTTTAAGGGGACGGGTTCAAAGCTGGTCACATCCCCACC
-GAAAAAGCCCATGGACAACGAAAAGCCCACTAGCTTGTCCAGTGCCACAGGAGGGGCAAG
-TGGAGGAGGAGAGGTGGCGGTGCTCCCCACTCCACTGCCAGTCGTCACTGGCTCTCCCTT
-CCCTTCATCCTCGTTCCCTATCTGTCACCATTTCCTGTCGTCGTTTCCTCTGAATGTCTC
-ACCCTGCCCTCCCTGCTTGCAAGTCCCCTGTCTGTAGCCTCACCCCTGTCGTATCCTGAC
-TACAATAACAGCTTCTGGGTGTCCCTGGCATCCACTCTCTCTCCCTTCTTGTCCCTTCCG
-TGACGGATGCCTGAGGAACCTTCCCCAAACTCTTCTGTCCCATCCCTGCCCTGCTCAAAA
-TCCAATCACAGCTCCCTAACACGCCTGAATCAACTTGAAGTCCTGTCTTGAGTAATCCGT
-GGGCCCTAACTCACTCATCCCAACTCTTCACTCACTGCCCTGCCCCACACCCTGCCAGGG
-AGCCTCCCGTGGCACCGTGGGGACACAAAGGAACCAGGGCAAAGCTCCCTCAGCCCCATT
-CAAAGAGGCCTGGCCCACAGGCTCACGGAAAGTCAGCCTCTCATGCCCCGAGAGCTGAGT
-GCAAGGGAGAGGCAGCGCTGTCTGTGCTTCCCATGCAGAAGCACCCCCCTCCCACCCCTG
-TGCAGGCCGGCCTTCGCGGCAGACCACCATACACCACGTTCCAAGCCACACTGAGGCCTC
-CCTCCAAGCCTGCAGCCCCCATTTCCAGACCCTGCCAGGGCAACCTGCATATCCACCTCC
-CTACCCTGCCCCCCTCTTCCAGGAGTCTGCCCTATGTGGAGTAAGCACGTGGTTTTCCTC
-TTCAGCAACTATTTCCTTTTTACTCAAGCAATGGCCCCATTTCCCTTGGGGAATCCATCT
-CTCTCGCAGGCTTAGTCCCAGAGCTTCAGGTGGGGCTGCCCACAGAGCTCCTCAGTCTAA
-GCCAAGTGGTGTGTCATAGTCCCCTGGCCCCATTAATGGATTCTGGGATAGACATGAGGA
-CCAAGCCAGGTGGGATGAGTGAGTGTGGCTTCTGGAGGAAGTGGGGACACAGGACAGCAT
-TCTTTCCTGCTGGACCTGACCCTGTGTCATGTCACCTTGCTACCACGAGAGCATGGCCTG
-TCTGGGAATGCAGCCAGACCCAAAGAAGCAAACTGACATGGAAGGAAAGCAAAACCAGGC
-CCTGAGGACATCATTTTAGCCCTTACTCCGAAGGCTGCTCTACTGATTGGTTAATTTTTG
-CTTAGCTTGGTCTGGGGAGTTCTGACAGGCGTGCCACCAATTCTTACCGATTTCTCTCCA
-CTCTAGACCCTGAGAAGCCCACGCGGTTCATGCTAGCAATTAACAATCAATCTCGCCCTA
-TGTGTTCCCATTCCAGCCTCTAGGACACAGTGGCAGCCACATAATTGGTATCTCTTAAGG
-TCCAGCACGAGGTGGAGCACATGGTGGAGAGACAGATGCAGTGACCTGGAACCCAGGAGT
-GAGGGAGCCAGGACTCAGGCCCAAGGCTCCTGAGAGGCATCTGGCCCTCCCTGCGCTGTG
-CCAGCAGCTTGGAGAACCCACACTCAATGAACGCAGCACTCCACTACCCAGGAAATGCCT
-TCCTGCCCTCTCCTCATCCCATCCCTGGGCAGGGGACATGCAACTGTCTACAAGGTGCCA
-AGTACCAGGACAGGAAAGGAAAGACGCCAAAAATCCAGCGCTGCCCTCAGAGAAGGGCAA
-CCACGCAGTCCCCATCTTGGCAAGGAAACACAATTTCCGAGGGAATGGTTTTGGCCTCCA
-TTCTAAGTGCTGGACATGGGGTGGCCATAATCTGGAGCTGATGGCTCTTAAAGACCTGCA
-TCCTCTTCCCTAGGTGTCCCTCGGGCACATTTAGCACAAAGATAAGCACAAAAGGTGCAT
-CCAGCACTTTGTTACTATTGGTGGCAGGTTTATGAATGGCAACCAAAGGCAGTGTACGGG
-TCAAGATTATCAACAGGGAAGAGATAGCATTTCCTGAAGGCTTCCTAGGTGCCAGGCACT
-GTTCCATTCCTTTGCATGTTTTGATTAATTTAATATTTAAAATAATTCTACCAGGAAGCT
-ACCATTATTACCACAACTTCACAAATGAGAACACCGAGGCTTAGAGGGGTTGGGTTGCCC
-AAGGTTACAGAGGAAGAAAACAGGGGAGCTGGATCTGAGCCAAGGCATCAACTCCAAGGT
-AACCCCTCAGTCACTTCACTGTGTGTCCCCTGGTTACTGGGACATTCTTGACAAACTCGG
-GGCAAGCCGGTGAGTCAGTGGGGGAGGACTTTCAGGAAGAGGTGGGTTCCCAGTTGGTGA
-CAGAAGAGGAGGCTGCAAAGTGAAGGAGCAGGGGCTCCAGGTCTGGCGACAACCAGGGAA
-GGGACAGGGCAGGGATGGCTTGGACCACGAGAGGCACCTGAGTCAGGCAGTCACATACTT
-CCCACTGGGGTCTACCATGTGAGGCATGGTGTGGGATCCTGGGAAGGAGACCAAGCCTCA
-TTTCAGTTTGCTTATGGCCAAAGACAGGACCTGTGTACCCGACAACCCCTGGGACCTTTA
-CCAAAAAAAGAGCAAACACCATTCACTCACTCATGTTAGATAAACACTGAGTGAAGTCAC
-TGGAGCCCAAGGACTGTGCGAGGTCAGCACTGCCAATACAAGAAGCTGCAGCCCTCCAGC
-TCGCCTCCCTCAATGGCCACTCCGTGCTCCAGCCATGCTGGCTTCCTTTTAGGTCCTCCA
-CCTCCAGGCTGTAGTTCATGTGCTTCTTTCTGGAATGTTCTTCCCAACCTACCCACTCAA
-CCCTCAGACTTTACCATAAATGTCATTTCCTCACGTCTGCCTTCCCTGACCTGAGACCAA
-GCCAGGCTTCCCATGACGAGCCTCACAGTACCCCATCTCCCCTGAACAGATGCAGTAATA
-ACCTACATAACCCGGGGCCATGATCTATGGCTTTGAATCCTGGCTCTGTCACTAGGCCAG
-GTCTCTCAGCCCTTCTGTGCCTCAGTTTCCTCATCTATAAAATGAGATGACGGCAGTGCC
-TGCTCATGAAGTGTGAGTTAATGCACTCAAATCAATGGTTGTGCACGGTTTATATGAATA
-TTAGTGATTACAAAATATTATCAATAGACCTTGTCACAACTGTTATTGAAGAACTAATCA
-TCTATTGCTTATTTAGGTCTTTCTCTCCTGCCAGAATGTGCGCTCCAGGTGGAGAGGTAT
-GTTGCCTTATCCGTGGCTGGATATATAGAGATTCCCACACTGCCTTGCACACGAGCACTG
-CTGGGTAAATATTTGTTGGCTGCAGGAAAACGTGAAGGAATAGGCCCTCCAATGGGAGGA
-AAAGCATGAGTTGTGAGAGCAGAGCCACCACAGGAAACCAGGAGGCTAAGTGGGGTGGAA
-GGGAGTGAGCTCTCGGACTCCCAGGAGTAAAAGCTTCCAAGTTGGGCTCTCACTTCAGCC
-CCTCCCACACAGGGAAGCCAGATGGGTTCCCCAGGACCGGGATTCCCCAAGGGGGCTGCT
-CCCAGAGGGTGTGTTGCTGGGATTGCCCAGGACAGGGATGGCCCTCTCATCAGGTGGGGG
-TGAGTGGCAGCACCCACCTGCTGAAGATGTCTCCAGAGACCTTCTGCAGGTACTGCAGGG
-CATCCGCCATCTGCTGGACGGCCTCCTCTCGCCGCAGGTCTGGCTGGATGAAGGGCACGG
-CATAGGTCTGACCTGCCAGGGAGTGCTGCATCCTCACAGGAGTCATGGTGCCTGTGGGTC
-GGAGCCGGAGCGTCAGAGCCACCCACGACCACCGGCACGCCCCCACCACAGGGCAGCGTG
-GTGTTGAGACAACACAGCCCTCATCCCAACTATGCACATAGCTTCAGCCTGCACAGATAG
-GGGAGTAGGGGACAGAGCATTTGCTGAGAGGCCAGGAGCGCATAGATGGGACTCTGCTGA
-TGCCTGCTGAGTGAATGAGGGAAAGGGCAGGGCCCGGGACTGGGGAATCTGTAGGGTCAA
-TGGAGGAGTTCAGAGAAGGTGCAACATTTCTGACCCCCTACAAGGTGCTTGCTACCTGCC
-AGGCACCCTTTCCATACCTTGTCTCAGTTCAGCTCCCCACCTTGGATAAACAAGAAACCT
-TGGTTGCAGAGGAAAAAAGAGGCTGGAAACAAAGGGGTAGAAATGGGGTAGCAGGGGAGA
-TTGCCTGATCAACTGCCAAATGGTACACAGTTCTGGAAAAGCACAAAAAATGTGCACACA
-CGGGTTCTTCCCACTTTAACCCCTGAGGAATCTGAGGCCTGCTCCTGAAACAGACTGGGC
-AGTGGCTAGTGACTCTAGGTATAGGAGTATCCAGCCCTGCTCACCCAGGCTAGAGCTTAG
-GGGGACAAGAGGAAAGAGGTGCCTGTGGGGGTGGAGGACAGGAAGGAAAAACACTCCTGG
-AATTGCAAAGTGAGGGCAGAGTCTATTTATATTGGGTTTAATTAACTCCTCTCCCTGGTG
-CCACTAAAGCAGCAATCACACTGCAGACAGCACTGATTTGATTGGCAAGAGATGCACCAG
-GCAGAATATTAAGGGACCAGGCCCCTATAAATAGGCCTAATCACAGCCCCTCACTGGAAA
-ATGGTAAGGAAGACATTAATCAGGCCTGGCACTGTGCCCTAGACCTGCTCCCCTAGGCAC
-TACAGTGGGGCCCTTGGTTGCAACACAAGTAGGTAGGGATGGATGAGTGTGGCATGAAGG
-GCCTAGGAGATTTCACTTGGGTTTAAAATGCTGTGACCTTGAGTAAGTTGCCGTCTCTGA
-ATCTGATCCTTTCGATTTCCCATTCTCCAAACTGAGAACTAGCACTGCTGAGACGTGGTT
-ATTTCCAATAATAATTTGTATATTTTACATAACGCACCACACCAACATCTTCACCCAGTT
-GGAGCCTACTCCTTTGCTCCCGCTGCTGGCTTCCCCAGCCCTCCCTTCTGCCCTCCTCAG
-GCCAGCACTTTTCAGTGAGTTCCTCCTTTGCATACAGGCTTTCCAGATCTGTACTTGCCT
-TGAATACTCATCAGAGCCCAGGAGTTACTCCTCACCTCCCACTTATTTTTCCTCCCATCA
-AATAACTAAAGCATGGCCAGCTGATGCCCAGCCAACTGAGAAACCCAACCCTCTGAGACC
-AGCACACCCCTTTCAAGCATGTTCCTCCCTCCCCTTCTTTGTATTTATACTGATGCAAGT
-TTGCTGGCTGTCCTAACTTATTTCTGTGCCTCAGTTCTCCCATATGTAAGATCACAAAGG
-GGGTAAAGATGCAAGATATTTCCTGTGCACATCTTCAGATGAATTTCTTGTTAGTGTGTG
-TGTGTTTGCTCACACATATGCGTGAAAGAAGAGTACATACACAGATCTCCTCAAAAAGGA
-GGCAGCAAGCCCGTTCAAGAATGGGACTGAATACACCTGATGAGTGGTTTACTTTCTGTC
-TGCAAACATCTACTGATCATCTGTTAGGTGCAGGCCATGATCACAACAAAGACGAATAAG
-ACACTACACTAGCCAGGGAGAGTCTCAAAAACAACTAAACTCAAATTAAATTCATTCTAC
-TCCAGTCATGGGTACAAAGCTAAGGAGTGACAAATCCCTCTTGGAGTTAGGGGAGTCAGG
-AAAAAGCTCTTAGCAGAATGTGTGCCTCTCGGCCGGGCGCAGCGGCTCACGCCTGTAATC
-CCAGCACTTTGGGAGGCGAAGGCAGGCAGATCACCTGAGGTCGGGAGTTCGAGACCAGTC
-TGACCAACATGGTGAAACTCCATCTCTACTAAAAATACAAAATTAGCCAGGCGTGGTGGT
-GCATGCCTGTAATCCCCGCTACTCGGGAGGCTGAGGAAGGAGAATCACTTGAACCAGGAA
-GGTGGAGGTTGCAGTGTGCCAAGATCGCGCCATGGCACTCCAGCCTAGGCAACGAGGGTG
-AACCAGGTCCAGGAAGAAGGTGCAAAGACAGCATTCCAGGTAAAAGAAACAGCTTGAACA
-AAAAGTGTGTAGGGGAACCGCAAGCGGTCTTGAGTGCTGAGGGTACAATCATCCTTGGGG
-AAGTACTAGAAGAAAGAATGATAAACAGAGGCCAGTTTGTTAAAAACACTCAAAATTAAA
-GCTAGGAGTTTGGACTTGTGGCAGGAATGAAATCCTTAGACCTGTGCTGTCCAATATGGT
-AGCCACCAGGCACATGCAGCCACTGAGCACTTGAAATGTGGATAGTCTGAATTGAGATGT
-GCCATAAGTGTAAAATATGCACCAAATTTCAAAGGCTAGAAAAAAAGAATGTAAAATATC
-TTATTATTTTATATTGATTACGTGCTAAAATAACCATATTTGGGATATACTGGATTTTAA
-AAATATATCACTAATTTCATCTGTTTCTTTTTACTTTTAGAAATCACATATGTGACTTAA
-ATATTTCTTTTCTTTTTCTTTCCTCTCACTCAGCGTCCTGTGATTCCAAAGAAATGAGTC
-TCTGCTGTTTTTGGGCAGCAGATATCCTAGAATGGACTCTGACCTAAGCATCAAAATTAA
-TCATCATAACGTTATCATTTTATGGCCCCTTCTTCCTATATCTGGTAGCTTTTAAATGAT
-GACCATGTAGATAATCTTTATTGTCCCTCTTTCAGCAGACGGTATTTTCTTATGCTACAG
-TATGACTGCTAATAATACCTACACATGTTAGAACCATTCTGACTCCTCAAGAATCTCATT
-TAACTCTTATTATCAGTGAATTTATCATCATCCCCTATTTTACATAAGGAAATGGGGTTA
-GAAAGACCAAATAACATTTTTTCAACATCAAAACACTAGCTTGAGATCAAGCCCAGACTT
-GGATCTGTCGTCTGAATTCCAAGCTTTTTGTTATTTATTGATATGTTTTGTTGTTTTCAT
-GCAATAATGCAAATCTTAGCCCAAACATTTTGTTAGTAGTACCAACTGTAAGTCACCTTA
-TCTTCATACTTTGTCTTTATGTAAACCTAAATTAGATCTGTTTTTGATACTGAGGGAAAA
-ACAAGGGAATCTAACACTAACCAGCCCGTAGTGTGTGGTCAACACTTTCGTTACTTTAGT
-ATACATCACCCCAATTGTTTGTCTTCACCACACACTTTGGAGTTAGGTAGTAGTATCTAT
-TTTTACAAATAAGAAAACCCAGGCACAAAGGGGTTGATTAGCAATTATCTTTTGAAAAGC
-CTGTAGTTGCTCATCTGAAGAAGTGACGGACCACCTCTTATTTAGTGGACAGACAGTAAC
-TAGTTGAGAAGACAGGGGATTTTGTTGGCGGAAAAAAAAATTTATCAAAAGTCGTCTTCT
-ATCAGGGAGTTTTATGAGAAACCCTAGCTCCTCAGTTCCACAGTGGGTAACTGTAATTCA
-TTCTAGGTCTGCGATATTTCCTGCCTATCCATTTTGTTAACTCTTCAATGCATTCCACAA
-ATACCTAAGTATTCTTTAATAATGGTGGTTTTTTTTTTTTTTTGCATCTATGAAGTTTTT
-TCAAATTCTTTTTAAGTGACAAAACTTGTACATGTGTATCGCTCAATATTTCTAGTCGAC
-AGCACTGCTTTCGAGAATGTAAACCGTGCACTCCCAGGAAAATGCAGACACAGCACGCCT
-CTTTGGGACCGCGGTTTATACTTTCGAAGTGCTCGGAGCCCTTCCTCCAGACCGTTCTCC
-CACACCCCGCTCCAGGGTCTCTCCCGGAGTTACAAGCCTCGCTGTAGGCCCCGGGAACCC
-AACGCGGTGTCAGAGAAGTGGGGTCCCCTACGAGGGACCAGGAGCTCCGGGCGGGCAGCA
-GCTGCGGAAGAGCCGCGCGAGGCTTCCCAGAACCCGGCAGGGGCGGGAAGACGCAGGAGT
-GGGGAGGCGGAACCGGGACCCCGCAGAGCCCGGGTCCCTGCGCCCCACAAGCCTTGGCTT
-CCCTGCTAGGGCCGGGCAAGGCCGGGTGCAGGGCGCGGCTCCAGGGAGGAAGCTCCGGGG
-CGAGCCCAAGACGCCTCCCGGGCGGTCGGGGCCCAGCGGCGGCGTTCGCAGTGGAGCCGG
-GCACCGGGCAGCGGCCGCGGAACACCAGCTTGGCGCAGGCTTCTCGGTCAGGAACGGTCC
-CGGGCCTCCCGCCCGCCTCCCTCCAGCCCCTCCGGGTCCCCTACTTCGCCCCGCCAGGCC
-CCCACGACCCTACTTCCCGCGGCCCCGGACGCCTCCTCACCTGCGAGCCGCCCTCCCGGA
-AGCTCCCGCCGCCGCTTCCGCTCTGCCGGAGCCGCTGGGTCCTAGCCCCGCCGCCCCCAG
-TCCGCCCGCGCCTCCGGGTCCTAACGCCGCCGCTCGCCCTCCACTGCGCCCTCCCCGAGC
-GCGGCTCCAGGACCCCGTCGACCCGGAGCGCTGTCCTGTCGGGCCGAGTCGCGGGCCTGG
-GCACGGAACTCACGCTCACTCCGAGCTCCCGACGTGCACACGGCTCCCATGCGTTGTCTT
-CCGAGCGTCAGGCCGCCCCTACCCGTGCTTTCTGCTCTGCAGACCCTCTTCCTAGACCTC
-CGTCCTTTGTCCCATCGCTGCCTTCCCCTCAAGCTCAGGGCCAAGCTGTCCGCCAACCTC
-GGCTCCTCCGGGCAGCCCTCGCCCGGGGTGCGCCCCGGGGCAGGACCCCCAGCCCACGCC
-CAGGGCCCGCCCCTGCCCTCCAGCCCTACGCCTTGACCCGCTTTCCTGCGTCTCTCAGCC
-TACCTGACCTTGTCTTTACCTCTGTGGGCAGCTCCCTTGTGATCTGCTTAGTTCCCACCC
-CCCTTTAAGAATTCAATAGAGAAGCCAGACGCAAAACTACAGATATCGTATGAGTCCAGT
-TTTGTGAAGTGCCTAGAATAGTCAAAATTCACAGAGACAGAAGCAGTGGTCGCCAGGAAT
-GGGGAAGCAAGGCGGAGTTGGGCAGCTCGTGTTCAATGGGTAGAGTTTCAGGCTGGGGTG
-ATGGAAGGGTGCTGGAAATGAGTGGTAGTGATGGCGGCACAACAGTGTGAATCTACTTAA
-TCCCACTGAACTGTATGCTGAAAAATGGTTTAGACGGTGAATTTTAGGTTATGTATGTTT
-TACCACAATTTTTAAAAAGCTAGTGAAAAGCTGGTAAAAAGAAAGAAAAGAGGCTTTTTT
-AAAAAGTTAAATATATAAAAAGAGCATCATCAGTCCAAAGTCCAGCAGTTGTCCCTCCTG
-GAATCCGTTGGCTTGCCTCCGGCATTTTTGGCCCTTGCCTTTTAGGGTTGCCAGATTAAA
-AGACAGGATGCCCAGCTAGTTTGAATTTTAGATAAACAACGAATAATTTCGTAGCATAAA
-TATGTCCCAAGCTTAGTTTGGGACATACTTATGCTAAAAAACATTATTGGTTGTTTATCT
-GAGATTCAGAATTAAGCATTTTATATTTTATTTGCTGCCTCTGGCCACCCTACTCTCTTC
-CTAACACTCTCTCCCTCTCCCAGTTTTGTCCGCCTTCCCTGCCTCCTCTTCTGGGGGAGT
-TAGATCGAGTTGTAACAAGAACATGCCACTGTCTCGCTGGCTGCAGCGTGTGGTCCCCTT
-ACCAGAGGTAAAGAAGAGATGGATCTCCACTCATGTTGTAGACAGAATGTTTATGTCCTC
-TCCAAATGCTTATGTTGAAACCCTAACCCCTAATGTGATGGTATGTGGAGATGGGCCTTT
-GGTAGGTAATTACGGTTAGATGAGGTCATGGGGTGGGGCCCTCATTATAGATCTGGTAAG
-AAAAGAGAGCATTGTCTCTGTGTCTCCCTCTCTCTCTCTCTCTCTCTCTCTCATTTCTCT
-CTATCTCATTTCTCTCTCTCTCGCTATCTCATTTTTCTCTCTCTCTCTTTCTCTCCTCTG
-TCTTTTCCCACCAAGTGAGGATGCGAAGAGAAGGTGGCTGTCTGCAAACCAGGAAGAGAG
-CCCTCACCGGGAACCCGTCCAGCTGCCACCTTGAACTTGGACTTCCAAGCCTCCAGAACT
-GTGAGGGATAAATGTATGATTTTAAAGTCGCCCAGTGTGTGGTATTTTGTTTTGACTAAT
-ACAACCTGAAAACATTTTCCCCTCACTCCACCTGAGCAATATCTGAGTGGCTTAAGGTAC
-TCAGGACACAACAAAGGAGAAATGTCCCATGCACAAGGTGCACCCATGCCTGGGTAAAGC
-AGCCTGGCACAGAGGGAAGCACACAGGCTCAGGGATCTGCTATTCATTCTTTGTGTGACC
-CTGGGCAAGCCATGAATGGAGCTTCAGTCACCCCATTTGTAATGGGATTTAATTGTGCTT
-GCCCTGCCTCCTTTTGAGGGCTGTAGAGAAAAGATGTCAAAGTATTTTGTAATCTGGCTG
-GGCGTGGTGGCTCATGCCTGTAATCCTAGCACTTTGGTAGGCTGACGCGAGAGGACTGCT
-TGAGCCCAAGAGTTTGAGATCAGCCTGGGCAATATTGTGAGATTCCATCTCTACAAAAAT
-AAAATAAAATAGCCAGTCATGGTGTCACACACCTGTAGTCCCAGCTACATGGGAGGCTGA
-GGCGGGAGGATCACTTGAGCTTGGGAGATCGAGGCTGCAGTGAGCTATGATTGTACCACT
-GCACTCCAGGCTGGGCGACAGAGAGAGACCCTGTCTCAGAAAAAAAAAAAAAAGTACTTT
-GTAATCTGTAAGGTTTATTTCAACACACACAAAAAAAGTGTATATGCTCCACGATGCCTG
-TGAATATACACACACACCACATCATATACCAAGCCTGGCTGTGTCTTCTCACAAATGCAC
-TGCTAGGCACCACCCCCAGTTCTAGAATCACACCAGCCAGTTCACCCTCCAGATGGTTCA
-CCCTCAACTTCATAAAAGTTCCCTACCTAATCTACTGACAGGCTCATCCCCGACCTAATT
-TTAAAGATTTCCTAGGAGCTGCAGTGGGAATCCTGGACCTCAGCCTGGACAAAGAACAGC
-TGCAGGTCATTCTCATGTGTGGACACAGAAGCTCTGCCTGCCTTTGCTGGCCAGCTGGGC
-TGAGCGGGCCTGGGAATTAAGGCTGCAGGGTTGGTCCCAGGCAGTCTTGCTGAAGCTTGC
-CACATCCCCCAGCCTCCTGGATTTGCCAGGATCCAAGAGCATGGACTTTAGGAATTCCTG
-GTGGAGGAGTGAAGAAAATGTGACAGGGTGTCCTAAGCCCCGATCTACAGGAAGAAAACT
-GGAAATAAGACTGAGGACTTAGTTTAAGATGTTCCTACTCAGCCTCTAGCTTTTGTGCTA
-CAGTTCTGGGAACAGACTCCTCTCTCCTGAAAACCACTTCCCTCCGCAGCATTAGATTTC
-ACCAAGATGTCTTGCTTGTGGGAAAGACTTCCAAGGATGCCTGGAGAGAGGAGGATGGAA
-ATGTCCTGCTCTCTAAACAGATAGACAGATGCAGCCAGACAGAAAATAGTTTATCTTGCT
-GAGGTTTCTAATGTATTTGAAAGAGGCCTGGGTCTAGAAGTCTACCCAGAGGGCTCTGTG
-TTGTGCACGCAAAGATAAGAACCTTCCCTGTGGGAGTTCCAGAGCCAGTTTTCATAAACA
-CCCATCGGTGACTGTGTTCAGAGTGAGTTCACACCATCCTGACCTGCCCTGAGTTAGACC
-TTACATGGTCTTCCTCCTCTAGGAAGCCTCTGCAGCCCAGGAACCTCCCCTTATCGGAAA
-TGAACAGCATTTGAAGCTTCACCAGACAGACCAGACAGCTTAGCCCTCGTGTTGTGCCAT
-GTGGGTTGTTCTCTGAGAGGCAGGAGAGCATAGTGGTTACTAGGAAGGGAAGGACTTTGG
-GACTAGACTGCCTCGGCTGGAGTCCTCTTTCTGCTTCATAGCCACGTGATCCTAGGCATG
-TTACCTGTGCCTCAGTTTTCACTCTGTCAATATGTAATAACTGAATCTGTCTTTGTGGTG
-AGGATTCAGTGAGTTAACATATTTGAAGTGCTTAAAAATGAGGCTTGTGTCCATAGATTA
-ATGAGTGAATACACAAATGGTGATATGGACATACAGTGGAGTATTAGTCATAAAAAGGAA
-GGCAGAGCTGATCCATGGCACCATGTGACAGAACCTCAAAAGCATTAGGTTAAGTGGAAG
-AAGCCAGACACAGGTCACCTATTGTGTAATTCCATTTATAGGAAATATACAGAATATGTA
-AATCCGTGGAGAAAGAAAGCCGATTTCCAGGGGCTAAGGGGAGGGGAGAATGGGAAGTGG
-CTGCTTCATGGGTACAAGGTTTCATTTTGAGCTGATGAAAATGTTTTGGAACTACATAGA
-GATAGTGTTGGCACAACATGGTGAATGTACTGAATGCCACTGATTGTTCAATTTAAAATG
-GTCAAACTTATATGAATTTCACCTCCATTAAAAAAAAAAAAAAAGGACCAGATGTGGTTG
-CTCACACCCATAATCCCAACACTTTGGAAAAAGGTGAAAGTTTTTTTTTCTTTTTTTTTT
-TATATACTTAAGTTCTAGGGTACATGTGCATAATGTGCAGGTTGGATACATAGATATGCG
-TGTGCCATGTTGGTTTGCTGCACCCATCAACTTGTCATTTACATTAGGTATTTCTTCTAA
-TGCTATCCCTCCCCCAGCCCCCCACCCACTGACAGGCCCCAGTGTATGATGTTCTCTGCC
-CCATGTCCAAGCGTTCTCATTGTTCAATTCCCACCTGTGAGTGAGAACATGCAGTGTTTG
-GTTTTCTGTCTTTGTGATAGTTTGCTCAGAATGATGGTTTCCAGCTTCATCCATGTCCCT
-GCAAAGGACATGAACTCATCCTTTTTAATGGCTGCATAGTATCCCATGGTATATATGTGC
-CACATTCTCTTAATCCAGTCTGTCATTGATGGACATTTGGGTTGGTTCAAAGTCTTTGCT
-ATTGTGAATACTGCCACAATAAACATACATGTGCATGTGTCTTTATAGTAGCACGATTTA
-TAATCCTTTGGGTATATACCCTAAGACCTGGGACGCATTTAAAGCAGTGTGTAAAGAGAC
-ATTTATAGCACTAAATGCCCACAAGAGACCTCTGCCTGAGAACGTGGGTTTCAGCCTAAG
-AGTTGTAATATGTGTGCCCATTCACAGGTGCTGCATCAGAGTCCCAGGTGGGAAGAAGGC
-AAGCATACACAAAAATGGTAAAAGGCAGAAAGGAGCCCAGTCTCGTTCTTTTTAAGAAGT
-TTTCCTAAGAATCTCCACCCAGCGACTTGCTCTCACATCTTCTTGGCCAGCACTGGACCA
-CACAACTCCTTCTAGATACAGAGGAGTCCTAGGATTCTATGAGAAAGAAGGGGAGGGTGG
-GCAAAGGGCAGCCAGCTGTGCAGCATCTGCTGGAGACACCTAACCCTTGGTGGAGGGGTT
-GTGGTGCTGGGAGAAGGCTTTCTGGACGGTGTGACAGCAGAGATAAACTTAAAGGCCAAG
-TAGGAGTTACCCTGGTGAAGCAGGGCAGGGTTACAAGCATTCCAGCAACATGAAGCAGCA
-GGAGTGTTTTAATTAAAAGAAGGCAGTTGCTGTAACCAACTATAAACAAATAAAGGCTTA
-AACACAATGGAAGTTTATTTCTCACTAAGGGAACATCCAAATCCATGATACTTTAAGTCA
-GGGACCCAGGTTCCTCCCATCTATGGTTCTGCCATCACTAATCTGGGTCTTCCACAATTG
-CCGTGCTCCTTGGAGGTGGGAAGAGCAGGCGGAGGACACGTGGGAGGTTTTAGGGACAAG
-CCTGGAGGCAGCATGCGTCACTCCCATGCAGAGTCCATTGGCCAATGCTGGCTCCGATGG
-CCACATCTCACTGCAGGGGCAGCTGGGAAATACAGTCTGGCTGTCTACCCAGGAGGAAGA
-GCAGCCAGTTTCTGCTGCTGATGATCAGGAGGTGGAGAAAATGTTCAGTCAGGCAGGGAG
-TGGGAATAGACAAGACCACAAGCAGCTTGGTGCCTCTGAAAGGGAGAGGGGTGGAGGGGA
-GACTAGAGAGGTGGGTAGGAATACTGGATTCCACTGACCACGTGCTGGATGTCACGCTTA
-GCCCTCCTGCTCTGTGCCGGGTTAGGCACCTGGTGTTTTACGTACATAATCTCAATTCTG
-TGAGGGCATCCGACCTGTGGGAAAAGAGCTGTTTGTTTCAAATGCCAGTCCTGCTTCCTA
-ACAAGTGTTTAGAGCTTAATCGTGTTCAAAATACATATACAATGTTTAATACTTACAAGA
-ATTTGGTGGGGAAAATATTACCATCTTTCCCTTTTGTGATTGGAGAAAAATGAGGCTTTG
-AAGGGTTTAAGAACTTGCCCAAGGTCGGCCAGGTGCAGTGGCTCATGTCTATAATCCCAA
-CACTTTGGGAGGCTGAGGTGGGAGGATCGCTTGAGGCCAGGAGTTCAAGACCAGCCTGAG
-CAACATAGTGAGACTTTGTCTCTATAAAAAATAAATAAATAAATAAAAACAACTTGTCCA
-AGGTCAGACAGGCAGCCTCTTAGTAAGCACACATATCCTCTATATTATACTACCTCTCAT
-GGAGGATCTCCTGTGTTCTACAAATAGTCTGGACTTGAGCCAGAATGTGTTATAATCCTG
-GGATCACGGCCAGTGGGCTTAGAAGAAGCCATCTCTTTCTCATGCCAAGATGAGGCTCCC
-CCAGATTTGCTCAGACTTACCTATAGTCAGCAGCATCGGGGGTCAGGAAAGACTTCACGA
-AGCCATAAATGCATCCTTCTCGGGGCAGCACCTGGCTCTCCCAGGTGAGAGAGGACTCCA
-TTTTCACAGGCAGGCGTGGGAGCTTCAGCACCCATCTCTGGGCCCAGAATGACCCACTGG
-AGACCTTACAGCTCTCCTGTCACCCCCAATTCCTGCCCCCTCTGCAGCCTTGGAGGAGAA
-TGGAGCTGAAGGGCCTGCCCTCTGTAGGGTGAGAAAGGGAGGCTAAAGCCTGGTGCCCAC
-TGCCCTGGCTGCTCCGCATTGCAGGAGCTGCGCCCTTCCTTTCCTGGCACAGGGTCCACA
-GCCCCGAAACCCCGTTGTGTGGGAGCTGGGCACAGGGCAGCAGGACTAATCCTTGGAACA
-GCTCAGGGAGGATTATCCCAGCCACTGTCAGCAGCGGTGCAGCTGGCTCATTCCCATATA
-GGGGGAGGCCAGAGCCAGGGGCCTGCCACAAGTTGGAAGGCTGGGGAAGGGGAGGCCAGC
-AGAGGTGTCCTGGCTGTGGGTGGCTCTGAGGGGGCTCTCAGGGGTGGGGCTAAATCTCAG
-GGGCAGGATTATGTAAATCAAACCAATTCTAGCCACAGATTTAAAGTTTGGAAAAAAAAA
-AAAACCCAGCCTGGCGGAAAGAATTTAAATTATAAAAACTTAGAAGTATGGAATGTGAAA
-TCATCCTGTAGGTGCTTATTTAACAACGAAATCATCCCGACACAATGAGCCATATGTGAA
-AAGTCATCCTTCCCCAACACATCCCCCAACAGGCACTCCTCAAGCCTCTCCCACCCAAGT
-GCTGGCATCCTCCCTGTCCTGCTTCACCTGAGACACCCCTTGTCTCATTAGACATGCAAC
-TACGGGAGGGGTGACAGGAAGACAAGACACTATTTCCTCAGGCCCAGTTTGGTGTGGGGA
-GAAAGCCTCCTGATCCTGAAAGCAAGAATTTGACCAGAGCAGAAGTAATCAGTATGCAGA
-TTGATTCTGTGGTATGTTAATGTTTATGCATAGATTATGAGGACCAGGTGAAAAGTGGGC
-CAGGGGAGCCAGATGTGTGTGTGAGTCATGGGTGGCTGAGATGAGGACAGGAGGGAAACT
-GGTTTGGAGGGTGCTGGCGATGGGGTGGGGGTGCCAGGAGGAAGGGAGGCTAGTTGTTTG
-AATGTCTGCATGAAAAAGCGGACGACAGCGGGGTCTGGGTGAATTCGGGCAACCATTTGG
-ACCGTGGAGAAAACTGCCTGCGTGCGGCTGAGGACCTGCACTATTAATTTGTTTTTTAGC
-TAAGGCAAAGATAAATATAAAAACTGATACTCCACCCAGTTACCAGAAAACATTTAGGTA
-TGTGTGAGACAACTTGGGTATGTGAACCTACCTTTTCAATGTAAATTCAGTGAAATCTAA
-GTGCAGATCCCATATTTCCAATAAAAAGGTAACATCCAAACTCAGATGTCCTATGAGTAT
-AAAATACACAAAGATCTTCTGGACTTAGTATGAAAAGGGATTTTTTTTTTGTCAGGTACC
-TCACTAGTTATTTTTAAAATAGGATTGCATGTTGAAATGATAATCTTTTGGATATATTGG
-GTTAAATAAATTTATTATTAAAGTTAATTTCACTTAAAAATGTTTAATGTAGCTACTAGA
-AATTTTAAAATTAAGCATGTTGCTCACCTTATGTTTCTATTGGACGGCTCTCTCTAGATA
-CAAAGGCTGCCAAGAGGGACCTCACTCTAGCTTCAGGGAGAAGAGAGGAATTAGCAAGGC
-CAAGCAGAGGCTCCTGAGGGCAGGGCCAAGGGCGGCTTGGTGGGGTGGGGATGGGATGCA
-CAGAGATAACTCCAACCCTTAAGAAGGTGTTTCCTAGAGCAGGCTGTGACCTGTCAGTTT
-ATATACTGAGGCTTAGGAGCCTCTTGGATGCCCCCAGATCTGCACCCCTGAATTGCCCTG
-TGCCCCTGCCGTCTTTGTTCCTGTGCTGGCATAGTGGTCTCACCTCCGGCAGTATCACCA
-CCACTGGGCACAAGCTTCTCCAGCACAGCAACTGTGTCTTATTTCTCCTTGTACTCCCAG
-TGTTCACACCATGCTGCACTCACAGAAGACTCTTCGTTGATATTTTGTGGACAGAGAGAA
-TGCCTGTGAGAGTGGGCTGAAGTGTGCGTTGGGCTCCAGAGACCTTAAGGAGGGGAGACC
-AGGTCCTGAGTAAAGTTGAAGGGGAGGGGCTGAGTCCTGCTAGCCAGGAGTCTCATCCCC
-TGGGGAAGTTCCAGGGACCCCTCAGAAGTGCAAGGGGACGGTGTTAGTGTTAGTCCAGTA
-ACACAGCCCAGAGCCTGCCTTCCACGTGGGTTTGACAGGAGCCTCCTAACTGCTCTTCTG
-CTTCCATTTTTGCCCCTTCAGTCTATTCTCAACAGGGAAGCCAGAGGCATCCTTAACCAT
-GTCAGATCATGTGGCTCCTCAGCTCAAAGCCTCATCTCAGAGGAAAGCTCTGGTCCCTTA
-GAAATGGCCCAAGTGGTGACAGACAGACTCTAAGGTGAGCAGACTGTTGCTAGATATCTG
-GGCTCGGAGGACTCGCCACTGCTCAAAGGCAGTGAGGATTTTCGCACTAGAAGCTGGAGG
-ACAGGGATCCTTGTTAGGTAGGAGCAGAAAGCTTAGAAAAGTGGTCTCCTGCAGTTACGT
-GGCAAACACATCATGTAAGTGATAAATTGGGTATGCAGTTGAGGAGATTTCCAAGTAAAA
-TGTTGAGGATGCTGCCTGGTTTCTTCTTACTGCTTATAATATAGTGTGAGAGAAGAGAGA
-TAAATTGAGAAAGAGACTGGTTTTTAAACTGTTAAAATTGAATCAGGACTTGATGATTTT
-GAAAATTGTCAGTCTCCCCACATGGAAAAAGATGCTGAAATTAACAAATGGCTTCTGAGC
-ATGTGGCATAGGGTGTAACTGTACAGTCTTTTGTGATTATGCATAAAGATCAAAGGATGG
-GAGTAGCAATGAGTCACACAGAGGTCTGTTGCAAGAGATTACAAGGGTGTACCATGCAGA
-ACCTCTCCACCAAACCTTAGGGCCCTTGGGAAGCTTCAGTGAGTTACCCTGGGGGCCATC
-TTGGCAGGAGCTGAAGGTAGAAAGGTAGAGTTTATCTCTAAAAGATTCATGGGTATGGCT
-CTTGACAAATCGACTATGAGCCCCACCGAAACCCACAGAGGACAGGCAAAGGGTTTGGGA
-AAGCTGTTTCACCCACAGTGCTGGCAGATTGGTCTGTAGGGGACAGAGTGCAAAATGAAA
-GAAGACTGTCAGAGACCCCAAACTCTGCTGTCAAGAAGAAGGCTGATAAAACTACTTGGC
-TGCAAACACGTGGATCTTTCGTGAGAAAAGAAGGATGACCCAGAGGCAGAAGCCCAGAAG
-GCAGAGCCAAGAGACATGGAATCTTCCCACATCTTAAAACCTGTTTAGGGAACACCAGCA
-TCTGTCCAGCTGGATTTCAGAACCACCATTCCTTCATCCTTCCCCTGCTGCCTCTTTCTG
-AACAGCAATGTCTCAAGCTTTACCCACCATTGTGTGTTGCATATGTAGGGGGCAGATAGC
-TTGTATCTTTAGTTTTCCAGATCAGAGGAACATCCAAAGAAATCTGTTCTACACCTAAAC
-CCGATTTAGATGAGATTCGGGACTGTGAGCATGAAGGGATCTCAAGAGGGGTGAATGTGT
-TTTGCATGCACAAGGGACAGGAGTCTTGGGGACAGAGGACAGGCTGTGGTGGCAGATACT
-AAGGTGACCCCCACAACCCCCACCTCTGCCATTCACACCCTTGAATAATCCCCTTCTCTG
-GTTGTAAGCAGAACCTGTGGCTTGCTTATGAAGGAGGCGGTATATATGTGATTCATGTAC
-TGATCATATTGTATAAGATCACTGGCTGGATGCAGTGGCTCGTGCCTGTAATCCCAACAC
-TTTGGGAGGCTGAGGCGGGTGGATCACCTGAGGTCAGGAGTTCGAGACCAGGCTGGCCAA
-CATGGCAAAACCCCGCCTCTACTAAAAATACAAAAATTAGCCAGGCATAGTGGTGCACGC
-CTGTAATCACAGCTACTCAAGAGGCTGAAGCAGGAGAATTGCTTGAACTCAGGAGGTGGA
-GGTGGCAGTGAGCCAAGATCGTGCCACTGCACTCCAGCCTCAGTGACAGAGCGAGACTCT
-GTCTCAAAAAATAAATAAATAAAATGTTAAGATCATAACCTGTCTTTCTGGGGACTCTCT
-CTTGACGCCTTTGAAGAAGCAGGCTGCCATGTTGCAAGCTGCCTCATGGAGGGGATCAGC
-TGCGAGGAGCTAAGAGCCCCCTCCAGTCGATGCTCACCAGGAAGCTGAGGTCTTGTGTCC
-AGCACCCTGCATAGAACTGAATGCTGCCATGTGAGCTTGGAAGCAGAGCCATCCACACAG
-CTGAGCCCTAGATGAGAACCCAGTGCTGGCTGACACCCTGATGGCACCTTACAGAGGACC
-AGTTAGGCTGTGCCAACTCCTGACCTGCAGAAGCTGGGGAACACTGGGTCGTATTTGCAG
-CTGCTGGATTTGTGGGAATTTGTCACACAGCAATTGGGAGTCACACAGCCTGTGACGCCC
-CAACAATCCACACCTCCTGCATCTCCCTGCCTTCACTTCCTAGCACACTGCCCTGACTCC
-CTCTGCCGCAGCCACGCTGGCCCTCTGCTGTTCTTCGAAGCCACCAGGGCTGCATTGGCT
-CCCAGCCTTTGCTCTCACTGCTTTCTCCTCCTAGAGAGCCCTTCCTGCATGTATATGTTT
-GACTCACTCCCTTGCCTCCTTCAGACTTGTACTTAAAAATCTCAGTAAGCATTTCCCTGG
-CTACCCTTTTAAAAATTGCAACCCACTTCCATCCCCATCCCCAACATGCCATATTTCCTT
-TCTTCTTCTTCCTTCTTCCTTTTTTTTTTTTTTTTTTTGACACAGGTTCTCTGTCACCCA
-GCCTGGAGTGCAGTGACATGATCTCGGCTCACTGCAACCTCTGCCTCCCCAGGCAAGAAA
-AGGGGAGGATGCCAATAAAGGATGCATTGATTTGTATTTACTACAGTGGACATCAAGGGC
-ACATTCTTGCTGTGGCCATCAAGAGACTGTATAAATTCTATGACTTGTAGTTGTCCCACT
-TAAGAAACAAAGAAGCTGTGCATTTCTTTACTGGTCTAGAGCTGCTCTAGGGCATTTTCT
-CTACAGCAATTCTAGGTTTCCCCACCTTGTGAGTTTAGCTTTTTCTATATTCAAAGAAAA
-GTCCTCAGCCAGAGATTCTCAGGAGCTTATAGAACAATCCAAACTCTTGGGAATATTAAG
-TGGAGAGGGGTACGTGCAAGACACCAACAGCACTAGAAACAGTCCACATCTTTCCATGCG
-TGGAGGAGTTTATGCTCTATGTGAGTTCACTCCATCATTAATTCTTCAAACACAAGAGTG
-TTAAAGGAACAAGAGTTAATGGGTCCTGTCATTACACTTGTTCCCAGGATGACATTCTTC
-ATCTTCCTCTTCTACAACCTGTTCTATATTCCCCTCATGTTTATCCAGTGCTTCTGCTAG
-TCTAGTTCACTTCCAAAGACCCATGATTACCATGGCCCTGTCAGGCTGTAATTGCTGCAA
-TTTCCAATTTACAATTGTCATCATCTATGGTTGATAAAGGTATAGCAATATTTCTATTTC
-CTCATGATAATGAAGGTCAATTACAACTGCCAGTATAATAACTTATTTCTTTGTCTGCCA
-ACCTACATACACAAGGAAGCCAAAATGACAGGGAGCTACTAAAACTTTATTCTTATTGGA
-ATGCTTACTATGTACCCAGAAGAAGCATTCTCCCTACTCCAGCAGAGCTTAATGCTGTAG
-GTCCAGGAAGCTCAAATTCTCCAAGGGAGTTTTAGTGAGAGGAGCCACTCTCACCCTCTG
-CCCTTGGTTTACAAACCTGTATATTCTAGGACCCAATATCTTACAATGTCCATTGGTTCA
-AAGTATAACATGTTAAAGCACAGAGCCCCAACTCTGAAAAGTACCATCCCTAAATTGGCA
-TTTAGTTGCACCTTTATATCCACCTTTAAAAGAAATATCTTTTAATGTTCTATCAGACTG
-ATAGATTCTGTTTAATATAGTATATTATAGCACCAGTGGATCATTTGGTTGTATGCATAT
-TATTGTACCTTCTCTGCTACAAAATATATTCCTTTGTCCTAAGGTGTGTTACAAAGAACA
-TTAGGCATTCTATGCATCTTTGGATAGTTTAATGGCCAAGACATTGATGGCAGGAGAGTC
-AAAGCCACAGGTGGAAAACACATTTATCCCAGTAAGAACAAATTGCTATTCTTCCACTGT
-AGAGAGGGTAAACAATGTGCCATTACGTTGCCAATTGAATGCCTCAATCATGTCAAGGGC
-TGAACATCTATGACTGTTTCTGAAAGGTCAAACATTCAACAGAGGCTGTAGCTAGAACTG
-CCTTAATGATAAGAGATCATGCTGAATTACCCATGCAAAACCTTAATACTTGACACTTAT
-CACTACTTTATTCAAGAGCCTATTGTGCAAGCATAAGTGGCTGAGTCAGGTTCTCAACTC
-TGCTCATTAATACTATGCTTGGAGTATACAGTAAGATAAGAAACATAAATAAGAAGTGTA
-CATTTGTTTCTTCCTGTTTTCTTCTGGCTATTGGATCAATTACATCCCATCTTAAGCTGA
-CCCCTGTGTAATTAATCAATATCCGTTTTAAGCAGCAATCCATAGTTGTGCAGAAATTAG
-AAAACTGACCCACACAGAAAAACTAATTGTGAGAACCAATATTATACTAAATTCATTTGA
-CAATTCTCAGCAAAGTGCTGGGTTGATCTCTATTTACGCTTTTCTTAAACACACAAAATA
-CAAAAGTTAACCCATATGGAATGCAATGGAGGAAATCAATGACATATCAGATCTAGAAAC
-TAATCAATTAGCAATCAGGAAGGAGTTGTGGTAGGAAGTCTGTGCTGTTGAATGTACACT
-AATCAATGATTCCTTAAATTATTCACAATAAAAAAAAAGATTAGAATAGTTTTTTTAAAA
-AAAAAGCCCAGAAACTAATCTAAGTTTTGTCTGGTAATAAAGGTATATTTTCAAAAGAGA
-GGTAAATAGATCCACATACTGTGGAGGGAATAAAATACTTTTTGAAAAACAAACAACAAG
-TTGGATTTTTAGACACATAGAAATTGAATATGTACATTTATAAATATTTTTGGATTGAAC
-TATTTCAAAATTATACCATAAAATAACTTGTAAAAATGTAGGCAAAATGTATATAATTAT
-GGCATGAGGTATGCAACTTTAGGCAAGGAAGCAAAAGCAGAAACCATGAAAAAAGTCTAA
-ATTTTACCATATTGAATTTAAATTTTCAAAAACAAAAATAAAGACAAAGTGGGAAAAATA
-TGTATGCTTCATGTGTGACAAGCCACTGATACCTATTAAATATGAAGAATATTATAAATC
-ATATCAATAACCACAACATTCAAGCTGTCAGTTTGAATAGACAATGTAAATGACAAAACT
-ACATACTCAACAAGATAACAGCAAACCAGCTTCGACAGCACGTTAAAGGGGTCATACAAC
-ATAATCGAGTAGAATTTATCTCTGAGATGCAAGAATGGTTCAAAATATGGAAACCAATAA
-ATGTGATATGCCACACTAACAGAATAAAAAATAAAAATCATATTATCATCTCAATAGATG
-CAGAAAAAGCATTAACAAAAGTAAACATTCTTTCATAATAAGACATCAGATAAAACAAAT
-TAGGAATAGAAGGAATGTACCGCAACACAATAAAGGCCATATATAACAAGCCCACAGCTA
-ACATCATAATAGTAAAATCATCACACTGGTAAAAAAAATGAAAGCTTTTCCTCTAAGGTC
-AGAAATAATATAAAGGTTCCCACTCTTGCTATTTCTATTCCATATCGTACTAAAAGTCCT
-AGCCAGGACAATTAGACAAAATAAAAATAAAAACACCCAAATTGGAAAGATAGAAGCAAA
-CTTTTCTGTTTACAGATAACATAATCTTATATGTAGAAACCCCTTAAAACTTCAGCAAAA
-AAAAAAAAAAAACTACAGAGCTAGTAAATTCAGTGAAGTTGCAGAATACAAAATCAACAT
-ACAAAAATCAGTAGTGTCTCTATACACTAATAAGGACTTAACAGAGAAAGAAGTTAAGAA
-AACAATACCACTAACAATAGAATCCAAAAAATAAAATACTTAGGAATAAATTTTACCAAA
-CATCTGTACACTAAAAACTATAAAACATTGAAAAAAGAAGTTGAATAAGACACATATAAA
-TAGAAAGCTATCTCATGTTAATAGATTAGAAAAAGTAATATTGTTAAGATGTCCTCACTA
-CTTAAAGCAATTTATAGATCTAATGCATTTATTGCAATCTCTTCAAAATCCCAAAGGTAT
-TTTTGACAGAAATAAAAAAAAAATTCTAAAATATGCATGAAACCACAAAAGACTGTGAAT
-AGCTAAAGCAATCTTGAGCAAGATGAACAACACTGGAAGCATCACACTACCTTATTTCAA
-AATCTACTACAAAGCTATAGTGATCAAAGCAACATGATACTGTCATAAAAACACACAGAT
-AAACCTATGGAATGGAATAAAGAGCACAGAAATAAGTCCACACATTTACATTCAATTGAT
-TTTCAACAACAATGTCAAGAAGACAATGGGGAAAAGACAATCTCTTCAATAAATGATGCT
-GGAAAAACTATATATCCACATGCAGAAGAATGCAGTTGAATCCTGATTTCATACCATATG
-CAAAATTCAACTGGAAATGGATTAAATACAAATTTAAAACATGAAATGGTATAACTATTA
-GAACAAAACATAGAAAATATTCTTCCTGACATTGGTTTGGGCCATCATTTTTCTGATATG
-ACTCTAAAAGCACAGGCAAAAAAAGAAAAAATAGACAAATGAGACTATGCCAAATTAAAA
-AATTTCTAACAACAAAAGAAACGATCAATAGAGTGAAAAAGATAACCTCTTGAATGGGAG
-AAATATTTGCAAACTACTCATCCAACCGGGGATTGATATCCAGAATATACAAGTAACACA
-AATATGTCAAAAGTAAAATAAATAAATAAATAAATAAATAAATAAATTAAATAAATTATT
-TAAAAATCGGCAGAGGACAGGAATAGACATTTCTCAGGAGACAACATACAAAGGGCCACA
-GATACATCAAAAAATGCTCAACATCACTATTTGTCAGGGAAGTACTAATTAAAACCAAAA
-TGAGATGTCCCCTCAAACCTGTTAGAATGGCTATTATCAAAAAGATGAAAGATAGCAACT
-ATCAGAGAGGATGATAGAAAAGGGAACCCTTGCATCATGTACAAATTAAAAATAGAACTA
-TCACATGATCCAAGAATCCTACTTCTGGGTATATAGCCAAAGGAATTGAAATCAATATGT
-CAAAGGGATATCTGCACTCCTATGTTATTGCAGCATGTTCACAATGGCCAAGATATAGAA
-TCAACCTAACTGTTCATAGACAGATGAATGGATAAATGAAATGTGATATGGAAAATTATT
-CAGCCTTAAAAACAGTAGGAAATTCTGTCATTTGAGACAACGTGGATGAACCTAGAGGAC
-ATTAAGCTAAGTGAAATAAGCTAGACACAGAAAGACAAATATTGCATGATCTCACTTAGA
-ATCTAAAAAATCTGAACTCATAGAAGCAGAGAATAGTATGATGGTTACTAGGGTTATCTG
-GCAGGGAGAGGATGAGGAAATGGGACATTGTTAATAAAAGGAAAAAAATTCAATTAGTAG
-GATTACATTCAGGGGACCCAATATACGACATGTTGACTGTAATTAATAATGTATTGTATG
-CTTGAAAATTGCTAATACAGTATATTGTAAATGTTAATATGAGGTAATATATGTGTTAAT
-TAACTTGATTTATTCATTCAACAACATACACATATATTAAAACATCACACTGTATTCCAC
-AAATATATATAATTTTTGTCAATTAAAAAATAATTTTTAAAAATGAGAAACAAAAAAGCT
-GACATTTTCAGATTAAAAAAATTATACAGAAGAATTAATTCATTAAAGTAAAAACAAATG
-TGGGAAAATGGTTTTTAAATATAATTTAAACCAAATTTAAAATAAGCATATAAAGACTAT
-GGACAAAACAAGAAATCCAAATAAAAAATAAACATATGAAGAATATTCAAACTCACTTTT
-TATCAAAGAAATGTAAATTTTAAAATATAGCATTGCTATTGTGTTTTCATAAATAATAAT
-ATATCATGGATGAGCCTGTGAGGAAACAGACACTCATACTCTGCAAAGCAATGACTAAGA
-TAATTATGTCAGATCATGAATTACGTTAATTAGCTTGATGGTGGTCACTGTTTCACGATA
-AATATACATATGTATCAAAACATCACATTACACACCATAAAGATATATAACTTGTTATCA
-AAAAGAAATATAGCAGTTAAAATTTAAAATTTTTAAAAAACGTCTTTTTGAGGTTCGTAC
-CTCACTTAAGTCACACTGTTCAAAATATTCATGCACTCATTTCTCTCATTCATGTGTTAA
-TGTACAGGGTACGGGCCACTATAAATTCCTTCAGCAACTGGAAAGGAAACTTTATGTACT
-GAGTGCTCAGAGTTGTATTAACTTTTTTTTTTTTTTGAGCAGCAGCAAGATTTATTGTGA
-AGAGTGAAAGAACAAAGCTTCCACAGTGTGGAAGGGGACCCGAGCGGTTTGCCCAGTTGT
-ATTAACTTCTAATTCAACACTTTAAGATTCTTAGCATTATTGCAGACAACATCAGCTTCA
-CAAGTGTGTGTCCTGTGCAGTTGAACAAGATCCCACACTTAAAAGGATCCTACACTTTTT
-TTAATGCTCTGCTGTTTCTGCCTTGAAATTCTTAACAATTTTTTTAACCAAAGTCCTCAC
-AAATTCAGTTTACATTAGCCCTGCAATCATGTAGACATCCTGATTCCAGACAATGTGTCT
-GGAGGCAGGGTTTACAGGACTTCAAGAACCTTACCTTCTCAACTTTCATCTGCATCTTTA
-CTCCCAACTATATATGAAGATGATGAAGATAGATATGGATGGTGCTTCTACCATACCCTC
-TTCCTCTGCCAAACTTCCTTGATCTAGGATAAGGTCAGTAAACTTCTTCCGTAAAAGGCC
-AAAAGTAAATATTATAGGCTCTACAGGCCCTAGAGTGTCTGTCATAACTACTCAACTCTT
-ATTGTAGCATAAAAACTGTCAACAGACAATACAGAAACAAATGAGTGTGACTGGGTTCCA
-GTGAAACTTTATTTACAAAAGATTTGTCCCATGAGTCAAATTTACCACCTCCAGATCTAG
-AGAAACAGTTTTGAGCCCTTTTATTTTGCTCAACAGTTAAGCATGGCTCCATGTCCCTTA
-TATTTAGTCAGAACTCGGTATGTTTTAAGGAAAGAATGGTTACACGAAGACATACATTCA
-TTCATTTATACAACACATTTTCAGTGTTGAATGATAAATTTTGGAATAGTTAACAGATGA
-TAAAAGTGTTGTTTTCAGTCATCCCTATCCAATGAAGTAAAAAAAAAAGTGTTGAATGGG
-AAGAAATCAAGAATAGTTATACGAATATCACCATTGCATTAAAGCTCTCTTCCTTGTTTC
-TAAAAGAATATCTTGACACACATTAAGCTCACTGACCCCCACACCATGAATGAGGGCATC
-TTCAACAATGGTGGATGACGTCTTAGTTTCCCTCAACTCAGTTAATCTAAGTAAGCTCAT
-GGTATCACTTTCCTGTCCTAGAGGGAACATATTTCCTGCATTTTTCTTTTTTTCCTTACT
-TTCCATCACCAAGTAACTCTTCTGATATTTTTTCTCTTGAGAAAATTAATATGACTCATA
-GATCTGGTTCCCAAGAGAAATCAATGGAGGCCTGGTTACAAGGATCTAAGAAGCATCAAT
-GGGTCACTAACATCTAGTGGTACTAATTAACTCTGTTAATCATTGGGAAGAAAATGTATA
-TATACTTTTGTCTTGGAGCTGATTCTACTAGAAAGCAGAAATCAAAATGATCAGTTTCCC
-AGTGTCACTACTGCACACCCTGGAACAGAACAGGTAGGTCAGAAAAACGCTCCCAAAGTT
-TAGCAATGTCAAGGCAATCTCTCTCTTCTTACATTTCCCTTCAACCTTCTATCTCCTCCA
-CTTTTCTGTTTTCCTCCTATCTCCAATTATTTCAATCCTCAGAGCATTATTCTTACAATC
-TTAATCACTAAATTATATTACACCCGTTAAAGGAGAGATTTCTAAATGCATTGACATTTG
-TACTGTCTCTCTTTGGAGAATTAGTATTATAAGGATCTGTTATCTCTTGTCACCTTCCTT
-ATGTCATATGATATGTCACATTTCCCACTGCGGAGACCAAACATGTTCACATCGTGTGCG
-TTCCATTTTCCTAATGGAAAGTGGGGGGAAGTGATTTTCTGTCCTCATATAGAGAATGCT
-GGGGCCATTCCCTCTGTATGCCATATTTGATAAAGCATTTGATAATCTTAGTCAATGCCT
-GGGCCAAGAATTAAAGGGGTAATTATCAGAATGAAAATGGTTTAATGAAACTGTGTCTAT
-CAGTTCTGAAAAGGGCCTCTATCACAATGAACTAAGGTAGTTATGAATAGAGCTAAAACT
-TAGGCAACACCATCCTGGACATAGGAACGGGCAAAGATTTCATGACAAAGACACGGAAAC
-CAATCACAACAAAAGCAAAAATTGAGAAGTGGAATCTAATAAAACAATAGCTTCTGCACA
-GCAAAAGAAGCTACCAACAAAGTAAACAGACAACCTACAGAATGGGAGAAAATATTTGCC
-AACTGTAAGTCTGACAAAAATCTAATATCTGGCAGCTATAAGGAACTTAAATTTACAAGA
-CAAAAACAACCCCATTAAAAAGTGGGCAAAGAACATGAATAGACACTCTCAAAAGAAGAT
-ATACATATGGTTAACAAGCATATGAAAAAAAAGCTCAATATACTGAGCATTAGAGAAATG
-CAAATCAAAACCATATTGAGATATCATCTCATACCAGGCAGAATGGCTATTATTAAAAAG
-TCAAAAATAACAGATATCGGTGAGGTTACAGAGAAAAGGGAACACTTATACACTGTTGGT
-GGGACTGTAAATTATTTCAACCATTGTGGAAAGCAGTATGGGATGGCGATTCCTCAAAAA
-GCCAAAAACAGAACTATCATTCAACCCAGCAATTCCATTACTGGGTATATACCCAGAAGA
-ATATAAATCGTTCTACCATAAAGACGCATGCATGAGAATGTTCATTGCAGCACTACTCAC
-AATAGCAGAGACATGGAATCAACTTAAATGCCCATCAGTAACAGACTGGATAAAGAAAGT
-GTGGTACAGATACACCGTGGATTACTATGCAGCCATAAAAAAGAACAAGATCATGTCTTT
-GACAGGAACATGGATGGAGCTGGAGGCTACTATCCTTAGCAAGCTAAGGCAGGAACAGAA
-ATCCAAATACCGCATGTTCTCACTTATGAGCGTGAGATAAATGATGAGAACTTGTAAACA
-CAAAGAAGGAAACAACAGGCAGTGGGGTCTACTTGAGGACGACGGGAAGAGGGAGAGGAG
-CAGAAAAGATAACTACTGACTACCGGGCGCTACCTGGGGGATGAAACAATCTGTACAACG
-AACCCCCAGGACATGAGTTTACCTATGTAACAAACCTTCACGTGTACCCCCGAACCTAAA
-ATAAAAGTCAAAAAGAAAAAGAAAAAAAGAAAAATCCATGCATATGATACATCAGTTAAC
-AAGGCACTGGTGAAATTAATTTTAAGTATTATTGTCTCTTTGTGTTTTTGGTCTCAGAAA
-AGTTACGATTTCCCTTAGTTCCTTAGGGCAGAGAGAATCTTCAATCACTGAAGTCAGGAG
-ACACACATTCTATCTGATTTTCTACATTATCTGTTTGAAAAGGTTACCCACTTATTAGTG
-TTAAAGCCAAGATATCCAGCAAGGATAGCAACCAACTCTTAAGGTACTCTCCCTTAGGAG
-GATTCCTGATTCTTTAATGTTTTCTAAAAAAGCAAAACAAACAAACAAACAAAACAAAAC
-ACTAAATGTTTTCTCTTTCAACTTATTTGAATACACTCTTTTCTCACTGCTCTGAGCATG
-AATTCAATATTTCAGGGCAAACTAACTGAATGTTAGAACCAACTCCTGATAAGTCTTGAA
-CAAAAGATAGGATCCTCTATAAACAGGTTAATCGCCACGACATAGTAGTATTTAGAGTTA
-CTAGTAAGCCTGATGCCACTACACAATTCTAGCTTTTCTCTTTAGGATGATTGTTTCATT
-CAGTCTTATCTCTTTTAGAAAACATAGGAAAAAATTATTTAATAATAAAATTTAATTGGC
-AAAATGAAGGTATGGCTTATAAGAGTGTTTTCCTATTGTTTTCAGTGTAGGACTCACTGT
-TCTAAATAACTGGGACACCCAAGGATTCTGTAAAATGCCATCCAGTTATCATTTATATTC
-CCTAACTCAAAATTCATTCACATGTATTCATTTTTTTCTAAACAAATTAGCATGTAGAAT
-TCTGGTTAAAATTTGGCATAGAACACCCGGGTATTTTTTCATAATGCACCCAATAACTGT
-CATTCACTAATTGAGAATGGTGATTTAACAAAGGATAATAAAGTTATGAAACCAATGCCA
-CAAAACATCTGTCTCTAACTGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTAAGAGGG
-AGAGAGAGAAAATTTCACTCCCTCCATAAATCTCACAGTATTCTTTTCTTTTTCCTTTCC
-TTTCCTTGCTCTTCTTTCTCTCCTATTGCTTTCCTTTCATTTCCTTCTCATAAAAGAAAA
-ATAACAATATAGAAAATAACAAAATATAGATGGTCAACCTTTTTAATATTAAGGTTACCT
-AAAATGCCATTATCCAAAGTGGTTCTCTAGAGATGCTGATGTATATACTTACATATTTTA
-CAGTGTATTCAAATAAAGAGTATATTACATAAGACATATCCTTTTGTAACCAACTTTTGT
-CATTAACAATTTACTGGACTTGTCAACAAACCTAAATCTGTATCGTCTATAATGGCTACG
-TTCATTTTGGTATGAATCTTAATTACCCCTTTCTGCATTATTTAATGATTTTCTCATATG
-TCACTCTTAAATGTACTTCTAATTTTTCACTTTACATCACATAATGAATGGATCCAAATA
-TGTTATGGATAGATATCTTCAAACTTTCTACTTACAAGTAGTGATAATAACAGATGTTCT
-CTCTAAAGTGTAGTTGGTATCAATTTTACTGACCTTTAAAAATATCTTAATGGGACAAAG
-TTCAAATATTTGATGACCAGCTATCGTGACCTTTATCTCTGTGGCTCTGTGGGCCTGTAG
-TTTTTACGTGCTTTTAGTGTATCATGATTAAATATTTTGTTTTAGTAAAGACACCATTAT
-TTCCCAACTTCATATTCAAATTGTCAAAGGTATTAATCCTAGAGCAGAACTCTCAAAAGC
-ACCAACTCTGATTCCTAACAAAGCATGGAAAAGCCCTCTCTCTGAGTTTCAGATACTCTT
-TTTTGTGGGGGTTGAGTTTCACTTTATTTAAAGTGAGTCTTAATCCTCCAACAAGTCAAC
-AAGTGATTGGCTGGAATCACACGTATTGGAAAACCAGCGGAAGAGTAAGTCTTTGTATTT
-TATGCTACTGTACCTCTGGGATTAATTGCTCTTTCCCTCATTGGCCAGTCACTCTTAGTG
-TGTGATTAATGCCTGAGACTGTGTGAAGTAAGAGATGGATCAGAGGCCGGGCGCGGGGGC
-TCGCGCCTGTCATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACGAGGTCAGGAGA
-TCGAGACCATCCTGGCTAACACGGGGAAACCCCGTCTCCACTAAAAATACAAAAAGTTAG
-CCGGGCGCGGTGGCGGGCGCCTGCGGTCCCAGCTGCTGGGGAGGCCGAGGCGGGAGCATG
-GCGGGAACCGGGAGGCGGAGCCTGCAGTGAGCCGAGATGGCGCCACCGCACTCCAGCCTG
-GGCGACCCAGCGAGACTCCGCCTCAAAAAAAAAAAAAGAAGATTGATCAGAGAGTACCTC
-CCCTAAGGGTACATGCAGATAAATACAGTTAAGGCGATTAACATTTCAAATACGGTGACT
-GTTTCTTACGTGGACGACGTTGTGTTGAACATGGGTGAGTAAGACTGAAGCAGCCGTAAT
-TACTGCACGATGCGCATGGTAAAGAAGCACTCCGTTAGGGAAATTATATTCTTTGCCCCT
-CTAATCCTTCACTCCACCTGCCATATTCCCACATGATTTTTTTCTTTGCTGTTCTTGTCT
-AATTGTTATTAATAATTAATAAATAACTTATGATCTAATTGTTATTAATAATAACTTATC
-ATCACATGATTTATTAATAAATTAATAAATAACTTATTATCACCGCATTTCCCCAATTCA
-TTTATCTTTCTTTCATTTTCTCTCTTTGTGTGTTTTCTGTCTTCATATTTCAGCACTTGC
-CACATATTTCCCACAAAATCATTTATGGTCAAACAACACTTCAACGTGTAGCATTTGTAT
-TTCTCAATTCTTCCTCACTTTCTTCCTTCAGAATACTAAAGCTTCTTCTCTACTGACTGA
-GTCAATGGCCAATGGATAGAGTAAATAATTCTGCGGTATCTAAATTTGTATTGATTGGAC
-TTTCAAGCTCTTGGGAGATGCATCTTTTTCTTTTTTGGTTCTTCTCTGTGTTCTACATGG
-GAATTATCCTGGAAAATCTCTTCATTGTGTTCACAGTAATTATTGACTCTCATTTAAATT
-CCCCAGGTACTGCCTACTGGCCAACATTTATCTTCTTGATCTGGGTCTTCTCCTACAGTT
-CTGACTTTTTCACTAACTGCAGCATCATTTCTTTTCCAAGATGCATCATACAGATATTTT
-TCATTTGTGTCATGCGTAAAAATTGAGATGGTGCTGCTCATAACCATGGCATAGAGCAGG
-TACACTGCCAATCTGTAAGCCTCCCCATTACCTGACCACAATGAACCCCAAAATGTGTGT
-TTCCTTTGTTGGAGGCATCCTGGATAGTCAGGATAATCCATGCTGTATCTCAGTTTGTTT
-TTGCCATAAACTTGCCTTTTTGTGGCCCTAATAGAGTAGGTAGTTTTCACTGTGATTTTC
-CTTATGTCATGAAACTTGCTTGTGTAGACACTTACAAACTAGAGGTTGTAGTCACTGCTA
-ACAGTGGGCTTATATCCATAGCTACCTGTTTCTTATTAATAATATCCTATATTTTCATTT
-CGGTAACCGTCTAGAATCCTTCTTCAGGAGACTTATCTAAAGCATTTGTGTCATGTTAGA
-TCACATCACAGTAGGGATTTTGTTTTTTATGCCATGTATATTTCTGTATGTGTAGCCTTT
-GCCTAAAACAACACATGATTAATATTTGTTCATTGTTCCTTTTGCTATCACCCCTGTCTA
-GGATCTACACATTAAGAAACAAAGACATGAACGTCTCCATGGAAAGACTGGGAAAATGGA
-TTGCAGGTTCTAGCAGGATGTCATAATAAATGGTGCATATCCAGAGTGCAAGATGATTCA
-GTCTCACCAAGAACACTGAAAGTCACATGGCTACCAGCATTATTGTGATAAGAACTACTA
-TTTTGGGAGATAGTTTAGCAAAGGTGCCATGTAGAAATTGATTAAGTCAGAGGTATCTTT
-AACTTGCCACCACAGAGAAGAGATTAATTTCATATACTTCCATTGAGAAGAGAGATAAGA
-ATACAAAACCAAGCTGATTTGCAGGAGTAAACTTGATATTCAAATACTATTTCCTGAATG
-ACATTTTCTGAGACATGCTAATTGTAATTACTTTCAGCTTCAAAACATAATAAATTTATC
-TCATAGTAAGCATATAGATGGAATAAATAAAATGTGAACTTAGGTAAATTATAAATTAAT
-AAAGTATATTTTTAAAATTTCCATTTTAATTTCTGTTTAAATTAGAATAAGAAACAAAAA
-CAACTATGTAATACGTGTGCAAAGCCCTGAACTGAGATTTGACTTTACCTTGAGCTTTGT
-CAGTTTACGATGCTATTTCAGTTTTGTGCTCAGATTTGAGTGATTGCAGGAAGAGAATAA
-ATTTCTTTAATGCTGTCAAGACTTTAAATAGATACAGACAGAGCATTTTCACTTTTTCCT
-ACATCTCTATTATTCTAAAAATGAGAACATTCCAAAAGTCAACCATCCAAGTTTATTCTA
-AATAGATGTGTAGAAATAACAGTTGTTTCACAGGAGACTAATCGCCCAAGGATATGTGTT
-TAGAGGTACTGGTTTCTTAAATAAGGTTTTCTAGTCAGGCAAAAGATTCCCTGGAGCTTA
-TGCATCTGTGGTTGATATTTTGGGATAAGAATAAAGCTAGAAATGGTGAGGCATATTCAA
-TTTCATTGAAGATTTCTGCATTCAAAATAAAAACTCTATTGAAGTTACACATACTTTTTT
-CATGTATTTGTTTCTACTGCTTTGTAAATTATAACAGCTCAATTAAGAGAAACCGTACCT
-ATGCTATTTTGTCCTGTGATTCTCCAAGAACCTTCCTAAGTTATTCTACTTAATTGCTTT
-ATCACTCATATGAATGGGAATTTCTTCTCTTAATTGCTGCTAATCTCCCCCATCTTCAAA
-TACTCTACCGGGCTTCTGGAACACCACAGCTTCCTGGCTTTTTCTCCTACCTCCTGGGCA
-AGTCCTTCCCTGTGTCTTTTGTTGAGTGTTCCTCATCTGCTTAACTACCAATCAACCTAT
-TGCCCCTAATTTGATCTTTGGCCTGTTTTCACTTAGATTCTATCCCTACGTATCACCCAT
-TCCCACAGCTTTAATCACCATCTAAACACTAGGGGCTCTCAAACCTTGTATTTTTCTTTC
-TTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTCCTCCT
-TTTCTTTCCTTTTCTTTCTTTCATTCTTTCTTTCTTTTTTAAGGGGCAGGGTCTCACTAT
-GTTGCTGAGGCTGGTCTCAAACTCCTGACCTCAAGCAATCTGTCTGCTTCAGCCTCCCAA
-GTAGCTGAGAATACAGGGACAAGCCATTGCACCTGACCCTGGTACTATTTCTTGAGTTCC
-TGATCCACAGATCTAACCTCCTACTTTCCTGGATGCCACACAAGATCTTCCACTCAACAA
-GTCTGCAACTAAACTAGCCTTCCTCTTTTCAAACCTACTCTTCTTTCAGTGTTCTCAGTC
-ACAATAATTTGTACCAACTAGTTACCTAGTTGCACAACCCAAAATCTGGGAAAAATAATA
-GATTTCTTTCTCCATAGTACCCCCAAATCAATAAATCATCAAGTCTTATTCTACCTTCCA
-AAGAGCCTTACATATGTTCCTTTATTTTCATCTGTAACACCACTATTCCTGTCTAAGCCT
-ACCTATGTCATTTTTGGAAGAGAATATAGTCACCTATGCGACCTTCCCACTTAAAATCCT
-ACTATTTACGCTTCAGTAAAAGAAAAAAAATTTTTAATCTAAGTATGTAATTCTTTTGCT
-GAAGACACTTCACTTGCTTCTGTGCCCTTAAACTGGTATGTTATCATGGTATAGTAGGCC
-ATCCAAGACCTGGCTTCCTTCCTTTTTTTCAGTCTCAGAGAATAACATACTCTTTCCCTG
-CAACTCCAGATCCAATTTGGTTTTCTTTTACTTGCCTGGAAACTCCAAAATCTATCAACT
-CTGGGGCTTTCCACTAGCTAATCATTTTGTATACAATATTTGTCCTTCATGTTTTGCCTC
-TTAACATCTCAGCTTTCAGTTTCATCATTTTACCAGGGAGGCCTCCCAGAACCTGAGTCC
-AGAAGAGTTCCTTCCATTGTATATTCCTCTAGCACTACCTATTACCTCTTTTGTAAGACT
-AACAGCCCTCAAAATTTTTCATTCAGTGATGTCTTCCTCATTGCATTTTAAGTTCAACAT
-GAGCAGGACTTTGTCGTGTTCACCTCTATCACATCATAAATATAGCAAACAGTAAAACTA
-TTGCAACATGACTAATGTATTGAACGATGCTTCAGCTTTCTTCTTACGTTCAATCACAGG
-TCATATGACTAAAGAACTTCCTTTTTAATCTCCTTTTCTATTCTCAATTAATTTCTTCTG
-CCTGCATCACCTCAAGTCTCTGGGGTGAAATCCACTAATGAATTCCTTTTGCAGCTTAAG
-CCAATTCCAATCTTGAGCCAATCTCAGGTGAAGAAGCCTGTAAATTATCACTCTCAGTCC
-TCTCTTGTACTACTAGGTCTCATGAACTCTTCATTAACAACTCCAGCTTCTCTGTTAGCC
-CAAAAGCCTTTTGCTGCCTAGAAAACCCATGATTCATGCCTCAGGAAACAGCCTTCAAAT
-CACAACATGTTCTGTATCTGGCTGGCCAACTCCCTGCAACTTATTTCTGCCTAGATTCTC
-CCTCATTCATTTCAATACGCTGTTCGGCCTGCTACCCCAGTTTCCCACTTAGAACAATGG
-CACACAGGACAGGAGCACATTGGCACATCAGAATGACTTATGTACTGCTCATTGTGTTGC
-AGAAGAGACCTCTGTGGGGGCAATAGAACAGATTTTCCTCTCACGTCACTGTAGTTGTGG
-TTTCCCTAAGCACCTACACTGTTTCACCTCATCTTAGGTAGACAATAATCCATGTAACTG
-ACTGTGTATCCTAATTTTAAAAAATATTTCTGCCCACATTATTCTGCAGTTTTTATCTTG
-CTTACGTATTTTTGGAATGTTACTATTTTTCAAAAATTAATTTGGGATCAACCAACACTT
-CTTATTCTGCTGCTGTTCTAGAGAAAATCATTTTCCTCATTTCTGAACAAGAGAAAATGA
-AATACAGCTCTAAACAAATGCCACTGTAAACCAAGGTGGAGCCTTTGCACTTTCAGGCCA
-CCATGATAACCTGGAGATTAGATTTTTCTGTGTCTTTATATCAATAATAAAGCCAAGCTT
-CTCCAGGGGTATCCACTAGGCTTGTCTCAATGGCTCAATACAGGTCCTTTTGTGAATGAT
-TACCTCACCCTCATGGAAACACACTCTTGTTACAGAAACTCAGAATGATTCTATTTTTTC
-TTTTATATTTGTATATGTTTTTCCAATACCTCTGAAAAAACTGATCCAAAAAAAATACAA
-ATTTTAATTGTAGCCAGTCAATTCAGGAAGGATAAAGGTCAAAAACTTTCAAAGAAACCT
-TCAGCCCCAACACACTAAACTTTGGGAGCACAGGTTGGCATCCAGAGGTAAACATTTGCT
-ATAACTGATAACAGGAGAAGGATCCATTTATTCACCTGTTATCAATTACAGGCATTGTAT
-TTAAAGATCAGATGTTTTATATTTATTTCTTCAAATTTCATTCATGGTGCCATAAGTGAA
-GGTATCTCTGTCCACCCTGAATATATTTTCACTCCCTCATCTCAGTCATTCCGAACAATT
-CACACACTAAGATTACCCATGCTAAATGGGGATTCTTTTTTACTAGCCAATGTAGTACCT
-CAAATCCTTCCTTCCCTCCCCCTATTTCATCAGCAGGCAATTCTTTTGATACTTTTGTCA
-AGGGGAAATTGTGTGACTCAGAGATCTAGTCCCCAAGAGAAACTAATAATGGGCTGGGTA
-TTGTCTGTCTCAGCAGCATCAGTGGGTCCCTCTCCTGTGCAGCTAATTAGCTTCCTTTCC
-AATATGAAGAATCTTATATATAGCTTTGTCTTTGGGGTATTACATAAATGAAGATTAAGC
-TATCTGAATTTCTCCTTCTCCTAAAAATGCACATCCTATGACTGAAAAGACAGGTAAAAG
-AGATGCTTTTAATTACAAAACTTTCCCTGTCGTGGTTGCTTCTCTCTATCCTTCTAAACT
-CCCTTTCAATTTCTTCTCTTCTGTAACATATTTGTGCCCAAAATCTTCTGCTTTCTGAAA
-TATTTTATCTTTTTCTTCCACACTATCTCTTATTTTCCAATTTTAATCATTAAATTATAT
-TATGTCTTATAAAACTAATCCCACATATAAACCCCTATGATAATTTCAGTTTGTCCCTAG
-TATGAAGTTCTTTAAAGATGTGTAGTTTTCTAACTTTCATGCTCTCCAATTAATTATAAA
-CTTCATTTTCCACTCTGAAAAGGAGATGTCTGATCTCAGCTATTTCCATCCTATTTGAAA
-ACCAGATTTAGTTTTAAACCAGAGGAAGGGAATCTCAAGTCTTTACCTCCCACAGTCTGG
-TGTGATTCTCTCTCTTTTGGTATTACCTTCCTCCACATTGGAACACTCCAGCCAATGCAT
-AGGCTGAGAGGCTATCTCAGATTCAGAAAGATTTGGCCTCATCCCAGGGGAGGGTACAGA
-GGAGCTGATGACTATGAATTCTGAAATGGAACTGTTCCAGGTTGAAGAAATAAGAAAGGG
-AATTGGGAAGAGCAATGCCCAGTGAAAAAGAAGAAATAATATTTTAGGAAGTGAATGCTA
-ATTTTATTTTAAACAAAATAAGAACTCAAGGAATAAGAGGGTTCTTCCAATAGGTTAGAG
-TGATCCTGTCAAACATATATGCTTCTAGATTTTTTTAAAGACTGTTTCTACTAAGAAAGC
-ATAGACCGCTATTGAGAAAGATCATTAAACTGGAATTTAGGAGGTCTGCCTTCTGATTCT
-GACTTCTTGAATGTATTGTTAGCCATTTAACCACACTGTGTTGTTTCTCATTCTACCTGT
-AGAATCTCAAAGTTCTTTCCCACTTCTATACAAAACTATAATTCTGAACATCCTTTTTGT
-TTAATATAAGTCTGCATTTCCTGTTTGAAGATATGTGTCCCAGACCCTAAATGACTGACA
-AATTTTAAATCTCCAATAGGAAAGATGACAAACTCTATGGAAACTTGGCTTCTGAAGAAC
-TCCTAGAAGCTTTCCAAAGTCATCAGTGTTTCCTAAGAAGGCAGAGAAATCAAACACATG
-GTCTTTTCCTCCAGACAAGCTCCTTTGGGTCATCAGGATTTCTTCAACAATAAAATGTAA
-TAATTCCAAATGTTTGTAACAGAATGGGTAGGACTTTCTTCACTTATTTAAATACTCCCT
-TTTTTATGCAACTGAGTTTTCATCAACAAGTACAAGCTTGTGAAGGAGTACTTTAAAATG
-CAATTTCTCTCTATTTTTGTGGGGGCTAATATTTTATTTCTCATATTGACAATTTATTAT
-GCTGTTTTTAAAAAGTTCATTCATCAAGTATTTCTTGAGCTTTTTCTATGAGACAGGCAC
-TGTTTTAGGCAAGTAATTATGCACTGAACAATGCAAAAAGTTTCCCTGCACTCATGGACT
-TTAATTTTACATTTATGAAAAGCTACAAATATTAGAATAAGTAAAATACTGCCTGGAGGC
-TAAAGCATATTTTGATCACTTATTCCCTAATTCTTTTAGAAGAGAACTCACCTGTCGGTT
-AGCTGAACCACTGCCAGTGATATCCAACTATACATTCAATCCCACCATACCTCATTATCA
-CACCTATTCACTCACAAGCTTAAACTCTTAACTTTTCTCCACATATCAGTGACTATTTCC
-TACAGCTTTTCTTTTACTTTCCATGTTTGCAGTGACAATATACATAAACAGTGTATGAAA
-ACTCAAGTAAAATCTACTCTCTCAGGTGTTCATAATGTATCAATGTATATTGCTTTAAGC
-CTGAAGGTAACCTAAGTAAAGATGTACCATGTTCCACCAATGCTTCTTTTGATCATCATT
-TTATCCTGTTTTTTCTTTAGGATTCTTTCTTATTCCTTCCCCTGACCCTTCTTTTATTCT
-CCAAATTTCTTTCCAATTCATCTTTGTTCTTCCCTTTCCTTTTTACTCTCTTTAAACATT
-CTATGGACTCTGCCTCCTTCACACTGATATTGAACGCCCATAGTTTCATATTTTGGATTG
-CGATTGTTTTATTTTAAAATGGCAAATGTTCATGTTATAAAGAGAATTTTTCAGTCTTTA
-GACTAATAGGTTCATGTAGTTTGGGATTTTCCTCTTTAAGAAAATTAATTATCACTCACA
-CTCCAAGACAAACACCATTTCAGTAGCAATATGAATTTCAGTAGTAATAGGAATCTCCAA
-ATATGACAAAGTAATTCAGACATTAATTGCTTTTGTTTTGGAATTGCTCTTATAAGATGA
-AATATCACTTTCATGATGAGAGTCCTAGAGTGCTTGGTTTATATATTGTATCTTAGTTTT
-AACAGGATAAAACACTTGATCCTAAGCAGTAAACATGATTCTTCAGCTTCAACTTCATTT
-CTTTATAAATAACTATTTATGAATTGGTGTTGAGCTTAGTAAGTCACCAAACACCTTCTG
-CTCAGCAGCATAAAGGACATTTCCATGAAACCTCCCAGGGATAATCTTATTTACTCTATA
-ATGTTTCCCGGGTTCAATTCCTCTCCCAAAATTCTTTGTTCTTAAGCCCCTATGATCTGG
-GTGATCTAAATATGGGTAAGAAGTCCAGGGATAGCACTATGAATGAAGTGAAAATAGTAA
-AACATAGTTAAAAATGTACAGATGCTCTCTGACTTATAATAGGGTTACGTCCTGATAAAT
-CCATCATAAGTCAAAAATGCATTTAATATTCCTAATGTACCTCACATCATAGTTTGGCCT
-AGCCTACCTTAAATGTGCTCAGAACACTTTCATTAGCTTATATAAGATCACCTAATACAA
-AGCCTATTTTATAATAAAATATTGAATAGCTCACGTAATATACTGACTACTATACTCAAG
-TACAGTTTCTTCTGAATGCATGTCACTTTCTCACCATTGTAAAGTCAAACAATTATAAGT
-CAAACTATCACAAGCCAGGGACCATCCATATGTATTTCATTCAGAAAATGCTGGAAAGAG
-CATTTCGGAGAATATCTAGATGAGAGAAGGTAGAAAGCCATGCACAAATTCACTGAGAGT
-TTAAAAAAATACATGCATATTGTGGAGATAGAAATCAAATCTATTTGTCTCCATCTGCTG
-TATTCTTCCCAAAATATTATCTCTTCTTATCCCATTGTACTATATTGCATTTCTTTGACC
-ATTTATTGTGTATCTCTTAATATTTCCCACTTCATCATTACTAACCTCACTCACTCTGAA
-CTTGATGAGAGCACCTGAGCATTAATTTTTCTTATAATTATTTAATGATTACCAGAATTC
-GTTCAGTATGGCCAGCTCTGGTCAAAGTGAGGCAGGCAAGATGCTTTGTCAACTGCCTGG
-ATGGAATGTCTCAAAAGGTTTCCATTTCATGGTAGCATTATGCAAAGTTCAAGACGTTTA
-ATCAAGACCCTTCACTTACTTAACTATACCTCCTTGAGAATCCCATCTATGAAAAAATTC
-TAGTCATTATAAAAATGATTGATTAAATGAGGGAAGTAGTAGAGTTCTTCATTTCTTTAG
-TTGGTTTAGTCTCCTATGAGTCAATCCTATTTTCAAAATTCTTAATAAACCATTTATTCC
-TTCAACTTTCTATGCCATTTGATGTTTTGTAAAAAAAAAAATATAATATGTATACAAAAA
-GATATTTCAAAATCTAGAAAGAGAGCTTTAGAGCTTTGTAAAGCTCTTTTAAAAATCAAA
-AACAACTACTGTTAATTAACATGTTGTACTATGCAATTTGTTTACCATTATTACTCTTGG
-TATTTTTAAGAAAAGTCTTTCCATTGTTATTATAAATGCTTCTATTGATATTTATTTTAA
-TAACTGTTATTACAGTCCGTCATGTACATACACTATACTTAAACCTAATGTTTGGTATTT
-AAATCGTTTCAAGATTTTATCACTGTCAACAAAGTATGATGAATATTTTTATGCTGAAAA
-CTTCTGTAAAAATAGAATTCCAAGAGTATTATTGCACCAAAAGGCATGGACTTAAAATTC
-TTGATACATGATTTCAAAATATTTTCTTTAAGGTTTGAATCAGTCTATATTCCCTCCAGC
-AGCGTATAAAAGTGCCAATTTCTCTGATCCTTAGCCAGTTTGGGTAATAATAATTGTAAA
-ACTTTTTTTTCTTTTTTTTTGAGACAGAGTCTCCCTCTGTCGCCAGGCTGAAGTGCAGTG
-GCGCAATCTCGGCTCACTGCAACCTCCGCCTCCCGGGGTCAAGCTATTCTCCTGCCTCAG
-CCTCCCAAGTAGCTGGGACTACAGGCATGCACCACCATGCCCAGCTAATTTTTGTTATTT
-TTAGTAGAGATGGAGTTTCCCCATGTTGGACAGGATGGTCTCGATCTCTTGACCTCGTGA
-TCCACCCTCCTCGGCCTCCCAAAGTGCTGGGATAACAGGCGTGAACAACCATGCCCGGCC
-TGTAAAACTTTTTCCTAATTTAACAGAAAAATAATAGTATTATATTTTATCATATTTCTT
-TGATTTCTAAGACACACATACACACACACACACACATATCTGTATATACAAATACACGTA
-TAGCTTACATTTTAATTCTTCATTTCATTTGTTCATTTATTAGGTCTTGGAGATTTTGTG
-AAACTGTTTAAATTCTTTTTTATACTATGAAGATATCAACCTTTTGTCTCTACAGCATTT
-CAAATTCAAGTATGATTCACGTGTTGGTTTGGGGTAGATCATTATAGGCACATGTAGGAA
-ACAGCTTTCAGAGATGCCTTAACCGTAATTATGCATTTGTATTCTAATTTTTATTTAATG
-TTATTATTGATTGCATTTTTAAAGATTCTGTATTTTTTAAACCATTTATTTGTATATGTT
-GGTATACAATCTTGCCATTTTCTGGGATTTCATATTTCCTTATTTTTGTTTTTTACCTTT
-TTTGGCTTGAATTTTTTGAGTTTTTATGCATTCTTTTCCAGTTTCTTAAGATGCTAATAA
-GTTCATGTATTTGAGCAATTGAGAACATTTAAAGCAATAGACTGCCTCTGAGCACAGCTT
-TGTCCATATTACATTAACCTTTTATACCCTGGGTTCCCACTAGTTTTTAAATAATCTACT
-ATCAAATAAAAGATTTGTTAATAATAAATTTTAAATCATTAACACTTAACGCATTATTTT
-CAGTCACACTAAGTTGATTCCTTCGTTTCTTTCAGGTTGCTTCAGAGTCTTCCCTTCTAT
-CTGATTCAGTGGACCAAGTAAATGACTCTCTGGTAACAGAATTTGTATTACTTGGACTTG
-CACAATCCTTGGAAATGCAGTTTTTCCTTTTTCTCTTCTTCTCTTTATTCTATGTGGGAA
-TTATCCTGGGAAAACTCTTCATTGTGTTCACAGTGATCTTTGATCCTCACTTACACTCCC
-CCATGTATATTCTGCTGGCCAACCTATCGCTCATTGACTTGAGCCTTTCATCTACCACAG
-TTCCTAGGTTGATCTACGATCTTTTTACTGATTGTAAAGTTATTTCCTTCCATAATTGCA
-TGATACAAAAGTTCTTTATCCATGTTATGGGAGGAGTTGAAATGGTGCTGCTGATAGTCA
-TGGCATATGATAGGTACACTGCGATCTGCAAGCCTCTCCACTATCCAACTATTATGAATC
-CCAAAATGTGCATGTTTTTGGTAGCAGCAGCTTGGGTCATTGGGGTGATTCATGCTATGT
-CTCAGTTTGTTTTTGTCATAAATTTACCCTTCTGTGGCCCTAATAATGTGGGGAGCTTTT
-ATTGTGATTTTCCTCGGGTTATTAAACTTGCATGCATGGACACTTATGGGCTAGAATTTG
-TGGTCACTGCCAACAGTGGATTCATATCGATGGGCACCTTCTTTTTCTTAATTGTATCAT
-ACATTTTTATTCTGGTCACTGTCCAACGACATTCCTCAAATGATTTATCCAAAGCATTCT
-TCACTTCGTCGGCTCACATCACCGTAGTGGTTTTGTTTTTTGCTCCATGCATGTTTCTCT
-ACGTGTGGCCTTTCCCTACTAAGTCATTGGATAAATTTTTTGCCATCATGAACTTTGTTG
-TCACCCCTGTCGTAAATCCTGCCATCTATACTTTAAGGAACAAAGATATGAAGTTTGCAA
-TGAGAAGGCTGAATCAACATATTTTAAATTCTATGGAGACGACATAACACATTTGGTTGA
-TGAGAGCACAGGATAAATGCCATGGACCATCAAGACTCCTGTGATCACCATGATCACTAT
-GGAACGCGCACATTTTTAGTATTGCCTGAAAAAACTGAAAAATCTGCAAAAAGGATGCAT
-TAAATCTAAGAATTGTATTTCAGATAAAGTTGCAACATTTTTTGTTAATCATAAAAAGTA
-TATATTTCTATCTAATGTGTGTATCTAATTAACAGCAATGACTACCTTTAATTTTGATGT
-AGTTATTTTATATCTGTATATAAGCACATACACATATATATGACCTAGGTTTATTTATCA
-GTATTTTTATGCTGATAATAAGCATCACTGGAAATTAATTTTCTTATGGAAATTATGTGG
-ATCCAATGGATAAAATATGAGTTTATATAAATTAGTAAATGCCAAAATCAAGGAAGAAAC
-AATTTTTATTTTAATTGTACTTTAAGTTAGATAAATGGTAAGGTCAACAGCTTGTTACAA
-CCCTTAAGTATTATTTTCAGGCTGATTGTCAATATGTTTTGTACAATGTTCTCACTTATA
-GGTGGGAATTGAACAATGAGAACACATGGACACAGGAAGGGGAACATCACACACCGGGGC
-CTGTTGTGGGGTGGGGGGAAGGGGGAGGGATAGCATTAGGAGATATAACTAGTGTTAAAT
-GACGAGTTAATGGGTGCAGCACACCCACATGGCACATGTATACATATGTAACTAACCTGC
-ACATTGTGCACATGTACCCTAGAACTTAAAGTATAATAAAAAAAAATAGACTCTAGTACT
-CTGTATTATGCAAAATTTGTCTATGTTACACTTTTTTAACAACACAATCCTATTGCCCTT
-GAAATCTTCTTCAAAGCATTTCTCGAGTCACTCTTAAAAAGCATCTACAACCTAAAAGTA
-TAGGAAGAGATTTATTTCCTGGAGAAGAGACCCCATTGAGATCTTAAAAGCACATTTAAT
-GTGCCTGTGCTTAACTTAAGGTGCTTAGGACAAAGAAGGCGATTGACATCTTTCAGGTAA
-AACCTGGTAAGTTTGGTGGTCAAGGAACACAACTGAGACATCACTTGGATGTATTCCTAT
-GACTATTTTAAGAAACATAAATTGTGGTGACTCACTCAGCTCACTTTTAACTACTGCATG
-GTAATTAAAGATGCAAAATAAAATAAGTTACAAGAAGTGAGGTTTTTTATTGGTTAAAGC
-AATTTTTCTATATTTTCTCCGCAAGTTGGTCATAAAAGTTCTAAGCATTCCTCTTTTTAT
-AAAATCGAAGCATTATTACTTACTCTCTTGTTAACCTATCTGGATTTTAATTTTGTAACT
-TTATTATATTTGTTTTGCTGTGATTCTTTAAAAAGCACCTTTAGACTCAGTGAGATAGCA
-AAAATATCCAAATAGGCCAAAAAATTGTGGCAATGTCCTCTCACTCAGGAAAATTCTGTG
-TGTTTTCTCTAATGGCCAAGGGAAAACTTGTGAGACTATAAAAGTTAGTCTCAGTACACA
-AAGCTCAGACTGGCTATTCCCAGATCTCTTCAGGTACATCTAGTCCATTCATAAAGGGCT
-TTTAATTAACCAAGTGGTTTACTAAAAAGGACAATTCACTACATATTATTCTCTTACAGT
-TTTTATGCCTCATTCTGTGAAAATTGCTGTAGTCTCTTCCAGTTATGAAGAAGGTAGGTG
-GAAACAAAGACAAAACACATATATTAGAAGAATGAATGAAATTGTAGCATTTTATTGACA
-ATGAGATGGTTCTATTAGTAGGAATCTATTCTGCATAATTCCATTTTGTGTTTACCTTCT
-GGAAAAATGAAAGGATTCTGTATGGTTAACTTAAATACTTAGAGAAATTAATATGAATAA
-TGTTAGCAAGAATAACCCTTGTTATAAGTATTATGCTGGCAACAATTGTCGAGTCCTCCT
-CCTCACTCTTCTGGGCTAATTTGTTCTTTTCTCCCCATTTAATAGTCCTTTTCCCCATCT
-TTCCCCAGGTCCGGTGTTTTCTTACCCACCTCCTTCCCTCCTTTTTATAATACCAGTGAA
-ACTTGGTTTGGAGCATTTCTTTCACATAAAGGTACAAATCATACTGCTAGAGTTGTGAGG
-ATTTTTACAGCTTTTGAAAGAATAAACTCATTTTAAAAACAGGAAAGCTAAGGCCCAGAG
-ATTTTTAAATGATATTCCCATGATCACACTGTGAATTTGTGCCAGAACCCAAATGCCTAC
-TCCCATCTCACTGAGACTTACTATAAGGACATAAGGCATTTATATATATATATATTATAT
-ATACTATATATTTATATATATTACATATTATATATATAATATATATTATATAATATATAT
-TATATTATATAATATATAATATAAATATAATATAAATTATATTATATAATATATAATATA
-AATATAATATAAATTATATAAATATAATATATATTTTATTATATAATATAATATATATTA
-TATAAATATAATATATAAATTATATAATATAATATATATTATATAATATAATATATTTTA
-TTATATAAATATATATTATATTATATAATATATATTTTATTATATAATATATATTATATA
-TTTATAGAATATAATATATATTTTATTATATAATATATATTATATAATATATATTATATT
-TATATATAACATATATTATTATATAAAATATGTATAATATATATTATATAAATATATTTA
-TATATTATATAAATATATATATTATATATAATTCTAATGGTTGAATTCCAAGAATAATCT
-ATGGCATGAAAGATTTTACCTGTCAACAGTGGCTGGCTCTTCATGGTTGCTACAATGAGT
-GTGTAAGATTCTGAAGGACTCCTTTAATAAGCCTAAACTTAATGTTCAACTTAGAATAAA
-TACAATTCTTCTAATTTTTTTTGAATAATTTTTAAAAAGTCAGAAATGAGCTTTGAAAGA
-ATTATGGTGGTGAAGGATCCCCTCAGCAGCACAAATTCAGGAGAGAGATGTCTTAACTAC
-GTTAGCAAGAAATTCCTTTTGCTAAAGAATAGCATTCCTGAATTCTTACTAACAGCCATG
-ATAGAAAGTCTTTTGCTACAGATGAGAACCCTCGGGTCAACCTCATCCTTGGCATATTTC
-ATGTGAAGATATAACTTCAAGATTGTCCTTGCCTATCAATGAAATGAATTAATTTTATGT
-CAATGCATATTTAAGGTCTATTCTAAATTGCACACTTTGATTCAAAAGAAACAGTCCAAC
-CAACCAGTCAGGACAGAAATTATCTCACAATAAAAATCCTATCGTTTGTACTGTCAATGA
-TTAGTATGATTATATTTATTACCGTGCTAAGCAGAAGAGAAATGAAGTGAATGTTCATGA
-TTTATTCCACTATTAGACTTCTCTTTATTCTTAAAAATATTTAAGATCACTAAATTTTTA
-TAGGACTTTAAAAACAGTAATGTGCTGCTTTGAGTGTGTAGGACTAAGAAATGGGATTCA
-GAGTAGTAAAGAGAAAAGTGGAATTTCCAAGCACTATGAATTACTGTTCTTTAAAAAACA
-GCAAAAATCAAATAACAGTATTCCTCCAAAAAAGATGGCAAGTGTAAACTCTATACCTTC
-ATGTCTCCCGTGGAATGTTAGTGATCAATTTCCACTTCTCTCTTTTACATCTTACTTGCC
-CATTAACTCTTATACCTAATCCAAAGATTGTTAATATGGCTATGTCTCACTTTCAGGACA
-CCTTTTATTTGTTACTTCTCTTCACTGCAAAACTTCTTGAAACAGTACTTATTTTCTCTC
-CTCCATACACAATTGAAATGGCTCTCAACTCATGCCCAGAAGTCAGTGTTCAGTCTCTCA
-CCTGGCAGATAGCAACTTACAAAGATGCCCCAACAATACCTCCTTGTGTCTAGACAGTCA
-TCATTATCCTTTACCTTTTTCTGTATTTATTTCTGCTCCTAAAAGGGATCTCTATGTAAA
-GTATTGTTATACTAGTGCTTGTTATAATTATTATCAGAGTTAAAGCCATCACAATGTTCC
-CAATTACTTAAAGACATTGGAATAACATTTTTTTTATTTTCCACATCTTGCCAAAAAATA
-TTTTGTTATCAGTACCTTAATAATGGCTATTATATATTGACCATTACTATTTGCTAGAAA
-ATTTATATACCTGGTCGTATCCAATCCTCACAGAACTTCTATAAAGTTGTGCTATTATCA
-CCTATATTTTCCAGATGTGGCCGTAAGACTGAAATCACTTAGGTGACTTGTCTAAGGTCA
-TTCAGATACATAGTAGATAACCCAGGATTTGAACACAGGCCTCCTAGCACACAAGCTCAT
-ATCTTAACTACTTTAATACGTTGCTCGATGGGATCTTACAGGTCTTCATTCACCCCTTTC
-CTGCTCACACAACCACAACCTGCAGCTATTACCTATTGTTAGGCTTAAAATAATTACTTG
-GCTTCATTTCCAAGCTCCCTCCCTTCCAATTCACATTGAGTCCAGAGCTAAATTAAACAA
-TCATTCAAAATTTTTCAGTAGTTCTTGTCTCTATAATAAAACAGAAATGCTTTAGAAAGC
-ATTCCAAAATCTCTTACCAGTTTTATCTCCTATGAAAGTCCTTCACACTTTCTCTCATTT
-AAACTTTATTGCATTTTCCTCACTTTTTCTCACTTCACTTTTGAATTCCCTATTCTTTTA
-TCCTCTGTTAATTTTTAAGTATTATATTTGTGATATTATTTTTTCTTTTTTTCTATTTTT
-TATCTTTCATTTCATTTTGGCCTATTTTTTTCTCTTAAGAACTTTAATATCACCAAATAA
-CATGTGTGCTACAAACTGTTTTGTAGTTCAAAGAAAAAGGAGATAAACATAGAGTTATGG
-CATAGACTTAATCTGGCAGAGAGACAAGCATAAATAATGGTATTTTATATTAGGAATAAA
-CCTAACATTAATGGAGACACTGAGAAGCCGAGATAACTGAATTATAAGGCATAGCCAGGG
-AAGTAGTGCGAGATAGAATTATGATCTTGTTGAATTCTGAATGTCTTTAAGTAATAGATT
-ATAGAAAGTCACTGTAAGAGTGAGCAGAATGATATAAAATGAGGCTTTGAATTTGAATAT
-AATAATTCTGACTTCCTTCTCCTTCTCTTCTTCAAGGTAACTGCAGAGGCTATTTCCTGG
-AATGAATCAACGAGTGAAACGAATAACTCTATGGTGACTGAATTCATTTTTCTGGGTCTC
-TCTGATTCTCAGGAACTCCAGACCTTCCTATTTATGTTGTTTTTTGTATTCTATGGAGGA
-ATCGTGTTTGGAAACCTTCTTATTGTCATAACAGTGGTATCTGACTCCCACCTTCACTCT
-CCCATGTACTTCCTGCTAGCCAACCTCTCACTCATTGATCTGTCTCTGTCTTCAGTCACA
-GCCCCCAAGATGATTACTGACTTTTTCAGCCAGCGCAAAGTCATCTCTTTCAAGGGCTGC
-CTTGTTCAGATATTTCTCCTTCACTTCTTTGGTGGGAGTGAGATGGTGATCCTCATAGCC
-ATGGGCTTTGACAGATATATAGCAATATGCAAGCCCCTACACTACACTACAATTATGTGT
-GGCAACGCATGTGTCGGCATTATGGCTGTCACATGGGGAATTGGCTTTCTCCATTCGGTG
-AGCCAGTTGGCGTTTGCCGTGCACTTACTCTTCTGTGGTCCCAATGAGGTCGATAGTTTT
-TATTGTGACCTTCCTAGGGTAATCAAACTTGCCTGTACAGATACCTACAGGCTAGATATT
-ATGGTCATTGCTAACAGTGGTGTGCTCACTGTGTGTTCTTTTGTTCTTCTAATCATCTCA
-TACACTATCATCCTAATGACCATCCAGCATCGCCCTTTAGATAAGTCGTCCAAAGCTCTG
-TCCACTTTGACTGCTCACATTACAGTAGTTCTTTTGTTCTTTGGACCATGTGTCTTTATT
-TATGCCTGGCCATTCCCCATCAAGTCATTAGATAAATTCCTTGCTGTATTTTATTCTGTG
-ATCACCCCTCTCTTGAACCCAATTATATACACACTGAGGAACAAAGACATGAAGACGGCA
-ATAAGACAGCTGAGAAAATGGGATGCACATTCTAGTGTAAAGTTTTAGATCTTATATAAC
-TGTGAGATTAATCTCAGATAATGACACAAAATATAGTGAAGTTGGTAAGTTATTTAGTAA
-AGCTCATGAAAATTGTGCCCTCCATTCCCATATAATTTAGTAATTGTCTAGGAACTTCCA
-CATACATTGCCTCAATTTATCTTTCAACAACTTGTGTGTTATATTTTGGAATACAGATAC
-AAAGTTATTATGCTTTCAAAATATTCTTTTGCTAATTCTTAGAACAAAGAAAGGCATAAA
-TATATTAGTATTTGTGTACACCTGTTCCTTCCTGTGTGACCCTAAGTTTAGTAGAAGAAA
-GGAGAGAAAATATAGCCTAGCTTATAAATTTAAAAAAAAATTTATTTGGTCCATTTTGTG
-AAAAACATAAAAAAAGAACTGTCACATCTTAATTTAAAAAATATATGCTTAGTGGTAAGG
-AGATATATGTCAACTTTTAAGAGGTTGAAAAACAAACGCCTCCCATTATAAGTTTATACT
-TCACCTCCCACCACTATAACAACCCAGAATCCATGAGGGCATTATCAGGAGTGAGTGGAA
-GAGTAAGTTTGCCAATGTGAAATGTGCCTTCTAGGTCCTAGACGTCTGTGGTATAACTGC
-TCATAAGCAGTAGAAAGAATTTAGAGGGATCCAGGCTCTCATCACGTTGGCACAAAGTAT
-ATTACTTGGATCCATCTATGTCATTTTCCATGGTTAATGTTTAAAAGCACAGGCTTTAAA
-GTAAAAAACAAAGAGCTGGATTCAACTCTACTGACTCTTATTAATCATGATTTTGGGCAC
-ATTACGTAGCTTTCATGAGCTTTAGTTTCTACATTTATAAACAGGAGATTATACCTATTA
-TGCATGGTTATTATGAAGGAAAATGACAAAATAGATATAAATCAAATAGCCCACTTCGAG
-ACATATTAAGCATGAATAAACATTAGATACTATTAAAATCCTATATATTAACAAAGCCAA
-AAGTTTCAAACTTTACTTTTTCCCAACATTCTTGTGAAATATGACACATCCCAATCTTAA
-CAGATGCTCATTTGGGATACTGTACTTGTGAGTGGAAGTGTGTATATTTGTGTGCAAGTG
-TGTACTCATATACTTCCACCTTACCACCCTAGAAAGGCATGATGAAAATTTAAGATAGAA
-GGAAAATATAAATTGAAAAAAAAAAACCTTAACAAATGATTCTGACAAATATCTTCTCTT
-TCCAGGGAGAATCACTGAGCCAGAATAAAATTGAACACTAAATATTCTAAGAAAAAAGGA
-ATCTAGTTTGTCAAAATGTGACTTGAATTAATAGATAAGGAGAGTCAGATGATAAGAGGG
-TCAAAATTATGTTTATCTTAGGAAAAGTAGAATAGAAAATTTATAAGCAGATTAAAAACA
-CATAATAAAAGTAGTAAATAATAATGACAGTATCTCAAATCAGTGCAGGGGGGAAAGGCC
-TACTAATGTGATGGTGGGATAATTGGATAGCAATATGGGAAAAGATATATTTAATTTATT
-TGCTACACCAAATGCCAGGACAATCTCTAAGTGAATTCAAGACATAACTCTTTTTTCAAA
-AAAACTATGCAAATATTAAAAGAAAACAAGTTAATGTTTTTATAATCTATGAATATGGTA
-AAGATGGATAACATTGACTATCAAATTAATTTTTAATGCGTAATAAAACTATGAGAAAAT
-TTAAAAGTGAGAAGAAACTACTTGTAACTCACATAATAGACTAGTACTTCTAACACATAG
-GGAACTTCTAAAACAAAACCCAAAATATTAATAGGAAAATGGGCAAAACAGTTAAACTTA
-CAGTTCATACATAAGGAGAATCAGTCTTTTTTTTTTTTTTTACAGTTGTAGGCAGAAAAC
-TTTTATTTTTCATTTATTTGTAAAATTTACCCCTAATTTATTCATAATTCATTTAACTGC
-TAAGGGCATTAATGTGTACAACGCCATGGGAGAAACCAGTATATTCAGAATTTCTCCTGA
-AATTTGACCAGAAGTTATGGGCATCCCTCCCCTGGGAAGGAGGCAGGCAGAAAAGTTTGG
-AATCTATGTAGTAAAATATGTTACTCTTTTATATATATACATATATGTGTGTATATGTGT
-ATATATATATACACACATATATACATACATACATACATACATATTATCTGAATTAGGCCT
-GGTCTTTTTTAATACTTTAAGTTCTGGGATACATGTGCAGAATGTACAGGTTTGTTACAC
-AGGTATACACCTGCCATGGTTGTTTGCTGCACCCATCAACTCACCATCTACATTAGGTAT
-TTCTCCTAACGTTATCCCTCTCCTTGCCTCCCACCTCCCGACAGGCCCTGGTGTGTGATA
-TTCCCTTCCCTGTGCCCATATGTTCTCATTGGTCAACTCCCATTTATGAGTGAGAACATG
-CGGTGTTTGGTTTTCTGTTCTTGTGTTAGTTTGCGGAGAATGATGGTTTCCAGCTTCATC
-CATGTCCCTGCAAAGGACATGAACTCATTCTTTTTTATGGCTGCAAGAAATGCAAATCAA
-AACCACAATGAGATGCCATCTCACACCAGTTAGAATGGCAATCATTAAAAAGTCAGGAAA
-CAATAGATGCTGGAGAGGATGTGGAGAAATAGGAATGCTTTTACACTGTTGGTGGGAGCG
-TACATTAGTTCAACCATTGTGGAAGACAGTGTGGTGTTTCCTCAAGGATCTAAAACTAGA
-AATACCATTTGACCCAGCAATCCCATTACTGGGTATATACCCAAACGATTGTAAGTCATT
-CTACTACAAAGACACATGCACAGGTATGTTTATTGCAGCACTATTCACAATAGGGAAGAC
-TTGGAACCAACCCAAATGCCCGTCAATGTTAGACTAGATAAAATGTGGCACATAGACCTG
-GTCTTAAAATCAAGAACAGAGATTGTTACTTTTACATCCATTCCTAATTGATAAACCATT
-CAGTTATACCACATCTTAGCTTCTGGACTACAATGACCATATTTGGGGTTTTCTTTCTAA
-TTTCATTATAGGTTCAGAGGGTACATGTGCAGGTTTGAGACAAAGGTATATTGCATGATA
-CTAAGGTTTGGAGTACAAATGATTCCACCTCCCAGGTAGCAAGAATAATACCCAATATGT
-AGTTTTTCAACTCTTTCCCCTCTTCCTCCATCCTCCCTCTGCTACTCTGTGGTGTCTGTT
-TTTCTCATCTTTATGTCCATGTGTACTCGATGTTTAGCTCCCCCTTGTTAGGTGAGAACA
-TGTGGTATTTGGTTTTCTGTTTCAGTGTTAATTCACTTAGGATAATGGCCTCCAACTGCA
-TTCATGCTGCTGCAAAGGATGTGACTTTCTTCTTATTAGCTGCATATATTTTGTGGTGGA
-TTTGTACCACATTTACTTTATCTAGTCCAAAGTTGTTGGGCACCCAGGTGGATTCCATGT
-CTTTGCTATTGTGAATAGCACTGGGACAACCCATACAAGTTCATGTGTCTTTTTGGTAAA
-ACAATGTATTTTCCTTTGGGCATATATGCGGTGATGGAATTGCTGGATCGAGTGGTAGTT
-TAACTCTTAGTTCTTTGAGAAATCCCCAGACTGTTCTCCACAGTGGCTGGACTAAGTTGC
-ATTCCCACCAGCAGTGTAGAAGTGTTCCCCATTCTCTGTAGCCTCACCAGCACATGTTAA
-ACTATCTTTAAATATATGAAAAAAATGTTCAAGTCTCTCAGATTAAGATGCATGCAAAGT
-AAAATGATACTTAAATATCAGTTCTAACCTATAAAATATCAAATATCTGACCTCAATATT
-TGATAATCCAACCTGTTGATGAAGCTGTAGAGAGAGGCACCCTTTTTTTTTTTTTTAATT
-ATACTTTAAGTTTTAGGGTACATGTGCACCTTGTGCAGGTTAGTTACATATGTATACATG
-TGCCATGCTGGTGCGCTGAACCCACTAACTCGTCATCTAGCATTAGGTATATCTCCCAAT
-GCTATCCCTCCCCCCTCCCCCCACCCCACAACAGTCCCCAGAGTGTGATATTCCCCTTCC
-TGTGTCCATGTGATCTCATTGTTCACTTCCCACCTATGAGTGAGAATATGCGGTGTTTGG
-TTTTTTGTTCTTGCGATAGTTTACTGAGAATGATGATTTCCAGTTTCATCCATGTCCCTA
-CAAAGGACATGAACTCATCATTTTTTATGGCTGCATAGTATTCCATGGTGTATATGTGCC
-ACATTTTCTTAATCCAGTCTATCATTGTTGGACATTTGGGTTGGTTCCAAGTCTTTGCTA
-TTGTGAATAATGCCGCAATAAACATACGTGTGCATGTGTCTTTATAGCAGCATGATTTAT
-AGTCCTTTGGGTATATACCCAGTAATGGGATGGCTGGGTCAAATGGTATTTCCAGTTCGA
-GATCCCTGAGGAATCGCCACACTGACTTCCACAATGGTTGAACTAGTTTACAGTCCCACC
-AACAGTGTAAAAGTGTTCCTATTTCTCCACATCCTCTCCAGCACCTGTTGTTTCCTGACT
-TTTTAATGATTGCCATTCTAACTGGTGTGAGATGATATCTCATTGTGGTTTTGATTTGCA
-TTTCTCTGATGGCCAGTGATGATGAGCATTTTTTCATGTGTTTTTTGGCTGCATAGATGT
-CTTCTTTTGAGAAGTGTCTGTTCATGTCCTTCGCCCACTTGTTGATGGGGTTGTTTGTTT
-TTTTCTTGTAAATTTGTTTGAGTTCATTGTAGATTCTGGATATTAGCCCTTTGTCAGATG
-AGTAGGTTGCAAAAATTTTCTCCCATTTTCTGGGTTGCCTGTTCACTCTGATGGTAGTTT
-CTTTTGCTGTGCAGAAGCTCTTTAGTTTAATTAGATCCCATTTGTCAATTTTGTCTTTTG
-TTGCCATTGCTTTTGTCCCACCGATCCCACAGAAATACAAACTACCATCAGAGAATACTA
-CAAACACCTCTACGCAAATAAACTAGAAAATCTAGAAGAAATGGATAAATTCCTGGACAC
-ATACACTCTCCCAAGCCTAAACCAGGAAGAAGTTGAATCTCTGAATAGACCAATAACAGA
-AGCTGAAATTGTGGCAATAATCAATAGCTTACCAACCAAAAAGAGTCCAGGACCAGATGG
-ATTCACAGCCGAATTCTACCAGAGGTACAAGGAGGAACTGGTACCATTCCTTCTGAAACT
-ATTCCAATCAATAGAAAAAGAGGGAGTCCTCCCTAACTCATTTTATGAGGCCAGCATCAT
-TCTGATACCAAAGCCAGGCAGAGACACAACAAAAAAAGAGAATTTTAGACCAATATCCTT
-GATGAACATTGATGCAAAAATCCTCAATAAAATACTGGCAAAACGAATCCAGCAGCACAT
-CAAAAAGCTTATCCACCAAGATCAAGTGGGCTTCATCCCTGGGATGCAAGGCTGGTTCAA
-TATACGCAAATCAATAAATGTAATCCAGCATATAAACAGAGCCAAAGACAAAAACCACAT
-GATTATCTCAATAGATGCAGAAAAGGCCTTTGACAAAATTCAACAACCCTTCATGCTAAA
-AACTCTCAATAAATTAGGTATTGATGGGACGTATTTCAAAATAATAAGAGCTATCTATGA
-CAAACCCACAGCCAATATCATACTGAATGGGCAAAAACTGGAAGCATTCCCTTTGAAAAC
-TGGCACAAGACAGGGATGCCCTCTCTCACCACTCCTATTCAACATAGTGTTGGAAGTTCT
-GGCCAGGGCAATTAGGCAGGAGAAGGAAATAAAGGGTATTCAGTTAGGAAAAGAGGAAGT
-CAAATTGTCCCTGTTTGCAGACGACATGATTGTATATCTAGAAAACCCCATTGTCTCAGC
-CCAAAATCTTCCTAAGCTGATAAGCAACTTCAGCAAAGTCTCAGGATACAAAATCAATGT
-ACAAAAATCACAAGCATTCTTATACACCAACAACAGACAAACAGAGAGCCAAACCATGAG
-TGAACTCCCATTCACAATTGTTTCAAAGAGAATAAAATACCTAGGAATCCAACTTACAAG
-GGACGTGAAGGACCTCTTCAAGGAGAACTACAAATCACTGCTCAAGGAAATAAAAGAGGA
-TACAAAGAAATGGAAGAACATTCCATGCTCATGGGTAGGAAGAATCAATATCGTGAAAAT
-GGCCATACTGCCCAAGGTAATTTACAGATTCAATGCCATCCCCATCAAGCTACCAATGAC
-TTTCTTCACAGAATTGGAAAAAACTACTTTAAAGTTCATATGGAACCAAAAAAGAGCCTG
-CATTGCCAAGTCAATCCTAAGCCAAAAGAACAAAGCTGGAGGCATCACGCTACCTGACTT
-CAAACTATACGACAAGGCTACAGTAACCAAAACAGCATGGTACTGGTACCAAAACAGAGA
-TATAGATCAATGGAACAGAACAGAGCCCTCAGAAATAATGCCGCATATCTACAACTATCT
-GATCTTTGACAAACCTGAGAAAAACAAGCAATGGGGAAAGGATTCCCTATTTAATAAATG
-GTGCTGGGAAAACTGGCTAGCCATATGTAGAAAGCTGAAACTGGATCCCTTCCTTACACC
-TTATACAAAAATCAATTCAAGATGGATTAAAGACTTAAACGTTAGACCTCAAACCATAAA
-AACCCTAGAAGAAAACCTAGGCTTTACCATTCAGGACATAGGCATGGGCAAGGACTTCAT
-GTCTAAAACACCGAGAGAGGCACTCTTATGCATTGTTGGTGAGAATACAAAATGGTACAA
-CTCTTGGCAATATCTTAAAAAATTTACATGGTACTGACTTTTGGTCTAGCAATCCTACTT
-CTATCCTAAAGATATATTGGCAAAAATACAAAATAATTGATGCACTCAAGTCTATTCATT
-GAAGCATTGTTTTTCATAGTAAACGGAAAGTAGGCCGGGCGTGGTGGCTCATGCCTGTGA
-TCCCAGCATTTTGGGAGGCTGAGGCGGGCAGATCACTTGAGGCCAGGAATTCAAGACCAG
-CGTGGCTAACATGGCGAAACCCCATCTCTACCAAAAATACAAAAATTAGCTGGGCGTGGT
-GGTGCACACTTGTAATTCCAGCTACTTGAGAGGCTGAGGTGGGAGGATCGCTTGAACCTG
-GGAGGCAGAAGTTTCAGTGAGCCCAGAACGTGCCTCTGCACTCCAGCCAGGATGACAGAG
-CAAGACTCCATCTCAAAAAAAAAAAAAAAAAAAAAGGAAAATAACCAAATGACAATTAGT
-GAGTACTACTTGCAAAACTTGTACGCAATAGAGTATGAAGCAACTATAAAATGAGAGAGA
-AATATCTCCAAATACTACTCTAAAGTAATCTACAAGGTATACCTTAACTGAAAAGAAACA
-AAAAAGTGACACCAGAATGCTATTTTTATGTTAAAACAGGGATAAATACATTGGATTTAC
-ATGCATATATAAGTATATATTTTATAAATGTTTAAATAAGCATACTTAAAATGGCAAAAA
-CGTAATACATATATAATTTTCTTATGGCAGGAGGAGGAAACAGGGCAAGGCACAGGGATA
-AAAGTTATTCTGAATACATCTTATTTTATATTTTTGACTTTGAAATCCTGTAGCTGTTTT
-ATGTAATATAAAAATGTAATTAAATTAACAGAAAAAAATTACAACTGCTAAAAATCAAGA
-TCTGGCATTTTAATTAAGTTATAAAACATCGGAGAAAAGAATTGTTTCATGGGACACTAA
-CATACAGACAAATTCATTTGGAACCCAATGAATTAATGGGCCTAAGATAACAACCAATAG
-AAGCTAAAATGACGAATAACTGTTTCAGAAGAAAACATATATGGAATGAATCAGCTGAAA
-ATACCTGAACCTACTGATCAATTTTTATATCACATGAAGTGAATACACATAAAGTATAAT
-ATGGAGCACATAGAACCAACTAGAAATGAGCCTAATTGTTAAATATTCTCTATTTTATGA
-CAATATACAGGAAATATGTCGAAGAGAGAAACATGCAAGAACACCGTAGGGTTTAATAAG
-ATAATCACAAGGTATGGAATATTCAACAGGATGAGTATCCTGGATTATTCAGCAAATACA
-CAGAGCTAAAAAGCAGGAGAAAGGAATTCATATATATTTTTAAAAACTAAAAAGATATAT
-TAGCTGATGCAACTTTGAAACTTCTTTAGATCCTGATTCAAATAGAGCAAATTTAACAAA
-TATATTTGAAACTATTAAAATAATTTAAAAATGACCAAGTATTTGATTATATCAAATATA
-GACAATAATAACCTTGAATGTACATGGATTAAATGTCCACTTAGGGGCTGGGTGTGGTGG
-CTCATGACTATAATTCCAGCACTTTGGGAGGCCAAGGCAGAAGGATTGCTTGAGGTCAGA
-GGTTCAAGTGCAGCCTGGTCAACACAGTGAAACCCTATCTCTACAAAAAACAAACAAAAA
-TAAAAAATTAACTAATTTTAAAAAATATATATTTCTTCTAAATTCTCCACCTGAAAGATA
-TAGACTGACTGAATGAATTTTAACTATGATCTGACTATGTGCTTCCCTGAACAAATGCAC
-TTTACCTGTAAAACACATATTAACTAAAAGAAAAGAGATGGAAAAAGGTATTCCATGAAC
-AGAAACCAAAATGAGTAGGAGTAGCTATACTTCTGTCAGACAAAACAGACTTTAAGTCAA
-AACTAGCTTTAGAAAAAAGACAAAAATGCTTATTATACAACGATAAAGGAATCAATCCAG
-AAAGAGGATATAACAATTTTAAATATATATGCAGCCAACACTGGAGCAGCCAGATTCATA
-AAGCAAATACTACTAGATCAAAACAGAGAGGTAGACTCAAATATAATAATAGTGAAGGAC
-TTCAACACCCCACTTTCAGCATTAAACAGATCATCTAATAAGAAAACCAATCTCGCAGCC
-CTCACCCTGGAGAGTCCACAGGTACCAGGGGTTGGTCTGAACCCCCAGCACAGAGCACCT
-GCCTCACAGAAGAGTGGCTGCATTTTTCTTCCTGCAGTTTTCAGTCCTCACTTCTCCTTA
-CCAAGCAGGGCCACCTGGCCTGGGACTCCGGTACAACTACCCTGCCCCCCACCTGACGAC
-TTCAATAAGAAGTAGCCCAGCATTTCTCCAAGGAGGAAATACCAGAGTCAATTCACAACC
-ACTGCAATTGCAGTGGTACCACCATAACAGCCCTTGGGCTGCAGAAGGAACTAAGAGTCT
-AGTCACTACAGTGGCACCTTCAGCACACCACAGCCACCATACAGAGAGGAATCCAGCCCC
-CTCCCCTGGGAACCCCCACCACCCACTCCACCAGGCACAGCACCCAGCTCATAACTGCAG
-ATCAGTTGCCCCACCCACAGCTGAGCTTACCTACTGGCAGTGGCCCAGACTTTCCCTAGG
-GAGAGGCTCCCAGAGGCAAACGGCAGCCTCTCTGCCCGTGTCACAGCAGCAGTTCTATCC
-ATGCTGTCCTCAGGCTTGGAAAGAAACAAAGCGCCTGAAGGCTGCACCTGAACTTACAGC
-ATGCCACAGTTCCCATATGGAGAGGAGACCAGTCTCTCCTCCCAGTGAGCCCTAAACCCC
-CTGATCCCCAACAAGCAGAGCCCTAACCTCACACCAGCAGTACAGCTGCCCCATCCCCCA
-GGCTGAACATTCCCAGTAATAGCAGCTCCACCTGGAGATGGAACCCCCAGGGTCAACTAA
-AAGCCCCTCTGCCACTGCCTCTACAGTGGTACTACCCCTGCTACCCTTGAACTAACAAAG
-GAGCAAAGACCCCAGTGCTTTATCCACACCTCCAACAAGCTGCAGTCGACCACAAAGAAG
-AAACACGTCTGTCTCCCATGGGTCCTACCCACACCCCCTGCTGTTCACCATGGATGATAG
-AGTCAACAGTGTGAAAACGACCATACTGCCAAAAGCAACCTACAAATTCAATGCAATTCC
-CATCAAAATACCACCATCATTCTTCACAGAACTAGAAAAAACAAGGCTAAAATTCACATG
-GAACCAAAAAAGAGCCCACATAGCCAAAGCAAGACTAAGCAAAAAGAATAAATCTAGAGG
-CATCACATTACTCGACTTCAAACTATACTATAAGGCCATAGTCACCAAAACAGCATGGTA
-CTGGTATAAAAATAGGCATATAGACCAATGGAATAGAATAAAGAACCCAGAAATAAAGCC
-AAATACTTTCAGCCAACTGATCTTTGACAAAGCAAGCAAAAACATAAAGTGGGGAAAGGA
-CACCCTATTCAACAAATGGTGCTGGTATAATTGGCAAGCCACATGTAGAAGAATGCAACT
-GGATCCTCATCTCTCACCTTATAAACAAATCAACTCAAGATGGTTCACAGACTTAAATCT
-AAGACCTGAAACCATAAAAATTCTAGAAGATAAGATTGGAAAAACCCTTCTAGACATTGG
-CTTAGGCAAAGACTTCACAATCAAGAACCCAAAAGCAAACACAACAAAACAAAGATAAAT
-AGATGGGACTTAATTAAACTGAAAGCCTTCTGCACATCAAAATAAATAATCAGCAGAGTA
-AACAGACAACCCACAGAGTGGGAGAAAATCTTCACAAACTATGCATCCAACAGAGGACTA
-ATATCCAGAATCTACAAAGAATTGGAACAAATCAGCAAGAAAAAAAACCAAACACAAGGA
-TGACAGTGGAAATACAAAAACAAGACATAAATATTCTGAATAGTGATAATAAAACAGTGC
-ATACCAGAATACAAACTGTTTCCAAGTTACAATGGTTCAACCATTTTTCAGCTTTATGGT
-GGTGTGAAAGTGATATCCATTCATTAGAAACCATGCTCCAGGATGGGCGCAGTGGGTCAC
-GCCTGTAATCCTAGCACTTTGGGAGGCCGAGGAGGGCGGATCACAAGGTCAAGAGATCAA
-GACCATCCTGGCCAACATGGTGAAACCCCGTCTCTCCTAAAAATACAAAAATTAGCTGGG
-CATTGTGGTGCGTGCCTGTAATCCCAGCTATTCGGGAGGCTGAGGCAGGAGAATCACTTG
-AACCAGGGAGTCGGAGGTGTTGCAGTGAGCCGAGATCGTGCCACTGCCTCCAGCCTGGCA
-ACAGAGTGAGACTCCATCTCAAAAAAAAGAAAGAAACCCTACTCCGAATTTTGAATTTTG
-ATATTTTCCTGGACTACCAATATGTGGCACAATGCTCTCTCACAATGTTGTGCAACAGCG
-GTGAGCTGCAGCTTCCAGTCAGCTAAATGATAATAAAGGTAGATAATCCATCTTGATATC
-TTCCTGAAGAACATAATGCCTGCCTACCATCAACAGGCATCAATACTTTCTACCAGCTAT
-TCTCAACCCTCATGATCGGAAGAGACAGAGACTGACTGTGTCAAAGTATTAGTCCCATCA
-TTCAGCAATTAACTTTAGCTCAATGCTTCAAAAATTCTTCAGGCCCTGTGTAATTTCAGC
-TACGTACATTAATGATGAGTACCCATACAACCATTCTGTTTCTTATTTTCAGTACCATAT
-TTAATAAATATCAGTTATTCAATACTTTATTTAGACATTTTGTTAGATTATTTTGACCAA
-CTGAAGTCTAATCTAAATGTTCTGAGCATGTTCAAAGTAAGCTAGGCCAACCTATAATTT
-TCGGTGTGCTAAATGCATTTTTAACTTATGATATTTTCAGTTTACGGGGGTTTGTTGAGA
-CATAACTTCATCATACATCAAGGAGCATCTGTATATGGGATATAGTTAAAGCAGTGATCA
-GAGGAAAATCTATAGCCTTAACACATTTATTAATAAAAGTGTAGGAATTAAATTATCAGC
-TGAAAAATGTAAAAAGTATCTAAAAGAGTAAGCAGAAAGTACAAGAAAGAACCCAAAGTA
-GAAAAAAGTGAAAATTAATAAAATAAGAAGCCAAAAAACAGATCAAATCAGTAAACCAAA
-AATCTTGTTCTTTAAACAAATCAACAAAGTTGACAAAAAAATTAGATCTTTTAATCATGA
-ATAAAAAAAAGAGAAAGCACAAAAATGAATAAGGAATGGTGAGAGAAATAACTATTGATA
-ATCAGCAAATAAAAAATCATTAAAAACAATGTTGTTCACATCTATGAAAAACATTGAAAG
-CTAGAGGGAATGGGTAATTTTCTAGAAAAATACAATTCACCACAACTGACTTCAAAAAAA
-AAAAAAAAAAAAAAGAAGTACCGCACTTATGTGAGCAATTTCCATAGAGAAATACAGTTG
-TCATGGAATTATAACACACACACAAACACTAGGTTTAGATGTTTTCACAGAGAATTCCAC
-CAAACCTTTAGAAATCAGATCGTCCAAAGGCAAATTAACAACTCTCAGCCATTTGAGGCA
-AAATATTACAATTGAGGCAAGATATACTGTACTGAAAACTTGAGGAAAAAGCAGGAGAGA
-AAGTTCCTTTGGGAAATTCGAATACTCAAAAGTGCTTACATACAATGAAAAATTTGGAAA
-TCCATAAGCATGGCCAAGGTGGGACACATGCTCAGAAAAGGCCTGAGAAGACACTAATAA
-CTCACCTTTAGTAATTCCTAGGCTCACAGCAAGAAAAAATGAAGGCTAAGGCAGAATTAT
-ATATGGCTCCGCTAAGTGTTGAGGGAGCCCCAATACAGAGTCAGTAAGCAAAGTCTGGGA
-GAAGTTTTTCATATTTTTTTCTTTCTTGGCTCCTTGCAGTCAAGGAAATCATTTTTAAAT
-CACTAAATGCTAAATGAACACAAGCTAAAGGAACCGAGCCTTCAAACATCAAATATAAAA
-AAGAATGCAGATATTACAAAACCAGTTTACAAAAGTTACTAAACAAATAAAAACTACATC
-CCACAGTGGGTAACAAAAATAACCTTGAAGAAGGGAAAAATTTGGTTTCCAGAATAAACA
-CATTATAATATCCAAAATGTCCAGTTTTCAACAAAAATTAAGAAGCATGCAAATAAACAC
-AAAACTATGGCCCATTTACAGAAGAAATAAATGAGACTCTCCCTGAGTAAGCAGATATTG
-AAAATATTAGACAAAAACTTTATATAACTGTCTTAAATAAACTTAAAGAGCTAAAGAAAC
-CCAAGAGAATGACATATAAATAAATAAGAAATATGAATTTTTTTAAAGGTACAAAAAAAT
-TCTGAGGCTGAAAAGTACAATAAGTAAAAAGTTACTTTTTACTTAGGGTTCCAATAGAAG
-ATTTGAGCAGCTGGAAAAAAGAATCAGTGAACTTGATAGATCAAATGAAATGATTCAGTC
-TGAAGAGCAGGAAAATGAAAGAATGACAACAAAAAAGAATAGAGCCTAAAGACCTGTGTA
-ACAACATCAAGAATGCCTACATACAGAATCCTGGTGGGGAGTGAGGGGCAGGAAGACTAT
-TTGAAGAAATGTGTTTGAAAGCTTCCCAAATTTCACTAAAAACAAATATATACATTCAAA
-AAGCTCAGTGAACTTCATCAAGGAAATATACAAAGATATTCACACCAAGACACACTATGT
-TTCAAATTGTCAAAAGGCAAAGCGAATGTTTGAAAGCAGCAAGAGAAAGGCAACGCGTCA
-TTTACAAAGGATCCTCAATAAGTTTGACAGCAGATAGTGCATTATAAGCCATGGATGCCA
-GAAGAGCTTAGGAAAAAGGCAACGCGTCATTTACAAAGGATCCTCAGTAAGTTTGACAGC
-AGAGAGCTCATTATAAACCATGGGTGCCAGAAGAGCTTAGGATGACATTTTAAAGTTCTG
-AAAGAAAAAAACACTGTCAACCAAAAATTCTATAACTTGGAAGATGCCCCTTCAAGTATT
-AAGGATAAATTACACATTCCCAGATTAAAAAAAAGAAAGAGAGAGAGAGAGAAAGAGAAA
-GAAAGAAAGAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAGAGAAAG
-AAAGAAAGAAGAAAGAGAAAGAAAGAAAGAAAGAGAGAGAGAAAGAGAGAGAAAGAAAAA
-GAAGGAAAGAAAGAAAGAAAGAAAAAAGAAAGAAAAAGAAAGAAAGAAAGAAAGAAAGAA
-AGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAAGCAAGCAAGCTTTAAAAG
-TTCATGTTTGGTAGGCTGTACTTCAAGATACACTTTTAAAAAAAAGACTCCTTCAGATAC
-AAACTAAAAAACACTAGAAAGTAACTCAAAACCACATAAAGAAATAACTCCAGTAAAGAT
-AACTACATAGGTAAATATAAAAGCAATTATCACATTTTTTGTAAGTCTTTTTTAATATTC
-TATATGTTTTAAAACAAATGTGTAAAATAATGACTATAAATCTATGTTAATGAAGCATGA
-TGTATACAGATGTGGTTTGTGAAATTACCAACATAAAGAAATTCATAGGAAACTAAATAA
-TAATAGAGATTTTGTATACTATTGAAGTTGTTTCAATTTACTCTAAATTGTTCCAAATTA
-AGAATGTTAATTGTAAATCCCCATGGTAACCACTAAGTTAATATCTTTTGAAAATACAGA
-AAAGGAAAGCACAGGGTAAACACAGTGATATGCTACAAAATAGCAACTAAACACAAAAGA
-AGGCGATAATTGAGGAAATTAGGAACAAAGGAGGTATAAGACATACAGAAAACAAAAGCA
-AAATGGTAGGAGTAAGCCCCTCTTTATCAGTAATTACATTAAATACAAATGAATTAAACT
-CTCCAATCCAAAGAAAGAGATTAACAGAATGGATTTTTTAAAAATGATCCAACTATATTG
-TCCACAAGATACTCACTTTAGATCAAAATACACAATGAGTTGAAATGAAAGGATGGGAGA
-AAATATTCCATGTAAGTAATAACCAAAGGAGATCTGAGGCAAATATACTTATATCAGACA
-AAATAGACTTTAAGTCAAAAACTGTTACAAAATACAAAGAACAGTATATATTGATTTCAA
-AATTAATTAAGAAGATATAACAATTATAAATATATGTACACCAACTAACAGGGCTCCAAA
-ATATATAATGTAACCATTGAGAGAATTAAAGGGAGAGACAGACAATTCCACGAAAATTGT
-TGGGCATTTGAAAACCCAACTTTAAATAAAAGATAAAACATCTAGAGCAAATATCAAGGG
-AGGAATTAGAGGATTTGAATAAAACTATAAGCAATAACTATAGATAACACTTCTCTCAAA
-AACTGCAGAGTACACATTCTTCTCAAGTGAACATGGAACATTCTCCAGCACAGATGATAT
-GTTAGGCCATAAGATAAGCTCAATAAACTTAAAAAGATTGAAATCATGCAAAGTATCTTC
-ACTGGCCACAATGGAATGAAATAAGATATCAATAACAAAAGAAAAACTAGAAAATTTACA
-AATATTTGGAAATTAAACAACACAGTATTTACCAACCAATGAATCAAAGAACAAATCATG
-AGGGAAATTAGAAAATGTTTAGAGACGATTGAAAACAAATATATAACAAGATGGGTGTGA
-TATATCAAAAGCAGTGCTCAGAGTTGTAACACCTACATTTTAAAAAAGAAACATGTCAAA
-TCAATAACCAAACTTTACTCAATAAACCGTAAAAGGAAGAGCAAACAAAATCCAGAGCTA
-GCAGAAGGAAGGAAATGAAGATTAGAGCAGAGATAAATGAAATTGAGAATTAAAAAATTA
-TACAGAGATCAACAAAATTAAAAGTTGGTTCTTTTAAAATATCAATAAAATTAATATACT
-TTTACATAGACTAAGCAAAACATCTCTATTCAGCTGACTTTTTTTACAAGGGAGCCAACA
-TTATTCAGTGGGGAATAATAGCTTTTTCAACAAAAAGTGCTGGGAATACTGAATATTCAT
-ATGCAAAAAAAATGAAGCTGGACCCCTACCTCACATTATATACAAAATCTAGATTGGATC
-AATAATGTAAATATAAGAGTGAAAACCATACATGCTTAGAAGAAAACATGGAAATAAAAC
-ATTGCTGTGGATTGGCAATGCGTTCTTAGATAATACACCAAAAATACAAGCATGAAACAA
-ACAAATGCAGCCAAAATGTACCAGAATCTGAAAACATCTATTATCTATGAAGAATTAGAG
-GGGAATTTGGTGAAAGAAATATGGGAGAATGGGACATTGCTCTGTGAATGCTTTTGTGCA
-TAATTGTACATTTTTAATTAAGTTAATCTTTTACACTCTCAAAGTGTGATATTAAGCAAG
-CAAAGATAAGTTATTACAAGACTCTAAAACCGAATGCAATGAGAAACAAGTGAATCCAAA
-TATATTTCAAATGAATGAATGACATAATCAAACTTAAGGGGAAAATAATAATTAATCTGA
-TTAATTTTTGACTGTTCTTTTAGTTCAAATTGACTTTTGAACATACTTGGACTACATACC
-ATTGCTTGAAAAAATAAAATATCTGCAAAAAATTATTAAATCTTCATGATAGGCTTTTTT
-CTTTTTATATTAGTATAAATATAACAATTCTGAAACAAATGTATGTGCATTGTAAGATTA
-AGCCAATGAGTAAATATTAATATATTTGTATTGCTAGAACCCCAGATTCTCACTGTGAAA
-GGACAGAGATACAGATATGGAATAAGACAAGGAAAGAAGCAGCCCACTGAGTTACATTAG
-AATCAGTATTATCAACATAAATATGCAATGTGCTCTCTCACATGCTCTTTCCTTCTCTTA
-AAAAAATATAATATGGACATATTATATATTATATGCATAGACACACGTGTGTCTATACAT
-ATCCTATCTATACATATTGAGGATTAACAGGTGCTAGTAGAAAATATTAACTTTCTTTGT
-ATTAACAGGTGTTAGTAGAAAGTAGTAGTAGGTGCTAAGATAAAAGCCATAATTAAACCT
-CCTGGTGAATGAACACACCATCACCTACAATCTTACCAAAAATAGAATCAAGCACGTGTC
-CTAGTCAAACCTCTGGATTCAACTGTCATTTGGATAAAACGCAAAGGATAGTGAAAATGT
-CGATCTTCACTGAGAGTCTAACCAGCAAATTTCACAGTGTGGACATCAAGTGACAAAAAT
-CCCAAATTTTTCAACAAATATATTGTATGGGAAAGAAAACTTTGAAAAGAAACCTGTATG
-TTAGAAGAGATTTTAAAAACATGACAAATGAAAAAAAATGGGCAAGACTAAAACTTTTAA
-AAAAGTTTGAGACAGGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGTGGTGTGACCATG
-GCTCACTGTGGCCTCAACCTCCTGGCTCAAGTGATCCTACCACCTCAGTCTTCCATGTAG
-CTGGGACTACAGCTGCGTGCCACCACATCTGGCTCATTTTTTTTTCTTTTTTAAGTAGAG
-ACGGGGACTTGCTATGTTGCCCAGGCTAGTCTCAAACTCCTAAGCACAAGCGATCCTCCC
-GCCTCGGCCCCTGAAAGTGCTGGGATTGCAGGCATGAGCCACCACACCCGGCCAAAAGTT
-GCTTTTGAGGAGTTATTGCTGTGTGGATGTGATATAACCCTTTCTGTCATCTCTTCACAA
-AACTTTCTGTAAAACATAAAAATCACCTGGACCTTCAGAGATGAGTTTGTTTATTTTTTT
-ATTTTTTAAAAAATTGCTAATTTACAGAACATGGAGATGAGTATGTTTTGAAGGCTTGGA
-AGCATGCAAGTGGGAGAAGAAAGGAGTCAGCTACATTCTGGCTGTGTGCAGAGGCAGGTC
-ACTGTGGTGGGAGTGTTCCTGTTTCATGGACTCTGCAAATCGCAATGCTTGGCATGGCCT
-CCCGACCCTGATGGCAGAGAAGCAAACACCAGTCGGAGAGCTGGGGTCCTCCCAGCCCTC
-TTGGCCCTGTGGCCAATTTTTTCTTCAATAGCCTCATAAAATCACATTATTTGAGTGCCC
-ATGGCTCCAAAACAAGCAGGGATGCCCATGGACCCTGATTATCCATTGTCACCCTTCCCT
-CCAAACAGCCACCTCTCCCCTGGAGACAGCCCCATACTCCACTCAGACCTGTGCACTTTC
-TGGTATCCTTGTCACCTGCTTTTTATGTCTCATTTTACAAACACCAAATTGGAAGACAGC
-AGGAGCTGCCCCATAATACCAGTAAAGTGAGAAGCAGAGATAAACTAGTCCTAGACAGCC
-GACTCATGTTGGGGGCAGCCCACTCACAGTGGCCCTGACCCAACTCTGACTAGAGGCCAC
-TTGCTCTCAACACCAGGGTGCTCAATGGCCCGTCCTGGTACTCTGCTCTTCTCTCTCCAC
-CTTCGCTTTCCTGCAATCTATGCAGCCTGTGACTCCATCCATGGGCTAGTGACCCCCAGA
-CCTTCTCCTGGGACCACAGGCCTGTGTCTCTATCTGCTGCTCAATACCTCCCCTCGAACA
-TCCATGGCTAAAACTGAGCTCCTGATACTCTCTCCCTACCCGCTTCTCTGTGGATTCCCC
-ACCTCCGCGAAGGACAGCTTCATCCTTTCAGCTACTCAGGCCAGAAGATTGAAGTCATCT
-CCTTCTCCAGGAAATCGTATTGAGGGAGCTACAAATATCCAAAATCCGATCGCTTCTCCT
-CCACTACACCCGAGGCCCGCCACCCATTTTTGCCTGAATTGCTGCAGCAGCCTCCTAACC
-GATCTCTGCTTTCACGTGGGCACCTCAGTTTTTTCCAGAACAACAACCAGAGAGATCTGC
-TCACACCCAAGTCAGACCAGGTTACTCCTCTGCTCTCATAGCATTTGGAGGAAAACCCAG
-AGTGCTCGTGTTGGCCGGCAGAGCCGGCCCCCATCTCCTCTGACCTCCTCCCCACCTCTT
-GCCCTCAGCACCCAGAGTGCTCGTGACGGCCAGCAGAGCCAGCCTCCATCTCCTCTGACC
-TCCCACCTCTCGCCCTCAGCACCCAGAGTGCTCGTGTTGGCCAGCAAAGCCGGCCCCCAT
-CTCCTCTGACCTCCCACCTCTCGCCCTCTGCACCCAGAGTGCTCGTGACGGCCAGCAGAG
-CCGGCCCCCATCTCCTCTGACCTCCCACCTCTCTCCCTCAGCTAGTCCTCGAACATGTCT
-GATGTGGTCCCACCTTGGGACCCACATTGCTACTCCTCTGCCTGTAGGGGTACCCACAGT
-TATCCACACAGTTCACTCCTGTCTTTCAGGTCTTTGTGCAAATATCACCTTCTCAGTGGA
-GACTACACCTTCAGGACTTAGGCTGTGCCTGGCACATAGTAGGTGCTCAGTAGACACTGG
-TTGTAGGAAGGAATCTACAGGTTGAAATAAGGAGATCATTTCCCTGAGGTTCCGAAGCTC
-ATATTTACTCACCATTTGTTGTTTACTGCTAATATTGAGCACTATCAGTAAAATACATAA
-AACCCTTTGCCAATCCAGGAAGTGAAAATGACACTTTACTGTTTTAGTTTGCATTTCTCT
-GCTTACAAATGGATTACACGCATTTTCATGTGCTGTTGGCTACTTATTCATTCAGAAAAC
-ATACTAAGTGCTGGCTCTTTTTCATGTCCTTTATCAAGTTTGGATCATGTCATTTGCTGT
-TTTCTTTCTGATGTAAACTCTCAAAGTTTGAAGGGTATTGTCTTTTCCTGACACATACGT
-TGTAAATAATTTTCTGGCTTACATTTTGACTTTTAATTTCATTCACGATGTTTTTAATGA
-ATAATTTTAATTTTTATGAATGCAAGTTAAAATAATTCTTTCATTGTGGTTTCTGACATG
-TCATGCCAATAAGGGTCTTCTCCTCCAAGAGCACAGAAATATTTGCCAATACTGTCCTTA
-AAATCGGTCACAGTTTCATTTTTTATATATGCATTTTACTTCAATTGGGGCTTCATTTTA
-CTGGCCCTATTTGAAGCAAGTTTCTCAGTTAATTCTTTTCTCAAAGTGCTAAGTATGGTA
-GATTGCAAACATAAGTGGCCACATAATACTCCCACCTCCTTTGCCTCCTCTCCCAGGAGG
-AGATAGCCTCCATCTTTCCACTCCTTAATCTGGGCTTGGCCAAGTGACTTACACTGGCCA
-ATGGGATATTAACAAGTCTGATGTGCACAGAGGCTGTAGAATGTGCACTGGGGCTTGGTC
-TCTCTTGCTGCCCTGGAGACCAGCTGCCCCACGAAGGAAACAGAGCCAACCTGCTGCTTC
-CTGGGGGGAGACAGTCCCTCAGTCCCTCTGTCTCTGCCAATCAGTTAACCTGCTGCTTCC
-TGGAGGAAGACAGTCCCTCAGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCCT
-GGAGGAAGACAGTCCCTCAGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCATG
-GAGGAAGACAGTCCCTCAGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCCTGG
-AGGAAGACAGTCCCTCTGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCCTGGA
-GGAAGACAGTCCCTCTGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCCTGGAG
-GAAGACAGTCACTCTGTCTCTGCCAACCCAGTTGACCGCAGACATGCAGGTCTGCTCAGG
-TAAGACCAGCACAGTCCCTGCCCTGTGAGCCAAACCAAATGGTCCAGCCACAGAATCGTG
-AGCAAATAAGTGATGCTTAAGTCACTAAGATTTGGGCAAAAGCTGAGCATTTATCCCAAT
-CCCAATACTGTTTGTCCTTCTGTTTATCTGTCTGTCCTTCTCTGCTCATTTAAAATGCCC
-CCACTGCATCTAGTACATTTTTATAGGATCAGGGATCTGCTCTTGGATTTATGTCATGTT
-CCCACCTCGAGGCAGCTTTGTAAGCTTCTGAGCACTTCCCAATTCCGGGTGACTTCAGGC
-GCTGGGAGGCCTGTGCATCAGCTGCTGCTGTCTGTAGCTGAGTTCCTTCACCCCTCTGCT
-GTCCTCAGCTCCTTCGCCCCTGGGCCTCAGGAAATCAATGTCATGCTGACATCACTCTAG
-ATCTAAAACTTGGGTTCTTGGACCAGGTGCGGTGGCTCACATCTGTAATCCCAGCAATTT
-GGGAGGCCGAGGCGGGTGGATCACAAGGTCAGGAGATCAAGACGATCCTGGCTAACACGG
-TGAAACCCCGTCTCTACTAAAAATACAAAAAAATTAGCCGGGTTTGGTGGCAGGTGCCTG
-TAGCCCCAGCTACTTGGGAGGCTGAAGCAGGAGAATGGCGTGAACCTGGGAGGTGGAGCT
-GGCAGTGAGCCAAGATCACGCCACTGCACTCCAGACTGGGAGAGAGAGCGAGACTTTCTC
-AAAAAAAAAAAAATCTTAGGTTCTTGGATGTTCGGGAAAGGGGGTTATTATCTAGAATCC
-TTGAAGCGCCCCCAAGGGCATCTTCTCAAAGTTGGATGTGTGCATTTTCCTGAGAGGAAA
-GCTTTCCCACATTATACAGCTTCTGAAAGGGTTGCTTGACCCACAGATGTGAAGCTGAGG
-CTGAAGGAGACTGATGTGGTTTCTCCTCAGTTTCTCTGTGTGGCACCAGGTGGCAGCAGA
-GGTCAGCAAGGCAAACCCGAGCCCAGGGATGCGGGGTGGGGGCAGGTACATCCTCTCTTG
-AGCTACAGCAGATTAACTCTGTTCTGTTTCATTGTGGTTGTTTAGTTTGCGTTTTTTTTT
-CTCCAACTTTGTGCTTCATCGGGAAAAGCTTTGGATCACAATTCCCAGTGCTGAAGAAAA
-GGCCAAACTCTGGAAAAAATTTGAATATTTTGAGCCAAATGTGAGGACCACAACCTGTGA
-GAACGGAAAATAAATCCTGGGACCCCAGACTCACTAAGCCAAAGGGAAAAGCCAAGCTGG
-GAACTGGCTTATGCAAACCTGCTTCCCATCTGGTTCCTAAATAAGATAGCTATTACACAA
-AGACAAAAAAGCTACATCCCTGCCTCTACCTCCATCGCATGCAAAATGTGTATTCAGTGA
-ACGCTGACCAAAGACAGAAGAATGCAACCATTTGCCTCTGATTTACCCACACCCATTTTT
-TCCACTTCTTCCCCTTTCCCCAATACCCGCACTTTTCCCCTTTACTTACTGAGGTCCCCA
-GACAACCTTTGGGAAAAGCACGGACCACAGTTTTTCCTGTGGTTCTCTGTTCTTTTCTCA
-GGTGTGTCCTTAACCTTGCAAATAGATTTCTTGAAATGATTGAGACTCACCTTGGTTGTG
-TTCTTTGATTAGTGCCTGTGACGCAGCTTCAGGAGGTCCTGAGAACGTGTGCACAGTTTA
-GTCGGCAGAAACTTAGGGAAATGTAAGACCACCATCAGCACATAGGAGTTCTGCATTGGT
-TTGGTCTGCATTGGTTTGGTCTGGAAGGAGGAAAATTCAAAGTAATGGGGCTTACAGGTC
-ATAGATAGATTCAAAGATTTTCTGATTGTCAATTGGTTGAAAGAATTATTATCTACAGAC
-CTGCTATCAATAGAAAGGAGAGTCTGGGTTAAGATAAGAGACTGTGGAGACCGTGCATAG
-TTGCTTCCTGATCAGCTCTTTATTTGATTGAGAGTGAGGCAGGGAAGATTAGAGGGAAGC
-TTACAGTGGAATTCAGGGCTGAGGCTGCTATTCTTTTGCTCCTTGTAACTTCCTACAGTG
-TTGTCAGCATCCACATACTTCTCTGTGGGGTTGGTCTCAGAGCCAGGTTACCTTGTCTTA
-GGTCCAGTGGCACCCTGACTGGCTTGGTGTCCTTGAACAAGTTACCTAACCTCTCCAAAC
-CTCAGTCCCTCAGTTGTAAAATTAAAAAAAAAAAAAAGAAGAAGAAGAGTACCTACTGTA
-TAGCATTGATTTGAAGATTGAATGAGCTGGTATTATACAACGTTTAGAAGCAGTGCCTGA
-CACGCAAAAGGCTCTCAACAAATACTATCCTTTACTAATATCCTGTGTGTCTGTATCAGA
-GCTGGTGGGGTGGAGGGACAGAAACAAGTGGGAGAAGGTAAAGAGATGGACAAATGATCT
-CTAAAGTCTCTCTGGCACTAACACAATTCTTTATTATGTGTTTTGTCTGGCTCTTTATAT
-TGATAGCTGTTCCAGAGGCAATCAATAGCTATTAGTCGGTTTTATTCTTATTTTTCTGTC
-TGATCTTACAGGGGAGCAAACTGTGGCAAAGTATGAACTTACTTCTCAGGAAATTAACCA
-TTATATTGGCAATCACTGTGATTATTTGAACTTCAGCGTCTGGACAAATTTAGTCACATG
-AAATACAGAAGAGAGATTTCTCATGGTTAAAACGAAGCTCTCTTTATTTGCTTCTGCTAA
-TTAAAAAATCAGAGCTAAAGATACTTAAACACTACAGTTAAAATGCCATGGTTGTCTATT
-GGCTTAACGAATTCTCTTATGAAATCAACTCTAAAATGCTATCCATCATAAATCATGAAA
-CGCAATTTTTCTTATTCTCTTTAGAGCTTTACAATTCATCTTAAAGACCAGTGTTTACAC
-TCTCTTCTGTAGGTTGTACAATAACTTTTGGCGAGAAAAAATAAAAGTCTGGCTTTCTGA
-CTCATAGGTGTGTTCCCTTTAACAGAAAAAGAAAATATGTCCTCTTTAAAACTGATGATC
-ATTGGTCACCTCAATTTTATTGAAGTTCACTTCTGACCTCTTTAGATGTAGTTCTCTACA
-TAAAACTGCCCAACAGAATTCTCTGTCTGAATGTCTCCTCCACAAACAAAATTTTAAGAA
-CTAAAATTATCATCTTTCCTTCCAAATATGCTCTCCCTATGTCCCCAGGGCTCTCCATGT
-GTAGAGCTGAGACCATTTGCCACTCAGTTTCCTCACCCAATTAATTACAAGTCCCAACAA
-TTTTCCGGTTTTTTTGTTTTTGTTTTTGTTTTTAGACGGAGTCTTGCTCTGTCACCAGGC
-TGGTGTGCGGTGGTGCAATCTCAGCTCACTGCAACCTCCGCTGCCTGTGTTCAAGCGATT
-CTCCTGCCTCAGCTTCCCAAGTAGCTGGGATTATAGGTGTGTGCCACTACATCCAGATAA
-TTTTTGTATTTTTAGTAGAGAGGGGATTTCACCATATTGGCCCAGATGATCTCAATCTCT
-TGACCTCATGATCTGCCCACCTTGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCGC
-CATCCCTGGCCCAGTTTTGCCTTTTTAACATCCCTCAGCTCTTCAAATCCATTTTCTCTT
-CTCTAACACCTCCCCATTCCCCAGCTCGTAATGAACTCGTAAGTAGATTACTACAATCAC
-CTCCCAAATGGTCTTCCTGGCTCCATCAGCCTTGTGACCTTCAAGTTCATTTTCCACATG
-GATGTCAGAGTAACTTTCTAAAATGAAAATCTGACCACGTTACTCTCTTGCCTAAATCCG
-CCTATGGCCGCTGTTAGGATCAAGTCTAAACTCCCGACCCTGGAACATCAGGTCTTCGTG
-CTCTGTTCACTGCTTCTCTACCTCACCTGCAACCAACACCACTCCCACATCCATATGCTG
-CTCACCGTGTATCAACATGAACAGGAGGTGGGTGTTTCAGTCCCCAGGAAGACACTGGGC
-CTTTTCAATCATCTACTGCTGTGTAATAACCACCCCGCAAACTGACCACATGATTTCATT
-TTGCAAGGGTTCCTTCCTTGGGCTGTGTTCAGCAAAAGGGTTTACTGAGCTGGCAGGTCC
-AAGATGGCCTCACTCACAGGACTGGCTGTTGATGGGAGCCTTGATGCTCTTGGGCTCACC
-CCTTATCCTCCAGTAGGTTAGAGCTTCTTACAGTGGTTTCAGGCAGCATCTGAAGACAGT
-AAAAGCAGAAGCTCCAAGGCTTCTTACATTCTAGCCTGGAAAATCACATCACATTGCTTC
-CTTCATATTTTTTTGGCAAATCAGGTTGCAAGGCTTGCCCAGATTAGGGTAAAGAGGCAA
-AGAGGCTCCTTTTCTTTTCTTTTCTTTTTTTTTTTTTTTTTTTTTTTGAGTCAGAATCTC
-GCTCTGTTGCCCAGGCTGGAGTGCAGTGGTGCAATCTAGGCTCACTGCAAGCTCTGCCTC
-CTGGGTTCACGTCATTCTCCTGCCTCAGGCTCCCAAGTAGCTGAGACTACAGGCACCTAC
-CACCACGCCTGGCTAATTTTTTTTTATTTTTTATTTTTTAGTAGAGACTGTGTTTCACTG
-TGTTAGCCAGGATGGTCTCCATCTCCTGACCTCGTGATCCTTGCAAAGGGACATGCAGAC
-CACATTAGTGAGAATATGTGCCTGTATTTTGCAATCTGTAACATGGGCATAAACTAAATG
-TTTTCCAAAGGGAATAGGGCAAAACAAAAAGGACCTTGACCACTCCTTGGCCCTGAATAA
-ATCCAGGAAGCCTAAGAGTATGACTATCCTGAGGTAGAAAGAGGGTCACATGCTGGATAA
-GAGGTACCTGGGCTCTCCACTTACAAGAAGAGAGCATGGTTACATTTATAATCACCATTC
-CCAACATGCTGTGAGTGCAGGCAGCTACCAGGAGGAGAACAAAGGAAATAACCAGGACAC
-TCATCTCTAAACCTGTTAATTTAATCACACGGAACACTTCTATTTAAAATTCCCGAGAGT
-TAAGATGTAAGAATGCTTATCAAGGTAAATGCTGTTCACACTGCTTGGAGTGTCAGGCCT
-AGATCTCTATCCATCAGAAACAACAATATCAATAACAACAACAGCAACATGATGATGGGG
-CAATTTCTTAAAAGCACCATGTATTTTATCGATACATGTCCGTTGCAGAAAATCCAGGTG
-AATCCAAAGAAGAAATAAATGTCTTCCACAATCCCATAGCCCAGAGCTAACTAACCACTA
-TAAAGAACCCAGCGTGGTTTTAACTAATGGATCAAAAGATGCTCATCAAAGGCTCTGAGC
-TTTCCTGAGTGCTAACAGGAAACATCCAGCATCACTGGTCTCTCCAAGGCTGCAGGTGTC
-TTTGCCCATAGTGCCTGTTTTGTGTCAGGGAAAGAATCAACCTGGGAGCCAAGCCCAGGA
-ATCAGGATGACCAAGACATACTGCACAAGGAGGGAACAAACCCATCCAAGGACACTCAAG
-GACAAATCAAGCAAATGAATTTAAGGGAGACGTGCTCATGGTCTGCTTTGCTGCTCAGCA
-TGGCTGGGAGGCACAGTGGAAGATCATGCATCCTGCCCCTGGGACTCCTCTGCCAGAGCC
-TGAGAGCTTTCTCCTGCCCACAGGCTAGGGGTAGGGCAGTTGGAATTGATCCATGCCTTC
-TAGCTAGACTGTGGGTCCCCTCAGTCTTGGGCATGGTGACAGCCCAGCATCAGACAGAGG
-TCAGTATCAAACTAGAAAATTTAATAAATACTGTCAGATTTGTAGACCCAAGAAAATATA
-AACTGCCAATCACGGAGGAAAAAAATCTCTCAATGATCTTATCTTTATATGATTCCCTTG
-CTGCCTGGAGATTGACATTTCCTTGGGGATAATCTGGTCATAGGATTGGTGAAGGTGGAA
-GGGAGGCAACCTCCAAAGGTGGGGCCCTCTGCTCACCTGGGACAGGGAGGGCCTGAGGTA
-GGTGTCTGTGTGGGCTGGGGAGGAGGATGGGAGCAGTGCTTCTAGATGTTTCCACTTTCT
-CCTCATTAGATAATAACGAATGGGTGATTTCCCTAGTCACTGCAGTGTGAGGAAATCTAC
-AAAATTAATTTCACAATACGCTTTACAGGATAGGTGGAGAAACACATGAAGTACAACTGC
-AGTGGGTTATAAAAAACGGCCTTTCGAGTTGAGCAATAAATTCGTTCAAGCAGCCATTCT
-GAAGGACAAACTGGCTCTGTATTTAAGAGGGGCATTCCAGCACTTCTCTAGCCACTGGGT
-TGACAATGACTCACCAAAGCCTCTGGTAGCCACCACAGGACACCCAGAGCATATGTTTTA
-AAGCTGAACACCAAACTGCGGACTTCGGGAGTAAGTGAACTGACTGGTTTTTATTTTGTT
-TTACTGCTTTTAACATTACAGTAACTGTTACAGGTTCCAGCAGGCTAACTGGGTGGAAAT
-GAGTTTGGTTTCACTTAGTCTCTCTAAAGAGAAAGCAAGTCGGTAGACTAATACCTAATA
-AAAGCAAAGCTGCCAACAATTGAAATTGCCTAGGCTGCTCTGTGTGTCCCACATGCATGG
-GTGTGGGTGCCAGTGTGTGTGCGTGTGTGCATGCATGTGCATGTGTGTTGGGATAGAGTG
-GTAAGAAAATGGGAAATAATAAGAATGTTCAGTCCATAGCCCTTCATTATAAAAAGGTGA
-GCTGTAATAAATACTAGTGCCACATTTAGCCAAAACTTTACTCCAGCCAAAGGTGATATT
-TTCATGATAACATCCTGTGATTGCTTTGTTCTTCGTCTTTTATGTTCTTCCTAGATGGGC
-TCAGAACATACAAGAATTAAGTACACATCTTATTTTCCAGTGATAATGCTACCGGCAAAT
-TCTGTTGTTTGTATAAACATCAGCCATGTTTATATAACTAAACTAGTGTTTTGTTTTGTC
-AATTCAGCAAGAAATTAGACCAAATGGTGGCTTAATGCTGCATTGATTTGGCTATCAATT
-TGTTTTCACTTTTCTGCAAAATAATTAATACATTATTAAATTGAATTGTGCTGATGCCAC
-AGTTGTTCTTATCTCAAGTGTCTTAAAATTCATTTAATTTGTTTTTCCTTTGGTTTCATT
-ATTCAAATTTTAACTTCAGTTCTCAAGATTTTATCTGATGGAAGAGATGGAGTCCATTAC
-TAAGGACTCCATTGTGCTCCATCATGCCAGAGTTGTAAAATAGATCTTTTAAAGGAAATT
-TACTGTGATTTTTTTTCTATTTAAGAGCTTCCTCTCCAGTTGAGCATGTAAGAAAATTAT
-ACCAGGAGAATACAGTAAACTCTATGAGGCAAGCTATAAACATGTAGCATTGTGATTAGG
-GCTGGTTCTCCTTCTAGAGACATGGTAGGATTGCAATTTCATACCATCCTTGAAGTTAGA
-GAGAGCCACGTGACTCATTTAGCCAATGAACTGTGAGCAGAATGACATGTCACTTCCAGC
-TGAAGCTTTAACAATCTGAGAGACATTCATACATTTTCCATGTGCTGTAGCCTTATACCC
-AAAGCCTGGGTCCCAAGTGACCATGACAGGCAGAGCTCCCTGTTGAGCCACAGAGATTTA
-GAGAATGGCTGTTAACACAGCATAATCCAGCCCATCCTGACTAATCTGATATTAACATGT
-ATAATAAAGAATTCTATCAATGCTGAGGGAAGATGACTAGTTAAGGTCCTAGGTTGCAAG
-TCTCAAAACCTCTTCTAAGGATTGTAGACAGGAAATTAAATGACTTCTAGTCCCTAGAGT
-TCCCAATCTCCTACCATCCCATCCTAATATGACAGAAGTAATTCCTGAGTTGCTTCTGAA
-ACCAGAGCTTCCCTCAGAACCCTTAGCCTGCCAGATGGCTTCTTGGAGAGCCCTCACTCA
-CTTTTCTCCTTCTGCTATTGCTGCTCATTCATTCCAGTTTTTAAAAATTCATCTTTATCC
-AGGAACCTCGCTTCTAGAAAAGTCATACAGGTGCTTCCAGGAGGCTACATGGGCACCCAT
-ATTTTTCTAGCCACTTTCATTAGACCAATGCAGCAGAGAAGAAAAGCCTCAATAATTATT
-ATGACATGGCATGTTAGGATACCAAGTAAATTGCATTTGTAAAATGTGATTTTCTGTTGG
-TGTTCACTTCAGCTCTACTGACATTTGGTAAGTATTATTGACTGACTGACTAACTAATGT
-GGTCATTAGTCTTCATAAAGAAAGGCTCTCTACAAAAACGGAGGGATGCCCTTTTTCTGG
-CATTTAATACGTAAGAAATTGCCTCCAATAGAAACCAGAGTTGCCTGATTACTATCAGCA
-CAGGAGAAATGTATTAATGTGCCTTTCTAGTAACAGGTTTTTAGAAAGTCAAATATAAAC
-AAATCTGTCTATTTGTGTGTGTGCATGTGGTAGTGGGGAGGGAAGAAAAAAGGAGGGGGA
-GAGAAAGAGAAATAAGAACCAAGTTTATTATACTGTATTCAGGGGGAAAAAATTTTCCCA
-AGGTCCTAACAGAAGAGCAAAGTGCCACTGTCAATAGCCTCAGTAGTGTTAGGGTTGCTT
-TTATTTATTTATTTATTTATTTATTTATTTATTTATTTATTTTTCCTTTTTTTTCTTTCT
-CTTTTTTTCTTCTTTTTTTTTTCTTTTCTTTCTTTTTTTTTTTTTTTTTTTTTTTTGGAC
-AGAGTCTCACACTGTCACCTGGGCTGGAGTGCATTGGTGCAATCTCGACTCACTGCAACT
-TCTGCCTCCCAGGTTCAAGTGATTCTCCTGCCTCAGCCGCCCAAGTAGCTGGGATTACAG
-GTGTCTGCCACCGTGCCTAGCTAATTTTTTTGTATTTTTAGTAGAGATGAGGTTTCACTA
-TGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCATGATCCACCCACGTTGGCCTCCCAAA
-GTGCTGGGATTACAGGCGTGAGCCACCGCCCCTGGCCAGGATTGCTTTTACAGCCAGTCT
-TCAGGTGCCCACTGTAGGAACAATGTCATTTAACCCTCGGGATTATTCTGTGCCAAATAT
-GGATAATGACTAATATCCAACACAGATATTCTCAGCTCAGAAGAGCAATTAGCAAATTCA
-TAAATTAAGTGCTTGCTTCCTCTTTAGTCAAATACAAACGTTTGTTAAAAGATATTATTT
-TGCTTTACACTTTTTCTCTCAGAAATAAGCAGATGCTTGAATTCCCACAGTGCTGCTTGA
-GCCTCACACCATGTCATCCTGCCAGGCACCCAGATCCAGTTCTAGAGTTTCACATGATCG
-TGAGTGTTGGTTAATAAGTCAATGTGAACTGGGAGGGGAGATTTTTCAGGAGTGCCACAG
-GGCTCTCCCTTTAATCACATACACTCCCTGCTTTCATTGGAAAGTGTATAATGATGTCAG
-AGTGCCCCAGAATGGAGCTAGTTGGAAGACTGCCGTCATAGGGATGCCTTAGTGAATTAA
-TAAGGTTTTAATTTCTGGCTCTCAACTTTGTAGATGTAAAAGTTGATTTATCAATATGTG
-AGAAAGGATGAATCTTTCTGAAGGTTATGTCATCACACTCACTAAGCACACAGAGAATAA
-TGTCTAGAATCTGAGTGCCATGTTATCAAATTGTACTGAGACTCTTGCAGTCACACAGGC
-TGACATGTAAGCATCGCCATGCCTAGTACAGACTCTCCCTGCAGATGAAATTATATGGGA
-TGCTAAATTATAATGAGAACAATGTTTGGTGAGCCAAAACTACAACAAGGGAAGCTAATT
-GGATGAATTTATAAAAATATGCCTCAGCCAAAATAGCTTAATTCACTCTCCCTTATCATA
-AGGATAATCTTGCCTAAAGGGACAGTAATATTAAAGACACTAGGAATAACCTCTGTACTT
-TGGACAGTAGACCTGCATAGCCCATTAGGCCTCAATGAAGTCTTATGCAAGACCAGAAGC
-CAATTTGCCATTTAAGGTGATTCTCCATGTTTCTGCTCTAACTGTGCTTCACAATACTCA
-AAACACTAAATCAGGATGTTTCCTGGAGTTCAGGGAGCTGTCCGTGTTACTGAGCAGTTC
-TCAGCAACACAAAGATCCTACTGACTCCTCATCAGACTTCTTTCTCACTGGAATTTTACA
-CCTGGGCTGTTAACACCAGGCCAGGTCAAATTCAAAGGAGAGAAAAAAGCTCATTATGAA
-GGGTAAAATCCAAAACACTGTGCATAAAGATATGGCACAATTTTTATACATAAAGATTTC
-ATAAAACCAAAGCATCAGGAAATGAAAAGAGATACAGAAAGAAAAATGATGGTAAATGAG
-ACATTAATTTACCCTTCTAATCTCTATCACAGCAAAAAGATAATTAAAAAATCTATATGA
-GGACCACAAAATACACAAAAATTATGTAGCAAAGCCTATAGCCTGAAAAAGTAAACATTG
-AAATTTGTATGTCCATAAAATGTTTACAAAATTCAGTACATATTACACACCCCACCCTAA
-AAACATCTAAGCAAAGTAGAGAATGTAGAAATGCTACAGATTATATTCTCTGATTATGAC
-ACAACAAAACTAGAAATTACAGCATGGAAATTTAAAAGCTTTCTCTTAAATAATTCTATG
-TCAAAAAGAAATCCAGGCCGGGTACAGTGGCTCATGCCTGTAATTCCAGTACTTTGGGAG
-GCCAAGGTGGGCAGGTCACTTGAGGTCAGCAGTTCAAGACCAGCCTCGTCAACATGGTAA
-CACCCTGTCTCTACTAAAAATACAAAAATTAGCTGGGCCTGGTGGCTCATGCCTGTAATC
-CCAGCTACTTAGGAGGCTGAGGCAGGAGAATTCCTTGAACCCAGAAGGTGGAGGTTGCAG
-TGAGCTGAGATTGCACCACTGCACTCCAGCCTAGGTGACACAGCAAGACTCTGTCAAAAA
-AAAAAAAAGAAATCCAAATAAAATTTCCAGAATATGTGGAAAATAGTGACAATAAAAATA
-TTACACATGTGTAATCCCAGCATTTTGAGATGCCAAGGTGGCAGGATCACTTGAGACCAG
-GAGTTCGCAACCAGCCTGGACAACATAGGGAGACTCCATCTCCACACACGCCAAAAAAAA
-TTTTAAATAGCCAGGTATAGTGGTACTTCCTGTAATCCCATCTACTTGGGAGGCTAAGGT
-GGGAGAATCACCCAACCTCAGGAGTTCAGGGCTTCAGCAAGCCATGATCATATCACTGCA
-CTCCAGCCTCAGCAACAGAGCAAGATCCTATCTCAAAAAAAAAAAAAAAATCACATGTGG
-GAAATAGCTATAGCACAATAAAAATAAATGTATTAAGTATGAACAACAAAAAAGCTAGTA
-AAGGTTGAACAACAACTATCCTTAGGAAAGTGGAAATAATGTATTAATAAATATGAAAGC
-AGGCTAGCCACGGTGACTCACATCTGTAATCCCAGCACTTTGGGAGGCTGAGGCAGGCAG
-ATCACCTGAGGTCAGGAGTTCCAGACCAGCCTGGCCAACATGGTGAAATCTTGTCTCTCC
-TACAAATACAAAAACTAGCCAGGCTTGGTTGTGCACTCCTGTAATTCGAGCTACTTGGGA
-GGCTGAGGCAGGAGAATCTCTTGAACCTGAGAGGCAGAGGTTGCAGTGAGCCAAGATCAT
-GCCACTGCACTCCAGCTGGGGCAACAGAGTGACACTCCATCTCAAAATAAATAAATAAGA
-AAGCAGAAACTAATAAACTAGAAAACAGAAACATAGAACTAATTTATAAATCAAAGCACT
-ATGCCTTGAAAAGAGGGAGAAAAATTGTGAATTAAGGAAGGGAAGAGATGGTTGGAGAGG
-AGGTGGGAGAAGGCAGAGATAATTGAAGGAGCAAAAGCATCTGGAGAAGCAAAGCCACTG
-AAAGATGAACAGGGCTCTGAAAGAGATGCTTGACTGCTATCTTTTCAAATGACTGCAGTT
-CCCAGTGACATCATTTTTCTCCTCCCTGGAAGTCTGAGGGGCAGTTCACTTATCTCCTCC
-CCTCCCCTACTCCTCACCCCACACTCAAAACCTGTCTATGCTCCTTTCATTCTCATATGA
-CAGATTTCAGATGGCATTCTTATTTCCCTGATTTCTTTTTGAGATAGCTTGCATTTCCCT
-CCTCTATATAAAGCCACCGTTTATCAAATGCCTACATGGACCAAGCAGTCCACAAGGGCT
-TCACAGACAGTTTTACTAAACTCATGCCAAAACTTTCAGGTTTTATACCTACCTTATAGA
-TAAAGAAATTGAAGCTTATAGAGTTTAAGTAATGTTCCCAAAGCCTCGTGGCTAGTAATT
-CAAACCTAATTTCTGCCTACTCCAAAGTCTATTTTTCCTTATGATACTCTACTGCCTCTC
-CATGGATAAAGACAGAGATCACATATTAATAAAATTTGCACAAAGTCGGCAAATTGTTGA
-AAGGGAAGGCTAAGATGATTAATAAAATCAAGAGCCAGATGATCTCAACAACCTGAAATA
-ACTGGCTGACAACCAATTTGAATAACTCCCTGCGGGTGAAGTTCAAAGTACTATTTGGGT
-TTTTTTTTAAAGTTTGGCTGGGTGCAGCGGCTCACGCCTGTAATCCAAGCACTTAGGGAA
-GCCAAGGTGGGCAGATCATGAAGTCAGGAGTTGAAGACCAGCCCGGTCAACATGGTGAAA
-CCCCATCTCTACTAAAAATAAAAAATTAGCCGGGCCTGCTGGTGGATGCCTGTAGTCCCA
-GCTACTCGGGAGGCTAAGGCAGGAGAATCGCTTGAACCCAGGAGGTGGAGGTTGCAGGGA
-GCCGAGATCGCACCACTGCACTCCAGCCTGGGCGACAGAGCGAGATTCCGTCTCAAAAAG
-TAAAATAAAATAAAATAAAAAATAAAAGTTTGATATATTCAGAATCAGGGAGGTCTGTTG
-GGTGCAGTTCATTTGAAAAATTCCTCAGCATTTTAGTGATCTGTATGGTCCCTCTATCTG
-TCAGGGTCCTAGCAGGAAATTGTTGCACTCTCAAAGGATTAAGCAGAAAGAGTTTAATGA
-AGGGTCTCTTTCCAGGGTTAAGGGAACTGCTAGGGTTTGGATATTTGACCACTCCAAACT
-CATGTTGAAATGTGATCCCCATTGTTGGAGGTGGGGCCTAATGGGAGGTGTTTTGGTCCT
-GAGTGTGGACCTCTCACGAATGTCTTGGTGCCATCCAAGTGAGTTCTTGCTCGCTCTTTT
-TTTTCTTTTTGAGATGTAGTTTCACTCTTGCTGCCCAGGTTGGAATGTAGTGGTGCGATC
-TTGGCTCACTGCAACATCCACCTCACGGGTTCAACCCATTCTCCTGTGTCAGCCTCCAGA
-GTAGCTAGGATTACAGGTGCCCACCACTATGCCCAGCTAATTTTTGGTATTTTTAGTAGA
-GACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAGGTGATACACC
-TGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCATGCCTACCTAGTTCT
-AGCTCTCTTAATTCCCACAAGAGCTGGTTGTTAACAAGAGCCTGGCACAAACCCCTCTCT
-CTCGCCACGTGATCTCTGCACATGCCAGCTTCCCTTCCCCTTCTGCCATGAGTGGAAACA
-GCCTAACGCCCTCACCAGAAGCAAATGGTGGCACCATGCTTCTTGCACACCTTCAGAACT
-GTGAGCCAAATAAACCTCTCTTCTTTAAAATTATTCAGCCTCTGGTATTCCTTTATAACA
-ACACACACACACACACACACACACATACACACACACGCAAAAGCAGACTAAAACAGGAAC
-TAATTAGAAATGGTGATGCACCGAGGGATTGGCACCGAGGCTCCCCAACAGGAACTGAGG
-TCATGGATAGAAGGACACATTCATGTTATTTTTTTCTAATGGTTAAGTAATTATTTGCTC
-TTACTCTCAAAATTTCTGCCAAGGCCTCCCATGGACCAAACTCAACTAGAATCTAGGAAG
-CAGAGAACCTGAGTGTTGCATTCAGCAGAAGTCAGCTTCCTAGGGAATCTTGCAGGAAGG
-GTGAAGGTAGAGAATCTGGTGGGGAAGCAAGCAAATGCCCATCACATGCACTTTCCTCCA
-ACAGAGCGACTCAGATGCTATAAAACTTGCTAACACAGTCTCAGGGTCTGATCACAGTAA
-CATACAATCCAGGTTTTAATCATCAGAAATCACAGTCCTATTGTCTTCTGCACAGACCCA
-AACACACTTGGAGGTCATGTTCAATATGAATACCTCACAGAGAAGGAAATTTACACGCGA
-GAAGTACATCTGCAGAAAGCCAGCTGGCATGTCAACCATTCAAAAACTCAGGGTGTTCTG
-GATAAAGAAGACTCAGGAAGACAAGTATGAAGCATAATCTGTGACATTCCATGCGGCAGA
-CATTAGACACATACAAGAGAGTTGTTGGAAAGCGGAATTTATCTTCATATAAACAACACT
-GAGCTAAATCTCAATATTTCAGATCTCTAGAACTATCCATCAGTGAAATGGATTGCAAAT
-ACAAAGAGTAATACCATGTCACTTAAGAATAGAATCATGGACGAGGCTGCCACCTGCTGT
-TGGGGGCCACTGCAGAAGAAATTCCAGAACACTGGACTGGAGAGCACCTCACTTTCCTTA
-CAGCTCTAAGTTTCTGACTCAGTGACCTGATTCACTACCATATACACAAAGACCCACTTA
-CACAAATGACTGTTCTTCACACTAGGCCCATGGAGACAGGGATAAAATTCTGAATTTGCT
-CAGATACCTTCTCCGCTACTGACATCTAGGCATTACACAATTCATCTCTTCATATTTAAC
-CTTTGAAGTTTGCTACTTCTCAGAGAGACTAATGAGTAGTGAGCAAATATCCTGAAGCTG
-AGAATGCTTCTACCTCCTCTCAAAACAACGGAATATTCATCAAAACACAGCAGTTCTGCA
-CTTAACTTTAGGCCTTTTCTAACACCTTGTTTCTTGGCAGTAACTGTGGCCAGAATAGCT
-CTTTCCACAGATAAAGGACCTTTTGAAAGGATAGGGTCTCTAGATAGAAAAGCAAATGCC
-TCATTCCAGAAGGTCTTCAAGAAGAAAATGTTGTGGTGATAACAAACATAACTGATTATA
-ATCTATTCTGTGAAAAAAGCTTATGAAACAGTAGATGTGTGTATCTAGTACATAAGAGCT
-GAATGTCAATATATATATAGATATATACACACACTCAAATAAATAATAGTTATCTCTAAC
-TAGAGAAATTCTAGTTGCCTTATATTTTCTTCTTTTTCCTTACTATATTTTCTACAATAA
-ACATGTGTTTTTAACAAGAAAAGTCTTTTCTGGTGTGCTTTTTAATTTTCTTTGTTTAAG
-TGAGAGTGAGGCTACATAACTACATGGCTAGGTAGACTTTTAGAAAACTTGGCTGCTCTA
-GAAAATTGACATATCCTGATTTCTTCCATAGCTTGGATCTTGACCTAGAGGGAAATATAA
-AAGTGTTGACTTGAACCTGAGGGGTGCCATTTTCACTGCTGAAGTAGTTTCATGGATCAT
-GAATTGGAGAAATGACTTCAGCAACATGGGTGTTAAAATCAGAAAGCACAAGTGACCCAC
-AACAGATGATGGAGAACAAAGAGCAAGCTGGGAAAGCAGTGGCCTTTAATACAGAAAAGA
-AGAAGTATAGCCACAATAAATATTAGGCAGACAGCAGTTCAGCAGTTTATACTATTAAGC
-TGTTGTTTAGGGGAATAGTAAACTGACATGACCCTTGAGGTAGGTATATATAGGTAAATT
-CTATGTGTCCCTTGAAATAGGTGTATGACACAACTTCTGGCATCTACATGGATTTGGTCA
-CTCTAAAGTAGCCATGAGGCTTAAGATAGTTCAGCTGTTTGGGGATAAGTTAAATCATTT
-GCCATTGTCTTTCTGCAATTTGCATATCCTACAGTTATCATTGCCATTACTGAATGGCAC
-AGAGAAAAATTCTGGTCTAAAGTGGTTCTCAAACCTGGTTGCTGGAGGGCCACCCTCAGT
-GATGATGATTTAATCTGTAGAAGAATAGAACATTGATAGTTTTTATATATCTCCAGGTAA
-TTTTAATATATAACTGGGGTGAGAATCATTGACATAATTGTAACAGGATAATATTCAGGA
-AATATGGAGATAAATAATTTTCTTCTCGACATTAAAAAAATCTAATAAAAAGTTTTATGT
-TTTCCCCTAACTCAGGGTCATCAGCCTTCAAGCTTCAGTCTCTGTGTGTTCACAGGTGCT
-GTAAACACACGCATCACTACTAATATCCCACTTCAGTGCTATTGCTGCTCCCAAAACTCC
-AGGTATTTTTAACCTTATAAACCTCCAGAATAATGAGACCACTGGGTTCAGTAAATTGCT
-TTGTTTTGAAGCACTATTAGACAAAGTGGGAGACTAGAAGATAAATCTGTCAATGACATG
-TCCTTTAAGACTACTTAGATTTTGTTGAATTTGTGGATCATTCCTTACTTGAGCAAATGG
-TAAATTAACTCTCTCTTTTCTCTCTCTCTCTAGCTGGCACACTTTTTCCAGTAGCCATTC
-TACTTGGTATGCTTACTTATCAGCTGTCCTCCAGGGGCCTCACATTAGATGTTTCTCTGA
-CTAACCAAACATGACACACAGCTGAAGTCAGAAAAACCAGATTGATAATTTCACTCAAAC
-TATTTTCCTTCATTCTAACAATTTACTGGAGTACACAATTGTGACTATTTTTAGCCATAG
-GAACTCATAGAAAGACCAACTTCATTAGACCTACAAAATCGAATTGTGTAACAGTATATG
-CAGTATGTGTAGGAATAAAAAGCATTTCTCAAATATGCAGTACTGGATTTTGCAAAAGCA
-CCTTACACTTAGCTATAAAGGAGTGGAAAACACAAAGATGAGTAACTGCACTTTTCAAAA
-GACTAGAGCTATACCAATAATACAAAGGTGTAAACAAATAATGATGAGATGACAAAGGCT
-GAGTGTTTTCTATTTGGAAGCTATGTTGTTGAGTTATTTATGTATATAATTTCATGCAAT
-CTTCATGTTATGGGGATGTTCTAATCCACTGTGACTCTGTCCTTAAATAAAAGGGAGATT
-TGGACATAGAGAGAGGCACACGGGGAGGATGCCATATGAGAATTGACACTGTGCTGTCAC
-AAGCCAAGGAACTACTGGAAGGAGAGAAAGAGGACTGGAACAGTTCCTTCCTTAGCACCT
-TTTCAGGCAGCCTAGCCCTGCCAGCTTCTTGATCTGGACTTCTCACCTCTAGAATTGTGA
-GGCAATAAATCTCTGTTGCTTAAGTTACCCAGTTTGTGGTACCTTATTACAGGAGCCCTA
-GGAAAATAATTCATTATATAATCTGCTAAGGTAGATATGATCATTGTCTCCAATTTCCAT
-ATGAAGAAACTATGCCTCAGGCATTGTGTCAGTTGTCCAAAATCATACATTCCTGACTCA
-CTTCAATGAATTCTTCATTCAGCAAAATTTTTAAGGTACCTTAAAAAAATTATGTTAACT
-CTTAGGGCCTTGCTTTAAAGCTTCAATGGGCTTTTCCTTTGCAAAGAATAAAATCCTAAT
-ACTTAAGCATAGCTCTCTTTCCTGGCTATGTTTCTGACATCCTCTTGTACCATGCTCCTC
-CTTAATCATTCTGAGGTTACATCTTAAGTCCTTTCCCCTTGCCATTCCCACTTCTTGGAA
-TACTTTCCCATCAACTCTTCAAAGAACTGCCTTCTTTAAGTATTTGGTCTCAGTTCCAAT
-GTCACTTCCCTGTAAAAGCTTCCTGGCCATCAAGCCTTCTTTACACACTCTATTTTATTT
-TTTCATGGTTCCTATAACAACCTAATATATTCTCAATTGATTAACTGTTTTGCTGAATAC
-TGCCTTCCATAAGAATGGAAAGAAAACATGGCCAGGTGCAGTGGCTCACACCTGTAATCC
-CACCACTTCAGGAGGCTGAGGCAACATGGCAAAACCTTCTCTTCAAAAAATTTTTTAAAA
-GTTAGCTGGATGTTGTGGAGGCAAGAGGATCACTTGAGGATCACTTGAGTCCATGAGGTC
-AAGGCTGCAGTGAGTCATGTTTGCACCACTGCACTCTAGCCTAGGTGACAGAGCTAGTCA
-CTATCAAAAAAAAAAAAAAAAGAATGGAGAGAATGCTACATGAGAGAAAGGATCTTATCT
-ATCATGTTCACCTCCCAAGAGGTGAACATATCCCCCAAAGCCTGATAGAGAGAAGATGCT
-CATTAATATTTAATGCATGACCATGTGCAGACTTGGGAGGAAAAATATGCCTCAGCCTAT
-CAATATTGGATCCTTAATAAACAAGGATGTTTCTGCATCATTTCCCCACAACACCGAACA
-AGTGTGGCTCACTGTGGATGTTTAAGCAAATGCATTGTTTTTCCAGTTATATATCTGGTA
-GAGATGAGGCCATTGATAGGAATGGGAAGACGATCTCCTTTTATTTTGATGACCCAGCAT
-GGCTGAACACTCAGTGACTACCACTGCACTTTGTTGTACTTTCAGCATTAGAGATGCCAG
-CCCTGTAGGATATAAAACAGGAACATCTAGTCCTCAATTATATTCAGAATTACTCAAGTC
-TTAGAAGCACCACTTGTCTTTTTTCAAGGGAGAGAAATGCTCAAGTGATGGGCTGAAGTG
-AAGGGAGGGAGTCACTCACTTGAACGGTTCCCTTAGGCTGTGTGGATGCAAACAGCATTA
-GACAATGACACTGACAGTGGGAAATGCACTGGAGACGATGACTGGCAAAGCCCTCCTTTT
-CTCCCCATCCACTATAGATACTGACAGCAAAGGGTTTGTCACAATGACAACTATACACTC
-CCAATATCACAGAAGAAGGAGGAATAAAAGGGTATATTATGAGTGACTGAAGTTTAGAAT
-AAATTAATAAATATTATGTCCCTCATCCATAGAAACCACAAAGGTCTAGTAAGGCTAAGG
-ATATAACAAGAAAATAATATGAATATTTGCTTCCCCTTCCTAGTGTAATAGAGTAAGTTA
-CAAATGGCTTCAGGAAGGGGAGAGAGGAAGAAGAGTGGATGAGATACGTAAGAGTGCTTG
-AGGGCTAATTTTATGAAAGCTTTGGGAAGTTTTAAGAAAAAGAAAAGCTATTTTTCAAGG
-TACATGTGTGTATGCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGAAAGAC
-AGAAGAAAGAGGGAGACCTTAGAAGACTATGAGACACTAAGAGAAAAATTAAGGTAAAAA
-AGACACACACTTAGAAAAACACACATAGGGAGGAGGGAGGAGGTTAAGACATTTTACTAT
-GTGCTGTGAATGGAAACTACAAACCATTTTTGATATATGCAATATATATACATATATACA
-CACATATACATATGTATTTAAATATTTAAATTACATTTTCTCTTTTTTTAGAGATATGGT
-TTCACTATGTCACTCTGCCCAGGCTGCAGTACAGTGGTTGTTCACAGTCATGATCATAGC
-ACATTATAGCCTTGAACTCCTGGGCTCAAGCAACCCTCCTGTATTAGTCTCCCCAGTAGT
-TGGGATTACTAGCATATGCCACCATGTCCACCTTTATGCTTTTTAAAGTGAAAAACCATA
-CTAAGAATGAGGCAGCTCAACTTAATAATAAAAACATTTCAAATGTAAAGAAATTTACAA
-AAGAAAAACAATCAACCCCATTAAAATTGGGCAAAGGGAATGAACAGACACTTTTCAAAA
-GAATACATGCATGCAGCCAACAAACATACAAAAAAAAAGTTCAACATCACTGATCATTAG
-AGAAATGCAAATCAAAACCATAATGAGATACCATCTCACACCAGTCAGAATAGCTATCAT
-TAAAAAGTCAAAAAATAACAGATGCTAGTGAGGCTATGGAGAAAAGGGAATGCTTATACA
-CTGTTGTTGGGTGTGCAAATCAGTTCAATCATTGTGCAAGGAAAGTGATTCCTCAAAGAG
-CTAAAAGCAGAGCTACCATTCGACCCAGTAATCCCACTACTGGGTATATACCCAGATGAA
-TATAAACCATTCTACCATAAAGACACATGCATACAAATGTTCATTGCAGCACTGTTCACA
-ATAGCAAAAGTATGGGATCAACCTAAATGCCCATCAATGACAGATTGGATAAAGAAAATG
-TGGTACATATACACCATGGAATACTATGCCGCCATTAAAAAATGATATCATGTCTTTTGC
-TGGAATATGGATGGACCTTCTATTATCCTTAGCAAACTAATGCAGGAACAGAAAACCAAA
-TACAGCATACTCTCAGTTATAAGTGGGAGCTAAATGATGAGAACTCATGAACACAAAGAA
-TAAAACAGACACTGGGGTCTACTTGAGGGTGGAGGGTGAGAAAAGGAAGAGAAACAGAAA
-AGATAACTATTGGGTACTAGGTTTAATACCTGGGTGATGAAATGATCTGTACAATAACCC
-CCTGTGACACCAGTCTACCTATGTAACAAATGCCCCTAAACTTAAAATAAAAGTTAAAAA
-AAAAAGAAAATTAAAATCTCCTTATCATCTACCTGGTAATATGAAAAACACATATCTTTC
-ATTCATTCCTTTCAACTGATGAGGAAACTGAGGCATTGGGAGTTAGTAAAAGTCCACATT
-GAGATATGAGACCCACCACTGGCTGGACACAGTGGCTCACACCTGTAATCCCAGCACTTT
-GGGAGGCCGATGCTGGTGGATCACCTAAGGTCAGGAGTTCGGGACCAGGCTGGCCAACAT
-GGTGAAACCCCCATCTCTACTAAAAATACAAAAATTAGCTGGGTGTGGTGGCAGGCACCT
-GTAATACCAGCTACTAGGGAGGCTGAGGCAGGAGAATCGCTTGAACCCAGGAGGTGGAGT
-TTACAGTGAGCCAAAATCATGCCATTGCACTCCAGCCTGGGCAACAAGAGCAAGACTCTG
-TCGGGGAAAAAAAAAAACAAAAAAAACCACCACCATCATTTTGCAAGTGTTACCACTATT
-GTGTGTTAATATTGTAGAAGTATTCCTAATTATGATTTCTTTGTATTCCTAATTGTAATA
-GCTTTGTATTTGAAAAATTATTGATTCATACTCTATGTTATTATTTTGTATGCGATGACA
-ACAGAATATATTATCATGCTCCTTTTGTGAATCTCATTCATAATATAAAGTATAAATTTG
-TGATTTTGCTTTAATTTGAAATATTAATTTCAAATATGTTATCACAATTTGATACAAACT
-ATTGACAGTAAATCTGTGGATTAAGTAATGTCTTAGTAGGTATTGGGAAAATTTGAAACT
-AGTAACATGGAGGACTATTGTCATTGTTTATTTCAAAGCCAGTTAAAATTCTGCAAAGCA
-GTGTACATAAAAATAATTTCAAGAAATTTATAAAATACCGAGATTACGGTGTATAAACAA
-CTTTAGATTCTTTGTTTAAGAAATTCTGCCAGTTTGTAATATATGCTTCATTCAAAGTAG
-CTAAGGGCTGTACCTGGCTAATAGTAGGCACCTAATATTTGTTGAAAAGGAATACTGAGT
-AGCTGGGACCTCCTGAGTAGCTGGGACCACACACATTTAACCTGTATTTATAAAATTACT
-GTTTAGAGAATAACATTTGATGGAATCATGCTTTTACTTTCTGCTTACGACTCAATTGTT
-TGTACTGACATTAACATCCCAAATCCTTAGCATGGCCTACAAGGCCCTGAGCAATGTGGC
-ACCTGCTGAAGCCTGCTGCCTCATTTAATAACTCTTTGTCTCTTTCCCAGATCCAGCCAC
-TCTAACATTTTTTAGCTCCTGGACCAAGACAAGCTCTTCCCAGAACCTGACCTTTGTACC
-TGTTCTTTATTCCTGGAGTATTTTTCCCCTGACAAATTACTTATCATCTATCATAATTCA
-GGTTAAATGGCACTAACTCAGGGAAGGCTTCCCTAACTGCCTCCCTTCTCCAACCAAATT
-AGGAACAATTATATGGCCACATAGTATCGAATCAAGTTTATAATTTTAAAATAATTGGGA
-GATTTTGTTGTTTAACACTTGTTTTCACTATAAGACTGTAATTACATGCAAGTAAGAACC
-ATGCCTGTTTGTTCACTCCTGCCACAGTCAGAATAGTGCCTGGAATATGCAGTAAGGGCT
-GAACAAACACTAAATAAATGAACAAGTGAATAAATGGATATTGTCTCATTTTTAGAACAG
-AGTACTAAATGGATCATGAACACTATCTGGTATGTCACGTAGGTAATTTACAAGGGCTAC
-AATTTCAGCTCAGATTTACCTTTTCCTGGATACAGGTCTTGATAGGTCTCTTGATGTCAT
-TTCACTTCAGATTCTTCTTTAGAAAACTTGGACAATAGCATTTGCTGTCTTGTCCAAATT
-GTTACTAAGAATCAAGAGAGATATCTGACATGAAATGACATTGGAAAACATTAAACACGA
-TTGAAATAATGCTAGCCAATATGGTTATTATTAGAAACCAATTACATTTTCAACTTAAAA
-ATAGTAATACTTATTGCAGACTCAAATGTGCTTATTCTAAAACAAGTAAATGTTTGCCTA
-TGGTCTGAGATTCTAATCCACGGAGTTCATTCTAATCCACATTCAACACTATCATGTACC
-AGTGGGCCTCATAACCCACCTAGCCCTGTGATTTTTCAGGTTCACTTTTCTAAACTTGTG
-AATTAAATATTTATTTTCTTAGTTCAGAAGAGGAAAAAAACTCTTGTAATTGTTGCCCAT
-TTCAGGAGAAATCTTGCATATGAAAACAAGAGATAAATATACACAACTGAGGGCTGTGGT
-TTAAACAAAATCTTGAGAATGTTTTTTGACCTTATACATTTGTGCTTTAGTATAACAAAA
-TGATATAGACAAAGGTAACTTTTAATAGAACCAGTCACTACATTAAAAAAATGACAAATT
-CTTCTGCTTAGCTAAGCAACAGAGAAGGTAAAATACTAATTCAATTCATCAATTTAAGCA
-ATACTCATTAAGAGCCAAGTATGTGCTCACTGAATAAGCTGCTAAGGTTTGGTGGTTACA
-GAGTGTGCGGTGAAATGATGTCTACATCACAGTCCAACATTCACAGAGTTTAAAAGCCTA
-CCAAGAATCAAGACAGACACAAATACCTAACATAGACGTTTGTATATGATAAGAGAGCCA
-GAGTACAATTTAGGAGAAGAAATTGTATGGAAGGAAGGTTCATTTCCATTAGACCAGAAA
-AGACAGCACATTTGAAGGCCTGAATAAGAAATATTCTGGATAAGATATTGTGGCTGCTAC
-CAGAATGGCTCTTGATGATCTCTACCTCTTGGTATTTATACCCTTATATAATCTCTTTCC
-TATAGTGTAAGCTGGTCCCAGGTACTTGTTTCTATTGAATAGAATAGAACAAAAGAAATG
-AGATGCCACTTCTGAGATTAGTTTATAAGATACTGTGAATTTCATCTTGTGCCCTCTCCC
-TCTCTCTCTTTCTCTTGCCCTCTCATTTGAATGAAGCCAACTGGCATGCTGTCAGTGGCA
-CAGTGTAAGTCCTGTTACAAGAAATTGACGATTACCTGTAGCCAACCCTAAGTGAAGAAC
-TGAGGTCCTCAGTCCTACAAATGGAGAGAAACTGAATCTAGCTAAGAACCATGTGAGTGA
-GCTGGGAAGAAGATCCACCCTCAGTTGAAATTTAAGATGACATATTGAGCAGACATACTG
-AGACACACTGAAAGTAAGAGAGCAGGAGGAAACAAAACCAGGGTCATACAAAGAACACAA
-CTGATTTTGAGATTCTCACATAAGTATTACACCTTCAGTGAGCACGTGTACTAGAAATTT
-AAAAAATAAATAAAATAAACCTTCAAAGTGAGCTAGCAAATAAATTTCCCTATGGTCTCA
-GCTCTGAGTGGAGAGAGAAAATGTTCCCTGTGGAGTTTATAGCCAGAATCCAGCTCTCAA
-ACAGGTTTCAGCCTGAACTCACACAATCTGTGTGGCTTCCAAATTTGCAAGCTGAGAATT
-TAATTCAAAGTGGTCTCAGGTTGATAGCAGTCCAAAATGCTAGGTAGGAAAAAAAATCCT
-CTCTGGACAAATAAATCATCAAAGCAAGCTCATAAGAGCAGGTTTCAAAGGTCATGAGCT
-TCTAACACACACACACAAAAATCACACACACAAAATGGGGGTAGCAGCAACATGGGTAGC
-GTATTCAAACTTGAAAAGACTTTAAATATTTGTATTATTAGATGTAGATTATGAAACACA
-TATTTTAATGTGGTTAATTTTTTTAAGGAATCACAACTATGAGTAAAGACCAAGAAAATT
-GTGCTGGATGGCCACTTCCACCATGGCTCCCCTCCTATTTAAGTCTGGGTACTGTGTCAC
-CCGAAGTCTTCAGGCACATTGTTCCAGGTCTGGGTTTGCCTATGAAAGAAACTCATGAGA
-GCTGGAAATGAGGAGTGAAGAGGAGGTCTTCACATAAAGCAGGCTTAAGGATTAGACATA
-GCAGGTTTGACAGATGTGATGGCTTGCAGAATCCTTTATGAGCTCCCACTGTCCATCTGG
-ATAAGATTTACAGACCTTTCAGAAATTCCTATAAGCTTGGGTTCTGTGCCCACACTCTAG
-ACTGTCAGGCTAAGATCTCTGATATAAAACAGACCTCTTCTGATTTTGTCTAGCTGCTTT
-TCTAATATCTATTCACCAAGCTCTTCCAATAATAGCATAAGGCCCTAATTAATATTAAAC
-TTTTATCATTATAATACATAGGATGTCTTCTGTTTTCCTGATCAAATTCTGACTACTATT
-AAAATATAAAGAATTGTCCAGAAATATATAAAAAAAGAATCACACATTGATCTTCTTTAA
-ATGAAAATATAACAATTGTATGGACTAGGATGATTACAGTTGTTCAGTTCTGACTGTTAT
-TTGAAGAAAAAAGCAATAAGAAGCCTCAGCAACTTAACAGAAGGAGCTGCCATTTACTAG
-GAGAAAAGATTGTGGATGAGAGTGTAGCAAAGGTCAGAATTCTGTGAAGCTTGAGATGTT
-TATTATAATGAATTATCTTTTATACTCACTACAATTTCCTAACAATTTTGGGGTTTATAT
-TTTTGAAAGAGATATACCTTTAATTTTCTTTCTTTGTACTATTGTTAGGTAACTTTAATG
-TGCAGATTATACTACAGTGAAAGTTGCCAATGACAAGGCAAAGTCACTTACATCAGACCC
-AAAGCAAAGTGGAGCCGGGTCATGAAAAAGGGGATCTTGTGTGTCTGTCCACGATAAGCA
-CTATCACAAGGACTTTCTATAAACTCACAAGAAATTTCTGCCCACCCAGCACACAGTTTG
-TCCAGCTCATCCTGTAGGTGTCTCTATAATAGGACCTATCATAAAAAATTCCTCAAGACT
-GCAGCATTTCAGATAAGCCACCCTCACAAGAACACTTGCCTAGCAATGGCTGTTTCTGCC
-AGTAAGTTAACACCAGCTCCTGCATCAGACCCTGTGACCAATGATGTTTGTTTCAAAACA
-GCTTGCATGGACTTCTTTTTGTCTTTACATATTTTCCTTACCTCAACCTCTTGGGATGCA
-CCTATGATTGATCATAGCACAAATATCTCAGATTATAATCCTTGTTTATTTCCAAATAAA
-TTTATTTCTTTGGAGATCCACTTTTTCTGTTATTATACATTGACATTGTTATTATGAAAT
-TGGTTGGGTGATGTGTCTTATTTTCTTGTCTCCAGAAGAATTTCTGTAACAGTGCAATTA
-AACGTTCTTTGCATGTTTGCTAGAACTCACCTGTAAAATTGTCTGAGCAACCAAAGCCTG
-GTTTTTGTGTTTAGTTTTTCTTTTGTGATTGGGGAGGGGGGTTTATCGTACTGATTCAAG
-GTGTGAAGGTAACATCATTTTGATTTTATACATCTTCTTCAGTCCATTTAAGCATGTTAC
-ATAGCGTTGTTTGTTCTTTTCATGATATTCTTTACAGTAGTCTCCTAAATGTTCCCTCTG
-ATTCTGCCATGAGCCCCTACAATCTATTTCAACTCAGAAGCTATAGAGTTTGTTTAAAAC
-ATGTAACATATTATGCCACCTTTCTTACTGTAAAACATCCCATGGTTTCTCATAGTATTT
-ATAGTAAAAGTGAAATTTTTATGATGGCCTGAGAAACTTTTCCCATTAGATGCCCAAGTG
-CTGGTCTGGTCTGATCTTCTCATCTTCCCTTGGGTGATTCTGTGGCAGTCACACTAGCCT
-CCTTGCTGCTCCACAAAAACTCCAGCATGATCCTACTTCAGGATATTTGCCATTGTTACT
-GCATCTGCCTGGAACCTTTTCTCCCATATAAACATAGAGATTGCTCTTGCCTGTCCTTCA
-AGTCTATTCTTAAATGTCCCATTCTCTGTGAAGCTTTCCTGCCCACCCTATTTAAATTAC
-AGACTTCACTCCCAATTCCCCATCTACTTTAAGAGTCTTCATTTATCATTCCTTGACAAA
-CTGTAAATATACATGTTCACTTTTTTATCGTCTGTCTCCAAATACTGGAATGTTAAGTTC
-TGTAATGTCAGATATTTCTGTTTGGTTCACTGGTGTATTCTTAAAGCATGTTACATACTA
-GGTATACTCAATGAATATTTGTTGAATAAATATCACATTGGGCTTATTCCAGAAATTCAA
-GCTTGTTTCAATAGTTAGAGCAATCTACAAATGTAATTCATTACATTAACTAATTAAAGG
-AGCTAAATCACATCACCACCACAATAATGCAGAAAACCACATTTGATACAACTCAATATT
-CATGTCTGCCTAACAAACATCTCATGATACTAGGAAAAGAGGAAGGGATATATTATTTTC
-ATGTATAAAGCACTAACCATTGTAGCATGCCAATATACTCAAAATTCAATGAAATTCCTA
-TCAAAATCTTAGCATTCCTCTTAGTCCTCAACAAAGCATTTCTAAAATGTGTATAGAAGA
-CCAAAGGGCCAAAAGAGTCAACTTCTGAAGAAGCGCAAAAAGAAAGTTGAGGAAATCTTA
-AAACATGTTATTGAGCTTAAAGTTGCAAAAATAAACTCATGTACCATAATTCATGAGTAG
-AAAAATAGACTAGTGGAATAACATAAAAATAAAAACAATGCTTACATAAAATGTTGTAAC
-TGATTTGGATGTCATTAGAAATCAGTAAGTAAATAGATGGACAATGTAATGAAAGATGCT
-AGGCAAATAATGTGGTAGGGAGAATAATGGCCCTCAAAGATGCCCATGCCTAACCCTGGA
-ACCTGTGAATATGTTACACTGAATGCAATAAAGGCTTATCAGATGTGATTAAGGATGCAA
-ACCGAGATGGAGAGATCTTCCTGGGTTACCCAGATGGGCCCAGTCTAATCACATGAGTTC
-TTAAAAATGGAGAACCTTTCTTAGCTGAGTCCAGAGAGAGATGTGACAATGAAAGAATGG
-TCAGAGAAATGTGACATTGCCAGCTTTAAAAAGAGAGAGGAGAGGCAATGAGAAAAGGAA
-TGCTGATGTTCTCTAGAAGATAGAAAAGGCCAGGATATGGATTCTACCCTAGCCACCATA
-AAGAAACATGCCTGTCGACAACTTGATTTTAGTTCACTAAAATTCATGCCTGATTTCTGA
-CTTGTGTACACTGTAAGATGACAAGTTTGTGTTATTTTAGGTCACTTAGTTTGTAGAAAT
-TTGTTACAGCAGTAATAGAACAAGTGGTTATCCATATGAGGCAAATTAGATTGGATACCT
-ATCTCCAATAGAAATCAATTCAAGGTGAATTCCAGGAAAATACTTAAAACATTTAGATTA
-AAAATAAATGAGAATTTTTGTTACTTTTGGTAGGTCATAGAACCAAGAAAAACAAACATT
-AAGGAGGAAAAATGAACATATGACTACATCAAAATATAAAGCTTCTCTATTTGGAAGATA
-TCATAAGGTGACAAATCATAAACTGTAATATTTACAACATATATATAAGTGAATAAATAT
-ACATTTAGAATATATATGAACTCCCAAAAATCAACAGGAAAAATAAGACATAGAACAAGC
-AAAATGCATAAACAAAAGAAGGCAAAACAAAAATAATGACTCATAATTATATGAAAAGAA
-GCTCATCTTCATAGATGAGCAGATAAATGCAAATTAAAACCACCCTGAGATGCTTTTTAC
-ATCCATGAGCCTGATAAAAGTTAGAGTCTAAAAGTAATAACAAAGATGGGAAGTAATAGA
-AAATCTTGTCCATTACTGGTTAAAGTATAAACTGATACAGCTACTTTATAGAATATTACA
-TTATAGAATAAAGTTGTGAGTATGTATATGCAGTGACTCAGCATATTCATTGCTAGTATG
-TACTCAAGAGAAACTTACAGGAGTGGACTAGGAAGTAAATACAAAATGATTACAACATTG
-TTTGTTATATCAAAAAATAAAAAAGACACCCAATTTTCCAGCAAAAAAAATAAGTAAAAA
-TAAATCCTGGTGTATTCTAACAATGGAATAATATATAGCCATTAAAATAAATCAACTATT
-ACTGTACATATGAATGTAAATATCAGCAAAACATATTGTTTAGTGAAAAACTAAGAAGCT
-GAAGAAGAATATATACAATATGGTTACATTTATATGAAGTCCAAAAACTTGCAAAATAAA
-GAAATGTATTTAGAAATAGATTCACATGTGAGAAAACTAGAAGAAAATTAATGAAAGGAT
-AAGAGGGATAGCAGTAATTCTGAGTAGTTGAGGGAATTTCAATTGGAAAAAAATAATATC
-ATATTCTTTAAGTCAGGTAGTGGGTATTAGCATTTGTTTTACCATCGTTCTTTATTCTTA
-TAGCTACACTATATATTTTCAATGTATTTAATGTATTTTTTGCATAATTAAATATTATGC
-AATAAAAATGAGAAAACAAAAAAGTAGAAAATGATAAATTACAATAAAGAAATGGAGAAA
-AAATTATAATCTAGTTGAGTAATGGTATATTACATAGCTATTTTCTTAAGTAGATGTATG
-TACATGATGTATGCACGATTGTACATACATGTTCTTAATTATATATAAATATATATGTAC
-ATATTTTTAATATAAAATACTAAACAAAGTACACCAAAATATTAGCTCCTATGTTAGTGA
-GATAATGTTTTGTTTTTTTGTATTTTAAGTTTTACATAGTAGGTGTATTTTTCTGTTTTC
-ATACTGCTATAAAGAACTGCCCAAGACTGGGTAATTTATAAAGGAAAGAAGTTTAATTGG
-CTCACCGTTCAGCACAGCTTGGGAGGCCTCAGGAAATCTACAATCATGGCGGAAGACAAA
-GAGGAAGCAAGCCAGCTTCTTCGCAAGGCAGCATGAAGAAGTGCCGAGCAAAGGGGAAAG
-AATCCCTTATAAAACCATCAAATCTCGTGAGAACTCACTATCACAAGAACAGCACAGGGG
-AAACTGCCCCCATGATTCAATTACCTCCACCTGGTCTCTCCCTTGACCTGTGGGGATTAT
-GGGGACTATGGGGATTACAATTCAAGATGAGATTCAGGTGGGGATACAAAGCCTAACCAT
-ATCAGTAGGCATGTATTGAATTTTAAACTCAGAGAAAAATACTAGTGTTTTTATAGGATT
-CTTACTAAAGAAAAACCAGAAAGTAATAAACCATCTACGCTAAGACATAAAATTCAGTTG
-TTTAGTTACAAGATAGAATGTGGCCTTGTAAGAAAGCAAATTAACTTCTAACATACAAAG
-CCTTAGAGAAGATTCAAGTGACTGACGGATCTTAAACAGAGCTATTATTACAACTCGAAC
-TGCAGTAAAATATCCTCAGCAACATAGATGTGTGTGTTTCACTAGTCAGAGCAATACAAA
-TTTAATGAAACTCCACTGGTGGTGTTTTTAATCAGACAATTTCTGAAGATGTCCTGGCTT
-ATTCACAGATGCAAGCCAAATCTCTAGAAGAGTACCATAATAAGAAAAAAAAGAATACAG
-GCAATTGAGAGCTGTTCCAAAGTTTAGGGAGTTTTTGTAAGGAATTAATAAATAAAAATG
-TTCTTGAAAGACAGAAATTAATATGCAGTTCATACTGTCAGAATTGCAGGCAATTTATCA
-AAGTCCCCTAATCCTCCAAAATCGCTATTTTTTTTTTGACACACACTTTACAGTACAGAA
-GAAAATGTCTCCGGCAATAAATCACAAAGTTAAAATTACCTAGTCTACAATTAACTACAC
-AGTGATGGTAAATCATTTTCTACCAAAAGAAAGAAATGTCTTGTCTATTCAGGTTCTGCT
-CTACTTAAAAGTTTTCCTTGTTGGCGAGCAAGTGGTTAGAAAATTATATTTTATACGTAC
-ATTCAGCTTAACTATCATTCAGCTCAGGAAGATGACTCAGGGCCTTATCCATACCTTCAA
-GTTTGCTCTTAGCAAGTAATTGTTTCAGTATCTATATCAAAAATGGCTTAAGCCTGCAAC
-ATGTTTCTGAATGATTAACAAGGTGATAGTCAGTTCTTCATTGAATCCTGGATGCTTTAT
-TTTTCTTAATAAGAGGAATTCATATGGATCAGCTAGAAAAAAATTAAGAGGAAAATCACA
-TGGAAAGTTATATATTATATATCTATTATATATAATATATATCTATTACATATTATATAT
-TGTATATCTATTACATATATATTATATATGTATTATATATATTATATATTATATATGTAT
-TATATATATTATATATTATATATCTATTATATATATAATATTATATATTATATATCATTT
-CCAAATTCCCCAGCGTTCATATTTGTCAGTGCAAGTAAAGAGCCTTACTGCTGATGAGGT
-TTGAGGTATGACCATTTGGCCAGAATTTATGAACTCTACATGTCGCTTGATGTGTGCCTC
-AGGGTATACTTTTTTTTTTTTTTTGAGACGGAGTCTTGCTCTGTCGCCCAGGCTGGAGTG
-CAGCGGTGCGATCTCAGCTCACCGCAAGCTCCGTCTCCCGGGTTCACGCCATTCTCCTGC
-CTGAGCCTCCTGAGTAGCTGGGACTACAGGCGCCCGCCACTATGCCCTGCTAATTTTTTG
-TATTTTTAGTACAGACGGGGTTTCACCGTGTTAGCCAGGATGGTCTCGATCTCCTGACCT
-CGTGATCCACCCGCCTCGGCCTCCCAAAGTGCTGGAATTACAGGTGTGAGCCACCACGCC
-CGGCCAGGGTACACTTTTAAGCAGAGACACTACTTTGAAGGTCATAAAAAATATAATAAG
-AGATAAGGCTAATTTCCTTTAATAATAATAAAATCCTTTAATAAAAATATAAAGGAATAA
-TATAATAATTTTCTTTAATAAAATATAATAAGAGATAAGGCTAATTTCCTTTAATAAAAT
-ATAGTAACTACATACCAACAGAATTCCAAAAAAAGAAATGGAGAGGAAGGGAGCATGGGT
-CATTAATCTTGTCAAAAATATAAAATTATATACGAGGAATTCCTAGAAACTGTTTTCCTT
-GTCTGCGGCCATTGTGCTGCTGCTACACAACTACCGCAAGCAGCCCTTCACGCCCTCCTC
-CCAGTACAAAGCTAATTGACTTGTGAGAAATGTTAAGCTTGGAAGAGTCAGCATCACTGC
-ACTTATTTTTTATTCTACTCTGACATTAGAATAATCCTTGAGTGGGGGAAAGGTTAAAAA
-CCCCCCTGGATAAGTGTTACTAATTAATGATGATTGTTTTAAACAATGTTTGGATAATTT
-TTCCTTGTCCCTTGACATAAACTTGATAAATAACTGAGAAGTGAGAAGGAGATTAGTGGG
-TTGATTAAATTCCATTCAGGTACTTAAAGTTAGCTCCAAAAATTTAGCTATTTGTAAATT
-GTCATGCATTGTTAATGTATAAGAGATGTAGATTTCATTTATCTTTGGTGGAGCGAGATG
-AAGCAGTGAATCATTGAAGACTGAAAGAAAGAAAAAGGTCTTTTCCCTTTTCTTTAAGAA
-GCATCATTAGTTAAAAACATGTTAGTTGATACCAGAGAACTATATTTAAAGGGACAGCAA
-TAAGCAAATTGATTACTCTGGTGATTATTGGAGTGACATTGCCTTTTAGTTGTACTTTCA
-CAAAAATTCACAATATTTGCCAAAGTCAAGTTATCCATTACACTATTAATTTGTCATTCT
-TTTGTTTATATAGTCAATATCTCTATCTCAATTGGATCTATCTCAACTGCTTCTAAACAA
-GCCACCATAGTCTCTCCCATTTCAACAATCTCTTCCAAGTACCACTTCATTTCTTCTTTT
-CATATTTTTGAAAACTTTTGAAAAACTACCTATTTTCCTCCTCCATTTCTTGTTCATTCC
-ATTCTAGTGGACATGGAATCTGTTCCTCCTCCAAAACGGAATTTGGTAACCCTTAAATTA
-CTAAACCCAAAACAATATGTTGTCTTTATCTTTACCTCTCTGTGGCATTTAATGATAAGA
-CCACTACTTTCTTCTCTTTTACCCTTCTTTCTTGAATTCAGTCAGACAACGTACTTACAT
-TTTTCGTCTTATTCTCCATCTTAGAAACCACCTCAGCTTTCTCCATTCAGCTATAAAATT
-GTGCTTTTCCTCAAAGATTAATCTGCCTCTCCTCTCACTCTATACTATCTCTGTTAGCTA
-ATTTTATTTGTGCACATTGCTTATACTGGGCATTATATACACATATGCATGTGTGTACAT
-GTGCACACACACACTGTATGTGGACATGTATATATATATATGTGTGTGTGTATATATATA
-GTATATATATAAATTACAATAACATAAAGGTGGCATTTTAAATTAGTGGAAATTACCCTG
-ATTTGATCACTACACATTCTATACATGTAAAGAAAATATCACTCTGTATCCCAAGAATAT
-GTACAATTATGGTTTGTCAAATGAAAAAGTTCATACATTGAAAAATTTTAGATAAATATC
-AAACTTTCTCTGAAACTGTAACTGTAAAATGTAAAAAACAGTAATTGCTATATTGCTTAT
-TTCTGAGTAGAAGAATATGAGACATTTCCCTAATCATTATGTGTAATTACAATTACATAT
-ATATATGTAATTGTAATTACACATAATGATTAGGGAAATGTCTCATATTCTATATATATA
-GACAGAAAGAGAGAAAATATATGAGGGAGAGAAGGAATCTTTCCATCTCCTTTGAGTTCC
-ACGGTGTTGAGAGTCAGGACAACTGCAATTGCTTCATCATGCCTGCTTGCAATTATAGGG
-CTTTTGAACCATTTGTTCCCTCCTTAGATATCCTCATTTTTTTCAGATTCTTGCTTAGAA
-GTCACTCCTCCGTGGACCTCCTCTGACATATTAAACATTGCAGTCCATTATAAGCTGCAA
-GAGGACAGGGATTTTTGCCTGTTTTATTCCCTACTGTATCACCAGGGGCTAGAGCAATAT
-CTGACAAACAGTGGGCATGTAATGAATATTTGTTAAGTGAAGTAATAAATTCAATCAAAT
-CACATCACCTGTTTAAAGCACTTCATTGGCTTCACATTGCACTTAGAATAAAGAGAAATT
-CTTTTTATACAATATACAATATATTTTATACAATATAAGTTCCTGCAGAATGCAGACACT
-TTCTACTTCTCCAGCCTCTTTTCGACTCCTCTCCTACTAGCTTCTGTATTTAAGCCATAT
-TAGACCTTTCTTCAGTTTTTTATATAGACTTTGTCGCATCACACCTCAGAGATTCTGTAC
-ATGTTCTTCCTCCTGCCTAGAAAGGATCGTCCCTCCACTTTTGCCAACTAATCCCTGCTC
-AACTTTTCATCTCAGCAGGAGGCCCATTCTCTTTGGCAATCCTCTGGCCTCCAGCCCATT
-TATTATATGCTCACATGTCAACATGTACTTCGTACAGCATGTAACACAATTGCACTTTTA
-TATTTTAACAAATTATATTTCCCATATTGAACTGTAAGTCTCCTGAAAGCAGGAATTTTG
-TTCTTGCTCATCATCAACTTTTTCAACATCCAGTGCACCATTTAGAACTTAGATGTAGTC
-AATACAGGTTTGTGGAATGAAAGAGGAAAAGAAAGAATTAATATTCCTTTAAATTAGGAT
-GGCAAAGATCGTATATAGAAAATTGGCTAAGTTGTGGTCCATTCATGTTTGCTCCCAATT
-AAGGAGCACAGCTATGAAAAGGAAGGCTTCAAATTAATAACCAATAGATTTTTTTAAAAA
-GAAAACTGGCCAGGTACTGTGGCTTATGTCTGTAATATCAGCATGTTGGGAGGCCAAGGC
-AGGATTACTTGAGCCCAGAAATTCCAGACCAGCCTGAGAATTTGGCAAAACTCTGTCTCT
-ACAAAAAATACAAAAATTAGCCAAGTTTGGTGGCATGTGCCTGTAGTACCAGCTACTTGG
-GAGGCTGAGGTGGAAGAATAGCTTGAGTCTGGGAGGTCAAGGCTGCAATGAGCTGTGATT
-GCACCACTGCACTCAAGCCTGGGTGGTAGAGTAAGACCCTGTCTCAAAAAAAAAAAAAAA
-AAAAGAAAAATCACTAAGCAAAATAAGACATGTGAAGGATCATGTCAAAGGAAAGAAAAA
-TTAGGGGAACATTAAAAGCTTTCTTCCCAAGCCACTAAATCAACTTGACTAACAAAATTA
-CCACTTGATTTAGTATTAGAAAATTACATTACATATCAAACATAAACCCATTAATCAAAT
-ACTAAAGAAATTTCTGAGTTAAATGGTATAATGTTAGCTTATGCCAGAGCTGACCTTGAA
-AGATTGTTCAAATATGGCTCAGTGTGATTGAAAGTTCTGTGTGAATATGTTTTTGGAAAG
-ATCCAACAGCAACACCTTAGTGTATGTTTTTGAAATAAAATATATCTGAGTAGCAGCAAA
-GTTATTCTCAAATTTCCATTTTATAGCTGGAGATGTTATACCGTGACGTACATGATAGGA
-CCCAATATGGATCAATCCCTTTTAGAAGTCAATCAGGAAGAGGGGAGCAGTTAAAACAGT
-TGCTTGGTTTACAAACATTAGAACAATTTTCTTATTCACACCATCTGATTATTGTATGTT
-ATTTTTTCCCCAACGTTTAGACTACACAATGAGTTAAGAATGATAAAAATAAGCTCACCA
-ATATACTATGTACATATTTACCAAAATCTGTGCATGCTTATACATATAAACACAGCTGAT
-AATTTATTAGTTAGGCTCATTTGTAATTTTTGTCACTATAGACCAGTTTTTTATTTAAAT
-TGAAGATTAGTATACATTTTAAATGATTAGTCAAAATAAAAAATCTAAAATGTGCTCTAA
-ATACCTCTTAGGTCAGAAAAAAAAAGTCAAAAGCTAGAGTATAGAGAAATTAAGAAACGC
-CCTAAATTTCTAATCTGACAAAAATTCATACAAGATTTAAATATTTTAATGGAAAATAGA
-ACAGAACTAATTATTGAAGAAATTATAGAAAGGAAACAAAATAAACAGATTATATGGAGG
-ATTTTTAGAAGATAAGTAAATAAATTAATATACTAGGAAAAAACAAGGGAAATATACTTG
-ATAAATAAATACAGGTAAGAGTTCTTTTGAAATAATGATAAAATAGAAAATCTCTGTCAA
-AACTAAAAGGAAAGATGCATAAATATATAAATAAACGATAAAAAATGTTGCATACATATA
-TGACTTTTTCAGAATCAAAAAATTTAAATTTCTGTAATAAAATTTAAATGTTTATAAATT
-TAAAAAACTAGAAGAAAGAATGTTGACTGTTCACAATACAAATAAATGACAACTATTTGA
-GGTGATGGATACGCTAATTATCCTTATTTGATCACTGGGCATTGTATACATGTATCAAAA
-TATCACTCTGTATCCCATGAATATGTACAATTATTTGTCTCAAAAACAAACAAAAAAAAG
-ATAATGGGAGAATGTTGAAAACTCAGAGAGAAGAGCAACTCTCACAGATAGGGATCCAGA
-TAACATTAGCAGCTGATTTCTCAGCAGAAACCTTGAAGGCCAGTAGGCAGTGGATTATAT
-ATTTAAAATAATGAAGAAACCTGTCAATTGAGAAATATATAGCTGGAAAACTTATCCTTC
-AAAAATGAAGGAGAAATTAAGACATTTCCGGATTTTTTTTTAAAACTGAAAAAAATCCAT
-TTATCCCTGAATTTGACATTCAGGAAGTGTTAAGTCCTTCAGGTTGAAATAAATGAACTC
-TAGGCAATAACTATATAAGTAAATAAGCAAGCTGTATGAATATACAAAGCTCTCTGGTAA
-AGGTAAATACATAAACAAACATAAAAACAGTCCTATTGTAATTTTGGTTTGTAACTCTGC
-TTTTTATTTTCTACATAATTTAAAAGGCAAATGCATAAAATGTAATTGTAAATCTGTTAG
-CTGGTATACAATGAATAAAGATATAATTTGTCACATCAATAACATAAAAAGAGTAGAGCT
-ATATATATAGCAGTAGAATTTTGGTATGTGATTGAACTTAAGTTGAAATAAATTCAAATT
-AAAATGTTATAACTCTAGGATGTTATATGTAATTCTCATAGTAACCAAAAATGAAATATA
-CATAGAATATAAACAAAAGGAAATGAGACTAGAAACAAAATGTGTCACTACAAAAAAATC
-AACTAAAGATAAAAAAGAAATAATTGAGAAAATGATTGGCAAAAATCAGTAACTCTGACG
-TATTAAAACTTTCCATGCTACATAAATCTGAAAACTCTATTTCACATAAAACTGGAGCTG
-AAAGAAACAAATATTTACCTATAAAGTTAAAAGTTATATAGGGAACAAACACTAATTTTT
-TTTAGAAAAAATTATAAAAAGAGTAAAAATATGCCTTATACTACCGTAATTTCATGTTTT
-ACAGCTCTGGGAAAATAGAAAATAAAATGTTCTGTTAGCATGAATCCCTCTGTGCCCCCA
-AAAAACCCTATGGATTGCATCATTATTACCTAAAAAGTCTATTCTCAAATGCAGCAGAGT
-GATATTTTTTACAAGGTAGATATTAATTTTAGATATGGAATAATATTGGTGATTTCAATT
-TTATAACACTGGGTTAAGATGAAAGAATGAGAAGATAAAGGTCCCTCAGCAATATAACTC
-ACAAACATGTTCAGAAGCAGTAAGAAGTTACATTAATTATCTTTTGAAAGTCGATAATCT
-ACATCTTTAATGTATGCATATAGCATAGCTAATGTACTATCCCTGGGTCCATTTATTCAA
-TGAATAATTGCCGCTATGTGTCAGACATTTTTCTAGGCCTAGGAATGGATACATAAGTGA
-ACAAAGCAAAGATTCTGGTTCTTGTAGAGTTTCCATTAAAAGACAATTTAGTAAAACTTT
-TCTTCCCCCAAATTATAAAATCTGTAAGATGATTTAACAACATGTGTAAAAGTCATTGTG
-GGCCAGGCACGGTGGCTCATACCAGGTGTGGTGACTCATAGCACTCTGTCACCCAGGATG
-GAGTGCAGTGGCACAATCTCTGCTCACTGCAACCTCTGCCTCCTGGGTACAAGCGATTCT
-CCTGCCTCAGCTTTCTGAGTAGCAAGGACTACAGGTGCACACCATCACGCCTGGCTAATT
-TTTGTACTATTAGTACAGACGGAGTTTCACCATGTTGGCCAGGCTGGTCTCGAACTCCTG
-ACCTCAAATGATCCATCTACCTCGGCCTCCCAAAGTGCTGGAATTACAGATGTGAGCCAC
-AATGCCCGGCCTTATTTTCTACAACTTTGGTAACTTTAGCATATACCCCAAATCTGTAAG
-ACATAATATTATAATTCAAATGCAACTCATGGCTTCTCTTTGTACTCTTTCTCTAGCTTT
-TGAATTATTTATTCTAATACCAGTTTTAATTCTGACACAAAATCATGGGAGTTCTAATCA
-AAATCCAACCTTTTATCATAAAAACTATGAAGAAATTATGAGTAGAATTTAAAAAGGAAA
-ATAGGCCTATTAATTAGATTTGTCTTTGTAGCATTTAACTCTATAATAAATAATATTTTA
-TGCCTATGAGTCCCCAACAAAGCCTCCAGCTTCTATTTAGATATAAACTGTAAAAGTCAC
-TACTGGATCCACAAGCAAGACTATGGTAAATAAATTTCTCCACCTAACCAGCTTCTTTTA
-CATGATGTTACATGTTTCTTTTGTTTTTTCATTTTGGCAAATATTGATTGTCATCTTCGT
-GTTTGTCTATGTCCTAAGTGCTGGGATACAGAATCTGAAAAGATGGACACAGGACCTGCC
-TTCAAGTTCACCCCCTTTTTTTTTTTTTTTTGAGATGCAGTTTTGCTCTTGTCACCCAGG
-CTGGAGTGTACTGGTGAGATCTCTGCTCACTGCAACCTCCACCTTCAGGGTTCAAGTGAT
-TCTCCTGCCTCAGCCTCCCAAGTAGCTGTGATTACAGGTCCCAGCCACCACGCCTAGCTA
-ATTTTTGTATTTTTAGTAGAGACAGCGTTTCATCATGCTGGTCAGGCTGGTCTCGAACTC
-CTAACCTCAGGTAGTCGACCCACCTCGGCCTCCCACAGTGCTGAGATTACAGGCATGAGC
-CACCACGCCCTGCTAGGAGTTCACGCTTTAGTTGGGGAAAATATACAATAAGCAAGCCAG
-TTTTTAAAATGAGAACTGCAATTAGAGTTAAATGCTACAAAGACAAACTCACAGGAAGAT
-GGGATGTAGAATGATAAGGCTCTCAGAATAGTAAGAGAAACTATTGCTTCTTACGATGTT
-TGTCTTTCTTTGTATCGGTGCTCAGCTGAGTCTGCAGTGCTTCAGAGGCAGCTTTCATTT
-TATAAAAATCTATGATTTCTCCTTCCAGTTTTTTTTTCTCTTCCTCGAGCTTCCTTATCT
-CCTCCTGTTGAATCATTTTAAGATGCTCGAACTTGTCCTGCAGCTGTGAAACCAATGTGC
-AGTTGTGACACCAAAGCAGTGTGGCTGAACACCTAAAAGAATACGCTTTTTTTCTGATTA
-TCAAACAAACCCAAATCATCACAGTAGACCACGATCTTAATAACAATCTCAAAAACTCAG
-GAGTAAACACTCAGATATGGAATTTTTCTTTTCTTTCTTTTTTCCTTTTATAAGATGGAG
-TCTCACTCTGTTGCCCAGGCTGGAGTGCACTGGTGCGATCTCAGCTCACTGCAACCTCCA
-TCTCCCAGTTCAAGTGATTCTCCTGCCTCAGCCTCTTGAGTAGCTGGGACTATAGGCATG
-CACCACCACTACAGGCGTGTGCCACCACACCTGGCTAATTTTTGTATTTTTAGTAGAGAT
-GGGGTTTTGCCATGATGGCCAGGCTGGTCTCGAACTCCTGACCTCAGGTGATCCTCCCGC
-TTTGGCCTCCCAAAGACTTTTTTTTTTTTTTTAATATAGAGACAAGTTCTCAGTACGTTG
-CCCAGGCTGGTCTCAAACTCCTGAGCTCAAGTGATCCTCCCACCTCAGCTTCCCAAAGTG
-CTGGGACTGACTGGATGCAGTGGCTCATGCTTGTAAACTCAGCACTTTGGGAGGCCAAGG
-TGGGAGGATCGCTTGAGCCCAGGAGTTCAAGACCAGACTGGGTGATATAACACAATAGTC
-AACTTCAACAGGAGAGAGAATCTGTAAACTTGAATATAGATCTTCCGAAATTATCCAGTC
-AGTGGACAGAGAAAAAAAGAATAAAAGAGAGAAAAGAAGGCTGGGTGTGGTGGCTCAAGC
-CTGTAATCCCAACACTTTGGGAGGCCGAGGCAGGCAGATTAAGAGGTCAGGAGTTCAAGA
-CCAGCCTGTCCAACATGACAAAGCCCCATCTCTACTAAAAATACAAAAATTAGCCGGGTG
-TGGTGGCACACACCTGTAGTCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATCGCTTGAA
-CCCAGGAAGCGGAGGTTGGAGTGCAATGTGAGCCGAGACCACACATTACACTCCAGCCTG
-GGTGACAGAGCATGACTCTGTCTCAAAAAGAAAAAAAAAAGAGACAGAGAAAAGAAAGCC
-AACAAGACACCATTAAGCAAACCATTGTCAGGTTATGGGAGTTTGAGAAGGAAAGTAGAG
-AAAGGAGAATAAAGCTTATTTAAAGAATGGCTGACAACTGCCTAAATCATGGGAAAGATT
-TAGACATCTAAATCCATGAAGCTTAAAGATTCCTAAAGAGGTTCAAACCAAATAGATACT
-CACCAAGTCACAATATAATCAAATAGTCAAAAGTTAAAGAAACTTTGCAGGTCAGGACAG
-AATCGAATAATACATTCAAAGTGCTGAAAGAAAAAAACTGCCAGCAACTAATACTATGTC
-TGACAAAGCTGTCCTTCAGAAAGGAAAAAGAAATAATGTGTTTCCTCGACAAACAAAGCT
-GAGGGCATTCAGGACCACTAGGTCTACCTTAAAAAAATGCTTAACGGAGTTTTTCAAGTA
-AAAATGAATGAAGTTGGGAGCGGTGGCTCATGCCTGTAATCCCATTTTGGGAGGCTGAGG
-TGGGTGGATCACCTGAGGTCGGGAGGTCAAGACCAGCCTGGCCAACATGGCAAAACCCCA
-CCTCCAGTAAAAATACAAAAAATTAGCCAGGTATGAAGGCCACTGAGATCGTGCCACTGC
-ACTCCAGCCTGGGTGACAAGAGTCAAACTACATTTCAAAAACAAAAAACAAAACAAACAA
-AAAAAACAAAACTTGAGGCCTGGCCTTCTGCTCCTCTCCAACCTCCCCTTCTCTGGGCCC
-AAGCCACCTTGGCTGAGGAGGGGGCGAGGAGGTGTGAGCCCCTGCCAGGAACCCCCTGCC
-CGGACCAAGTGCTCGGCCCCCAGGCCTGCGTTCAGTGAGGCCTCCCGTGGCGTCAGCATG
-TTCGTGTGGAGGAATGTGGAAGGTCACTCTGCGGCCGTGTTCTCCTGGTACTCCATCCCC
-TTCCTGACCCCTCCCTGCAGCCACACGAGGCCCAGCAACCTGCCAGTCACTCAGTGGCCT
-CCAACCAGAGAAAACAACCTGCCAAGTTGGCAGCTGTTGCTCATGAGCGTCCACCAGGTG
-GGACAGGGAGTGTTGACCCTGGGCGGCCCCCTGGAGCCACCTGCCCTGAAAGCCCAGGGC
-CCGCAACCCCACACACTTTGGGGTTGGTGGAACCTGGTAAAAGCTCACCTCCCACCATGG
-AGGAGGAGCCCTGGGCCCCTCAGGGGAGTCCCTGCTGGACAGTGAGACAGAGAATGACCA
-TGATGATGCTTTCCTCTCCATCATGTCTCCTGACACCCAGTTGCCTCTACCACTCAGATG
-ATGTCAGGCCCAGTCCCTCAGTGCCCTGCGCAAGGAACAGGACTCATCTTCTGAGAAGGA
-TGGACGCAGCCCCAACAAATCAGACAAGGACCACATCCGGTGGCCCATGAGTGGCGCTCA
-TGATCTTCAGCAGGCGGCACCAGGCCCTGGCGGGGCGCACCAGGGTCACCCCAACCAGGA
-TAACCGGACCGTCAGCCAGATGCTGAGCGAGCGGTGGTACACCCTGGGGCCCAATGAGAT
-GCAGAAATACAACCTGGCCTTCCAGGTGAAGGTGGCCCACTTGCAACAAGGACCGAAAGA
-AGTCCAGCTCAGAGGCCAAGCCCACAAGCCAGGGGCTAGCAGGAGTGTAACAAGGGCTCG
-TGGGAGCGGAGCATATCAGAGACGGGCACTGCCACTGCCCCTGGGGTGTCCTCTGAACTC
-CTGTCAGTTGCAGCCCAAACACTCCAGAGCTCGGATACCAAGGAGCAGCTTCTGTGGGGC
-AGAACGGCTGCACACAGTCAGGGAACCTGGCTCAGCCTGGCCCAAGCCTTCTCCCACAGC
-GGGGTACACAGCCTGGACGGCAGGGAAATAGACCGTCAGGCACTACGGGAACTGACACAG
-GTGGTGTCTGGCACTGCATCATACTCTGGCCCAAAGCCTTCTACTCAGCATGGAGCTCCA
-GGCCACTTTGCAGCCCCTGGTGAGGGAGGTGACCCGTGGGCAGCCCTGCTGCCGCCCACG
-TGAGCTGCTCATTCCCAGCACATGGCCAGCGAGGTCATAGCGAGTGACGAAGAGCACACG
-GTCATCCATGAGGAGGAGGGGGTGATGATGTCATTGCTGATGATGGCTTTAGCACCACCG
-ACACCGATCTCAAGTTCAAGGAGTGGGTGACCGACTGAGAGTGGGGACAACTCTGGGGAG
-GAGCCAGAGGGCAACAAGGGCTTTGGTGGGAAGGTATTTGCACCTGTCATTCCTTCCTCC
-TTTACTCCTGCCGCCCCTTGCTGGATCCTGAGCCCCCAGGGTCCCCCGATCCACCTGCAG
-CTTTTGGCAGTCTATGGTCACACCCTGTCCTCCTCCTACACATACTCGGATGCTTCCTCC
-TCAACCTTGGCACCCACCTCCTTCTTACTGGGCCCAGGAGCCTTCAAAGCCCAGGAGTCT
-GGTCAACGCAGCAGAGCGGGCCCCCTACGGCCCCAACCCCTGGGGATGGGGGCCCAGGGA
-CGCCTTCCAAGGTGGCCTGTTTCCTCCCAATGGATCCTGCCACCTTCTGGTGCAAGAGAC
-CTGAAAGTGTGGGCGACCTGGAGCTACCAGGCTCCTCAGTCATCAGGGTCCCTCCCAACA
-CTAAGGCTTTCCTAGGCAGGAGCTGGGCTGAGCCACCCGGGGGGCAGAGCCTGAAGAGAA
-ACTGACTGGGCTTTCGGGGTCGGGGCAGAGGGAACCCCACGGACATGGACCCCACACTGG
-AGGACCCCACCGCGCCCAAATGCAAGATGAGAAGATGCTCCAGCTGCAGTCCAAAGCCCA
-ACACCCCCAAGTGTGCCATGTGTGATGGGGACAGCTTCCCCTTTGCCTGTACAGGTGGAG
-AAGCCGAGGACAGGCTCAGGGAACCGGAGACCAAGAAGGCGCTGTCCTCTTCACTGCATG
-TACCCTGGACCAGTGCCGGCCCTGATCATGCAGCTCTTCCAGGCCCACTGCTTCTTCCTG
-TCCACTAGGCCACAGCCGCCCTCCAGGCCCACTATGCACACATCTTCCCCTCCAAGGTTT
-GTTCTGCCCCTGCCCTGACTCCCAGCCCTGTGGGGGTCCTGACCGCACCTCACCTGGCTC
-AGACTCTTGACGCTGCCCTGGCTGCCCCACCAGTGCTTCTGCCCGAGAGTCACGTGAGGC
-TGAGAGTAGGGGCAGGGGCAGCAGTGGTGCCAGTTGGGGGGCGGTCCAGTGGGAGGAGCC
-TCAGCCTCGCAGGCTGCTCCGTGGGACTGATGACTGCATGATCTTCTGGGCACCTCACGG
-ATCTTCAACTGCAGGTGAAACGGATGCTGGTGGTGGGTGCAGGGCCGCTGGGAGCTGCTG
-CATGGTTCCCAGAGGCTGGACTGAGGCAGGTGCCAACTGAAGCTGCTGGGGCAGCATGGG
-CAGGATGTTCTGCACACAAACCTTGGAGAAGAAGATGTGTGCATAGCAGGTCCACTGCTG
-CTGCCCCTGCCCTGACTCCCAGCCCTGCCTGACCCCACCTCAACCTGCTCAGGCTCTGGC
-ACAACCCTGGCTGCCCTGCCACTGCCTCTGCCCCAGAGTTGGTGCCTTGACAGCCTGGTT
-GGAAGGGGACACCCCAGCCCTGCCTCAACACCTGGGGGTCTCCATAACTAGCACAGGCAG
-GTGGGCAACCCCAAAGATCCCAGGACTCACAGTACCCCCTGAGAACATGGACAGTATGTG
-GGGGTAGCAATGGAGGGCAGGATGGTTATCTTCTCCCAGGTGAAGCCATTTAATCCTTTC
-AGTTTGGGACGGAGTAAGGCCTTCCTTTTTTTTTTTTTTTTTTTTTTTTTTTTTGAGACC
-GAGTCTTGCTCTGTCGCCCAGGCTGGAGTGCAGTGGTGCGATCTTGGCTCACTGCAACCT
-CTTCCCGCTGGGTTCACGCCATTCTCCTGCCTCAGCCTTCCGGGTAGCTAGGATTACAGG
-TGGACGCTACCACGTCCGGCTAATTTTTGTATTTTTAGTACAGACGGGGCTTCATCATCT
-TGGCCAGGCTGATTTCGATCTCCTGACATCGTGATCTGCCTGCCTCCCCCTCCCAAAGTG
-CTGGGATTACAGGCGTGAGCCACCACGCCTGGCCAAGGCCTGCTCCTCTTATCTATACCC
-CCTACCCCTGCAGCTGTGCCGGGGGAAAGCTGGGCAGTTTCCCTCCTCCGAGCCCCTGTA
-CATACCATGAATTGTGGGACCTTCAGAGCTTTTCACTTTTCGGAAAATAGCTCCTGCTGG
-GGCTACAAGATGGAGTGTGAAGAGGGCCTTGGGCCACAGGGAGGCGCCTGTGGACTAGGG
-GGAGTTCATGCACCCCTTCTTTCCCCAGAGGGGCTGGACTCAGGTGAGTATGGGGGTGGG
-GGCTCCTGCACTTCGACACAGGCAGCAGGAGGGTTTTCTCCCCATTCCCTCTGCACTCCC
-AACTTGAGCTATACTTTTTAAGAAAGTGATTCACCCTGCCTTTGCCCCCTTCCCCAGAAC
-AGAACACGTTGATCGTGGGCGATATTTTTCATTGTGCCAAAAAGTTGCCATGACCGTCAT
-TAAACCTGTTTAACACCAAATAATAAGGAAAATAAAATAAAAAATTCGGGCTTGGCGCAG
-AAACTCACTCCAAATAAATTACCTACCAAAACATTTACATAATGGTGGAAATATTCCAAA
-ATTCAATATTTTGGGATTTATACACAAAAGATAAACAAATTAGAGGCCAAGAGGCTGCCG
-GAAGGGAAAAACAGGGCCTGGAATGGCCGACGTGAGGAATGAGCTGGGCCTAAAGAGGCC
-ACTGGCAGGCAGGAGCTGGACCTGCCGAAGTGGCCGAAAGGCAGGAGCTTTGGACTGGGG
-AGGCCGCAGTGAGGCGAGAGCTAGCTGGGCGTGGAGAGTCCGCTGTGAGGCCGAGGCCGA
-GGCTGGGCCCGTGCAGGCCTTCGAGACGCAGGAGGCCGGGCCTGCAAAGGCCGACTGGAG
-ATCAAGTTCTGCGCCTGAAGAGGCTGCCAAAAGTCAAAAGCGGGGCCTGGGAAGGCCGCC
-GAGAGCCATGAGCTGGGCTGGGCCGAAAGAGGCCACTGGGAGGCAGGAGGAGCTGGGCCT
-GGAGAGGCTGACTCGAGGAAGTTTTGCACCTGGAGAGGCCGTCGAGAGGACGGAGCTGGG
-CCCAGGGAGGCCGACTTGCTGCTCTTCCAGGCCCACTTCCAGGCCGACTTGAGGACGACT
-TGGGCCTGCAGAGGCCGCCGGGAGGCTGGAGCTAAGCCTGGAGAGACTGACTTCGGGACG
-ATTTGGGCCTGCGGAGGCCGCCGGGAGGCCCAAGCTGGGCCTAGAGGAGCCCACCGACCG
-GAGGCCATTTGGGGCCTGCAGATGTCATCGGAGGGCCAGGAGCTGAGCCTGGAGAGGCCA
-CCGCGAGGCCTGAGCTGGGCCTGGGGAGCTTGGCTTAGGGAAGTTGTGGGCCTACCAGGG
-CCGCTGGGAGCTGGGCAGGAGCTGAGTCCAAAGACGTTGTTGGGACCTGGAGTCGGGCCA
-GAGTCCGGCCTGGAGATGCAGCCGGGAGGAAGAGCTGGGCCCGGAGGGGGCGCCGGGAGG
-CTGCAAGTGGGTCTGAGAGGCCAACTTGAGGAGGCCTGGCCTCTGCCTCCCGCATTGCCC
-AGCTGTTCCTCCTGGCTGCATCTCCCACCTCCCAGCAAACAAGCTCTTTTGGCTCAGCTC
-CCGCCTGCGTTTGTAGACCCCAAAGTTTCTGCAACCAAGCTCTTCAGACCCACATCCCTT
-CTCCCAGTGACTGAACAGTCCCAGCTCCGGCTGGAGAAGGGTGTCTGCAGACCCCGCTGT
-TGCCTCCCAGGGGAGTCTCCAGGCCCAGCTCTCGCCCCACCGCGACCTCCCAGGCCCAAG
-TCCCTGCCTACCTCCCAGCAGCCCGAGTGCGATCCTGTTCCTCCCTCACGGTGGCCTGTT
-GAGGCAGGGGGTCACGCTGACCTCTGTCCGCGTGGGAGGGGCCGGTGTGAGGCAAGGGCT
-CACACTGACCTCTCTCAGCGTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCACGCTGACCT
-CTGTCCGCGTGGGAGGGGCCGGTGTGAGGCAAGGGCTCACACTGACCTCTCTCAGCGTGG
-GAGGGGCCGGTGTGAGGCAAGGGGCTCACGCTGACCTCTGTCCGCGTGGGAGGGGCTGGT
-GTGAGGCAAGGGCTCAGGCTGACCTCTCTCAGCGTGGGAGGGGCCGGTGTGAGGCAAGGG
-GCTCACGCTGACCTCTGTCCGCGTGGGAGGGGCCGGTGTGAGACAAGGGGCTCACACTGA
-CCTCTCTCAGCGTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCAGGCTGACCTCTGTCCGC
-GTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCAGGCTGACCTCTGTCCGCGTGGGAGGGGC
-CGGTGTGAGGCAAGGGGCTCAGGCTGACCTCTGTCCGCGTGGGAGGGGCCGGGGTGAGGC
-AAGGGCTCACACTGACCTCTCTCAGCGTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCGGG
-CTGACCTCTCTCAGCGTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCGGGCTGACCTCTCT
-CAGCGTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCGGGCTGACCTCTGTCCGCGTGGGAG
-GGGCCGGTGTGAGGCAAGGGGCTCGGGCTGACCTCTCTCAGCGTGGGAGGGGCCGGTGTG
-AGGCAAGGGGCTCACGCTGACCTCTGTCCGCGTGGGAGGGGCCGGTGTGAGGCAAGGGCT
-CACACTGACCTCTCTCAGCGTGGGAGGGGCCGGTGTGAGACAAGGGGCTCACGCTGACCT
-CTGTCCACGTGGGAGGGGCCGGTGTGAGGCAAGGGGCTCACACTGACCTCTCTCAGCGTG
-GGAGGGGCCGGTGTGAGGCAAGGGGCTCACGCTGACCTCTGTCCGCGTGGGAGGGGCCGG
-TGTGAGGCAAGGGCTCACACTGACCTCTCTCAGCGTGGGAGGAGCCAGTGTGAGGCAGGG
-GCTCACGCCTCTGGGCAGGGTGCCAGAGGCATGAGTTGGGCATCAACAGGCCACCGTGAG
-GGAGGAGCTGGGCCGCACGCGGGCTGCTGGGAGGCAGGCAGGGACTTGGCCCCGGGAGGC
-CGCCGTGGGGGCAAGAGCTGGGCCTGGAGAGGCCCCTGGGAGGCAAGGGCGGGGCCTGCA
-GAGGCTGTTCTCCAACCAGTGCTAGAACTGTACAGGCCACCAGGAGGCAGGAGGTGGGCC
-CTCAGAGCTTGGCTGGAGAAAGTTCGGGGCCTACAAAGGCGGTTGGGAGCTGGGCAGGAG
-TTGAGCCAAAAGAGCTTGCTTACTTGCTGGGAGGCAGGGCCGGGAGAGCCCGACTTCAGG
-ACAACTTGGGCCTGCGGCGGTCGCCGGGAGGCCCAACCTTGGCGTGGAGGAGCCCACCGA
-CCGGAGACCATTTGGGGCCTGGAGATGCCATCGGAGGGCAGGAGCTCATCCTGGAGAGGC
-CACCGTGAGGCCTGACCTGGGCCTGGGGAGCTTGGCTTGAGGAAGCTGTGGACCGACCAA
-GGCCGCCAGGAGATGGGTAGGCACTGAGTCCAAAGAGGTTGTTGAGAGGCAGGAATCGGG
-CCTGGAGACCCAACCAGGAAGAAGAGCTGGGCCCGGAGAGAACGCCCGGAGGGTGCAAGT
-GGGTCTGGAGAGGCCGACTTGAGGAGGTTCTGGGCCCGGAGAGGCCGCTGGAAGGGAAAA
-ACTGGGCCTGGAAAGGCCGTTGTCAGGAATGAGCCCCATGGGCCTGAAGAGGCCACTGGC
-AGGCGGGAGCTGGGCCTGCCGAAGCGGCCGAGAGGCAGGAGCTTTGGACTCGGGAGGCCG
-CAGTGAAGCAACAGCTAGCTGGGCGTGGAGAGTCCGCTGTGAGGCAGAGGCTGGGCCTGT
-GCAGGCCTTCGGGAGGCAGGAGGCTGGGCCTTGTCGAGGCCTGCAGAGGCCACCGAAAGT
-CAAAAGCGGGGCTTGGGAAGGCCGCCGGGAGGCATGAGCTGGGCTGGGCCGAAAGAGGCC
-ACTGGGAGGCAGGAGGAGCTGGGCCTGGAGAGGCTGCCGAAAGGCAGGAGCTTCACCTGA
-GGATGCCACAGTGAGACACCATCTGGGTCTGGAGGGTCCACTGTGAGGCAGAGGCTGACC
-TGTAGAGTCCGACAGTAGACAGAAGTTGGGCAAAAGCCTGATTTGAGGAAGTTTTGGGCT
-TCAAGAGTCAGCCACGAGGCAGGCACTAGGCCTGGAAATGGCCTCACAGTCATAAGTTGG
-GCCTAAATGGGCCACTGTGAGGGAGGAGCTGTGCCTGTTGAGGCTGCTGGCAGGCAGGCA
-GAAATTTGGCCTGGGGCAGCTGCCATGAGGCAAGAGCTGGGCCTGGAAAAAGCCCCTGGG
-AGGCAAGAGCAGGGCCTGCAGAGGCTGTTCTCAAGTCAAAGCTGGGCCTGTTGATGCCAC
-CGGGAAGCAGAAGGTGGGCCTGGAGAGTTTGACTTGAGGAAGTTTTGGGCCTACATTGGC
-CGCCATTAGCTGGACAGGAACTGGGCCAAAAAAGGCTGTTGTGAGGCAGCAGTTGTGCCT
-GTAGACCCAGCCAAGAGGAAGAGGTGGGCCTGGAGAAGCCCCCATGAGGCAGAGGTTGGG
-CCTGTAGACGCTGACAGGAGGCAGGAGCTGGGCCTGGACAGGTCAACTTGAGGAGATTTT
-GGGCCTTCATAGGCCACCAGGAGGCAGCAGTTGGGACTAGAGAGTCTGACTTGAGTAAGT
-TTTGGGCCCGGAGATGATGTCCTGGGACAGGAGTTGGCCGTGGAGAGGCCACCGTGAGGC
-ATAAGCTGGATGTAGAGAGGCCAGTGTGAGGCAAGACCTGGGCCTGTCTAGGCTGCTGGG
-AGACAGGCAGGAATCTGGCCAGGGAAGGTTGCCATGAGACAAAAGTTGGGCCTGGAAAGG
-CCCTTGTGAAGCATGAGCTTGGCCTAAAGAGGCCACTGGGTGGCAGGAGCTGGGTGTGTA
-GAAGCTGCTGAAAGGTTGGGAGCTTGGCTTGGGGGGTCCACAGTGAGGTAGAAGCTGGGC
-GTGAAGAATCTGCTGTGAGGCAGACGTTGGGACTGTAGAGGCTGACGGGAGGCAGAGGCT
-GGGCCTGGAGGGGCCACCAAGATGCAGGAGCTGGGCCTGGAGAGGCTGCAAAGAAGCATG
-AGCTGGGCCTGGTGAGGTCAACTTGAGAAAGTTCAGGGCCTGGAGAGAAGGCTGGGAGGC
-AGGAGCTGGGTCTAAAGAGGCCATTGTAACGATGGAGCTGTGCCTGTGGAGGCTGTTGTG
-AGGCAGTAGCCTCATCTGCGGAGGCTGCCGTGACGTAGGGTATGGGCCTAAATAGGCCAT
-TGAGAGTCATGAGCTTGGTCTGTAGAGGCTGACTGGAGAAAGTTCTGGGCCTGGAGAGGC
-TGCCGGGAGGTAGGAGCTGGGCCAAAAGATGTAAGCACATTTGCATTTATTAGGCACTTT
-ATTTCCATTATTACACTGTAATATATAATAAAATAATTATGGAACTCACCATAATGTAGA
-ATCAGTGGGCGTGTTAAGCTTGTTTTCCTGCAACTGGATGTTCCCACCTGAGCGTGATGG
-GAGAAAGTAACAGATCAATAGGTATTAGATTCTCATAAGGACAGCGCAACCTCGATCCCT
-CACATGCACGGTTCACAACAGGGTGCGTTCTCCTATGAGAATCTAATGCTGCTGCTCATC
-TGAGAAGGTGGAGCTCAGGCGGGAATGTGAGCAAAGGGGAGTGGCTGTAAATACAGACGA
-AGCTTCCCTCACTCCCTCACTCGACACCGCTCACCTCCTGCTGTGTGGCTCCTTGCGGCT
-CCATGGCTCAGGGGTTGGGGACCCCTGCTCAAGTGCATCCAAAACGACCCTTCCCACACC
-AGTCTTCACAGTGGTCAAGGGCAGCAACCACTTAGCTCCCAAGGCATGTGCCTCAGCTGG
-CATTTCGTCACAATCAACAGTAAGTGGTAGCTTGAGTCACTGTGAGGTCACCTACTGGAA
-ATCACCAGCATCCCATTTCCCACTGGCAAAGAGCTCAGCACTGCCCCCTGGGAAACCAAA
-CCTATGCCCAAATCCCATCTGTGTGGGTTTACCTCCTGGGACCCTTCCTAACATATAACC
-TTCATAACATACTTGAGAGGCTGAGGTGAGACAATCGATTTAGCCCAGGAGTTTGAGATC
-AGCCTGGACGACATAACTAAATCTCATCTCTACAAGGACGAGGTGGGAGGATCACTTGAG
-CCCAGGAATTTGTGGCCAGCCTGGGCAACAAAAGAAGACCCCATCTGGCCAACATGGCCA
-ACCTGGCCACCACGGTGAAACTCTGACTCTACAAAAATGATCTGGGCATGGGTGACATGC
-GTGTGTAGTCCTAGCTACTTGGGAGGTTGAGATGGGAGGATTGCTTGATCTCAGAAGGCC
-AAAGCTATAGTGAGCTATGATCACATCACTGCACTCCAGCCTGGATGGCACAGGAAGATT
-CTGTCTCAAAAAAAAGAAAAGAAATATATATTTAATCTCTGTCCCTGGTTCCTGGCACAG
-AGCTTCTAAAGCTCTTACAAAGACCTCAGTGATAGATGTGACAGGAGCATCTTTTGTTTT
-AATATTTGGTCTTGGTCCCAGGTTTCTAACACAAGAGCCTCTAAGAACTTTGGGATCTCC
-AGCATGGTAAGAATGCATTTGGGGATGTTGTTGAGATGACTGGGTGACTGCAAGCTCCTA
-AATTTCTTCAAGAGGAGGGCTGATTACCATGCAACCACATGGTAAGAGGCTTGGAACTTT
-CAGCCTCATGCACTGAACTCCAGGGGGAAGAGGGGCTGGAGACTGACTTAATCACCAACA
-GCCAAAGGTTTTATCAATCATGCTTGCATAATAAAGCCTCCATAAACACCCTGAAAGGGG
-TTTGCAGAGCTTTCAGGGTTGCTGGACACAGGAGATGCTGGGAGGGTCGCATGTTCAACA
-GAGGGCATGGGAGCTCTGTGCCCCTCCGAACTTAACTTGCCCTGGGTATCTTTCTTTTTT
-TTGAGACAGGATCAGGCTCTTTTGTCCAAGCTGGAGTGCAGTGGCACAATCTCAGCTTAC
-TGTAACCTAAGCCTCCCCAGTCCCCAGCTCAAGGTATCCTCTCATCTCAGCTTCCCTAGT
-AGTTGGAACTCTAGGTGCACAACACCACACCAGTTATTATTATTATTTTTTAATTTTTTA
-TAGAGACAGGTTTTCACCATGTTGCCCAGGCTGGTCTCAAACTCCTGAGTTTAAGCGATC
-CTCCCACCTTGGCCTCCCAAAGTGCTGAGATTACAGGCATGAGCCACTGCATCCAGCATG
-CACGTCTCTTTCATTGACTGTTTCTGAGATGTATCCTTCACAATGAACCAGTAATAGGAA
-ATGAACTGGCCAGATGTGGTGGCTCACATCTGTAATCCCAGCACTTTCAGAGGCTGAGGT
-GGGAGGATCACTTGAGACCAGGAATTTGTGGCCAGCCTGGCCAACACAACAAGACCCCAT
-CTATACAAAAAATAAAAGAAACTAGCCAGATGTGGTGGTGCAGGCATGTAGTCTCAGCTA
-CTAGGGAGGCTGAGGTGGGAGAACCACTGGAACCCAGACAATCAAGGCTGCAATGAGCTA
-TGACTGCACCATTGCACACCAGCCTGGGCAACAAAATAAGACCCTCTCTCTCAGAAAAAA
-AGAAAATAAACTGTTTTTCTGAGTTCCGTAAACTGTTCTAGCAAATTATTAAACCCAAGA
-AGACAGTTACGGGAACCCCCGATTGGTAACAGGTTGGTCAAAAGTATGGTGACAACTTAG
-GACTTGCCATTGTCATCTGAAGTGAGGATGGCCTCGTGGGACTGAGCCCCTAACTTGTGG
-GGTCTGTGCTAACTCCAGGTAGTGTCAGAATAAAGTCATGGGATACCCAGTTAATATCCA
-GAGCACTGAAGAATCTGGTGTAGAAACTCCATACGTACATTCAGTCGGAAGTGTGTGAGT
-AGAGACAAACATGGGCTTTTCTGTCACCTACCTGCTTAACTGCATAGGAGAGGCAATATG
-TGGTGCTCATGAACAAAGCAAACATTAAAGTCAGACCAGACCCAACATTTGACTCAGTCT
-TAATATCCAGGTGAGCCTGCGCAAATCATTCATTATTCCTAAGGTTTTCATCACTCCATT
-CATAAAATGGGGATAACTGTGGCACCTACATGTGATTCTGTGAGAATTAACGAAATATTA
-TGCTTGGGGTTATTGTGATCATTATACCTGTTCCAAACTATTTGACAAGGACAGTGATGG
-ATGAAGACATCAAAAAATCAGAAACTGCAATGAGGTCTCTCAGGCAAAATTCCATACAAG
-CAAATTACTGTGTCTACAAAGCATTCCTGCCACACTTAATTCACCATTCCCTGAACAGAA
-TATGCCATCTTCGTTGTTCAGGTCTGTACAGTGCTGGTTTCCCTTCCCGGACAGTTTGCG
-CTATCCCATCCCGGCCCATTCCCCATCCCTCCACCTCCCCCTTCCCTCCCCACTCTCATA
-CAACTCTTCCTCATCTTTCAGGACTTGGCTTCAATGTCACCTTAACTGGAAGCTTCTCTC
-ACTCTCCAGAAGAGCTTCCCATTGCACCTGATGCATGGGAAACATAATTTGATCATTTTT
-AAGTTACAGTCCAAATCTTTTTGTACCTGAATAACATGTTGCCCAGTCAGTCTCTCTTCC
-TGGATTCACAAGTCTTTCATGGTAGATCCAGCTGGAAGTGACAAAAAGACATCTTTTGAC
-ATAAAGGGATGACACAGACAGACATAAGTTCTTAAATGTCTTAAATGTTATGTGAGAATT
-AAACAGAATTCAAAGACTTGTGGGGAGCACTTAGGAAGTTACTGGGAATGTCATGAAGGG
-TTAATTTGTATTTTATTTTATTTTTTGAGACAGTCTCATTCTGTCACCTAGGCTGGAGTG
-CAGTGGTGCAATCAGGCTCACTGCAGCCTTGACCACCTGGGCTCAAGTAATCTCACTTAA
-TTTTTATTTGGTTTAAGAAAGTCTTGGTTGAGGGTGGTGGCTTATGCCTGTAATCTCAGC
-ACTTTGGGAGGCTGAGAGAGGTATATTACTTGAGGCCAGGAGTTTGAGATCAGACTGGGC
-AATATATTAAGACCCTGCCTCTACCAAAAAACAGAGTGAATGTGTGGAAGACAATTTTTC
-CACAGACTGGGAATGAGGGAATAATTTCAGGATGATTCAAGTGCATTACATATATTGTGC
-ACTTTATTTCTATTATTACTACATAGTAATATATAATGAAATGATTCTACAACTCACTAT
-AACGTAGACTCAGTGGGATCTCTGAGCTTGTTTTCCTGCAACTAGACTGTCCATCTGGGG
-TGATGGGAGACAGTAACAGAATATCAGGCATTAGATTCTCATAAGGAGTACACAACCTAG
-ATCCCTCGCATGCACACTTCACAACAGAGTTTGTGCTCCTGTGAGAATCTAATGCTGCTG
-CTGATCTGACAGGACATGGAGCTCAGGTGGTCATGCAAGCGATGGGAGGGGCTAGAAATA
-CAGATGAAGTTTCCCTTCACTCGCCTGCTGCTCACCTCCAGCTCTGTGGCCCTGTGGTTG
-GAGACCGCTGCTCAAGTGCATTTGAAAGGAACCAACCCACGCCATTCTTCAGAGTCATCT
-TTACTGCTGCAGTGGTCAACTTGTAGCACCCCTAAGCTCGCAGGACATATGCTTCAACTG
-GCATTTCACAATCAACAGTATGTGGCAGCTTGAGTCATTGTGAGCTCACATCCTGGAAAT
-CACCAGCATCCCATATCCCATTGCAAGGAGCTCAGCACTGCTCCTTGGATAACCAAACCT
-ATTCCCAAATCCCATCTGTGTGCGTCTATCTCCTGGTACCCTTCCTAGCATCAATTCTGT
-ATTTGTAGGAGTCCAATCAGGAGACACAAACCACTCAAAAGTTTAAACTAGAATGAGCAA
-GATGGCTCACACCTGTAATCCCAGAACTCTGGGAGGCCAAGGTGGGTGGACTGCTTTGAG
-CTCAGGAGTTTGAGAACAGTCTGGGAAACATGGCGAAACCTCGTCTCTACAAAAAACACA
-AAAATCAGCTGGGTGTGGTGGCACTTACCTGTAATCCCAGCTACTCGGGAGGCTGAGGCA
-GGAGAATTGCTTGAGCCTGGCAGGTGGAGGCTGCAGTGAGCAGAGGTTGTGCCACTGTAC
-TCCAGCCTGGGTGACAGTGTGAGACCCGGTATCAAAAAGAAAAAACGTATATATATATAT
-ATATATATATATATATATATATATATATATATATATGTAAATTTAATATAAAAAGTATTA
-ATTTTGGCCAGGCAAAATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGCAG
-ACAGATCACCTGAGGTCAGGAGTTCGAGACCAGCCTGACCAGCACAGAGAAACCCCATCT
-CTACTAAAAATACAAAATTAGCTGGGCATGGTGGCACATGCCTGTAATCCCAACTACTCG
-GGAGGCTGAGGCAGGAGAATTGCTTGAACCCAGAAGGTGGAGGTTGCGCTGAGCCGAGAT
-AGCGCCATTGCACTCCAGCCTGGGCAACAAGAGTGAAACTCCATCTCAAAAAAAAAAAAG
-GGTATTAATTTTTACAGAGGATCAGCACAATGAGGGACACACTAGCACAAAGTAAAGACA
-ACTCTAGAGAATACGGAACTAGCAGAGGCCAGGCATTGTGGCTCATGCCTGTAATCCCAG
-CAATTTGGGAAGCCTAGGCAGGAGGATCGCTTGAGGCCAGGAGTTGGAGACCAATCAGTG
-CTAAATAGTGAGACTCTGTGTCTACCAAAAAAAAGAGACATTAGCCAGGTGTGGTGGTGG
-TGCACACCCGTAGTTCCAGCTACTTGGGAGTCTGGGGTGGGAGAAATCCCTTGAGCCTGG
-GAAGTCTACACTACAGTGAGCCAAGATTGTGCCACTGCACTCCAGCCTGGGCGACAGAGT
-GAGACCCTGTCTTAGAAAGAAAAAAGAAAAGAAAGTGTTAATCCCCCTATGGGAATCTCC
-TCTTCTCCTGCCCTCTCTGGAACCTCACTTGTCAGTTCTTCCTCCCACTTTCCTGTATCT
-TTAACCTATCCCCCACTTTTAGCTCCTTCCCATCATCATTTAAATTACTCAAACTTCTTC
-TGTTTTAAAAACCTCTCCCTAAACTCAGGGAGAGGTCTTCTGCACACACATTGAGCCATC
-TGCTCTTCCCGGTGCCTTCTCTACAGCAGCCTGAGCCATGTCTCTAATCTATGAATCTCA
-TCATGTTACTCCCCCATTTACATCACTTCTCCTTGCCTCAGGGATTAAGTCCAAACTCCT
-TAACAGCCCCTGCTCTGCCCTGCCTTGCAAGGCAGCCTCACTGCTTGCCCCTCTCCATTT
-CATCTGCTATGGAGTCCAACTGAGCCTCATCTGCCCCTTGAACGCACACTCTTTCTCCTC
-TGGGAGTCTCTGAAGTGGGTAATATCCTCTGCTTATAATATGCTTCCCCTTAAACCTCTA
-CTCTCTTCCTAGCTAGCTTTGACTCCTCTGTCACTTGTCCGCTTTGGCATCACCTCCTCA
-TAGAAGACTTCTATGACTCCCGAGATTCTCAGGAGCATGGCAGGTGAAGTGCTCCTCCCA
-TGAATGGATGGAGATTAGGGAGTGTGTGTTATTCATGCTTAATTCACCAGTGCTTAGCTG
-AGTACCTGGCATAAAATAGTTACTGTGGTGGCCAAAGTAATAACCCCCACCGCCACCAAT
-TGCTCATGTCCTATGTTACACAGCACAGTTACAGAGGAAGGGGGAATTAAGAGTGCAGAT
-AAAATTAATGTTGCTCATCAGCTGACCTTAAAACAAGATTATCCTGGAGTATCTAGGAGA
-GCCCATGTAATTACAAGCATTCTTTAAAACTGGAAGAGGGAGGCAGAAGGTTAAGAACCA
-GAGACGGTGGGCACAATGGCTCATGCCTGTAATACCAATACTTTGGGAGGCCAGGGTAGG
-AAAATCCCTTGAGTGCAGGAGTTCAAGGTCAGCCATGGCAACATACTGAGGTCCCATCTC
-TACAACAAAATAAAAACAAAATTCACTGAGTGTCACGATGCTTACCTGTAGTCCCAGCTA
-CTGGGAAGGCTGACATGGTAGGATTGCTTGAGCCTGGGAGTTTGAGGCTATAATGAGCCA
-TGATAGGACCACTGAACTCCATCCTGAGTGACAGGGCAAGGTCCTGTTTCTGAAGAAAAA
-AAGGACATTGGAATCAGGGCCCTCTCCATCCTGAGGTGCCTACAAGGCATCTCTCTCTGC
-AAACGAGTAAACATCACCCTCCAACTCCTTACAGAGTGGAGCAACAGGAAAACTCCTTCA
-CCTCATTTCTGTGCTGCTTGGGAGGCCTGGACAGCCCAATAACCAGCTCCTCGCTGATGA
-AGCAATCAGGAAATGGCTCGAGTTGAGCTAAGGAGAATTTGGATCCTTCCTTTGGTTCTC
-AGTAGGCAGGGTAGGGGCCAGGCATGGTGGCTCATACCTGTAATCCTTGCACTGTGGGGG
-GCCAAGGTGAGAGGATTGCTTGAGGCCAGGAGCTCAAGACCAGCCTGGACAACATAGCAA
-GACCTGGGTGGCACACACCTGTGGTCCCTACTACTTGGTAGGATGAGGTGGGAGGATTGA
-TCACTTGATCCCAGGAGTTTCAGGCTGCAGTGAGCCATGATCACACCACTGCACTTCAGC
-CTGGGTGACAGAGCCAGACCATGTCACAAAAAGTTAGAAAAAAAAAAGAGAGAGGGAGAG
-AGACTATACACAGGCACCACCACATTTGGCTAATTTTTAAATATTCTGTAGAGACAAGGT
-CTTGCTAGGTTGCCCAGGCTAGTCTAAAACTCCTGGCATCAGGCTGGGCATGGTGGCTCA
-TGCTTGTAATCGCAGCACTTTGGGAAGCTAAGGCAGGCAAATCACCTGAAGTCTGGAGTT
-CGAGACCAGCCTGGCCAACACGGTGAAACTCTGACTCTATCAAAAATACAAAAATCAGCT
-GGGCAGTAGTGGCGTGTGCCTGTAGTCTCACCTACTCGGGAGGCTGAGGCAGGAGAATCA
-CTTGAACCTGGGAGGTGGAGGTTGCAGTGGACCCCATCACTGCACTCCACCCTGGGTGAC
-AGAGCGAGACTGTCAACAACAACAACAACAACAAAAACAAAAACAACAACAACAAAAAAA
-ACTCCTGGCATCAAGACATCTTCCTGTCTTAGCCTCCCAAAGCCCTGGGATTATACTGTT
-TCCTATAATTGAAGACACTTGTTCTTATACTGCTTTAAGGTATAAAGGAAGAAAAAAAAA
-ACAGATAATGGCAAATGTTGGTGAAGGCCGGGCATGGTGGCAGCCTGTAATTCCAGAACT
-TAGGGAGGCTGAGGTGGGCAGATCACTTGAGGCCAGGAGTATGAGACCAGCCTGGGCAAC
-ATGGTAAAATCCCACCACTACAGAAAAATCTAAAAATTAGCCAGGCATGGTGGCGTACAC
-CTGTAATTTTCAGCTACCCAGGAGGCTGAGATGAGAGAATCACTTGTGCCTGGGAGGTCA
-CGGCTGCAGTGAACTGTGATGGCATCATTGCACTGCGGCCTGAGAGACAGAGCAAGCCCC
-TATCTAGAAAAAAAAAATGTCAGTGAAGATGTGGAGGAATTGGAACCCACAAACATTACT
-GGTGGGAACATAAAATTGTGTAACCATTTTGTTTGGGTATTTCTTTTCTTGTCATTTTAA
-TTGGATTTTTAAAAAATCAAGACGGGGTTTCACTATCTTGCCCAGGCTGGTCTTGAATTC
-ACGGGCTCAAGCCATCCTCCTAGCTGAGCCTCCTGAGTAGCTGGGATTACAGGTGTGAGC
-CATTGCACCCAACTGGTATAGCCACGTTAGAAAACATTCTGGCAGTTTCTCAAAAGGCTA
-AATGTACAGTCATCCTATAATGCAACAATTTCACTCCTAGGCATATATCCCAGAAAAATA
-AAAATATATGTCCACACAAAAACTTGTACAACAATCTTCATAGCAGCATTATTCATAATG
-ACCAATACATGGAATACATGGAAACAACCCAAATATCCACCAACTGATGAACAGATAAAC
-AAAATGCAGTGTGTCTCTACCATGGAATACTGCCATAGAAGGAATGAAATATTGATACAC
-ACTATGACATAAAGGAACTTTGAAAACACTGTGCTAAGAGGGAAAAAAAGCCACAAAAGA
-TCACATATTGTACAATTCTATTTGTCCAGATTAGGCAAATCTATAGTGACAAAAAAATTA
-ATCAATGGTTGCCTAAGGCTGGGGGCAAAGGTAGGTGGGGAGAGTAGGAGGTAGTGGCTA
-AGGGGTATGGATTTCTCTATAGGGTAATGAAAGGTTCTAAAAGTGACTGTGGTGATCGAT
-GCACAGCTCTGTGAATATTCTAAAACCTACTGAATTGCAGATTTCAATAAATAAAGTGAA
-TGGTATGTGAATATTTTAATAAAGCTATTATTTAAAATAATAATAATAGGGGGCTGGGCA
-CAGGTGGTCATGCCTGCCTGTAATCCCAGCACTTTGGGAGGCTGAGGCAGGAGGATCACT
-TGAGGTCAGGAGTTTTGAGCCCAGTCGGAGCAACATGGCAAGATCCCGTCTCTATGATAA
-AAAATTAGCTGGACATGGTGGCACATGTCTGTAGTCCCAGCTACTTGGGAGACTGAAGTG
-AGAGAACCACTTGAGCCCAGGAGTTTGAGGCTACAGTGAACCATGATCATGTCACTGTAC
-TGTAGCCTAAGCAACAGAGCAAGACGCTGTCTCTGAAAAGGAAAGAAAACAAATGCAAGT
-TTTTATCACTTTGTGAGTGTAGCCAAGTTGGAGGAGAAATAGACAATAATAAAAGAGCAC
-TGAATAATGACAGTGAGTGGCTGGTTAGGCTCAGTTGCTAGCTAAATGGCTTCTAAAAAA
-TTCAATAAAGTTACAGCTCTGGGGACAGTCATGTAGTCAAAGAATGAAGGCGAAATTCAT
-TACAATTGCCCATGGTCTTTATTTACATGCCTTCTAGTGAAAAATTCCTAAGTGCCTAAA
-CAGCAAGTCTGCAATGATAGCAGCTGTTTATTAAAGACTACAAAAAAGAAATGGAGGCCG
-GGCGTGGTTGTTCACATCTGTACTCCTTGAATTTTGGGAGGCTGAGGCAGGCAGATTGCC
-TGAGGTCAGGAGCTCCAGAGGAGCCTGGCCAACATGGTGAAATCCCATCTCTACTAAAAA
-TACAAAAATTAGCTGGGTATGGTGGCGGGCACCTGTAATCCCAGCTACTCGGGAGGCTGA
-GGCAGGAGAATTGCTTGAACCCAGAAGGTGAAGGTTGCAGTGAGCCAAAATCGCACCATT
-GCACTCCAGCCTGGGTGACAAGAGAAAGACTCTTATCTTAAAAAAAAAAAGAAAAAAAAG
-AAATGGCATCTTCTTCAAGAATTACATCGTGTTTCATGATAAAGAAGCTCTAATTTTGCA
-TTTGTTCAAGTATTGATGAGATTTACCCAATATGACACCCATCTTGGATAAAATGCAAAC
-AACACAATTTCATTTTGTCATTAACAAAACCGATTAAGTAGTCTAATATAAATTGCGATC
-TTATTAAAAACTGATCCGATTTAAAAAATTATGGAATTATGGAGCCAATAAGATGTTACA
-ACCTGTTCCAAGGGGAATTCCAAAATCCACACATATCTGAGACCATCAAGTATGATGAAA
-TATATTTGATTACTATATTGAAAAATAAACTGATTACATAGCCAACAATTGGACAGGGGT
-CTCCTCATCCACAGCCACACAAACCCGATCATGCAGCTGTATGGTTACAAGGCCTACATA
-GCCTAGAAGGGACTGGTCTGACTTGAGATTTCATTTGTATTTGTATTTTGAGACAGGGTC
-CCACTCTGTCACCCAGGATGGAGTGCAGTGGTATAATCATAGCTCACTGCAACCTTGACC
-AACTGGGCTCAAGAGATGCTCCTGCCTCAGCTGCCCCCATACCTGGGAATACAGGCAAGT
-ATCACCATGTCAGGCATTTTTTTCATTTTTGTAGAGAGAGAAGACTTGCTATGTTGCCCA
-AGCTGGCCTCAAACTCCTAGAATCAAGAGATCTGCCCATCTCAGCCACATGAGTAACTGG
-GGCCATAGGTACATACCATCATGCCTGGCTATATTTATTTTATTTTATTAAATTTATTTT
-TTTTATTTTTGTAGAGAGGAGGTCTTGCTGTGTTGCCCAGGCTGCTCTCAAACTCATGGC
-CTTAAAACATACTCCCATCTCCTCTGCCTCTCAAACTGTTGGAACTATAGGTGTGAGCCA
-CTGTACCTGGCCTGACTTGGGATTTCTTTTATCTAGCATCCTTTACTTGGTAGGATTGGG
-AAAAGCAGTAGTGTTTTTTAAAATTACTTAATAATTCAATCAGAATCAAACTCAACCTTG
-ACCACTGCCTTCTCTCACAGCTCACATCCAGTCTGTCAGGAAATCCTACTGACTGACTTC
-AACATGTATCCAGGCTCTAACCATCTCTCACCACCACCATGAACCCCGTCAGGATCACTA
-TCATCTCCCACCGGGATGTTGCCACAGCTTGGCTCCCATGCTTCTACCCAAATCTTCCCA
-TAGTCTTTCTCAACTCGGCAGCCAGGTCGTGCTTTTAAATCAGGAGACGGATCATGTCGC
-CTCTCTGCTCAGAAGCCCTCGGTGGTTCCCATTTTAGTCAGAGCAAAAGCCAAAGCCCCA
-GCAATAGCGTCCCAGGGCTTACACGATCTGTACCGATCCCAGCCCAGCAACTCCCTGGCC
-TCCTCGCTGACTTCGCTCCATCTCTTTGCTCCACTGGCCTCCTTCCAGAGCCTCAGACAC
-ACCAGAGAGTTTCCTCCTAATGCCTTTATCCTGTTGACTCAGCCTACAATGCTCTTCCCT
-CAGCACCTTGGCCAGCTCCATCACCTGCTTCAAACTTTTGCTCAATATTCACTTATGAGG
-CCAACCCTGACCACTCTACTTAACACTGCCATCTGTCCCCATTCCCACCATGCTCATTTC
-TTTCTTTCTTTTTGAAACAAGATCTTGCTTTATTGCCCAGGCTGGAGTACACTGGTGCAA
-TCACAGCTCACAGCAACTTCAACCTCCCAGGCTTAAACAATCCTCCCGCCTCAGCCACCC
-TAGGAACTGAGACTACAGCTGCATGCCACAACACATGGCTTTTATTTTTTTTTTTTTGAG
-ACGGAGTCTCGGTCGCCCAGGCTGAAGTGTAAGGGTGCGATCTTGGCTCACTGCAATGTC
-TGCCTTTTGGGTTCAAGTGATTCTCTGCCTCCCAAGTAGCTGGGATTACAGGCACCCACC
-ACCACACCTGGCTAATGTTTGTATTTTTAGTAGAGATGGGGTTTCACCATCTTGGCTAGG
-CTGGTCTTGAACTTCTGACCTCGTGATCCACCCTCCTCGGCCTCCCAAAGTGCTGGGATT
-ACAGGCGTGAGCCACTGCGCCTGGCCTTTAAAAAAATATTTTTTTTAGACATGAGGTCTC
-ATTATGTTGCCCAGGCTGGTCTTAAGCTCCTGGGCTTAAGCGATCCTCCCACCTCAGCCT
-CCTAAAGTTCTGGGATTACAGGCGTGAGCAACTGTAACATGAGGTCCCAGCTTCGTGTTC
-ATTTTTTGTTGTTGCTACAACAAAGTACCCTACATTTAGTGGCATCAAACACCACAAATC
-TACCATCTTACAGTTCTGGGGGCCAGAAGCCCAACTAGGTCTATTAAGGCTAAAGTCAAG
-GTGTCAGAGAGGCTGCATTCCTTCTGGGGGAGGCTCTAGACAGAATGTGCTCCTTTGCCT
-TTTCCAGCTTCTAGAAGCCACCCCCATTCCTTGACTTACCTCGTGACTCCATATTCAAGG
-CCAGAAGTGCAGCATCTTCAAATCTCCCTCTCTGACCTCTTCTTCCATTACCACATCACT
-TTCTCTAATTCTGACTCTCCTACCTCATTCTCTTATAAAGATCCTTGTGATTGGTGGGTA
-TGGGGGCTCCCATCTGTAATCCCAACATTTTGGGAGGCCAAAGAGGAAGGATTGCTTGAG
-GCCAAGAGTTAGAGATCAGCCTGGGGAAAATAGGAAGATCCTGCCTTTACAAAATTAAAA
-TCAGCTGGACATGGTGATGCATGCCTGTAGTTCCAGCTACTGGAGAGGCTAAGGTGGGAG
-GATTGCTTTAGCCTAGGAGGTCAAGGCTGCAGTGAGCTATGATCACATCACTGCACTCCA
-GCCTCAGTGGCAGAGTGAGACTCTGTCTCCGATATAAGAAAAGAAATATACATTTGGTCT
-CTGCCCGTGGTTCCTGGCATAGAGCTTCCAAAGCTCTTATAAAGCCCTTCGTGACAGAGG
-TAATAGGAGCATTTTCTGTTTTGATATTTAGTCTTAGTCCCAGGTTCCTGACACAAGGGC
-CTCTAAGGTCTTTCAGATCTGCAGCATGGTAAGAATGCATGTGGGATGCTGTTGAGCTAA
-CGGGGTGGCTGCAAGCTCCGAGACTGCTTCAGGAGGAGGGCTAGCTGCCAGAGAAAGCAA
-CCACATTTTTTTTTTAAAACAGAGTTTGGCTCTTGTAGCCCAGGCTGGAGTGCAATGGCA
-CAATCTCAGCTTGCTACAACCTCCACCTCCCGGGTTCAAGCAATTCTCCTGCCTCGGCCT
-CCCGAGTAGCTGGAATTATAGGGGTGTGCCACAATGCCTAGCTAACTGTTGTTATTTTTA
-GTAGAAACGGGGTTTCACCATGTTGGTCAGGCTGGTCTCAAACTCTTGACCTCAAGTGGT
-CCATGTGCCTCAGCCTTCCAAACTGCTAGGATTACAGGAGTGAGCCACCGCACCTGGCCC
-CAACCACATTTTTTGAGGCTTGGAACTTTCAGCCTCACCTGCTGAACTCCAGGAGGCAAA
-AGGAACTGGAGATTGACTTAACTACCAATGGCCAGTGATTTTATCAATCATGCCTCCATA
-AACACCCAAACAGCAGGGTTTGGAGAGCTTCTGTGTTGCTAAACACAAGGAGGTCCTGGG
-AGGGTAGTGTGCCCAACAGAGGGCATGGAAGCTCTGTGCCCCTCCCCACTTACCTTGTCC
-TGTGCATCTCTTTCATTGGCTGTTCCTGAGATGGAGCCATTACATTGAGCCAGTAATAGA
-AAATAAGGTGGCCAGATGCACTGGCTCATGCCCGTAATCCCAGCACTTTGGGAGGCAGAG
-GTGGGCGGAATCACTTGAGCCTAGGAATTTGAGACCAACCTGGGCAACATAAGAAGACCC
-CATCTATACAAAAAATAAAAGAAATTAGCCAAATGTGGTGGTGGGAACCCTGTAATTCCA
-GCTACTTGAGAGGCTGAAGCAGGAGAATCACTTGAGCCCTGGACGTTGAGGCTTCAATAA
-GCTATGATTACACCACTGCACACCAGCTTGGACAACAGAGCGAGGCCCTGTCTCTTAAAA
-AGAAAAGAAAAAAAACTTGTTTTTCTAAGTTCTGTGAGTTGTTCTAGTAAATAATTAAAC
-TCAACAAGAGGGTCATGGGAAACCCTGATTTCTAACTGGTTGGTCAAAATACAGGTGACA
-ACCTAGGACTTGCAACTGGCATCTGAAGTGAGGGTGGTCTTGTGGGACTGAGCCCCTAAC
-CTGTGGGTTCTGTGCTAACTCTAGGTAGTGTCAGAATGGAATTGTGGGATACGCGGTTGG
-CATCCAGAGAGTTGGAGAACTGGTGTAGAAACTCTGCACACACATTTGGTCAGAAGTCTG
-TGAGTAGAGAGAAACGTGTTGCAGGAAGTCAGGGACCCCAAACGGAGGGACTGGCTGAAG
-CCACAGCAGAAGAATATAAATTGTGAAGATTTCATGGACATTTATTAGTTCCCCAAATTA
-ATACTTCTATAATTTCTTAGGCCTGTCATTACTGCAATCTCTGAACATAAATTGTGAAGA
-TTTCATGGACACTTATCACTTCCCCAATCAATACCCTTGTGATTTTCTATGCCTGTCTTT
-AATCTCTTAATCCGGTCATCTTCGTAAGCTGAGGATGAATGTCCCCGCAGGACCCTGTGA
-TAATTGCGTTAACTGCACAAGTTGTTTAAACAATATGAAACCTGGGCACCTTGAAAAAAG
-AACAGGATAACAGCAATTTCAGGGAACAAGGGAGATAACCTTAAACTCTGGCTGCCTGTG
-GGCCGGGTTGAACAGAGCCATATTTCTCTTCTTTCAAAAGCAAATAGGAGAAGTATTGCT
-GAATTCTTTTTCTCAGCAAAGAACATCCCTGAGAAAGAGAATGCATCCCTAAGGGGAGGC
-CTCTGAAATGGCCGCTTTGGGGACGGCTGTCTTTTACAGTCATAGATAAGGGATGAAATA
-AGCCCTGGGTTCGCGTGGCGCTCCCAGGCTTATCAGGACAAGGAAATTCCCGCCTAATAA
-ATGTTGGTCAGATGGGTTGTCTGCTCTCAAACCCTTTCTCCTGATAAGATGTTATCAATG
-ACAATGCGCGCCCGAAACTTCATTAGCAATTTTAATTTCGCCCCAGTCCTGTGGTCCTGT
-GATCTTGCCCTGCCTCCATTTGCCTTGTGATATTTTATTACCTTGTGAAGCATGTGATCT
-CTGTGACCCACACCCTATTCGTACACTCCCTCACCTTTTGAAAATCACTAATAAAAACTT
-GTTGGTTTTGCGGCTTGGGGGGCATCACGGAACCTGCCGACGTGTGATGTCTCCCCTGGA
-CATCCAGCTTTAAAATTTCTCTCTTTTGTACTCTTTCCCTTTATTTCTCAGACTGGCTGA
-CACTCAGGGAAAATAGAAAAGAACCTACATGAAATATCAGGGGTGAATTTCCCCCGATAT
-CACACTGGCTCTTCTCTCACCTGTCTACCTGCTTAACTTAATAGGAGAGGCAATGCATGG
-TGCTCATGAACAAGGCAAGCATTAAAGTCAGACCAGACTAACATTTGACTCAGTCCTAAT
-ATTCAGGTGAGCTTGGGCAAATCGCTCATTAACCCCAAGTCTTCATCATTTTGTGCATAT
-AATGGGGATAACTGTGGCACCCACCTGTTTTTGTGAGAATCAATGAAATATTATGCTTGA
-TGTTATTGTGATCATGATACTATCTGACAAGGGCAGTGATGCATGATAACATCAAAAAAT
-TAGAAACTGTAATGAGGTCTCTTGGGCAAAATTCCATACAGGCAAATTACTGTCTCTACA
-AAGCATTTCTGCCACACTTAATTCACCATACCCTGAACAAAATGTGCCATCTTCATTGTT
-CAGGTCTGTATAGTGCTGGTTTCCCTGCCTGGGCAGCTCACTCCATCCCATCCCAGCCCA
-ATCCCCATCCCTCCACCTCCCCCTTCCCTCCCCACTCTCATACAACTCTTCCTTATCTTA
-CAGGACTTGGCTTCAATGTCACCTTAACTGGAAGCTTCTCTCCCTCTCCAGAAGAGCTTC
-CGATTGCACTTGATGCATGCACTATTATTTGATCATTTTTGAGTTACAGTCCAAGTCTTT
-TTGTACCTGAATAACATGTTGCCCAGTCAGTTTCTCTTCCTGGATTCAGAAGTCTTTCAT
-GGTAGGTCCAGCTAGAAGTGACAAAAAGACATTTAAAAAAAAAAAAAAAGAGGGATGACA
-CAGACAGACATCAGCACTTAAAAGTTTTAAACGATATGTGAAAAACAAAATTTAAGGGCT
-TCTAGGAGAAATGTAGGAGGGAAGGTGTTACTGGGAAATATGATAGAAGGTTAATTTTTA
-TTTTATTTTATTTTTAGAGAAAGGGTCTTGCTCTATCACCTAGGCTGGACTGCAGTGGTG
-CAATCACAGTTAACTGCAGCCTCAACCTCCAGGGCTTGAGCAATATTCCCATCTAATTTT
-TATTTTGTTTAAGAAATGCAGTCTTGCTCTTAGCAAAGCTAAAGTGCAATGGTGTGATCA
-TAGCTTACTGCAGCCTCAACCTTCTAGACTCAAGTGATCCTCCAGTCTTAGCCTCCCCAG
-TAGCTCGGACTACAGGTGTGCACTGCAACGTGTAGCTCATTTTTTTTTTTTAATTTTTAG
-TAGAGACAAAGTGTCACTATGTTGACCAGGTTGGTGGTGATCTCCTACACTCAGGCAGTT
-CTCTCACCTCAGCCTTCCAAAATGCTGGGATTACAGGTGTGAGCTGCCACACCTGGCTGA
-GGGGGTTAATTTTTAATTATATAAAGAGCTCAAAGCAAATATTAGAAGGAGCCTAAATGC
-CTCCAGCAGTTGACTGGTACTGGTAAATTGTGATACATCCATATAATAAAATATTATGCA
-ACCATGAAAAGGATTAAGATAGATCAATAGGTATTGGCACAAATGTCCACGAAATATGAA
-AATATGAAGTGATGTTCAATCACCATGTACGTATCTTGAAGGATATGGCCCATTTTCTCA
-ACTGCAATTATTTCCTGAGATAAGATTATGGGTCTAAAGAGTGAAGGACATTTTTCACTT
-ATTTAAAAGTATTTATCATTTTTATAATTTAATAAAAGATTAAACAGATCATTGAATTAG
-TAAAAGACAAAGTAACTCTATAAATAAATGGAAAAGACACAGATACCCCAGGCATGGTGG
-CTCATGCTTATAATACCAGTACTTTGGGAGGGGGTGGTGGGGGGATTGCTTGAGGCCAGG
-AGTTCCAGACCAGCCTAAGAAACAAAGCAAGACCTCCTCTCTAGTAAAAATAAAAAAATA
-AAAATAATTGGCCAGGCATAGTGGCATGTGCCTATAGTCCCAACTACTGAGGTGGAAGGA
-TCACCTGAGCCTAGGAGGTCAAGGCTGCAGTGAGTTGAGACTGTGCCACTACACTGAAGC
-CTAGGAGACAGAGCGAGACTTCATCTCAAAAAAAAAAAAAAGGACAATAAAGAAATAAAG
-CTAATAAGCTAACATAAGGAAAGATAAAATATGTGACAAATAGGCTGGGCACATGGCTCA
-CAGCTGTAATCAAGCACTTTGGGAGGCCAAGGCGGGTAGATCTTGAGATCAGGAGTTCGA
-GACCAGCCTGATCAACATGGTGAAACCACGTTTCTACTAAAAATACAAAAATTAACCAGG
-CATGGTGGCATATGCCTGTAATCCCAGCTAATAGGAGGTCTTTCATTTATCACACAGAAA
-ATAACTTGTTAAATTATAATACCTGTGTGGGCGAAGGTGCAGTGAAATGGCCATTTTCTT
-GTAGTATTAGTGGTGTTTAAAATGTATATAAGCCTTCCAGCATAAAGCTTGGAAATTTTT
-TTTAAATCATACAGACAGTGACTCATTATACTGCCTCCTCCAACTCCTGGCCTCAAGCAA
-TCCTCCCACCTCAGCCTCCCAAAGTGCTGGAATTACAGGCTGACAGCCACCATGCCTGAA
-AGCTTTGCAATTTACATCGAGGGTAATAAGAATGCTCATGCCCTGTGACTCACAGTAATC
-TCACTTCTGGAAATTTCACCTTTGGATATAATTCAACCTAAACAAAAGGTCATATGCACA
-AACACAGTGAAAATCTGGGAGTAATTTTTTTCTCTTTTTTTAAAAAAATATGGAATGCTT
-CACAAATTTGCATGTCATTCTTTCACAGAGGCCGTGCCAATCTCTCTATTGTTCCAACTT
-AAGTATGTGTGCTACTGAGGCAAGCATGAGTAATTTAAGATAGGGTGGTTAAGTGAAATA
-AGGAAGAATTATGGAGAATTTAAAAATCTATGCTATTTATAGGCACCTAGTAACAGCTCA
-GTAAATATTAGCTGCTACTATTATTATTTTTATGGTAATTTCACTCAATTAAAAACTGTC
-GTTAAAAATTGCCATTGTCATGGAACATAATGTCTCCTACTGTATAATTGTAGAAACAGA
-TACAATTTGTCCCTTGGTATATGGGGGGATTAGTTCCAGCTCTCCCATTTCTGTGTATAC
-CAAAATCCACGCATACTCAAGTTTTCAAAGTCAGTCCTGTGGAATCCACATATAACACAA
-ATGGGAAAATTAGTGAGGTGTGGTGACAAGCACCTGTAGTCCCAGCTACTTGTGAGGCTG
-AGGCAGGAGGATTGCTTGAGCCCAGGAGGTTGAGGCTGCAGTGAGCCATAATTGCACCAC
-TACACTCCAGTCTGGGCAACAGAGTGAGACAGAAGGTTGACTTTTTAATAGAATTTTTCT
-GTTCACTTGAAGATATGGTCAGGATTGTGGCATATGAAAATTCTTCATAAAATAACTATC
-TAATCCAATTAATGCTGGAATTGGGAACAGCAGAAGTGTCATCTCAGAGCTACTCGCAAT
-GAAAGGTGATGTCTGGGGCTCAGGTGTGTTGAGGTCCCCATGCCTGGACTATGGGTGCTG
-AGTGGGATTTACTTGTCCATCCATTTTCTATATTCCAGCACTGGGAAACTAGGGACAGTA
-CTTGTTCTCAAGGGAATCTTCAGCTTAGGTGGCTCTGTAAAAGAGAAATTACATCATTGA
-AAAATCGTCGCAGGTCAGGTGAGGTGGCTCATACCTATAATCCCAGCCCACTGGGAGACT
-AAGGCAGGAGGATTCCGTGAGGCCAGGAGTTCAAGACCAGCCTGAGCAACACAGTGAAAC
-CTCATCTCTACAAAAAATTAGAAAATGAACTGGGTGCGGTAAAACATTCGTATAGTCCCA
-GCTACTCTGGAGGCTGAAATAGGAGGATCGCTTGAGCCCAGGAAGTGGAAGCTGCAGTGA
-GCTCTGATCTCACCACTGCACTCTAGCCTTGGTGACAGAGTGAGACCCTGTCTCAAGACA
-CACACAAACACACACACACACACACACACACCCCCAATCTCACTCTGTCCAGCCTTGACT
-AATCAAAAGGGCCTTCTGGTTACAGAAGAGGTATGCTCTTTTGTAGGACAGGGAGAGACC
-AGCAAGCTTGTTCACAGACTTTTCCTCATCCTCTGCTTAGTTTTCCAAGAACCCTCACAG
-TGGAAATGGAGTCTCTGGGAAAATGACCTAAATCTTTGGGTTACCAGGGGAGAAATATGC
-CTCCTTTGTCAATTAATAAATGGAACATCTGCCTTAAAATCCAGGGAGTTCTGCTAGAAT
-GAATCACTCCCTAAGACCCTGACCAATGCATGGAACATGAAAAACTGAAGTTTAACTGGG
-CGCGGTGGATCACGCCTGTAATCCCAGCACTTTGGGAGGCTGAGGCGGGCGGATCACCTG
-AGGTCAAAAGTTCTAGATCAGCCTGGCCAACATGGTGAAACCCCGTCTCTACTAAAAATA
-CAAAAATTAGTTGGGCATGGTGGTGGACACCTGTAATCCCAGCTACTTGGGAGGCTGAGG
-CAGGAAAATCGCTTGAACCCGGAAGGCGGAGGTTGCAGTTACTTCTAGAAGAATTTCCAT
-TAGCCCTTTGAAATCCTTCAACATTCATGAAGGCCAAAGAGTTTTCACCTAATTTAATCT
-GATGGGTATGTGACCAGAGTCTTTCTAGGGAATAGAGACTCCCAAACAGTTCGACTGGGA
-AGTGAGGAGAGAATTTATTACTCAAAACCAAAGGGAAATGAAAAGAGGCCAACATAGAAT
-GTCATTATTCTTTCTTGGCGGGGAATGGATTCCAGAGTCATTCTGTGACCTTTACATGAC
-CTCCTTATTAGCATCTAAAAGCTTCCAGTGTAGGATGCAGCCAGCTAGGTTCTCTTCTAA
-TGTAATAAAATTTGCTTCGGCAAATCTTATGCAGAGCCATCTCCAGGCTCCAGAAACAAT
-AGGCTATAAATTACTGGATCTCCCATTTGATACAATGAAGTATGAGCATGGTCCTGAATG
-ACTCCTCTACATACTACTCTGGGTGGCTTGAAGTGAATTTGATACAAGAACTGGAGCGAG
-GGCAAAGCAGAGCTAGATCTAGGATTAATGTGCTTGGGCCCAGCTCCTCACTACTCACCT
-ATGAGTCTAGTTCCAGAACCCAAGTAGAGGATGGGGAAACAAGGCTCCTGACTTTTTTTC
-CCTAATATCTGCATCTCTTTCACATTTCTTATCTCCTTGCAAAGAAACTAAACAGGCTCA
-ACTGAAATAACTAAATGATTAAACCCTATACAGAGAATCTCCAAAGACTGACAAAATATC
-ATTCAAGACTGTTACACAGACAACCTTGAGGATGACTTGATGTACCAGTGATCTACAATA
-TTTGGGATCATTCCAAATTCCCATCAAGGATCTGCCTATATCAACAAAGGAGCCAAGGAC
-CAACCATTCAAATGGGCCCTGCTGCCAAGCCTTTTTTTTTTTTTTTTAACAATGCCATCT
-CTTCATATTGTTCCATTTAACAAAACTGCAGCCCTTCATCTATCCTTAAGTCCCTTGGCC
-AGTGGTACAGAGCCAGAGTATGCTACTCCCTAGCAGGAAATCAACAGGATGACCTACTAA
-ACACCATTCAGAAGATGCTAAGACCCATGAATTGCAACAGGAAAGAAAAGACAGAGAATT
-AGTCAGACAGGTACATGCTGTGCCAAAAGTGCACTACAGCCCCCACCCAATTCTGCCTAA
-TCCTAGCTGGGCTGACACCAACCTGATGAGACAGGCCTATAAGATCTCAAACTAAAACAG
-AAACTCCTGAACTGGGTTCTTTCGAGCCCAGGAAGCAGCAGTAAATCATTAAAGAACAGA
-TAAGTTCTTAAGGTGAGGGAGAGTTTCAGATAAATGGAATGCTGGTAGAACACAGGGCCC
-AAAGGAGCAAAAGTTAACCTAAGCCCAGGTAGAACCTTGTTTACTAGAGTATTAGGCATG
-GGTTTGGGCAACTATTCTAACCAGAGAAACTGGCTTCAGTGAGGGCAAGTTGGCAATCCA
-AGGTATAGCATGCATAGGGCTGGCAAAATTCAGGGTGACTGAAGCAAAAGCTTCATAACC
-AGAAAGACCACATCTGGGGGTAGAGCACAAAACTCTCAAGAGATGAATCTTTGTAAGAGT
-GAGGCAGAACTATATAGCAGTTTTAGGAGATCTGTTGGTGCCCAGCAAGAGCTCCAAACG
-GGCTATATGCAGGGATGCAGGCTGTAGTCTCAGGAGAGGAGGTTCACAAAAGTCATTCAG
-TCCAAGACCTCAAACTGTGTTCTCTACTAAAAGGAATCAAGGTTCCCTAGAGAAATGGCT
-GACTCCATGTATGGTGCAGTATATTGATCCTGGAACATCTGTTTTGCCAGAAAGCAAGGA
-AGCCATCAAAGTCCAACAGGATCACTTCAAAAAGACATGAAAGTCAACTTGAAGAGATAA
-TTATTAACCTAGATGAGACAATCTAAGCATCCAAAACAATAAAGACTGCAATGGCCTGAA
-ATACATCAAATGCAAACAATAATCTATGAGTTCATAATGGTATTCAGAAAAAAAAACTAC
-TGGTCATTAGAGGGAAGGTTACTAGGTCACTAACTTACTACTCTGAAAAGTGACTTAAGA
-TGAGAGGTAGGGTGGAAAATTAGCTATTTATTCAGTCTTTCCTGTACAAACATAAATTTT
-TAGGGAGATTGAAGCAGATGAAACAAATCTGGAAAAATGGAGGTAACTGCTTAATCTGCG
-GGTTGGGTGCATGGAGGTTCAACATATTTCTTTTGTGTATATTTGAACCCCCTACAAAAA
-AAGCACAAGAGAGAATGTGAGCCAAGCAGCTTAGGGTTTAGGCAAGGCTTCTGCCTACAA
-GAGACACTAGGATATGAGGGGTAGTTTTAGCCCTAATGGGCTGAGCCAACTGGAGGTATA
-TAGGGAAGTGCTAAATTGCAGAGGTATCATGTTGCCCAGCACTTGATCAAATCCTAGATC
-CTAGGTCTGCTTGGTAGCATGCTTCCTAGGTAGTGGATCTGAGGCTACCTATAGAACTTC
-CTTTGCAGTCATAGTTCGCTCAGAAACTACAAAAGTGCTTGCTCTTGAAAATGGAGTCTT
-TGTCCATTTCATGCTTCTATAAAAGAATACCACAGACTGCATAATTTATAAAAAGGAAAA
-AAGGAAGGAAAGAAAAAAGGAAGGGAGGAGGGAAGGAGGGAAAAAGGGAAGGAGGGAAGG
-AAAGGAAGGAAGGGAAAGAAGGAAAGGAAGGAAGGGAAAGAGAGAAAGAGGGAAGGAGGA
-AGGGAGGGAAGGAGGGAGGGAGGGAGAGAGAGAGGGAGGGAGGGGAAGGGAAGAAAAGGG
-AAGAGAAGGGAAAGGAGGAAGAAAAGGAAAGGAAAGGAATAAATTTTATTTCTTAACAGT
-TCTGGATGTTAGGAAGTCCAAGGTTGAGGGGCCTGCATCTGGTAAAGGTCTTCTTGCTGC
-ATCATCCCACTACAGAAGGCAGAAGGAAAAGAGAGTGCAAGAAAGCAAGAGGGCAAAAGG
-GGCTGAACTCTGTTTTATAATAAGCCCACTCTGTGATTACTAATCTATTACCACAATAAC
-AACATTAACTCATTCATGAAGGCTATTTTATTAGGCCCCACATCCCAACTGTTGCATTGA
-GGATTGAGTTTCCAGCACATAAACTTTGGGGGACACATTTAAACCATAGCAGAGCACTTA
-GGTTAATTCAACTAAGAGGAGCTGGGAAAATCAAAGGCATGAGAAAGACAGCAAAAGCTA
-GCAGAGAGAAATGCATAGGTTAAGGAAAAAAGTCACAGTGAATCCTGTAGTGCAGGCTAC
-TTTATGAAAAGCACCTAAAAAAGATCTCATTAACTCCCCCAGCTCACCTCCACGCACATC
-TAAAGAGCCACACACAGCACCACCAAAGGCAGCACAATGAGAACAGCATTCTCCTCAACA
-GACAAGCTGGGAGTATCTAGACACCCGACCTCAATAGCTCCAGAACAGCCCTAAAACATT
-TCCTCCCTAACCACCACTCAAGTCACCAGCTTGGAAAGTATTAAGAAAACCCAAATCCTG
-ACACACCACTATGAAACAACTTAAAACAGCAAAGAACAACCCATTTAAACAGCAATGCCA
-GCTGTTGGGAAAAAAAGGAACAATGAGTAGAGGAGAAACAGACCTCTCGGGGTCCACCAA
-GACCCAGTCTCTCAGCTTCAGCACTTTTAAATGCAGAATCCATACCCCTCTGGGGCCTGT
-GGAGCTCCACAAGGCATGTCGTCCTCAAAGATAAATGAGCAGGCAAGCTGGCTAGAAAAC
-CACTAAGGGTATTTATTCTTTAAAGAATCTTTACAGGGTCAAAGAAGAATGGGTCTTAAC
-TGGCTATGTGAACTCCCCACAGATTCTGAGGATGATGTCAGTATCCCTTTCCAGATGTGT
-TTAACACTTTGCAGTCACTTGTATTCCTGCTACTGAGTGCCAGTGCTTTGCTAATTTGAA
-CTGATTCCAGCTCACGCTGACCCCAGCTCCCTGGATGTTACCATTAGCCAAGACTGTCAC
-CCATACTGTACCCTTTCAAAGAGTCCTAAAAACAGCTCTTCACCTACTCTTCCAAGACAA
-GTAAAAATGTCTGCCAAAGAAATGGGGAAAAAAGATTCAGAGAGTGAAAACAATTAATAT
-ACTAACAAGAGAGCAAAAAGCAAAGGGGGAGGAGAAACTAGGAAAATCATATATGGGCTC
-TCACCTATTTCCAAAGCTGGGCTAATGTCCTTTTGCTTGTGTCTGAATAAGGCACCAATT
-TTAAGCTGATAATGAAAAAAAAAGAAAAAGAGAAAGAAGCAGGCCCAGGCTGGGCGCAGT
-GGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGTGGATCACCCAAGGTCA
-GGAGTTCTAGACCAGCCTGGTCAACATGGTGAAACACCATCTCTACTAAAAATACAAAAA
-ATTAGCCAGGCATGGTGGCGCATGCCTGTAAATCCAGCTACTAAGGAGGCTGAGGCAGGA
-GAATTGCTTGAACCTGGAAGGCAGAGAATGTGGTGACCTGAGATCACGTCATTGCCCTCA
-AGCCACGGCAATGAGAACAAAATTCGGTAAAAACAAAACAAAACAAAACAAAATCACCAT
-AAAATAACTCAGACTTAATTAAATACAACCCTAGTGGTGAATGACTAAAGATGGATTACT
-CATAACAGAGACAACAGTCCAATAAGAATCCAGGAATCTTACCTTTTAATAACAAAAAAA
-TCCTTTCCTTCTAAAGTAACATCCTCTCAAGGCCAGGAATTCCATTAGTAGAAAGCCTTC
-CTAAAAAACAAAATTCCTGGCCAGGCATGGGTTCACGTCTGTAATCTCAGCACTCTGGGA
-GGCCGAGGCGGGAAGATCACTTGATATCAGGAGTCGAGGCGGGAAGATCACTTGACGTCA
-GGAGTTCGAGACTGGCCCGGCCAACATGGTGAAACCGCATCTCCACTAAAAATACAAAAA
-TTAGCCTGGTATGGTGGTGGGCACCTGTAATCCCAGTGACTTGGGAGGCTAAGGCAGGAG
-AATTTCTTGAACCCAGGAGGCAGAGGTTGCAGTGACCAGCAAGGTTGCGCCATTGCACCC
-CAGCCTGGGCGATAAGAGTGAAAACTCCATCTCAAAAAAAAAAAAAAAAAAAAAATTCCT
-TTGGGAAGGCCTTCTACATAAAAATCTTCAACATGAGACTGGAAAAAAGGGTATGGGATC
-ATCACCGGACCTTTGGCTTTTACAGCTCGAGCTATAAGAAAAAAAAGAAAAAGGGATATC
-ATTTAAACACAGTATGTAGAAAAGAATAATTATTGAATCTGTACTGGTCTTTAACTTTTA
-CACTTTGATCTTTAATTCTGTTATTGTGATTGAGTCCAAAGAAAAACAGTATGAGTAAAA
-TAAAAAGAACACCAAAAATGCTAATATTCTGTTTACCGAAGTCTGTAGTGAAATATCCCA
-TTAAATCCAAGTGCAGTGACACACCCATAATCCCAAGCACTTTGGGAGGCTGAGGCGGGT
-GAATCTCCTGAAGTCAGGAGTTCAAGGCCAGCCTGGCCAACATGGTGAAACCCCAACTCT
-ACTACAAATACAAAAATTAGGCAGGCGTGGTGGCAGAGGCCTGTAATCCCAGCTACTTAG
-GAGGCTGAGGCAGGGAGAATTGCTTGAACACAGGAGGTGAGCTTGCCATGAGCTGAGATC
-ATACCACTGCACTCCAGCGTGCGTGACAGAACAAAACTTCAACCTCCAAAAAAAAAAAAA
-AAAAAAAAAACAGCTAGCAGGTGACATTTGCTATAGGGAGACTAGGGATATGATCTTGCT
-GCAATCTTTCCATTTTAGTAAATCTAAACAAGTGTGAATCCATTCTGTTTCGTCCCCACT
-CCACTCCAGAGCCAAAACAAGAAAAACAATTATATTTCTAGTTCTTTAAAAACATATCTA
-ACTAAATCATCTAATTAAAAGATAATATGCATGGTTCCATACTCTAAAAGAAAACTTATG
-TCCTGCATATCATGGACATTTGATGAATGCTTATTCAGTTGACTGGTGTAGACTTCAATA
-ATAACCTGTTCAATGCATTATGCCAGATGAATCTTGCATCTCAAAAGTAGAACAAATATT
-GTTCTTTCAGTTTTGTCTACCCATAAATGCAATATTTACTAATAAAAAGAAAATGAGTTT
-ATTGTTCTAGAGAGTATGAGAATTTTGACAACATGAATTCTCCTGTCCTAGGACATAATT
-AATACTTAGAGGCATACTATTTCATGTGGAAGCTACCATTAAATCAATGTTAAGTGTTAA
-TTACCTCACATAATCTTCTAATCTGACTTGACTGAAGACGTACCTGACAAAGTTGATTTA
-TCAAGTTGTAAATCTTCACCTGTTGAATTCATAAGTTCATGTCTGAAAGGTGAGAATAAA
-TACTTAATATTCATTAGGCAATATTCAGCAAAGTAATATCCACTAGTACATATTTAATAT
-TTCATCATGAACTGCGGGTGTGAAGAGAAAGGACAGGCTGGGCACAGTGGCTCACACCTG
-TAATCCCAGCAGTTTGGGAGGCCGAGGCAGGCAGATCATGAGGTCAGGAGTTCGAGACCA
-GCCTGGCCAACATGGTAAAACCCCGTCTGTACTAAAAGTACAATAATTAGCTGGGCATGG
-TGGCAGGCACCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATTGCCTGAACCC
-AGGAGGTGGAGGTTGCAGAAACCATTATCACGCCACTGCATTCCAGCCTGGGCAAGAGAG
-CAAGATTCTGTCTCCATCAATCAATCAATAAAAATATAAGAAGGAAGCATTTACTGTGTA
-TTTATATGTCTGGTATTATGTGAAGCACTTTACTATCTTATCAAATCTTCGGGACAGATC
-TTCAGTTCTCATGACCACAAAAGAGGATACTAAAGCTCAGACAGGAGAAGAGACGTGGCC
-AGCCTGTGTCCCCAGGGCCTATGGTCTTACCACTAGGTTACAGTGTTTCCAGATATCACA
-TGTTGTGAGATTTTTGCTTTAAAATGAACCAAAAAAAAACCAAAGGTGAAAAAGGCATAA
-GCTATTAAAAAGTGGGAGAAACACTAAGAGAACCTTAAGCATGTAACTAAAAATATTATG
-GAAATGTTATTGAATACATTAGCAAATTTAGTGCTAGGTTTTCATTGAGGAGTAGGTTAT
-ATTACTCATGATGAAGAAAAATGTTCATTTTAAGTATATTAACATAAATACCATCAATAT
-TGTTTATCATGTTTAAATGTTCACTTAAAGCAATTCAGTTAAAATTCTGCATATCATACA
-ATTTTATAGTTTGCTAGTAGGTTACAAGTAAATAGTCACCCAAATAAAAACATCATGTTT
-TCCACTGGTTGTTGCTCTTTTTTAGGTGAGTATTTGATATATACCAACAGAGAGAGGATA
-ATAACAAATCGCTAATTTCTTTCATCACTATATAAAGGTGGCTTCAGGATAGAATAGTAT
-CAGTGTAATGATGAATTTGAAATCTAACATCAATTCAGTGATGCATCAAGATAAAAGTAG
-AGACAACAGGGGCACCTTGGTGAGTACTGAACATTTTATTTATTTATTTATTTTGAGATG
-GAGTTTTGCTCTTTTTGCCCAGGCTACAGTGCAATGGTGCCAACCTCGCCTCACTGCAAC
-CTCTGCCTCCTGGGTTCAAGCGATTCTCCTGCCTTGGCCTCCCGAATAGCTGGGATTACA
-GACATGCGCCACCACACCCGTCTAATTTTGTATTTTTAGTAGAGACGGGGTTTCTCCATG
-TTGGTCAGGCTGGTCTCGAACTCCCGACCTAGATATCTGCCTGCCTTGGCCTCCCAAAGT
-GCTGGGATTACAGGTGTGAGCCACCACGCCCAGATGAATTCCAAATTTAACAAAGCAGAC
-TAAGAGAAACAATTCATTTAAAAAAATAATATTTGGCCAGGCATGGTGGCTCACACCTAT
-AATCCCAGCACTTTGGGAGGCTGAGGTGAGTGGATCAGGAGGTCAGCAGTTCAAGACCAG
-CCTAGCCAAGATCATGAAACCCCGTCTCTACTAAAAATACAAAAATCAGCCAGGCGTGGT
-GGCTGGTGCCTGTAATCCTAGCTGCTCGGGAGGCTGAGGCAGAGAACTGCTTGAACCCGG
-GAGGCGGAGGTTGCAGTGAGCCGAGATCGTGCCACTGCACTCCAGCCTGGGCGACAGAGT
-GAGGCTCCGTCTCAAAAAAAATAAATAAATAATTCAATGAAATTCCTAAGATCCAGGGCT
-TTGCAATAAATATGTAAATAAATTTCCAATCTCCATACTGAAAGTTTAAAAGAAATGCTA
-ACTAATAACTAAAGAAATACAACTTTTCCTCAGCTTTGCAGCAATCTAGAAACAAAGTGT
-GTAGACACTACAAAGCACCTTACAAGGAGAAACATGTAAGGATGGCATGACTCGCCGGCA
-GCCCTGGGATTGTCCACGGTACCCCCATGATGAACAGTAACTCCACTGTGTAAACGCCCA
-TGAACCTAAGATTACAAGACTTTTCCAGTTTAGACATACCATATTTTCTTTCAGACAATT
-CTTCAGTTTGTTTACGTAGATCAGCGATACGATGATTCCATTTCTCTGAAAACCAAGCAA
-AAGTTGCTTCTCAATAACACGTCCCTATGTCAGAGCAGCACTAACATATAATGACTGATT
-TCATATATTTTACATTCTAACAGTCCATATCATTTTACTGCTTTCAAGAAAAAATTTCCC
-CTTCTTGGTGGTTCTTAGAATTGGTTTAATGGGAGACTATTAGAGAAGCTGAAAAGCAGG
-AGGGCAGAAAAGCTCAATCAAATTAAACACAATAACAGGGAGGTCACAATGAGGCGGTCT
-CCAGGGGTCTTTTAGCAAACTTCCTAAAACATGTCTCAGCTGTGTGAAATAAGACTTTAC
-AGCAGCCGGGTGCAGTGGTGCAGGCCTGTAATCCCAGCACTTTGGCAGCAGAGGCAGGCG
-GATCACTTTGAGCTCAGGGCAACATAGCCAAAACCCCCCTCCCTAGCCCCACCCCCACCC
-CGTCCCTACCAAAAATACAAAACAGCAGGGCATGGTGGCGGGCGCCTGTAGTCCCAGCTA
-CTCAGGAGGCTGAGGCAGGAGAATCACCTGAACCCAGGAGGCAGACATTGCAGTGAGCCA
-AGATCACGCCACTGCCAGCCTGGATGACAGAGCAAGACTCCACCTCAAAAAAAACAAAAA
-CAAAAACACAAGGTTAAGAGGGACCCCCGACCTTACAGATACAAGTTTAAGAGGGACCCC
-TAAGCAAAAAATGCCAACCCTTTTTCTCCCAATCATTGAAACACCAGGAGGGTGTAACAG
-TTTTGCAGCCTAGCTGTAGCAGGCTGATGCCCCCAAGATGCCCATATCCTAATCCCGGGA
-ACTAGTGAACATGACCTTATATGGCAAAAGGAACTTTGCAGATATAATGAAGTTAAGGGT
-CTTTGGCTTTTGGGGTTGATGTACTCACTCGGATCCTTGTAAGAGCAGAGCAGGTGATGG
-AGAGGGTGGGAGGTGTAGTGACAGAAGCAGGAAACTCCAGTCATTCGAGACGGGCAGCAC
-AAGCTGCGGAGTGCAGGCCACCTCTACGGCCAGGAAACGGATTCTCCCGCAGAGCCTCGG
-AAGCTACCGACCCTGCTCCCACCTTGACTCAGTAGGACTTACTGTAGAATTCTGGCCTTC
-AGACCTGTAAGGGAATACATTTTGGTTGTTTTAAGTCACTAAGTGTGTGGTAATTTGTTG
-CAGCAGCCACAGGAAACTAGTATTGTAGTGAAGCCTCAAAACCCCCCTGAAGGGGCTGGG
-CTCAGTGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCCGAGATGGGTGGATCACTTG
-AGGTCAGGAGTTCGAGACCAGCCCAGCCAACATGGTGAAATGCCATCTATACAAAAAATA
-CAAAAACTAGCCGGGCATGGTGGCACATGCCTGTAATCTCAGCTACTCAGGAGGCTGAGA
-CAGGAGAATTGTTTGAACCCAGGGGGGCAGAGGTTGCAGTGAACTGAGATTCCACCACTG
-CACTCCAGCCTGGGTGACAGAGCGACGCTCCATCTCGAAAACAAAACAAAACAAAAAAAC
-CCCACCTGAAGGTTTCCAGTTCTGCCAGCACTCTCCCACCCAACCCCCAGAAACAGACAT
-TCCATTGCTGTGGGCCACGGACAGGCAGAAGGAAGCACCTCCTCATGGCAGAGGCCTACC
-CAGGAGAAACCCAAGGGAAGGCACTACTGGGCTGGCCCCTCTCTGCCAAGGCCATATTCT
-TTTTTTTTTTTTGAGGCCAGTTTCACTCTGTCTCCCAGACTGGAGTGCAGGGGCACAATC
-TCGGCTCACTTCGACCTCTGCCTCCCCAGTTCAAGTGATTCTCCTGCCTCAGTCTCCTGA
-GTAGCTGGGATGACAGGAGTGTAGCATGCCTAGCTAATTTTTGTATTTCTAGTAGAGATG
-CGGTTTTGCCATGTTGCCCAGGCTGGACTCGAACTCCTTGCCTCAAGTAGTCCACCTGTC
-TCAGCCCCGCAAAGTGCTGCTATTATAGGAGTGAGCCACTGCACCCAGCATTTGCCAAGA
-CCTTTGATGGCAGGCTTTTTCCAGGTGATCAGTCCTTGTCTGGTCTGGCTCTGCCCCACT
-CTCCTTCTCACCTAGTTGGAATCCCTAGCTACTTTTCAGTAGAGGAGAGTGTGTACCCCA
-ATCCCAGCTTGGTTCAGATCTGCATTTAACTCATGGAACCTGGCTGCTCCCCAGGTTCTG
-AAGAAAAAAACGGTCTCTCTGTGGGTATGATAAAGGATGGGCCTGTCCCCAGGACCCTGT
-GAGAGGGAAGCCCAATGTCCCACCAGGTTGGCAGGGCTGGGGAAGGGAAAGTGTTATGGC
-AGCCCCAAGAAAAAAAAGAGGCAGCAGAGGGAGCAGGAGAGCGCTCACATGGAACTCATG
-CCACTGCCTGAGGGGAGGGAGGAGTGCACGCCAGTGACGTCAGGGGGCAGAGAGGCGCAG
-TTCCAGGGCGGCTTTCCCCCTCACTTCCTGCCATGTTACTCTGATCGCCTCCACGTGAGC
-CTGCCCACTTTGTGCCCAGGGGCCTGTAGAAAACCACAGCTCCCCATGGTTATGGCCCCA
-GGAGTGGGGCAGAGCAGGGAGGAGTCCTGCACAGAGGAGAGGCAGGGGCAGGAGGGAGTG
-GGCCTCAAACTCCAGGAGGGGGCCCTTCTCATGGGTCCTGCTTTCTGGCTTCTCCTTCCT
-TACCCCTGGGCTGATCACTTGGGGAAGAACTGAGACAAAGTTTCTCACCCTCAGGCCCAA
-AGGGTTTAATTACTGGGCCCTTAGGGAGGTGTGAGCCCCCTGAAAGGATGCAAGGTTTTG
-TTTTGTTTTGTTTTTTGAGACAGAGTTTCGCTCCTGTCGCCCAGGCTGGAGTGCAGTGGC
-GTGATCTCACCACACTACAACCTGCGCCTCCCAGGTTCAAGTGATTCTCCTGCCTCAGCC
-TCTGGAGTAGCTGGGATTACAGGTGGCTGCCACCACGCCTGGCTAATTTTTTGTATTTTT
-AGTAGAGACAGGGTTTCGCCATGTTGGGCAGGCTGGTCTTGAACTCCTGACCTCAGGTGA
-TCCGACTGGCTCCGCCTCCCAAAGTTCTGGGATCACATCAGCCACTGTGCTTGGCCACGA
-TGAAAGGTTTTGTGTGGAGAGCATGTACATGCCTTTCTGGGAAAACAGTCCACAGCTCTT
-ATTCTCAGCAGGCTTCACGGTGAAAAAAGGTTAGAACTCTTGCTACAGAGCTGTGGAAGC
-AGCCAGGTGAGGGGCCTGCCAAGGGCACTCTGGGCACTACCTGGGCACTCTCGAGCCCAT
-CATCCCCTAGGCAGGCTGCACTGCTTGGTATTTGCAGAGCTGAGGGGGTGGGGCATGTGG
-GGACTGTGAAATCGCCCTGAGATGACCCACAGTCCTCAGCTAGGAAGTAAGCGCTGCATC
-TCCTGCAGCGTCCTCCATCCCTAGAGCCATGGGGCCAGGAGAACCGGCCCTTGCAGCAAG
-TGAAAAGCCTATTATTGATTCCCTCCCTAGCCATGTAGACAGTGAACCAAGACACTCATA
-TCAGGTAAATGCCTTGTTCTCTGTTACCAAGGTAACCAGTAGGCATTCCCAGATACAGCG
-AAGGTCCTCACACCAAGATATGCACCTGGCCACCTGAGGAAAGAGAAAGGACTATCTGAG
-GGGACGGGGCTGAGCTGGGTGTGGAGTGGTCCTTGTGGGTCTTGGAGAGTGGGAGGGGGA
-ACAGCATGAGCCAGGCCTCGAGGCAGAAGGACAACCAGGAGACAGCCTGGAAAAAGTGCT
-GGACCCACAAGGGCTCAAGGCTGGCCAGAGGGGAGGTGGGATAGGCTGTAAAGTCCTGAG
-GTCTGAAGATTGGCCCTGGCAGGAAGAAACCAGGTAAGGTGGGGTGTTACCTACACCCTC
-GGGGCCAGATGCAGGCCAGAGCCAGCCAATTACCAGGCCCTTAGGGAGGTGTGAGCCCCT
-TGAAATGATGCAAGGTTTTTTGTTTTTGTTTTGGAGACGGAGTTTCGCTCTTGTCACACA
-GGCTGGCACCTTTGCCCAGAGCAGGCACCAAGACTTCTGGCTCTGGGTGTGACCTCAGTC
-TGGGTAAAAGCCCCAGCCCCCACCAGCACCACCTACCCCCTAGACTACTTCAGGTGCTGA
-GCCCAAGCCAGGGGCAGGAAGCTAAACTGATGCCTAGGGTAATCCCAACAAAGTCCCTGG
-TTCCCCGCAGCTATGGGGCTGACGGGGAATTACAGCCCAAACCCCAGATGCTGGCTCTCA
-AACTAACACTGAGCCCTCAGTGCCCACAGGGAGATACAATCAGCGCACTTTCCAGATGGG
-GAAATGGGATCAGAGAAGTGCAACAGCCTTGCCCAATGCCCCAGACCAGGGCTCCAGGCC
-CAGAGTGTTCTTTTGTCACTGTGTTCAGAGGGCAGCAGCTGCTGTGATGTACCCACCTGA
-GCCTGGCAGCTCTCTCCAACTTTGGAAGCCCAGGGGCATGGCCCCTGTCCACAGATGCAC
-CTGGCATGAGGCGTGCCCAGAGGGACAGAGGCAGATGAGTTTCGTCTCCTCCACTGGATT
-GTGAGGGCCTAGAAGGAGACAAGGGTCTGCTTGAGAAGGCAGTGAACAGCGAGCAGCCTG
-AGGCAGTGCCCCTCTGGATGGATGCGCAGTGCCTGGATGGAACCTGGCTCAGACAGAGCT
-CAGTTCTGCAGGTCCCTGAGGCATGGAGAGTTCACAGCTACCAAGTGTAGGAGTCTGGAT
-TCAAAGCCAACGGCGTGACTCCAAAGTCCCTGCCCTAGCCCCTGGACCACCCTTGCAGGC
-CCATCAGATGCCCAGGCCAGCAGCACAGCCGGCCAAGACCAGGGAAACTTGGGGAGCCTC
-AGAGCACCCCCAGGTATTCCAACCTAACCCTGGTGCCCCGCCTCTCACCACCCTTCTTCC
-TGCTTTAACCTCAACCCCTACACAAAGCCTGGGCCACTTAATGTGGCATCAAACAGACGC
-CTCAATAAATCAGTCTAATCTCGAAAATAAAAAAGACTTAACAGATATACAATTGCACGT
-TAGAATGCTAAAAACCATAAACATATAACAACTTAAAGTACATATAAATTCAATATATAT
-CCAATCATTGTAACTATGACACAGTAGAATATTAAAATACTATTTTCAAAATGTATACAA
-GCTTAATGTTCTATGTATTCAAACTATTTATTCAAAATACAAATCATCAACATACATTGC
-CACTAATATTCAGTCCCTTCACAGGACATGATTCACTGGGAGTTAATAAATTAGCAGCCA
-GCAGGCAGTGACACACCGCAAAAATGAAAACCAAGAGGTGAAATAGTTCTGAAATAAAGG
-TTTTAAAGCTAACAGAAATCACTGAATTACTAAGTCATTAGCACTAATTTTGAGCCAACT
-AACTAATTAATATGAGATGATACAATGTCCTATACTTTGGTAAATACAGACTATGTTTAA
-ACAATGTCTGTAACGTGACTTGTAAAATGCTCCTGGCTTTACAAAGATGTGATTAAGATG
-TAGTAACACATGCTAAACCATTTCCCCCTGCAGAGCATGTGGTAACTTTCATCAGTCACA
-CTGAGAGTACAGAAGATAAAGGAAAAGGTCATGGATTTCGCTGAGAACTTACCAGAGTTG
-AACTCCCTCATTTTCCGTTCCCCAGCATTGGCAGGTTCTGGGACTGGTGGCTGTGGTGGC
-TCGTTGGTCTTTGTCTCTTAGAAGGTGGGGAATAATCATCATCTTGAAAAAGAAAAAATG
-GTCATTACTGAAGGAACCATCTTAGGTTACAGCCACCTCTGGGTCAATTCCCAACATTCA
-AAAGCTGAGCAGGGCTTTAAAGCTATCTTATTAATAATTATTTCTGTATTGCGAACTTCA
-GCATACTTTTTTCTAGTTACATTTGAAATGTTATTCTTTTGGGATGTGCTCAAGTGAGTA
-CTGCTTTTTCCTCTGCCTTGCTTCATTACTTTTTAGTTTCCTTCATTTGAATCATCATTG
-TAAGTCTCCCCTTCTCCTCAAATAACTTTCAAATTGCTGCCAAGAACTACGTTCTATCTT
-AAGGCTTTTGAGAAAAAACTTTCAATGAAGATAGCCGCCTAAAGTTATACAAATATAGAA
-GAAACGGGATAAAATAAAGCTTAGATTGGAAAAAATATTTAAGATTCTACAAAATTCACG
-CGTAAACAAGGGAAGCTGAGTAATTGTATGTTCAAATACTTTTAACAAGTGCAAAACATG
-TAGGCTTAAAGAAATAGAGCTGGCCAGGCATGGTGGTTCATGCCTGTAATTCCAACAGTT
-TGGGAGGCCAAGGCAGGCAGATAACTTGAGGTCAGGAATTCGAGACCAGCCTGGCCAACA
-GAGTGAAACCCTCTCTCTACTAAAAATACAAAAATTAGGCCAGGAGTGATGGCTCACGCC
-TGTGATCCCAGCACTTTGAGAGGCCGAGGCGGGTAGATCACCTGAGGTCAGGAGTTTGAG
-ACCAGCCTAACCAACATAGGGAAACCCCGTCTCTACTAAAACTACAACATTAGCCGGGTG
-TGGTGGCACATGCCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATCCCTTGAA
-CCCAAAAGGCAAAGATTGTGGTGAGCCGAGATTGTGCCATTGCACTCCAGCCTGGGCAAA
-AACAGCGAAACTCCGTCTCAAAAAAAAAAAAAAGAAAAAATTAGCCAGGCATGGTGAAGT
-TGCAGTGAGCTGAGACTGCACCATTGCACTCCAGCCTGGGTAGCAGAGCAAGACCCTGTC
-TCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAGAGAGAGAGAAAGAAAGAAAGAGGG
-CTACATTATTTATGAAACAGATACTGTTAACTCAGTCACCAGAAAGCCTGTGTATAAATG
-AGCAGTGAGATATTCAAGCACAGCACACACACACTTCTCAGGACAGCTGTCGTGAGTGTT
-CCATGCTCGTTTCCTTCTGGATACATCAGCAACTCACTCTGCTATGATCCTGCAATACAT
-CTCATGTTAGAATTAGAGACATCTGGGCCAGGCACAGTGGCTGACGCCTGTAATCCTAAC
-ACTTTGGGAAGCCGAGGCAGGCAGATCACCTAAGGTCAGGAGTTCGAGACCAGCCTGGCC
-AACATGGTGAAATGCTGTCTCTACCAAAAATACAAAAAATTAGCTGGGCATGGTGGCGCG
-CGCCTGTAATCCCAGCTACTCGGGAGCCTGAGGCAGGAGAATCGCTTGAACCCGGGAGGT
-GGAGGTTGCAGTGAGCCGAGATCGTGCCACTGCACTCCAGCATGGGGGACGGAGCAAGGC
-TCTGTCAAAAAAAAAAAACAGAAAAAGAAAAAGAAAAAAGAATTAGAGACATCTGGATCA
-AATCAGCTGCCAGTCTCGCAAAGTGTCGGGTAACATCCTATTAAGCTTGCTGCTTACACA
-TCATCTATAAAATACTGAAAATATCATTTTAAGAAATCTTTTTTTTATTTTGAGACAGAG
-TTTTGCTCGTTGCCCAGGCTGGAGTGCAATGGTGCGATCTCAGCTCACTGCAATCTCTGC
-CCCCTGGGTTCAAGCAATTCTCCTTCCTCAGCCTCCTGAGTAGCTGGGATTACAGGCATG
-CACCACCACGCCTGGCTAATTTTGTATTTTCAGTTGAGACAGGGTTTCTCCATATTGGTC
-AGGCTGGTCTCGAACTCCTGACCTCAGGTGATCCACTGACCTTGGCCTCCCAAAGTGCTG
-GGATTACAGGTGTGAGCCACCATGCCTAGCCAAGAAACCCTTATTTTAAAACAAGCCAGG
-CGCGGTGGCTCATGCCTATAATCCCAGCACTTTGGGAAGCCAAGGCAGGTGGATCACTTG
-ACGTCAGTAGTTTGAGACCAGCCCGGGCAACATGTTGTAACCCCATCTCTACTAAAAATA
-TATTTTAAAAATTAGCTGGGCATGGTGGTGGGCACCTGTAATCCCAGCTTCTCAGGAGGC
-TGAGGCAGGAGAACCACTTGAACCTGGGAGGTGGAGGTTGCAGTGAGCGGAGATCACGCC
-ACTGCACTCTAGCCTGGGTGACAATAGAAAGACTCCATCTCAAAAACAAAACAAAACAAA
-ACAAAACAAAAAACCACTAAAAAAAAGACTCCATTTCAAAAACAAAACTAAAACCAAAAA
-CACAACACAAATGTAGTACACAAATGAAGATAATTACTGTGTTAAACACAGTTTCATAGA
-AAATAAAAGACCAATCAAATACAATAAGCTGACTTTTTAGATGGGTATGTTATTCTTCTT
-TCACAGCTAAAGAAACAGGCTCAGAGAATGTTATTTGATTGGACCGTGTTGCATTTCTGG
-ACAGTGCAGCTGAGATCAGACTTTGTGTGTAACTCCACTAGCCTACCAGGGTGCCTCTCA
-TAAAGGTAAGAAATGTAAATTTGGCCTAATATACAAAGTTGCCAGGGCAGCACTGGGTCA
-ATTCTACATACAGTACTTCTATGTTCATCAAGGGAAACCTTAAGGGAAAGTGAAAATGCT
-TCTAGAAGGCGACTGGACACCAGCGCCTTTGCTTGTTGCCTTTGGGCTCTTCTTCTAAGG
-CCAACAGTGACCTGAAATTATTGACTGGCTTTTCCAATCAAGTGGACAAAATGGTACCAA
-GGTCACCAACATCGATGTAGAACATCGATGTTCTACAACATTGCTTAACGCAAGGGGAGA
-CGCTCCTGACTCAGAGTGTTTAATTGCTCACCTACTTCTTTTTCTGCCCTCTTGGGCTTC
-TGAAATGAAAAGAACCCTGGGGTGATACAGTGAGTCAAAGGGGTGCCAGCCGCATCACAG
-CAAAATAGATTCCTAAAAAATCCCTGGCCTAAGATGACAGCCTTGGCTGGATCAGTTTGA
-ATGTGCTGATAGTGGACATGGTAGAATGAAGGTGGTTGAAATGTTCATATTAAAGAACTT
-CCACCCAGATTGCAAGAAAAGAGAGAAGAATGGAGACGGCAGCACGAGCCCCTACAATAA
-AAGCAGATGTTTTGAGATCAGTTATATTTCTTCTGACAAAAATTAAAGACAGAAACCAAA
-GTTTAGCCTGAGACTACAATTAATTGGGCAATAAGCCAGAGGCACATATGGCATAAGACA
-GATTTAAACATTTCTCCCTGATATTAATACAAACACTAAAATTACAAATACTTTGATTCC
-AAATAAAACAAATATTTAAAAAATTTAATGAATAAACACTGGGGTCTACAGTAGTATTTG
-AAGATCTCACAAACAGGTTTGGTTTTTGAAGGTTAGAACTGGTGGTCTAGAGAATTCNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
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-TAACCATCAGAATATTTATGCCTGATTCATGGCTGAAATCACGTTTGACCAGCTATGTGT
-GTCTCTTAATCCAGTCAAGTAGATGTCTAAAATTAACCATCAGAATATTTATGCCTGATT
-CATGGCTGAAATCGTGTTTGACCAGCTATGTGTGTCTCTCAATCCGATCAAGTAGATGTC
-TGAAATTAACCATCAGAATATTTATGCCTGATTCATGGCTGAAATTTCAGGATGAAAGCT
-ATGAAATCTCTATTTGTGTTTGTGTATCTATTAATGTATGTTATGTATATGTGATATTTT
-CTTAACTCCAGAGAGCATTGCAAAATTCATTTATGAAAACCTCTAAAAGTGCTCTATTCT
-AACTTGGCTTGGAAAAAAATAAGCATTTATAAATAAATATTCACCAAACTCCTAGAAATA
-TAGGAACTGATCAAATGTTTCTTAAGTTAACATGATTTGGATAAAACTTAGTTAAATAAG
-ATTAATATAGTATTTTTGGTGTAATAAAACAACTATATCTTCAAAATTATCATTATTGAA
-TATAAAACAAGCATAAATTCCTATTCTGCTTGAGTTCTAGTCAAATAAGCTAATATTATA
-CTTACTAGAAACGTAAAATCTTAAAGCTTATAGATTTGATTCTAATTAAGTTGTCATTCT
-TATGAAAAACATTATTTTTTTTATGCTGAAAAGATACACATATATTTAGAGTTAGCCAGC
-TGGACTCAGTTTAGGTGATCCCAATTTTGTTACAACATCGAAAGCATCATAATCAGGAGC
-AAGTCGAACATATGCCTTCTCTTTATCAGGACAAATCAGGGTGGTGACCTTGGCCACATC
-ACTGTCATAGAGCTTCTTCACAGCCTGTCTGATCTGGTGCTTGTTGGCTTTAACATCCAC
-AGTGAACACAAGCGTGTTGTTTTCTTCTATCTTCTTCACGGCCGACTCAGTGGTCAGCGG
-AAACTTGATGATAGCATAGTGGCCAAGCTTGTTTCTCCTGGGGGTGCTCTTCCGAGGATA
-TCTGGGCTGCCTCCGGAGTCGCAGTGTCTTGGGCCGCCTGAAGGTGAGTGACATGCGGAT
-CTTCTTTTTTGCGTGTGGCTGCGGACACCTTTCAACACTGCCTTCTTGGCCTTTAAGGCC
-TTCGCTTTGGCTTCGGCTTTAGGAGGAGCAGGAGCTTCCTTCGCTTTCGGTGCCGTCTTG
-TGAAAAGCGAAAAACATTATTTCAAAAATAATTTGTTTACAGTAAATCTGCCTAAGAATA
-GTTTCCAAAGTACTTTTGGTAATTTTTAACCTTAAAGTTAAGCTAAGTAAAAGATTTGCA
-TTAAATATCTAGACCATTTATAAATAAGATACAATACTAAAACATTAATTACTGAACATA
-AATAATTCAAGTTTATATACTTTTGGCTTCCTGTTTTTACAGAGAGACTAAAGATATTTT
-GGCCCGTTAATAAACATGTTTTTTTCTGCCACACTGAGGAATTGTATTATGAGAAAACAC
-ATCCCTCTAGATGTTGGGAGATGGTATATTCATACATTTTCTAACCTACTATAGAATGCT
-AATATATGACAGTTTATAACCGTCTACTTCCTAGTTTTCTCTGGAAAATAAAAGATTACT
-AAGTATTAAAATTATAATCAATATATGTAAATAAAACTACTAGAAATAATAGAATAACTA
-GAAACAACTCTATGCAAAGCATGCAAGAAAAGTAGGGCATGTTTCGCAAGTAAAGTAGGT
-TGCATTTTTTATAAGGAAAACCATACAGAAGATACAAATAAAAAGAGATACCTAACCTTC
-CCTGTGTTATATTTGTATGGGTAAAATGTTATGTTTTCAGAAATTATATAAAATTCCTGG
-AAGTTTGTCAATGTCCTCCTTATCCATGCTATGTGCCACTATAGAGTAATGAGTCATAAT
-TCCAATTATTACTTTAAATGTTGTGCCAGGCACAGTGGCTCATGCCTATAATCCCAGCAC
-TTTAGGAGGCTGAGGCGGGTGGATCACAAGGTCAGGAGATCCAGACCATCCTGGTTAACT
-CGGTGAATCTCCATCTCTATTAAAAATATAAAAAATTAGCCGGGCGTGATGGAAGGCACC
-TGTAGTCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCAGGAGACAGAG
-CTTGCAGTGAGCCGAGATCGCACTGCTGCACTCCAGCCTGGGCGACAGAGCAAGACTCTG
-TCTCTAAATAAATAAATAAATAAATGTTGTCTGCCACAGAAAAAATCGAATATTTTGGTA
-GAAACCCCGTCTCTACCAAAAATACAAAAATTAGATGGGCAGGACGGCATGTGCCTGTAG
-TCCCAGGTAATCAGGAGGCTGAGGAGGGAGGATCGTTTGCACCCAGGAGGTAGAGGTTGC
-AGTGAGCTGACATTGCACCTTTGCACTCCAGCCTGGGCGATAGAGCCAGACCCTGTCTCA
-AAAAAAATTTTTTTAAATGAAAACTATAGCCATTGTGAGTTATCAGATTCTAGTCTTGTT
-TCTTGTTTCTGGGCTATTTTTACCTCTTTGTAAACTGGATCCTGCCATCTGATGAATTTT
-GTCCCACAATGATACTTGGGGAACAAGAAGCCAAGTATTGTCTCTCCTACTAATGTATCT
-ATTGTCAGTTAATTTGAAGGTCTCCAACCCTGGAACAAAGTTAGAAGAGGAAGGTTCTAC
-TCCCCAAAATGCATAACCAAATTGTGCTACATTCATGTAATGGAATACTATTTAGCCATA
-GAAAGGAACAAGATATCAACACACACAAAGACATGAGTGAATCTTGCATGCACATTGCTA
-AGTGGAAGAAGACAGTCTGAGGAGGATACACATAGTGTGACCTCATTTAATGAGACACTG
-GGGAAGGCAAACTACACAGATGGGAAGCCATTGGCTCCATGGGGTGGGGGTTTGAGGCAT
-TCCATATGATACTTTAATAGTGGGATATCTGCCACAATGCATTTGTCGAAATATGCAGAA
-TTTTACAGCCAAATGGTTAAAGCAAACTCTATTCAAATTAAATCAAATTACTCAGGATGT
-GGAGTATCCCAGGACAGAATACATCATGTGAAAAAGAATTTATGCTACAAATTACGATGG
-TTTGGATGTGGTTTGTCCCCACAAAAACTCATGTTGAAATTTGACTCCCACTGTGTCAGT
-GTGGGGCGGTGGGGCCTAGTGGACGGTGTTTGGGTCGTGGGGACGGATCCCTCATGAAAG
-GATTAATGTCCTCCATGGGGGTGAGTGAGTTCTGTTCTCACAGGAATAGATAATTCCTGC
-AGGAGCAGGTAATTAAAAAGAGTCTGGCTTCCTTGGCTTCCCTCTTGCTTTCACTTCTGC
-TATGTGATCTCTGGTGCACCCCTTGCTCCCCTTCCACTTTCCACCATGAGGTGAAAAAGA
-CTGAGGCCCCGCCAGATGCAACTGCCCAATCTCAGACATTCCAGCCACCAGTATTGTGAA
-CCAAATGAAACTTTTTTACTTATAAATTACGCAGCCTCAGGTATTCTGTTACAGAAGCAC
-AAAATGGACTAAGACACAAATCTAGGTAAAAACTTTGAAAATGAATAGAATCTGTAGGCT
-GAAGGCACATGAACTATACTTCATTATTGGATTCCATTTTATAAAGTTCTTTCCAACAGA
-AGCAATTGTGAACAATTGTAAAACCACAGTGTCTGTATCTGGAGTAAAACAATGACTTAC
-ATAAGTCGCAGATGGTGGGAACCAGCTTTCTCACTGTTGAAGTGGGAGGTTACAAATTAG
-CAAGACGAGAAGGCTAGAATGATTCCTGTGATAGTAGATCAGAGGTGGAGACATCAACGT
-AAACTTATGCTTAGTTTAATATAGATACACACAGTTCTACATAGAAAACTTTATAATTAG
-GTGTGTGTAGGTAGGTTAGACACGCACATATACTTCCTAGCATTGCTAATGAGGGACAAG
-ATACAATGTGCATTCAGCAGCCACATGTAAGTTTTCCCACCATTCTGAAAGGAATCAGGC
-TCTTTGAAGAAATGTCTGATACTAGAACTGGGACAGTAAATATAGGAGCCAGGATAATCT
-GGAAGTATCAGAAAGTAAGTACTAAAAAAATTAAAATATATCAAACAAAAATAAAAGCCA
-ATAAAAACAGCTACCGATGGCCAACACAGGAAGGAATTGTGCAACATAATGCTATAGTGT
-CAAATAATAACTAAAGCTTAAAGTAATTATCTAGGTGTCTGTATTTGTATACCTAGGTGA
-ATAAGCAAATGGAGTTGCATAGAAATCTCCTTTGCAAAAGAATTCCAAATAACTGATGTA
-GACACTCAGCCATCAAGAAGGTGGAGCCAACTCCTCACTCCGTAAGTGTGGGCTCTGCAT
-AGTGACTTGCTCCAAAAGAACACATGCAGTACGGACAAGGAGGAAAAATAACTTCACAGT
-GGAGAAATCTGACAAACAGTAGCTCTGCCAAATGATCCAAGTGAATATCAAAGCTGACAG
-TTCACCTTGAGAACATGAAGTGACAATGGGGGGCATTCTACAAAATTCCTGACCAATCCT
-CCTCAGTGCTATGAAGGTCATCATGAGATGGAAAGCCTGACACACTGTCACAGCCAGGAA
-GAGCCTATGTGATGACTACATGCCGTGCGGGATCCTGGATGGGATCCTGGGTCAGAGTAA
-GATAGAACTAAGGGAATCCAAATGAAATATGAACTTCAGTTAATAACAGTCTATCAGTAT
-TGGTTCATTAACTGCGGCAAATTATGTAAGATATTAATAAGCCATGTGAGACACACTGAT
-AGAAGATGTTAATAAGAGAGGAAACTAGGTTGCGGCTACATGGGAAATCTCTGCTTTTTT
-TTTTTGACGATTTCTGTGTAAGTAAAAAAAAGACGTAAAATAAAACTTTATTTAAAACAC
-AGTTTTTTTAACACTTCCTTGTTTAATTATTTATACCATGAATTACTAGTAATTGACACT
-GTTAACTAGTCCTGTTTTTTAAAATAAGAGCAATTATGACACAAAAAATTAAACAGTGCA
-GACTGATATATAAATCAAAACAAATGTCCTTTACATGTTTTCTGTTACAGTAGTAACAAT
-ATGTGTAAACTTAATTATCATATTTTTTTCTTGTGCTGTGGTTGTGTCCTGGGTTCATTC
-TCTAAAATGCTGTTCACCTTAGACCAGGAAAAATATTAACCATACAGACTCTGTTTCAAG
-TCATAGCTGAATATTTTCAAAAGAGTGACTTTGTAAAAACATGTTCCAATGGCAAATTGA
-TTCATTGTGATGGGATCAATTATTCCAAAGACTTCTTGTCTTTATTTTGTTCCCATGCCT
-ACCTTTTAGCCATAATACAACAGAATCAAATATTGGCCACTGGGAAAAAATATTCAAAGA
-AAGAAAGAATGTGAACAGAACTTATGACCATGATGATTCAATGTTTTACCACAATGCTTT
-CTAAAACAAAAGAGTCTAAAAGGATATTCAAAGTCAATTTCCTCAGCGAGGATTTGCAGA
-AAATGAGGAAACTAGAAAAACAAAAATGGCGGGACATTCTACGGGTGATTTTAAATGTTG
-CTATGTTTTATGGGAAAAAATACTTTACCTTTTAAAGAATCACAAAGAATTATTGGAAAC
-CCAAACTCTGGAATGTTTGCAAATTTAGTTGAGCTTCTGTGTAATTATGTCTATATAGGT
-AGCCATGAAGTTGATGATTTCTTAAAAATCTGTGCCTTATTTGTGTAATAAAAGACACAA
-TGAATAATTAATACTCATAGGAACACTTACGAAGGGAAAATAAATCTTGGGGACTCAAAA
-TCACTAAGCTAAAGGGAAAAGTCAAGCTGGGAACTGCTTAGGGCAAACCCGCCTCCCATT
-CTATCCAAAACACCCGTCTGATCACCTAGATAAATGCATACCTGATTGCCTCACATGGAG
-AGGGTAATCAGCAATGCAAAAGAATGAAACCATTTGTCTCTTACCTACCTGTGACCTGGA
-AGCCCCCTGTCTGGCCTTCTCACCTTTCTGGACTGAACCAATGTACATCTTACACGTATT
-GATTGATCTCTCGTGTCTCCCTAAAGTGTATAAAACCAAGCTGTGCCCCGACCACCTTGG
-GCCCATGTTGTCAGGATCTCCTGAGGAGGCATCACAGGCGCACATCCTCAAGATTGGCAA
-AATAAACTTTCTAAAAAATCTGAGAGCTGTCTCAGATTTTCAGGGTTCACACATGTAATG
-TAGGATGTCAATGTTTATAAAAGGGATGTTATTCTATCTACTATTAGAAATATGCTGTCA
-ATTAACCTTAAACTTTCTCAACACAATAAAAAATGTTGATGAGGTACAAATAATATATCT
-AGGCTTAAATAGTGTTGCAAGTTTTAATATGCCTACTTTTCAATTTTTCAATACTATCTT
-TACTAATTTAACACTGTAAGAAAAATGAGTAATTAAAACATGAATAAAAGTGTTTACAGG
-GGATGCACATGTTTCCTCCAGCCTCTGCCTATACCCAACTTTCATCCCAACTGTCCTGAT
-GGTGGCTCTAAGCATTTCTCCTTTCTCTATACCAAGATATCTCCCCAGAAACAAACCCAA
-ATCTTACTATATGTTATGGCACGCTATGATGATGAGCAGCGATGAGCAGCCGAAGCCTCA
-AGGAAGGGATGCTTTTGTAAAACAAGACTTGTGGAATATAACATGTGAAAGTAAAGCCCA
-TGGCAGAACTCCCTCCTCAGCACACGGGGAGCAGACAGGAAGCTGTTGCCTCACCTTCCT
-CAATGGCCTACAGCCACATCTCCCCAGGTCAGTCTTAAGGACAATGAAACTCTGGTCTTC
-ACTGTGGACACACCACACTACCAGGCGCTCCAAAGCCATGGTGACCCACCCTCGGGTGGG
-TCCTGAGGAGAACAAAGCTCTGGTTCTAATTCTAACCCTAACCTTGTCCCAAGACTTTGA
-CACTGAACCTAAATCCTGATCCCTATCCTGGTCCCTAATTCTGACCCTTACTTTGACCCT
-GACTTTGATCTCGACCCTGACCATGACCCCACCTCTAACCATACTTCTGGCCCTGACTCT
-GACCCAGATCCTAATCCTATCCCTAACCCTATTATTATCTTTACAATCTATGTCTAATCT
-TACCCTCTAGTGCTAAATAGCTGTACCCAAAAGCACTTTAAAATTATTTAACTTCTTTTC
-CTTGAATTCTCTAAGGACATCCTAAAGGAGATGTCAATATGTATTTTGCATTCCCTCTGA
-GTGGTATGGCTTCAGATAAGAAGTTCTAATACTTTGCAAGACATAAAAAGTTTGGAGGGT
-GACAGCACTGGGTTGTTAGGGATGCATGTTGGCATTCGTGGTAGTCATAGGTGCTGTTCT
-CCAGATATTTTCAGTTCATATTTTATGAATGCATTCTGACTGTTCCATCCCGCCTACTTA
-CATTTTCACATGGCCACATGACTTTTTTTTTGCCAATGGAGGTGAGAAGAAATAACATGT
-GACTTTTTCAGGAGAAATCTCCAAGAAACAGAGTGCTATTCCGCATACTTTTTTCTCTTT
-TCTATAGCAATGGGGATCTTATTGATTGTCCCTCCTTCCGTCTGGATTCCTGTGTTAGGA
-TGACACAGCACAGAGCTACCTCTCACCTGACCCATGATGAAATGTAAATAAATGAGGAAG
-AAGATTTTTGAGCCACTGAAATTTGGAGGTTGTTTGTCACCACAGTTTAACCTAGCCCCC
-ATTTACTGATGCACGGCTGAAGAATGAGTCCGAACTGGATCTGGACAAGACATGTGAAGA
-GCGCTCCAGGCTGAGTAAAATTCAAGTGTTGTCTCAAAGATAACACTGAGCACGATATGT
-TATTGGGGTGGGTGTGGGATAAATAAGGTATATCAGGTGAGAATAACAAGAAACTCAACT
-TTAAAAGACGGTGCCGATTTGGAAGACACCAAATTGGAAGACAGCAGGAGCTGCCCCATA
-ATACCAGTAAAGTGAGAAGCAGAGATAAACTAGTCCTAGACAGCTGACTCATGTTGGGGG
-CAGCCCACTCACAGTGGCCCTGACCCAACTCTGACTAGAGGCCACTTGATCTCAACACCA
-GGGTGCTCAATGGCCCGTCCTGGTACTCTGCTCTACACTGGTTGTAGGAAGGAATCTGCA
-GGTTGAAATAAGGAGATCATTTCCCTGAGGTTCCGAAGCTCATATTTACTCACCATTTGT
-TGTTTACTGCTAATGTTGAGCACTGTCAGTAAAATACATAAAACCCTTTGCCAATCCAGG
-AAGTGAAAATGACACTTTACTGTTTTAATTTGCATTTCTCTGCTTACAAGTGGATTACAC
-ACATTTTCGTGTGCTGTTGGCTACTTATTCATTCAGAAAACATACTAAGTGCTGGCTCTT
-TTTCATGTCCTTTATCAAGTTTGGATCATGTCATTTGCTATTTTCTTTCTGATGTAAACT
-CTCAAAGTCTGAAGTGTATTGTCTTTTCCTGACACATATGTTGTAAATAATTTTCTGGCT
-TACATTTTGACTTTTAATTTCATTCACGATGTTTTTAATGAATAATTTTAATTTTTATGA
-ATGCAAGTTAAAATAATTCTTTCATTGTGGTCTCTGACATGTCATGCCAATAAGGGTCTT
-CTCCTCCAAGAGCACAGAAATATTTGCCAATACTGTCCTTAAAATCGGTCACAGTTTCAT
-TTTTTATATATGCATTTTACTTCAATTGGGGCTTCATTTTACTGAATGCCCTATTTGAAG
-CAAGTTTCTCAGTTAATTCTTTTCTCAAAGGGCTAAGTATGGTAGATTGCAAACATAAGT
-GGCCACATAATGCTCTCACCTCCTTTGCCTCCTCTCCCAGGAGGAGATAGCGTCCATCTT
-TCCACTCCTTAATCTGGGCTTGGCCGTGTGACTTGCACTGGCCAATGGGATATTAACAAG
-TCTGATGTGCACAGAGGCTGTAGAATGTGCACGGGGGCTTGGTCTCTCTTGCTGCCCTGG
-AGACCAGCTGCCCCACGAAGGAACCAGAGCCAACCTGCTGCTTCCTGGAGGAAGACAGTC
-CCTCTGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCCTGGAGGGAGACAGTCC
-CTCAGTCCCTCTGTCTCTGCCAACCAGTTAACCTGCTGCTTCCTGGAGGAAGACAGTCAC
-TCTGTCTCTGCCAACCCAGTTGACCGCAGACATGCAGGTCTGCTCAGGTAAGACCAGCAC
-AGTCCCTGCCCTGTGAGCCAAACCAAATGGTCCAGCCACAGAATCGTGAGCAAATAAGTG
-ATGCTTAAGTCACTAAGATTTGGGCAAAAGCTGAGCATTTATCCCAATCCCAATACTGTT
-TGTCCTTCTGTTTATCTGTCTGTCCTTCCCTGCTCATTTAAAATGCCCCCACTGCATCTA
-GTACATTTTTATAGGATCAGGGATCTGCTCTTGGATTAATGTTGTGTTCCCACCTCGAGG
-CAGCTTTGTAAGCTTCTGAGCACTTCCCAATTCCGGGTGACTTCAGGCACTGGGAGGCCT
-GTGCATCAGCTGCTGCTGTCTGTAGCTGACTTCCTTCACCCCTCTGCTGTCCTCAGCTCC
-TTCACCCCTGGGCCTCAGGAAATCAATGTCATGCTGACATCACTCTAGATCTAAAAGTTG
-GGTTCTTGGACCAGGCGTGGTGGCTCACACCTGTAATCCCAGCACTTTGGGAGGCCGAGG
-CGGGTGGATCACAAGGTCAGGAGATCAAGACGATTCTGGCTAACACGGTGAAACCCCGTC
-TCTACTAAAAATACAAAAAAATTAGCCGGGTGTGGTGGCAGGTGCCTGTAGCCCCAGCTA
-CTTGGGAGGCTGAGGCAGGAGAATGGCTTGAACCTGGGAGGTGGAGCTTGCAGTGAGCCA
-AGATCACGCCACTGCACTCCAGAATGGGAGAGAGAGCGAGACTTTCTCAAAAAAAAAAAA
-AAAACTTAGGTTCTTGGATGTTCGGGAAAGGGGGTTATTATCTAGGATCCTTGAAGCACC
-CCCAAGGGCATCTTCTCAAAGTTGGATGTGTGCATTTTCCTGAGAGGAAAGCTTTCCCAC
-ATTATACAGCTTCTGAAAGGGTTGCTTGACCCACAGATGTGAAGCTGAGGCTGAAGGAGA
-CTGATGTGGTTTCTCCTCAGTTTCTCTGTGCAGCACCAGGTGGCAGCAGAGGTCAGCAAG
-GCAAACCCGAGCCCGGGGATGCGGAGTGGGGGCAGCTACGTCCTCTCTTGAGCTACAGCA
-GATTCACTCTGTTCTGTTTCATTGTTGTTTAGTTTGCGTTGTGTTTCTCCAACTTTGTGC
-CTCATCAGGAAAAGCTTTGGATCACAATTCCCAGTGCTGAAGAAAAGGCCAAACTCTGGA
-AAAAATTTTGAATATTTTGAGCCAAATGTGAGGACTACAACCTGTGAGAACGGAAAATAA
-ATCCTGGGACCCCAGACTCACTAAGCCAAAGGGAAAAGCCAAGCTGGGAACTGGCTTATG
-CAAACCTGCTTCCCATCTGGTTCCTAAATAAGATAGCTATTACACAAAGATAAAAAAGCT
-ACATCCCTGCCTCTACCTCCATCGCATGTAAAATGTGTATTCAGTGAACGCTGACCAAAG
-ACAGAAGAATGCAACAATTTGCCTCTGATTTACCCACACCCATTTTTTCCACTTCTTCCC
-CTTTCCCCAATACCCACACTTTTCCCCTTTACTTACTGAGGTCCCCAGAAAATCTTTGGG
-AAAAGCACGGACCACAGTTTTTCCTGTGGTTCTCTGTTCTTTTCTCAGGTGTGTCCTTAA
-CCTTGCAAATAGATTTCTTGAAATGATTGAGACTCACCTTGGTTGTGTTCTTTGATTAGT
-GCCTGTGACGCAGCTTCAGGAGGTCCTGAGAACGTGTGCACAGTTTAGTCGGCAGAAACT
-TAGGGAAATGTAAGACCACCATCAGCACATAGGAGTTCTGCATTGGTTTGGTCTGCATTG
-GTTTGGTCTGGAAGGAGGAAAATTCAAAGTAATGGGGCTTACAGGTCATAGATAGATTCA
-AAGATTTTCTGATTGTCAATTGGTTGAAAGAATTATTATCTACAGACCTGCTATCAATAG
-AAAGGAGAGTCTGGGTTAAGATAAGAGACTGTGGAGACCGTGCATAGTTGCTTCCTGATC
-AGCTCTTTATTTGATTGAGAGTGAGGCAGGGAAGATTAGAGGGAAGCTTACAGTGGAATT
-CAGGGCTAAGGCTGCTATTCTTTTGCTCCTTGTAACTTCCTACAGTGTTGTCAGCATCCA
-CATACTTCTCTGTGGGGTTGGTCTCAGAGCCAGGTTACCTTGTCTTAGGTCCAGTGGCAC
-CCTGACTGGCTTGGTGTCCTTGAACAAGTTACCTAACCTCTCCATACCTCAGTCCCTCAG
-CTGTAAAATTAAAAAAAAAAAAAAAGAAGAAGAAGAGTACCTACTGTATAGCATTGATTT
-GAAGATTGAATGAGCTGGTATTATACAACGTTTAGAAGCAGTGCCTGACACGCAAAAGGC
-TCTCAACAAATACTATCCTTTACTAATATCCTGTGTGTCTGTATCAGAGCTGGTGGGGTG
-GAGGGACAGAAACAAGTGGGAGAAGGTAAAGAGATGGGCAAATGATCTCTAAACTCTCTC
-TGGCACTAACACAATTCTTTATTATGTGTTTTGTCTGGCTCTTTATATTGATAGCTGTTC
-CAGAGGCAATCAATAGCTATTAGTCGGTTTTATTCTTATTTTTCTGTCTGATCTTACAAG
-GGAGCAAACTGTGGCAAAGTATGAACTTACTTCTCAGGAAATTAACCATTATATTGGCAA
-TCACTGTGATTATTTGAACTTCAGCGTCTGGACAAATTTAGTCACATGAAATACAGAAGA
-GAGATTTCTCATGGTTAAAACGAAGCTCTCTTTATTTGCTTCTGCTAATTAAAAAATCAG
-AGCTAAAGATACTTAAACACTACAGTTAAAATGCCATGGTTGTCTATTGGCTTAACGAAT
-TCTCTTATGAAATCAACTCTAAAATGTTATCCATCATAAATCATGAAACGCAATTTTTCT
-TATTCTCTTTAGAGCTTTACAATTCATCTTAAAGACCAGTGTTTACACTCTCTTCTGTAG
-GTTGTACAATAACTTTTGGTGAGAAAAAATAAAAGTCTGGCTTTCTGACTCATAGGTGTG
-TTCCCTTTAACAGAAAAAGAAAATATGTCCTCTTTAAAACTGATGATCATTGGTCACCTC
-AATTTTATTGAAGTTCACTTCTGACCTCTTTAGATGTAGTTCTCTACATAAAACTGCCCA
-ACAGAATTCTCTGTCTGAATGTCTCCTCCACAAACAAAATTTTAAGAACTAAAATTATCA
-TCTTTCCTTCCAAATATGCTCTCCCTATGTCCCCAGGGCTCTCCATGTGTAGAGCTGAGA
-CCATTTGCCACTCAGTTTCCTCACCCAATTAATTACAAGTCCCAACAATTTTCCGGTTTT
-TTTGTTTTTGTTTTTGTTTTTAGACGGAGTCTTGCTCTGTCACCAGGCTGGTGTGCGGTG
-GTGCAATCTCAGCTCACTGCAACCTCCGCTGCCTGTGTTCAAGCGATTCTCCTGCCTCAG
-CTTCCCAAGTAGCTGGGATTATAGGTGTGTGCCACTACATCCAGATAATTTTTGTATTTT
-TAGTAGAGAGGGGATTTCACCATATTGGCCCAGATGATCTCAATCTCTTGACCTCATGAT
-CTGCCCACCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCGCCATCCCTGGCCC
-AGTTTTGCCTTTTTAACATCCCTCAGCTCTTCAAATCCATTTTCTCTTCTCTAACACCTC
-CCCATTCCCCAGCTCGTAATGAACTCGTAAGTAAATTACTACAATCACCTCCCAAATGGT
-CTTCCTGGCTCCATCAGCCTTGTGACCTTCAAGTTCATTTTCCACATGGATGTCAGAGTA
-ACTTTCTAAAATGAAAATCTGACCACGTTACTCTCTTGCCTAAATCCGCCTATGGCCGCT
-CTTAGGATCAAGTCTAAACTCCCGACCCTGGAACATCAGGTCTTCGTGCTCTGTTCACTG
-CTTCTCTACCTCACCTGCAACCAACACCACTCCCACATCCATATGCTGCTCACCGTGTAT
-CAACATGAACAGGAGGTGGGTGTTTCAGTCCCCAGGAAGACACTGGGCCTTTTCAATCAT
-CTACTGCTTTGTAATAACCACCCCGCAAACTGACCACATGATTTCATTTTGCAAGGGTTC
-CTTCCTTGGGCTGTGTTCAGCAAAAGGGTTTACTGAGCTGGCAGGTCCAAGATGGCCTCA
-CTCACAGGACTGGCTGTTGATGGGAGCCTTGATGCTCTTGGGCTCACCCCTTATCCTCCA
-GTAGGTTAGAGCTTCTTACAGTGGTTTCAGGCAGCATCTGAAGACAGTAAAAGCAGAAGC
-TCCAAGGCTTCTTACATTCTAGCCTGGAAAATTACATCACATTGCTTCCTTCATATTTTT
-TTGGCAAATCAGGTTGCAAGGCTTGCCCAGATTAGGGTAAAGAGGCAAAGAGGCTCCTTT
-TCTTTTCTTTTCTTTTCTTTTTTCTTTTTTTTTTTTTTTTGAGTCAGAATCTCGCTCTGT
-TGCCCAGGCTGGAGTGCAGTGGTGCGATCTAGGCTCACTGCAAGCTCTGCCTCCTGGGTT
-CACGCCATTCTCCTGCCTCAGGCTCCCAAGTAGCTGAGACTACAGGCACCTACCACCACA
-CCCGGCTAATTTTTTTTTTTTTTTTGTATTTTTTAGTAGAGACTGTGTCTCACTGTGTTA
-GCCAGGATGGTCTCCATCTCCTGACCTCGTGATCCTTGCAAAGGGACATGCAGACCACAT
-TAGTGAGAATATGTGCCTGTATTTTGCAATCTGTAACATGGGCATAAACTAAATGTTTTC
-CAAAGGGAATAGGGCAAAACAAAAAGGACCTTGACCACTCCTTGGCCCTGAATAAATCCA
-GGAAGCCTAAGAGTATGACTATCCTGAGGTAGAAAGAGGGTCACATGCTGGATAAGAGGT
-ACCTGGGCTCTCCACTTACAAGAAGAGAGCATGGTTACATTTATAATCACCATTCCCAAC
-ATGCTGTGAGTGCAGGCAGCTACCAGGAGGAGAACAAAGGAAATAACCAGGACACTCATC
-TCTAAACCTGTTAATTTAATCACACGGAACACTTCTATTTAAAATTCCCGAGAGTTAAGA
-TGTAAGAATGCTTATCAAGGTAAATGCTGTTCACACTGCTTGGAGTGTCAGGCCTAGATC
-TCTATCCATCAGAAACAACAATATCAATAACAACAACAGCAACATGATGATGGGGCAATT
-TCTTAAAAGCACCATGTATTTTATCGATACATGTCCGTTGCAGAAAATCCAGGTGAATCC
-AAAGAAGAAATAAATGTCTTCCACAATCCCATAGCCCAGAGCTAACTAACCACTATAAAG
-AACCCAGCGTGGTTTTAACTCATGGATCAAAAGATGCTCATCAAAGGCTCTGAGCTTTCC
-TGAGTGCTAACAGGAAACATCCAGCATCACTGGTCTCTCCAAGGCTGCAGGTGTCTTTGC
-CCATAGTGCCTGTTTTGTGTCAGGGAAAGAATCAACCTGGGAGCCAAGCCCAGGAATCAG
-GATGACCAAGACATACTGCACAAGGAGGGAACAAACCCATCCAAGGACACTCAAGGACAA
-ATCAAGCAAATGAATTTAAGGGAGACGTGCTCATGGTCTGCTTTGCTGCTCAGCATGGCT
-GGGAGGCACAGTGGAAGATCATGCATCCTGCCCCTGGGACTCCTCTGCCAGAGCCTGAGA
-GCTTTCTCCTGCCCACAGGCTAGGGGTAGGGCAGTTGGAATTGATCCATGCCTTCTAGCT
-AGACTGTGGGTCCCCTCAGTCTTGGGCATGGTGACAGCCCAGCATCAGACAGAGGTCAGT
-ATCAAACTAGAAAATGTAATAAATACTGTCAGATTTGTAGACCCAAGAAAATATAAACTG
-CCAATCATGGAGGAAAAAAATCTCTCAATGATCTTATCTTTATATGATTCCCTTGCTGCC
-TGGAGATTGACATTTCCTTGGGGATAATCTGGTCATAGGATTGGTGAAGGTGGAAGGGAG
-GCAACCTCCAAAGGTGGGGCCCTCTGCTCACCTGGGACAGGGAGGGCCTGAGGTAGGTGT
-CTGTGTGGGCTGGGGAGGAGGATGGGAGCAGTGCTTCTAGATGTTTCCACTTTCTCCTCA
-TTAGATAATAACGAATGGGTGATTTCCCTAGTCACTGCAGTGTGAGGAAATCTACAAAAT
-TAATTTCACAATACACTTTACAGGATAGGTGGAGAAACACATGAAGCACAACTGCAGTGG
-GTTATAAAAAACGGCCTTTTGAGTTGAGCAATAAATTCGTTCAAGCAGCCATTCTGAAGG
-ACAAACTGGCTCTGTATTTAAGAGGGGCATTCCAGCACTTCTCTAGCCACTGGGTTGACA
-ATGACTCACCAAAGCCTCTGGTAGCCACCACAGGACACCCAGAGCATATGTTTTAAAGCT
-GAACACCAAACTGCGGACTTCGGGAGTAAGTGAACTGACTGGTTTTTATTTTGTTTTACT
-GCTTTTAACATTACAGTAACTGTTACAGGTTCCAGCAGGCTAACTGGGTGGAAATGAGTT
-TGGTTTCACTTAGTCTCTCTAAAGAGAAAGCAAGTCGGTAGACTAATACCTAATAAAAGC
-AAAGCTGCCAACAATTGAAATTGCCTAGGCTGCTCTGTGTGTCCCACATGCATGGGTGTG
-GGTGCCAGTGTGTGTGCGTGTGTGCATGCATGTGCATGTGTGTTGGGATAGAGTGGTAAG
-AAAATGGGAAATAATAAGAATGTTCAGTCCATAGCCCTTCATTATAAAAAGGTGAGCTGT
-AATAAATACTAGTGCCACATTTAGCCAAAACTTTACTCCAGCCAAAGGTGATATTTTCAT
-GATAACATCCTGTGATTGCTTTGTTCTTCGTCTTGTATGTTCTTCCTAGATGGGCTCAGA
-ACATACAAGAATTAAGTACACATCTTATTTTCCAGTGATAATGCTACCGGCAAATTCTGT
-TGTTTGTATAAACATCAGCCAAGTTTATATAACTAAACTAGTGTTTTGTTTTGTCAATTC
-AGCAAGAAATTAGACCAAATGGTGGCTTAATGCTGCATTGATTTGACTATCAATTTGTTT
-TCACTTTTCTGCAAAATAATTAATACATTATTAAATTGAGTTATGCTGATGCCACAGTTG
-TTCTTATCTCAAGTGTCTTAAAATTCATTTAATTTGTTTTTCCTTTGGTTTCATTATTCA
-GATTTTAACTTCAGTTCTCAAGATTTTATCTGATGGAAGAGATGGAGTCCATTACTAAGG
-ACTCCATTGTGCTCCATCATGCCAGAGTTGTAAAATAGATCTTTTAAAGGAAATTTACTG
-TGATTTTTTTTCTATTTAAGAGCTTCCTCTCCAGTTGAGCATGTAAGAAAATTATACCAG
-GAGAATACAGTAAACTCTATGAGGCAAGCTATAAACATGTAGCATTGTGATTAGGGCTGG
-TTCTCCTTCTAGAGATATGGTAGGATTGCAATTTCATACCATCCTTGAAGTTAGAGAGAG
-CCATGTGACTCATTTAGCCAATGAACTGTGAGCAGAATGACATGTCACTTCCAGCTGAAG
-CTTTAACAATCTGAGAGACATTCATACATTTTCCATGTGCTGTAGCCTTATACCCAAAGC
-CTGGGTCCCAAGTGACCATGACAGGCAGAGCTCCCTGGTGAGCCACAGAGATTTAGAGAA
-TGGCTGTTAACACAGCATAATCCAGCCCATCCTGACTAATCTGATATTAACATGTATAAT
-AAAGAATTCTATCAATGCTGAGGGAAGATGACTAGTTAAGGTCCTAGGTTGCAAGTCTCA
-AAACCTCTTCTAAGGATTGTAGACAGGAAATTAAATGACTTCTAGTCCCTAGAGTTCCCA
-ATCTCCTACCATCCCATCCTAATATGACAGAAGTAATTCCTGAGTTGCTTCTGAAACCAG
-AGCTTCCCTCAGAACCCTTAGCCTGCCAGATGGCTTCTTGGAGAGCCCTCACTCACTTTT
-CTCCTTCTGCTATTGCTGCTCATTCATTCCAGCTTTTAAAAATTCATCTTTATCCAGGAA
-CCTCGCTTCTAGAAAAGTCATACAGGTGCTTCCAGGAGGCTACATGGGCACCCATATTTT
-TCTAGCCACTTTCATTAGACCAATGCAGCAGAGAAGAAAAGCCTCAATAATTATTATGAC
-ATGGCATGTTAGGATACCAAGTAAATTGCATTTGTAAAATGTGATTTTCTGTTGGTGTTC
-ACTTCTGCTCTACTGACATTTGGTAAGTATTATTGACTGACTGACTAACTAATGTGGTCA
-TTAGTCTTCATAAAGAAAGGCTCTCTACAAAAACGGAAGGATGCCCTTTTTCTGGCATTT
-AATACGTAAGAAATTGCCTCCAATAGAAACCAGAGTTGCCTGATTACTATCAGCACAGGA
-GAAATGTATTAATGTGCCTTTCTAGTAACAGGTTTTTAGAAAGTCAAATATAAACAAATC
-TGTCTATTTGTGTGTGTGCATGTGGTAGTGGGGAGGGAAGAAAAAAGGAGGGGGAGAGAA
-AGAGAAATAAGAACCAAGTTTATTATACTGTATTCAGGGGGAAAAAATTTTCCCAAGGTT
-CTAACAGAAGAGCAAAGTGCCACTGTCAATAGCCTCAGTAGTGTTAGAGTTGCTTTTATT
-TATTTATTTATTTATTTATTTATTTTTCCTTTTTTTTCTTTCTCTTTTTTTCTTCTTTTT
-TTTTTCTTTTCTTTCTTTTTTTTTTTTTTTGGACAGAGTCTCACACTGTCACCTCGGCTG
-GAGTGCATTGGTGCAATCTCGACTCACTGCAACTTCTGCCTCCCAGGTTCAAGTGATTCT
-CCTGCCTCAGCCGCCCAAGTAGCTGGGATTACAGGTGTCTGCCACCGTGCCTAGCTAATT
-TTTTTGTATTTTTAGTAGAGATGAGGTTTCACTATGTTGGCCAGGCTGGTCTCAAACTCC
-TGACCTCATGATCCACCCACGTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCAC
-CGCCCCTGGCCAGGATTGCTTTTACAGCCAGTCTTCAGGTGCCCACTGTAGGAACAATGT
-CATTTAACCCTCGGGATTATTCTGTGCCAAATATGGATAATGACTAATATCCAACACAGA
-TATTCTCAGCTCAGAAGAGCAATTAGCAAATTCATAAATTAAGTGCTTGCTTCCTCTTTA
-GTCAAATACAAACGTTTGTTAAAAGATATTATTTTGCTTTACACTTTTTCTCTCAGAAAT
-AAACAGATGCTTGAATTCCCACAGTGCTGCTTGAGCCTCACACCATGTCATCCTGCCAGG
-CACCCAGATCCAGTTCTAGAGTTTCACATGATCATGAGTGTTGGTTAATAAGTCAATGCG
-AACTGGGAGGGGAGATTTTTCAGGAGTGCCACAGGGCTCTCCCTTTAATCACATACACTC
-CCTGCTTTCATTGGAAAGTGTATAATGATGTCAGAGTGCCCCAGAATGGAGCTAGTTGGA
-AGACTGCCGTCATAGGGATGCCTTAGTGAATTAATAAGGTTTTAATTTCTGGCTCTCAAC
-TTTGTAGATGTAAAAGTTGATTTATCAATATGTGAGAAAGGATGAATCTTTCTGAAGGTT
-ATGTCATCACACTCACTAAGCACACAGAGAATAATGTCTAGAATCTGAGTGCCATGTTAT
-CAAATTGTACTGAGACTCTTGCAGTCACACAGGCTGACATGTAAGCATCGCCATGCCTAG
-TACAGACTCTCCCTGCAGATGAAATTATATGGGATGCTAAATTATAATGAGAACAATGTT
-TGGTGAGCCAAAACTACAACAAGGGAAGCTAATTGGATGAATTTATAAAAATATGCCTCA
-GCCAAAATAGCTTAATTCACTCTCCCTTATCATAAGGATAATCTTGCCTAAAGGGACAGT
-AATATTAAAGACACTAGGAATAACCTCTGTACTTTGGACAGTAGACCTGCATAGCCCATT
-AGGCCTCAATGAAGTCTTATGCAAGACCAGAAGCCAATTTGCCATTTAAGGTGATTCTCC
-ATGTTTCTGCTCTAACTGTGCTTCACAATACTCAAAACACTAAATCAGGATGTTTCCTGG
-AGTTCAGGGAGCTGTCCGTGTTACTGAGCAGTTCTCAGCAACACAAAGATCCTACTGACT
-CCTCATCAGACTTCTTTCTCACTGGAATTTTACACCTGGGCTGTTAACACCAGGCCAGGT
-CAAATTCAAAGGAGAGAAAAAAGCTCATTATGAAGGGTAAAATCCAAAACACTGTGCATA
-AAGATATGTGTGCACAATTTTTATACATAAAGATTTCATAAAACCAAAGCATCAGGAAAT
-GAAAAGAGATACAGAAAGAAAAATGATGGTAAATGAGACATTAATTTACCCTTCTAATCT
-CTATCACAGCAAAAAGATAATTAAAAAATCTATATGAGGACCACAAAATACACAAAAATT
-ATGTAGCAAAGCCTATAGCCTGAAAAAGTAAACATTGAAATTTGTATGTCCATAAAATGT
-TTACAAAATTCAGTACATATTACACACCCCACCCTAAAAACATCTAAGCAAAGTAGAGAA
-TGTAGAAATGCTACAGATTATATTCTCTGATTATGACACAACAAAACTAGAAATTACAGC
-ATGGAAATTTAAAAGCTTTCTCTTAAATAATTCTGTGTCAAAAAGAAATCCAGGCCGGGT
-ACAGTGGCTCATGCCTGTAATTCCAGTACTTTGGGAGGCCAAGGTGGGCAGGTCACTTGA
-GGTCAGCAGTTCAAGACCAGCCTCGTCAACATGGCGACACCCTGTCTCTACTAAAAATAC
-AAAAATTAGCTGGGCCTGGTGGCTCATGCCTGTAATCCCAGCTACTTAGGAGGCTGAGGC
-AGGAGAATTCCTTGAACCCAGAAGGTGGAGGTTGCAGTGAGCTGAGATTGCACCACTGCA
-CTCCAGCCTAGGTGACACAGCAAGACTCTGTCAAAAAAAAAAAAAGAAATCCAAATAAAA
-TTTCCAGAATATGTGGAAAATAGTGACAATAAAAATATTACACATGTGTAATCCCAGCAT
-TTTGAGATGCCAAGGTGGCAGGATCACTTGAGACCAGGAGTTCGCAACCAGCCTGGACAA
-CATAGGGAGACTCCATCTCCACACATGCCAAAAAAATTTTTAAATAGCCAGGTATAGTGG
-TACTTCTTGTAATCCCATCTACTTGGGAGGCTAAGGTGGGAGAATCACCCAACCTCAGGA
-GTTCAGGGCTTCAGCAAGCCATGATCATATCACTGCACTCCAGCCTCAGCAACAGAGCAA
-GATCCTATCTCAAAAAAAAAAAAAAATCACATGTGGGAAATAGCTATAGCACAATAAAAA
-TAAATGTATTAAGTATGAACAACAAAAAAGCTAGTAAAGGTTGAACAACAACTATCCTTA
-GGAAAGTGGAAATAATGTATTAATAAATATGAAAGCAGGCTAGGCATGGTGACTCACATC
-TGTAATCCCAGCACTTTGGGAGGCTGAGGCAGGCAGATCACCTGAGGTCAGGAGTTCCAG
-ACCAGCCTGGCCAACATGGTGAAATCTTGTCTCTCCTACAAATACAAAAACTAGCCAGGC
-TTGGTTGTGCACTCCTGTAATTCGAGCTACTTGGGAGGCTGAGGCAGGAGAATCTCTTGA
-ACCTGAGAGGCAGAGGTTGCAGTGAGCCAAGATCATGCCACTGCACTCCAGCTGGGGCAA
-CAGAGTGACACTCCATCTCAAAATAAATAAATAAGAAAGCAGAAACTAATAAATTAGAAA
-ACAGAAACATAGAACTAATTTATAAATCAAAGCACTATGCCTTGAAAAGAGGGAGAAAAA
-TTGTGAATTAAGGAAGGGAAGAGATGGTTGGAGAGGAGGTGGGAGAAGGCAGAGATAATT
-GAAGGAGCAAAAGCATCTGGAGAAGCAAAGCCACTGAAAGATGAACAGGGCTCTGAAAGA
-GATGCTTGATTGCTATCTTTTCAAATGACTGCAGTTCCCAGTGACATCATTTTTCTCCTC
-CCTGGAAGTCTGAGGGGCAGTTCACTTATCTCCTCCCCTCCCCTACTCCTCACCCCACAC
-TCAAAACCTGTCTATGCTCCTTTCATTCTCATATGACAGATTTCAGATGGCAGTCTTATT
-TCCCTGATTTCTTTTTGAGATAGCTTGCATTTCCCTCCTCTATATAAAGCCACCGTTTAT
-CAAATGCCTACATGGACCAAGCAGTCCACAAAGGCTTCACAGACAGTTTTACTAAACTCA
-TGCCAAAACTTTCAGGTTTTATACCTACCTTATAGATAAAGAAATTGAAGCTTATAGAGT
-TTAAGTAATGTTCCCAAAGCCTCATGGCTAGTAATTCAAACCTAATTTCTGCCTACTCCA
-AAGTCTATTTTTCCTTATGATACTATACTGCCTCTCCATGGATAAAGACAGAGATCACAT
-ATTAATAAAATTTGCACAAAGTCGGCAAATTGTTGAAAGGGAAGGCTAAGATGATTAATA
-AAATCAAGAGCCAGATGATCTCAACAACCTGAAATAACTGGCTGACAACCAATTTGAATA
-ACTCCCTGCGGGTGAAGTTCAAAGTACTATTCGGGTTTTTTTTTTAAAGTTTGGCTGGGT
-GCAGCGGCTCACGCCTGTAATCCAAGCACTTAGGGAAGCCAAGGTGGGCAGATCATGAAG
-TCAGGAGTTGAAGACCAGCCCGGTCAACATGGTGAAACCCCATTTCTACTAAAAATAAAA
-AATTAGCCGGGCCTGCTGGTGGATGCCTGTAGTCCCAGCTACTCGGGAGGCTAAGGCAGG
-AGAATCGCTTGAACCCAGGAGGTGGAGGTTGCAGGGAGCCGAGATCGCACCACTGCACTC
-CAGCCTGGGCGACAGAGCGAGATTCCGTCTCAAAAAGTAAAATAAAATAAAATAAAAAAT
-AAAAGTTTGATATATTCAGAATCAGGGAGGTCTGCTGGGTGCAGTTCATTTGAAAAATTC
-CTCAGCATTTTAGTGATCTGTATGGTCCCTCTATCTGTCAGGGTCCTAGCAGGAAATTGT
-TGCACTCTCAAAGGATTAAGCAGAAAGAGTTTAATGAAGGATCTCTTTCCAGGGTTAAGG
-GAACTGCTAGGGTTTGGATATTTGACCACTCCAAACTCATGTTGAAATGTGATCCCCATT
-GTTGGAGGTGGGGCCTAATGGGAGGTGTTTTGGTCCTGAGTGTGGACCTCTCACGAATGT
-CTTGGTGCCATCCAAGTGAGTTCTTGCTCGCTCTTTTTTTTCTTTTTGCGATGTAGTTTC
-ACTCTTGCTGCCCAGGTTGGAATGTAGTGGTGCGATCTTGGCTCACTGCAACATCCACCT
-CACGGGTTCAACCCATTCTCCTGTGTCAGCCTCCAGAGTAGCTAGGATTACAGGTGCCCA
-CCACTATGCCCAGCTAATTTTTGGTATTTTTAGTAGAGACGGGGTTTCACCATGTTGGCC
-AGGCTGGTCTCAAACTCCTGACCTCAGGTGATCCACCTGCCTCGGCCTCCCAAAGTGCTG
-GGATTACAGGCGTGAGCCACCGTGCCTACCTAGTTCTAGCTCTCTTAATTCCCACAAGAG
-CTGGTTGTTAACAAGAGCCTGGCACAAACCCCTCTCTCTCGCCACGTGATCTCTGCACAT
-GCCAGCTTCCCTTCCCCTTCTGTCATGAGTGGAAACAGCCTAACGCCCTCACCAGAAGCA
-AATGGTGGCACCATGCTTCTTGCACACCTTCAGAACTGTGAGCCAAATAAACCTCTCTTC
-TTTAAAATTATTCAGCCTCTGGTATTCCTTTATAACAACACACACACACACACACACACA
-TACACACACACGCAAAAGCAGACTAAAACAGGAACTAATTAGAAATGGTGATGCACCGAG
-GGATTGGCACCGAGGCTCCCCAACAGGAACTGAGGTCATGGATAGAAGGACACATTCATG
-TTATTTTTTTCTAATGGTTAAGTAATTATTTGCTCTTACTCTCAAAATTTCTGCCAAGGC
-CTCCCATGGACCAAACTCAACTAGAATCTAGGAAGCAGAGAACCTGAGTGTTGCATTCAG
-CAGAAGTCAGCTTCCTAGGGAATCTTGCAGGAAGGGTGAAGGTAGAGAATCTGGTGGGGA
-AGCAAGCAAATGCCCATCACATGCACTTTCCTCCAACAGAGCGACTCAGATGCTATAAAA
-CTTGCTAACACAGTCTCAGGGTCTGATCACAGTAACATACAATCCAGGTTTTAATCATCA
-GAAATCACAGTCCTATTGTCTTCTGCACAGACCCAAACACACTTGGAGGTCATGTTCAAT
-ATGAATACCTCACAGAGAAGGAAATTTACACGCGAGAAGTACATCTGCAGAAAGCCAGCT
-GGCATGTCAACCATTCAAAAACTCAGGGTGTTCTGGATAAAGAAGACTCAGGAAGACAAG
-TATGAAGCATAATCTGTGACATTCCATGCGGCAGACATTAGACATATACAAGAGAGTTGT
-TGGAAAGCGGAATTTATCTTCATATAAACAACACTGAGCTAAATCTCAATATTTCAGATC
-TCTAGAACTATCCATCAGTGAAATGGATTGCAAATACAAAGAGTAATACCATGTCACTTA
-AGAATACAATCATGGACGAGGCTGCCACCTGCTGTTGGGGGCCACTGCAGAAGAAATTCC
-AGAACACTGGACTGGAGAGCACCTCACTTTCCTTACAGCTCTAAGTTTCTGACTCAGTGA
-CCTGATTCACTACCATATACACAAAGACCCACTTACACAAATGACTGTTCTTCACACTAG
-GCCCATGGAGACAGGGATAAAATTCTGAATTTGCTCAGATACCTTCTCCGCTACTGACAT
-CTAGGCATTACACAATTCATCTCTTCATATTTAACCTTTGAAGTTTGCTACTTCTCAGAG
-AGACTAATGAGTAGTGAGCAAATATCCTGAAGTTGAGAATGCTTCTACCTCCTCTCAAAA
-CAACGGAATATTCATCAAAACACAACAGTTCTGCACTTAACTTTAGGCCTTTTCTAACAC
-CTTGTTTCTTGGCAGTAACTGTGGCCAGAATAGCTCTTTCCACAGATAAAGGACCTTTTG
-AAAGGATAGGGTCTCTAGATAGAAAAGCAAATGCCTCATTCCAGAAGGTCTTCAAGAAGA
-AAATGTTGTGGTGATAACAAACATAACTGATTATAATCTATTCTGTGAAAAAAGCTTATG
-AAACAGTAGATGTGTGTATCTAGTACATAAGAGCTGAATGTCAATATATATATAGATATA
-TACACACACTCAAATAAATAATAGTTATCTCTAACTAGAGAAATTCTAGTTGCCTTATAT
-TTTCTTCTTTTTCCTTACTATATTTTCTACAATAAACATGTGTTTTTAACAAGAAAAGTC
-TTTTCTGGTGTGCTTTTTAATTTTCTTTGTTTAAGTGAGAGTGAGGCTACATAACTACAT
-GGCTAGGTAGACTTTTAGAAAACTTGACTGCTCTAGAAAATTGACATATCCTGATTTCTT
-CCATAGCTTGGATCTTGACCTAGAGGGAAATATAAAAGTGTTGACTTGAACCTGAGGGGT
-GCCATTTTCACTGCTGAAGTAGTTTCATGGATCATGAATTGGAGAAATGACTTCAGCAAC
-ATGGGTGTTAAAAACAGAAAGCACAAGTGACCCACAACAGATGATGGAGAACAAAGAGCA
-AGCTGGGAAAGCAGTGGCCTTTAATACAGAAAAGAAGAAGTATAGCCACAATAAATATTA
-GGCAGACAGCAGTTCAGCAGTTTATACTATTAAGCTGTTGTTTAGGGGAATAGTAAACTG
-ACATGACCCTTGAGGTAGGTATATATAGGTAAATTCTATGTGTCCCTTGAAATAGGTGTA
-TGACACAACTTCTGGCATCTACATGGATTTGGTCACTCTAAAGTAGCCATGAGGCTTAAG
-ATAGTTCAGCTGTTTGGGGATAAGTTAAATCATTTGCCATTGTCTTTCTGCAATTTGCAT
-ATCCTACAGTTATCATTGCCATTACTGAATGGCACAGAGAAAAATTCTGGTCTAAAGTGG
-TTCTCAAACCTGGTTGCTGGAGGGCCACCCTCAGTGATGATGATTTAATCTGTAGAAGAG
-TAGAACATTGATAGTTTTTATATATCTCCAGGTAATTTTAATATATAACTGGGGTGAGAA
-TCATTGACGTAATTGTAAGAGGATAATATTCAGGAAATATGGAGATAAATAATTTTCTTC
-TCGACATTAAAAAAATCTAATAAAAAGTTTTATCTTTTCCCCTAACTCAGGGTCATCAGC
-CTTCAAGCTTCAGTCTCTGTGTGTTCACAGGTGCTGTAAACACACGCATCACTACTAATA
-TCCCACTTCAGTGCTATTGCTGCTCCCAAAACTCCAGGTATTTTTAACCTTATAAACCTC
-CAGAATAATGAGACCACTGGGTTCAGTAAATTGCTTTGTTTTGAAGCAGTATTAGACAAA
-GTGGGAGACTAGAAGATAAATCTGTCAATGACATGTCCTTTAAGACTACTTAGATTTTGT
-TGAATTTGTGGATCATTCCTTACTTGAGCAAATGGTAAATTAACTCTCTCTTTTCTCTCT
-CTCTCTAGCTGGCACACTTTTTCCAGTAGCCATTCTACTTGGTATGCTTACTTATCAGCT
-GTCCTCCAGGGGCCTCACATTAGATGTTTCTCTGACTAACCAAACATGACACACAGCTGA
-AGTCAGAAAAACCAGATTGATAATTTCACTCAAACTATTTTCCTTCATTCTAACAATTTA
-CTGGAGTACACAATTGTGACTATTTTTAGCCATAGGAACTCATAGAAAGACCAACTTCAT
-TAGACCTACAAAATCGAATTGTGTAACAGTATATGCAGTATGTGTAGGAATAAAAAGCAT
-TTCTCAAATATGCAGTACTGGATTTTGCAAAAGCACCTTACACTTAGCTATAAAGGAGTG
-GAAAACACAAAGATGAGTAACTGCACCTTTCAAAAGACTAGAGCTATACCAATAATACAA
-AGGTGTAAACAAATAATGATGAGATGACAAAGGCTGAGTGTTTTCTATTTGGAAGCTATG
-TTGTTGAGTTATTTATGTATATAATTTCATGCAATCTTCATGTTATGGGGATGTTCTAAT
-CCACTGTGACTCTGTCCTTAAATAAAAGGGAGATTTGGACATAGAGAGAGGCACACGGGG
-AGGATGCCATATGAGAATTGACACTGTGCTGTCACAAGCCAAGGAACTACTGGAAGGAGA
-GAAAGAGGACTGGAACAGTTCCTTCCTTAGCACCTTTTCAGGCAGCCTAGCCCTGCCAGC
-TTCTTGATCTGGACTTCTCACCTCTAGAATTGTGAGGCAATAAATCTCTGTTGCTTAAGT
-TACCCAGTTTGTGGTACCTTATTACAGGAGCCCTAGGAAAATAATTCATTATATAATCTG
-CTAAGGTAGATCTGATCATTGTCTCCAATTTCCATATGAAGAAACTATGCCTCAGGCATT
-GTGTCAGTTGTCCAAAATCATACATTCCTGACTCACTTCAATGAATTCCTCATTCAGCAA
-AATTTTTAAGGTACCTTAAAAAAATTATGTTAACTCTTAAGGCCTTGCTTTAAAGCTTCA
-ATGGGCTTTTCCTTTGCAAAGAATAAAATCCTAATACTTAAGCATAGCTCTCTTTCCTGG
-CTATGTTTCTGACATCCTCTTGTACCATGCTCCTCCTTAATCATTCTGAGGTTACATCTT
-AAGTCCTTTCCCCTTGCCATTCCCACTTCTTGGAATACTTTCCCATCAACTCTTCAAAGA
-ACTGCCTTCTTTAAGTATTTGGTCTCAGTTCAAATGTCACTTCCCTGTAAAAGCTTCCTG
-GCCATCAAGCCTTCTTTACACACTCTATTTTATTTTTTCATGGTTCCTATAACAACCTAA
-TATATTCTCAATTGATTAACTGTTTTGCTGACTACTGCCTTCCATAAGAATGGAAAGAAA
-ACGTGGCCAGGTGCAGTGGCTCACACCTGTAATCCCACCACTTCAGGAGGCTGAGGCAAC
-ATGGCAAAACCTTCTCTTCAAAAAATTTTTTAAAAGTTAGCTGGATGTTGTGGAGGCAAG
-AGGATCACTTGAGGATCACTTGAGTCCATGAGGTCAAGGCTGCAGTGAGTCATGTTTGCA
-CCACTGCACTCTAGCCTAGGTGACAGAGCTAGTCCCTATCAAAAAAAAAAAAAAAAAAAA
-AAGAATGGAGAGAATGCTACATGAGAGAAAGGATCTTATCTATCACGTTCACCTCCCAAG
-AGGTGAACATATCCCCCAAAGCCTGATAGAGAGAAGATGCTCATTAATATTTAATGCATG
-ACCATGTGCAGACTTGGGAGGAAAAATATGCCTCAGCCTATCAATATTGGATCCTTAATA
-AACAAGGATGTTTCTGCATCATTTCCCCACAACACCGAACAAGTGTGGCTCACTGTGGAT
-GTTTAAGCAAATGCATTGTTTTTCCAGTTATATATCTGGTAGAGATTAGGCCATTGATAG
-GAATGGGAAGACGATCTCCTTTTATTTTGATGACCCAGCATGGCTGAACACTCAGTGACT
-ACCACTGCACTTTGTTGTACTTTCAGCATTAGAGATGCCAGCCCTGTAGGATATAAAACA
-GGAACATCTAGTCCTCAATTATATTCAGAATTACTCAAGTCTTAGAAGCACCACTTGTCT
-TTTTTCAAGGGAGAGAAATGCTCAAGTGATGGGCTGAAGTGAAGGGAGGGAGTCACTCAC
-TTGAATGGTTCCCTTAGGCTGTGTGGATGCAAACAGCATTAGACAATGACACTGACAGTG
-GGAAATGCACTGGAGACGATGATTGGCAAAGCCCTCCTTTTCTCCCCATCCACTATAGAT
-ACTGACAGCAAAGGGTTTGTCACAATGACAACTATACACTCCCAATATCACAGAAGAAGG
-AGGAATAAAAGGGTATATTATGAGTGACTGAAATTTAGAATAAATTAATAAATATTATGT
-CCCTCATCCATAGAAACCACAAAGGTCTAGTAAGGCTAAGGATATAACAAGAAAATAATA
-TGAATATTTGCTTCCCCTTCCTAGTGTAATAGAGTAAGTTACAAATGGCTTCAGGAAGGG
-GAGAGAGGAAGAAGAGTGGATGAGATACGTAAGAGTGCTTGAGGGATAATTTTATGAAAG
-CTTTGGGAAGTTTTAAGAAAAAGAAAAGCTATTTTTCAAGGTACATGTGTGTATGCGTGT
-GTGTGTGTATGTGTGTGTGTGTGTGTGTGAAAGACAGAAGAAAGAGGGAGACCTAAGAAG
-ACTATGAGACACTAAGAGAAAAATTAAGGTAAAAAAGACACACACTTAGAAAAACACACA
-TAAGGAGGAGGGAGGAGGTTAAGACATTTTACTATGTGCTGTGAATGGAAACTACAAACC
-ATTTTTGATATATGCAATATATATACATATATACACACATATACATATGTATTTAAATAT
-TTAAATTACATTTTCTCTTTTTTTAGAGATATGGTTTCACTATGTCACTCTGCCCAGGCT
-GCAGTACAGTGGTTGTTCACAGTCATGATCATAGCACATTATAGCCTTGAACTCCTGGGC
-TCAAGCAACCCTCCTGTATTAGTCTCCCCAGTAGTTGGGATTACTAGCATATGCCACCAT
-GTCCACCTTTATGCTTTTTAAAGTGAAAAACCATACTAAGAATGAGGCAGCTCAACTTAA
-TAATAAAAACATTTCAAATGTAAAGAAATTTACAAAAGAAAAACAATCAACCCCATTAAA
-ATTGGGCAAAGGGAATGAACGGACACTTTTCAAAAGAATACATGCATGCAGCCAACAAAC
-ATACAAAAAAAAAGTTCAACATCACTGATCATTAGAGAAATGCAAATCAAAACCATAATG
-AGATACCATTTCACACCAGTCAGAATAGCTATCATTAAAAAGTCAAAAACTAACAGATGC
-TAGTGAGGCTATGGAGAAAAGGGAATGCTTATACACTGTTGTTGGGTGTGCAAATCAGTT
-CAATCATTGTGCAAGGAAAGTGATTCCTCAAAGAGCTAAAAGCAGAGCTACCATTCGACC
-CAGTAATCCCACTACTGGGTATATACCCAGATGAATATAAACCATTCTACCATAAAGACA
-CATGCATACAAATGTTCATTGCAGCACTGTTCACAATAGCAAAAGTATGGGATCAACCTA
-AATGCCCATCAATGACAGATTGGATAAAGAAAATGTGGTACATATACACCATGGAATACT
-ATGCCGCCATTAAAAAATGATATCATGTCTTTTGCTGGAATATGGATGGACCTTCTATTA
-TCCTTAGCAAACTAATGCAGGAACAGAAAACCAAATACAGCATACTCTCAGTTATAAGTG
-GGAGCTAAATGATGAGAACTCATGAACACAAAGAATAAAACAGACACTGGGGTCTACTTG
-AGGGTGGAGGGTGAGAAACGGAAGAGAAACAGAAAAGATAACTATTGGGTACTAGGTTTA
-ATACCTGGGTGATGAAATGATCTGTACAATAACCCCCTGTGACACCAGTCTACCTATGTA
-ACAAATGCCCCTAAACTTAAAATAAAAGTTAAAAAAAAAAGAAAATTAAAATCTCCTTAT
-CATCTACCTGGTAATATGAAAAACACATATCTTTCATTCATTCCTTTCAACTGATGAGGA
-AACTGAGGCATTGGGAGTTAGTAAAAGTCCACATTGAGATATGAGACCCACCACTGGCTG
-GACACAGTGGCTCACACCTGTAATCCCAGCACTTTGGGAGGCCGATGCTGGTGGATCACC
-TAAGGTCAGGAGTTCGGGACCAGGCTGGCCAACATGGTGAAACCCCCATCTCTACTAAAA
-ATACAAAAATTAGCTGGGTGTGGTGGCTGGCACCTGTAATACCAGCTACTAGGGAGGCTG
-AGGCAGGAGAATCGCTTGAACCCAGGAGGTGGAGTTTACAGTGAGCCAAAATCATGCCAT
-TGCACTCCAGCCTGGGCAACAAGAGCAAGACTCTGTCGGGGAAAAAAAAAAACAAAAAAA
-ACCACCACCATCATTTTGCAAGTGTTACCACTATTGTGTGTTAATATTGTAGAAGTATTC
-CTAATTATGATTTCTTTGTATTCCTAATTGTAATAGCTTTGTATTTGAAAAATTATTGAT
-TCATACTCTATATGTTATTATTTTGTATGCGATGACAACAGAATATATTATCATGCTCCT
-TTTGTGAATCTCATTCATAATATAAAGTATAAATTTGTGATTTTGCTTTAATTTGAAATA
-TTAATTTCAAATATGTTATCACAATTTGATACAAACTATTGACAGTAAATCTGTGGATTA
-AGTAATGTCTTAGTAGGTATTGGGAAAATTTGAAACTAGTAACATGGAGGACTATTGTCA
-TTGTTTATTTCAAAGCCAGTTAAAATTCTGCAAAGCAGTGTACATAAAAATAATTTCAAG
-AAATTTATAAAATACCGAGATTATGGTGTATAAACAACTTTAGATTCTTTGTTTAAGAAA
-TACTGCCAGTTTGTAATATATGCTTCATTCAAAGTAGCTAAGGGCTGTACCTGGCTAATA
-GTAGGCACCTAATATTTGTTGAAAAGGAATACTGAGTAGCTGGGACCTCCTGAGTAGCTG
-GGACCACACACATTTAACCTGTATTTATAAAATTACTGTTTAGAGAATAACATTTGATGG
-AATCATGCTTTTACTTTCTGCTTACGACTCAATTGTTTGTACTGACATTAACATCCCAAA
-TCCTTAGCATGGCCTACAAGGCCCTGAGCAATGTGGCACCTGCTGAAGCCTGCTGCCTCA
-TTTAATAACTCTTTGTCTCTTTCCCAGATCCAGCCACTCTAACATTTTTTAGCTCCTGGA
-CCAAGACAAGCTCTTCCCAGAACCTGAGCTTTGTACCTGTTCTTTATTCCTGGAGTATTT
-TTCCCCTGACAAATTACTTATCATCTATCATAATTCAGGTTAAATGGCACTAACTCAGGG
-AAGGCTTCCCTAACTGTCTCCCTTCTCCAACCAAATTAGGAACAATTATATGGCCACATA
-GTATCGAATCAAGTTTATAATTTTAAAATAATTGGGAGATTTTGTTGTTTAACACTTGTT
-TTCACTATAAGACTGTAATTACATGCAAGTAAGAACCATGCCTGTTTGTTCACTCCTGCC
-ACAGTCAGAATAGTGCCTGGAATATGCAGTAAGGGCTGAACAAGCACTAAATAAATGAAC
-AAGTGAATAAATGGATATTGTCTCATTTTCAGAACAGAGTACTAAATGGATCATGAACAC
-TATCTGGTATGTCACGTAGGTAATTTACAAGGGCTACAATTTCAGCTCAGATTTACCTTT
-TCCTGGATACAGGTCTTGATAGGTCTCTTGATGTCATTTCACTTCAGATTCTTCTTTAGA
-AAACTTGGACAATAGCATTTGCTGTCTTGTCCAAATTGTTACTAAGAATCAAGAGAGATA
-TCTGACATGAAATGACATTGGAAAACATTAAACACGATTGAAATAATGCTAGCCAATATG
-GTTACTATTAGAAACCAATTACATTTTCAACTTAAAAATAGTAATACTTATTGCAGACTC
-AAATGTGCTTATTCTAAAACAAGTAAATGTTTGCCTATGGTCTGAGATTCTAATCCACGG
-AGTTCATTCTAATCCACATTCAACACTATCATGTACCAGTGGGCCTCATAACCCACCTAG
-CCCTGTGATTTTTCAGGTTCACTTTTCTAAACTTGTGAATTAAATATTTATTTTCTTAGT
-TCAGAAGAGGAAAAAAACTCTTGTAATTGTTGCCCATTTCAGGAGAAATCTTGCATATGA
-AAACAAGAGATAAATATACACAACTGAGGGCTGTGGTTTAAACAAAATCTTGAGAATGTT
-TTTTGACCTTATACATTTGTGCTTTAGTATAACAAAATGATATAGACAAAGGTAACTTTT
-AATAGAACCAGTCACTAAATTAAAAAAATGACAAATTCTTCTGCTTAGCTAAGCAACAGA
-GAAGGTAAAATACTAATTCAATTCATCAATTTAAGCAATACTCATTAAGAGCCAAGTATG
-TGCTTACTGAATAAGCTGCTAAGGTTTGGTGGTTACAGAGTGTGCGGTGAAATGATGTCT
-ACATCACAGTCCAACATTCACAGAGTTTAAAAGCCTACCAAGAATCAAGACAGACACAAA
-TACCTAACATAGACGTTTGTATATGATAAGAGAGCCAGAGTACAATTTAGGAGAAGAAAT
-TGTATGGAAGGAAGGTTCATTTCCATTAGACCAGAAAAGACAGCACATTTGAAGGCCTGA
-ATAAGAAATATTCTGGATAAGATATTGTGGCTGCTACCAGAATGGCTCTTGATGATCTCT
-ACCTCTTGGTATTTATACCCTTATATAATCTCTTTCCTATAGTGTAAGCTGGTCCCAGGT
-ACTTGTTTCTATTGAATAGAATAGAACAAAAGAAATGAGATGCCACTTCTGAGATTAGAT
-TATAAGATACTGTGAATTTCTTCTTGTGTCCTCTCCCTCTCTCTCTTTCTCTTGCCCTCT
-CATTTGAATGAAGCCAACTGGCATGCTGTCAGTGGCCCAGTGTAAGTCCTGTTACAAGAA
-ATTGATGATTACCTGTAGCCAACCCTAAGTGAAGAACTGAGGTCCTCAGTCCTACAAATG
-GAGAGAAACTGAATCTAGCTAAGAACCATGTGAGTGAGCTGGGAAGAAGATCCACCCTCA
-GTTGAAATTTAAGATGACATATTGAGCAGACATACTGAGACACACTGAAAGTAAGAGAGC
-AGGAGGAAACAAAACCAGGGTCATACAAAGAACACAACTGATTTTGAGATTCTCACATAA
-GTATTACACCTTCAGTGAGCACGTGTACTAGAAATTTAAAAAATAAATAAAATAAACCTT
-CAAAGTGAGCTAGCAAATAAATTTCCCTATGGTCTCAGCTCTGAGTGGAGAGAGAAAATG
-TTCCCTGTGGAGTTTATAGCCAGAATCCAGCTCTCAAACAGGTTTCAGCCTGAACTCACA
-CAATCTGTGTGGCTTCCAAATTTGCAAGCTGAGAATTTAATTCAAAGTGGTCTCAGGTTG
-ATAGCAGTCCAAAATGCTAGGTAGGAAAAAAAATCCTCTCTGGACAAATAAATCATCAAA
-GCAAGCTCATAAGAGCAGGTTTCAAAGGTCATGAGCTTCTAACACACACACAAAAATCAC
-ACACACAAAATGGGGGTAGCAGCAACATGGGTAGCGTATTCAAACTTGAAAAGACTTTAA
-ATATTTGTATTATTAGATGTAGATTATGAAACACATATTTTAATGTGGTTAATTTTTTTA
-AGGAATCAAAACTATGAGTAAAGACCAAGAAAATTGTGCTGGATGGCCACTTCCACCATG
-GCTCCCCTCCTATTTAAGTCTGGGTACTGTGTCACCCGAAGTCTTCAGGCACATTGTTCC
-AGGTCTGGGTTTGCCTATGAAAGAAACTCATGAGAGCTGGAAATGAGGAGTGAAGAGGAG
-GTCTTCAAATAAAGCAGGCTTAAGGATTAGACATAGCAGGTTTGACAGATGTGATGGCTT
-GCAGAATCCTTTATGAGCTCCCACTGTCCATCTGGATAAGATTTACAGACCTTTCAGAAA
-TTCCTATAAGCTTGGGTTCTGTGCCCACACTCTAGACTGTCAGGCTAAGATCTCTGATAT
-AAAACAGACCTCTTCTGATTTTGTCTAGCTGCTTTTCTAATATCTATTCACCAAGCTCTT
-CCAATAATAGCATAAGGCCCTAATTAATATTAAACTTTTATCATTATAATACATAGGATG
-TCTTCTGTTTTCCTGATCAAATTCTGACTACTATTAAAATATAAAGAATTGTCCAGAAAT
-ATATAAAAAAAGAATCACACATTGGTCTTCTTTAAATGAAAATATAACAATTGTATGGAC
-TAGGATGATTACAGTTGTTCAGTTCTGACTGTTATTTGAAGAAAAAAGCAATAAGAAGCC
-TCAGCAACTTAACAGAAGGAGCTGCCATTTACTAGGAGAAAAGATTGTGGATGAGAGTGT
-AGCAAAGGTCAGAATTCTGTGAAGCTTGAGATGTTTATTATAATGAATTATCTTTTATAC
-TCACTACAATTTCCTAACAATTTTGGGGTTTATATTTTTGAAAGAGATATACCTTTAATT
-TTCTTTCTTTGTACTATTGTTAGGTAACTTTGATGTGCAGATTATACTACAGTGAAAGTT
-GCCAATGACAAGGCAAAGTCACTTACATCAGACCCAAAGCAAAGTGGAGCCGGGTCATGA
-AAAAGGGGATCTTGTGTGTCTGTCCACGATAAGCACTATCACAAGGACTTTCCATAAACT
-CACAAGAAATTTCTGCCCACCCAGCACACTCTGTTTGTCCAGCTCATCCTGTAGGTGTCT
-CTATAATAGGACCTATCATAAAAAATTCCTCAAGACTGCAGCATTTCAGATAAGCCACCC
-TCACAAGAACACTTGCCTAGCAATGGCTGTTTCTGCCAGTAAGTTAACACCAGCTCCTGC
-ATCAGACCCTGTGACCAATGATGTTTGTTTCAAAACAGCTTGCATGGACTTCTTTTTGTC
-TTTACATATTTTCCTTACCTCAACCTCTTGGGATGCACCTATGATTGATCATAGCACAAA
-TATCTCAGATTATAATCCTTGTTTATTTCCAAATAAATTTATTTCTTTGGAGATCCACTT
-TTTCTGTTATTATACATTGACATTGTTATTATGAAATTGGTTGGGTGATGTGTCTTATTT
-TCTTGTCTCCAGAAGAATTTCTGTAACAGTGCAATTAAACGTTCTTTGCATGTTTGCTAG
-AACTCACCTGTAAAATTGTCTGAGCAACCAAAGCCTGGTTTTTGTGTTTAGTTTTTCTTT
-TGTGATTGGGGAGGGGGGTTTATCGTACTGATTCAAGGTGTGAAGGTAACATCATTTTGA
-TTTTATACATCTTCTTCAGTCCATTTAAGCATGTTACATAGCGTTGTTTGTTCTTTTCAT
-GATATTCTTTACAGTAGTCTCCTAAATGTTCCCTCTGCTTCTGCCATGAGCCCCTACAAT
-CTATTTCAACTCAGAAGCTATAGAGTTTGTTTAAAACATGTAACATATTATGCCACCTTT
-CTTACTGTAAAACATCCCATGGTTTCTCGTAGTATTTATAGTAAAAGTGAAATTTTTATG
-ATGGCTTGAGAAACTTTTCCCATTAGATGCCCAAGTGCTGGTCTGGTCTGATCTTCTCAT
-CTTCCCTTGGGTGATTCTGTGGCAGTCACACTAGCCTCCTTGCTGCTCCACAAAAACTCC
-AGCATGATCCTACTTCAGGATATTTGCCATTGTTACTGCATCTGCCTGGAACCTTTTCTC
-CCATATAAACATAGAGATTGCTCTTGCCTGTCCTTCAAGTCTATTCTTAAATGTCCCATT
-CTCTGTGAAGCTTTCCTGCCCACCCTATTTAAATTACAGACTTCACTCCCAATTCCCCAT
-CTACTTTAAGAGTCTTCATTTATCATTCCTTGACAAACTGTAAATATACATGTTCACTTT
-TTTATCGTCTGTCTCCAAATACTGGAATGTTAAGTTCTGTAATGTCAGATATTTCTGTTT
-GGTTCACTGGTGTATTCTTAAAGCATGTTACATACTAGGTATACTCAATGAATATTTGTT
-GAATAAATATCACATTGGGCTTATTCCAGAAATTCAAGCTTGTTTCAATAGTTAGAGCAA
-TCTACAAATGTAATTCCTTACATTAACTAATTAAAGGAGCTAAATCACATCACCACCACA
-ATAATGCAGAAAACCACATTTGATACAACTCAATATTCATGTCTGCCTAACAAACATCTC
-ATGATACTAGGAAAAGAGGAAGGGATATATTATTTTCATGTATAAAGCACTAACCATTGT
-AGCATGCCAATATACTCAAAATTCAATGAAATTCCTATCAAAATCTTAGCATTCCTCTTA
-GTCCTCAACAAAGCATTTCTAAAATGTGTATAGAAGACCAAAGGGCCAAAAGAGTCAACT
-TCTGAAGAAGCGCAAAAAGAAAGTTGAGGAAATCTTAAAACATGTTATTGAGCTTAAAGT
-TGCAAAAATAAACTCATGTACCATAATTCATGAGTAGAAAAATAGACTAGTGGAATAACA
-TAAAAATAAAAACAATGCTTACATAAAATGTTGTAACTGATTTGGATGTCATTAGAAATC
-AGTAAGTAAATAGATGGACAATGTAATGAAAGATGCTAGGCAAATAATGTGGTAGGGAGA
-ATAATGGCCCTCAAAGATGCCCATGCCTAACCCTGGAACCTGTGAATATGTTACACTGAA
-TGCAATAAAGGCTTATCAGATGTGATTAAGGATGCAAACCGAGATGGAGAGATCTTCCTG
-GGTTACCCAGATGGGCCCAGTCTAATCACATGAGTTCTTAAAAATGGAGAACCTTTCTTA
-GCTGAGTCCAGAGAGAGATGTGACAATGAAAGAATGGTCAGAGAAATGTGACATTGCCAG
-CTTTAAAAAGAGAGAGGAGAGGCAATGAGAAAAGGAATGCTGATGTTCTCTAGAAGATAG
-AAAAGGCCAGGATATGGATTCTACCCTAGCCACCATAAAGAAACATGCCTGTCGACAACT
-TGATTTTAGTTCACTAAAATTCATGCCTGATTTCTGACTTGTGTACACTGTAAGATGACA
-AGTTTGTGTTATTTTAGGTCACTTAGTTTGTAGAAATTTGTTACAGCAGTAATAGAACAA
-GTGGTTATCCATATGAGGCAAATTAGATTGGATACCTATCTCCAATAGAAATCAATTCAA
-GGTGAATTCCAGGAAAATACTTAAAACATTTAGATTAAAAATAAATGAGAATTTTTGTTA
-CTTTTGGTAGGTCATAGAACCAAGAAAAACAAACATTAAGGAGGAAAAATGAACATATGA
-CTACATCAAAATATAAAGCTTCTCTATTTGGAAGATATCATAAGGTGACAAATCATAAAC
-TGTAATATTTACAACATATATATAAGTGAATAAATATACATTTAGAATATATATGAACTC
-CCAAAAATCAACAGGAAAAATAAGACATAGAACAAGCAAAATGCATAAACAAAAGAAGGC
-AAAACAAAAATAATGACTCATAATTATATGAAAAGAAGCTCATCTTCATAGATGAGCAGA
-TAAATGCAAATTAAAACCACCCTGAGATGCTTTTTACATCCATGAGCCTGATAAAAGTTA
-GAGTCTAAAAGTAATAATTAACAAAGATGGGAAGTAACAGAAAATCTTGTCCGTTACTGG
-TTAAAGTATAAACTGATACAGCTACTTTATAGAATATTACATTATAGAATAAAGTTGTGA
-GTATGTATATGCAGTGACTCAGCATATTCATTGCTAGTATGTACTCAAGAGAAACTTACA
-GGAGTGGACTAGGAAGTAAATACAAAATGATTACAACATTGTTTGTTATATCAAAAAATA
-AAAAAGACACCCAATTTTCCAGCAAAAAAAATAAGTAAAAATAAATCCTGTTGTATTCTA
-ACAATGGAATAATATATAGCCATTAAAATAAATCAACTATTACTGTACATATGAATGTAA
-GTATCAGCAAAACATATTGTTTAGTGAAAAACTAAGAAGCTGAAGAAGAATATATACAAT
-ATGGTTACATTTATATGAAGTCCAAAAACTTGCAAAATAAAGAAATGTATTTAGAAATAG
-ATTCACATGTGAGAAAACTAGAAGAAAATTAATGAAAGGATAAGAGGGATAGCAGTAATT
-CTGAGTAGTTGAGGGAATTTCAATTGGAAAAAAATAATATCATATTCTTTAAGTCAGGTA
-GTGGGTATTAGCATTTGTTTTACCATCGTTCTTTATTCTTATAGCTACACTATATATTTT
-CAATGTATTTAATGTATTTTTTGCATAATTAAATATTATGCAATAAAAATGAGAAAACAA
-AAAAGTAGAAAATGATAAATTACAATAAAGAAATGGAGAAAAAATTATAATCTAGTTGAG
-TAATGGTATATTACATAGCTATTTTCTTAAGTAGATGTATGTACATGATGTATGCACGAT
-TGTACATACATGTTCTTAATTATATATAAATATATATGTACATATTTTTAATATAAAATA
-CTAAACAAAGTACACCAAAATATTAGCTCCTATGTTAGTGAGATAATGTTTTGTTTTTTT
-GTATTTTAAGTTTTACATAGTAGGTGTATTTTTCTGTTTTCATACTGCTATAAAGAACTG
-CCCAAGACTGGGTAACTTATAAAGGAAAGAAGTTTAATTGGCTCACAGTTCAGCACAGCT
-TGGGAGGCCTCAGGAAATCTACAATCATGGCGGAAGACAAAGAGGAAGCAAGCCAGCTTC
-TTCGCAAGGCAGCATGAAGAAGTGCCGAGCAAAGGGGAAAGAATCCCTTATAAAACCATC
-AAATCTCGTGAGAACTCACTATCACAAGAACAGCACAGGGGAAACTGCCCCCATGATTCA
-ATTACCTCCACCTGGTCTCTCCCTTGACCTGTGGGGATTATGGGGGCTATGGGGATTACA
-ATTCAAGACGAGATTCAGGTGGGGATACAAAGCCTAACCATATCAGTAGGCATGTATTGA
-ATTTTAAACTCAGAGAAAAATACTAGTGTTTTTATAGGATTCTTACTAAAGAAAAACCAG
-AAAGTAATAAACCATCTACGCTAAGACATAAAATTCAGTTGTTTAGTTACAAGATAGAAT
-GTGGCCTTGTAAGAAAGCAAATTAACTTCTAACATACAAAGCCTTAGAGAAGATTCAAGT
-GACTGACGGATCTTAAACAGAGCTATTATTACAACTTGAACTGCAGTAAAATATCCTCAG
-CAACATAGATGTGTGTGTTTCACTAGTCAGAGCAATACAAATTTAATGAAACTCCATTGG
-TGGTGTTTTTAATCAGACAATTTCTGAAGATGTCCTGGCTTATTCACAGATGCAAGCCAA
-ATCTCTAGAAGAGTACCATAATAAGAAAAAAAAGAATACAGGCAATTGAGAGCTGTTCCA
-AAGTTTAGGGAGTTTTTGTAAGGAATTAATTAATAAAAATGTTCTTGAAAGAGAGAAATT
-AATATGCAGTTCATACTGCCAGAATTGCAGGCAATTTATCAAAGTCCCCTAATCCTCCAA
-AATCGCTATTTTTTTTTTGACACACACTTTACAGTACAGAAGAAAATGTCTCCGGCAATA
-AATCACAAAGTTAAAATTACCTAGTCTACAATTAACTACACAGTGATGGTAAATCATTTT
-CTACCAAAAGAAAGAAATGTCTTGTCTATTCAGGTTCTGCTCTACTTAAAAGTTTTCCTT
-GTTGGCGAGCAAGTGGTTAGAAAATCATATTTTATACGTACATTCAGCTTAACTATCATT
-CAGCTCAGGAAGATGACTCAGGGCCTTATCCATACCTTCAAGTTTGCTCTTAGCAAGTAA
-TTGTTTCAGTATCTATATCAAAAATGGCTTAAGCCTGCAACATGTTTCTGAATGATTAAC
-AAGGTGATAGTCAGTTCTTCATTGAATCCTGGATGCTTTATTTTTCTTAATAAGAGGAAT
-TCATATGGATCAGCTAGAAAAAAATTAAGAGGAAAATCACATGGAAAGTTATATATCTAT
-TATATATAATATTATATATCTATTATATATTATATATTGTATATCTATTACATATATAAT
-ATTATATATGTATTATATATATTATATATTAATCTATTATATATATAATATTATATATTA
-TATATCATTTCCAAATTCCCCAGCGTTCATATTTGTCAGTGCAAGTAAAGAGCCTTACTG
-CTGATGAGGTTTGAGGTATGACCATTTGGCCAGAATTTATGAACTCTACATGTCGCTTGA
-TGTGTGCCTCAGGGTATACTTTTTTTTTTTTTTTGAGACGGAGTCTTGCTCTGTCGCCCA
-GGCTGGAGTGCAGCGGTGCGATCTCAGCTCACCGCAAGCTCCGTCTCCCGGGTTCACGCC
-ATTCTCCTGCCTGAGCCTCCTGAGTAGCTGGGACTACAGGCGCCCGCATCCAGCTGGATN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
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-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNGATCTACCATGAAAGACTTGTGAATCCAGGAAGAGAGACTG
-ACTGGGCAACATGTTATTCAGGTACAAAAAGATTTGGACTGTAACTTAAAAATGATCAAA
-TTATGTTTCCCATGCATCAGGTGCAATGGGAAGCTCTTCTGGAGAGTGAGAGAAGCTTCC
-AGTTAAGGTGACATTGAAGCCAAGTCCTGAAAGATGAGGAAGAGTTGTATGAGAGTGGGG
-AGGGAAGGGGGAGGTGGAGGGATGGGGAATGGGCCGGGATGGGATAGCGCAAACTGCCCG
-GGAAGGGAAACCAGCACTGTACAGACCTGAACAACGAAGATGGCATATTTTGTTCAGGGA
-ATGGTGAATTAAGTGTGGCAGGAATGCTTTGTAGACACAGTAATTTGCTTGTATGGAATT
-TTGCCTGAGAGACCTCATTGCAGTTTCTGATTTTTTGATGTCTTCATCCATCACTGTCCT
-TGTCAAATAGTTTGGAACAGGTATAATGATCACAATAACCCCAAGCATAATATTTCGTTA
-ATTCTCACAGAATCACATATAGGTGCCACAGTTATCCCCATTTTATGAATGGAGTGATGA
-AAACCTTAGGAATAATGAATGATTTGCGCAGGCTCACCTGGATATTAAGACTGAGTCAAA
-TGTTGGGTCTGGTCTGACTTTAATGTTTGCTTTGTTCATGAGCACCACATATTGCCTCTC
-CTATGCAGTTAAGCAGGTAGGTGACAGAAAAGCCCATGTTTGTCTCTACTCACACACTTC
-CGACTGAATGTATGTATGGAGTTTCTACACCAGATTCTTCAGTGCTCTGGATATTAACTG
-GGTATCCCATGACTTTATTCTGACACTACCTGGAGTTAGCACAGACCCCACAAGTTAGGG
-GCTCAGTCCCACGAGGCCATCCTCACTTCAGATGACAATGGCAAGTCCTAAGTTGTCACC
-ATACTTTTGACCAACCTGTTACCAATCGGGGGTTCCCGTAACTGTCTTCTTGGGTTTAAT
-AATTTGCTAGAACAGTTTACGGAACTCAGAAAAACAGTTTATTTTCTTTTTTTCTGAGAG
-AGAGGGTCTTATTTTGTTGCCCAGGCTGGTGTGCAATGGTGCAGTCATAGCTCATTGCAG
-CCTTGATTGTCTGGGTTCCAGTGGTTCTCCCACCTCAGCCTCCCTAGTAGCTGAGACTAC
-ATGCCTGCACCACCACATCTGGCTAGTTTCTTTTATTTTTTGTATAGATGGGGTCTTGTT
-GTGTTGGCCAGGCTGGCCACAAATTCCTGGTCTCAAGTGATCCTCCCACCTCAGCCTCTG
-AAAGTGCTGGGATTACAGATGTGAGCCACCACATCTGGCCAGTTCATTTCCTATTACTGG
-TTCATTGTGAAGGATACATCTCAGAAACAGTCAATGAAAGAGACGTGCATGCTGGATGCA
-GTGGCTCATGCCTGTAATCTCAGCACTTTGGGAGGCCAAGGTGGGAGGATCGCTTAAACT
-CAGGAGTTTGAGACCAGCCTGGGCAACATGGTGAAAACCTGTCTCTATAAAAAATTAAAA
-AATAATAATAATAACTGGTGTGGTGTTGTGCACCTAGAGTTCCAACTACTAGGGAAGCTG
-AGATGAGAGGATACCTTGAGCTGGGGACTGGGGAGGCTTAGGTTACAGTAAGCTGAGATT
-GTGCCACTGCACTCCAGCTTGGACAAAAGAGCCTGATCCTGTCTCAAAAAAAAGAAAGAT
-ACCCAGGGCAAGTTAAGTTCGGAGGGGCACAGAGCTCCCATGCCCTCTGTTGAACATGCG
-ACCCTCCCAGCATCTCCTGTGTCCAGCAACCCTGAAAGCTCTGCAAACCCCTTTCAGGGT
-GTTTATGGAGGCTTTATTATGCAAGCATGATTGATAAAACCTTTGGCTGTTGGTGATTAA
-GTCAGTCTCCAGCCCCTCTTCCCCCTGGAGTTCAGTGCATGAGGCTGAAAGTTCCAAGCC
-TCTTACCATGTGGTTGCATGGTAATCAGCCCTCCTCTTGAAGAAATTTAGGAGCTTGCAG
-TCACCCAGTCATCTCAACAACATCCCCAAATGCATTCTTACCATGCTGGAGATCCCAAAG
-TTCTTAGAGGCTCTTGTGTTAGAAACCTGGGACCAAGATCAAATATTAAAACAAAAGATG
-CTCCTGTCACATCTATCACTGAGGTCTTTGTAAGAGCTTTAGAAGCTCTGTGCCAGGAAC
-CAGGGACAGAGATTAAATATATATTTCTTTTCTTTTTTTTGAGACAGAATCTCCCTGTGC
-CATCCAGGCTGGAGTGCAGTGATGTGATCATAGCTCACTATAGCTTTGGCCTTCTGAGAT
-CAAGCAATCCTCCCATCTCAACCTCCCAAGTAGCTAGGACTACACATGCATGTCACCCAT
-GCCCAGATCATTTTTGTAGAGTCAGAGTTTCACCGTGGTGGCCAGGTTGGCCATGTTGGC
-CAGATGGGGTCTTCTTTTGTTGCCCAGGCTGGCCACAAATTCCTGGGCTCAAGTGATCCT
-CCCACCTCGTCCTTGTAGAGATGAGATTTAGTTACGTCGTCCAGGCTGATCTCAAACTCC
-TGGGCTAAATCGATTGTCTCACCTCAGCCTCTCAAGTATGTTATGAAGGTTATATGTTAG
-GAAGGGTCCCAGGAGGTAGACCCACACAGATGGGATTTGGGCATAGGTTTGGTTTCCCAG
-GGGGCAGTGCTGAGCTCTTTGCCAGTGGGAAATGGGATGCTGGTGATTTCCAGTAGGTGA
-CCTCACAGTGACTCAAGCTACCACTTACTGTTGATTGTGACGAAATGCCAGCTGAGGCAC
-ATGCCTTGGGAGCTAAGTGGTTGCTGCCCTTGACCACTGTGAAGACTGGTGTGGGAAGGG
-TCGTTTTGGATGCACTTGAGCAGGGGTCCCCAACCCCTGAGCCATGGAGCCGCAAGGAGC
-CACACAGCAGGAGGTGAGCGGTGTCGAGTGAGGGAGTGAGGGAAGCTTCGTCTGTATTTA
-CAGCCACTCCCCTTTGCTCACATTCCCACCTGAGCTCCACCTTCTCAGATGAGCAGCAGC
-GTTAGATTCTCATAGGAGAACGCACCCTGTTGTGAACCGTGCATGTGAGGGATCTAGGTT
-GCGCTGTCCTTATGAGAGTCTAATACCTATTGATCTGTCACTTTCTCCCATCACGCTCAG
-GTGGGAACATCCAGTTGCGGGAAAACAAGCTTAACACGCCCACTGATTCTACATTATGGT
-GAGTTCTATAATTATTTTATTATATATCACAGTGTAATAATGGAAATAAAGTGCCTAATA
-AATGCAAATGTGCTTACATCTTTTGGCCCAGCTCCTACCTCCCGGCAGCCTCTCCAGGCC
-CAGAACTTTCTCCAGTCAGCCTCTACAGACCAAGCTCATGACTCACAATGGCCTATTTAG
-GCCCATACCCTACGTCACGGCAGCCTCCGCAGATGAGCCTACTGCCTCACAACAGCCTCC
-ACAGGCACAGCTCCATCGTTACAATGGCCTCTTTAGACCCAGCTCCTGCCTCCCAGCCTT
-CTCTCCAGGCTCTGAACTTTCTCAGTAAGTTCAGGTAGCTGGGACTGTAGGTATACATGA
-TGATACTTGGCTAATTTTTAAATTGTTTTGTAGACACGGGGTCTCACTTTGTTGGCCAGG
-CTGGTGTCAAACTAATGGCCTCAAGTGACCCTTCCACCCCTGCCTCCCATCCTCGAGGCA
-TGTGCCACCACAAGGAGCACTTGTTCAATTTTCTAAAAAAAAAATGTCTAAAGTAAGGCT
-GTGGGATGATGGCAGGAAGATAAAAGAAAAACAGAAGAATAAGTTAAAATGACTTATTCA
-CACATATTCTTTTGACAGCAAGAAGAACTTTTAGTATGTACATTCCTTACAAACAAACAA
-AAGGCAGATAAACAATGTTGTATAGGAACTTCAACACACACTGTACAATATTCCCACTTT
-GCTGACATAAGTTATGGAAATTTCATGGTTTACTTGAGTGTCGCTACCAGTATTTTGCTT
-CTCTGATGATTTTTATCAACTTCCTCATCTGTTAACTTCTCTCCAAGGTATGTCATGTCA
-CGACATACTGCCGCTGCACGAACATGGCCAGTGTCTTCCTATTCAACATGTAGAATGCTT
-TCCTAATTTCTCTTTTTACTCTCTGTCTTTGTGTTCTGCATTTTCCTTACTTTTATTGTC
-AGAAACTCCAGAAAGTCAATCGTACTAATTTATCACGATTTGCTTTATTAATTTATACTT
-TGCTTATATGGAATTTTGCCCAGCAGACCTCATTACAATTTCTAACCTGTTTTATTTTGT
-TTTTTTTTCTGAGACAGGGTCTCCCTCTGTTGTCCAAGGCTGGAGTGTAGTAGTGCTATC
-GCAGCTGACTGCAGCCTCAACCTTCCAGGCTGAAGCGATCCTCCCACCTCAACCTCCCAC
-GTGGCTGAGACTACAGGTGCTTGCCACTATGCCCAACTAACATTTGGAATTTTCGTATAC
-GTGGATTCCAGAGGGGTGACAGCGAAACGTGAGTAAGCATGGATTTTGGTATATGCAGAG
-ATGGGGGGCTGGAACTAATTCTGTATACTGAGGGACGACGACTATATGTTTTTACAATTA
-TGCTGTGGGATACATACTGTTGCATAGCCTTGAAAATAATAACTTTTAATTGAGTGGAAT
-AAGAATAATATTGATAAAAGTAGCAGCTGGCCAGGTGTGGTGGCTCACACTGGTAATCGC
-AACACTTTGGGAGGCTGAGGCAGGAGGATGGCTTGAGGCCAAGAGTTTGCGATAGGCCTT
-GGAAACAAAGGGGGAGTCACCATCCCTACAGAAAAATACATGAATTAGCCTAGTGTGGTG
-GCATGTTCCTGTAGTCCCAGCTACTTGGGAGGCTGAGGTGGGAGGATCACTTGAGCCCAG
-GGAGGCTGAGACTGCAGTGAGTCATGATCAGGCCTCTGCACTCCAGCCTGGGTGACAGAG
-TGAGACCCTGTCTCAAAACAACAAAAAAGTAGCAGCTAACATCAACTGACCTTTTACCAG
-GTGCCTATTGATACCATAGTTTAATTTCTTATAACTGTTTCTTATTTCACTTACCAACTC
-TGTCTTCAGTTACTCCCAGATTTTTACTGTGTGTGTACAGATGACCTTTTGTTTAGATTG
-AATTGTCTCCCCAGAAGTAAGATTACTGTGAGTCATGGTGAATGGACATTCTCCTTACCC
-TTGATGTAAATTGACAGGGTTTTGGGTGCCTCCCAGCTATAATCTTAGCACTTTGGGAGG
-CTAAGAGAGGAGGATTGCTTGAGGCCAAGAGTTGGAGGAGGCAGTATGGCAGTATGGTGA
-GACCCTGTCTCCATTATTTTAAAAAATTGACAGGCTTTACCCGGGAAGGCTTATACACAA
-TTTAAACACCCCTCATAGTATAAGAAGGTGCCCATTTCACTGCACCTTTGCCAGCACAGG
-GTATTATAATTTAGTAAGTCATTTTTTGTTTGATTATTTTACATAGACAAAAGAACTCAT
-ATTACTTTACTTGTCACATTTCAACATCTTTCCTCAGCTTATTAGCTCTATTTCTTTTCT
-GTCTGTAAATGGTTGTTGCTGTTTTGGTCTTTGAGACAGGGTCTTGCTCTGTCACCAGGC
-TGGACTGTAGTGGCATAATCATGCCTCACTGCAGCCTTGACCTCCCAGGCTCAAACTTCA
-GCATTCCGAGTAGCTGGGACTACAAGTGTGCACCACCACCCCCAGCTAACTTTTTTCTTC
-TTTTGGATAGAGACAGGGTCTCACTCTGTTGTCCAGACCGGTCTCTAGCTCCTGGCCTTA
-AGCAATCCTCCTGCATTAGCTTCTGAAATTACTGGAATTTCAGGCATGAGCCACCATGCC
-TGGCCTGGGCTAGTCCCATATTCTCTAGAGTTCTCTTTACTCTGTGCTAGCCAATCTCTC
-ATTATGCTGTTCACCTGTTATAATGAATAATTCTCTGTATTAAATTTTACCACTTTAAAC
-TTTTGAGTGGTTTATGCTTCCTGATTGGACTCTGACTAATATGTTAGGAAGGGTCCCAGG
-AGGTAAACCCACACAGATGGGATTTGGGCATAGGTTTGGTTTCCCAGGGGGCAGTGCTGA
-GCTCTTTGCCAGTGGGAAATGGGGTGCTGGTGATTTCCAGTAGGTGACCTCACAGTGACT
-CAAGCTACCACTTACTGTTGATTGTGACGAAATGCCAGCTGAGGCACATGCCTTGGGAGC
-TAAGTGGTTGCTGCCCTTGACCACTGTGAAGACTGGTGTGGGAAGGGTCGCTTTGGATGC
-ACTTGAGCAGGGGTCCCCAACCCCTGAGCCATGGAGCCGCAAGGAGCCACACAGCAGGAG
-GTGAGCGGTGTCGAGTGAGGGAGTGAGGGAAGCTTCGTCTGTATTTAGAGCCACTCCCCT
-TTGCTCACATTCCCGCCTGAGCTCCACCTTCTCAGATGAGCAGCAGCATTAGATGCTCAT
-AGGAGAACGCACCCTGTTGTGAACCGTGCATGTGAGGGATCGAGGTTGCGCTGTCCTTAT
-GAGAATCTAATACCTATTGATCTGTCACTTTCTCCCATCACGCTCAGGTGGGACCATCCA
-GTTGCAGGAAAACAAGCTTAACACGCCCACTAATTCTACATTATGGTGAGTTCTATAATT
-ATTTTATTATATATTACAGTGTAATAATGGAAATAAAGTGCCTAATAAATGCAAATGTGC
-TTACATCTTTTGGCCCAGCTCCTACCTCCCGGCAGCCTCTCCAGGCCCAGAACTTTCTCC
-AGTCAGCCTCTACAGACCAAGCTCATGACTCACAATGGCCTATTTAGGCCCATACCCTAC
-GTCACGGCAGCCTCCGCAGATGAGGCTACTGCCTCACAACAGCCTCCACAGGCACAGCTC
-CATCGTTACAATGGCCTCTTTAGACCCAGCTCCTGCCTCCCAGCCTTCTCTCCAGGCCCT
-GAACTTTCTCAAGTCGACCTCACCAGGCCCAGCTCATGCTTCTTTGCAGCCTCTCCAGGC
-CCAGCTCCTGCATCTTGGTGGCCCCTCCAGGCCCAGCCTCTGCCTCCCGTCGGCCTCTGC
-AGTCCCAACGTCTGCCTCACAGCAGATTCTTCACGCCCAGCATCTACCTCACTGTGGACC
-CCCCAAGCCAAGCTCCCAACCTTTCAGCAGCTTCTACACACCCAGCTCCTGCCACCCAGT
-GGCCTCTTTAGGCCAAGCTCATGCTTCACAAGGGCCTTTCCAGGCCCAACTTTTGTCTCA
-TGGCAACCTTCCCTGGCCAGATTCCTGCCTGTCTCCCAGCAGCCTAGACAGGCCCAGGTC
-TTGCCTCACACTGGCCTCTCTACATCCAGCTTATGCCTCACGGTGGCCTCTCCAGGCCCA
-ACTCCTGTCCCAGGACGTCATCTCCGGGCCCAAAACTTACTCAAGTTAGACTCTCTAGTC
-CCAACTGCTGCCTCCTGGTGGCCTATGAAGGCCCAAAATCTCCTCAAGTTGACCTGTCCA
-GGCCCAGCTCCTGCCTCCTGTCAGCGTCTACAGGCCCAACCTCTGCCTCATGGGGGCTTC
-TCCAGGCCCACCTCTTCCTCTTGGCTGGGTCTACAGGCACAACTGCTGCCTCACAACAGC
-CTTTTTTGGCCCAGTTCCTGTCCAGCTCATGGCGGCCAATGTAGGCCCAAAACTTCCTCA
-AGTCAAACTCTCCAGGCCCACCTTCTGCTTCCCGGTGGCATCAACAGGCCCAGCTTTGAC
-TTGAGAACAGCCTCTGCAGGCCCTGCTCTTGCCTCCCAGGGGCTTTTTCCAGGCCCAGCT
-CTTGCCTCATGGCAGCTGCCCCAGGCCAAATTTCTGCCTGCCTGCCAGCAGCCTCAACAG
-GCACAGCTCCTCCCTCACAGTGGCCCATTTAGGCCCAACTCATGACTGTGAGGCCATTTC
-CAGGCCTAGTGCCTGCCTCGTGGCTGACTCTTGAAGCCCAAAACTTCCTCAAATCAGGCT
-TTTGCCCAACTTCTGTCTACTGTCGGACTCTACAGGTCAGCCTCTGCCTCACAGTGGACC
-CTCCAGACCCAGATGGTGTCTCACTGTGGCATCCTCAGGCGAAGCTCCTGCCTTTCGGCA
-GCCTCTCCAGGCCCAGCTCCTCCTGCCTCCCAGTGGCCTCTTTCGGCCCAGCCCAGCTCA
-TGCCTCCCGGCGGCCTTCCCAAGCCCCGCTTTTGACTTTCGGTGGCCTCTGCAGGCCTCG
-ACAAGGCCCAGCCTCCTGCCTCCCGAAGGCCTGCACAGGCCCAGCCTCTGCCTCACAGCG
-GACTCTCCACGCCCAGCTAGCTGTTGCTTCACTGCGGCCTCCCGAGTCCAAAGCTCCTGC
-CTCTCGGCCGCTTCGGCAGGCCCAGCTCCCGCCTGCCAGTGGCCTCTTCAGGCCCATGGG
-GCTCATTCCTGACAACGGCCTTTCCAGGCCCAGTTTTTCCCTTCCGGCGGCCTCTCCGGG
-CCCAGAACCTCCTCAAGTCGGCCTCTCCAGACCCACTTGCACCCTCCGGGCGTTCTCTCC
-GGGCCCAGCTCTTCTTCCTGGTTGGGTCTCCAGGCCCGATTCCTGCCTCTCAACAACCTC
-TTTGGACTCAGTGCCTACCCATCTCCTGGCGGCCTTGGTCGGCCCACAGCTTCCTCAAGC
-CAAGCTCCCCAGGCCCAGGTCAGGCCTCACGGTGGCCTCTCCAGGATGAGCTCCTGCCCT
-CCGATGGCATCTCCAGGCCCCAAATGGTCTCCGGTCGGTGGGCTCCTCCACGCCAAGGTT
-GGGCCTCCCGGCGACCGCCGCAGGCCCAAGTTGTCCTGAAGTCGGGCTCTCCCGGCCCTG
-CCTCCCAGCAAGTAAGCAAGCTCTTTTGGCTCAACTCCTGCCCAGCTCCCAACCGCCTTT
-GTAGGCCCCGAACTTTCTCCAGCCAAGCTCTGAGGGCCCACCTCCTGCCTCCTGGTGGCC
-TGTACAGTTCTAGCACTGGTTGGAGAACAGCCTCTGCAGGCCCCTCCCTTGCCTCCCAGG
-GGCCTCTCCAGGCCCAGCTCTTGCCCCCACGGCGGCCTCCCGGGGCCAAGTCCCTGCCTG
-CCTCCCAGCAGCCCGCGTGCGGCCCAGCTCCTCCCTCACGGTGGCCTGTTGATGCCCAAC
-TCATGCCTCTGGCACCCTGCCCAGAGGCGTGAGCCCCTGCCTCACACTGGCTCCTCCCAC
-GCTGAGAGAGGTCAGTGTGAGCCCTTGCCTCACACCGGCCCCTCCCACGCGGACAGAGGT
-CAGCGTGAGCCCCTTGCCTCACACCGGCCCCTCCCATGCTGAGAGAGGTCAGTGTGAGCC
-CTTGCCTCACCCCGGCCCCTCCCACGTGGACAGAGGTCAGCGTGAGCCCCTTGTCTCACA
-CCGGCCCCTCCCACGCTGAGAGAGGTCAGTGTGAGCCCTTGCCTCACACCGGCCCCTCCC
-ACGCGGACAGAGGTCAGCGTGACCCCCTGCCTCAACAGGCCACCGTGAGGGAGGAACAGG
-ATCGCACTCGGGCTGCTGGGAGGTAGGCAGGGACTTGGGCCTGGGAGGTCGCGGTGGGGC
-GAGAGCTGGGCCTGGAGACTCCCCTGGGAGGCAACAGCGGGGTCTGCAGACGCCCTTCTC
-CAGCCGGAGCTGGGACTGTTCAGTCACTGGGAGAAGGGATGTGGGTCTGAAGAGCTTGGT
-TGCAGAAACTTTGGGGTCTACAAACGCAGGCGGGAGCTGAGCCAAAAGAGCTTGTTTGCT
-GGGAGGTGGGAGATGCAGCCAGGAGGAACAGCTGGGCAATGCGGGAGGCAGAGGCCAGGC
-CTCCTTAAGTTGGCCTCTCAGACCCACTTGCAGCCTCCCGGCGCCCCCTCCGGGCCCAGC
-TCTTCCTCCCGGCTGCATCTCCAGGCCGGACTCTGGCCCGACTCCAGGTCCCAACAACGT
-CTTTGGACTCAGCTCCTGCCCAGCTCCCAGCGGCCCTGGTAGGCCCACAACTTCCCTAAG
-CCAAGCTCCCCAGGCCCAGCTCAGGCCTCGCGGTGGCCTCTCCAGGCTCAGCTCCTGGCC
-CTCCGATGACATCTGCAGGCCCCAAATGGCCTCCGGTCGGTGGGCTCCTCTAGGCCCAGC
-TTGGGCCTCCCGGCGGCCTCCGCAGGCCCAAATCGTCCCGAAGTCAGTCTCTCCAGGCTT
-AGCTCCAGCCTCCCGGCGGCCTCTGCAGGCCCAAGTCGTCCTCAAGTCGGCCTGGAAGTG
-GGCCTGGAAGAGCAGCAAGTCGGCCTCCCTGGGCCCAGCTCCGTCCTCTCGACGGCCTCT
-CCAGGTGCAAAACTTCCTCGAGTCAGCCTCTCCAGGCCCAGCTCCTCCTGCCTCCCAGTG
-GCCTCTTTCGGCCCAGCCCAGCTCATGGCTCTCGGCGGCCTTCCCAGGCCCCGCTTTTGA
-CTTTTGGCAGCCTCTTCAGGCGCAGAACTTGATCTCCAGTCGGCCTTTGCAGGCCCGGCC
-TCCTGCCTCTCGAAGGCCTGCACGGGCCCGGCCTCGGCCTCGGCCTCACAGCAGACTCTC
-CACGCCCAGCTAGCTCTCGCCTCACTGCGGCCTCCCCAGTCCAAAGCTCCTGCCTTTCGG
-CCACTTCGGCAGGTCCAGCTCCTGCCTGCCAGTGGCCTCTTTAGGCCCAGCTCATTCCTC
-ACGTCGGCCATTCCAGGCCCCGTTTTTCCCTTCCGGCAGCCTCTTGGCCTCTAATTTGTT
-TATCTTTTGTGTATAAATCCCAAAATATTGAATTTTGGAATATTTCCACCATTATGTAAA
-TATTTTGATAGGTAATTTATTTGGAGTGAGTTTCTGCGCCAAGCCCGAATTTTTTATTTT
-ATTTTCCTTATTATTTGGTGTTAAACAGGTTTAATGACGGTCATGGCAACTTTTTGGCAC
-AATGAAAAATATCGCCCACGATCAACGTGTTCTGTTCTGGGGAAGGGGGCAAAGGCAGGG
-TGAATCACTTTCTTAAAAAGTATAGCTCAAGTTGGGAGTGCAGAGGGAATGGGGAGAAAA
-CCCTCCCGCTGCCTGTGTCGAAGTGCAGGAGCCCCCACCCCCATACTCACCTGAGTCCAG
-CCCCTCTGGGGAAAGAAGGGGTGCATGAACTCCCCCTAGTCCACAGGCGCCTCCCTGTGG
-CCCAAGGCCCTCTTCACACTCCATCTTGTAGCCCCAGCAGGAGCTATTTTCCGAAAAGTG
-AAAAGCTCTGAAGGTCCCACAATTCATGGTATGTACAGGGGCTCGGAGGAGGGAAACTGC
-CCAGCTTTCCCCCGGCACAGCTGCAGGGGTAGGGGGTATAGATAAGAGGAGCAGGCCTTG
-GCCAGGCGTGGTGGCTCACGCCTGTAATCCCAGCACTTTGGGAGGGGGAGGCAGGCAGAT
-CACGATGTCAGGAGATCGAAATCAGCCTGGCCAAGATGATGAAGCCCCGTCTGTACTAAA
-AATACAAAAATTAGCCGGACGTGGTAGCGTCCACCTGTAATCCTAGCTACCCGGAAGGCT
-GAGGCAGGAGAATGGCGTGAACCCGGCGGGAAGAGGTTGCAGTGAGCCAAGATCGCACCA
-CTGCACTCCAGCCTGGGCGACAGAGCAAGACTCGGTCTCAAAAAAAAAAAAAAAAAAAAA
-AAAAGGAAGGCCTTACTCCGTCCCAAACTGAAAGGATTAAATGGCTTCACCTGGGAGAAG
-ATAACCATCCTGCCCTCCATTGCTACCCCCACATACTGTCCATGTTCTCAGGGGGTACTG
-TGAGTCCTGGGATCTTTGGGGTTGCCCACCTGCCTGTGGTAGTTATGGAGACCCCCAGGT
-GTTGAGGCAGGGCTGGGGTGTCCCCTTCCAACCAGGCTGTCAAGGCCCCAACTCTGGGGC
-AGAGGCAGTGGCAGGGCAGCCAGGGTTGTGCCAGAGCCTGAGCAGGTTGAGGTGGGGTCA
-GGCAGGGCTGGGAGTCAGGGCAGGGGCAGCAGCAGTGGACCTGCTATGCACACATCTTCT
-TCTCCAAGGTTTGTGTGCAGAACATCCTGCCCATGCTGCCCTAGCAGCTTCAGTTGGCAC
-CTGCCTCAGTCCAGCCTCTGGGAACCATGCAGCAGCTCCCAGCGGCCCTGCACCCACCAC
-CAGCATCCGTTTCACCTGCAGTTGAAGATCCGTGAGGTGCCCAGAAGATCATGCAGTCAT
-CAGTCCCACGGAGCAGCCTGCGAGGCTGAGGCTCCTCCCACTGGACCGCCCCCCAACTGG
-CACCACTGCTGCCCCTGCCCCTACTCTCAGCCTCACGTGACTCTCGGGCAGAAGCAGTGG
-TGGGGCAGCCAGGGCAGCGTCAAGAGTCTGAGCCAGGTGAGGTGCGGTCAGGACCCCCAC
-AGGGCTGGGAGTCAGGGCAGGGGCAGAACAAACCTTGGAGGGGAAGATGTGTGCATAGTG
-GGCCTGGAGGGCGGCTGTGGCCTAGTGGACAGGAAGAAGCAGTGGGCCTGGAAGAGCTGC
-ATGATCAGGGCCGGCACTGGTCCAGGGTACGTGCAGTGAAGAGGACAGCGCCTTCTCGGT
-CTCCGGTTCCCTGAGCCTGTCCTCGGCTTCTCCACCTGTACAGGCAAAGGGGAAGCTGTC
-CCCATCACACATGGCACACTTGGGGGTGTTGGGCTTTGGACTGCAGCTGGAGCATCTTCT
-CGTCTTGCATTTGGGCGCGGTGGGGTCCTCCAGTGTGGGATCCATGTCCGTGGGGTTCCC
-TCTGCCCCGACCCCGAAAGCCCAGTCAGTTTCTCTTCAGGCTCTGCCCCCCGGGTGGCTC
-AGCCCAGCTCCTGCCTAGGAAAGCCTTAGTGTTGGGAGGGACCCTGATGACTGAGGAGCC
-TGGTAGCTCCAGGTCGCCCACACTTTCAGGTCTCTTGCACCAGAAGGTGGCAGGATCCAT
-TGGGAGGAAACAGGCCACCTTGGAAGGCGTCCCTGGGCCCCCATCCCCAGGGGTTGGGGC
-CGTAGGGGGCCCGCTCTGCTGCGTTGACCAGACTCCTGGGCTTTGAAGGCTCCTGGGCCC
-AGTAAGAAGGAGGTGGGTGCCAAGGTTGAGGAGGAAGCATCCGAGTACGTGTAGGAGGAG
-GACAGGGTGTGACCATAGACTGCCAAAAGCTGCAGGTGGATCGGGGGACCCTGGGGGCTC
-AGGATCCAGCAAGGGGCGGCAGGAGTAAAGGAGGAAGGAATGACAGGTGCAAATACCTTC
-CCACCAAAGCCCTTGTTGCCCTCTGGCTCCTCCCCAGAGTTGTCCCCACTCTCAGTCGGT
-CACCCACTCCTTGAACTTGAGATCGGTGTCGGTGGTGCTAAAGCCATCATCAGCAATGAC
-ATCATCACCCCCTCCTCCTCATGGATGACCGTGTGCTCTTCGTCACTCGCTATGACCTCG
-CTGGCCATGTGCTGGGAATGAGCAGCTCACGTGGGCGGCAGCAGGGCTGCCCACGGGTCA
-CCTCCCTCACCAGGGGCTGCAAAGTGGCCTGGAGCTCCATGCTGAGTAGAAGGCTTTGGG
-CCAGAGTATGATGCAGTGCCAGACACCACCTGTGTCAGTTCCCGTAGTGCCTGACGGTCT
-ATTTCCCTGCCGTCCAGGCTGTGTACCCCGCTGTGGGAGAAGGCTTGGGCCAGGCTGAGC
-CAGGTTCCCTGACTGTGTGCAGCCGTTCTGCCCCACAGAAGCTGCTCCTTGGTATCCGAG
-CTCTGGAGTGTTTGGGCTGCAACTGACAGGAGTTCAGAGGACACCCCAGGGGCAGTGGCC
-GTGCCCGTCTCTGATATGCTCCGCTCCCACGAGCCCTTGTTACACTCCTGCTAGCCCCTG
-GCTTGTGGGCTTGGCCTCTGAGCTGGACTTCTTTCGGTCCTTGTTGCAAGTGGGCCACCT
-TCACCTGGAAGGCCAGGTTGTATTTCTGCATCTCATTGGGCCCCAGGGTGTACCACCGCT
-CGCTCAGCATCTGGCTGACGGTCCGGTTATCCTGGTTGGGGTGACCCTGGTGCGCCCCGC
-CAGGGCCTGGTGCCGCCTGCTGAAGATCATGAGCGCCACTCATGGGCCACCGGATGTGGT
-CCTTGTCTGATTTGTTGGGGCTGCGTCCATCCTTCTCAGAAGATGAGTCCTGTTCCTTGC
-GCAGGGCACTGAGGGACTGGGCCTGACATCATCTGAGTGGTAGAGGCAACTGGGTGTCAG
-GAGACATGATGGAGAGGAAAGCATCATCATGGTCATTCTCTGTCTCACTGTCCAGCAGGG
-ACTCCCCTGAGGGGCCCAGGGCTCCTCCTCCATGGTGGGAGGTGAGCTTTTACCAGGTTC
-CACCACCCCCAAAGTGTGTGGGGTTGCGGGCCCTGGGCTTTCAGGGCAGGTGGCTCCAGG
-GGGCCGCCCAGGGTCAACACTCCCTGTCCCACCTGGTGGACGCTCATGAGCAACGGCTGC
-CAACTTGGCAGGTTGTTTTCTCTGGTTGGAGGCCACTGAGTGACTGGCAGGTTGCTGGGC
-CTCGTGTGGCTGCAGGGAGGGGTCAGGAAGGGGATGGAGTACCAGGAGAACACGGCCGCA
-GAGTGACCTTCCACATTCCTCCACACGAACATGCTGACGCCACGGGAGGCCTCACTGAAC
-GCAGGCCTGGGGGCCGAGCACTTGGTCCGGGCAGGGGGTTCCTGGCAGGGGCTCACACCT
-CCTCGCCCCCTCCTCAGCCAAGGTGGCTTGGGCCCAGAGAAGGGGAGGTTGGAGAGGAGC
-AGAAGGCCAGGCCTCAAGTTTTGTTTTTTTTGTTTGTTTTGTTTTTTGTTTTTGAAATGT
-AGTTTGACTCTTGTCACCCAGGCTGGAGTGCAGTGGCACGATCTCAGTGGCCTTCATACC
-TGGCTAATTTTTTGTATTTTTACTGGAGGTGGGGTTTTGCCATGTTGGCCAGGCTGGTCT
-TGACCTCCCGACCTCAGGTGATCCACCCACCTCAGCCTCCCAAAATGGGATTACAGGCAT
-GAGCTACCGCTCCCAACTTCATTCATTTTTACTTGAAAAACTCCGTTAAGCATTTTTTTA
-AGGTAGACCTAGTGGTCCTGAATGCCCTCAGCTTTGTTTGTCGAGGAAACACGTTATTTC
-TTTTTCCTTTCTGAAGGACAGCTTTGTCAGACATAGTATTAGTTGCTGGCAGTTTTTTTC
-TTTCAGCACTTTGAATGTATTATTCGATTCTGTCCTGACCTGCAAAGTTTCTTTAACTTT
-TGACTATTTGATTATATTGTGACTTGGTGAGTATCTATTTGGTTTGAACCTCTTTAGGAA
-TCTTTAAGCTTCATGGATTTAGATGTCTAAATCTTTCCCATGATTTAGGCAGTTGTCAGC
-CATTCTTTAAATAAGCTTTATTCTCCTTTCTCTACTTTCCTTCTCAAACTCCCATAACCT
-GACAATGGTTTGCTTAATGGTGTCTTGTTGGCTTTCTTTTCTCTGTCTCTTTTTTTTTTC
-TTTTTGAGACAGAGTCATGCTCTGTCACCCAGGCTGGAGTGTAATGTGTGGTCTCGGCTC
-ACATTGCACTCCAACCTCCGCCTCCTGGGTTCAAGCGATTCTCCTGCCTCAGCCTCCTAA
-GTAGCTGGGACTACAGGTGTGTGCCACCACACCCGGCTAATTTTTGTATTTTTAGTAGAG
-ATGGGGCTTTGTCATGTTGGACAGGCTGGTCTTGAACTCCTGACCTCTTAATCTGCCTGC
-CTCGGCCTCCCAAAGTGTTGGGATTACAGGCTTGAGCCACCACACCCAGCCTTCTTTTCT
-CTCTTTTATTCTTTTTTTCTCTGTCCTCTGACTGGATAATTTCGGAAGATCTATATTCAA
-GTTTACAGATTCTCTCTCCTGTTGAAGTTGACTATTGTGTTATATCACCCAGTCTGGTCT
-TGAACTCCTGGGCTCAAGCGATCCTCCCACCTTGGCCTCCCAAAGTGCTGAGTTTACAAG
-CATGAGCCACTGCATCCAGTCAGTCCCAGCACTTTGGGAAGCTGAGGTGGGAGGATCACT
-TGAGCTCAGGAGTTTGAGACCAGCCTGGGCAACGTACTGAGAACTTGTCTCTATATTAAA
-AAAAAAAAAAAAAAGTCTTTGGGAGGCCAAAGCGGGAGGATCACCTGAGGTCAGGAGTTC
-GAGACCAGCCTGGCCATCATGGCAAAACCCCATCTCTACTAAAAATACAAAAATTAGCCA
-GGTGTGGTGGCACACGCCTGTAGTGGTGGTGCATGCCTATAGTCCCAGCTACTCAAGAGG
-CTGAGGCAGGAGAATCACTTGAACTGGGAGAGGGAGGTTGCAGTGAGCTGAGATCGCACC
-AGTGCACTCCAGCCTGGGCAACAGAGTGAGACTCCATCTTATAAAAGGAAAAAAGAAAGA
-AAAGAAAAATTCCATATCTGAGTGTTTACTCCTGAGTTTTTGAGATTGTTATTAAGATCG
-TGCTCTACTGTGATGATTTGGGTTTGTTTGATAATCAGAAAAAAAGCGTATTCTTTTAGG
-TGTTCAGCCACACTGCTTTGGTGTCACAACTGCACATTGGTTTCACAGCTGCAGGACAAG
-TTCGAGCATCTTAAAATGATTCAACAGGAGGAGATAAGGAAGCTCGAGGAAGAGAAAAAA
-CAACTGGAAGGAGAAATCATAGATTTTTATAAAATGAAAGCTGCCTCTGAAGCACTGCAG
-ACTCAGCTGAGCACCGATACAAAGAAAGACAAACATCGTAAGAAGCAATAGTTTCTCTTA
-CTATTCTGAGAGCCTTATCATTCTACATCCCATCTTCCTGTGAGTTTGTCTTTGTAGCAT
-TTAACTCTAATTGCAGTTCTCATTTTAAAAACTGGCTTGCTTATTGTATATTTTCCCCAA
-CTAAAGCGTGAACTCCTAGCAGGGCGTGGTGGCTCATGCCTGTAATCTCAGCACTGTGGG
-AGGCCGAGGTGGGTCGACTACCTGAGGTTAGGAGTTCGAGACCAGCCTGACCAACATGAT
-GAAACGCTGTCTCTACTAAAAATACAAAAATTAGCTAGGCGTGGTGGCTGGGACCTGTAA
-TCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATCACTTGAACCCTGGAGGTGGAGGTTGC
-AGTGAGCAGAGATCTCACCATTACACTCCAGCCTGGGTGACAAGAGCAAAACTGCATCTC
-AAAAAAAAAAAAAAAAAGGGGGTGAACTTGAAGGCAGGTCCTGTGTCCATCTTTTCAGAT
-TCTGTATCCCAGCACTTAGGACATAGACAAACACGAAGATGACAATCAATATTTGCCAAA
-ATGAAAAAACAAAAGAAACATGTAACATCATGTAAAAGAAGCTGGTTAGGTGGAGAAATT
-TATTTACCATAGTCTTGCTTGTGGATCCAGTAGTGACTTTTACAGTTTGTATCTAAATAG
-AAGCTGGAGGCTTTGTTGGGGACTCATAGGCATAAAATATTATTTATTATAGAGTTAAAT
-GCTACAAAGACAAATCTAATTAATAGGCCTATTTTCCTTTTTAAATTCTACTCATAATTT
-CTTCATAGTTTTTATGATAAAAGGTTGGATTTTGATTAGAACTCCCATGATTTTGTGTCA
-GAATTAAAACTGGTATTAGAATAAATAATTCAAAAGCTAGAGAAAGAGTACAAAGAGAAG
-CCATGAGTTGCATTTGAATTATAATATTATGTCTTACAGATTTGGGGTATATGCTAAAGT
-TACCAAAGTTGTAGAAAATAAGGCCGGGCATTGTGGCTCACATCTGTAATTCCAGCACTT
-TGGGAGGCCGAGGTGGGCGGATCATTTGAGGTCAGGAGTTCGAGACCAGCCTGGCCAACA
-TGGTGAAACTCCGTCTGTACTAATAGTACAAAAATTAGCCAGGCGTGATGGTGTGCACCT
-GTAGTCCTTGCTACTCAGAAAGCTGAGGCAGGAGAATCGCTTGTACCCAGGAGGCAGAGG
-TTGCAGTGAGCAGAGATTGTGCCACTGCACTCCAGCCTGGGTGACAGAGTGCTATGAGTC
-ACCACACCTGGTATGAGCCACCGTGCCTGGCCCACAATGACTTTTACACATGTTGTTAAA
-TCATCTTACAGATTTTATAATTTGGGGGAAGAAAAGTTTTACTAAATGGTCTTTTAATGG
-AAACTCTACAAGAACCAGAATCTTTGCTTTGTTCACTTATGTATCCATTCCTAGGCCTAG
-AAAAATGTCTGACACATAGCGGCAATTATTCATTGAATAAATGGACCCAGCGATAGTACA
-TTAGCTATGCTATATGCATACATTAAAGATGTAGATTATCGACTTTCAAAAGATAATTAA
-TGTAACTTCTTACTGCTTCTGAACATGTTTGTGAGTTATATTGCTGAGGGACCTTTATCT
-TCTCATTCTTTCATCTTAACCCAGTGTTATAAAATTGAAATCACCAATATTATTCCATAT
-CTAAAATTAATATCTACCTTGTAAAAAATATCACTCTGCTGCATTTGAGAATAGACTTTT
-TAGGTAATAATGATGCAATCCATAGGGTTTTTGGGGGCACAGAGGGATTCATGCTAACAG
-AACATTTTATTTTCTATTTTCCCAGAGCTGTAAAACATGAAATTACGGTAGTATAAGGCA
-TATTTTTACTCTTTTTATAATTTTTTCTAAAAAAAATTAGTGTTTGTTCCCTATATAACT
-TTTAACTTTATAGGTAAATATTTGTTTCTTTCAGCTCCAGTTTTATGTGAAATAGAGTTT
-TCAGATTTATGTAGCATGGAAAGTTTTAATACGTCAGAGTTACTGATTTTTGCCAATCAT
-TTTCTCAATTATTTCTTTTTTATCTTTAGTTGATTTTTTTGTAGTGACACATTTTGTTTC
-TAGTCTCATTTCCTTTTGTTTATATTCTATATATATTTCATTTTTGGTTACTATGAGAAT
-TACATATAACATCCTAGAGTTATAACATTTTAATTTGAATTTATTTCAACTTAAGTTCAA
-TCACATACCAAAATTCTACTGCTATATATATAGCTCTACTCTTTTTATGTTATTGATGTG
-ACAAATTATATCTTTATTCATTGTATACCAGCTAACAGATTTACAATTACATTTTATGCA
-TTTGCCTTTTAAATTATGTAGAAAATAAAAAGCAGAGTTACAAACCAAAATTACAATAGG
-ACTGTTTTTATGTTTATGTATTTACCTTTACCAGAGAGCTTTGTATATTCATACAGCTTG
-CTTATTTACTTACATAGTTATTGCCTAGAGTTCATTTATTTCAACCTGAAGGACTTAACA
-CTTCCTGAATGTCAAATTCAGGGATAAATGGATTTTTTTCAGTTTTAAAAAAAAATCCGG
-AAATGTCTTAATTTCTCCTTCATTTTTGAAGGATAAGTTTTCCAGCTATATATTTCTCAA
-TTGACAGGTTTCTTCATTATTTTAAATATATAATCCACTGCCTACTGGCCTTCAAGGTTT
-CTGCCGAGAAATCAGCTGCTAATGTTATCTGGATCCCTATCTGTGAGAGTTGCTCTTCTC
-TCTGAGTTTTCAACATTCTCCCATTATCTTTTTTTTGTTTGTTTTTGAGACAAATAATTG
-TACATATTCATGGGATACAGAGTGATATTTTGATACATGTATACAATGCCCAATGATCAA
-ATAAGGATAATTAGCATATCCATCACCTCAAATATTTGTCATTTATTTGTATTGTGAACA
-GTCAACATTCTTTCTTCTAGTTTTTTAAATTTATAAACATTTAAATTTTATTACAGAAAT
-TTAAATTTTTTGATTCTGAAAAAGTCATATATGTATGCAACATTTTTTATCATTTATTTA
-TATATTTATGCATCTTTCCTTTTAGTTTTGACAGAGATTTTCTATTTTATCATTATTTCA
-AAAGAACTCTTACCTGTATTTATTTATCAAGTATATTTCCCTTGTTTTTTCCTAGTATAT
-TAATTTATTTACTTATCTTCTAAAAATCCTCCATATAATCTGTTTATTTTGTTTCCTTTC
-TATAATTTCTTCAATAATTAGTTCTGTTCTATTTTCCATTAAAATATTTAAATCTTGTAT
-GAATTTTTGTCAGATTAGAAATTTAGGGCGTTTCTTAATTTCTCTATACTCTAGCTTTTG
-ACTTTTTTTTTCTGACCTAAGAGGTATTTAGAGCACATTTTAGATTTTTTATTTTGACTA
-ATCATTTAAAATGTATACTAATCTTCAATTTAAATAAAAAACTGGTCTATAGTGACAAAA
-ATTACAAATGAGCCTAACTAATAAATTATCAGCTGTGTTTATATGTATAAGCATGCACAG
-ATTTTGGTAAATATGTACATAGTATATTGGTGAGCTTATTTTTATCATTCTTAACTCATT
-GTGTAGTCTAAACGTTGGGGAAAAAATAAAATACAATAATCAGATGGTGTGAATAAGAAA
-ATTGTTCTAATGTTTGTAAACCAAGCAACTGTTTTAACTGCTCCCCTCTTCCTGATTGAC
-TTCTAAAAGGGATTGATCCATATTGGGTCCTATCATATACGTCACGGTATAACATCTCCA
-GCTATAAAATGGAAATTTGAGAATAACTTTGCTGCTACTCAGATACATTTTATTTCAAAA
-ACATACACTAAGGTGTTGCTGTTGGATCTTTCCAAAAACATATTCACACTGAACTTTCAA
-TCACACTGAGCCATATTTGAACAATCTTTCAAGGTCAGCTCTGGCATAAGCTAACATTAT
-ACCATTTAACTCAGAAATTTCTTTAGTATTTGATTAATGGGTTTATGTTTGATATGTAAT
-GTAATTTTCTAATGCTAAATCAAGTGGTAATTTTGTTAGTCAAGTTGATTTAGTGGCTTG
-GGAAGAAAGCTTTTAATGTTCCCCTAATTTTTCTTACCTTTGACATGATCCTTCACATGT
-CTTATTTTGCTTAGTGATTTTTCTTTTTTTTTTTTTTTTTTGAGACAGGGTCTTACTCTA
-CCACCCAGGCTTGAGTGCAGTGGTGCAATCACAGCTCATTGCAGCCTTGACCTCCCAGAC
-TCAAGCTATTCTTCCACCTCAGCCTCCCAAGTAGCTGGTACTACAGGCACATGCCACCAA
-ACTTGGCTAATTTTTGTATTTTTTGTAGAGACAGAGTTTTGCCAAATTCTCAGGCTGGTC
-TGGAATTTCTTGGCTCAAGTAATCCTGCCTTGGCCTCCCAACATGCTGATATTACAGACA
-TAAGCCACAGTACCTGGCCAGTTTTCTTTTTAAAAAAATCTATTGGTTATTAATTTGAAG
-CCTTCCTTTTCATAGCTGTGCTCCTTAATTGGGAGCAAACATGAATGGACCACAACTTAG
-CCAATTTTCTATATACGATCTTTGCCATCCTAATTTAAAGGAATATTAATTCTTTCTTTT
-CCTCTTTCATTCCACAAACCTGTATTGACTACATCTAAGTTCTAAATGGTGCACTGGATG
-TTGAAAAAGTTGATGATGAGCAAGAACAAAATTCCTGCTTTCAGGAGACTTACAGTTCAA
-TATGGGAAATATAATTTGTTAAAATATAAAAGTGCAATTGTGTTACATGCTGTACGAAGT
-ACATGTTGACATGTGAGCATATAATAAATGGGCTGGAGGCCAGAGGATTGCCAAAGAGAA
-TGGGCCTCCTGCTGAGATGAAAAGTTGAGCAGGGATTAGTTGGCAAAAGTGGAGGGACGA
-TCCTTTCTAGGCAGGAGGAAGAACATGTACAGAATCTCTGAGGTGTGATGCGACAAAGTC
-TATATAAAAAACTGAAGAAAGGTCTAATGTGGCTTAAATACAGAAGCTAGTAGGAGAGGA
-GTCGAAAAGAGGCTGGAGAAGTAGAAAGTGTCTGCATTCTGCAGGAACTTATATTGTATA
-AAAAGAATTTCTCTTTATTCTAAGTGCAATGTGAAGCCAATGAAGTGCTTTAAACAGGTG
-ATGTGATTTGATTGAATTTATTACTTCACTTAACAAATATTCATTACATGCCCACTGTTT
-GTCAGATATTGCTGTAGCCCCTGGTGATACAGTAGGGAATAAAACAGGCAAAAATCCCTG
-TCCTCTTGCAGCTTATAATGGACTGCAATGTTTAATATGTCAGAGGAGGTCCACGGAGGA
-GTGACTTCTAAGCAAGAATCTGAAAAAAATGAGGATATCTAAGGAGGGAACAAATGGTTC
-AAAAGCCCTATAATTGCAAGCAGGCATGATGAAGCAATTGCAGTTGTCCTGACTCTCAAC
-ACCGTGGAACTCAAAGGAGATGGAAAGATTCCTTCTCTCCCTCATATATTTTCTCTCTTT
-CTGTCTATATATATAGAATATGAGACATTTCCCTAATCATTATGTGTAATTACAATTACA
-TATATATATGTAATTGTAATTACACATAATGATTAGGGAAATGTCTCATATTCTTCTACT
-CAGAAATAAGCAATATAGCAATTACTGTTTTTTACATTTTACAGTTACAGTTTCAGAGAA
-AGTTTGATATTTATCTAAAATTTTTCAATGTATGAACTTTTTCATTTGACAAACCATAAT
-TGTACATATTCTTGGGATACAGAGTGATATTTTCTTTACATGTATAGAATGTGTAGTGAT
-CAAATCAGGGTAATTTCCACTAATTTAAAATGCCACCTTTATGTTATTGTAATTTATATA
-TATACTATATATACACACACACACATATATATATACATGTCCACATACAGTGTGTGTGTG
-CACATGTACACACATGCATATGTGTATAGAATGCCCAGTATAAGCAATGTGCACAAATAA
-AATTAGCTAACAGAGATAGTATAGAGTGAGAGGAGAGGCAGATTAATCTTTGAGGAAAAG
-CACAATTTTATAGCTGAATGGAGAAAGCTGAGGTGGTTTCTAAGATGGAGAATAAGACGA
-AAAATGTAAGTACGTTGTTTGACTGAATTCAAGAAAGAAGGGTAAAAGAGAAGAAAGTAG
-TGGTCTTATCATTAAATGCCACAGAGAGGTAAAGATAAAGACAACATATTGTTTTGGGTT
-TAGTAATTTAAGGGTGACCAAATTCCGTTTTGGAGGAGGAACAGATTCCATGTCCACTAG
-AATGGAATGAACAAGAAATGGAGGAGGAAAATAGGTAGTTTTTCAAAAGTTTTCAAAAAT
-ATGAAAAGAAGAAATGAAGTGGTACTTGGAAGAGATTGTTGAAATGGGAGAGACTATGGT
-GGCTTGTTTAGAAGCAGTTGAGATAGATCCAATTGAGATAGAGATATTGACTATATAAAC
-AAAAGAATGACAAATTAATAGTGTAATGGATAACTTGACTTTGGCAAATATTGTGAATTT
-TTGTGAAAGTACAACTAAAAGGCAATGTCACTCCAATAATCACCAGAGTAATCAATTTGC
-TTATTGCTGTCCCTTTAAATATAGTTCTCTGGTATCAACTAACATGTTTTTAACTAATGA
-TGCTTCTTAAAGAAAAGGGAAAAGACCTTTTTCTTTCTTTCAGTCTTCAATGATTCACTG
-CTTCATCTCGCTCCACCAAAGATAAATGAAATCTACATCTCTTATACATTAACAATGCAT
-GACAATTTACAAATAGCTAAATTTTTGGAGCTAACTTTAAGTACCTGAATGGAATTTAAT
-CAACCCACTAATCTCCTTCTCACTTCTCAGTTATTTATCAAGTTTATGTCAAGGGACAAG
-GAAAAATTATCCAAACATTGTTTAAAACAATCATCATTAATTAGTAACACTTATCCAGGG
-GGGTTTTTAACCTTTCCCCCACTCAAGGATTATTCTAATGTCAGAGTAGAATAAAAAATA
-AGTGCAGCGATGCTGACTCTTCCAAGCTTAACATTTCTCACAAGTCAATTAGCTTTGTAC
-TGGGAGGAGGGCGTGAAGGGCTGCTTGCGGTAGTTGTGTAGCAGCAGCACAATGGCCGCA
-GACAAGGAAAACAGTTTCTAGGAATTCCTCGTATATAATTTTATATTTTTGACAAGATTA
-ATGACCCATGCTCCCTTCCTCTCCATTTCTTTTTTTGGAATTCTGTTGGTATGTAGTTAC
-TATATTTTATTAAAGGAAATTAGCCTTATCTCTTATTATATTTTATTAAAGAAAATTATT
-ATATTATTCCTTTATATTTTTATTAAAGGATTTTATTATTATTAAAGGAAATTAGCCTTA
-TCTCTTATTATATTTTTTATGACCTTCAAAGTAGTGTCTCTGCTTAAAAGTGTACCCTGG
-CCGGGCGTGGTGGCTCACACCTGTAATTCCAGCACTTTGGGAGGCCGAGGCGGGTGGATC
-ACGAGGTCAGGAGATCGAGACCATCCTGGCTAACACGGTGAAACCCCGTCTGTACTAAAA
-ATACAAAAAATTAGCAGGGCATAGTGGTGGGCGCCTGTAGTCCCAGCTACTCAGGAGGCT
-CAGGCAGGAGAATGGCATGAACCCGGGAGACGGAGCTTGCGGTGAGCTGAGATCGCACCG
-CTGCACTCCAGCCTGGGCGACAGAGCAAGACTCCGTCTCAAAAAAAAAAAAAGTATACCC
-TGAGGCACACATCAAGCGACATGTAGAGTTCATAAATTCTGGCCAAATGGTCATACCTCA
-AACCTCATCAGCAGTAAGGCTCTTTACTTGCACTGACAAATATGAACGCTGGGGAATTTG
-GAAATGATATATAATATATAATATTATATATATAATAGATATATAATATATAATATATAT
-AATACATATATAATATTATATATGTAATAGATATACAATATATAATATATAATAGATATA
-TAATATTATATATAATAGATATATAATATTATATATAATAGATATATAATATATAACTTT
-CCATGTGATTTTCCTCTTAATTTTTTTCTAGCTGATCCATATGAATTCCTCTTATTAAGA
-AAAATAAAGCATCCAGGATTCAATGAAGAACTGACTATCACCTTGTTAATCATTCAGAAA
-CATGTTGCAGGCTTAAGCCATTTTTGATATAGATACTGAAACAATTACTTGCTAAGAGCA
-AACTTGAAGGTATGGATAAGGCCCTGAGTCATCTTCCTGAGCTGAATGATAGTTAAGCTG
-AATGTACGTATAAAATATGATTTTCTAACCACTTGCTCGCCAACAAGGAAAACTTTTAAG
-TAGAGCAGAACCTGAATAGACAAGACATTTCTTTCTTTTGGTAGAAAATGATTTACCATC
-ACTGTGTAGTTAATTGTAGACTAGGTAATTTTAACTTTGTGATTTATTGCCGGAGACATT
-TTCTTCTGTACTGTAAAGTGTGTGTCAAAAAAAAAAAATAGCGATTTTGGAGGATTAGGG
-GACTTTGATAAATTGCCTGCAATTCTGGCAGTATGAACTGCATATTAATTTCTCTCTTTC
-AAGAACATTTTTATTTATTAATTCCTTACAAAAACTCCCTAAACTTTGGAACAGCTCTCA
-ATTGCCTGTATTCTTTTTTTTCTTATTATGGTACTCTTCTAGAGATTTGGCTTGCATCTG
-TGAATAAGCCAGGACATCTTCAGAAATTGTCTGATTAAAAACACCACCAATGGAGTTTCA
-TTAAATTTGTATTGCTCTGACTAGTGAAACATACACATCTATGTTGCTGAGGATATTTTA
-CTGCAGTTCAAGTTGTAATAATAGCTCTGTTTAAGATCCGTCAGTCACTTGAATCTTCTC
-TAAGGCTTTGTATGTTAGAAGTTAATTTGCTTTCTTACAAGGCCACATTCTATCTTGTAA
-CTAAACAACTGAATTTTATGTCTTAGCGTAGATGGTTTATTACTTTCTGGTTTTTCTTTA
-GTAAGAATCCTATAAAAACACTAGTATTTTTCTCTGAGTTTAAAATTCAATACATGCCTA
-CTGATATGGTTAGGCTTTGTATCCCCACCTGAATCTCGTCTTGAATTGTAATCCCCATAG
-CCCCCATAATCCCCACAGGTCAAGGGAGAGACCAGGTGGAGGTAATTGAATCATGGGGGC
-AGTTTCCCCTGTGCTGTTCTTGTGATAGTGAGTTCTCACGAGATTTGATGGTTTTATAAG
-GGATTCTTTCCCCTTTGCTCGGCACTTCTTCATGCTGCCTTGCGAAGAAGCTGGCTTGCT
-TCCTCTTTGTCTTCCGCCATGATTGTAGATTTCCTGAGGCCTCCCAAGCTGTGCTGAACT
-GTGAGCCAATTAAACTTCTTTCCTTTATAAATTACCCAGTCTTGGGCAGTTCTTTATAGC
-AGTATGAAAATAGAAAAATACACCTACTATGTAAAACTTAAAATACAAAAAAACAAAACA
-TTATCTCACTAACATAGGAGCTAATATTTTGGTGTACTTTGTTTAGTATTTTATATTAAA
-AATATGTACATATATATTTATATATAATTAAGAACATGTATGTACAATCGTGCATACATC
-ATGTACATACATCTACTTAAGAAAATAGCTATGTAATATACCATTACTCAACTAGATTAT
-AATTTTTTCTCCATTTCTTTATTGTAATTTATCATTTTCTACTTTTTTGTTTTCTCATTT
-TTATTGCATAATATTTAATTATGCAAAAAATACATTAAATACATTGAAAATATATAGTGT
-AGCTATAAGAATAAAGAACGATGGTAAAACAAATGCTAATACCCACTACCTGACTTAAAG
-AATATGATATTATTTTTTTCCAATTGAAATTCCCTCAACTACTCAGAATTACTGCTATCC
-CTCTTATCCTTTCATTAATTTTCTTCTAGTTTTCTCACATGTGAATCTATTTCTAAATAC
-ATTTCTTTATTTTGCAAGTTTTTGGACTTCATATAAATGTAACCATATTGTATATATTCT
-TCTTCAGCTTCTTAGTTTTTCACTAAACAATATGTTTTGCTGATACTTACATTCATATGT
-ACAGTAATAGTTGATTTATTTTAATGGCTATATATTATTCCATTGTTAGAATACACCAGG
-ATTTATTTTTACTTATTTTTTTTGCTGGAAAATTGGGTGTCTTTTTTATTTTTTGATATA
-ACAAACAATGTTGTAATCATTTTGTATTTACTTCCTAGTCCACTCCTGTAAGTTTCTCTT
-GAGTACATACTAGCAATGAATATGCTGAGTCACTGCATATACATACTCACAACTTTATTC
-TATAATGTAATATTCTATAAAGTAGCTGTATCAGTTTATACTTTAACCAGTAATGGACAA
-GATTTTCTGTTACTTCCCATCTTTGTTAATTATTACTTTTAGACTCTAACTTTTATCAGG
-CTCATGGATGTAAAAAGCATCTCAGGGTGGTTTTAATTTGCATTTATCTGCTCATCTATG
-AAGATGAGCTTCTTTTCATATAATTATGAGTCATTATTTTTGTTTTGCCTTCTTTTGTTT
-ATGCATTTTGCTTGTTCTATGTCTTATTTTTCCTGTTGATTTTTGGGAGTTCATATATAT
-TCTAAATGTATATTTATTCACTTATATATATGTTGTAAATATTACAGTTTATGATTTGTC
-ACCTTATGATATCTTCCAAATAGAGAAGCTTTATATTTTGATGTAGTCATATGTTCATTT
-TTCCTCCTTAATGTTTGTTTTTCTTGGTTCTATGACCTACCAAAAGTAACAAAAATTCTC
-ATTTATTTTTAATCTAAATGTTTTAAGTATTTTCCTGGAATTCACCTTGAATTGATTTCT
-ATTGGAGATAGGTATCCAATCTAATTTGCCTCATATGGATAACCACTTGTTCTATTACTG
-CTGTAACAAATTTCTACAAACTAAGTGACCTAAAATAACACAAACTTGTCATCTTACAGT
-GTACACAAGTCAGAAATCAGGCATGAATTTTAGTGAACTAAAATCAAGTTGTCGACAGGC
-ATGTTTCTTTATGGTGGCTAGGGTAGAATCCATATCCTGGCCTTTTCTATCTTCTAGAGA
-ACATCAGCATTCCTTTTCTCATTGCCTCTCCTCTCTCTTTTTAAAGCTGGCAATGTCACA
-TTTCTCTGACCATTCTTTCATTGTCACATCTCTCTCTGGACTCAGCTAAGAAAGGTTCTC
-CATTTTTAAGAACTCATGTGATTAGACTGGGCCCATCTGGGTAACCCAGGAAGATCTCTC
-CATCTCGGTTTGCATCCTTAATCACATCTGATAAGCCTTTATTGCATTCAGTGTAACATA
-TTCACAGGTTCCAGGGTTAGGCATGGGCATCTTTGAGGGCCATTATTCTCCCTACCACAT
-TATTTGCCTAGCATCTTTCATTACATTGTCCATCTATTTACTTACTGATTTCTAATGACA
-TCCAAATCAGTTACAACATTTTATGTAAGCATTGTTTTTATTTTTATGTTATTCCACTAG
-TCTATTTTTCTACTCATGAATTATGGTACATGAGTTTATTTTTGCAACTTTAAGCTCAAT
-AACATGTTTTAAGATTTCCTCAACTTTCTTTTTGCGCTTCTTCAGAAGTTGACTCTTTTG
-GCCCTTTGGTCTTCTATACACATTTTAGAAATGCTTTGTTGAGGACTAAGAGGAATGCTA
-AGATTTTGATAGGAATTTCATTGAATTTTGAGTATATTGGCATGCTACAATGGTTAGTGC
-TTTATACATGAAAATAATATATCCCTTCCTCTTTTCCTAGTATCATGAGATGTTTGTTAG
-GCAGACATGAATATTGAGTTGTATCAAATGTGGTTTTCTGCATTATTGTGGTGGTGATGT
-GATTTAGCTCCTTTAATTAGTTAATGTAATGAATTACATTTGTAGATTGCTCTAACTATT
-GAAACAAGCTTGAATTTCTGGAATAAGCCCAATGTGATATTTATTCAACAAATATTCATT
-GAGTATACCTAGTATGTAACATGCTTTAAGAATACACCAGTGAACCAAACAGAAATATCT
-GACATTACAGAACTTAACATTCCAGTATTTGGAGACAGATGATAAAAAAGTGAACATGTA
-TATTTACAGTTTGTCAAGGAATGATAAATGAAGACTCTTAAAGTAGATGGGGAATTGGGA
-GTGAAGTCTGTAATTTAAATAGGGTGGGCAGGAAAGCTTCACAGAGAATGGGACATTTAA
-GAATAGACTTGAAGGACAGGCAAGAGCAATCTCTATGTTTATATGGGAGAAAAGGTTCCA
-GGCAGATGCAGTAACAATGGCAAATATCCTGAAGTAGGATCATGCTGGAGTTTTTGTGGA
-GCAGCAAGGAGGCTAGTGTGACTGCCACAGAATCACCCAAGGGAAGATGAGAAGATCAGA
-CCAGACCAGCACTTGGGCATCTAATGGGAAAAGTTTCTCAAGCCATCATAAAAATTTCAC
-TTTTACTATAAATACTATGAGAAACCATGGGATGTTTTACAGTAAGAAAGGTGGCATAAT
-ATGTTACATGTTTTAAACAAACTCTATAGCTTCTGAGTTGAAATAGATTGTAGGGGCTCA
-TGGCAGAAGCAGAGGGAACATTTAGGAGACTACTGTAAAGAATATCATGAAAAGAACAAA
-CAACGCTATGTAACATGCTTAAATGGACTGAAGAAGATGTATAAAATCAAAATGATGTTA
-CCTTCACACCTTGAATCAGTACGATAAACCCCCCTCCCCAATCACAAAAGAAAAACTAAA
-CACAAAAACCAGGCTTTGGTTGCTCAGACAATTTTACAGGTGAGTTCTAGCAAACATGCA
-AAGAACGTTTAATTGCACTGTTACAGAAATTCTTCTGGAGACAAGAAAATAAGACACATC
-ACCCAACCAATTTCATAATAACAATGTCAATGTATAATAACAGAAAAAGTGGATCTCCAA
-AGAAATAAATTTATTTGGAAATAAACAAGGATTATAATCTGAGATATTTGTGCTATGATC
-AATCATAGGTGCATCCCAAGAGGTTGAGGTAAGGAAAATATGTAAAGACAAAAAGAAGTC
-CATGCAAGCTGTTTTGAAACAAACATCATTGGTCACAGGGTCTGATGCAGGAGCTGGTGT
-TAACTTACTGGCAGAAACAGCCATTGCTAGGCAAGTGTTCTTGTGAGGGTGGCTTATCTG
-AAATGCTGCAGTCTTGAGGAATTTTTTATGATAGGTCCTATTATAAAACACCTACAGGAT
-GAGCTGGACAAACAGAGTGTGCTGGGTGGGCAGAAATTTCTTGTGAGTTTATAGAAAGTC
-CTTGTGATAGTGCTTATCGTGGACAGACACACAAGATCCCCTTTTTCATGACCCGGCTCC
-ACTTTGCTTTGGGTCTGATGTAAGTGACTTTGCCTTGTCATTGGCAACTTTCACTGTAGT
-ATAATCTGCACATCAAAGTTACCTAACAATAGTACAAAGAAAGAAAATTAAAGGTATATC
-TCTTTCAAAAATATAAACCCCAAAATTGTTAGGAAATTGTAGTGAGTATAAAAGATAATT
-CATTATAATAAACATCTCAAGCTTCACAGAATTCTGACCTTTGCTACACTCTCATCCACA
-ATCTTTTCTCCTAGTAAATGGCAGCTCCTTCTGTTAAGTTGCTGAGGCTTCTTATTGCTT
-TTTTCTTCAAATAACAGTCAGAACTGAACAACTGTAATCATCCTAGTCCATACAATTGTT
-ATATTTTCATTTAAAGAAGATCAATGTGTGATTCTTTTTTTATATATTTCTGGACAATTC
-TTTATATTTTAATAGTAGTCAGAATTTGATCAGGAAAACAGAAGACATCCTATGTATTAT
-AATGATAAAAGTTTAATATTAATTAGGGCCTTATGCTATTATTGGAAGAGCTTGGTGAAT
-AGATATTAGAAAAGCAGCTAGACAAAATCAGAAGAGGTCTGTTTTATATCAGAGATCTTA
-GCCTGACAGTCTAGAGTGTGGGCACAGAACCCAAGCTTATAGGAATTTCTGAAAGGTCTG
-TAAATCTTATCCAGATGGACAGTGGGAGCTCATAAAGAATTCTGCGAGCCATCACATCTG
-TCAAACCTGCTATGTCTAATCCTTAAGCCTGCTTTATTTGAAGACCTCCTCTTCACTCCT
-CATTTCCAGCTCTCATGAGTTTCTTTCATAGGCAAACCCAGACCTGGAACAATGTGCCTG
-AAGACTTCGGGTGACACAGTACCCAGACTTAAATAGGAGGGGAGCCATGGTGGAAGTGGC
-CATCCAGCACAATTTTCTTGGTCTTTACTCATAGTTTTGATTCCTTAAAAAAATTAACCA
-CATTAAAATATGTGTTTCATAATCTACATCTAATAATACAAATATTTAAAGTCTTTTCAA
-GTTTGAATACGCTACCCATGTTGCTGCTACCCCCATTTTGTGTGTGTGATTTTTGTGTGT
-GTGTTAGAAGCTCATGACCTTTGAAACCTGCTCTTATGAGCTTGCTTTGATGATTTATTT
-GTCCAGAGAGGATTTTTTTTCCTACCTAGCATTTTGGACTGCTATCAACCTGAGACCACT
-TTGAATTAAATTCTCAGCTTGCAAATTTGGAAGCCACACAGATTGTGTGAGTTCAGGCTG
-AAACCTGTTTGAGAGCTGGATTCTGGCTATAAACTCCACAGGGAACATTTTCTCTCTCCA
-CTCAGAGCTGAGACCATAGGGAAATTTATTTGCTAGCTCACTTTGAAGGTTTATTTTATT
-TATTTTTTAAATTTCTAGTACACGTGCTCACTGAAGGTGTAATACTTATGTGAGAATCTC
-AAAATCAGTTGTGTTCTTTGTATGACCCTGGTTTTGTTTCCTCCTGCTCTCTTACTTTCA
-GTGTGTCTCAGTATGTCTGCTCAATATGTCATCTTAAATTTCAACTGAGGGTGGATCTTC
-TTCCCAGCTCACTCACATGGTTCTTAGCTAGATTCAGTTTCTCTCCATTTGTAGGACTGA
-GGACCTCAGTTCTTCACTTAGGGTTGGCTACAGGTAATCATCAATTTCTTGTAACAGGAC
-TTACACTGGGCCACTGACAGCATGCCAGTTGGCTTCATTCAAATGAGAGGGCAAGAGAAA
-GAGAGAGAGGGAGAGGGCACAAGAAGAAATTCACAGTATCTTATAATCTAATCTCAGAAG
-TGGCATCTCATTTCTTTTGTTCTATTCTATTCAATAGAAACAAGTACCTGGGACCAGCTT
-ACATGATAGGAAAGAGATTATATAAGGGTATAAATACCAAGAGGTAGAGATCATCAAGAG
-CCATTCTGGTAGCAGCCACAATATCTTATCCAGAATATTTCTTATTCAGGCCTTCAAATG
-TGCTGTCTTTTCTGGTCTAATGGAAATGAACCTTCCTTCCATACAATTTCTTCTCCTAAA
-TTGTACTCTGGCTCTCTTATCATATACAAATGTCTATGTTAGGTATTTGTGTCTGTCTTG
-ATTCTTGGTAGGCTTTTAAACTCTGTGAATGTTGGACTGTGATGTAGACATCATTTCACC
-GCACACTCTGTAACCACCAAACCTTAGCAGCTTATTCAGTAAGCACATACTTGGCTCTTA
-ATGAGTATTGCTTAAATTGATGAATTGAATTAGTATTTTACCTTCTCTGTTGCTTAGCTA
-AGCAGAAGAATTTGTCATTTTTTTAATTTAGTGACTGGTTCTATTAAAAGTTACCTTTGT
-CTATATCATTTTGTTATACTAAAGCACAAATGTATAAGGTCAAAAAACATTCTCAAGATT
-TTGTTTAAACCACAGCCCTCAGTTGTGTATATTTATCTCTTGTTTTCATATGCAAGATTT
-CTCCTGAAATGGGCAACAATTACAAGAGTTTTTTTCCTCTTCTGAACTAAGAAAATAAAT
-ATTTAATTCACAAGTTTAGAAAAGTGAACCTGAAAAATCACAGGGCTAGGTGGGTTATGA
-GGCCCACTGGTACATGATAGTGTTGAATGTGGATTAGAATGAACTCCGTGGATTAGAATC
-TCAGACCATAGGCAAACATTTACTTGTTTTAGAATAAGCACATTTGAGTCTGCAATAAGT
-ATTACTATTTTTAAGTTGAAAATGTAATTGGTTTCTAATAATAACCATATTGGCTAGCAT
-TATTTCAATCGTGTTTAATGTTTTCCAATGTCATTTCATGTCAGATATCTCTCTTGATTC
-TTAGTAACAATTTGGACAAGACAGCAAATGCTATTGTCCAAGTTTTCTAAAGAAGAATCT
-GAAGTGAAATGACATCAAGAGACCTATCAAGACCTGTATCCAGGAAAAGGTAAATCTGAG
-CTGAAATTGTAGCCCTTGTAAATTACCTACGTGACATACCAGATAGTGTTCATGATCCAT
-TCAGTACTCTGTTCTAAAAATGAGACAATATCCATTTATTCACTTGTTCATTTATTTAGT
-GCTTGTTCAGCCCTTACTGCATATTCCAGGCACTATTCTGACTGTGGCAGGAGTGAACAA
-ACAGGCATGGTTCTTACTTGCATGTAATTACAGTCTTATAGTGAAAACAAGTGTTAAACA
-ACAAAATCTCCCAATTATTTTAAAATTATAAACTTGATTCGATACTATGTGGCCATATAA
-TTGTTCCTAATTTGGTTGGAGAAGGGAGGCAGTTAGGGAAGCCTTCCCTGAGTTAGTGCC
-ATTTAACCTGAATTATGATAGACGATAAGTAATTTGTCAGGGGAAAAATACTCCAGGAAT
-AAAGAACAGGTACAAAGGTCAGGTTCTGGGAAGAGCTTGTCTTGGTCCAGGAGCTAAAAA
-ATGTTAGAGTGGCTGGATCTGGGAAAGAGACAAAGAGTTATTAAATGAGGCAGCAGGCTT
-CAGCAGGTGCCACATTGCTCAGGGCCTTGTAGGCCATGCTAAGGATTTGGGATGTTAATG
-TCAGTACAAACAATTGAGTCGTAAGCAGAAAGTAAAAGCATGATTCCATCAAATGTTATT
-CTCTAAACAGTAATTTTATAAATACAGGTTAAATGTGTGTGGTCCCAGCTACTCAGGAGG
-TCCCAGCTACTCAGTATTCCTTTTCAACAAATATTAGGTGCCTACTATTAGCCAGGTACA
-GCCCTTAGCTACTTTGAATGAAGCATATATTACAAACTGGCAGAATTTCTTAAACAAAGA
-ATCTAAAGTTGTTTATACACCATAATCTCGGTATTTTATAAATTTCTTGAAATTATTTTT
-ATGTACACTGCTTTGCAGAATTTTAACTGGCTTTGAAATAAACAATGACAATAGTCCTCC
-ATGTTACTAGTTTCAAATTTTCCCAATACCTACTAAGACATTACTTAATCCACAGATTTA
-CTGTCAATAGTTTGTATCAAATTGTGATAACATATTTGAAGTTAATATTTCAAATTAAAG
-CAAAATCACAAATTTATACTTTATATTATGAATGAGATTCACAAAAGGAGCATGATAATA
-TATTCTGTTGTCATCACATACAAAATAATAACATATAGAGTATGAATCAATAATTTTTCA
-AATACAAAGCTATTACAATTAGGAATACAAAGAAATCATAATTAGGAATACTTCTACAAT
-ATTAACACACAATAGTGGTAACACTTGCAAAATGATGGTGGTGGTTTTTTTTTTTTTTTT
-TTCCCCGACAGAGTCTTGCTCTTGTTGCCCAGGCTGGAGTGCAATGGCGTGATTTTGGCT
-CACTGTAAACTCCACCTCCTGGGTTCAAGCGATTCTCCTGCCTCAGCCTCCCTAGTAGCT
-GGTATTACAGGTGCCTGCCACCACACCCAGCTAATTTTTGTATTTTTAGTAGAGATGGGG
-GTTTCACCATGTTGGCCAGCCTGGTCCCGAACTCCTGACCTTAGGTGATCCACCAGCATC
-GGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACTGCGTCCAGCCAGTGGTGGGTCT
-CATATCTCAATGTGGACTTTTACTAACTCCCGATGCCTCATTTTCCTCATCAGTTGAAAG
-GAATGAATGAAAGATTTGTGTTTTTCATATTACCAGGTAGATGATAAGAAGATTTTAATT
-TTCTTTTTTTTTTAACTTTTATTTTAAGTTTAGGGGCATTTGTTACATAGGTAGACTGGT
-GTCACAGGGGTTTATTGTACAGATTATTTCATCATCCAGGTATTAAACCTAGTACCCAAT
-AGTTATCTTTTCTGCTTCTCTTCCTTTTCTCACCCTCCACCCTCAAGTAGACCCCAGTGT
-CTGTTTTATTCTTTGTGTTCATTAGTTCTCATCATTTAGCTCCCACTTATAACTGAGAGT
-ATGCTGTATTTGGTTTTCTGTTCCTGCATTAGTTTGCTAAGGATAATAGAAGGTCCATCC
-ACATTCCAGCAAAAGACATGATATCATTTTTTAATGGCGGCATAGTATTCCATGGTGTAT
-ATGTACAGCCTGCATATAAACTGTGGGCTAAAGACCTTCACCAGAGCAGTCTGACAGAAC
-CTCTCTGAAAGACTTCTCCTAGGCTGTAATCCTCAGTCTCTTGTTCTCAGACCCCTAAAT
-AAATCTAACTTTAATTTCTTAAAAGCTTAATTTTTTTCTTTAGTTGACACCAAAAATCTC
-CCCAGCCAGATCCACAAACTTTTTCGGTATTTTTCCTATTTTTTATATCATTCCAGGCAA
-GCGTTTTCTAACTCTCCCATCAGAATATGACTTTGGTGCCTTTTCCTCAGCCTCCACTGA
-TGATTTTTTCTCATTATCCTTAAAGCCCTTTCCAGTAGACTTCTTAAGCTCTTTCAAGTT
-TTCAGTCTCCTTAAGGACCATTCAGTGTTTACTGTCAGTTCCCAGAATGCTTTTACAGGT
-TTTGCTATCATTTTCCTTGAAGTCTGTTCACTTTTCACTAACAGTCTTTGTGAAATCCTT
-CTGGCTTCTATCCATTGTCTGATTCCAAAGCCAATGCCACATAGTTTAAGTTTATATTAT
-ATTAGAGTGACATCTTATTCCACGTACCACAAACCACCTCAAAACTTCGCAGCTTAAAAC
-AACAAACTTAAAAAAAATTGTGGACTTGTATTAGTGCAAGCAGGGCTTAGCTACATGATT
-CTGCTCCGTGTGGTATTAACTGTAGCCATCTGTGGTATTCAGCTGGCAGCTGGGTAGTCT
-GGAGAGTTGAAGGTGGCTTCAGTGATGTGCCTGTTTTATTAGTGGATTGGATGAAATGTT
-GTGGTAAGGTGGGCCTCTCTTGCTCTCCGTGTAGTTTGAGAGCCTGTCTACATGATCTAT
-TCAGCAGCAATATGGTTTGGCTGTGTCCCCACCCAAATCTCATCTTGAATTGTAGCTCCC
-ATAATTTCCGTGTCTTGTGGGAGGGATCCAACGGGAGATAACTGAATCACAGGAGTATTT
-CCCCCATACTGTTCTCGTGGTCTTGAATAAGTCTCACAAGAGCTGATGATTTTATAAGGG
-GGTTCCCCTTTCACTCAGCTCTCATTCTGTCTTGTCTGCCATCATGTAGAGATGTGCCTT
-TTGCCTTCCACCATGATTGTGAGGCCTCCCCATCCACCTGGAAATGTGAGTCCATTAAGT
-GTCTTTTTCTTCATAAATCACTCAGTCTCAGGTATGTCTTTATCAGCAGCATGAAAACAG
-ACTAATACAGTACATTGGTACTGGTAGAGTGGGGTGCTGTTGTAAAGATAACCCAAAAAT
-GTGGAAGCGACTTTGGAACTGGGTAACAGGCAGGGGTTGAAACAGTTTGGAGGGCTCAGA
-AAACAACAGGAAAATGTGGGAAAGTTTGGAACTTCCTAGAGACTTGTTGAATGGCTTTGA
-CTAAAATGTCAAATAATGATATAGACAATGAAATCCAGGCTGAGATGGTCTCAGATGGAG
-ATGAGGAACTCAATGGGAACTGGAGTAAAGGTGTCTCTTGCTATCGAGAGAGACTGGCAG
-CATTTTGTCCCTGCCCTAGAGATTTGTGGAACTTTGAACTTGAGGGAGATGAGTTAGGGT
-ATCTGGCAGAAGAAATTTCTAAGCAGCAAATCATTCAAGAGTGACTTGGGTGTGTTAAAA
-GCACTCAGTTTTAACAGGAAAACAGAGCATAAACGTTCAGAAAATTTGTAGCATGACACT
-GTGATAGAAAAGAAAAATCCATTTTCTGAGGAGAAATTCAAGCTGGCTGCAGAAATTTGC
-ATAAGTAACAAGGAGCCAAATGTTAATCGCTAAGTCTTCAGGCCATGTCAGAGATCTTTG
-TGGCAGCCCCTTCCATCACACACCCAGAGGCCTAGGAGGAAAAAATGGTTTCATAGGCTG
-GGCCCAGGGCCCCTCTGCTGTTTGCCTGTGTACAGCCTAGGGACTTGGTGCTCTGTGTCC
-CAGCTGCTCCAGCCACAGCTAAAAGGGGTCAAGGTACAGCTCAGGCCATGGCTTCAGAGG
-GTGCAAGCCTCAAGCTTTGGCAGCTTCCATGTGGTGTTGAGCCTGTGGATTCACAGAAGT
-CCAGAATCGAGGTATGGGAACCTCCATCTAGATTTCAGAGAATGTATGGAAATGCCTGGA
-TCTCCAGACAGAAGTTTGCTGCAGGGGTGAGGTCTTCATGGAGAACCTCTGCTAAGGCAG
-TGGGGAATGGAAATGTGGGGTTGAAGCCCCCAACACAGAGTCCCCACTAGGGTACTGCCT
-AGTGGAGCTATGAGAAGAGGGCTGCTGTCCTCCAGACCCCGGAATGGTAGATCCACCGAC
-AGCTTGCACTGTGTGCCTGGAAAAGCTGCATACAATGCCAGCCTGTGAAAGCAACCGGGA
-GGAAGGCTCTCCCCTGCAAAACCACAGGGGTGGAGCTGCCTGAGACCATGGGAACCCACC
-ACTTGCATGAGTATGACCTGGATGTGAGACATAGAGTCAAAGGAGATCATTTTGGAGCTT
-TAAGATTTGACTGTCCCACTGGATTTCGGACTTGCTTGGAGCCTTTAGTCCCTTTGTTTT
-GGGTAAATTTTACCATTTGGAATGGCTGCATTTACCCAATGCCTGTACTCCTATCTTATC
-TAGAAAATAACTAAATTGCTTTTGATTTTACAGGTTTATATGTGGAAGAGACTTGCCCTG
-TCTCAGGTGAGACTTTGGACTGCCAACTTTTGAGTTAATGCTGAAGTGAGTTAAGACTTT
-TGGGGACTATTGGGAAGGCATGATTGGTTTTGAAATGTGAGGACATGAGATTTGGGAGGT
-GCCAGAGGCAGAATGAGGTGGTTTGGCTGTCCCCTTTCCCAAATCTCATCTTGAATTGTA
-GCTCCCATAATTCCCATGTGTTGTGGAGGGACCTGGTGAGAGATAATTGAATGATGGGGT
-GGCTCCCCCATACTGTTCTTATGGTCGTGAATAAGTCTCATGAGAGCTGATGACTTTACA
-AGGGGCTTCCCCTTTCACTCAGCTCTCATTGTCTCTTGTCTGCTCCCATGTAATGCATAC
-TTTTCACCTTCTGCCATGATTGTGAGGCCTCCCCATCCACATGGAACTGTGATTCCATGA
-AACTCTTTTTATTCATAAATTACCCGGTCTTGGATATGTCTTTATCAGCAGCATGAAAAT
-GGACTAATGCAAGCAGAATAAGCAGAATTCTTCGATACTGACTCAGCACCCACACACGTT
-GGTTCCAAGATGTAGAAATGGAAGCTTCAAGGCTTTTAACATCTGGACATCAAAACTGGA
-AGTTTTACTTTCACTGTATTTTATTGGTCAAAGCAGTCAAAGAGCCCACCCAGGTTCAAG
-GAGAAAGAATATGTCCCCACGTTTTCAACGGGATGGTGCCACAAAATTTCTAGTCATCTT
-AATTCACCACAGATAGAAATATGAAGAGCTCATTTGTTATGTTATTTGTGAATGCAGACT
-AAAGATATTTGTTGGTTTATATAGTAGTGGGAAAATGAGAACTTTTAAAATATTCAACTT
-TTAGCCCTTGACATGCAAAATGAGTTCATTACATGGTAAGGATGAGGGAGAAAGAAAAGA
-TCTGAAAAAGTAGAAGAGTGATGGATTCAGAAAGTATAGGATGATTGTCAGTGTGATTGT
-TTTATCTAGCCACATATAGCTGTGTGGTATCAAGATGTAGAAGGCAGAGAGTAGGATTTA
-TCAGGATTGTTGTTTGGAAGAGTGAGTACAATCATTACGAGGAAGCAAGGTATTGATCAT
-GGAATATAAAGTGGGAAAAGAGGTAAGGTAAGAAGGATATCAGTAAAGTGAATGACAGCA
-TAAATATGGTAGAACCGTTGGATTGGTGGCTCTGGAGGAATTGAATAATTATTAGACTTG
-AAGCATTAGATGGTGCATTAGTGAGGGCATCTCCAACTAAGTCTACCATCAAGTCATGGT
-GATTTATTATCTCAAATATATGACAAATTTATCTACTTATTTCCAAAACTCCCATATCTA
-GTTTAAGTAATCAAATTTCTTGCCTTGGCAAGCATGTTGCTTTCTAATTGACTCACCTGT
-ATCCAATTTGAATTCCTTAAAATCCATTCTATACATTGTAACCATAGTGATATTTACAAA
-TGTGAAATCTGGTCAAATCATTCTTCTGCTTAGTAGTCTTGGATTTCTCATTCTCTTAGG
-AAGCATCTTCCACTACTTATTTCAGCATTATCTGCACAATGCTTCCCCTCACTTCCTCAC
-AATGTGGTTTCAGGCACAACTCCCAAGGCCCCACTCTGGCCTCGGGGAGCAGATTGTTCC
-CCCTGCAGGAAAACCTTTGTTCTCCACTCAGTTAACTGCTGTTTACCCTTTAGATCTCAG
-CTTCAGTGTTGCTTTCTTAGGGGAAACTGACTCACATCAAATCCCTCTCTTATAGTAATT
-TTCATTGTATTTCAGAGTAATTTTTATGGTTGCAATTTTACATTTGTGTGATTGTTTGAT
-TAATCTCTGTCTCCTCCACGAAAACTCCAAGATGCAGGAACTATATCTTACTGGCATTCA
-GCACAATACCTGGCACATAGGTGTTCAAAAAATACTAATAGGGTAAATAAATGAATTAAT
-TTTATGCTTTTATTTTAATATTTTCATGGTATTAATATTTCTCTCTATGTGATATTTTGT
-ATGTACCTATTTTCTTTTAATTTGAAGATTTATAGTTTAGTTATGTGCTGTATAAATTAT
-ATTTAGTTCTTTAATTTTTGTGTTATTTCCAAGGGTGCTCTCCATTGACTCTTTTAATAT
-AGTTCCACTTTACCCCTTAAACCCACTTTCCTCTCCCACCTTCGTCATCCAACTTTATTT
-GATTTTGTTATTTTTAATTTTTCTAATAATGACCTTTATCTTTTAAAATAATATTTAATC
-ACCCATAACATAATTTGTTGATTCTCTCCCACTGTGAAAGTTGAATGGACCAGAATATAT
-TTCTACTATCTTTCTCTTCTTATTTTTGTTATGAATATAATTAGTCTTTATACAGTTATG
-GTTTGTAACATTTGCATTCTGTTCTTTAACCGCAAACCCCAGAACATTTTGATATTAGGC
-TTCAGAATGCTCACTTGTATCATGTTATCTCTATTCATTTTTAGTGGATAGTTTTCTTTT
-TTAAGTTTTTCTGATAGAGATGGGGTCTTGCTATGTTGCCCAGGCTGGTCTTATCTTGAA
-CTCCTGGGCTCAAGTGATTCTCCTGCCTTGGCCTTTCAAAGTGTTGGGACTGTAGGTGTT
-AGCCCCTGCGCCTGGCCTCTAATAGTTGTCTTCATTAAAGCCTCATGGGGACTCTATTTT
-TTTTTTTTTTTGTGGGTTGTTTATTTTGTGTTTGTGAAGTCCGGTAAATTCAGTTGCATC
-TGCCTTGATGTGGTCATACTATAACACATTTTTTCTGGATAAAGATAAGCCCTTTAACCA
-TTAGATTCAATGTTTTCTTCATTTCAGAAAAGTTTTCTTTTATCTTTGAATTTTTTAACC
-AGATATTGTGAGCTCTTTCACACTAATTTCTCATTTGTTGGACCTGACTTTAATGTTACA
-TTTCACCTTCTTGTGTTTTCTATTTCGTTTTGCTCAGGATATATTTAAGCCTGTCATTTA
-TATTCTTATCTGTGTTTTTAGCAGCATTATTCTCTCCACTTCCCACTTTTTTTCCTGCTT
-TTATTGATCTTCATTTCTTTCATGGTTGTCTTTACTCATTACATCCTGAATTTTGCCAGT
-TTATTTTTTATCACTTTATTTTGTATTTATTTTCAATTATGTCTTCTAAATATCATTTCA
-GAGAGAAAACATTTTAGAGAAGGCATATTTTTAAAAAACATAGAAAATTTGATCCTGTTT
-TTTACTGCTTCATGGTATAATTTGTATGTTCTGTACCTTATGTAATTTTCCCTTTTTCTT
-CTAGTATTTTTATAAAGGTCATCAAGTTTTATTTTTGTAATACAATTATTATAAATAATT
-ATATAATATTATTAGTCTTTGAATATTCTAGATACTTGTGAAAGGATATTGTGGAGGAGG
-AGCTGGGGGTAGTAAGTATGATGGAAGGCAGACGAGTTTTGGAATCTTGTCTCCAAAACA
-CTCTCATCTGTTAGAATGACTCCTAGGCTATAGGATTGACTATGGCTTAGAGTGGATTCA
-TAGTTGTTAATTTCATCATGTGACTTGTGACTTATCCTTTTCTTTTCATAATAGAATGAA
-AATTGCCATCTGTCTGGCTTCTTCCCCATCTTTTTGCCTTCTTTCATTACACCACACACG
-TGTCCTAATTATTCCAAAGGTGATACATTTGCATGTTTCCCTTTAAACTCCTTTCCCTCT
-GTCACTCTGTGGAGGGTTCACATGCTGCAATATTTCTGTTCCAAGTAAAGATCACAGGTT
-TTGATCCTCAGTCCTCAGTATACACACCTCTTTTAGGGATTTCTGGGCTTCTTGACTAGC
-TCAAGCTCTTCAGAGGCATGCACTTTATCTTGGTGTTCAGTCTTGACTGGTTTAAACTTT
-TGATGTCCAGAAGGTTTTCTTCATGTGTTGTTGTGTGGAATTGTAAATATTTTCTAGCTT
-TTGTAAGGTTGTGGCTCATATTTATATTTCTCCTGGTTTGAAAGAAGAGAGAGAAAGAAG
-TATGTCAAATTGAGACTCTTAGATTGGAAATCTGAATTTATTTACACGATTGAGATTGAT
-CTAGAGTTTTATTTTTTCTGCTGTAACTGAAATTTGGATTCAAGATTATATGTGTTTTGT
-GAATATGTTTGGTAACATTGTGACTTTTCTATAATTTAGGGAAGTTTGATGTAGGAGAAA
-GAGAAAAAATTTTTGAGAGAATCCTAAATTCATATATGGCCTAACCTTTTAATATCTATG
-TAATTTTAGATAATAAATAATTTGTTTGAGATTATGTGGCTCTAACAACACCTGCTTCAC
-AGTGTAATTATGAGGATTTCATAGAATTTGTATAGTGAGCATTAGTTTTGATGTTACTTT
-AAACCTCTTTGCCTTATACATTCTATTTTTTCCATGGAACATTATATGATTTCATGTCCA
-CATATTAATCTCATACTTTCAATTACATTTTATGTTTAAATTGAATATTATGGTAATCGT
-TATGTAAATGATTAAAAATTTAAAGGGACAACATTTAATGTTGCTCTGGAATTCACCTTT
-AGTCATAAAATAAAGATTTAAAGTATCATCTGTAGACAATGGCAAAAGCCCTTTTTTGTC
-ATAAGAAAATCAAATATGCTTTATTTCACCCAATTAACATGGCTATCCCGGGAAAACCAA
-AATGACCATAGGCGGTAATTCCCCAGGCCGTGTGATCTCAGTCTGGCATTCTCGGATCTC
-CAAGGCATCACTTTGGCCACTACCCTCTGGGGCTGTGATTAGCAGCTCTCTTCCTGTTTT
-ATGCAGCTCTGTGTGTATGTCTGCAGTGATGCCGTACTGGATCTGGTTCATCTTGTGAGA
-ACTATACCTATCTGAATTTTTGATGATGCTCTTTTCTTAGTTCCCTTGGCAAAACAGGTA
-GGTGAGGGATAGAAATAAAATCTATACTTAGTAAATCGGTGAGCCAAGGTCTGTGACTGG
-CAATGAGTGAATTACATTCTCCTCAGTTGGGTGCAATGTCTGCCTTCTGTGTGGCCATTT
-GCTGTTGCCACTAGAGAAGGAGGATGCAGCAGGGATCAGGCACCGTGGAGAAAAGTCGCC
-GTGTGTAGGCAGCTAAGAATGTAGGAAAATGAACATCTCGGCTCCCAAAGGACGAGAATA
-AAGCTGTAGAAGAATGTCAGGGAGGAATCTGAGTTGATCGTATGACTATTCATCCTTCTT
-CCCACATTTTCCCGACTGTTTAGCCCTACTTTTCTTCGCGTTGGGTCTCATTTTCCTTCC
-TGTGTGGCCTGTGCCTTATGGTCAGCGCGGACGTCCATCAGTCTATCAAATGCCTAGAAA
-CCTTTCGCCCTTTGTCACCTTCTGTGTCACCCAGCATTCCCCTTCTCAGCCCTTTTCATT
-CTCATGGTGGAATCCTTTTGGTTTGATTTCAAGGGTCCAGCACTGTTGATGTCACAACAG
-AGTGGCATGGAAAGTTTCTGAAAATTTTGTCATCTAACCTCTCGTGGGGACTTTTAATTA
-ATTCAGCTTTTGACAACTCCATCACATTCATTATATTATCCATTCATTCATTCATTAATA
-CATTTGACATTTATAATGTGTGCCAACAATGTGCCAGGTCAAAACTGCCCACTTACAATG
-TAGAACATTTCTGTAAATTTTATTTCAATTTTCTTGTATTTCTTCTCCTTTATTCTACCA
-TCCCACTTGATCTTCTGCCACAGAAGTTCTCTTCTCTCTCTCTTTGTTCTCTCTTCTCCT
-CCTTTATTCTTGATACCTGCTTCTGTGTTGGCTCCTCTAGGCCAGCACTTGTCCTCCTAC
-CTCTGTGATGTTCTGTCTAGTTTATTGATTCCTTTTCCTACTTTACATAATCAATGTGGA
-TAGTTTCTATAGTTGGGTCTTTGCTTTTTAATCTTTTTTTCCTGTGTATTATTTCCTTCA
-GGGACCTTATGCACTCTTACACATCCGTCTATTATTTTTATATGGATTACTATACAATTA
-CATGTTGAATTTGTACTTTTCCCCCATATATCCTGTCATATGTTTTCACCTGAGCATCTC
-AATATCTAATACTCTTATTTGCTTAAAATACACGTGATTATTTTCTCCACCCTGACATAT
-TTTATGTTCAACTTTCTAATTTCTAAAAATGGACCTACCATTGTCCTATTTATTCTTGCT
-TAAATCTTGATATTTTCTTTGAGTTCATGCTCCTTCGTATTCACTCCAGCTGTGATAAGT
-CACCAATCCTTTGGGTTTTTACTTACCAGTATTTCTATTTCTGTTTCTATAGCCTTAAAG
-CTGGAACTGTGTAGTCCCAGTTCCTCTGTGTAGCCCCCCAAGTCTGCTCTATTTCAATCT
-TCTCTTAAGGGAACTCCTTCCCTCCGTTTTTCTTTTCCTCCATTTGATACATCGCACTTA
-TAGATGGGGCATCTTCCCTAATTACTGGCTTCATCCTCAATTCCCGGGACCCATACCTTC
-ACTGGCTCCCTAAATTTATTTAATAATTCTCATATACCTTTGAGAAGTTTCTAATGATAG
-GCAACAAATGAATATTGACTACCTTTCTTATTTTCCTTTCTTCACCAAAATGATTTTTAG
-GATGTAGACAATCTGTATGCTTCAACATACACCAAACTTACCATTTTTGAAATATTTTAC
-AATCTACTTGAAAAGACTTCTTTAGACCCTATATTCATGTATTGTAATATTTATCCTCTT
-TTATGGCTATACTCAAATGCCACATCACTATAGTGCCTTCCCTCATCACTGTAGCTATCT
-CTTTTCACTCTACTTATATTGTAGAGGATTTGTTACACTTCTTAAACTGCTGATCTCAAG
-CGATTTGCTTGCTTTGACCTCCCAAAGTGCTGGGCTGACAGGCGTGAGCCACTGCACATG
-GCCTGATTTGTTCCACTTCTACTATATGCATCACACATGCCTGATGCATATTTTAATGCA
-CGTTGGATAAGGATCGGCTTTGTACGACTTCAGTCTTTCTTGATGTGTGACACCCACTTC
-TATTTTGGCTCCACTTTAACAAAATGAATAAGTGAGAAGGTAATACTGGAAACAGAACAT
-AACTGTGACTAGGAATTTGGTCTTGACTCGCCATTTAATTTTCTGATATGCATGACTGTT
-TTCTTCACATGTGAAATTTAACATGAGGTTGAAACTGGAGAATTTTATATTTTTCATGAA
-AAAGGCAATTTGGGAGAAAAGTCCATTTTCCTGAGGATAAGGTATTGTATGGTTTGACTG
-CTTTGCCTTGGCTGGTCAACACATTTGTACACCTGGATAGGCACAGTTTTCAGAAATCCT
-TTCAAGCATCTACCAATTCTCCTGTCTACAAGTTTACCTTCCTCCCATTTCTCATTCCTA
-ATGACAAGGGAAATATCCAGTGTTATCTGAAGTGGTCATAAAAGACATTTTTTTTCTTTT
-TATGTGAGGAATTGAAACTTATGGCTTTAGATTATGGGGCTTACCATCAAGGAAAGGGCG
-TAGCGTGGTCAGAGGACAAAACTTCTTCCTGCATTTCTCAGGAAGTCTTTGATTAGTGTG
-TCCACCTAGGAGCAATTTTTTTTTTGGGGGGGGTGCTGGGAAATATACTTAAGTGATTAA
-ATCCAAGTGTAGACATGAGAGCTTTACCTAAAGCCAGGTCTAATTACCATACCTGAGAAT
-CAGGGAGTATTTAAAATTTGAGAAATAATTTTCTATACTTGAAAGTCACTTATGTAGGTA
-GGCCTCAGATTATAATAAATAACGTTTATTGTGCTATACTATGTGGTAGGTATGAGGTTA
-AGTATTTTTACCTATATTATATCACTTATTTCTTACAAATGGAGCAAGGGAGCAAGCAAG
-CAAGGGAGGTATTATTATCCCTATTTTATGTATTTATGTATTTATTTTTGATTTCTATTC
-TTTTGGTTTTTTTGTTGTTTTTTATTGATGTATCATAGTTGTACATGTTTTGGGGTACAT
-GTGATATTTTTGATACATGTATACAATGTGTAATGATCAAATCAGAGTAATTTGGATATT
-CATCACCTCGAATATTTATCTTTTCTTTGTGTTGGGAACATTATAATTTTTCTCTGCTAG
-CTATTTTAGAATATATAATAAATTATTGTTCCCTATGATTTCTCCATTGTACAATTGAAT
-ACTAAAATTTATTATGTCTATCTACATATCCCCAGTTCAATAACTATAATTTCTCTGCTG
-TGCAATCAAATACTAGAACTTCTTCCTTCGAACGCTATATCCCTAATTCAATAACAAGTA
-AACTGAAGCTCAGCATGGTCTAGGAACTTTGTTACGTTAACACAGCAAGTGAGTGTTGCA
-GCCTGGATCCAAAAATCAGGCCTGGTCGACCTCAAAGTCCAGATTATTGACCTTTCTACC
-ATAATGTATGGAGGTAAGTTTGTGAATTTATTCAAAAATCAGGCCTGGTCAACCTCAAAG
-TCCAAATTATTAACCTTTCTACCATAATGTATGGAGCTAAGTTTGTGAATTTTCATAGTT
-TTAGGATTTGAAGATAAAAGAGGTGAAAATTTGGAAATGGTTTCTGGACTTTTGAATTTT
-GGCAAACAGCTATGTGATAAGTCCACCCTGCAGACCCACAACTTTTGGAAATAACTCTAC
-TGTGACCTTCAGTAGCAGAAGCTGCTCCTGGGGTGGTAGAACACAAGGAAAACACACACT
-AGTAAAAATTTCATGTGCCTTCTTTGTTCTGTACATGTGTTTCTCTTGATTAGTATATGG
-TAGTATCCTCAAATCATAGTAACAAGTATACTTTTTCCAGTGAATTGCATGTGTATATTA
-TTGTATAGTATAAAAGGCAATATTTCCATTTATTATCATCTGTGCTTTTCAAAGAAACTC
-TGTGAGTCCAACAGGGCAGATAATAGAAGCAACTGCCCTTTCTCTCCCCCGTTAAATGCA
-ACCCAATGTCACAGTCCGTAGCATCCCCAGATGAGTGTATTAAAGGTGAGAAATTCCCAA
-AGTCAAACTCAGTAGCATCCTTGAATGAGTGTATTAAAGGTGATAAATTTATTTTATTTA
-TGTTCTTTTTAACCTGTGTTCTCAGAAACAGAGACTACTGTATTTCATCCTACCTTAGTC
-TTGCTTAGCAGTTTCTCTTCTCCTTTGAGGCTCTTTTATTTTTAAATCATTGTTCATATC
-TTCTAATTTCCCCTTTCTCCCATTCTTTCCATATTTTTAATCTTTTTTTAACTTTATCTC
-TGTTCTGCTTTTTCTGTATTTCAAATTGATCCATAGACTTTAGAAAAATGAGTTGAATGC
-TGGCTGTAGGCTGTCTTATCCCCAGCAAGAAACATGTTGTAAAGTCTTAGTACCTTCCCA
-CTGGAAGATCATTAGTCATGGCTACTATGTTTTTAAATGAGAATTGTTTTAATTATGCAT
-TTTAAAATTATTGGAAAACATGAGGGAGAGGAATGAACCATAAGTAATAAAGATTATTGA
-CTTGAAGTTAAGACCTTACTATGATCTGGGATTATTAGTCTTACTTGTCAATCAAGAACT
-ATCCACTTTCTATTTGTTTGTGGGTATCTAATATGGTTATATACACAGAAGTAATGATAA
-TTGATATGAAAAGGTCTCCTCCTGTTATATCAATTTAGGTATTTTTCACACATTGTGTAC
-CTCATTCTTCTCCTATTCAATTTTCACTAATTCCTAAAGGGTCAGGTCAATGTCCTTGGC
-ATAACCTCCTCCACCTGTTCTTAATGGCAATTGTATCTTCTGCCCTCCAATATCTATAAC
-ACTTTTTTCTTTAAAACTCTTTGAATGTTTATCTTAATACTCATTTGATATATATTGTAT
-ACCACATATGATTGTTTGTTATATGTACAATACATGTTTTTTCAACTTTTTTTGGTTCTT
-TCCATTTACAGGAATTAGAGAAAGAACTAATCAGTGTGAAGGAGAATTGTCAGTAAAATT
-ACAAGAAAAGATTGAGATCATAATTGACCTTTGAGGATAATAAAATTTAAAGACCAAAAG
-GATGGACTTCACAGAAACATGACCTTAGGTTGTTTTTGCAGTTGTAGTAACTGGTTATAT
-GACCAACAAAATATGAAGAATGGGTAAACAAATTCTGATAGTAATGATCAGTCACTTTGC
-AAATATAAAGTTACTATTTACTACTGTATTGTACAGGTTCAATAATCTTTGTGTACACAT
-TTTATGTATTTATTGTCAGGCTGCTATATAATTCAGTATTTATAATAGATACTATGTATA
-GCAATCTATGGTTAGTTTTGGTCTTAACCAGGAAAAATCACTCTTTTGAGTTTTGCTGTT
-TTTACCAGATTATTTTTACTGGATGATTGCTCATATTATTTGATTATTATTGCAATTTGT
-CTTTCTGGAATAGGAAGCAAGAGGCCTGAATTCTGGTTCCTATTCTATCAATTGTGTGAA
-TTCTGGAAACTCAGTTTACTTTTCTGGGCCTCATGGTTTTCATCTGAATGATGACCAACT
-TGGATAAAATGGTCTTTATATAATTCCATAGGCATTTCCCTTCCCAAGGGCTTGAGTCTT
-TTTCAACAATTATAGAGTTTTCCGGTCCCTCTTCCCAGTGCCTCAGCACCTTGCTATTCA
-TGTTCATCTGATCAGTTGTTTGCATGCTGACTTACATTACCCTGATGGGCAGTACCTGTG
-GCTGTTTCTGCTCCCTCACCCAGTCCATAGGCTTCTGGTTGTAAAAAGTGTGCATCTTGA
-GACTGTGGACAGTTAGCTCCAGAGGTGACAGTATAATCACTTCACGTAGAAGAGGATAGA
-GAGAGACTCATGCCAGTGGTGGTGAGCAAGTATTAGAGATATGATGTGTGCCTCTGTGAG
-TTTTGGGGTCTAAGATAAATTATGGCACTAGGAAGATGGTCCTTTGTGTCAGAAGAACTG
-GAGTTGTTGGTGCAAAAAAGTATGATGTCAGCATAGCAGTTTTATTTGTACCTCAGCAAC
-TTCTAAAATAATCTCTATTAAGTGTTTTCAGGAACTACTTTCTACTATAGGAAAATGATT
-GAGGTGAGTATCCATCTGGACACAGAGAAATATAACACTGTTTTCTGCTCACCCTCCACT
-TCACATATAAATACAATATGTGTTAAAGGACTAAATTTCTAGTGTCACAGTTTGTACTTT
-ATAGTTTGAAGTCAATAAGAAAGCTCATATACCTTCCTAAAAGTCACTTGTTAATGTTTG
-ATATTAATCTAATTTTATCATAAATTAAAAGTATAAAACTACAAATTTCTTAAAGATAAA
-ATATCCGAATGGATTCAGTCAAATTAAGCATGATAATATCAAATATCAGAATAGGTTACC
-ATGCAGGAGGTACTGAGTACTTAAAAGGGTGGGGAATGCAATGAACATAAAAGCTGGTAC
-CAAGGGGAGGAGGAGACAGTGATGAATTAAAACATTATCTTAACTAATCCAAGTGCTGGT
-CTTCAATACTTTCATGTGTATAGACAAAGAGAAACTGCAGAGATTTCTCACAACCTCTGT
-GTCCATTTTATGCATGTATCTTAGCAGAAACACTGGTGAAATCCCTCCAAAACATATTTA
-TTAGGCATGGAAAAAGCCTTACATGACAGGTGGCATAGGCTCCTTATGAAATCATTGCAG
-GATGGGAAGCCATTTAGGGCTTCATAATTGTGAAAGATTGTATAGAAACTGAGGCACTTA
-AATAGCAGTAAGCATGAGAAAATGTGGTAGATAATGGTGGTGATTCTATTTCTTGTGAAA
-GTCCACTTACTCTAGTCTGCTACAGTTGTGGGCTTTCCGATTTCACATACCCCAGTCTCT
-ATATTCTCTCAATCCACAGCCTACCTCAACTAAGTCCGTCCCAGGCACCTCTTACTGCAG
-TGATAATCCATCTGTTAATCATGTTTTCCTCTTATGTCTACTTTCTGTCAGAGAATTGTG
-GGTGCAAACTGGGAAGGGAAGGAAATTATAAGAATATGTATAAGTACAAATGGAATATGT
-TGGAAATGAGGAATAGTTAATATCACAGGTCATTTAAACACCTGATGAATTTCATGGATA
-GTCAGGAATCTTGTTCTTACCTAATCTGTTAATTTTAGATCAGACATTACACTGAAAGTA
-TTGATGATGGGTTTAAATCAGGTTGCAGCTCACATGTTGTGATAATATTATGTTGATTTT
-TTGTTTTTAATATGTGAGGAACAGAATAACTGTATACTATTTATTCATAGTGACATTGCA
-ATATTGATTTTAGTACATATTATTATCTTCATAATCACAATTTCCTCCCCATTTTCTTAG
-TTCTCATAATTTTAGCCACAGCCCAGTTGGCTGGACCAATGGATGGAGAGAATCACTCAG
-TGGTATCTGAGTTTTTGTTTCTGGGACTCACTCATTCATGGGAGATCCAGCTCCTCCTCC
-TAGTGTTTTCCTCTGTGCTCTATGTGGCAAGCATTACTGGAAACATCCTCATTGTGTTTT
-CTGTGACCACTGACCCTCACTTACACTCCCCCATGTACTTTCTACTGGCCAGTCTCTCCT
-TCATTGACTTAGGAGCCTGCTCTGTCACTTCTCCCAAGATGATTTATGACCTGTTCAGAA
-AGCGCAAAGTCATCTCCTTTGGAGGCTGCATCGCTCAAATCTTCTTCATCCACGTCGTTG
-GTGGTGTGGAGATGGTGCTGCTCATAGCCATGGCCTTTGACAGATATGTGGCCCTATGTA
-AGCCCCTCCACTATCTGACCATTATGAGCCCAAGAATGTGCCTTTCATTTCTGGCTGTTG
-CCTGGACCCTTGGTGTCAGTCACTCCCTGTTCCAACTGGCATTTCTTGTTAATTTAGCCT
-TCTGTGGCCCTAATGTGTTGGACAGCTTCTACTGTGACCTTCCTCGGCTTCTCAGACTAG
-CCTGTACCGACACCTACAGATTGCAGTTCATGGTCACTGTTAACAGTGGGTTTATCTGTG
-TGGGTACTTTCTTCATACTTCTAATCTCCTACGTCTTCATCCTGTTTACTGTTTGGAAAC
-ATTCCTCAGGTGGTTCATCCAAGGCCCTTTCCACTCTTTCAGCTCACAGCACAGTGGTCC
-TTTTGTTCTTTGGTCCACCCATGTTTGTGTATACACGGCCACACCCTAATTCACAGATGG
-ACAAGTTTCTGGCTATTTTTGATGCAGTTCTCACTCCTTTTCTGAATCCAGTTGTCTATA
-CATTCAGGAATAAGGAGATGAAGGCAGCAATAAAGAGAGTATGCAAACAGCTAGTGATTT
-ACAAGAGGATCTCATAAATGATATAATAAGCCCTTCTCATTAAACATGATATGGCTTTAT
-GTTTCTTTCTTTGATATTTTAGATTCAGGAACTATGAGACATTATGTATTGATTTGAATG
-TTATTAGACCTGTAACATAATTCTTATCTGATGAATATATGATGAATATATTCCTTGTTC
-AAAATGAGTCATAAATTCAACACATCTCTACATCTATATTATGCCCATTTAATTTCTTTC
-AGCAATGTTTTGTAGTTTTTGGTGAACAGGTACTTTATGCATATGTACTTTATATTTATC
-TCTAAGTTTTATATTTCTGATGCCCTTTTAAGTGACATTTTTATTTCAATTTACAATTGT
-TTATTCTTAGCTTATGGGCACATAATAGATCTTTGTTTGACATTATATCCTGTAAACTTG
-CAAAACTTATAAGTTCCATCAGTTTTTTATAGGTTATGTAGGATTTTCTTTATAGATGAT
-TATGTTGTCAGTGAATAAAGACATTTGCTTTTAAAATTCTAGTATGAATTCACTATATTC
-ATTTTGTTGAATGCTGAGTAGAATTAGTTAGAGTAGACATCTTTGACTTGTTCCTGTTAT
-GAAATATATTAAATATTTCATCATTAAGTATAATGTTAGCTATAATTTTTTTCATAGGTA
-CTCTTTAACAGGCTGAGAAAGTTTTCTGTATTCACAGTTTGCTGAAAATTTCTTTTATCT
-TTAGTCAGGAATGGATCTTGGATTTTGTAAAGCTTTTTCGTTTCAGAATCAGGGTAATGC
-TGGCCCTTTAGAATGAGTTGGGAAGCATCTGCTCTTCTTAAATTTTCTGCCATAATTTTG
-TAGAATTCATATAATTTTTTTCTTTAAAAAGGGAAGTACTTAAGTATTTTTTCCCATAAG
-TTACCCATAAGTAAATCTAAAGGAAAGTGGGAAACTTTGATACGCATTGGTTGCCCCCTG
-GTGGAGATTTCTGGGTTCTTGATTATTTTAACACTGGAGATAGAATCTGGTGGAATGACG
-TCAATGCTACCGTGATTAAGAGGTGTGTAGGAAATGCTTCATGTAAAAGAGAAAATAGTC
-TTTATGAGAATCTGCCTGGTGGAAAGGAGTTGGTGCAACAATAACAATATAAATTAGTGA
-AAAATTTTAAATTGACAAATAATAATTGTATCTATTTATGGGGTACAATGTAATGTTTTG
-ATACATGTTTAAATTGTGGAAAGATTAGGTCTATCTTATTGACATACATATCTTTTTTGT
-GGTGAAAACATTTAAAATCTACTCTGTTAGTCATTTTGAAACATACAATACCTTGTTATT
-TATTACAGTCACCATTCTGTGCAATAGTTCACTGAAACTTTGTCTAACTGAAACTTTGAA
-CCCTTTTATCAACATCTACCTTTTCCATGTCTACCCCCAACTACTAGCCTCTGATAATCA
-CCATTCCATTCTCTACTTCTATGAATTCAACTTTTTTAGATTCCACATATCAGTGAGATC
-ATGTGATATTTGTCTTTTCGTGCCTGGCTTATTTCACTTAGCGTGATATCTTCTGGGTTA
-ATTCATGTTGTCACATATATCAGGTTTTCCTTCCTATTAAGGCTGAGTAGTATTCCATTG
-TATATATACACTACATTTTCTTCATCCATTTGTCAGTTGATAGACACCTGTGTTGATTTC
-ATATTTGGGTATTGTGAATAATGCTGCAATGAACATGAGCCTGGAGATATCTCTTCAGCA
-TATTGACTTAAATTCCTTTGGATATATACAAGGAAGTGGGATTGCTGGATCATATAGTAA
-TTCTAGTTTTAGTTTTTTGAGTAACTTTTATCTATTTTTCATAATAGTATTAATTTACAT
-TTCCACCAACAGTGTACGAGGGTTCCCTTTTCTCTGTATCCTCTTCAACACTTGTTATCT
-TTTATCATTTTGATAGTAGCCATTCTAACAGGTATGAAGTGGCATCTCACTGTCATTTTA
-ATTTGCATTTCCCTGATAATTAGGATGACAAACTTTTTTTATGTTAGTCATTTGTATTTT
-TTTTGAGAAATGTCTATTTAGGACCTTGCCCATTTTTTGACTTGGTTATTTGTTTTCTTG
-ATATTGAGTTGAGTCCCTTATATATTTGGAGATTAGCCTTTCATCAGATGTATGCTCTGC
-AAATATTTTCTCACAACTTGTAGGTTGTCTCTTCACCATATTGTTTCCTTTGCTGTGCAG
-AAGCTTTTTAGTTTGATGCAATCCCATATATTTTTGCTTTTGTTGCCTGTGCTTTGGGGG
-TGATATCCAAGAAATCTTTGACCAAACCAACATTGTGGAACTTTTCCCCTATGTTTTCAT
-CTAGTAGTTTTACAGTTTTATGTTTAAACCTTTAATCCATTTTGAATTGATTTTTGTGTA
-TGGTGTGAGATAAGGATACACACCATACACATTCGTGTTCTTCTGCATGTGGATATCTAG
-TTTTCTTAACACCATTTATTGAAACAAATGTCTATTCTTCATTACGTTTTCTGGGCACCT
-TTGTCAAAAATTTATTGGTCATAAATGCATGAGTTTATTTCTGGGCTCCTTATTCTGTTC
-CCCTGGTCAATGTGTCTGTTTTTGTGCAAGTGTCATATTGTTTTGATTACTATGGTTTTG
-TGATATGTACTTGTTTTGGGGGGGATCGATTTTTATTTGGGTTTCTCACAGTGGTTAGAG
-AACAACCACAGCACAGGAAATGCCTCACCAAGATTGCCCAGAAAACTGACCAGCTGCATC
-TTATTGCTTAAAAATACACATATTCACAATAACTGACAAATGGTGATGTGCCTCACACAG
-GAATGTGTTCACATTTGCAATGCTGTGTACAGACTTCACTTCGTTCAACATAGATTTTGG
-TTTAATGGAATTCAAATGCGGATGCTTGTTCACAGCCTTGGATTTGTCTGTTTTTGGAGA
-GATACAACCTCCATGAGTATATCTGCATGAAAACCACAGACAATGAAGGTATTTCTTCAT
-TGATTTATTTATTCTTTTGACTGTAGTAACAAACCCTGGATGACACCCTTCCTTTTAATT
-CACCTGGAAACCAGACTCAATCAAATCTCCCTGGTCCCCTCACTATTCCTTCAAATTCCC
-TATTTCTATCTCTTCCTGAGGAGGGTAACCTCCTGTAGCAGGGGTCAGACTGTGACTTGG
-GAATCAAGCTTAGGTCTGCAGGTTGCCTGTTCATCTTCTTGTAAAATATTGTAGAACACT
-GCAGTGAATCCAACAGTTAACACTCAGAGCAGTTCCCTGCTCTAACTCAGGAAAGAGACT
-TCAGAGGGTCAGGATTCATCCATTTGATCAGTTAACTGAGAAGGATTCATTTTGGTAAAA
-CTTGTTCAGCTTTGAGACACTTCAGTGAGTTGTTTGAGATTTTTTTTTAAATTATATTTT
-AAGTTCTGGGGTACATATGCAGAACATGCAGGATTGTTACATAGGTATACACGTGCCATG
-GTGGTTTGCTGCACCCATCAACCCATCATCTACATTAGGTATTTAACCCAATGCTAACCT
-TCCCCCAGCCCCTACCCCCAGACAGGCCCCGGTGTGTTGTGTTCCCCTCCCTCTGTCCAT
-GTGTTCTCATTGTTCAACTCTCATTTATGAGTGAGAACATCGGGTGTTTGGTTTTCTGTT
-CTTGGATTAGTTTGCTGAGAATGATGGTTTCCAGCTTAATCCATGTCCCTGAAAAGGATA
-TGAACTCATCCTTCTTTATGGCTGCATAGTATTCCATGGTGTATATATGCCACATTTTCT
-TTATGCAGTCTATCACTGAATGGGCATTTTGGTTGGTTCCAAGTCTTTGCTATTGTGAAC
-AGTGCCACAATAAACATATGTGTGCATGTGTCTTTATAGTAGAATGATTTATAATCCTTT
-GGATATATACCCAGTAATGCAATTACTGGGTCAAATCATATTTCTAGTTCTAGAACCTTG
-AGGAATCACCACACTGTCTTCCACAATGGTTGAACTAATTTACACTCCCACCAACAGTGT
-AAAAGCATTCTTATTTCTCCACATCCTTTCCAGCATCTGTTGTTTCCTGACTTTTTAATG
-ATCGCCATTCTATCTGGCGTGAGATGGTATCTCATTGTGGTATTGATATGCATTTCTCTG
-ATGACCAGTGATGATGAGCTTTTTTTCATATGTTTGTTGGCTGCATAAATGTCTTCTTTA
-GAGAAATGTCAGTTCATATCCTTCACCCACTGATGGGTTTGTTTGTTATTTTCTTGTAAA
-TTGTTTAAGTTCTTTGTAGATTCTGGATATTAGCCCTTTGTCAGATGGATAGATTGCAAA
-AATTTTCACCCATTCTGTAGGTTGCCTGTTCACTCTGATGATAGTTTCTTTTGCTGTGCA
-GGAGCTCTTTAGTTTAATTAGATCCCATTTGTCAATTTTGGCTTTTGTTGCCATTGCTTT
-TGGTGTTTTAGTCATGAAGTTTTTGTCCATGCCTATGTACTGAATGGTATTGCCTAGGTT
-TTCTTCTAGGGTTTTTTATGGTTTTAGATCTTATGTTTAAGTCTTTAATACATCGTGAGT
-TAATTTTTGTGTAAAGTGTAAGAAAGGGATCCAGTTTCAGTTTTCTGCATATGGCTAGCC
-GGTTTTCCCAACACCATTTATTAAAAAGGGAATCGTTTCCCCATTGCTTGTTTTTGTCAG
-GTTTGTCAAAGATCAGATAGTTGTAGATGTGTGGTGTTATTTCTGAGGCCTCTGTTCTGT
-TCCATTGGTCTACATATCTGTTTTGGTACCAGTACCATGCTGTTTTGGTTACTGAAGACT
-TGTAGTATAGTTCGAAGTCAGACAGCGTGATGCCTCCAGATTTGTTCTACTTGCTTAGGA
-CTGTCCTAGCTCTGCGGGCTCATTTTTGGTTCCATATGAAATTTAAAGTAGTTTTTTCCA
-ATTCTGTGAACAAAGTCAGTGGTAGCTTGATGGGGACAGCATTGAGTCTATAAAAACTTT
-GGGCAGTATGTCCATTTTCATGATATTGATTCTTCCTATCCATGAGCATGGAATGTTTTT
-CCATTTGTTTGTGTCCTCTCTTATTTCCTTGAGCAGTGGTTTGTAGTTCTCCTTGAAGAG
-GTCCTTCACATCCCTTGTAAGTTGGATTCCTAGGTATTTTATTCTCTTAGTAGCAATTGT
-GAATGGGAGAGTTCACTCATGATTTGGCTCTCTGTTTGTCTGTTTTTTGCATATAGGAAT
-GCTTGATTTTTGCACATTGATTTTGTATCCTGAGACTTTTCTGAAGTTGCTTATTAGCTT
-AAGAAGATTTTGGGCTGAGACCATGGGGTTTTCTAAATACACAATCATGTCATCTGCAAA
-CAGAGACAATTTCTTTCTCTTGCCTGATTGCCCTGGCCAGAACTTCCAATACTACGTTGA
-ATAGGAGTGGTGAGATAGGGCATCCTTGTCTTGTGCTGGTTTTCAAAGGGAATGCTTCCA
-GTTTTTCACCATTCAGTATTGGCTGTGGGTTTTTCATAAATAGGTATTATTATTTTGAGA
-TATGTTCCATCAGTACCTAGTTTATTGAGAGTTTTTAGCATGAAGGGCTGTTGAATTTTT
-TCGAAGGCCTTTTCTGCATCTATTGAGAGAAGCATGTGGTTTTTGCCATTGGTTCTATTT
-ATATGATGAATTATGTTTATTGATTTGCGTATGTTGAACTAGCCTTGTATCCCAGGGATG
-AAGCCGACTTGATTGTGGTGGACAAGCTTTTGATGTGCTGCTGGATTTGGTTTGCCAGTA
-TTTTATTGAGGATTCTTGCATCGATGTTCATCAGGGATATTGGCTTGAAATTTTCTTTTT
-TTTTGTTGTGTCTCTGCCAAATTTTGGTACCAGAATTATTCTGGCCTCATAAAATGAGTT
-AGGGAGGATTCCCTCTTTTTCTGTTGTTTGGAATAGTTTCAGAAGGAATGGTACCAGCTC
-CTCTTTGTACCTCTGGTAGAATTCGGCTGTGAATCCATCTGGTCCTGGACTGTTTTTTGG
-TTGGTAGGCTATTAATTCTGCCACAATTTCAGACCTTGTTATTGGTCTATTCAGGGATTC
-AACTTCTTCCTGGTTTAGTCTTGGGAGGGTGTATGTGTCCAGGAATTTGTCCATTTCTTC
-TAGATTTTCTAGTTTGTGTAGAGGTGTTTATAGTATTCTCTGATAGTAGTTTGTATTTCT
-GTGGGATCAGTGGTGGTATCTCCTTTATCATTTTTTATTGCATCTGTTTGATTCTTCTCT
-GTTTTCTTCTTTATGAGTCTGGCTAGTGGTCTATCTATTTTATTGATATTTTCAAAAAAC
-CAGCTCCTGGATTCATTGATTTTTTTTGAAGGTTTTTTTGTGTCTCTATCTCCTTCAGTT
-CTGCTCTGATCTTAGTTATTTATTGTCCTCTGCTAGCTTTTTGTATGCTCCTGCCTCTTG
-AGTTCTTCTAATTGAGATGTTAGGGTGTCAATTTTAGATCTTTCCTGCTTTCTCTTGTGG
-GCATTTAGTGCTATAAATTTCCCTCTACACACTGCTATAATTGTGTACCAGAGATTCTGG
-TATGTTATGTCTTTGTTCTCATTGGTTTCAAATAACTTATTTATTTCTGCCTTAATATCT
-TTATTTACCCAGTAGTTGTTCAGGAGCAGGTTGTTCAGTTTACATGTAGTTGTGTGGGTT
-TGAGTCAGTTTCTTAATCCTGAGTTCTAATTTAATTGCACTGCGATCTGAGAGACTGTTA
-TGATTCCCATTTTTTTTTGCATTTGCTGAGGAGTGTTTTACTTCCAAATATGTGGTCAAT
-TTTAGAATAAGTGCAATGTGGTGCTGAGAAGAATGTATATTCTGTTGATTTGGGGTGGAG
-AGTTCTGTAGCTGTCTATTGGATCCACTTGGTCCAGAGCTGAGTTCAAGTCCTGGATATC
-CTTGTTAACTTTCTGTTTCGTTGATCTGTCTAGTATTGACAGTGGGATGTTAAAGTCTCC
-CACTATTATTGTGTGAGGGTCTAAGTCTCTTTTTAAGTCTCTAAGAGCTTACTTTATGCA
-TCTGGGTGCTCCTGTATTGGGTGCATATATATTTAGGATAATTAGCTCTTCTTGTTGCAT
-TGATCCTTTTACCATTATGCAATGCCCTTATTTGTCTCTTTTGATCTTTGTTGGTTTAAA
-GTCTGTTTTATCAGAGACTAGGATTGCGACCCCTGCTTTTTTTTGCCTTCCATTTGCTTG
-GTAAGTATTCCTCCATCCCTTTATTTTGAGCCTATTTGTGTCTTTGCACGTGAGATGGGT
-CTCCTGAATACAGAACACTGATGGGTCTTGACTCTTTAGCCAATTTGCCAGTCTGTGTTT
-TTTAATTGGAGCATTTAGCCCATTTACATTTAAGGTTGATATTGTTATGTGTGAATTTGA
-TCCTGTCATTACGATGCTAGCTGGTTATTTTGCTGTTAGTTAATGCAGTTTCTTCATAGT
-GTCAATGGTCTTTACAATTTGGTATGTTTTTGCAGTGGCTGATACCAGTTGTTCCTTTCC
-ATGTTTAGTGCTTCCTTCAGGAGCTCCTTTAAGGCAGGCCTGGTGGTGACAAAATCTCTC
-AGCATTTGCTTGTCTGTAAAGATTTTATTTCTCCTTCACTTATGAAGCTTAGTTTGGCTG
-GATATGAAATCCTGGGTGGAAAATTCTTTTCTTTAAGAATGTTGAATATTGGCCCCCATT
-CTCTTCTGGCTTGTAGAATTTCTGCTGATAGATCTGCTGTTAGTCTGATGGGCTTCCCTT
-TGTGGGTAACCTGACCTTTCTCTCTGGCTGCCCTTAACATTTTTTCCTTCATTTCAACCT
-TGCTCAATCTGATGACTATGTGTCTTGGGGTTGCTTTTCTTGAGGAGTGTCTTTGTGATG
-TTCTCCGTATTTCTGAATTTGAATATTGGCCTGCCTTGCTAGGTTAGGGAAGTTCTCCTG
-GATAATATCCTGAAGAGTGTTTTCTAACTTGGTTCCATTCTCCCCATCACTTTCAGGTAC
-AGCAATCAAACGTAGATTTGGTCGTTTCACATAGTCCCATATTTCTTGGAGGCTTTGTTC
-ATTTCTTTTCATTCTTTTTTCTCTAATCTTGTCTTCTTGATTTATTTCATTAAGTTGATA
-TTCAGTCTCTGATATCTTTCTTCCGCTTGATCGAATCAGTGCTTGATCCTTGTGCATGCT
-GCATGAAGTTCTCATGGCATGTTTTTCAGCTCCATCAGGTCATTTATGTTCTTCTCTAAA
-CTGGTTATTCTAGTTAGCAATTGGTCTAGCCTTTTTTCCAGGTCCTTAGCTTCCTTACAT
-TGGGTTAGGACATGCTCCTTTAGCTTGGAGGAGTTTGTTATTACCTACCTTCTGAAACCT
-ACTTCTCTCAATTCATCAAACTCATTCTCCGTCCAGTTTTCTTTTGTTCCCTTGCTGGTG
-AGGAGTTGTGATCCTTTGGAGGAGAAGAGGCGTTCTGGTTTTTGGAATTTTCAGCCTTTT
-TGCTCTGGTTTCTCTCCATCTTCATGGATTTATCTACCTGTGGTTTCTGATGTTGGTAAC
-CTTCTGATGAGGTCACTGAGTGGCTGTCCTTTTTGTTGATGTTGATGCTATTCCTTTTTG
-TTTGTTAGTTTTCCTTCTAACAGTCAGGCCCCTCTGCTGCAGGTCTGTTGGTGTTTGCCC
-TAGGTCTACTCTAGACCCTGTTTGCCTGGGCATCACCAGCGGAGGCTGGAGAACAGCAAA
-GATTGCTGCCTGTTTCTTCCTCTGGAAGTTTTGTCCAAGAGGGGCACCCACCAGATGCCA
-GCCAGAGCTCTCCTGTATGAGGTGCCTGTTGGCACCTACTGGGAGGTGTCTCCCAGTCAG
-GATACACGGGGGTTAGGGACCCACTTGAGGAGGCAGTCTGACCCTTATCAGAGCTCGAAT
-ACTGTGCTGGGAGATCTGCTGCTCTCTTCAGAGCCATCAGGCTTTTCAAAGATGCTTTAA
-GTCTGCTGAAGCTGTGCCCACAGGCGCCCTTTCCCCTAGGTGCTCTGTTCCAGGGAGATG
-GGGGTTTTATCTATAGGTCTCTGACTGGGGCTGCTGCCCTTTTTTCAGAGATGCCTTGCC
-CAGAGAGGAGAAATCTAGAGAGGCAGTCTGGCTGCTGTGGCCTTGCTGAGTTGTGGTGGG
-CTCCACCCAGTTCAAACTTTCTGGTGGCTTTGTTTACACTGTGGGGGTAAAACTGCCTAC
-TCAAGCCTTGGCAATGTGGAAGCCCCTCCCGCCACCAAGCTCGAGTGTCCTAGGTCAACC
-TCAGACTGCTGTGCAAGAATTTCAAGCCAGTGGATCTTAGCTTGCTGGGCTCTGTATGGG
-TGGGACCCGCCGAGCCAGACCACTTGGCTCCCTGGCTTCAGCCCCCTTTCCAGGAGAGAG
-AATGGTTCTGTCTTGTTGGCATTCCAGTTGCCATTGTGGCATGAAAAAAAAAAAAAAACT
-CCTGCAGCTAGCTCGGTGTCTGCCCAAACAGCTGCCTAGTTTTGTGCTTGAAACCTAGGG
-CCTTGGTGGCAGAGGCACTGGAGGGAATCTCCTGGTCTGTGGATTGTGAAGACCGTGAGA
-AAAGCATAGTTTCTGGGTGGAGTGCACCGTTCCTCATGGTACAGTCCCTCGGGGCTTCCC
-TTGGCTAGGGGAGGGAATTCCCCCAACCCCTTGCACTTCCCGGGTGAGGCGACACCCCAT
-TCTGCTTTGGCTCACCCTCCGTGCGCTGCACCCACTGTCCAACCAGTCCCAGTGAGATGA
-ACCAGGTACCTCAGTTGGAAATGCAGAAATCACCTGCATTCTGCATTGATCTCACTGGGA
-GCTGCAGACTGGAGCTGTTCCTATTTGGCCATGTTGCCAGCAAATTCTGAGATTTTTTTT
-AAAAGTGCAAAGAAAGACATCTGAGGGGTGCTGACATATTCGGGTCACCTCAAGCCACAT
-GCCAGCTTGCTTGCCCCTGTTGGATTCAGCAGAGGGAGATAGGCCTTGCCATACCTGTGG
-TGTCTGCCAAAGCTTCCTCCTGGCAATTCTTGGGAGTGCTGATACCTGGGCCACAGTTAG
-TCCAAGTTTATCACTGAAGATCCTATCAAAGTTTTGTCTGAAATTCCACTTTTGCCTTTT
-GTCCTAAGTGGTTGTGGACATCTCCAGGGGCTGATACCAAGGACTAGGAACAGCTGAGGG
-AGGCAGAAAGGTTCAGAGTACATCTCTATTTACAGGGAACAGAACACCGGCCTCCGAGAG
-TCCATGGAGCAATGGGAAAATTGCAGTGATTACTCATCACTGTGAAACTTCTACTTTGAA
-TACAGTATCTTCTGGCAAGCATAGGGGACTGCAGTCGACAATGCTGCTGAATATACCTGA
-GTACATAGTAAGACATTTGTTTGGTAAACAGTCAATGCATACAATAAATTACCTTGAGAG
-GGCCATCTGTGCTCCAGATGTGAGAGTTCATGTGAATAGAATGGCCGCAATTCAAAGAAT
-CTTCACAGGAAAACAGGGCTCAGAGCTCATCCACAATGGACAGACAGGGAGGGAAACAGG
-TGGAGGTTAGTTCACCACTTCCTCATAAGAAGGTAATAAATAGTTTGGTGAAATAAAATG
-GTAGCACTGAGTAATTGCGGGCTTCTGGATAGGCAGGCAGGTTGATTTCATGTTGCTACT
-GCTGGACTTGAGGGCTGGCTTGGCTGTGGTGGCAGACACAGCAGCAGCTCAGGATGATGG
-TGATGGTCCACGCGAGCCAGAACCACCAATGTTCATAGTAGTAGTTACAACACTGAGACT
-GCCCATAGCAGTGTCCTGTTGTGTCACAGATGTAGCTTTGATTGTTGGTACACACACAGG
-CTTCCTTATCCTGTGGGGGTTCAGCCCTGGCTGACACAGGGCTGGGCAGTGCCTAGAGGT
-GCAAGAGCTCCATGCCACCCAGGAGTCTTCCCTCCTTACTCCTCCTGCTCCTCCGACCCA
-GCGCGGGCACCTCCCTCCACCCTTGCTGCACTTCTCCTCTACCCTCTTCTTCCTTCTTTT
-GTTCTTTTCCTGTAATACGTTTTGAAGTCAGATTGTGAGGCCTTCAGCTTTGTTCTTATT
-GCTCAAGAGTGCTTTAGTTATTCAGGGTCCTTTGTGGTTCCATATAAATTTTCAAATTGT
-TTTTTCTATTTCTGTGAAGAATGACATTGAAATTTTGATAAATGTTGCATTAAACCTATA
-AATCGCTTTGGGCAGTAAGGACATTTTAAGAATATTAATTCTTCCTACCCATGAACATAA
-AATATCTTTCCATGTATTTGTGTCATCTACAATTTTTCATCAATGTTTTATAGTGTTCAG
-AATACAGATCTTTCACCTCCTTGGTTAAATGTACTCCTAAGTACAATCCTAAATGTGCTC
-CTAAACAAAAAAAATACAGTTTTTTTGATGCTACTGTGAATGAGATTGATTTCTTTATTT
-TTGTCATATAGTTTGTTGTGAGTGTAAAGAAACTACTGAGTTTTGTATATTGATTTTGAA
-TTCTGCAATTTTATTGAATTCATTTATCATTTCTAATAGCTTTTTGGTGGAGTTTTTAGG
-GTTTCCTATATATAATATGTCATCAAACAGAGACAATTTTACTTCTTCCTTTTCAATTTG
-AATATCTTTTATTTCTTTATTTGGCTTAATTGCTCTGGCTAGGACTTCCAGAAATAAGTT
-GAATAGAAGTAGTGAGAATAAATATCCTTGTCTTGTTCTTGATCTTAGCAGAAAAGATTT
-CACTTTTTCATTGTTGGGTATGATGTGAGCTGTGAGCTTGTTATATATGTCCTGTTTTGT
-GTTAAGGTACATGCCTTCTACGCCCAATTTGTTGAGAGGTTTTGTCATGAGAGGATTTTG
-AATTTAGTCAAATGCTTTTTCTGCATATATAGAGATAGCTATTTTTTTATCCTTCATTCT
-GTTAATGTGGTTTATCACATTTGATTTGTGTTTGCTGAAACATCTGGAGGATAAATCCAC
-TTTATCATGGTAAATGTTCTCCTAATATGTTGTTAAATTCTGTTTGCTAGTACTTATTTT
-GAGGACTTTTGTATCTATGTTCATCAGGGATATTGGTTGGCCCATACTTTTCTTATAGTG
-TCCTTGTTTGCCTTTTTATTTTTATTTTTATTTATTTATTTTTTAAATTATACTTTAAGT
-TTTAGGGTACATGTGCACAACGTGCAGGTTAGTTACATATGTATACATGTGCCATGCTGG
-TGTGCTACACCCATTAACTCATCATTTAACATTAGGTGTATCTCCTAATGCTATCCCTCC
-CCCCTCCCCCCACCCCACAACAGGCCCCAGTGCTAATATCCGGAATCTACAATGAACCCA
-AACAAATTTACAAGAAAAAAACAAACAACCCCATCAAAAAGTGGGCAAAGGATATGAACA
-GACACTTCTCAAAAGAAGACATCTATGCAGCCAAAAAACACATGAAAAAATGCTCATCAT
-CACTGGCCATCAGAGAAGTGCAAATCAAAACCACAATGAGATACCATCTCACACCAGTTA
-GAATGGCCATCATTAAAAAGTCAGGAAACAACAGGTGCTGGAGAGGATGTGGAGAAATAG
-GAACATTTTTACACTGTTGGTGGGACTGTAAACTAGTTCAACCATTGTGGAAGTCAGTGT
-GGCGATTTCTTAGGGATCTAGAACTAGAAATACCATTTGACCCAGCCATCCCATTACTGG
-GTATATACCCAAAGGATTATAAATCATGCTGCTATAAAGACACATGCACACGTATGTTTA
-TTGCAGCACTATTCACAATAGCAAAGACTTGGAACCAATCCAAATGTCCAACAATGATAG
-ACTGGATTAAGAAAATGTGGCACATATACACCATGGAATACTATGCAGCCATAAAAAATG
-ATGAGTTCATGTCCTTTGTAGGGACATGGATGAAGCTGGAAACCATCATTCTCAGCAAAC
-TATCACAAGGACAAAAAACCAAACAGTGCATGTTCTCACTCATAGGTGGGAATTGGACAA
-TGAGAACACATGGACACAGGAAGGGGAACATCACTTTAAAAAAAAAACAATAATGCTGAT
-CTTTTAAAATGAGTTTGGAAATACTCTTTCTCCTTCAAGTTTTTGGAAGAATTTCAGAAG
-GATTGTATTATTATTTTTTAAAATGTTAGAATTCAGCAATGAAGTTTTCTGGTCCTGGGA
-TGTTCTTTGATGGGAGATGTTTTATTATTGATATACTCTCCATACTCAGTATTGTTCTGT
-TCAGATTTTATCTTTCTTCTTGACTTTCTCTAGGTAAGTTGCATTTTTCTAGAAATTTAT
-CTGCTTTTTCTAGGTTATCCAATTTGTTGGCTTGTAATTGTTTATAGTGGCCTCTTATGA
-TCCTCTATATTTCTGTGGTATTAGTTGCAATATTTCCTCTTTCATTTCTGATTTTATTGC
-TTTGAGTATTCTCTCGTTTTTCTAGTCTAGCTAATGGTTTGTCAGTTTTGTTTATCTTTT
-CAAAGAACAAATTCTTAGTTTCATTGATCTGTTCTATTTTCTTTCACAGTCTTTTTGTAT
-TTGAAGGACTTGTATTTGTTAACTGGCTCAAGCCTGGAAATTTGTTGAGGTGCTATGAGT
-CTCTATTGCTCTCATTTCTCTTCACTAGACATAGAAATTTTCTGATTACACGAATCAAAT
-AAGACTAATAAGCTTCCCAGGGATGAATCCCACTTAAGCATGGTGAATTTTTTTGCTGTG
-TTTTCTTAAAAATAATATTTGCTAATATTTGGCTGAGGGTTTTTCCATCTAAGTTCATCA
-GGAGTATTGGTCTGCAATTTATTTTTATTATAGTGTCCTTCTCTGGTTTTGGTATCAGGG
-TAATGCTGGTTTTGAAAAATGAATTTGGAAGTATTCCTCTTCTTCATGTTTCTGGAAGCG
-TTTGAGAAGGATTGGTGTTAGTTATCTAAGTGTTTGTTAGAATCCAGCCACTGAGCCATT
-CAATCCTGGGTCTTTCTTTTATGAGAGACCTTTCATTGGTGATTTAATTTCCTTATTCAC
-GATTTGTTCTAAATTTTGAATTCTTCATGATTCAGTTTTGGTACGAGTTTATCAATTTCT
-TCTAGGTTATCTAATTTGCTGGTGAATAATTAATTATAGTAGTATGTTATGATTTTTTAA
-CTTCTGTGGTATCAGTTTTAATGTCTCTTCTTTCATTTCTGAGTTTGTTTTCTTTTTTCT
-TAGTCTATGTAAGAATTTGTTAATTTTGTTTATCTTTTCAAAAAACAATTCTTATTTTTA
-TTGAAATTTTCAGTTTCTATTATATTATTTCTGCTCTGATCTTTGTTATTTGTTTCCTTC
-TGCTATCTTTGGGCTTGTATTGTTCTCTAATTTTCTCGCTCCTTTAGGCATAATATTAGG
-TTGCTTATTTGAGATCTTTTTTTCTTTTTTGATGTAGGCATTTATTGCTATAAGTGTCCC
-TCTTATAACTGCTTTTGTTGCATCCCATATGTTTTAGTATGTTATGTTTCCATTTTCATG
-CTACCTGATTTTAGAATATATTTCAAAGCATGGTGTACAGTGCTTTTAAAAAGAGGCTAT
-ATATAGGTATATATAAAAACAATACACACATTGTATATAAACTATGGCATGCTTGTAAAG
-AAAAGAGAACATAAAGTGTCTGAGGAAATAATTAGAAGAACAAGAGGATGCAAAGGGGTC
-TGTCAAAGATTCAGTGAAATGAGGGTTTTTGGATATTCACAGCTAATAGATTAATGCATT
-AGGAATGAGCAAAAAAATTGATGGTAGTCAAACAGAGGGAGGGAGGTAGATTTTGAATGA
-TTCAAAGCAGGAGTGTTTTGAAGATAAACAGAATAACTAAAAAGAAAGACTCAGATGAAA
-AGCCTAGATTTAAAGCATTTGAATCAAGAGGTGGTAATCTAGGAATTAGGTTGATTTCTT
-TTTTTTTTAATTTGTGTAGCTTTTTATTTTATTTTTTATTATACTTTAAGTTTTAGGGTA
-CATGTGCACAAAGTGCAGGTTTGTTACATATGTATACATGTGCCATGTTGGTGTGCTGCA
-CCCAGAAGACTGGTTAATTTCAATAACCTAAAAATCCACAAGGTGGGAGCGTTTCACTGA
-AGACAGTTGTTAGAGAAACGTTAGAACCAACTTCCTTTTTTTCTCTGTCCCTTCTTCTCT
-GCTTTCTTCTTTTCTCCTCCTCCTCCTCCTCCCTTTACTCTCCTTCTTCTCTCTCTGTTT
-TTCTAATCATGAAAACAAACGAAAAAAACTATGAGCAAGAGCACAGAAAAAAGACTAGCG
-AAGACTGCAGTTATTGAAAGTATCAGATACAGAAAATAAAATAACTATATTTAGTATGTT
-TAAAGTAAAACAAAAAATTAAAAATATCATAATGGAACAGGAAACTCTAGAGAATGGCCA
-AGAAGATTAAAAGAAAACAAATAGAATGTCCATAGAGAATAACATAATTGAAATTTAAAC
-CCAAATGAATGGTTTTAACAGAATATTAGTATGTTAGAAGCAGTTGAAGAGTGAACTAGT
-AAACTGTAATATAGGTCAGAAGGGGCTATCCAAAATGAACACAGGAATAAGGAAATGGAA
-AATAAGAAACATGTAGTTAGGAGACATGGAAGACAGAGGGGGAAATGCTAAAAAGTTTTA
-AAGAGTGTTTCAGAAGGAGAGAAAGGAGATCATGAATCAGTGTATATATTTTTTAAATTT
-TATTTTATGTTCTGGGATACACGTGCAGAAAGTATAGGTTGATACATAGGTAAATGTGTG
-CCATGGTGGTTTGCTGCACCCATCAACCCATCACCTAGGTATGAGGCCCTGCATGCATTA
-GCTATTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGT
-TCCCCTCCATGTACCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAG
-GCCCTGGTGTGTGTTGTTCCCCTCCATGTACCCACGTGTTTGTCCTGATGGTCTCCTACC
-CCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGT
-CCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCA
-TGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTG
-TGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCC
-CCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGT
-CTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCAC
-GTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTT
-CCCCTCCATGTATCCACGTGTTTGTCTTGATGGTCTCCTACCCCCTGTCCCGCTGAGAGG
-CCCTGGTGTGTGTTGTTCCCCTCCATGTACGCACGTGTTTGTCCTGATGGTCTCCTACCC
-CCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTC
-CTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCAT
-GTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGT
-GTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCC
-CTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGTC
-TCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACG
-TGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTC
-CCCTCCATGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGC
-CCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCC
-CTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCC
-TGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATG
-TATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTG
-TGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCC
-TGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCTGATGGTCT
-CCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGT
-GTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCC
-CCTCCATGTATCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCC
-CTGGTGTGTGTTGTTCCCCTCCATGTACCCACGTGTTTGTCCTGATGGTCTCCTACCCCC
-TGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCCT
-GATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGT
-ACCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGT
-GTTGTTCCCCTCCATGTACCCACGTGTTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCT
-GAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTACCCACGTGTTTGTCCTGATGGTCTC
-CTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCCCTCCATGTACCCACGTG
-TTTGTCCTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCCTGGTGTGTGTTGTTCCC
-CTCCATGTACCCACGTGTTTGTCTTGATGGTCTCCTACCCCCTGTCCCCCTGAGAGGCCC
-TGGTGTGTGTTGTTCCCCTCCATGTATCCACGTGTTTGTCTTGATGGTCTCCTACCCCTG
-TCCCGCTGAGAGGCCCTGGTATGTGTTGTTCCCCTCCATGTATCCATGTGTTTGCTCTCA
-TTGTTCAACTCCCTCTTACGACTGAGAACATGTGGTGTTTGGTTTTCTGTTCCTGTGTTA
-GTTTGCTGAGGGTGATGGCTTCCAGCTTCATCCATGTCCCTGCAAAGAACATGATCTCAT
-TTATTTTAACGGCTGCATAGTATTCCATGGTGAATATATATCACATTTTCTTTATCCAAT
-ATATCATTGATGGGCATTTGGGTTGATTCCATGTATTTTCTATCGTAAATAGTGCTGCAA
-TAATCATATGTGTGCATGTATATGTATGTGTGTGTGTATATATATGTAGTTATAATATGT
-ATATATATGTGTATATATATGTGTGTATATATATACACATATATATACATTTACATATAT
-AATATCTGTATATATGTATATATATGTGTATATATATGTATGTATATGTATATATATATA
-TTTTTTTGAGATGGAGTTTTGCTCTTGTTGCCCAGGCTGGAGTGCAATGGTATGATCTTG
-GCTCACTTTGACCTCTGCCTCCTGGGTTCCAGCGATTCTCCTGCCTCAGCCTCCAAAGTA
-GCTGGTATTACAGGTGTGCACCACTATACCTGGCTAATTTTTTTATTTTTAGTAGAGATG
-GAGTTTCCCCATGTTGGCTAGGCTGGTCTCAAACTCCTGTCCTCAGGTGATCCACCCGCC
-TTGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACTGCACCCAGCCCTGTGCATGT
-ATCTTTATAATAGAATGATTTATATTCCTTTGGGCATATATCCAGTAAAGGGATTGCTGG
-GGCAAATGGCATTTCTGGTTCTAGATCTTTGAGGAATTTTCACACTGCCTTCCACAGTGA
-ATGAACTAATTTACATTCCCACAAACAGTGTAAAAACATTCCTATTTCTCCACAGCCTTA
-CCAGCAACTGTTGTTTCTGGAGTTTTTGATAATCACCATTAAGACTGGTTTGAGATAGTA
-TCTCATTGTGGTTTTGAGTTGCATTTCTCTAATGATCAGTGATTTGAGCTTTTTTTCATA
-TGTTTGTTGGCCACATCCATGTCTTCTTTTGAGAATTGTCTGTTCATGTCCTTTGGCCAA
-TTTTTGATGTTTTTTTTTTTTCTTGTAAATTTAAGTTCTCCATAGGAGCAGGTGCTCTAA
-TTGCTTGGAGGTCTGCCTATGTGTGGAGATGAGAGGGCCTCACTGCACTATAATCTCAGC
-ACAGGAAGGTTGGGGAAGCTCAGGCTGCTGATCCAGTCAAGTGGGTACTCCACATACCTG
-GAAATCTGCCTGGCCATAGACTGGAGAGGGCCCCACTGCACCACAACCTATGTTTATAAA
-CGGTGGGGTAGCTCAGGATGCTGGTCCAGGTAGACAGGTGCTCCAATGCCTGAATTTCTG
-CCTGGGGGTGAAGCAGAGAAAGCCCTGCTGTATCACATTCTCAGGGGAACAGGCTGGGGC
-ACCCAGCAATGACACCTGCAGACTGGTTGTAGGTCTCCAAGCTGGCCCTGGCTGCAAGTT
-TCATCACCTGGGAGAAATTACAGCTGTAGCAGCTTTTCTGTTGCCCCGAGGCTGCGATGG
-GGGAAAGCACAATTCCAGCACATACTGCTGAGGTGTTTTCCACAATATGGCTGTGAAGGT
-CCCTACCAAGCCCCAAAGCAGTTGTTCCAATCTTTGGCCTGAGACTAAAATGCCTGTGCA
-GGCATTCTGCTGGGTCACAAAAAGAAAAAAAAAAGCTGACTTTGCATGCATCCAGATTGA
-AAATGGCATCTTGCTCTTACTTCCTGGTCTGGGAAAATGTCTGCAGCTGTTCCCAGTGTC
-TTTGCTTCACAGCATCTCCAAGCCTCTCCCCATGTTGACTCCAGGCCTTGGGAGAAACAA
-AATGCAACAACTTGGCTGGGGTTGCTCAGATTCACAGTGAAAATGTCAGTTACAGAGGGA
-GGCTCTCTGCCTCTCTCACATACTAGGACTTCGCTCACTTTTATAAGCTGGTTGCTGTCA
-TGTTGACTGTTTGCTCACATTCTCCTTCTTGGGATCTATGATGTCCTTCATGATTCTGGT
-GGATTCCCATTTTCCTTCTTGACTTAGAGCTCACAGAGTTGACCTTTGTGCACTCTCTTG
-CTATTTCTAAGTGGCCGAGGCATACTAAAAGCCTCTAATTTATCATCTTTGGAAAAAAAC
-AAAACAGGGAAGTTTGCTTTTGCAAATTGTTGTTTGTGGGGGTCTGTCCTGCAGACCCCA
-GCTGCACGAGGGATGAATAATGTACTCAGACACCAATTATTCAGTGAAAGAGCCGCTAGG
-GGGCTGGGCCGTGCACAGAAAGAGTTCTGGCAGCCACGAGCCCTGACTAGCTAGCCCTGC
-CAGCATTTATTGAAAAAACATTAAATGACAGGGGCTTTTAGTCAACACAAATAGAGGGTA
-ATTAACCTGGTCACCCTCCCCCGAGAGAGAGCCATCCTGCCTGTGAATGATCAAAGGTTG
-GCTTCAGGACCACATGAGTAAACAAGTTATTTAGATAAACTCCCTTACATTCCTTTGCAC
-CTACTTTAAGCTATTTACTCAAGGAAGGATTAGGCCGCCTTCATTCAGATCTATTACTGA
-AGCTATACAACACCCCCAGCCTTCCATGAAGGTTTGTGTCGATTTCTTATAACTATCTTT
-AAAATTTTTCCCACCAGCCTGACTGAACTCCCACAGTTGTTGCTACTTTTTGAAATTGAA
-ATACTTCTAGGAAGACTGATTAAGAACAATATAGAGAAAAGACATATTTTTCAAACTCCT
-GATGAAGAAGAAACATCCGTATTAATATATAGCTAATAAAAAGATAAGAGATGTTGTGGA
-AAACTTCATACAAGGGTGCCCACTCTCAGAACTTCTATTCAACATAGTACTGGATGTCCT
-AGCCAGAGCAATTAGGCAAAAGAAAGAAATAAAAGGCATGAAAATTGGAAAGGAAGAAGT
-TAAATTGTTTCTGTTTGCAGTTGACATGATCTTATATATAGAAAACACCAATAACTCTGC
-CAAAAAATTTAGAATTCATAAATGAATTTAGTAAAGTTGCAGGATACAATGTGAACATAC
-AAAATTCAGTAGCATTTCTACACATCAACAACAAACTATACAAAAAAAGAAATCAAGAAA
-ACAATCCTATTTATAATAGCAACAAAAAATACTTAGATGTAAATTTAAACAAAGAGGTGA
-ATGATCTTTACACTGAAAACTACAAAACATTGATGAAAACAATTGAAGAAGCCACAAATA
-AATGGAAAGATATATCATGTTCATGGATTGGAAAAAGTAATATGTTTGAAATGTCCATAC
-TATCCAAAGTGATGTACATATTGAATGCAATCTCTATCAAAATTCCTATGACATTTTCCC
-ACAGAAATAGAAAAACAACTCTCAAATCTGTATGGAATCACAAAAAACTCTGAAAAGCCA
-AAATAATCTTGATCGAAAAAAGCAAGGCAGGAGATATCACATTACCTGACTTCAAATTAT
-ACTACATAGCTATAGCAATCGAAACACCATGGTACTGGCATAAACGCAGACACATAGACC
-AATTACACAGAATAAAGAGCCCATAAATAAATCTACATATTATAGTCAATTGACTTTCAA
-CAAAGGTGCCAGGAACACACATGGGGAAAGAACAGTCTCTTCAAAAAATGGTGTTGAGAA
-AACTGAATGTCCACAAGATTGATCTTAGGCCCTTATTTCATACCATATAAAAATATAAAT
-TCAAAATAAGTTAGACTTAAATGTAAGACCTAGCACTATAGAACTCCTGGAAGAAAACAG
-GGGAATAACTCCAAGACATTGGTCTGGGCAATAATATTTTATGATATGACTCTAAAGCAC
-AGGCAAGAAAAGCAACAAAACACAAATGGAATAGCATCAACCTAAAAAGCTTCTGCACAG
-CAAAAGAAAGTCAACAGAGTGAAGTGATAACCTACAAAATGGGAGAAATTATCTGCAAAC
-TATACATTTGATAAGAGGCTAATGTCCAAAATATCTTAGGAACTCAAACAACACAATAAT
-AAGAAAACAAGGAACCCTAATGAAAAATTGACAAAGGATCTAAATAGACATTTCTCAAAA
-GAAGACATACAAATGGCCAACAGATATATAAAAATGCTAATTATCACTGATCATCAGAGA
-AATGCATATTAAAACTACAATAAAATGCCATTTCACATCCGTTAGAATGGCTGTTACAGA
-AAAGGCAGAAGATACCAAGTGTTGGAGAGGATGTGGAGAAAAGGAAAACCTTGTAATTGT
-TGAGAATGTAAACTATTTCAGCCATTGTAAAAGACAGTATAAATGATTCTGTAAAAATAG
-AATTACCATATGATTCAGTAATGCTATTTCTGGGCATATATTAAAAAGATATCAAATCAG
-TGTGTCAGTGAGTTATCTGTACTCCCATATTTATTGTAGCATTATTCACAACAGCCAAGA
-TGTGGAATTAACTTAAGTATCCATCGACACATGAGTGGATGAAGAAAATGTGGTACACAT
-ACACAATAGAATAGTATACAACCTTAAAAAATAAAAAAAGTATCATTTGTGACAACATGA
-ATGAACCGGGAGGACATTATACTGAGTAAAATAATCCAGGCACAGAAAGCCAGATACTGC
-ATAATCTCACTTGTATGTGGAGGTCTAAGAAGGCTGAACACATAGAAGTACAGAGTAGAA
-TGATGGTTACCAGGAGGATTGGGTAGATGTTGGTCAAAGGGTACAAAATTGCATTGTACA
-GGAGGAATGAATTCAACAGATCTATTGTGCAATATGGTGACTATAGTGGATAACAATGTA
-TTGTTTTTAAATTTAATTTTTGTGGGTACATAGCAGGTGTATACATTTATGGGGTACATG
-AAATATTTTGGTACAGGCATGCAATGTACAATAAGTACATAATGGAAAATTGGATATTCA
-TCCCCTCAAGCATTTATTATTTGTGTTATAAACAATCCAATTATACTCTTTCAGTTATTT
-TTAAATGTATAATTGAATTTTAGACTGCAATCCCCCTGTTGTGCTATCAAATACTAGGTC
-TTATTAAATCTTTCTTTTTTTGTACCCATTAACCATCCCCCACCTCTCCCAACCCCCACT
-ACCCTTCACAGCCTCTGGTATACTTCCTTCTACTCTCTATCTCCATGAGTTCAGTTGTTT
-GCTTTTTGGATTCCACATATAAGTGATAACACATAGTATTTGTCTTTTTGTGCCTGGCTT
-ATTTCACTTAACATAATGACCTCCAGTTTCATCTATGTTGTTGCAAATGACAGGGTCTCA
-TTCCTTTTTATGGCTGAATAATACTTCATTGTATATAAGTACCACATTTTCTTTATTCAT
-TCATCTGTTGATGGACACTTAGGTTGACTCCATAACTTCGCTATTGTAAATAGTGCTGCA
-ACAAATACGGGAGTGCAGATATCTCTTCGATATACTGATTTCTTTTTTGGGGGGTATATA
-TGCAGCAGTGGGATTGCTGGACCACATGGTAGCTCTATTTTTACTTTTTTGAGGAGCCTT
-CAAACTGTTCTCCATAGGGGATGTACTTGTATTCTTCAAAATTGCTAAGAGTAGATTTTT
-AAGTGTTCTCATAAAAAAAGATAAGCATGTAAGGTAATGCATATGTTAGCTTAACATGGC
-TATTTTACAATGAATATATATTTCAAAACATATAATTTTATTTATCTGATAAAATAAATA
-TAAAATATGAAACTTTATATTAATAAATTTGACAATCATAAGGAATGGTCAAGTTCCTAT
-GAAAAATACCTACTTTTATGAAATGATCAGAAAAAAACTAGAAAAACTGAGTAGTTTTTT
-TTTCATTGTAGAAATTTTATTTAGAAAATTTTTTTTTCCTGTAGAAAGAACTCCAGGGCT
-AGGTGGATGCAATATTTAATAAAGAAATATTACCAAATATTTAATAAAGAAATAATGCCA
-ATGTTACATGAATATTTTTAGAGAATTGGGAAGACATAACACTTTCCAACTTGTTTTATA
-TGGTGGTACCTCCATGATAGTAAAACCATACAAGGATATTAAAAGAAATGAAATTACAGA
-CTAATATACTACATAATAATTCTAAACAAAAATGTTTGCAAATATAATCCAACAATATAC
-TCCAAAGAAAAATACATCATGACTAAGTGCAGTAATTTCAAGAATGTATGGTTTAAAATT
-AGAAAACCAAACAATGAAATTAACCACATTAACTGAATAAAAGAAAAAAATATGGTTATT
-TCAATAGCTGTGGGAAAAGCACTTGTTCACATTTGAAACTATTTGTAATAATAACAAACT
-AGGAATAGAAGAGAACTGATGTAAATATCTTAATATATACACAAAAACTACTCTCAACAT
-TATAAATAATCATGACATATTAAACAGTTTCATTCTAACATGAGGAACAAGGTACACATG
-TCCAGCTCAACACTTTATTCATCATTAAAATAATACTGTGCAGTAAAATTAACAAGGAAA
-ATTTTAAAAAGAACACAAAAGAAAACTACAAATCCTTATCCCTGATCAACACAGATGTAA
-AAATACTCAACAAAATTCTAGCAAACTGAAGCTAACAACACATCAAAAAGATAATTCATC
-ATGATCAAGTGGGCTTTATTCCAGGGGTGCTTGAATGGTTCAAAATAGACAAATCAATAA
-ACATGATTCACCACATAAATGGAACTGAGAACAAAAACCCTATGATCATCTCATTAGATG
-CAGAATAAGCATTTGATAAAATCCAACATCTGTTTATGATAAAAACCCTCAACAATATAG
-GTATAGATGGAGTATACCTCAAAAAATGAGTCATCTATGACAAAGCCACAGCCAACATCA
-TCCTGGATGGGCAAAAGTTAGAAGTGTTGCTTCTAGAAACTGGAAAAAAGCAAGGATGTT
-CACCTTCATCATTCCTATTCAATACAGTACTGGAAGTGCTAGCCAGAACTATCAGAAAGG
-AGAAAGAAATAAAAGGTATACAAATTAGAAAAGAAGTCAAATGATCTCTGCTCACTGATG
-ACATGACTGTAGGCCTAGAAAACCCTAAAGTCTTCAGAAGACTCCTAGACTTGATACACG
-ACTTCAGTAAAGTCTTGGGATAAACAAGCCACAAAAATCAGTTGTATTTCTATACACCAA
-ATACATTCAAGCTGTTTGAATGTTTGTTGAGATTAATTTGTTGAGAACCAAATTAAGAAC
-TCAACTGAATTTACAATAGCCATGAAAAATACCTAGGAATGCATAACTATATAAATGAAA
-GATCTCTACAAGGAGAACTACAAAATACTAATGAAAGAAATTATAGATGACATAAACAAA
-TGGAAAAACATCCCATGCTCATGGATTAGAAAAATCAATAGCTAAAGTGACCATATCACC
-CATACAATCTATAGAGTTAATGCAATTCCCATCAAATTACCAACGTTATTTCTCACAAAA
-TTAAAAAAAAATCCTAAAGTTCACATGGAGCCAAAAAAAGATCCCTAATAGCCAAAGCAC
-TTCTAAGCAAAAAACAAAGCAAAACAAAACAAAGCCCCCAGAGCAAAAGACAAATATGGT
-TCCTACAAATGAAGACCAATGGTAATGCTTATCTGTTCGTGGTAGAAGTGTAAATTGGTA
-GGATTGTTAAAAAAAATAGTGTAGCATTTCATGGTAATGTTGAATAACTCAATAATTTTA
-CTTTTAAATATATACCCCAGAGGATATCTTGCACATATGAACCAGGTGATTTACAAAAGA
-ATGTTCATAGCAGCATTGTTTGTAATGGTTAAAAACTGGAAAAATTTCAAGTGTTCATCA
-ACAATAGATCTGAGGAATGAAGTCCGACATATTCATGTAGTGGAATATCATATAGCAATA
-CGAATGGATGAATTACACCAACATTCAACAAGGTTGTAATATGCAAACTTATTATTGAAT
-CAAGGTGAAAGTACCTTCTGATAAAGGTGAAAGAACTTCTACAAAATAATTTCATTTATA
-TAAGTTTCAAAGAACCAAACTAAATAATGCATCACTTGAGAACCATTAAAGTCTATTAAA
-AAACACATACAATGCAATGGAAGGACAGTGGTCATATCCAGCAGGAAATAAAGGAGAACA
-CAATTGGCAAGGAGCACCCAATGGGAGTCTAAGGCACTAGTAAAGTTCTATTTTGTTTCC
-AATCCTCCAAGACATCTAGTTTTTTTATTTTTCTGAGACATGGTGGCCCAGGCTGGAGTA
-CGATAGTGTGATCTTGGCTCACTGCAACCTGTGTCCTGGGCTTAAGTGATCCTCCCACCT
-CGGCCTCCCAAAGTACTGGGATTACAGGTGTGAGCCACCATGGCCGGCAAATGTTCTATT
-TCATATCCTGTATGGTGGACACATAGATGTTCTCTTTTTTATTATTCCTTGAACACTAAG
-TATATGTTTATTTATATTCTCTGTGGAATACCTCCTTATTTCTCAGTCAATTCAGGATAC
-CTCCTTACCCCCATCCCCTTTTTACTTTTCGTCATGTCATATAGTTTCTGAAATATAGAA
-AAGCTTACATATTATCCTGTCATCAAAGCGGCATGGAGGCATTTGGTAGAATAAATATTA
-TTTGTTGATTATTCATCCTTTCCTTTCACTTTACAGAGTCAATCAAACACCAGGTCATGT
-TAATTTTACTGTCACGCACATATCTTGAATTTGCCTCCTTATCTCTATTTCCACTATTCA
-GTTCAGACCTTGATAATCACTCATCTGCATTGTAGTTGCATTTTTCTAATTATTCTGTTT
-CTAGTCTTGTTCTAAAATCTTTTTTCCTCCCACAATGCAGCTAGAGTGGTCAATTTAAAG
-CATCATCTATCTCAAGAACAAAAAACCAAACACCGCATGTTTTCACTCATAGGTGGGACT
-TGAACAATGAGAACACTTGGACACAGGAAGGGGAATATCACACACCGCGGCCTGTTGTGG
-GGTGGGGGGAGAGGGGAGGGATAGCATTAGGAGATATACCTAATGTAAATGATGAGTTAA
-TGGGTGCAGCACACCAACACGGCACATGTATACATATGTAACCTGCACGTTGTGCACATG
-TACCCTAGAACTTAAAGTATAATAAAAATAAATATTAAAAAAAGAAGCATCATCTTTATT
-AAAACATTTAACGGTCCTACTATTCCTTATGCTATAAATTTCTTATAATTTAATAAATAT
-TTTTCCATAATTGTGACTCTCTTCTATAGCTCTTGTTACTCCCGATATTCTTCTAATTAT
-CAGGCAGCAGTACAAAGCTGCTTACACCTCTTTACACATCTCTTTATTTTAGGCCTCCTT
-GCATTTGCTCATGCTGTTCCTTTTTGTTTGAAAAACTTACACATTTCTTCATTTGGTCAA
-TCCTTGCACACTTTCAAGATTCATTTGAGGCCTCATTGACTTTGGAAACCTTCCCTGTAA
-TCTTGTATTATTAATTTATCTTAGTTTTCACTTATTAGCTCTTATTAGATTACTGTCCTT
-ACGTGTGTAACTCTCCCACTAGACAGTAAGCTTTTGGACGGCAGAGATGATGTCTCATTC
-ATCTTTGCATCTTTAGCGCCCAGCCTGGTTTCTGGTTTCCTATAGTCACTCAGTGTTGAG
-CTAAACCATATTTTTGGAGCAATGACTTGACAATGCAGTATCATGATGGAACTATCACAG
-ATGGACAGAATGAGTCTCTTGATTCCTACATTTATTTTTCTATTGATATAGCTGATTTAA
-AAAGAAACCTGTTAATTATATAATCATGTAATTACCCTGACATAACATCAAACTCCATAA
-ATTACTTTCCATCTCTGCCTCTCTCTCTTTCTATATATATAACATATACATGTTACAAAA
-ATGCACAGGGAATAAATATGAGCAAAATGGTAAGAAGTGCAGGTCCTAGGTCAGATTTCT
-TGCATTTAGTTGCAGGCTACACCAACTTTAGAGAAAAGATTTAGTGAAAAATAAAAATGA
-ATCATTAATACACCACTTGGCACAGATAAGTTATTCAGTAAACATTAACATATGTGCATT
-TATGTTTAACCATGGGTTTAAGTGATTATCCAGAAATCTCCCTCTCTTTGACTATGTTTG
-AATATTAGATACTTCTTAATTTATCTTTGCTCTGAATTTGTTTTTTTTCACTCGTTGTAT
-ACTCATGGACCATTTTATGTGTTTCAGGAATTGATATTTTATTTAAAAACTGTTACTATA
-GAAAATTAACTTTTGGATAGTCCTGTTCAGACTAAAACTATCATTTGTAAGATCTGTATT
-ACTGCAATCATTGGTGTTAATACTTTGCATTAATTAAAATTTTTTATGGACATATAATAA
-GTATTTCTCCCACCTTGATTTTTGTGGCTATCATTTTATTCATTCCATTGCTTTTTTCTC
-CCAGTTTGCTATGAGGAAGTTGATAAGTACGTAGGCAAAACGATAGATTGTTTTGGCAGC
-TTCAGTGTATTTAAGTGCCTGTGATGAGGCTATGGTTTATTTTTCTAATGTAGAATTCAT
-AATGTAGAATAAATTTTAAAAACATAAATTTTATTCCTGCACATTGTGCACATGTACCCT
-AGAACTTAAAGTATGATAAAAATATACATATATAACAAATTAAAAACATAAATTTCTTTG
-CACAGCTTTTTCTTTCTGCTATTTTTATTCAATGATTATTTGCTTCCCTTGTTATTTAAG
-AGCTGACTTTTGGCTTCATGGCCAAAAATAAAATTCTTAGTAGGAGAAAGTAAATGTGAT
-TTACTGATGAAGATGCCACCCCCAAGTGACCCATTAACCACTTTCCCTGCGTTACCCTGG
-GACAACCAAAGTGATTCCAGGAGACAATTCCCATGACAAGTGATTTCTGGCTGGCAATGC
-CAGGTCTCTGAAGTTCCACTTGGCCACTGCCCAAGAACAATTAGTGCCGTTAGTTAACTA
-CCTTTACTATGACAGCATTTTGTGTAACTCTTTGCACAGGGGAGTTTTATGCAACAGACA
-GAAACTTTCTGAGTTGTTCTGATTGCCTGAAGATGCCCTGTTTTAGAGGAGCAAAATTTT
-CCCTGTTTACTGTGTTTCAGTGTTAAAAATATGAATGCATTGTCAGGATTAGCTCTGGCA
-ATGGTAGTTAAATGCAGATATCCAGACAAAGGAGGTTATAGATTGGAGACTTTGTGCTAC
-TTGATAATGAAGCCTTGGTTTTGATTTTATTTATTTTTAAGTTGAAAAACAAAACACACA
-CACACAATACAAAACATGGCACAAAACAAACTTATAGTTTGATTTTTGTAAACATCCCTG
-TAATCATCACATAAGTCAAGATATAGGACTTTGCCAGCCCTGAAGCATGTGACTCTCCTC
-AACTGCAGCCACCTTTCTCCTGAAAAGTGACGATAAACATGACTGTTCCAGTAGAGGCGT
-CCTTGCATTTTCACGGCTGTGTCCTTCATGCATGCATTCCAAGACACTATGATTTAGTCT
-TGCCCATTTGTTTTCATTTGTCGTGTTTTTAAAATCCCTTCTAACATACAGGTTTCTTTT
-CAAAGTTTTCTTTCCCATACAATATATTTGTTGAAAAATTTGGGATTTTTGTCACTTGGT
-GTCCACACTGTGAATTTTGCTGGTGAGACTCTCAGTGAAGATCGACATTTTCACTATCCT
-TTGCGTTTTATCCAAATGACAGTTGAATCCAGAGGTTTGACTAGGACACGTGCTTGATTC
-TATTTTTGGTAAGATTGTAGGTGATGGTGTGTTCATTCACCAGGAGGTTTAATTATGGCT
-TTTATCTTAGCACCTACTACTACTTTCTACTAACACCTGTTAATACAAAGAAAGTTAATA
-TTTTCTACTAGCACCTGTTAATCCTCAATATGTACATGTAGGATATGTATAGACACACGT
-GTGTCTATGCATATAATATATAATAAGTACATATTATATATTTTTTAAGAGAAGGAAAGA
-GCATGTGAGAGAGCACATTGCTTATTTATGTTGATAATACTGATTCTAATGTAACTCAGT
-GGGCTGCTTCTTTCCTTGTCTTATTCCATATCTGTATCTCTGTCCTTTCACAGTGAGAAT
-CTGGGGTTCTAGCAATACAAATATATTAATATTTACTCATTGGCTTAATCTTACAATGCA
-CATACATTTGTTTCAGAATTGTTATATTTATACTAATATAAAAAGAAAAAATCCTATCAT
-GAAGATTTAATAATTTTTTGCAGATATTTTATTTTTTCAAGCAATAGTATGTAGTCAAAG
-TATGTTCAAAAGTCAATTTGAAATAAGAGAACAGTCAAAAATTAATCAGATTAATTATTA
-TTTTCCCCTTAAGTTTGATTATGTCATTCATTCATTTGAAATATATTTGGATTCACTTGT
-TTCTCATTGCATTCGGTTTTAGAGTCTTGTAATAACTTATCTTTGCTTGCTTAATATCAC
-ACTTTGAGAGTGTAAAAGATTAACTTAATTAAAAATGTACAATTATGCACAAAAGCATTC
-ACAGAGCAATATCCCATTCTCCCATATTTCTTTCACCAAATTTCCCTCTAATTCTTTATA
-GATAATACATGTTTTCAGATTCTGGTACATTTTGGCTACATTTGTTTGTTTCATGCTTGT
-ATTTTTGGTGTATTATCTAAGAATGCATTGCCAATCCACAGCAATGTTTTATTTCCATGT
-TTTCTTCTAAGCATGTATGGTTTTCACTCGTATATTTACATTATTGATCCAATCTAGATT
-TTGTATATAATGTGAGGTAGGGGTCCAGCTTCATTTTTTTTGCATATGAATATTCAGTAT
-TCCCAGCACTTTTTGTTGAAAAAGCTATTATTCCCCACTGAATAATGTTGGCTCCCTTGT
-AAAAAAAAGTCAGCTGAATAGAGATGTTTTGCTTAGTCTATGTAAAAGTATATTAATTTT
-ATTGATATTTTAAAAGAACCAACTTTTAGTTTTGTTGATCTCTGTATAATTTTTTAATTC
-TCAATTTCATTTATCTCTGCTCTAATGTTTATTTCCTTCCTTCTGCTAGCTCTGGATTTT
-GTTTGCTCTTCCTTTTATGGTTTATTGAGTAAAGTTTGGTTATTGATTTGACATGTTTCT
-TTTTTAAAATGTAGGTGTTACAACTCTGAGCACTGCTTTTGATATATCACACCCATCTTG
-TTATATCTTTGTTTTCAATCGTCTCTAAACATTTTCTAATTTCCCTCATGATTTGTTCTT
-TGATTCATTGGTTGGTAAATACTGTGTTGTTTAATTTCCAAATATTTGTAAATTTTCTAG
-TTTTTCTTTTGTTATTGATATCTTATTTCATTCCATTGTGGTCAGTGAAGATACTTTGCA
-TGATTTCAATCTTTTTAAGTTTATTGAGCTTATCTTATGGCCTAACATATCATCTGTGCT
-GGAGAATGTTCCATGTTCACTTGAGAAGAATGTGTATTCTGCAGTTTTTGAGAGAAGTGT
-TATCTATAGTTATTGCTTATAGTTTTATTCAAATCCTCTAATTCCTCCCTTGATATTTGC
-TCTGGATGTTTTGTCCTTTATTAAAGTTGGGTTTTAAAATGCCCAACAATTTTCGTGGAA
-TTGTCTGTCTCTCCCTTTAATTCTCTCAATGGTTACATTATATATTTTGGAGCCCTGTTA
-GTTGGTGTACATATATTTATAATTGTTATATCTTCTTGTTTAATTTTGAAATCAATATAT
-ACTGTTCTTTGTATTTTGTAACAGTTTTTGACTTAAAGTCTATTTTGTCTGATATAAGTA
-TATTTGCCTCAGATCTCCTTTGGTTATTACTTACATGGAATATTTTCTCCCATCCTTTCA
-TTTCAACTCATTGTGTATTTTGATCTAAAGTGAGTATCTTGTGGACAATATAGTTGGATC
-ATTTTTTAAAAATCCATTCTGTCAATCTCTTTCTTTGGATTGGAGAGTTTAATTCATTTG
-TATTTAATGTAATTACTGATAAAGAGGGGCTTACTCCTACCATTTTGCTTTTGTTTTCTG
-TATGTCTTATACCTCCTTTGTTCCTAATTTCCTCAATTATCGCCTTCTTTTGTGTTTAGT
-TGCTATTTTGTAGCATATCACTGTGTTTACCCTCTGCTTTCCTTTTCTGTATTTTCAAAA
-GATATTAACTTAGTGGTTACCATGGGGATTTACAATTAACATTCTTAATTTGGAACAATT
-TAGAATAAATTGAAACAACTTCAATAGTATACAAAATCTCTATTATTATTTAGTTTCCTA
-TGAATTTCTTTATGTTGGTAATTTCACAAACCACATCTTTATACATCATGCTTCATTAAC
-ATAGATTTATAGTCATTATTTTACACATTTGTTTTAAAACATATAGAATATTTAAAAAGA
-CTTACAAAAAATATGATAATTGCTTTTATATTTACCTATGTAGTTATCCTTACTGGAGTT
-ATTTCTTTATGTGGTTTTGAGTTACTTTCTAGTGTTTTTTAGTTTGTATCTGAAGGAGTC
-TTTTTTTTTAAAAGTGTATCTTGAAGTACAGCCTACCAAACATGAACTTTTAAAGCTTGC
-TTGCTTTTCTTTCTTTCTTTTCTTTCTTTTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTC
-TTTCTTTCTTTCTTTCTTTCTTTCTTTCTTTCCTTTTCTTTCTTTCTTTCTTTCTTTCTT
-TTTCTTTCTCTCCCTTTCTTTCTCTCTCTTCTTTCTTTCTTTCTCTTTCTCTCTCTCTTT
-TTTTTTTAATCTGGGAATGTGTAATTTATCCTTAATACTTGAAGGGGCATCTTCCAAGTT
-ACAGAATTTTTGGTTGACAGTGTTTTTTTCTTTCAGAACTTTAAAATGTCATTCTAAGCT
-CTTCTGGCACCCATGGTTTATAATGAGCTCTCTGCTGTCAAACTTACTGAGGATCCTTTG
-TAAATGATGCATTGCCTTTTTCCTAAGCTCTTCTGGCATCCATGGATTATAATGCACTAT
-CTGCTGTCAAACTTATTGAGGATCCTTTGTAAATGACGCGTTGCCTTTCTCTTGCTGCTT
-TCAAACATTCGCTTTGCCTTTTGACAATTTGAAACGTAGTGTGTCTTGGTGTGAATATCT
-TTGTATATTTCCTTGATGAAGTGCACTGAGCTTTTTGAATGTATATATTTGTTTTTAGTG
-AAATTTGGGAAGCTTTCAAACACATTTCTTCAAATAGTCTTCCTGCCCCTCACTCCCCAC
-CAGGATTCTGTATGTAGGCATTCTTGATGTTGTTACACAGGTCTTTAGGCTCTATTCTTT
-TTTGTTGTCATTCTTTCATTTTCCTGCTCTTCAGACTGAATCATTTCACTTGATCTATCA
-AGTTCACTGATTCTTTTTTCCAGCTGCTCAAATCTTCTATTGGAACCCTAAGTAAAAAGT
-AACTTTTTAATTAGTTATTGTACTTTTCAGCCTCAGAATTTTTTTGTACCTTTTAAAAAA
-TTCATATTTCTTATTTATTTATATGTCATTCTCTTGGGTTTCTTTAGCTCTTTAAGTTTA
-TTTAAGACAGTTATATAAAGTTTTTGTCTAATATTTCCAATATCTGCTTACTCAGGGAGA
-GTCTCATTTATTTCTTCTGTAAATGGGCCATAGTTTTGTGTTTATTTGCATGCTTCTTAA
-TTTTTGTTGAAAACTGGACATTTTGGATATTATAATGTGTTTATTCTGGAAACCAAATTT
-TTCCCTTCTTCAAGGTTATTTTTGTTACCCACTGTGGGATGTAGTTTTTATTTGTTTAGT
-AACTTTTGTAAACTGGTTTTGTAATATCTGCATTCTTTTTTATGTTTGATGTTTGAAGGC
-GGCTCGGTTCCTTTAGCTTGTGTTCATTTAGCATTTAGTGATTTAAAAATGATTTCCTTG
-ACTGCAAGGAGCCAAAAAAGAAAAAAATATGAAAAACATCTCCCAGACTTTGCTTACTGA
-CTCTGTATTGGGGCTCCCTCAACACTTAGTGGAGCCATATATAATTCTGCCTTAGCCTTC
-ATTTTTTCTTGCTGTGAGCCTAGGAATTACTAAAGGTGAGTTATTAGTGTCTTCTCAGGC
-CTTTTCTGAGCATGTGTCCCACCTTGGCCATGCTTATGGATTTCCAAATTTTTCATTGTA
-TGTAAGCACTTTTGAGTATTCGAATTTCCCAAAGGAACTTTCTCTCCTGCTTTTTCCTCA
-AGTTTTCAGTACAGTATATCTTGCCTCAATTGTAATATTTTGCCTCAAATGGCTGAGGGT
-TGTTAATTTGCCTTTGGATGATCTGATTTCTAAAGGTTTGGTGGAATTCTCTGTGAAAAC
-ATCTAAACCTAGTGTTTGTGTGTGTGTTATAATTCCATGACAACTGTATTTCTCTATGGA
-AATTGCTCACATAAGTGCTGTACTTCTTTTTTTTTTTTTTTTTTGAAGTCAATTGTGGTG
-AATTGTATTTTTCTGGAAAATTACCCATTCCCTCTAGCTTTCAATGTTTTTCATAGATGT
-GAACAACATTGTTTTTAATGATTTTTTATTTGCTGATTATCAATAGTTATTTCTCTCACC
-ATTCCTTATTCATTTTTGTGCTTTCTCTTTTTTTATTCATGATTAAAAGATCTAATTTTT
-TGTCAACTTTGTTGATTTGTTTAAAGAACAAGATTTTTGGTTTACTGATTTGATCTGTTT
-TTTGGCTTCTTATTTTATTAATTTTCACTTTTTTCTACTATGGGTTCTTTCTTGTACTTT
-CTGCTTACTCTTTTAGATACTTTTTACATTTTTCAGCTGATAATTTAATTCCTACACTTT
-TATTAATAAATGTGTTAAGGCTATAGATTTTCCTCTGATCACTGCTTTAACTATATCCCA
-TATACAGATGCTCCTTGATGTATGATGAAGTTATGTCCCAACAAACCCCCGTAAACTGAA
-AATATCATAAGTTAAAAATGCATTTAGCACACCAAAAATTATAGGTTAGCCTAGCTTACT
-TTGAACATGCTCAGAACATTTTGATTAGACTTCATTGGTCAAAATAATCTAACAAAATGT
-CTAAATAAAGTATTGAATAACTGATATTTATTAAATATGGTACTGAAAATAAGAAACAGA
-ATGGTTGTATGGGTACTCATCATTAATGTACATAGCTGAAATTACACAGGGCCTGAAGAA
-TTTTTGAAGCATTGAGCTAAAGTTAATTGCTGAATGATGGGACTAATACTTTGACACAGT
-CAGTGTCTGTCTCTTCCGATGATGAGGGTTGAGAATAGCTGGTAGAAAGTATTGATGCTT
-GTTGATGGTAGGCAGGAATTATGTTCTTCAGGAAGATATCAATAATATTGATATCAGGAA
-GATATCAATAATGTCACAGATTATGCTTCATACTTGTCTTCCTGAGTCTTCTTTATCCCG
-AACACCCTGAGTTTTCGAATGGTTGACATGCCAGCTGGCTTTCTGCAGATGTACTTCTCG
-TGCGTAAATTTCCTTCTCTGTGAGGTATTCATATTGAACATGACCTCCAAGTGTGTTTGG
-GTCTGTGCAGAAGACAATAGGACTGCGATTTCTGATGATTAAAACCTGGATTGTATGTTA
-CTGTGATCAGACCCTGAGACTGCGTTAGCAAGTTTTATAGCATCTGAGTCGCTCTGTTGG
-AGGAAAGTGCATGTGATGGGCATTTGCTTGCTTCCCCACCAGATTCTCTACCTTCACCCT
-TCCTGCAATATTCCCTAGGAAGCTGACCTCTGCTGAATGCAACACTCAGGTTCTCTGCTT
-CCTAGATTCTAGTTGAGTTTGGTCCATGGGAGGCCTTGGCAGAAATTTTGAGAGTAAGAG
-CAAATAATTACTTAACCATTAGAAAAAAATAACATGAATGTGTCCTTCTATCCATGGCCT
-CAGTTCCTGTTGGGGAGCCTCGGTGCCAATCCCTCGGTGCATCACCATTTCTAATTAGTT
-CCTGTTTTAGTCTGCTTTTGCGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
-TGTGTGTTGTTATAAAGGAATACCAGAGGCTGAATAATTTTAAAGAAGAGAGGTTTATTT
-GGTTCACAGTTCTGAAGGTGTGCAAGAAGCATGGTGCCACCATTTGCTTCTGGTGAGGGC
-TTTAGTCTGTTTCCACTCATGGCAGAAGGGGAAGGGAAGCTGGCATGTGCAGAGATCACG
-TGGCAAGAGAGAGGGGTTTGTACCAGGCTCTTGTTAACAACCAGCTCTTGTGGGAATTAA
-GAGAGCTAGAACTAGGTAGGCACGGTGGCTTACACCTGTAATCCCAGCACTTTGGGAGGC
-CGAGGCAGGTGGATCACCTGAGGTCAGGAGTTTGAGACCAGCCTGGCCAACATGGTGAAA
-CCCCGTCTCTACTAAAAATACCAAAAATTAGCTGGGCATAGTGGTGGGTACCTGTAATCC
-TAGCTACTCTGGAGGCTGACACAGGAGAATGGGTTGAACCCGTGAGGTGGATGTTGCAGT
-GAGCCAAGATCGCACCACTACATTCCAACCTGGGCAGCAAGAGTGAAACTACATCTCAAA
-AAGAAAAAAAGAGCGAGCAAGAACTCACTTGGATGGCACCAAGACATTCGTGAGAGGTCC
-ACACTCAGGACCAAAACACCTCCCATTAGGCCCCACCTCCAACAATGGGGATCACATTTC
-AACATGAGTTTGGAGTGGTCAAATATCCAAACCCTAGCAGTTCCCTTAACCCTGGAAAGA
-GACCCTTCATTAAACTCTTTCTGCTTAATCCTTTGAGAGTGCAACAATTTCCTGCTAGGA
-CCCTGACGGATAGAGGGACCATACAGATCACTAAAATGCTGAGGAATTTTTCAAATGAAC
-TGCACCCAACAGACCTCCCTGATTCTGAATATATCAAACTTTTATTTTTTATTTTATTTT
-ATTTTATTTTTTGAGACGGAATCTCGCCCTGTCACCCAGGCTGGAGTGCAGTGGTGCGAT
-CTCGGCTCCCTGCAACCTCCACCTCCTGGGTTCAAGCGATTCTCCTGCCTTAGCCTCCCG
-AGTAGCTGGGACTACAGGCATCCACCAGCAGGCCCGGCTAATTTTTTATTTTTAGTAGAG
-ATGGGGTTTCACCATGTTGACCGGGCTGGTCTTCAACTCCTGACTTCATGATCCACCCAC
-CTTGGCTTCCCTAAGTGCTTGGATTACAGGCGTGAGCCGCTGCACCCAGCCAAACTTAAA
-AAAAAAAACCCAAATAGTACTTTGAACTTCACCCGCAGGGAGTTATTCAAATTGGTTGTC
-AGCCAGTTATTTCAGGTTGTTGAGATCATCTGGCTCTTGATTTTATTAATCATCTTAGCC
-TTCCCTTTCAACAATTTGCCGACTTTGTGCAAATTTTATTAATATGTGATCTCTGTCTTT
-ATCCATGGAGAGGCAGTATAGTATCATGAGGAAAAATAGACTTTGGAGTAGGCAGAAATT
-AGGTTTGAATTACTAGCCACGAGGCTTTGGGAACATTACTTAAACTCTATAAGCTTCAAT
-TTCTTTATCTATAAGGTATAGATACCTTACCTTTATCTATACCTTATAGATACCTTTATC
-TATAAGGTATAGATCTTTATCTATAAAACCTGAAAGTTTTGGCATGAGTTTAGTAAAACT
-GTCTGTGAAGCCCTTGTGGACTGCTTGGTCCATGTAGGCATTTGATAAATGGTGGCTTTA
-TATAGAGTAGGGAAATGCAAGCTATCTCAAAAAGAAATCAGGGAAATAAGAATGCCATCT
-GAAATCTGTCATATGAGAATGAAAGGAGCATAGACAGGTTTTGAGTGTGGGGTGAGGAGT
-AGGGGAGGGGAGGAGATAAGTGAACTGCCCCTCAGACTTCCAGGGAGGAGAAAAATGATG
-TCACTGGGAACTGCAGTCATTTGAAAAGATAGCAATCAAGCATTTCTTTCAGAGCCCTGT
-TCATCTTTCAGTGGCTTTGCTTCTCCAGATGCTTTTGCTCCTTCAATTATCTCTGCCTTC
-TCCCACCTCCTCTCCAACCATCTCTTCCCTTCCTTAATTCACAATTTTTCTCCCTCTTTT
-CAAGGCATAGTGCTTTGATTTATAAATTAGTTCTATGTTTCTGTTTTCTAATTTATTAGT
-TTCTGCTTTCTTATTTATTTATTTTGAGATGGAGTGTCACTCTGTTGCCCCAGTTGGAGT
-GCAGTGGCATGATCTTGGCTCACTGCAACCTCTGCCTCTCAGGTTCAAGAGATTCTCCTG
-CCTCAGCCTCCCAAGTAGCTGGAATTACAGGAGTGCGCAACCAAGCCTGGCTAGTTTTTG
-TATTTGTAGGAGAGACAAGATTTCACCATGTTGGCCAGGCTGGTCTGGAACTCCTGACCT
-CAGGTGATCTGCCTGCCTCAGCCTCCCAAAGTGCTGGGATTACAGATGTGAGTCACCGTG
-CCTAGCCTGCTTTCATATTTATTAACACATTATTTCCACTTTCCTAAGGATAGTTGTTGT
-TCAACCTTTACTAGCTTTTTTGTTGTTCATACTTAATACATTTATTTTTATTGTGCTATA
-GCTATTTCCCACATGTGATTTTTTTTTTTTTTTTTGAGATAGGATCTTGCTCTGTTGCTG
-AGGCTGGAGTGCAGTGATATGATCATGGCTTGCTGAAGCCCTGAACTCCTGAGGTTGGGT
-GATTCTCCCACCTTAGCCTCTCAAGTAGATGGGATTACAAGAAGTACCACTATACCTGGC
-TATTTAAAATTTTTTTTTGGCGTGTGTGGAGATGGAGTCTCCCTATGTTGTCCAGGCTGG
-TTGCGAACTCCTGGTCTCAAGTGATCCTGCCACCTTGGCATCTCAAAATGCTGGGATTAC
-ACATGTGTAATATTTTTATTGTCACTATTTTCCACATATTCTGGAAATTTTATTTGGATT
-TCTTTTTTTTTTTTTTTTGACAGAGTCTTGCTGTGTCACCTAGGCTGGAGTGCAGTGGTG
-CAATCTCAGCTCACTGCAACCTCCACCTTCTGGGTTCAAGGAATTCTCCTGCCTCAGCCT
-CCTAAGTAGCTGGGATTACAGGCATGCGCCACCAGGCCCAGCTAATTTTTGTATTTTTAG
-TAGAGACAGGGTGTCGCCATGTTGACGAGGCTGGTCTTGAACTCCTGACCTCAAGTGACC
-TGCCCACCTTGGCCTCCCAAAGTACTGGAATTACAGGCATGAGCCACTGTACCCGGCCTG
-GATTTCTTTTTGACATAGAATTATTTAAGAGAAAGCTTTTAAATTTTCATGCTGTAATTT
-CTAGTTTTGTTGTGTCATAATCAGAGAATATAATCTGTAGCATTTCTACATTCTCTACTT
-TGCTTAGATGTTTTTAGGGTGGGGTGTGTAATATGTACTGAATTTTGTAAACATTTTATG
-GACATACAAATTTCAATGTTTACTTTTTCAGGCTATAGGCTTTGCTACATAATCTTTGTG
-TATTTTTTGGTCCTCATATAGATTTTTTAATTACCTTTTTGCTGTGATAGAGATTAGAAG
-GGTAAATTAATGTCTCATTTACCATCATTTTTCTTTCTGTATCTCTTTTCATTTCCTGAT
-GCTTTGGCTTTATGAAATCTTTATGTATAAAAATTGTGCACACATATCTTTATGCACAGT
-GTTTTGGATTTTACCCTTCATAATGAGCTTTTTTCTCTCCTTTGAATTTGACCTGGCCTG
-GTGTTAACAGCCCAGGTGTAAAATTCCAGTGAGAAAGAAGTCTGATGAGGAGTCAGTAGG
-ATCTTTGTGTTGCTGAGAACTGCTCAGTAACACGGACAGCTCCCTGCACTCCAGGAAACA
-TCCTGATTCAGTGTCTTGAGTATTGTGAAACACAGTTAGAGCAGAAACATGGAGAATCAC
-CTTAAAATGGCAAATTGGCTTCTGGTCTTGCATAAGACTTCATTGAGGCCTAATGGGCTA
-TGCAGGTCTACTGTCCAAAGTACAGAGGTTATTCCTAGTGTCTTTAATATTACTGTCCCT
-TTAGGCAAGAGTATCCTTATGATAAGGGAGACTGAATTAAGCTATTTTGGCTGAGGTATA
-TTTTTATAAATTCATCCAATTAGCTTCCCTTGTTGTAGTTTTGGCTCACCAAACATTGTT
-CTGATTATAATTTAGCATCCCATATAATTTCATCTGCAGGGAGAGTCTGTACTAGGCATG
-GCGATGCTTACATGTCAGCCCGTGTGACTGCAAGAGTCTCAGTATAATTTGATAACATGG
-CACTCAGATTCTAGACATTATTCTCTGTGTGCTTAGTGAGTGTGATGACATAACCTTCAG
-AAAGATTCATCCTTTCTCACATATTGATAAATCAACTTTTACATCTACAAAGTTGAGAGC
-CAGAAATTAAAACCTGATTAATTCACTAAGGCATCCCTATGACGGCAGTCTTCCAACTAG
-CTCCATTCTGGGGCACTCTGACATCATTATACACTTTCCAATGAAAGCAGGGAGTGTATG
-TGATTAAAGGGAGAGCCCTGTGGCACTCCTGAAAAATCTCCCCTCCCAGTTCACAGTGAC
-TTATTAACCAACACTCATGATCATGTGAAACTCTAGAACTGGATCTGGGTGCCTGGCAGG
-ATGACATGGTGTGAGGCTCAAGCAGCACTGTGGGAATTCAAGCATCTGTTTATTTCTGAG
-AGAAAAAGTGTAAAGCAAAATAATATCTTTTAACAAATGTTTGTATTTGACTAAAAAGGA
-AGCAAGCACTTAATTTATGAATTTGCTAATTGCTCTTCTGAGCTGAGAATATCTGTGTTG
-AATATTAGTCATTATCCATATTTGGCACAGAATAATCCCGAGGGCTAAATGACATTGTTC
-CTACAGTGGGCACCTGAAGACTGGCTATAAAAGCAATCCTGGCCAGGGGCGGTGGCTCAC
-GCCTGTAATCCCAGCACTTTGGGAGGCCAACGTGGGTGGATCATGAGGTCAGGAGTTTGA
-GACCAGCGTGGCCAACATAGTGAAACCTCATCTCTACTAAAAATATAAAAAAATTATCTA
-GGCACGGTGGCAGACACCTGTAATCCCAGCTACTTGGGCGGCTGAGACAGGAGAATCACT
-TGAACCTGGGAGGCAGAAGTTGCAGTGAGTCAAGATTGCGCCAATGCACTCCAGCCCAGG
-CGACAGTGTGAGACTCTGTCCAAAAAAAAAAAAGAAGAAAAAAAGAGAAAGGAAAAAAAA
-AGGAAAAATAAATAAATAAGTAAATAAATAAATACATAAAAGCAACCCTAACACTACTGA
-GGCTATTGACAGTGGCACTTTGCTCTTCTGTTAGAACCTTGGGAAAATGTTTTCCCCCTG
-AATACAGTATAATAAACTTGGTTCTTATTTCTCTTTCTCTCCCCCTCCTTTTTTCTTCCC
-TCCCCACTACCACATGCACACACACAAATAGACAGATTTGTTTATATTTGACTTTCTAAA
-AACCTGTTACTAGAAAGGCACATTAATACATTTCTCCTGTGCTGATAGTAATCAGGCAAC
-TCTGGTTTCTATCGGAGGCAATTTCTTACGTATTAAATGCCAGAAAAAGGGCATCCCTCC
-GTTTTTGTAGAGAGCCTTTCTTTATGAAGACTAATGACCACATTAGTTAGTCAGTCAGTC
-AATAATACTTACCAAATGTCAGTAGAGCCGAAGTGAACACCAACAGAAAATCACATTTTA
-CAAATGCAATTTACTTGGTATCCTAACATGCCATGTCATAATAATTATTGAGGCTTTTCT
-TCTCTGCTGCATTGGTCTAATGAAAGTGGCTAGAAAAATATGGGTGCCCATGTAGCCTCC
-TGGAAGCACCTGTATGACTTTTCTAGAAGCGAGGTTCCTGGATAAAGATGAATTTTTAAA
-AGCTGGAATGAATGAGCAGCAATAGCAGAAGGAGAAAAGTGAGTGAGGGCTCTCCAAGAA
-GCCATCTGGCAGGCTAAGGGTTCTGAGGGAAGCTCTGGTTTCAGAAGCAACTCAGGAATT
-ACTTCTGTCATATTAGGATGGGATGGTAGGAGATTGGGAACTCTAGGGACTAGAAGTCAT
-TTAATTTCCTGTCTACAATCCTTAGAAGAGGTTTTGAGACTTGCAACCTAGGACCTTAAC
-TAATCATCTTCCCTCAGCATTGATAGAATTCTTTATTATACATGTTAATATCAGATTAGT
-CAGGATGGGCTGGATTATGCTGTGTTAACAGCCATTCTCTAAATCTCTGTGGCTCAACAT
-GGAGCTCTGCCTGTCATGGTCACTTGGGACCCAGGCTTTGGGTATAAGGCTACAGCACAT
-GGAAAACGTATGAATGTCTCTCAGATTCTTAAAGCTTCTGCTGGAAGTGACATGTCATTC
-TGCTCACAGTTCATTGGCTAAATGAGTCACGTGGCTCTCTCTAACTTCAAGGATGGTATG
-AAATTGCAATCCTACCATGTTTCTAGAAGGAGAACCAGCCCTAATCACAATGCTACATGT
-TTATAGCTTGCCTCATAGAGTTTACTGTATTCTCCTGGTATAATTTTCTTACATGCTCAA
-CTGGAGAGGAAGCTCTTAAATAGAAAAAAATCACAGTAAATTTCCTTTAAAAGATCTATT
-TTACAACTCTAGCATGATGGAGCACAATGGAGTCCTTAGTAATGGACTCCATCTCTTCCA
-TCAGATAAAATGTTGAGAACTGAAGTTAAAATTTGAATAATGAAACCAAAGGAAAAAAAA
-TTAAATGAATTTTAAGACAATTGAGATAAGAACAACTGTGGCATCAGCATAATTCAATTT
-AATAATGTATTAAATATTTTGCAGAAAAGTGAAAACAAATTGATAGCCAAATCAATGCAG
-CATTAAGCCACCATGTGGTCTAATTTCTTGCTGAATTGACAAAACAAAACACTAGTTTAG
-TTATATAAACATGGCTGATGTTTATACAAACAACAGAATTTGCCGGTAGCATTATCACTG
-GAAAATAAGATGTGTACTTAATTCTTGTATGTTCTGAGCCCATCTAGGAAGAACATAAAA
-GACGAAGAACAAAGCAATCACAGGATGTTATCATGAAAATATCACCTTTGGCTGGAGTAA
-AGTTTTGGCTAAATGTGGCACTAGTATTTATTACAGCTCACCTTTTTATAATGAAGGGCT
-ATGGACTGAACATTCTTATTATTTCCCATTTTCTTACCACTCTATCCCAACACACATGCA
-CATGCATGCACACACGCACACACACTGGCACCCACACCCATGCATGTGGGACACACAGAG
-CAGCCCAGGCAATTTCAATTGTTGGCAGCTTTGCTTTTATTAGGTATTAGTCTACCAACT
-TGCTTTCTCTTTAGAGAGACTAAGTGAAACCAAACTCATTTCCACCCAGTTATCCTGCTG
-GAACCTGTAACAGTTACTGTAATGTTAAAAGCAGTAAAACAAAATAAAAACCAGTCAGTT
-CACTTACTCCCGAAGTCCGCAGTTTGGTGTTCAGCTTTAAAACGTGCTCTGGGCGTCCTG
-TGGTGGCTACCAGAGGCTTTGGTGAGTCATTGTCAACCCAGTAGCTAGAGAAGTGCTGGA
-ATGCCCCTGTTAAATACAGAGCCAGTTTGTCCTTCAGAATGGCTGCTTGAACGAATTTAC
-TGCTCAACTCGAAAGGCCATTTTTTATAACCCACTGCAGTTGTGCTTCATGTGTTTCTCC
-ACCTATCCTGTAAAGTGTATTGTGAAATTAATTTTGTAGATTTCCTCACACTGCAGTGAC
-TAGGGAAATCACCCATTCATTATTATCTAATGAGGAGAAAGTGGAAACATCTAGAAGCAC
-TGCTCCCATCCTCCTCCCCAGCCCACACAGACACCTACCTCAGGCCCTCCCTGTCCCAGG
-TGAGCAGAGGGCCCCACCTTCGGAGGTTGCCTCCCTTCCACCTTCACCAATCCTATGACC
-AGATTATCCCCAAGGAAATGTCAATCTCCAGGCAGCAAGGGAATCATATAAAGATAAGAT
-CATTGAGAGATTTTTTTCCTCCGTGATTGGCAGTTTATATTTTCTTGGGTCTACAAATCT
-GACAGCATTTATTAAATTTTCTAGTTTGATACTGACCTCTGTCTGATGCTGGGCTGTCAC
-CATGCCCAAGACTGAGGGGACCCACAGTCTAGCTAGAAGGCATGGATCAATTCCAACTGC
-CCTACCCCTAGCCTGTGTGCAGGAGAAAGCTCTCAGGCTCTGGCAGAGGAGTCCCAGGGG
-AAGGATGCATGATCTTCCACTGTGCCTCCCAGCCATGCTGAGCAGCAAAGCAGACCATGA
-GCAGGTCTCCCTTAAATTCATTTGCTTGATTTGTCCTTGAGTGTCCTTGGATGGGTTTGT
-TCCCTCCTTGTCCAGTATGTCTTGGTCATCCTGATTCCTGGGCTTGGCTCCCAGGTTGAT
-TCTTTCCCTGACACAAAACAGGCACTATGGGCAAAGACACCTGCAGCCTTGGAGAGACCA
-GTGATGCTGGATGTTTCCTGTTAGCACTCAGGAAAGCTCAGAGCTTTTGATGAGCATCTT
-TTGATCCATTAGTTAAAACCACGCTGGGTTCTTTATAGTGGTTAGTTAGCTCTGGGCTAT
-GGGATTGTGGAAGACATTTATTTCTTCTTTGGATTCACCTGGATTTTCTGCAACGGACAT
-GTATCGATAAAATACATGGTGCTTTTCAGAAATTGCCCCATCATCATGTTGCTGTTGTTG
-TTATTGATATTGTTGTTTCTGATGGATAGAGATCTAGGCCTGACACTCCAAGCAGTGTGA
-ACAGCATTTACCTTGATAAGCATTCTTACATCTTAACCCTCAGGAATTTTAAATAGAAGT
-GTTCCGTGTGATTAAATTAACAGGTTTAGAGATGGGTGTCCTGGTTATTTCCTTTGTTCT
-CCTCCTGGTAGCTGCCTGCACTCACAGCGTGTTGGGAATGGTGATTATAAATGTAACCAT
-GCTCTCTTCTTGTAAGTGGAGAGCCCAGGTACCTCTTATCCAGCATGTGACCCTCTTTCT
-ACCTCAGGATAGTCATACTCTTAGGCTTCCTAGATTTATTCAGGGCCAAAGGAGTGGTCA
-AGGTCCTTTTTGTTTTGCCCTATTCCCTTTGGAAAACATTTAGTTTATGCCCATGTTACA
-GATTGCAAAATACAGGCACATATTCTCACTAATGTGGTCTGCATGTCCCTTTGCAAGGAC
-ATGCAATGTGACTTCACTACTCCTTTCATCAAGAAAAGGAGCCTCTTGGTCGGGCACGGT
-GGCTCACGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGCAGGCAGATCACGAGGTCAGG
-AGATGGAGACCATCCTGCCTAACACAGTGAAACACAGTCTCTACCAAAAAATACAAAAAA
-AAAAAAAAATTAGCCAGGCGTGGTGGTAGGTGCCTGTAGTCTCAGCTACTTGGGAGCCTG
-AGGCAGGGGAATGGCGTGAACCCAGGAGGCAGAGCTTGCAGTGAGCCTAGATCGCGCCAC
-TGCACTCCAGCCTGGGCAACAGAGCAAGATTCTGACTCAAAAAAAAAAAAAAAAAAAGAA
-AAGAAAAGGAGCCTCTTTGCCTCTTTACCCTAATCTGGGCAAGCCTTGCAACCTGATTTG
-CCAAAAAAAATATGAAGGAAGCAATGTGATGTGATTTTCCAGGCTAGAATGTAAGAAGCC
-TTGGAGCTTCTGCATTTACTGTCTTCAGATGCTGCCTGAAACCACTGTAAGAAGCTCTAA
-CCTACTGGAGGATAAGGGGTGAGCCCAAGAGCATCAAGGCTCCCATCAACAGCCAGTCCT
-GTGAGTGAGGCCATCTTGGACCTGCCAGCTCAGTAAACCCTTTTGCTGAACACAGCCCAA
-GGAAGGAACCCTTGCAAAATGAAATCATGTGGTCAGTTTGCAGGGTGGTTATTACACAGC
-AGTAGATGATTGAAAAGGCCCAGTGTCTTCCTGGGGACTGAAACACCCACCTCCTGTTCA
-TGTTGATACACGGTGAGCAGAATATGGATGTGGGAGTGGTGTTGGTTGCAGGTGAGGTAG
-AGAAGCACTGAACAGAGCACAAAGACCTGATGTTCCAGGGTCGGGAGTTTAGACTTGATC
-CTAACAGCGGCCATAGGCGGATTTAGGCAAGAGAGTAACGTGGTCAGATTTTCATTTTAG
-AAAGTTACTCTGACATCCATGTGGAGAATGAACTTGAAGGTCACAAGGCTGATGGAGCCA
-GGAAGACCATTTGGGAGGTGATCGTAGTAATCTACTTAAGAGTTCATTACGAGCTGGGGA
-ATGGGGAGGTGTTAGAGAAGAGAAAATGGATTTGAAGAGCTGAGGGATGTTAAAAAGGCA
-AAACTGGGCCAGGGATGGTGGCTCACGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGTG
-GACAGATCATGAGGTCAAGAGATTGAGATCATCTGGGCCAATATGGTGAAATCCCCTCTC
-TACTAAAAATACAAAAATTATCTGGATGTAGTGGCACACACCTATAATCCCAGCTACTTG
-GGAAGCTGAGGCAGGAGAATCGCTTGAACCCAGGCAGTGGAGGTTGCAGTGAGCTGAGAT
-TGCACCACCGCACACCAGCCTGGTGACAGAGCAAGACTCCGTCTAAAAAAAAAAAACAAC
-GGAAAATTGTTGGGACTTGTAATTAATTGGGTGAGGAAACTGAGTGGCAAATGGTCTCAG
-CTCTACACATGGAGAGCCCTGGGGACATAGGGAGAGCACATTTGGAAGGAAAGATGATGA
-TTTTAGTTCTTAAAATTTTGTTTGTGGAGGAGGCATTCAGACAGAGAATTCTGTTGGGCA
-GTTTTATGTAGAGAACTACATCTAAAGAGGTCAGAAGTGAACTTCAATAAAATTGAGGTG
-ACCAATGATCATCAGTTTTAAAGAGGACATATTTTCTTTTTCTGTTAAAGGGAACACACC
-TATGAGTCAGAAAGCCAGACATTTATTTTTTCTCGCCAAAGGTTATTGTACAACCTACGG
-AAGAGAGTGTAAACACTGGTCTTTAAGATGAATTGTAAAGCTCTAAAGAGAATAAGAAAA
-ATTGTGTTTCATGATTTATGATGGATAACATTTTAGAGTTGATTTCATAAGAGAATTCAT
-TAAGCCAATAGACAACCATGGCATTTTAACTGTAGTGTTTAAGTATCTTTAGCTCTGATT
-TTTTAATTAGCAGAAGCAAATAAAGAGAGCTTCATTTTAACCATGAGAAATCTCTCTTCT
-GTATTTCATGTGACTAAATTTGTCCAGACGCTGAAGTTCAAATAATCACAGTGATTGCCA
-ACATAATGGTTAATTTTCTGAGAAGTAAGTTCATGCTTTGCCACAGTTTGCTCCCCTGTA
-AGATCAGACAGAAAAATAAGAATAAAACCGACTAATAGCTATTGATTGCTTCTGGAACAG
-CTATCAATATAAAGAGCCAGACAAAACACATAATAAAGAATTGTGTTAGTGCCAGAGAGA
-CTTTAGAGATCATTTGCCCATCTCTTTACCTTCTCCCACTTCTTTCTGTCCCTCCACCCC
-ACCAGCTCTGATACAGACACACAGGATATTAGTAAAGGATAGTATTTTTTGAGAGCCTTT
-TGCATGTCAGGCACTGCTTCTAAACGTTGTATAATACCAGCTCATTCAATCTTCAAATCA
-ATGCTATACAGTAGGTACTCTTCTTCTTTTTTTTTTTTTTTTTAAATTTTACAGCTGAGG
-GACTGAGGTATGGAGAGGTTAGGTAACTTGTTCAAGGACACCAAGCCAGTCAGGCTGCCA
-CTGGACCTAAGACAAGGTAACCTGGCTCTGAGACCAACCCCACAGAGAAGTATGTGGATG
-CTGACAACACTGTAGGAAGTTACAAGGAGCAAAAGAATAGCAGCCTCAGCCCTGAATTCC
-ACTGTAAGCTTCCCTCTAATCTTCCCTGCCTCACTCTCAATCGAATAAAGAGCTGATCAG
-GAAGCAACTATGCACGGTCTTCCCCTCCACACCTCCAGCCCCAGCTCCCTTCCCCAGACT
-CAGTGCCAGCCTGTGCCAGCCCCCAAGATGGCAGTGTGGAGCCATGCACTAGGTCTGCCG
-CGCACCCAGCAGTCGGCTGTGGGTTCTTTGTATCTGTCAGAGTCCTGGCAGGAAATGGTT
-TCATTCTCAAAGGGTTAACTAGGAAGAATTTAGTGAAGGGTCAGTTTACAAGGTTCAGGA
-ACTAACGGAAAATGGTGAAGCACCCAGGGACTGGCACTGGAGCTTCCCCACAGGAGCTGA
-GGCCAGAGAAGTATACATCCATTGTTGTCTTAAAGAGTGGTTAACTATCTATTTGCTCTT
-ACTTTCAACATTTCTGCTGGGGCCTTGCATTGAGCAAACTCAACTGTAATCTAGAGAGCA
-GGGACTCCTGAGTGGCACATTCAGTGGGAGTCAGCTTCCTAGGGAATCATTTATTTATTT
-ATTATTTATTTATCAGAGTCTCACTCTGTAGCCCAGGCTGGAGTGCAGTGGTGCGATCTT
-GGCTCACTGCAACCTCTGCCTCCCGGGTCTCTGTTCAAGCAATTCTCCTGCCTCAGCCTC
-CTGAGTAGCTGGGATTACAGGCACGTGCCCCCATGCCCAGCTAATTTTTGTATTTTTAGT
-AGAGACGGGGTTTCACCATGTTGGCCAAGCTGGTCTTGAACTCCTGACCTTGTGATCTGA
-CTGCCTCAGACTCCCAAATTGCTGGGCTTACAGGCATGAGCCACTGAGCCCTGCCTTCCT
-AGGGAATCTTGTAGGAAAGACAAAGGTAGAGAATCTGTCTGATGGCAGAAGCAAATGAAT
-GCCCATCACATGCACTTTCCTCCAACAGAGCAACTCGGATGCTATGAAACAATGCTAAGT
-CAGTCTCAGTGTCTGTTGCAGTAATATTGTACATACTGTAGGTCTTAATCATAGGAAATT
-ACATGCCCATTGCCCTGTGCATGGACCGGAGCGCACTTATGGGGGGCCGGTAGTCCTCCT
-TTCAGACATCTTTTTTTTCTCTGCCCCAACAAGTGGCCTTTCCATAGAAGACTGCCCAGA
-GAACCCTATGGCAACCCTACCCTCTTATTCCACTTTATTTTTCTTCAAAGTGTTTATTAC
-TCCCTGTTGTTATGTTAGACTCTATATTTCTGTATTTGCTGTCCTCCAACTTGAAAAGAA
-CCTCTGAGAGGGGAGGGACTTTCCTGGTCACATTCACTTGTCCCAGCACCTGCGATGGTG
-CCTGACATATCTCAGGGGCTCCTTAAATATTTATTGCTAGACAATGGGTATCATGGCTCA
-GCCTCCTCTGGGGTTACGAGGCTGGAGGAAAGAAACTTTAGCATGAGTGCAGTGAGAGTA
-AAAGAATTCAGCAGCTCTAATCAGGGAATGAATCTGGTGTGTAATAGGATCTCAAGGCTT
-GACTCCTAGTCTAAGACCATTTCTGGAGTTTGCTGACTTGATCCCCATCCTTCATCATTA
-GCACTTTGCAGGGAAGGAGCTGAGCGTGGATCTTGACTCTGAATTGGCTGGGACATGCAA
-AATCGGGGGCATGCTTGGTGTTGCCCAGGCTCAGCTCTGCCTAGACACACGTGAGGGCCA
-AGATCTGGTTTGTGTTTCATGAGCTCTCCCAGGATGAAGACCCAGCCAGGCTGTCTGAAG
-AAGGGGTGTTCTTGAGTAGGAGGGAAGTACTGCTCCAATACGAAAAATCTAACAATAGCA
-TAGTCCTTAAGAGCTTGAGCTTTGAAGAGGGAGAACAGACCCATTTAAGGCATGAAAAAT
-AAAGGAAACTCTTGAGTCCCTCCAAGGAAAATTCCAGCCACCTGGCTAGCCTCAAGAAGT
-AGATGAGCACCCTGATAAGTAAGAAGGTAATAATAGCTTAAAACAATAGTCAAGAAAATT
-AGAGCCACAAACTAATCTTAAATGACGAGTTAATGGGTGCAGCACACCAACATGGTACAT
-GTATACATACGTAACAGACCTGCACGTTGTGCACATGTACCCTAAAACTTAAAGTATAAT
-TAAAAAAAAAAGAAAATTAGAGCCACAAAATGTTTGTTTCCCTATAGAAACTAGAGATAA
-CATCTTAACATATGTCCCTGAGTTGTTTTGTAGAAACCCAGACCCCGCTAAATGGAAAAT
-ACCACCTGTTGGCTCGTAGATCTCAGATAAGGAGGAACTGAGGACTGAACACTCACAACT
-GTTCTTTGTTCTAAATTTCTTCCTGAGGGACCTGGAGGAAGTCACACCCACAGGCCAGAG
-CAGAACATTCCTTTCTGCTGACCCCAAGTTTGTAGCCAAAACTTAACCAATCACAAATCA
-GAAAATCTTTGGGTTTTTGTTTGTTTGTTTGAGACAGAGTCTCACTCTGCTGCCCAGGCT
-GGAGTGCAGTGGCACGATCTCAGCTCACTGAACCCTCTGCCTCCCACGTTCAAACGATTC
-TCATGCTTCAGCCTCCTGAGTAGCTGGGATTACAGGTGCACACCACCATGCCCAGATAAT
-TTTTGTATTTTTAGTAGAGATGGTGTTTTGCCATGTTTGTCTGGCTGGTCTCAAACTCCT
-GGCCTCAAGTTATCCACCCACCTTGGCCTCCCAAAGCGCTGAGATTACAGGTGTGAACCA
-CTGCACCTGGTCTCAAATCAGAAAATCTTTGAATTCATCTAATGGTCACCTATCCTGTGG
-GCCCTCACTTTGAGATATTTTGCCTTTTTTGGCCAAACCAATATGTAGCCTCCATGTATT
-ATATGACCTTGCCTGCAACCTCTGCCTTCCCACCTTTAAAAACCCTTACACATAAGCCAT
-CAGGGAGATTAGGCCTTAAGGATTAGCTGCCTGATACTCCTTGCTTGCTGCCTGCAATAA
-ATTCCTCAACTTCTGTCTCAGCAATGCCGATATCAGTGCTTGACTTTGATAGGCTGGGTG
-GGTGGACCCAAATTTGGTTTGGTGACCCTTTGAGCTTAGATTCAAAATTCTAGTTTTGTC
-ACTCTGCAGTTTTGTGATCTTGAGCAAGTTACTTAACCTCTCTGAGCCTTGTTTGTCATG
-TGTAATGAAAAGAGCTATACTTACCTTGTGAGGTAGTCCTCAGGATTCAATGAGATAATA
-AGTACTCACTAAACAAAACTCGTTATTACAAAAGAATCACTTTGTCTCTGAAGTGGGCAA
-TTCAACCCATTTCTAGGAGATTTTAAACATGATTTTAGATATTTGGTGTGATTTTGTGAA
-TGGGTTTATCGTTAATAGCTTTCATGCTCCAGAATTTTCTTGAATAATAGGTTTTTGCAA
-AGTGCATTCCATGGAATACTCATTTGGGTGACGTTAATAGACATCACTCAAAAGCTGGGT
-GAATATTACAATGTTTACTTCATCTGTAACAAGCTGAGTAGCTACAGTACATATCTAAGA
-GGGGGCTCTAATTCTCAATATTTTCCAAATTTATTAGATCACAGACTTTTCTTTTAGTGA
-AGTGCTTAATGAAACTTAAGTTCTGTGAAAAGTACTTTGAGAAATATTGCTTTAAAAAGA
-AAAAGATTGAGCCCTGTATCAGGGGAAATATCTAATATTATATTAAACAAAAAAGTCCCA
-CTGAAGAAAATCATCTTATTGTTCATAGACCTTAGTTTAGGTATTGGGGCCAAAGGATGG
-ATGACCATTTCAAACGATCCAGGCTAAGCCAGGAGGAGAGCTCAAAGTCTGATCTGGTGA
-GTAAGTTGTGAAGGGAATGTGATGAAAAAGTACACTTCTATTGCAAAGAAATCATGAGCT
-AGGTTTATACGCTATGCTGTGAATGGCCAATAGATTATAAATTCAACAGTCTCCCTGTCA
-CAGCTATGGTAATGACGACTGTTTAGGCCTTAGGGGAGCTTTAGGGAGAGGCAATTTCAT
-ACTTAAGTCACACTGACTTAAAAAGTGAAATATTTGAAATCATTGTTGAAATCACGTGGA
-GGTCGTCAGCAAGCGGATGAGGTTGGAATGCCTATCATTTTCCTCAAGCTCATGTCCTCT
-CATTTTCTTATTTGAAAATCTATTTGGCTCAGAAAGGACACCTAGGGTTAGTCAAAAATC
-ACCTCCTGATGTTCCTTTTAAAGGAAGCTTCCAAGTTATTTGAATAGCTTCCAAGTTATT
-CATCGAGAAACAAAGCAAATTCAAAGATTATGTCCGTAAGCACAAACTGGATTTTAAGAA
-ATCCTGGCTGCATAAACAATTGTCTTATAGAAAAGAATTTCTGTTCCTCTTTTCCCTCCC
-CTTGTCAATCCTATTTGTTTCAGACCTGGGTTCAAACACTAGCTGTAGAGGCTATAAGCT
-ATTGGAAGCACATTTGAGCCTGAAATAAACTGAACCTCTTTTGCCTTGGTTTTCTCACTT
-GTAAATGGGGATTTTTGTGTCTACCTCAAAGGTACGTTGCAAGGATCGAGGGACAGAGCG
-TGCAGCAAGTGGCCAATGAATAGAAGTCTGGTTTTCTGAGCATCCTTGCAGCTGCAGGCT
-TCAGTCTACCAGAGAATGTGAGGTGTTATTCTTCTAGGGCAGTGGTTAGAAAAGAAAATG
-AAAGTAGCAGTACTCTTTTCCTAATGCAACCATAGATGGATGATCAGAATTTGTAATCCA
-TAAGGTAGAAGCTGCTGTGCCTGAAGAAATAGAAAGTGGGCAGAGGTGGAGGGGCAAGGT
-AGGGAGTGGAGTGGAAGGTAGGGAGAGTTTGATCCTAGCCTGCACTGCTCCTCAGAGGTA
-CTTTAGCCTCTTTGGAACAGTATTAGAAAATCATGGTTCTATCAACTCATGTCTGAAAAT
-CAATTGCTATTTCAGAGCAGGAGGTGACCAATCTTGGAAATAAGGAAGGGAGAGAGGCAG
-CCAAGCCAGCAGCTCCTAGGATTAGTCACTGCCTGGAGCCAGCTCTTGGAAGTTCCCCAG
-GAGCTGTCCAGTCTTATGTCATGTCTAGTCAGCAGAGTCCCAAAGAAGCTTGTCATTCTC
-TAGGCATTTGTGCTTACATTCTGATGGGCCTAATAGCAGGGAGATGACATGGAGCCCAGG
-CAGAACAGCTGAGATTTCTACTGGTCATGACCTCCATCTTCTCCTTCACACCTTTCCTAC
-CTTTCTTTTTCCATGCATTCAACAGACATTTATTACCCAATAAGTGCCAGGTAGTAAGCG
-AGGACCTGGGGAGAGCAGATGAGTAAGACACCGTCTCTGTCTCTCAGGAGCTCTCAGATT
-CTTAGGGACACATGTACATCCTAATAAACACAGTGCATCTCATGAATGTGTAAGTTTAAG
-TTATTGATATAGGCACACACAGACAGAGGGACTTCGTTCCCTGCAGGTTCTGTAGTATTT
-CGTGCCCACTCCCCTTTCTTCCCTTGCTGCTCACATCATCCTGCCTTCAAGGAATCTGGG
-GGGATGGTAGACTGAAAGTGGCCCTTTCTGCATAATTCTTCTTGAAAATAAACATTTGCT
-CTCTTCTTAGAGGCTGACTATACTGAGAGCTACCACTCCTTGGCTGCTTATTAGCCATTG
-GGTTATTGCTAAGCCCTTTACATATGTTATATCATTTAATTGTATTGAATCTTCACCATA
-ACACTTCAATGGAAATATTTTTCCAAATAAGGAAAGGTGAGACTCAAAGTAGTTGTATTA
-GTCTGCATTGCTATGAAGAACTACCTGAAACCGGGTAACTTATAAAGAAAAGAGGTGGGC
-CGGGCGCGGTGGCTCATGCCTATAATCCTAGCACTTTGGGAGGCCGAGGTGGGCAGACCA
-CGAGGTCGGGAGTTAGAGACCAGCCTGGCCAACATGGTGAAACCCCGTGTCTACTACACA
-CACACACACACACACACACACACACACACACACACCTGTAATCCTAGCTACTCAGGAGGC
-TGAGGCAGGAGGATTGCTTGAACCCTGGAGGTGGAGGTTGCATTGAGCCAAGATCACACC
-ACTGCACTCCAGCCTGAGTGACAGAGCGAGACTCCATCTCAAAAAAAAAAAAAAAAAAAA
-AAAAAAAAGAAAGATGTTTAATTGACTCTATGTTCCACAGGCCATACAGGAAGCATGGCT
-TGGGAGCATGGCTGTACTCCAGCCTAGGCGACAGAGTGAGACTCTGTCTCAAAAAAAAAA
-AAAAAAAATCCCCATATCCCCATTCACTGTCCTTTTCTCTAGAAAATACCCCATTTCATA
-TAACTGTCTAAACAACGGTTTAAGGTCTACACAAGATTGTGAAGTGAACCTGCAGGATTA
-GGAGGGTAAGGATTCCCACCTAGGTGGGCTCACTTGCTCTGCCATACCTGGGTAGGATCC
-CAGCCTGCTTCTGTGATTGTCAGGAGGCACCAAAAAGGCTACCCTAGGTTTTCTGTCATT
-CGGCCCAAACATTTCCTCTGCTGGGCAAATGTGGAAAAGAGGCATTAAGCTGGTGCTCCC
-ACAACTGAAAGGAAAGCAATTCTCTTTCTGTTGTGGTTCCTTCCTCTTTGGACTCTTTTC
-TTCCATTCCAGCCTATCCCCTTCTTGGAAAAGCTGTTCTACCAATAGCAGGGAAGAAACA
-GCGCCGTGTACCTGATACGCTACCCTGGGCACAGGCGATCAGACCAGGGATAGACACCTG
-AACTGATCTGGGCAGATGCCCTCTTCTGGCCATTGAGAATTGACAGCATCAGACATCTAG
-AACATAATAGTATTTTTAAATTCTGCAGGGACATCCACCAGGCTGAGGGGGACCAATTTT
-GTTTTAAAAATGTATCCTGAACTTGGCCAGGCATGGTGGCTCATGCCTGTAATCACAGCA
-CTTTGAGAGGCCAAGGTGGGCGGATCACTTGAGGTCAGGAGTTTGAGACCAGCCTGGCCA
-ACGTGGTAAAATCCTGTGTCTATTAAAAAATACAAAAATTAGCCAGGCGTGGTGGTGTGT
-ACCTGTAATCCCAGCTGCTGGGAAGGCTGAGGCAGGAGAATTGCTTGGACCAGGGAGGTG
-GAGGTTGCAGTGAGGTGAGATCATGCCACTGCATTCCAGCCTGGCCAACAAGAGCAAAAT
-TCCATCTCAAAAAAAAAAGTATCCCAAACTTGGAAGTAAAAATAGGATGACTGCACGTCT
-TTCTAATGCCATACTGGAAGGTTGCCTAACAAACCACCAAAGCTTTTTTTAACTCTCTAA
-GGGAAGGTACTTTTGTTTGACTTACTATTTACTATTGATTAGGGCCCAGACTCTGCCAAG
-TTACATGTTAATTTTTGTCTGGTAGAGATACAAATGATTTTTGTCCTGTAAAAAGATTTT
-ATTGCTCCACAGGACATTAATGAGTGAGGTTTCCAAATTAGCAAACTTATGTCAGCATGC
-TGTTTCTGATGGTCTATCCAAATCTTTCTCCTTCCAATTCTCTTTTCAAACAGCTTTACC
-ATCCTCTGGTTCTTTCTTTTGTGAAGTAAACAGATCTTTATACACACTCCCTATAGACTT
-ATATAAGAATCATGTTTTCACTTTTTGAAAATGATGCTTTGACAATTCCACTGAACAGGC
-TGGGGAAAATTTTATGAGAATTGTTGGATCCTGCTCAGAAGCAAAAAGATAAAACCAGGC
-TATCCTCTATCATGGCTGATCTGGGGTTCATTCCCAGAAATGAGGGTCTTGGATCAGGGT
-CAAATATGTGGGTGGGGTGGACTCAATTACTGAGATACCCATCTCATGAGGAAGGATGGG
-ACCCATATTATGGGAAACAAAACAGGAAGAATGAGAGTGAAAAGATTAATCCTTTCACTA
-AATTGGGAAAACAGGAGAAAGTGTTGTTGGATAAAGAAGGAACTTTAGCACAATGAGCAG
-AGACAAGACGGTAAATGTTCCTTATCCAGTAATCTCTGATGAAAGGCCAGTGCTCACATC
-ATTAGTAATGTCCAGAAATGATAATATCAGTAGTAGCAATACTCACAATGTAAATAAGTA
-GCTCTCATGTTTTGATTGCCAATAGTGCTAGCAACCTTACATGTATCACTCTCTACCCCA
-GCCCTGTTAATTGGTACTATGATGAAGAAAGAGACTCAAAGAAAATAAATGACTCACTCG
-CGTATTTTTACACAGCTAGAATTGCTACAGAAAGGATTAAAGCCAAGTCTATCCAAATCC
-ACTGTCTATGTCCCTCCCTCCCTCCCTCCCTCCCTCCCTTCCTTCCTTCCTTCCTTCCTT
-GCTCCTTCCTTCCCTCCCTTTCTGCCTCCCTCCCTTTCTGCCTCCCTCCCTCCCTATCTC
-AAACATCTATTGAGTGTCTACCATGTGCCAGGCACTGTGTCAGGCTCTTGGGATACAGCA
-ATAAGCCAAGTCCTTGCTTTCAGGGAGTTTACATTCCAGTGAGAGGGTCACAGAAACAAA
-TGTATCTCTATGGCAGCAAGTGCTATGAAGAAAATCAGCTTCATTTTTATTGTTTCATGC
-CCATCATGCAGGTTTCCCACAGTCCATCATCCCCACTCCACCCCCCACCCAATGTAGTGC
-TTTCCTCTGTCCTGGAGAATCGGAAAGACTTCACAGCAACATCTGCAGTCCCTTTGTTTC
-AGTGACTTTGGCACAGAGAAGTGGACATGGTGGCAGACAAAGCTGCTGGAAGCTGTCAGG
-CTACTGGCAGCCAAAAGCTTAATCACACATTCCAAAGGCAGTGTGTGTGTGATGTTGCAT
-CTCTGGCCCTGGAAGGGAGATAGAGGTCACCTTCTTGGGAGTCAGAGTTGGCCCCTCAGC
-TCCCAGGGGTTCAGCTGAGCAGCTTCAGAGGGCTGACTGCAGAGACCAGGAAGGGGCCAT
-TCACTCTGATGGGAATTGGGAATCATTGATGCTCGAGCAACAGCTGAGTTAAAATTCATG
-CTAAGAAATCAGCATTCACATGTGTACATATTTAAGTCAGGATCTCAGTGAAGAGGGCAT
-GACAGCAGTGAAAAGAGGTGCCAGACCTGAAGTAGGCTACCTTATGGTTGCTGCTTCACC
-TGTTGCTCTACACACACACACACACACACACACACGATTCCAGAAGATAGTGGGACAGTA
-GCAATTTGAAGGCTCTGCCAGAAAAGCATTTGCTTAAAGTGTTGGGAATTTTTTGTTGGA
-TTGTTGTTTCATTCATAGGGCTTCTAAATTTCACTTTTGCATTTTAACCATTTCAAGGAA
-TTCCCCCTGATTTTGAGTGTGAATGGGTACAAAAGACCAGGGGTTGTTAACCAAAAGCCT
-GGAACATTCAGGTGAACGGCTGTTCTGCAGGGAAGGAGGGAAACAGCAGGGTGAGATGGA
-TGGTCAACCTTCAAAGGCCTTACACAGTCCCGGCCAGGATAATCTTCGCCTCTCCCTTCT
-GCTGGGGAAAAGTCTGGATTGCTAAGACCAGGGTCTCTATAGTGGCATCTCCAACACTCA
-GGCCGAGCTTCATGGCTGGGTTCCTGTTTTTTCATTTGCTCATGCCCCTCAGTGGTATCA
-TCTGACTCAGCTCCTTTCCCTCCTGTTGGGCCAGTACTTACAGTGGGTCTCCTGATGAAG
-CTGAGGTCATGGGTTCATGAGCCCAATTATCACCATGCTGACCGCACCACTAACCTGGCT
-CCGTGTAGTTGCAAACTTGGCTGCACATTGGAATTCCTAGGGAGAGTTTTAAACATCCCA
-ACGACCAGGCTGCAATGAAATAAGACCGATGAAATCAGGATCTCAGGGGTGGAATGGGAC
-TGGTAATTTACAGAATCTCTCCAGCTGATTCCATATTCAGACAAGTTAGAGCACCAATGC
-CCTCAGTCCTGAGAGTGAGGGCTGGTCTCATGAATCCATTCACACAGATGGAAGTCCATC
-CTCACAGCGGTCAGGCCTCACACAACATCGGGCATGTTGGTAGGCATATGCCTAAGTTTC
-TGTGCAATGAATGCATGCCTTACTGGTGATGCATCAATAGCAAGGCATTCAGGGGAGAGA
-GTACCCTGCCTCAGTGCCTAGCATGAGACATACATCCAGGACCATGTTTTTATTCCCATC
-TTATGGATGAGAAAACTGAGGTTCAGAAAGGGTAGGCAAAATCCCCTAGCTCACCTGGCT
-GGAAGGGGGCAGAACTTCCCTGTACGTGCTGAGAACACCACTGTTCGAGCAGAGGGGAAA
-CCTCTGCAAATTTCACTCTGTGTTCAGTGGGTGACTTGCCAAAATGACTTGCCAAAGCCC
-TTTAGGGCCAATAAATTAGAGTGTTTGCATCAAATTTCCATGCACAAGAGCCAACTCAAA
-ACCTTAGATCCAATTCCATTGGTTCCCATAGCTCTGAAGTGGAGAGATGCTAGTAATAAA
-TCCTACAGGCTGATGGCAGGACTTTGATATATAATATTAACTCTGATCTTGGTGGTGGTC
-TGACTCAAGACAGAGGGAATATTAAAAGCAGTAGTAATCCTTCTAAAAGTTCCATGCGCT
-TCTGCCCAGATATCCAGGGTTTCTGGCTGAATTAGCCTGCAGAAGCAATTGTGCAGATTA
-GGTGATGTTGAACCACGAGAAAGTGTCTTCCCACTTAGCAAATCAAGGGTCCATGGGATG
-GAGAGAAAGGAGGGAATAGAGTTTGTCACTTGGGCTGTACTGACCCCAGTGGTGATGTCT
-TCCCTTTGATGGGTGGTGTTGGGACAGCAAGGCAGTCATCATTTAGCCCACTAGTGCTAA
-GGCGGAAGGCATCCGCAGTGCATGGTCTGGCATCCCCAGGCAAAGACAAGAGGATGGGCC
-CTGCAGAGTGTTTTGGGTTAGAAACAAGCTGAGTGAACTGAGTGTTTCTTCAGGGAGCGC
-ACTAAAGATGAGCCGACAAATCCACGACAGTGGGGAGTGAGGTGAGGCAGGGACACAAAT
-CCACAGCTGACTCACCCAGCACATTCCCACCTCCTCAGCATAGAAAACCACAGGGACAAA
-CTGACCAGAAGGCTATTCATCCATGGGTCTATCCCGTGCCTTGATCAGTCTTCCTAAATC
-CCACCTTTGCCAAAGTCACTCCAGTCTGTGAATTTTCCATGGCTTCCTGATGCATATGGA
-AAGACGTTCAGACTCCCAATCTGAGGTCCAATGCTCTCCAGAATTCCATCTTTCCCTACC
-TTCCTGGAATCATTTCCCATTGACTTGCCATCTACCTGGACAAGCTGGAATGGCTGCTTT
-GGCTGTCTTCTGAAAATGCCCTGAGGTGTCTCTGCCCCAGGCCTGTCTCCTGTGCCCCCA
-GAGCTGCCCAGGCCCCTGCTTCCTACAGAGACCAGCTCACAGTCTTCTTGTCAGTGGTCA
-TCTAACAGTGGTCTTGTAAAAGCAGAGCAAGTTCCAATCTTATTTATAGCATTCAGCAGT
-TTTTTTTTTTTTTAGAGCTGGTGTCTTGCTCTGTTGCCCAAGTTTGAGTGCAATGGCTCA
-ATCACAGCTTCACTGCAGCCTTGAACTCCTGGGCCCTAGTGATCCTCCTCTTTCAGCCTC
-CTGAGTAGCTGGGACCACAGGTATGCACCACCATGCCCACCTAAACACAGTCTACCTTTA
-TGTGTGTGTGTCCATCCATCACCAGATGCTCACGGAAGGTAGGGCAGAAACATTTTGAAA
-AATAATTTTTACCTTTGAAGAGTAATCTTAATGATAACCTAGCAGGTGCTCAGATACATC
-GGGTCGATTCACTTCCTATGGCTGTGTAACAAATTACCACAAACTTGGTGATTTAGAGCA
-ATGCCCATTTATTATCTCAGGGTTTCTATAGGTCAGAAGTTTGGGTGTTGCATGGCTGGA
-TTGTCTGTTTAGGATCTCACAGGGTTGAGATCGGGGTAGCCAGGGTTGCTTCTCATCTGG
-GGCTCCAAGTCCTCTTTGCAAGCTCACTGGTTGTCAGTAGAATTCAGTTCCTGTGGTTGT
-AGGACTGAGGTCCCCATATTCTTCTTGCTGTTTGTCAGTCTGGGGTGCTCCCAGCAACTC
-AAGGCCACTCTCAGGTTGTTGACACAGGGTGCCAACATCTATCTTCAAAACCAGTAGGAG
-GATTTCTCTTGCACTGAATCTCTTTTGCATCTCTGACATTCTCAGTCTCTGACCTCTAGA
-TCCAGATTTAAAGGGTTCACTTGATTCTGTCAGACCCACTCAGGACAATTATTTTGTTGT
-GCGTCCCTTTTTCTGGGAAGTGGGTCTACCACTTCTATCACGTTCTTAAAAGGGTCTGGG
-AATGTTCACCCATCACAGACATCCACACCAGGCCAGTTAAGTCAGAACTGCTGGAGATTC
-CACATTCTCCTGGGCAGCCTGGGTGGAGAACCACCTATGTGGAAGGAACACTGGGCTCCA
-AAGATAAGGGGCCTTGCATTTTATTTCATTACCAGTGTCTATTGGCTCTGAGACCTTACA
-GAAATCACTCAACTTCTCAGGGCCTCATTTGCAAACACGGATGATAATAGTAAGCTCCAT
-CTCTCACGGTTGTTAGGAGGATTAAAAGTGTATAAAGATGCTCTGCAAGCTCTGAAGTAT
-TAGCCAACCGTCTAGTCAGTGTGAAGAGACACTGAAAAGTGAGGTGGGACAGAGCATTTT
-AAGTGAAAAAGAAGGGAGAAGCTTATCTTTATCAAAGTTAAATATTAGATACTGAGTACT
-TTGTAAAGTCTGTTGCTGCTGGGGATCAGGCAAATTGTTATAACCTTCCTGGAAGGCAAT
-TTCCCATAATTATCAGCAGTTTACAGAATATCCAAGCCATTTGACCCTAAGATAATGTTT
-CTAGGGATTTCTCTTAAGGATTTAATCAAGGACACATACACAGATTATAGCAGTTCAAAA
-TTGGAACCCATCTATTTAACAATAAGGGATTGTTTAATTACACATGAAATATTATTTAAA
-CTTGAACATTATATTGCCTTTAAATATTTGACATGGAAAGAAGCTTAAAACTCAGTCCTA
-TTTCCTTATCAATGTTCTATCAACAAGGGGCAGGAGGTGTCACCTCCTTGGGAATCAGAG
-TTGGCCCCTCAGGTAGGTGTTTGGAGCTTCCTGGTAGGGGCTGGGGACAAAGTGTGGATG
-GGGCACCTGCTGGACCTGTGGCAAGATCATCAGGGATTGCTATTGGTCTCAGCAAGGGAG
-TGAGGCTGACCAGTTCTCAGCTGCATTTCAGAGAAGGATGAAATGCCCTAATCAGAAGTC
-AGCTCCCCTCATGACCCTGGAGGGAATTCTGCCCACTCACAGACTCTTTCTTATTCTGGG
-CCTCTGCTGTTATCTGGGTCTAGCTCCCTGTCACAGTCAGTTTGGGGACTGATCCTCCAG
-GAAAGTCCTGGGACCTCTCGGCAGGCTGAATGCTTCTCCTTTGTGACTCCCCTGCCATGG
-CGGTTGTGCCCCTTCTTACCTTCTACAGACACGACTTTTCATGGGCCTCTTCCTTTCTCC
-CCACCGGTAAATCACCACCCTTCAAAGGCAGGAACTGTCTCTATTTCATCTTAGTATCCT
-ACGGGCCTGGCCCAGAGTAGATGCTCCAAAAAACTTGTCCTGAACTGAATGGGCGTGAAG
-CCGGGGCCTGTTGCACTGTGTTGTTGTGGGGTGGGGTGACTTCCAACCACACTGGGAGCC
-ATCTCCCTCTCTCATTCCGAGGGAAGAGTCCGCAGCACAGATGGGTGCAACCCAATGTCA
-GGAGCTGACACTGTGATCAAAGAAAATCATTTCCATTGCTCCTGTAGACGAAAAGAGTCA
-AACTCAGTAAAATATTTGAAGAGATGTATTCTGAGCCAAATATGAGTGACCACGGCCCTT
-GCCATAGCCCTCAGGAGGTCCTGAGAACATGTGTCCAAGGTGGTCGGGGTACAGCTTGGT
-TTTATGCATTTTAGAAAGGCATGAGACATCGATCAAGTACATTTAAGAAATACACTGGTT
-TGGTCCAGAAAGGTGGGACCAAAGCAGGAGGAGAGGGGCGCTTCCAGGCTATAGGTAAAT
-TTCAGTGAGTTTGTCTAAAGACCTGGGATCCATAGAAAGGGAATTTTCAAGTTAAGATAA
-AAGATGGTGGAGACCAAGGTTCTTTTGAAGTCTTATAGAGGCTGTCCTCAGAGACAATAG
-ATGGCAAATGTTTCCTATTCAGATCTTTAAAAGGTGCTAGACTTGGCCAGGCACGGTGGC
-TCACGCCTGTAATCCCAGCACTTTGGGAGGCCCAGGTGGGTGTGGATCACAAGGGCAGGA
-GTTTGAGACCATCCTGGCCAATGTGGTGAAACCTCATTTCTACTAAAAATATAAAAATTA
-GCTGTGTGTGGTGGTGGGCGTCTGTAGTCCCAGCTACTCAGGAGGCTGAAGCAGGAGAAT
-CGCTTGAACCCGGGAGGCAGAGGTTGCAGTGAGCCGAGATCATGTCACTGCACTCCAGCC
-TGGGCGACAGAGTGAGACTCCGTCTCAAACAAAAAAAAACAAAGTGCTAGACTTTCAGTT
-AATCTCTTTAGGATTGGGAGGGCCTGGAAGAAAAATATCTAGCTATGTTAATAGAGATTC
-TTTACAGATACAAATTTTCCCCCACAAAGGACAGCTTTGCAGGGCCATTTCAAGATATGG
-ACAAAAAAGCCTATGTTTTGGGGTAAAATATTTTGATTTTCTTCCTTGTCTCATAATGTT
-ATGACAGAGTCAGTTTGGAAAGTAAGTCACAATATATAGGGTTAAATAAAATCCATCTGA
-TGAGAATTTATGGTTTGTAGGACATCACTCCCCAGACCCTTTAGATAGGGAATTTGGGTA
-AGATAAAAAAAAAAATCAGAGCTTAGTCTTCACTTGCAAGGGTGCCCCTGTGTTCCTCCA
-CTCTCCATCCCCAAGCTGGGCTGGGATTTCTTGAGCCAGATGAGTTGAAGATGCTGCAAA
-GTTAAAATGGCCTTGCCTTCCTGTGCAGTCAGATGGAGCACCCCCTTCCCTCATCTGGGC
-CTGCTGAGTAGGGTCTCACTGATCCCCGCACTGTGTGTCCCTTAGACCTTTCCTGAGACC
-CAGCCCTTCCCCCGGTGGAAGGGAGAATTATTTGAAAAGTGTGGGTTTTGGTGTCAGACA
-GACTGGGACCCAGGTCTAGGCTACTGAACCAGTGAGCTGTGTGGCTTTGTGCATGCTATT
-TAGACACTCTGAGTTTTAATTTCCTAATTTCTAATTGCCAGACAGGTTGGTTGGGAGGAA
-CAGCTTAGATTGACCTATGAAAGCATTTGTAGACTCGGAAGTGTTCTCATGGCACTTTGG
-ATGAAATCGTTCCTGCTGCTTCAAACTACTGTGTGATGAGTTTCCAAAAATCATTGCCTG
-TGATCTGCAGGCTCGTTGTATGTCACAGATCACCAGATGTGCTTCCATTCCATGCTTGCT
-TCTGCAGTCCTGTTCTAAGCTCTGGCCTAATATTCTTCCCGCCCACGGAGCTCTTGCCAC
-TGCCTCACCGCAGAGACTGGAACCCTGTCCTTTAACTCCCAGCTCAGAGTGTAGGGAAGT
-GTTTCTCAAAGTATTCTCTGTGTTATCTGCTTCCAAATTGCCTGGATATTGGTTAAAAAC
-CAAACCTCTGGTTCCCCTTCCAGACTGAAGGATGAGAATTGGCTGTGGGAATGAGTGGGA
-ATCTACGCTGTTGTGAAGTTCCCCACAGGGATCTCCTGCATCTTAAGGCTCAAAGGCCAT
-GGACCTAGCCCCTGGATACTGGGCATAGGCATCTCAGATGCTGTCTGTTTCTTCACTTCC
-CTGACTGGCCTGGGCTCTGGGGTTGGGCCCTTCTCATTTCTGGATTTGTGATACTTGTCT
-TGTATCCCCTTTTATCATAGTGTGCTTTTGCTTACAAGTGAACAAAAACCCAATCCAAAG
-TGATTTAAACAAAAAGAGCACTTATTGTAAAAGTTCAGAATAAACTGCCTTCAGGCATGG
-CTTGATCCAGGGGCGCACACTGTGTTACCAGGAGGCAGTTTCTCTCTGCCTCCTCACTTG
-GCTACATTTTTCTCTCACTTGTGCATCCTGAGCCATTCACAGAGCTCAGGAGGATGAGTG
-TTCTGATGGAGCAGGGTACGCTGGTGGTTAGTGCCATCAAAAACAGAATGAGATAATGAT
-ATGGCTCAGATGACTGGAGGAGCACCAGGGTTCTTGGTCTAGCACACACTTGGATAAAAT
-GACACAGACACACCTGGAGTGGTTTTAAGGAGCGAAAAGTTTAATATACAAGAAAGAAGG
-AAGGAAGAAGAAAACAGCTCCCCAGTACAGAGACAGAGGGAGAGGGGATTTGAACAGAGA
-GAAAACCCCGGTGGGGAGAAGGGATGTGGGGGGAGGGCGTGTGTGTGGTGTAATCAGCTA
-GTTATATGAGGAGGCTGGAGGAGGCGGTGCTGGCTTGCATAGGGCTCAGAGGATTGGTTT
-GACCAGGCAGGTCATTCACATAGCCTGCGAAAAAGCTGGCCCTCACAGTCTAGCCTTTTA
-AGAATGCAAATGCAGGGCGCCATGATGTTCTACACACGTGGGGATATGTGGGGGCGGCCA
-TGTTGCCAGCCACCTGTTGGGGCAAGGAAGAAACCTGGAATCTCCATGTTTGGGTGGACT
-CAGTTTCCAGTGGCCTGCGTTTGCATATCAAAGCTTGCCAGTGGCTCTTAGAGCTGGCGC
-TCTCCTGTTAGACAAGAAAGGTTTCTGGATCTGCTTTAAAAGAAACAAAAACTTCCCAAG
-GACCTCTTTTCCTCTCTATCTGCCTAAAATAATTTCTTAATAACTCCTATAACAATAAGG
-GGGTGGTCCATTCCCACATGTAAATTGAGGCTTTTCCCAGAAATAGGGTGAATAGATGCT
-GAGTTACCCCAGTCAGCAAATGTCCATTTATCTCATTTGTGAACTCTGGACTCTGCACAG
-AGATTGTGGTGACACAGGCTGTCCTGTGACCCTGTGGCTGGGTCAGCTCCTGTGTCTGCG
-ACAGGATGCCCTGAGTCCCCATGGATTCCTCAACCCCACACCCTGTCCTACTTTTAGCCA
-AGTCAGCCATGCCCCTCTGAGGGCTACGCTGCTTCAATAGGCCTGGCTTCCTAAGTACCT
-TTCATTATCACCCAGGCTCATACCCAGAAGCAAAGCAGAAATTTCTTTTGAGATCCAGGG
-TGGGAAATGGTCAGTTGAATTGAGTTGCAACCGAAGGTGAGGAAACGTCTTTTATGAAAA
-CCCATTTCCCTCTGTCGGAGGTGATTTCAGTCACATTTTCCAAGCTCAGGATAATTTACC
-CCCTACCAGGGTGCACTGCAGAAGGTCTGGCTGGAAGGCCCCGAGCACAGGAGTTGATTG
-CTAGCTGCTAAGAGGCTGCGCTTTGTTCCCGAAGGAGAAAGCTGCAGGTTAAGAGAACAT
-TCCCCACCTTGCCAGGGGTGACAAAGCAGGGGACTGCTTGAGGGCTGACACTGGAGTTAG
-AGATAATGAAAGGAGAGGAGGAAGAAGAAGCCAGGGCCTGGCTCAGCATCTCACCGCATT
-GGTGGGGAGAGGAGCTGCTCACCTTCTCGCACCTGTTGTTGGGCTGAGACAGATTTTCAG
-AGAGCAATGCCTCCTGGACAGAGGCTCTTCCCCACAGGGCAAATGTAATTAGATGAGAGA
-AAAACAAAGCTCTGAAACCCTAATTAGGTGCCAAGCCCTCAGGCTTTATACATCTAAACA
-GCTAAGGAACAGAGGATAAGATTCTCCAGTCGGCACTCCCTTGCCAGTCCTGGCTGAGCT
-AATGGTGAAGTGAGAGCTGTGCCACAGATCCCATGGTTGGCTTTTTGTTGTTGTTATTTC
-AGATGGAGTTTCACTCGCCACCCAGGCTGGAGTGCAGTGGTGCAATCTTGGCTCACCACA
-ATCTCCGCCTCCTGGGTTCAAGTGATTCTCCAGCCTCAGCCTCCCGAGTAGCTGGGACTA
-CCAGCGCCCGCCACCATGCCTGGCTAATATTTTGTGTTTTTAATAGAGACGGGGTTTCAC
-CATGTTGACCAGGCTGGTCTTGAACTCCTGACCTCAGGTGACCTGCCCACCTCAGCCTCC
-CAAAGTGCTGGGATTACAGGCGTGAGCCACTGCACCTGGCCCCGTGGTTGGCTTTTACTC
-CTTCCATTCTGCCACCCTGAAGCTGATCCTCTGGAATTTGCTTGTTTTTGGTGTGTCCAG
-AAATGAAGGTCTATCAGTTCTTGAAATTGGGTTGTTTTAAGTAACTGATGTGCTGGGATG
-ACAGTGAAGAAGACAAGATAGGGATTCCTCTTCCTAAACTTTAGGGCCTGAAGGGACTCC
-TCATTGACAGCAGATGGGATTTTTAATTTCACTCTGGGATGGAGGAAGTGGAGAGGTGAT
-CCAGGCTGGATTGAAATCTCTCAAGCCTGGGAGATTTTGCCCAAAGACTTTTGACATGGG
-AACAGTAGAAACATTGGGAAAATTGGACTTTCAGGTCAGCATTCTGGGTATTTCCCCAGT
-CTTCCCAGGGTGGGATCATCTGGCCCCAGTTATGGGAATAAGACCACATAAATAGAAGAT
-GACTTGGGAAGTCATCTTCCCAAGGTGTCAGGGAGGAGGTGGAGGACCACTGTTCTGATC
-AGCCTCCTTCAACCTCACAGTGGGGTTGGTCTCAGATGGTGCCCAGGAACCTGCCAGCAG
-CGGCACTTTGATGGCACCAAGATCGTGGGTGCAGGGACCCAGATTTGCTTCCTACTCATG
-TCTCCCTACCCACTGAAAAATGGAATATCAGTGAGGAATATCTTAGAGGGCTGCCTTTGC
-TCCTTTTGCCAGAGAACCAATATTGGTTATTAACAATTGGGCCACATCTGGTGTGCAGAA
-AAATGAATATTTTAATAGTGCTTCATAGGGTATCGTAGCATCTTATAAAAAGTGGCCCAT
-CAAATTATTGATTCAATCATTTAAAATGCATTAGCAGAGGATGCCTATCAGACTAAGACA
-TCCATGTTTCTGATCCAGTGAAAAGGGTCCAGGTAAGGAACACATATGAAGCCTCTTGGC
-ATCCTTGTGTGAGCACGGTGCATGACGTGGCCATCAGTATCATTGTTTTCTTTGAGTTTT
-TGCTTGAGTGTTGAGATGTGTGAGGGATAGAAGATCCTTGTTTGCTTCTAGTCCTGACCT
-ACACTGTCCATTAGGGAAATAATTTGTTTTCTTGAACCCATTATATGAATAATTTTGTTT
-TTAATCAATAGAAACAAATGGTCTTTATTTAACTAACAGAAAAAATTCCAATGAGGCCAG
-GCCACATAGGGGTTTCTGTAAATGTCATATCATTTCTCTTCTGTCCCCTCAGCTAAGAGT
-ATAAAAAGTTCAGGCGACCTCCAGGGGCTTTTGCCTACTTAAATAGTATTACTTAGAGAT
-GAGCTAGTACTTGGTTTTAAAAGTAATTTTTTTTTTCTTTTTTGAGACGGAGTTTCGCTC
-TGGTCGCCCAGTCTGGAGTGCAATGGCACAATCTCGGCTCGCTGCAAGCTCCACCTCCCG
-GGTTCAAGAGATTCTCCTGCCTCAGCCTCCCAAGTAGCTGGGATTACAGGTGCCTGCCAC
-CATGCCTGGCTAATTTTTGTATTTTTAGTAGAGACGGGGTTTCACCATGTTGGGCAGGCT
-GGTTTCAAACTCCTGACCTCAGGTGATCCGCCTGACTGAGCCTCCCAAAGTGTTGTGATT
-ACAGGCGTTAGCCACTGCTCCTGGCCCTAAAAGTAACAGTTCTAAGCTTTGTACTTACGA
-CACCAAAAACATACAGACTGACATCTAAGTAATTAAGTCAATCATTAAGATATTTAGTTA
-TGTCATGCAAAATAATAATCTCCAAGGAGTTCTCAAAGAATTCAGTAGTTTGATGTTATT
-GCCAGCACAGCCTTTACTGAGTCCTCTTATAAATCTTAAAGAAAAATTTAAGATTTTTAA
-TTTTTAAAGATTTAAAAATTTTTAATTAAATTTTTTTTTTAGGGCTGGACTCTTGGTCTG
-TCGTCCAGGATAGAGGGCAGGGATGCCATCACTACTCACTATAACCTCAAACTCCTGGGC
-TCAAGCAATCCTCCCACCTCAGCCTCCGGAGTAGCTGGGACTACAGGCATGCCCCACCAC
-ATTCGGCTAATTTTTAAAATTTTTTTGTAGAGACAGGGTCTCACTATATTGTCCAGGCTG
-CTCTCAAAATCCTGGCCTAAAGTGATCCTCCTGCCTCAGCCTCCTGAGTAGCTGGGTTAG
-ATCCTGGCAAATGAAAGGGCCCCAGCTTTGAACTACCTTTGGGGACGATCTCACTGCACA
-CGGGTTCTCACACAGCACACCCCGTCACACACATGAACTCACACTGAGAACATATGAACA
-CTACACACATGTTCTCACACAGCACACGCCCCGTCACACCCATGAACTCACACCGAGAAC
-ACAACATCACACACAGGGACTCACGCACAGAGGACATGTGAACACTACACACACGTTCTC
-ACACAGCACACCCCGTCACACCCATGAACTCACACCAAGAACACAACATCACACACAGGG
-ACTCACGCACAGAGGACATGTGGACACTACACACACGTTCTCACACAGCACACGCCCCGT
-CACACTCATGAACTCACACCGAGAACACAACATCACACACAGGGACTCACGCACAGAGGA
-CATGTGAACACTACACACACGTTCTCACACAGCACACACCCCGTCACACCCACACCCCCA
-CATGCCTAGACACACACATCCTTACTCTGCGTGCATCCCTGGCCTGGTGGACGGAAGATC
-GAGCGCTCTGGGTGGACTTACGGCCACAGGACGGGGGCAGAGTCGGCAGGGAGGCCCCTC
-CGAGGCCCAGTGGGCCCTGCGCTGGCCCCGGCCGCAGACGCCCACCTGCTGCTGTGCTGG
-CTGCGGCGTGTGCCCCGGGCTCTGCGGCTGACCTGGCCTCCACGTCTCACCCATGAAGCA
-GGCATGAAAGGCTGGCCAGGTTGGCTAAATGGGACCACAGCAGAAGCATGAGCCCCAGAA
-TGTGCACGAAGGAAGAGAGAGCCGGGGGAGGTGGCGGGCTGGGTGTGCAGAGTGGGCCTG
-AGCTCCGGCCTCCTCCCTGGACGCCCTCCCGTGGCCGCAGCCATCCCCGCACCCACTGGT
-GTGGCCTGACCCTTCACCCTGAGCCCACCCTTCGCGGCCACTAGGGAACCTCAGGAGAGG
-CCGCCGCGGTGGGGTGGGCGGATTCCCCCGGAGCAGGCCCAGGCCCCTGCTCCTGAGCTC
-TCCTGCAGCGCCGTCTGCTGGCCACAGAGAACCCACGTGCGCCGGCCGCCAGGCCTGGGC
-ATCTCCTCTCCTGCAGCGCCGCCTGCTGGCCACAGAGAACCCGCGTGCGCCGGCCGCCAG
-GCCTGGGCATCTCCTCTCCTGCAGCGCCGCCTGCTGGCCACAGAGAACCCGCGTGCGCCG
-GCCGCCTGGCCTGGGCATCTCCTCTCCTGCAGCGCCGCCTGCTGGCCACAGAGAACCCGC
-GTGCGCCGGCCGCCTGGCCTGGGCATCTCCTCTCCTGCAGCGCCGCCTGCTGGCCACAGA
-GAACCCGCGTGTGCCGGCCGCCAGGCCTGGGCATCTCCTCTCCTGCAGCGCCGCCTGCTG
-GCCACAGAGAACCCGCGTGCGCCGGCCGCCTGGCCTGGGCATCTCCTCTCCTGCAGCGCC
-GCCTGCTGGCCACAGAGAACCCACGTGCGCCGGCCGCCTGGCCTGGGCATCTCCTCTCCT
-GCAGCGCCGCCTGCTGGCCACAGAGAACCCGCGTGCGCCGGCCGCCAGGCCTGGGCATCT
-CCCCGGGCCCTAGTTCCCCCCCTCACCTAAGGGGAGGGACTCCCGTCTTTCCATCCACCC
-CCTCCTTGCCTCTGCAGAGCTCCAGGGAAGGCTGGCACCCGCTCACTGCATTTAGACTCC
-ATCAGGTTCAGACAGTGGGTCAGGGTACAAGGCTTCAGTGGCCAGGGATGTGGCCTCTAA
-TTTGTAGAGAGAAAGAAGGGCAGAGGCAAAGGTTTGGGCCCAGGGACTGGGCTCCGTTTC
-CAGAATCACTCTTGGAGCTGGTGAGCAGAGGGCTGGACACTGCCCTCCATGACCAGCACT
-GCCCTCCACCCTAGCTCACTCCCCTAGCTGGCCCAGGGGTTCAGGCTTTCCTTTCATAAA
-GTGGGGTCGAGGAAAGGCAAAACCTCCTCCCCTGGGCCACACGAACCGTGGTGCACAGGC
-TCCCACTAGGTGGGCCAGTCAGCTCATCCCATGGACACACCAGGGGCATCGAGAAAGGAA
-TAGCGACCTGAACCCCATACCCGAAGGGTGGCCCTCAGGACCCCCAAGGCAGGGAACAGG
-CTGCAGAGGGTTTGGGGGAGCATCTTGGTGCATAGAAAACAAACACTCTGGGAAGCCGCT
-GTGAGTGTGTGTGGCTCTCAGGCCTGTTCTGTCCTGGGTGCGCTGCGTTCCCCAGGCGGC
-ACCATCTCTCTGCCTCTGTACCCTTGAATTCCCTCTGCCTGCACCCGGTCCCCACCCACC
-TCCTGCCCAGCCCCACAAGCCCTTCCAGACCACTGCTGGGGCATTCCTGGGCCCCCTCGG
-TTCTTGGTGACTACCATGCAGTTCTCTATGGAAACTGACTCTCACTGAAAACAAGTGTAA
-CCGTCTACCTAAGAGACTCACACAGAGTTCTCAGCCAGGTCTCCAGGACAATCAGACGCA
-ACTTGTCATTCTCACTCATCCCATCACCCGACTAGCTTCTCAGCCCAGCCCTGGGGGAGG
-TTTTCCCCTTACTTGAAATGTCTCTTGGATTTGAAAAATCCCAGCGTTCACCCCTGGTGC
-CGACACTTGCCTCTGTAACCTTCTGCCTGCTGCTTTGCTCTCATCCAGACCGGTTGGCAC
-TTGGCCCCCTCTGGCCAGCTGGTTCCCCAGAGACAACCATCTTGCCCACCTTGTGGAAGG
-CCCCATGGCCTGCCTCACCCCTCACTCCCATTTCACAGCTCTCGTGGTGCTCTACAAGAA
-AAATCTGCTTTATAGATGAGGAAAGACCCTTGGGGCAGACAAGACAGTCCCTGTTTGACA
-TAATTCCTTTATCTCTTCTCCCCCAGCTCTGCTGCCCCCTGCCCCATACACGTGATGGAG
-CAGAAAACGTGCTGTGTGAACCTGTGACTTCAGGGCCTGTTGACGTGGTCGTGCTTGCAT
-ACTCTCTGGTGAGGGGTGGGGAGAGGGGGTGGGAGACGGGTAGAAATAGATGAAGTAGAT
-GATGGGTGGATTGCTGGCTAGATAGATGATAGATAGGGATAGGTGGTATATGGGTGATAG
-GTAACAGGTGATGGATAGATGATAGAAATAGATGATGGATAGATACTTGATAGGCAAATT
-AGATAATAGATAGCAATAGATGAACTAGATGATAGATGGAAAGGTAGGTAGGTAGATATA
-TGATAGATGGTTGATAGATAAAAATAGATGAAATAGATGGCATGGTTAGATAGGTGGGTA
-GGTAGATAGATGACAGATAGAAAGACAATAGACCACTGGGGGCTGAGCCTGGCCTGAGCC
-AGAAAGGTGAGAAGGGGACAGCGGTGAGGACCCCACAGGTCCCTGCTCTCACCCCTATTA
-GCCCCAGTGTTTGGCCTGAGCTCTGACTGACAGCTCCCTCTTTCCGAGATGAGACTCAAG
-AGGAGGAAGAGGGGACTTCCTAAGGACAGGGATTCTTGGTGTCTCCTTGGGGGTGGTAGA
-CACTGCCTGCCTCGCCTGCTGTGGCCTCTCTGCACACAACCAACGACCCCTAAAGGGCTC
-CATGGGCGCCCATGCTGCCCCCATCAGCTGACACCCCCTGTGCGAAGATTCTCCTCCTCC
-TCTTCCTCCTGCCTTTCTGTCCCCTCATCCTCCTCTTTATGGAATTAACTTCCCTTGGTC
-AACATCTTCCTGCTTCACTCACTTCCCTAAACTCCTCCCTATCCCTTCTCAATCTGCAAG
-AAAAATGTAGAAAGAATATGGTAAAGGAAAGCTTTGAGCCCATATTTGGGTCCAATGCCG
-ACACCACATGCCCCAAAGCCCCCTTGAGAGCATCCACGTCCGTGTAGTTGAGTATTGCCC
-GAGCTGGAGTGAGATTTGCCTCTCTACGGAGCTGCCTTCCTGCAGTTCAAGAGCACTGTC
-TCTTTTCTGGGCCTCCTGCCTGGTGCAAGGGCCCCAGCTGAGCCTCCTCCAGCTCTGACC
-TCTGGTGGTTCCGGGCTGCCCCAGAGGGTCTTGCCCAGGCTCTGACACTTGGCATGGTCT
-GGGAGCTCCAGCAGCCACAGCCCAGCCCTGGGGAGGCTTTGTGGTCTCTGAGGGGGCAGG
-TGCACTCCCCCAACTCCAGTTCATGTTTTTCCCTCCAACTCTAAGCCTTTTTCTTCCTCT
-GCTATTACCCAGGCACCCTACCCTGTCAACAACACTGGCCTTCAAGACCCTTTGTAGCAT
-AACTCCCACCTATAACTCCCACCTGAAGCCAGCCCTTCCCACCTCTGCGCCTCTGATGCC
-CAGGACAGCTCTGACCATGGGCAGCTCTGACCCAGGACAGCTCTGACCTTGGGCAGCCCT
-GATCTGGGGCAGCTCTGACCTCGAGTAGCTGTGACCCTGGGCAGCTCTGACTCTGGGTAG
-TCGTGACCCTGGGGAACTCTCAGCACGGGGGTTGCATGCTCCTGTTTAGACAGCTGCTGT
-CCCCCAAGCTGGCTCACTATCCCATGTTGGAGTGCACTGTTCGGGGCTGCCTGCCTGGAT
-TGATGCAGGGAAACTTGGTTCCAGCCCACCTCCTCCTGCGGAGGCTGAGTCAGGGGCTCT
-TCCCTCGGCCAGGCTGAAAGGCAGCTGTTGGTCCCCCTGTGAGGTCTTCCACATGGCCTG
-GGAGAGTCTCCCCATCTCTTCAGGCAGAAGGGAGGACAGTCCATAATGTTCCTTCCAGTC
-CTCTGACTTGTCATTTTTCTACCCCAAATCTTGCACTTTAACCCCATAGAGAGCTCCTGA
-AGGGGGAATTTTAACTGGCAAAACTCAGAACTCCATCCAAACACAACCGAAACCATCCTG
-GGTGGCTTAGAGGTGGCTGCCTCCCAGACAAGTCCATAGCCCCACAGAAACGTCTGGTCC
-TTCACCTGCCAGAGCTCAGGCTTTTTGGTTGAAGCCGGAGACAGGCCCAGCTCAGAGTGT
-GCCCCGGTTTATCCTGAACACCGACTTGGTGCGGTGTGTGTGACAGACCAGCGAAGCGGG
-TCTTGCTGCCTGTCCTGTGGTTGGCCCTTGGCTCCCAGCCTCGAGTCCTACCCTTAGGCC
-AGGTCAGAGCAGGTTCAGCAGCAGGACTGGCTAGGCACCACCCAGGCTCATGAGGTGGCT
-TTGTGGGGAGGAAATGAGGTTTTTTTTTTTCCTCTTGTAAAGTTGCTTGTTGTTAATTTA
-AAATTTTAATTTCATTTCTGAATTAACATTCAGCAAAACTGCTATTTTTTGGTGTACAGT
-TCTATGAGTTTAACACATTTATAGATTCATGTAGCAACACTGTGGATACAGAACAGTTAC
-ATCACCCCCAGAACTCCGTTCACAGTCACGCTCCCCGACCCAGCCCCGGCAGCTCTCCCT
-GTGGTTTGTCTTTTGCAGAGGAAATCCCGCAGCTGGCGGCACCTGGAGACCGGCTCCTCG
-CCGAGCCGACCGCGCGTGCGCGGCTCCCTCCTCGTCCGTGCTGAGCGCCGCGTGGGGTTC
-CGCGTGGAGGCGCCTGTGCCGCTGAAGCGTGTTTGGGTTGCTTCCAGGGTGGGATGGTTG
-TTGGATAGAGCTGTTTGTGCATTTGCGTTGTAGGTTTTTGTGTGAACATAAGCTTTTGTT
-TCTCTCGGGTACATACCCAGAAGTGCAATTGCTGAGTCATGTGGGAAGCGTGTGCCCAAC
-TTTACAGGAAAACACCACAGGCCGCCCCTTCGCTTTGCGCTCCCGCTAATCGGGAATGAG
-TGCCTGCTGCTCCGCGTTCTTGCGGGCACCCAGCATTTTCCGTGCTTACATTTCAGCCAT
-CCCGGAATGAATGAAAAGCGTTTCCTAGTGGCTGTAATTTGCATCTCCCTGGTGGCTGAT
-GGAAGCTTATTTCCCATCCATATCCCTTGCTTGGTGACGCATCTGTTCAAGTCCTTCCCC
-GGTTTGTAACTGGATTATTTGGTGTTTTTACTGTTGGATTTTGAGAGTTCTTTATGTATT
-CTAGATACAATTCCTTTGCCAGATATGAGATTCACAAATATTTTCTCCAACTCTATGTCT
-TGTGTTTTCATTCTCTCAACAGTGACTTTTGCAGCATTCATAGGGATTTTATGTTTTCTT
-CTCAAAGTTTTATAAACCACTATATTTAAAATTTTAATTTAAAAACTATAAACCTATTAT
-AGTTTTTAAATTAAACTGTAAACCTCTTATATAGATTTTCTGTTTAAACTTATGATTCCT
-TTTAAGTTAATTATTATGTAAGTTGTGAGGGTTGGGTCAAGGCATTCCTTTGCTTAAAAT
-CCCCAGCTTTTCATTTCTCTCAGACAGAAGTCTTGACCTGCAGGGTCAGGCTCCCCTGCT
-CTCTGAGCTCGCCCTCCCCACGCAGCGCTAGCCCCTGGACTATTCTCACCACTCAGGCCT
-TGGCCTCCATACCCGCTTGGCACCCACCAAAGGGTCCGGGGACCCCTCCACAGGGCAGCG
-TTCTGTCTGTGAGGTGAAGCGGGAGCAGAGGGCCAGGCAGAGCCAGGCTGGGACCCAATC
-TCTGCTTCAGGCTGGTCTTTTTTTTTTTTTTTTTTGAGACGGAGTCTCGCTGTCGCCCAG
-GCTGGAGTGCAGTGGCGCGATCTCGGCTCACTGCAAGCACCGCCTCCCGGGTTCACGCCA
-TTCTCCTGCCTCAGCCTCGCGCGTAGCTGGGACTACAGGTGCCTGCCACCATGCCTGGCT
-AATTTTTTGTATTTTTAGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGGTCTTGATG
-TCCTGACCTTGTGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGC
-CACCGCACCTGGCCAGGCTGGTCTTTTTTGCCAGAGTTAGTGTTGTATTGAGGGACATGG
-AGGGAGAAAAGGGGGTCAGTTAGGGGCAAGTTTACTTGTGCAGGTAACCAGGGTGAGGGC
-TCGAGGGGAGAAGAGAGATAAGGAGGGCAGAGCTCAGCCAAGTTGGCCTGATGACATGAC
-CAGAATGTGATCACTAGATCCCCTGCCTGGAGGCCCAAGTGTGGCCCCAGGTCTGGATAG
-TTGCAGCCACTGTGGGGAAGCTTCAGTTTGGGAGCCACAGAAACCAAGAATATTGTCTGG
-GAAGCTGATGTGCAGAGAGGAGAATGGAGCGGATGGAGGTGCGGTGGGGGAGAGAGACAA
-AGAGACAGAGAGGAGAGTAAAAGCCTGTTGCTGGCTCCACTATGTTGGGCTTGTCAGCCC
-AGCTTCTTCTTGTCCCATCCATAAAATGGGCTGGTGTCGCCCATCCTGGTTAGGAGGCAC
-AAGGAAGTGTTGCGCTGTGTGCTCGGCCCAGCTGACTCAGCAGCTCTCCAACCTTGGGGA
-CTCTCCAGACAGGTGTGTGCAGGTGAGGTGCTGGACCAAGGAAGGGCAGGTGGAGGACAT
-GGCCGAGGGGAGCTCTGTGAGCTGAGCTGCCTGCTTCGAGGGTGCCCTTGAGGCCCAGGA
-CTGACCCCTGGAGGGAGAGGCTTCCTTCCTTCTGTTGGGGCTCAGAAAACAACGCCCCAA
-AATGAAGTCCTCAGCAGCAGCCTCAGAAGCAAAAGTTGTCTCTGACCTTCTCCTGCCCTC
-CTGTCTCTCAGTCTCATTCTCCCCGAAGGCGCTGTAGAAACCAGACTCTCTTTTTCCCCA
-AGGCCGGTCACAGAAATCAGAACCCCTTCTCCCCAAAGCTGGTCAGAAAACCTAAAAATA
-TTACTCAGTTTTCCGTCTACCTTTCTATATAAGAGCTGACTAGAGAGAAATGATCCAACA
-TCCCTTGTTTGACTGTAGGTCATGAGACTGTCATTCCAGAGAGGGCCCTGCCCCACGTCC
-AGAGAAGAAAATGCTCAGAGACGAAGACAAATCTAGACAGACCTTGCTGGGTTCCCACTC
-AGTCTATTCACATTAGATCAAGCCCTTTGTGTCCAATCCTTTTTTTAGAGGACTGTTCAT
-ACGTTATTAAACCTAAACATAAAAATGGACAATTTCCCCCATCGTTGGGTCTTCGTTCTA
-AAGGTTCTTATATGTACACATCACATAAATTTGCATACCGTTTCTCCTATTAATCCATCT
-GTCTCATGTCAGTGACTTCTCAGCAAACCTTTAGGGGCCAAGGGGCCCCACACTCTCCAG
-CGGCAGGCACAATGGGCCTGGGGTGCAGTTGTGGACACTCGGACCCTCCTTGGAGCTGGT
-TTAGCTGTGCTGTGTGCTTGTGGGAATGGATTGCCATGATTTCTGGGCTCTAATAAATTG
-TGCTTCAATCGACTCTTGAGGAGTTAATGAGAGGCCTCACTTCAGACCATAAACACCCTC
-CCTGTGTGGGATAGAAACACACATCGTCACAGCCAGGAGGTCAGTCGGGTGAGGGTCTGC
-TTTGCTTACAAGGTCCAGAAACCCAGCAGAAAACCCTCGAGGCCACATCAGTGAAGAGTA
-ACTTATTTCAGCAACATTTCCATGTGTGACACAAGACACACATTTCCTGCATCCACCTTT
-AAAGTCAAGAAGTTGAAGCTGAATAAAGCCAGCAGGCAGCGAAAATCACCTGCACTCAGT
-TCAGTTGTGGCAGGAAAGGGAAAGAGCCATGAAGAAAGGAGAGGGGGATGGAGAGGGAGA
-AAGGAGAGGGGGATGGAGAGGAGAAAGGAGAGGGGGATGGAGAGGGAGAAAGGAGAGGGG
-GATAGAGAGGAGAAAGGAGAGGGGGCTAGAGAGGAGAAAGGAGAGGGAGATGGAGAGGGG
-GATGGAGAGGGGGATGGAGAGGAGAAAGGAGACGGGGATGGAGGGGGGATGGAGAGAAGA
-AAGGAGAGGAGGGTGGAGAGCGACAGCTGCAGAGGGAGGCAGGGAGGCTGGCTGGGCGTG
-GACAGCTGCAGAGGGAGGCAGGGGAGGCCGGCTGGGCATGGACACTGCAGAGGGGACACA
-GCCACTCTGGGAACAGCAGCCAGTGGCGGATCTGCCTGGAATGCTGTTCCCTCCTGTCCA
-GGATGGGCCTGTCTCTGCAGACAGGGGCCCTCCCCTTCCTGGCCTGGCTGTGCACTCCCC
-ATGTGCATGGTGGAAGCTCTGCAGAGGCCGTTCTGCTCCAGAGTGGGGCATAGCCTCGGG
-CGAGGTTCACAGCTTGGGGGGCTGGTCCTGCCCTGTCCCACATGTGGCTGTGTGGGCAGC
-ATGGATCTTCTTCCGCGGTGACCCTGTGTGCCCACCCCCCCCAACTTATGCCTGCTTCCC
-AAGGCCATGGGCCTCACCCTCAGACTTCACTTTTGTGTATATGGAAAGACACAATTATCG
-GGACAGAAACAGATCAGTATTTGCCAGTGGGTGAGTGAGGGGAGAGGAGTTTACTACCGA
-GGGGCCGAACTGGGGCCATTTTTGAGGGATGAAAGTCTTCTGTGTGGCTCTACAGAGTTG
-GGTACGTGATGCTGTGCTTGTCAAACCCCACAGGACTGGACCTCACTGTGGGAACAACAA
-GATCAACAAGAGGAGCAAGAACAACATCAAGAGTCAGGGCCCGGGGGTCCTGACGGGTAC
-AGGACGGGTACAGACCCACACAGGAATCCCAGAGTGTGTTCCACAGCAGGACACGCCTGC
-GCTGAAAGAGTGGGCAGAAAGGAGCTGACCTGGGTAAGTCCAAAAACAGTGTTTTGATTA
-GATTCTGGAAAGAATCAAATAACTCTGCATATCTAAGCACTAAACTCCAATTGGTAAAAT
-TGTTTCCCACAGCAATACATGTTAGCAACTTTGAAACTACTTTTATATATACTAAGGTTT
-CACAAATAAGTCAATACAGTAGTAAGAGTCAGGGTTCTCACAGCTGGATAAGGAAGTCAT
-GGAAAAGCCAGCGGGGACCCTGAGGTCCATATATAATATATATTATACATATATACAGAT
-CAGAATGGACCCTAAGGTGGTCGGTTATAGACAGATATGCCAGCAGGAACTCATGTTTAC
-ATGATACATATATACAGATCAGAATGGACCCTGAGGACCATATATAATATATATTATACA
-TATATGCAGATCAGAATGGACCCTGAGGTCCATATATAATATATATTATACATATATACA
-GATCAGAATGGACCCTAAGGTGGTCGGTTATAGACAGATATGCCAGCAGGAACTCATGTT
-TACATGATACATATATACAGATCAGAATGGACCCTGAGGACCATATATAATATATATTAT
-ACATATATACAGATCAGAATGGACCCTAAGGTGGTCGGTTATAGACAGATATGCCAGCAG
-GAACTCATGTTTACATGATACATATATACAGATCAGAATGGACCCTGAGGTCCATATATA
-ATATATATTATACATATATGCAGATCAGAATGGACCCTGAGGTCCATATATAATATATAT
-TATACATATATACAGATCAGAATGGACCCTGAGGTGGTCAGTTATAGTCAGATATGCCAG
-CAGGAACTCGTGTTTACATGATACATATATACAGATCAGAATGGACCCTGAGGTGGTCGG
-TTACAGTCAGATATGCCAGCAGGAACTCGTGTTTACATGATACTTATATACAGATCGGAA
-TGGACCCTGAGGTGGTCAGTTATAGTCAGATATGCCAGTAGGAACTCGTGTTTACATGAT
-ACATACATACAGATCAGAATGGACCCTGAGGTGGTCAGTTATAGTCAGATATGCCAGTAG
-GAACTCATGTTTACATGATACATATATACAGATCAGAATGGACCCTGAGGTGGTCGGTTA
-TAGTCAGATATGCCAGCAGGAACTCGTGTTTACATGATACATATATACAGATCAGAATGG
-ACCCTGAGGTGGTCGGTTACAGTCAGATATGCCAGCAGGAACTCGTGTTTACATGATACT
-TATATACAGATCGGAATGAACCCTGAGGTGGTCAGTTATAGTCAGATATGCCAGTAGGAA
-ATCATGTTTACATGATACATATATACAGATCAGAATGGACCCTGAGGTGGTCGGTTACAG
-TCAGATATGCCAGTAGGAAGTCGTGTTTACATGATACATATATACAGATCAGAATGGACC
-CTGAGGTGGTCAGTTATAGTCAGATATGCCAGCAGGAACTCATGTTTACATAATACATAT
-ATACAGATAGGTTAAATATATACACACACACGTGCGTGTGCATACATGGCTTAGCACACA
-CATCTGTAGATCCTGGGTTTGTCCTTTGAGAGGGGACACCCCAGTAGCAGCAAGCACATT
-CCATGCCCAGATGTTAGTTTCTAAATTTCATCTTCAATAAAAGGAGCCAAGTCTCCCTGG
-AGAAATGGCTGATAATTGGGATGTGGGAGAGAAAATACAAGATGAACCTGGAGCATCTTG
-TAGTCCCAGGAAGTAAGAAAATGCTCAAAAATAAAATTTTTAAAAAGCTGTGGGCATTTC
-AAAAGGGCATGGAACCCAAAATGTAAGAGCTCCCAGTGGCCACAGCTACAATGATTTGAG
-TGCACACACACTCACACAGACATACACACACACACACACACAAATCGGATTATGCCCCAA
-AGAATAAAATGAATGTCCATGGATTTGTAAGCATATAAATAAATTATTGAATAAATTAAA
-ACTGAAAGGGTAGCCGGGCGAGGTGGCGAGCGCCTGTAGTCCCAGCTACTCGGGAGGCTG
-AGGCAGGAGAATGGTGTGAGCCCGGGAGGTGGAGCTTGCAGTGAGCCAAGATCACGCCAA
-TGCACTCCAGCTGGGGTGACAGAGCAAGACTCTGTCTCAAAAACAAAACAAAACAAAACA
-AAACAAAAAACTGAAAGGGACAGGCCTTTCTTGGAACAAATTCCAAACAAGAAATGTGGA
-GTAAATAGGGAAAATCACCATCAGGCTGGGCACAGTGGCTCGTGCCTGTAATCTCAACAC
-TTCGGGAGGCTGAGGCAGGTGGATCTCCTGAGGTCAGGAGTTCGAGACCAGCCTAGCCAA
-CATTGTGAAACCCTGTCTCTACAAAAAAATACAAAATTAGCTGGGCCTGGTGACACATGC
-CTGTAATCTCAGCTACTTGGGAGGCTGAGGCAGGAGAATCGCTTGAACCCGGGAGGTTGC
-AGTGAGCTGAGATTGTGCCACTGCACTCCAGCCTGGGCAATAAGAGCAAAACTCTGTCTC
-AAAAAAAAGAAAGAAAGAAAGAAAAGAAAAGAAAAAAAAGAAAATCACCATCAGTGCTGC
-AGGCAAGCTCCCCTGAGGAATGCTAAAATTCCTGTGCAAAGTTTAAGGAGAAAGAAGATA
-TTTGTATACTGTCAAAGTGTCTCCCCTAAATGTTCAGTAATTACCATGGTGCCCAAATTC
-TTTGATGCTCCTTCCTGTGGGAGTTGGAGCTCATGCTGGACTTCATGACTCACTCTTAAC
-CAGCAGGACATGGAGAGGAAAACAGTCACTCTCCCGTGGGGAGACCTGGCAGGCCTCACC
-TTGGCCGTGTGATCAAGGTCCAGACCACCAGTGATGAGGCATGTTGACATCGTGGCCCCT
-GAGAGCACGTGATGAGAAGAGCGCTCCACCTCTGCCGTGTTCTTACGCAAACGCACAGTT
-CCAGTGTAATCAGAGAGAACATCACACACACACCAATTGAGGGGCATCTTGCAGAATACC
-TGAGCAGCACTCTGCAAAGCTGTCAAGGCAGTGAAACGAAGACAGGCCAGGAAAGGGTCA
-CAGGTGCAGGGGACTAAGGAGGCGTGAGGGCCAGTGCAGCCTGGGGTCCTGGACGTGAGC
-TGCTGAGACGGCACCCGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGACGGCA
-CCCGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGACGGCACCCGCGTGAGTGT
-CGCAGTTTCCACACCGTGAGCTGCTGAGACGGCACCCGCGTGAGTGTCGCAGTTTCCACA
-CCGTGAGCTGCTGAGACGGCACCCGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTG
-AGACGGCACCCGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGC
-GTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGCGTGAGTGTCGCAG
-TTTCCACACCGTGAGCTGCTGAGATGGCACCCGCGTGAGTGTCGCAGTTTCCACACCGTG
-AGCTGCTGAGATGGCACCCGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATG
-GCACCCGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGCGTGAG
-TGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTTTCC
-ACACCGTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTTTCCACACCGTGAGCTG
-CTGAGATGGCACCCATGGGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACC
-CGCGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGCGTGAGTGTCG
-CAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTTTCCACACC
-GTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAG
-ATGGCACCCATGGGAGTGTCGCAGTTTCTACACCGTGAGCTGCTGAGATGGCACCCGTGT
-GAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTT
-TCCACACCGTGAGCTGCTGAGATGGCACCCATGGGAGTGTCGCAGTTTCTACACCGTGAG
-CTGCTGAGATGGCACCCACGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGC
-ACCCGTGTGAGTGTCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCACGTGAGTG
-TCGCAGTTTCCACACCGTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTTTCCAC
-ACCGTGAGCTGCTGAGATGGCACCCGTGTGAGTGTCGCAGTTTCCACACGTGCATCATTG
-CTGTGTAAGATGCTCAAGTGAGAGGAAGCTGGTGAACGGGTCTGTGGGAAGTTGCAGTAC
-TGTCTTTGCAACTCTTCTGGACATCTTTTTTTTTTTTTTAAATAAAACATTTTTAACATG
-AAAATATGCAGAGCACGGTGGCTCGCACCTGTAATCCCAGCACTTTGGGAGGCCGAGGCA
-GGTGGATCATGAGGTCAGGAGTTCAAGACCAGCCTAGCCAACATGGTGAAACCCCGTCTC
-TACTAAGAATACAAAAATTAGCTGGGCGTGGTGATGGGCATCTGTAATCCCAGCTACTCG
-GGAGGCTGAGGCAGGAGAATCACTTGAACCCGGGAGGCAGAGGTTGCAGTGAGCCGAGAT
-CGCGCCCCTGCACTCCAGCCTGGGTGACAGAGCAAGACTCCATCTCAAAAAAAATAAAGG
-AAATATGCGTCGTTGGATGCTGTATGACAATCAAGCTACTTATAACAAACAAAATTGAGA
-ATGAAGGTAAATTAAAAATAATTTATAGTCTTTAAAAAGCAGGAACTACAAAATTTACAT
-TTCTGAAAATGGCAGAAAAATCCCACATGGCTGTATATGTATGTGTGAGATTGTGTATGA
-ATGAGCGCATGCATATATTTTTGTGTGTTTGGATTATATGTGTGACGGTGTGCATGAGTG
-TGTATATGATTTGGGGGTATGTGTGAGTGTGTATGACTGTGTGTATGAGTGTGTATGATT
-TGTGTGTGTGAGTGTGTACATGTATACACTAGTGTGCGTATGATTTGGGGGTATGAATGT
-GAATGTGTACATATGTATTTATGATCTGAGTGTGTATGAGTGTGAATGTGAACATGTGTG
-TGTGAGTGGGTATATGATTTGGGTGTGTGCAAGTATGAATATGTATTGTGTGCATTAATG
-TGTATATTTTGGGCTGTGTATGAGTGAATGTGAACATGTGTGCACGAGTGTATATATGAT
-CTGGGTGTGTATGAGTGAGCATGAGTGAACATGTGTGCATGAATGTGAGTATGATTTGGG
-TGTGTATGAGTGTGAATGTGTGCACGAGTGTATATATGATCTGGGTGTGTATGAGTGAGC
-ATGAATGTGAACATGTGTGCATGAATGTGAACATGTGTGCATGAATATATGATTTGGGTG
-TGTATGAGTGTGAATGTGTGCACGAGTGTACAATCGGTGTGTATGAGTGAGCATGAATGT
-GAACATGTGTGCACGAGTGTATATATGATCTGGGTGTGTAGGAGTGAGCATGAATGTGTA
-TGCACAAGTGTGTGTATGTGTGTATGATCTGGGTGTGTAGGAGTGTGAATACGAACACGT
-ATGCACAAGTATGTATATGATCTGTGTATGTATGAGTGAGTGTGAATGTGTGCATAAGTG
-TGTGTATGATCTGGGTATGAGTGATTGTGAATGTGAGCATGTGTGCACGAGTGTGTATAT
-GATCTGGGTGTGTGGGAGTGAGCATGAATGTGTATGCACAAGTGTGTGTATGTGTGTATG
-ATCTGGGTGTGTAGGAGTGTGAATATGAACACGTGTGCACAAATGTGTATATGATCCGAG
-TATGTAGGAGTGAGTGTGAATGTGAACATGTTTGCACGTGTGTATATGATATGGGTGCAT
-GTGTGGGTGTGTTTGTGCAGGTGCACTGGGAGCTTTCAGCATTGAGTCTGTGTGGCATCC
-AGGCTTTTCTGGATGATGTAGAATCAAACCCCATAATTAATTCCAGTAACTTAGAAATTT
-TCACTTATGAATACTAAATTCTCCTCACCTAGCAACTGACTGAGCAGGTTGAACAGCACC
-CTTCGCCGTTCTCCTGCAGAACCCCGTGGAAGGGCCCTGCTTTCTCAGAGTGCTCCTAGC
-GGTGATGAGGGAGCCCAGCTCATTGCGGTTCGTGCAGAAGGCTGTGTGCCATCTCCGGGA
-CTGCACGGAGAGGCGGAGGCTCAGGCGTGGGATCTGAGCTCAGTGGGCCCTTTAAGGACC
-GCTGCCTCCTTTCCTCCCTTTGGCATTCAGCATCGACTTACGATGGCTCCCAGTCACAGT
-CCTTGTCACTGCCTGGCATTACACAGGGCCACAGTCCCTTAACTGAAACACTTGGGACCA
-GTTGCATTTTGGAATTTGGAATGTTTCTTGATTTCAGAGAGAGAAGAGGGGATGGACTGT
-TGGGCAGCCCTGATTAACCCTGCAGCGTCTTGGCTCTAGAGGGGCCTACACGGCTGGGAG
-CGTCTCGGCTCTAGAGAGGGGCCTGCACTGCCGGGAGCATCTCAGCTCTAGAGAGGGGCC
-TGCACTGCTGGGAAGCCTACACGGCTGGGAGCGTCTCGGCTCTAGAGCCACAGCTGATGC
-ATGGCAACGATGAGCTCTCCTGCTTAGTGCTGATGTGCCTCAGCCCCTAACCCCACTGGT
-GTCCAGATGAGGAACTTGAGGCTCAGAGAAGCTAGGTCAAGGTGAACACCAGTGTTGAGT
-TTCAGCCCCAGGTCTACCTGATGCTGCCTCCACATTGACTGAGTTGGCCTGGTCCATTGT
-GAGGTCAGGTAGAGCCAGGGCCGAGGTGGGGATGCCAAGGTCCCATGCCGCAAAGATGGG
-TGGGACGGCACAGGAGCCAGTCATCATCCCCAAAGACACAGCTCCGAATACCTCATCCTG
-AAATCCCAAAGATCAAAATCCCAAAAGTATAAATCTGGAAAAAATAATGTCGATGTTATT
-TATTTACATTTTTAAAAGGTATGTATTTGAGAAACATAAAAACACAACAGAACATTTCAT
-AGGCCACTTTACACAATAAAATAGGCAATGATAACAGGTATTTTTGCATAAACACTGAGG
-TAACTAACGACGGCGGCATGGGTGTAGCAGTTATAAGAAGACAGACCATAAAGAAATAAG
-TCAAAAGAGAAACGTGTACACGTATATCGCTACGGTTACTAATTGTGTGCACCTAGCCCT
-GTAGCTGTGGTCATCTGAAATATCAGGGATTTTAGACTTGAGGGATTTTGATCTTTAGGG
-ATTTCAACATTCCACATTATGGTGCTTGGGATTGTGTCTTTCAGGATTATGATCCAAACT
-CAGCTGGGCCTCCCCTCCCTGCCCCAGGATTGTGGAGTGAGAACGTTGCAGCAGGAGAGA
-ACAACGCAGCAAAGCACAGCAGGGGAACCGGAAATGCTCACCTTTTGACAGGGTACTTTT
-AGTTCTGGGGCCTTATCTTAAGGATATTCCAACATATACAAAAAGATTCATGCACAGAGA
-TATTTACTTTAGTATTATTTACCATAGGAAAAAAGTTGGAAACAATACATTTTATGTTCT
-GTAAAATGAAAGAACAGTTAAATAAATCATGGCTCTAAGACGACTCCAGGGCTGTGTACG
-GAAGTTCAGGGACAGAATCAGTTGAGGCTGTTCCACCTGAGCCTAAGGTTCCTCTGCTGT
-ATGTCGGGAATCAGGTGGGGGCCAAGCGAGATCACCACAGTGCAGGCCAGTGTGCAGGGC
-ACAGGTGGGCGCCAGGGAGGGGACGCCGCACAGCCCCATGCTCTCGCCAAAAACGTGCAG
-CACAATTTGGAAGAAAACGTTTCCATCTGTTAATAAAGAGCAACGGCCTCTGGTCATAAG
-TGACACATGACCCTTTGCCTGAGTCTTTTTAAATTTTTCCATATGTTCCATATTTTCTAC
-ACCAAATGTAAGCTACTTTCATAATCACAAAAACTTAATGGAAAGAGGAGGAGGAGGACG
-GGGGTGGGGAGTAGTAGCCATGGGTTCGAGCCCTTCCTCTCCGCATGACTTGGATAACAC
-GGTATATTCACACAGCTATTTCCCCATCTATGAACTTCTGAGGTGCTTTTATTAGTTGAT
-GTCTGGGACCCCTAGGAGCTCTCTTTATACCTCATGATATCAAATGCCCACCTTTCCAGC
-TCCTCTTGGCCTCCTGCCCTTCCTGGAGGGAGATGCGCTCCCTGGAGCTGCTGACTAGGT
-GGAAGCAGACTGGCTCCTTCAGTGGGTAGGCCAGCCTGCCTGTCTCCCTAGCCCAGTCCC
-ACCGTGCTGGCCTCAGTGGTGGAGGCAGGCATGGAGCCTTGGAGGAACCACTCCTCCCCA
-GCCGCCACCAACATTTGTGGCACCGAGAAGCACCCGTGCTATTCCGGACAGGGATGGGGT
-TGGACACCCATGCATAGGGGACCCTACACTCCTAGGCTTGGCTCTGGGCTAAACAGCAGG
-TGTGGATTTGGGCCTAGGCCTCGGAGAAGCCATCAGCTAGGGCAGAATTCCCATGTGGGC
-AGGATGTTATTTAGGAATTCCAGGGCTTTCTGTATTCCAGATTTCCTGTATTGTGCATAT
-GTGCGTGCATGTATGTGCCCTCAGCCATGATGTAAAGTGTTTTTCTGGCTGGGGTTGCAT
-CACAGAGTTTGGAAGCCACTGCTCTGCAGATTCTGAGGACCACCTCCCTTATTTCTCACC
-AAATTCCCATTTCTTCTGTTTTTGTTCCACCCAATGCAAAAAGCATACTGCCTTCTCTTC
-TGCATTGGTGGGCAGCGGGTCCTGCAGCTCAGGTTTCTCCAGCCAGGGCCCTGAACGTGA
-GCCTGGTGGCGTGGGCAGGGGGCTGACTCCATGTGGGCCAAAGGCAACCTATCCAGCTCT
-TCAGAATGGCTTTTCTCTCCTCCCTATAAAACATATTTTCTCTCCTCCCTATAAAGCCTA
-TTTTTGTATTAGGGTGTTTGTTAAAATGAAAACATGAGATCATTGATGCATAACGAGAAG
-CCGTGTCATTACTTCCCAGGCCCTGTGCAAGGTGCAAATTGGCGTGTTAGTGGCTGTTTG
-CATCTTTTCAGTTCCTTTCGTCTTTTCTCCTTATCCTGCCCTTTATATGGTTTCTGCTTT
-AAGTCAAACATTGTGAGTGGATTGATGGACATATGTGTGTGTGAGCGTGTGTGCACAGAT
-GCATGAGAACTGCAGAGAGAGATGGGAGGTAACCAGGGGGATCACTGTTCTCTTCTTCCC
-AAACATTAGCGTTAGGCTGTTCCGCTTCTGTTCTTGAGAGGGCACCCACATTACTGCTTG
-GGAGCCTGGAAATGGCCCCACTGAAGCAGCTCTGAGGCCCTGGACACCCTTTTCCTGGTT
-GTGGCCAGCTGAGTTGTTCATGGTCCTCCCCGTGGGATGTGCTTGGAGCATCTGCTGGTA
-GCAGAGCCTCAGTTCCTCTCCTGCGTTCTTTCGCTACAGGTGTTAGACCTGCTGCCCACC
-TGTGACCTGTTTACTGCCAGGGATAGACCTGTGGCCAGTGTGGAAAGCGAGATGCTTTGT
-CCATACAGCCTGCGGGGCTCAGCCTTCCCGGGGTTGCCCACAGCTAGGCTGGGCCAGGAC
-CCCCAAGCCTGGGAACTTACACCTTTCTCACCTGCTTTCCTAAAGGTGGTTTTCCTTTGT
-GATCTCTCTCCCTGAACGGCTAAACCACACTCTGAATAGAAAACTGTCTTGAAAACTGCT
-TTGCACGTACATCTGATAAGGTCCTCTGGAGGGCGACCTCCACTGTCTAGTGGGCGAGGA
-TTGTTTAGCCGCCTTGGCTGAGTCACCGAGCTGCCAAGGGCAGACTGTACCCTGGGCTCA
-CCAGCATGCAAAGATATTTTATTCATTTATTTATTCCATAAATATATATTTATATTATTT
-ATATTTAGAGCCAGTGTATCTCTCTGTCGCTCAGGCTGGAGTGCAGTGGCACTATCTCAC
-TGCAGCCTCAAGCTCCCGGGCTCAAGGAATCCTCCTACTTTGTCCTCCCAAACAAAAATA
-TTTTTAAGGAGCCCACTAGGAGAGTGCTGAGTTTAAAATCTAAGTTCTTGTTTCTTTTTT
-CTTTTTCACTGATGCATAATAGATGTACATAGTTTCAGGGTACATGTGATAGTTTAATGC
-ATTCATATAATTGTGAAAATCAAATCAGCCTACTTGGAATATCTATCGCCTTAAATATTT
-GTTTTTGCTTTATGCTAGAACCGTTCCGATTCTTCTCTTCTAGCCATTTTGAAATATACA
-GTAGGCAATTGCCAACTATGATCTATGTAACACTAGGTCTTATTCCTTCTATCAAACCAC
-GTATTTGTACCCTTCAATCAACTTCTCTTTCTCCCCCTCTCCCCGCTACATTTCCCCACC
-TCTGGTAACCACGCGTCTACCCTCTGTCTTCACGAGAGCTACTTTTTTAGTAGGTGGGAG
-AGAACATTCAATGTTTGTCTTTCTGTGCTTGGCTTATTTCACTTAACATAATGATCCCTA
-GTTCCATCTTGTACAAATAACAGGCTGTCGTTCCTCTGTATGGCTGAATAATATTCCACT
-GTGTATACACACCACGTTCTGTTTATCCATCATCCGCTGATGAACTCAGAGGCTGATTCC
-GTATTTTGGCGATTGTGAGTAGTCCCGCAGTAAACATGAGAGTGCAGATGTCTTTACGAT
-ATATTGATTTTGTTTCTTTTGACTATAGGCCCAGTTAGTGAAATTACTGGATCATACAGC
-AGTTTTACTTTTAGATGGTTTTTTTTTTTTTTGTTTGTTTTTTGAGATGGAGTCTTGCTC
-TGTCACTAGGCTGGTGTGCAGTGGTGTGATCTTGGCTCACTGCAACCTCTGCCTCCCGGG
-TTCCTGTGTTTAAGCGATTCCCCTGCCTCAGCCTCCCGAGTAGCTGGGATTTATAGGTGC
-GCACCACCACGCCCAGCTAATTTTTTGTATTTTAGTAGAGACGGGATTTCACCATGTTGG
-CCAGGATGGTCTCGATCTCCTGACCTTGTGATCCGCCCGCCTCCACCTCCCAAAGTGCTG
-GGATTACAGGTGTGAGACACCGCGCCCGGCCAACTTTTATTTATTTATTTATTTTTTAAG
-GAGGAGTCTTGCTCTGTCACCCAGGCTGGAGTGCAATGGTGCGCTCTCTGCTCACCGCAA
-TCTCCACCTCCTGTGTTCCAGTGATTCTCCTGCCTCAGTCTCCCAAGTAGCTGGGATTAC
-AGGGTCGCACCACCACGCCTGGCTAATTTTTTATATTTTTAGTAGAGATGGGGTTTCATC
-ATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTTGTGATCCCCCTGCTTTGGCCTCCCAA
-AGTGCTGGGACCACAGGCGTGAGCCACCGTGCCCGGCCCCTTTTGGTTTTTTGAGGAGCC
-TCCATCTGTTTTCCATAGTGGTTGTACTAATCAACGTTCCCACAACAGTGTGTGAGGGTC
-CCCCTTTCTCCACATCCTCGCCAGCATCCCTTATTCCCTGCGTTTTTGACGAAAGCCATT
-TTAACTGAGGTGAGAGAAGACCTCATTGCAGTTTTTTATTTGCGTTTCTCTGATGATTAG
-TGATGTTGAGCATTTTTTCATGTACCTGCTGGCCATTTGTACATCTTCTTTTGAGAAATG
-TCTACTCAGGTCTCTTGCCCATTTTAAAATTCGATTAATTGTTTGCTATTGTTTGAGCTC
-CTGGTTATGAATCCCTTTTCAGGTGGGTAGCTTGCAAGTATTTTCTCCCATTCTGTGGGT
-TGTCTCTTCAGTTTGTTGACTTTTTCCTTTGGTCTGCAGAGGGTTCTTAGCTTGGTGTGA
-TTTCACTTGTCTGTTTTTGCTTTGGTTGCCTGTGCTTTTGGGGCCCTACTGAAAAAGTCT
-TTGCTGAGAACAATGTCCTGGAGCACTTCCCTAATGTTTTCTTCCAGTAGTTTTATACTT
-TCAGGTCTCAGTTTTACCTTTAATCCATTCTGATTTGATTTCTGTGTATGGTAAGAGAGA
-CGGGTCTAGTTTCATTCTTCTGCATATCTTTATCTAGTTTCCCCTGCACCACTTATGGAA
-GAGACCGTCCTTTCGCTCGTATGTTGTTGGTGCCTTTGCTGAAGATGAGCTGGCTGTAAA
-TGTGTGGATTTATATCTGGGTTCTCTATTCTGTTCCACTGGTCTATGTGTCTGTTTTACG
-TGATTACCAGGCTGATTACCAGGCTGATAGGTTGGCTCATGCCTGTAATCCCAGTACCTT
-TGGAGGCCCAGGTGGGAGGATCACTTGAAGCCAGGACTTCAAAACCAGCCTGGGCAACAA
-AGCAGGACCCCATCTCTACAATGTTTTAAAAAATTATTTGGTGCAGTGGCATACACCTGT
-AGTCCCAACTACGCAGGAGGCTGAGGTGGGAGGATCCTTTGAGCCTAGGAGTTTGAGGCT
-GCTCTGAGCTGTGATTGTGCTACTGCACTCCAGCCTGGTTGACAGAGCAAGGCCCTGTCT
-CTTAAAAAAAAAAAAAAAAAACTATTGCAAGAGGAGAGAGAGAGACTGAATTCAACTCTC
-AATACAACAGAGACAAGTGGGGATAGCCAATGAGCAGGGTGAGGGAGGTGATGAAAAGTT
-GTTGAAAGGAGCTTGGTTAGTTAGCAAGGGTGGGGAAGATTCTCACTAAGGACCTTAGCA
-GCATTCCTTGCTAGCACTGAGCTCAGCAGGCCAAGGATGAGGCTTCATCAAGGAGAAGGC
-TCAAAGGAGCCTGAGTGGAGTTTGGTCAAGGAGAGCGTCTTTGTCATCCTTGCAATGACT
-CATTTTATAGGTAATTAAGTAGGGGGTTCAGACAGGTCAAAGACTTACCAAAAAGAGGAA
-ATTGTGTCCATGTGGCTGGTGGCTCACCCCAGGAACTGACAGTGGCTTACTCTCAGAAAC
-TCAGAGTGTGCATGTCTCTTTGAATCCGTATCTGTGTGTGGGTGGGTGTGTCTGTCTGTG
-TGCGTGCCTCAGTCTCTTCTGAATTTCTCTCCCAATCCCCGTCTCTCTTTCCTCGGGTTG
-GTGTTTCCCTCCTGCTGGCCTCTGGCCAGCTATTTCTGGAAGTGTCAGCTGCTCTGTCTT
-CCTGCCCCTGTCTCCACCATCACGTCTGTGTCTGACTCCCTTTCTTTCCCATACAAAACC
-CCTAATGCAAGTCCTACTGTTTCTGTAACTGGCCACTGCCTATAACAAATCTTTGCTTAG
-GTTGTGTTTCTTTGTAGAATAGACTGATGTACTGTGTGCTTGATTTTTACAAGATGAGCA
-CAATACCTTATCTTTCTTCTTTATTAAAAAAAAGGAAAAATCCAAACACAAGATTAATAT
-CTCGTCATGGACTGTGCCCCGCTCGAGCCTCTCCACATGCAGCAGGAAGGAAAGTGGAGG
-GAGCTGCTCCTTTCCGTAGCCGGGGTGCCCACCCCAACCAGGCTGCCTCTGCCACCCAAG
-ACAGAGGTTCTCTGATAATAATTTGTGGGGCTTGTTTCCAGAGACCACACCTGAAGCTGC
-CAACTCCCCGGAGGGAAGGTCCTGATTAATGGCCGATGAATTTCTCCTTAAGGCCCTGAA
-ACTGCCTACTCAGAACCAAGCCAGTTTTTCCTGCCTGTCCTGTTTGGGCAGGCAGAGGAG
-GCAGCTAGAAACCCATTATGCAGGGGATGGGGGTAAGTGGAGGAGGGAGGGGTCGGGGGA
-GGAGTGGGGAGGAGGAGGAGGGAAACAGGAAACCCCAGGCTTTGGCTATGATGGGGTCAG
-CCTTTCTACACCATTCCGGGATGCTGGTGTCCACCACTGCTGCCTGGGCACGGGGAACAG
-AGAATCTGCCTGGTGGGAGCAGACAAGAGGTTCGAGGACCAGAGCTCATCCTCTTCGGTG
-TGTGCCTGGGAGGAGGTGTAGGTGCAGCCAGTGGGGTATGATTAAAAAGAAGGGACGCGA
-GTTTAGGGGACAGCCGCCCACGTGCACCAGCTCTCCGTGTGCCAAAATCTTGCCTGTCAG
-GGACCAGGATCCCACTTCACAGTTAGCAAATAGCAGCTCAGGGACATTAAGCAACTCGCC
-CAGCATCCCACCAGCAGACAGTCTCGCCTTCAGGGTCGTCTGTGTCTGTTAAAGTCGAGT
-CTAGTTTCGGGTCTCAGAGCACCTCCCTAAAGCTGCCGTAAACCAAGAATAAAATTCTAA
-GCCCCACAGCCGATCGCGTGGACCCCGCCTCTGGGCCAAAGGGATTCCAGAGAAACCTGA
-AGAACTAGTTCAGGCCGTGATGAGGAGGAGTGGGGGCTGGACAGGCCTCATTGTACCCTC
-CTCCCTTTGGAATTTGGGCAGAACTGACCAGAACCAACATTAAAACAGAGATCTGAAGAC
-TGACAAGGCTCTCTAGCAATAAGATACCAAATTCCAACCTGATTCCAGTGCAGCATCACA
-TGACAGACAGAGGCCATGAAATCAATATTTTACCTCAAAATATATTTCTTTGACATACTT
-TGAAATGGCCCTGCCAAGCTGTCTCTTGTGGGGGACATTTACATTCTGTAGAGAATCCCT
-TCCCTTTCCAGGTCTTTCTCTGATCCTGAAGACATTGGCTGAGAGCCTAGCACCTTCTAT
-GGGTCTGAACAGGAAACATTTGCCATCTATTGTCTCTAAGGGTGGCCACCTATGAAACTT
-CATCTACATAATAAGAACCTTGGTCTGCACAGTCTCTTATCTTAACCCAGACTCTCCTTT
-CTATTGATAGCAGGTCTGTAGATAATAATTCTTTCAACCAATTGAGAATCAGAAAATCTT
-TGAATCTATCTATGACCTGTAAACCCCATTACTTTGAATTTTCCTCCTTCCAGACCAAAC
-CAATGCACAACTCCTACGTACTGATGGTGGTCTTACGTTTCCCTAAGTTTCTGCCGACTA
-AACTGTGCACACGTTCTCAGGACCTCCTGAAGCTGCGTCACAGGCGCTGATCAAAGAACA
-CAACCAAGGTGAGTGTCAATCATTTCAAGAAATCTGTTTGCAAGGTTAAGGACACACCTG
-AGAAAAGAACAGAGAACCACAGGAAAAACTGTGGTCCGTGCTTTTCCCAAAGATTGTCTG
-GGGACCTCAGTAAGTAAAGGGGAGAAGTGTGGGTGTTGGGGAAAGGGGAAGAAGTGGAAA
-AAATGGGTGTGGGTAAATCAGAGGCAAATGGTTGCATTCTTCTGTCTTTGGTCAGCGTTC
-ACTGAATACACATTTTACATGTGATGGAGGTAGAGGCAGGGATGTAGCTTTTTTATCTTT
-GTGTAATAGCTATCTTATTTAGGAACCAGATGGGAAGCAGGTTTGCATAAGCCAGTTCCC
-AGCTTGGCTTTTCCCTTTGGCTTAGTGAGTCTGGGGTCCCAGGATTTATTTTCCGTTCTC
-ACAGGTTGTGGTCCTCACATTTGGCTCAAAATATTCAAAATTTTTTCCAGAGTTTGGCCT
-TTTCTTCAGCACTGGGAATTGTGATCCAAAGCTTTTCCTGATGAGGCACAAAGTTGGAGA
-AACAAAACGCAAACTAAGCAACAATGAAACAGAACAGAGTGAATCTGCTGTAGCTCAAGA
-GAGGACGTAGCTGCCCCCACCCCGCATCCCTGGGCTCGGGTTTGCCTTGCTGACCTCTGC
-TGCCACCTGGTGCCGCACAGAGAAACTGAGGAGAAACCACATCAGTCTCCTTCAGCCTCA
-GCTTCACATCTGTGGGTCAAGCAACCCTTTCAGAAGCTGTATAATGTGGGAAAGCTTTCC
-TCTCAGGAAAATGCACACATCCAACTTTGAGAAGATGCCCTTGGGGGCGCTTCAAGGATC
-CTAGATAATAACCCCCTTTCCCGAACATCCAAGAACCTAAGTTTTTTTTTTTTTTTTGAG
-AAAGTCTCGCTCTCTCTCCCATTCTGGAGTGCAGTGGCGTGATCTTGGCTCACTGCAAGC
-TCCACCTCCCAGGTTCAAGCCATTCTCCTGCCTCAGCCTCCCAAGTAGCTGGGGCTACAG
-GCACCTGCCACCACACCCGGCTAATTTTTTTGTATTTTTAGTAGAGACGGGGTTTCACCG
-TGTTAGCCAGAATCGTCTTGATCTCCTGACCTTGTGATCCACCCGCCTCGGCCTCCCAAA
-GTGCTGGGATTACAGGTGTGAGCCACCACACCTGGTCCAAGAACCCAACTTTTAGATCTA
-GAGTGATGTCAGCATGACATTGATTTCCTGAGGCCCAGGGGTGAAGGAGCTGAGGACAGC
-AGAGGGGTGAAGGAAGTCAGCTACAGACAGCAGCAGCTGATGCACAGGCCTCCCAGCGCC
-TGAAGTCACCCGGAATTGGGAAGTGCTCAGAAGCTTACAAAGCTGCCTCGAGGTGGGAAC
-ACAACATTAATCCAAGAGTAGATCCCTGATCCTATAAAAATGTACTAGATGCAGTGGGGG
-CATTTTAAATGAGCAGGGCAGGACAGACAGATAAACAGAAGGACAAACAGTATTGGGATT
-GGGATAAATGCTCAGCTTTTGCCCAAATCTTAGTGACTTAAGCATCACTTATTTGCTCAC
-GATTCTGTGGCTGGACCATTTGGTTTGGCTCACAGGGCAGGGACTGTGCTGGTCTTACCT
-GAGCAGACCTGCATGTCTGCGGTCAACTGGGTTGGCAGAGACAGAGTGACTGTCTTCCTC
-CAGGAAGCAGCAGGTTAACTGGTTGGCAGAGACAGAGGGACTGAGGGACTGTCTCCCTCC
-AGGAAGCAGCAGGTTAACTGGTTGGCAGAGACAGAGGGACAGAGGGACTGTCTTCCTCCA
-GGAAGCAGCAGGTTGGCTCTGGTTCCTTCGTGGGGCAGCTGGTCTCCAGGGCAGCAAGAG
-AGACCAAGCCCCCGTGCACATTCTACAGCCTCTGTGCACATCAGACTTGTTAATATCCCA
-TTGGCCAGTGCAAGTCACACGGCCAAGCCCAGATTAAGGAGTGGAAAGATGGACGCTATC
-TCCTCCTGGGAGAGGAGGCAAAGGAGGTGAGAGCATTATGTGGCCACTTATGTTTGCAAT
-CTACCATACTTAGCCCTTTGAGAAAAGAATTAACTGAGAAACTTGCTTCAAATAGGGCAT
-TCAGTAAAATGAAGCCCCAATTGAAGTAAAATGCATATATAAAAAATGAAACTGTGACCG
-ATTTTAAGGACAGTATTGGCAAATATTTCTGTGCTCTTGGAGGAGAAGACCCTTATTGGC
-ATGACGTGTCAGAAACCACAATGAAAGAATTATTTTAACTTGCATTCATAAAAATTAAAA
-TTATTCATTAAAAACATCGTGAATGAAATTAAAAGTCAAAATGTAAGCCAGAAAATTATT
-TACAACATATGTGTCAGGAAAAGACAATACCCTTCAGACTTTGAGAGTTTACATCAGAAA
-GAAAATAGCAAATGACATGATCCAAACTTGATAAAGGACATGAAAAAGAGCCAGCACTTA
-GTATGTTTTCTGAATGAATAAGTAGCCAACAGCACATGAAAATGTGTGTAATCCACTTGT
-AAGCAGAGAAATGCAAATTAAAACAGTAAAGTGTCATTTTCACTTCCTGGATTGGCAAAG
-GGTTTTATGTATTTTACTGACAGTGCTCAACATTAGCAGTAAACAACAAATGGTGAGTAA
-ATACGAGCTTCGGAACCTCAGGGAAATGATCTCCTTATTTCAACCTGTAGATTCCTTCCT
-ACAACCAGTGTAGAGCAGAGTACCAGGACGGGCCATTGAGCACCCTGGTGTTGAGAGCAA
-GTGGCCTCTAGTCAGAGTTGGGTCAGGGTCACTGTGAGTGGGCTGCCCCCAACATGAGTC
-AGCTGTCTAGGACTAGTTTATCTCTGCTTCTCACTTTACTGGTATTATGGGGCAGCTCCT
-GCTGTCTTCCAATTTGGTGTCTTCCAAATCGGCACCGTCTTTTAAAGTTGAGTTTCTTGT
-TATTCTCACCTGATATACCTTATTTATCCCACACCCACCCCAATAACATATCGTGCTCAG
-TGTTATCTTTGAGACAACACTTGAATTTTACTCAGCCTGGCGTGCTCTTCACATGTCTTG
-TCTAGATCCAGTTCGGACTCATTCTTCAGCCGTGCATCAGTAAATGGGGGCTAGGTTAAA
-CTGTGGTGACAAACAACCTCCAAATTTCAGTGGCTCAAAAATCTTCTTCCTCATTTATTT
-ACATTTCATCATGGGTCAGGTGAGAGGTAGCTCTGTGCTGTGTCATCCTAACACAGGAAT
-CCAGACGGAAGGAGGGACAATCAGTAAGATCCCCATTGCTATAGAAAAGAGAAAAAAGTA
-TGCGGAATAGAACTCTGTTTCTTGGAGATTTCTCCTGAAAAAGTCACATGTTATTTCTTC
-TCACCTCCATTGGCAAAAAAAAAGTCACGTGGCCATGTGAAAATGTAAGTAGGCGGGATG
-GAACAGTCAGAATGCATTCATAAAATATGAACTGAAAATATCTGGAGAACAGCACCTATG
-ACTACCACGAATGCCAACATGCATCCCTAACAACCCAGTGCTGTCACCCTCCAAACTTTT
-TATGTCTTGCAAAGTATTAGAACTTCTTATCTGAAGCCATACCACTCAGAGGGAATGCAA
-AATACATATTGACATCTCCTTTAGGATGTCCTTAGAGAATTCAAGGAAAAGAAGTTAAAT
-AATTTAAAAGTGCTTTTGGGTACAGCTATTTAGCACTAGAGGGTAAGATTAGACATAGAT
-TGTAAAGATAATAATAGGGTTAGGGATAGGATTAGGATCTGGGTCAGAGTCAGGGCCAGA
-AGTATGGTTAGAGGTGGGGTCATGGTCAGGGTCGAGATCAAAGTCAGGGTCAGAATTAGG
-GACCAGGATAGGGATCAGGATTTAGGTTCAGTGTCAAAGTCTTGGGACAGGGTTAGGGTT
-AGGATTAGAACCAGAGCTTTGTTCTCCTCAGGACCCACCCGAGGACGGGTCACCATGGCT
-TTGGAGCACCTGGTAGTGTGGCATGTCCACAGTGAAGACCAGAGTTTCATTGTCCTTAAG
-ACTGACCTGGGGAGACGTGGCTGCAGGCCATTGAGGAAGGTGAGGAAAAACTTCCTGTCT
-GCTCCCCGTGTGCTGAGGAGGGAGCTCTGCCGTGGGCTTTACTTTCACATGTTATATTCC
-ACAAGTCTTGTTTTACAAAAGCATCCCTTCCTTGAGGCTTCGGCTGCTCATCGCTGCTCA
-TCATCATAGCGTGCCATAACATATAGTAAGATTTGGGTTTGTTTCTGGGGAGAGATCTTG
-GTATAGAGAAAGGAGAAATGCTTAGAGCCACCATCAGGACAGTTGGGATGAAAGTTGGGT
-ATAGGCAGAGGCTGGAGGAAACATGTGCATCCCCTGTAAACACTTTTATTCATGTTTTAA
-TTACTCATTTTTCTTACAGTGTTAAATTAGTAAAGATAGTATTGAAAAATTGAAAAGTAG
-GCATATTAAAACCTGCAACACTATTTAAGCTTAGATATATTATTTGTACCTCATCAACAT
-TTTTTATTTTGTTGAGAAAGTTTAAGGTTAATTGACAGCATATTTCTAATAGTAGATAGA
-ATAACATCCCTTTTATAAACATTGACATCCTACATTACATGTGTGAACCCTGAAAATCTG
-AGACAGCTCTCAGATTTTTTAGAAAGTTTATTTTGCCAATCTTGAGGATGTGCACCTGTG
-ATGCCTCCTCAGGAGATCCTGACAACATGGGCCCAAGGTGGTCGGGGCACAGCTTGGTTT
-TATACACTTTAGGGAGACACGAGAGATCAATCAATATGTGTAAGATGTACATTGGTTCAG
-TCCAGAAAGGTGAGAAGGCCAGACAGGGGGCTTCCAGGTCACAGGTAGGTAAGAGACAAA
-TGGTTTCATTCTTTTGCATTGCTGATTACCCTCTCCACGTGAGGCAATCAGGTATGCATT
-TATCTCGGTGATCAGATGGGTGTCTTTGGATAGAATGGGAGGCGGGTTTGCCCTAGGCAG
-TTCCCAGCTTGACTTTTCCCTTTAGCTTAGTGATTTTGAGTCCCCAAGATTTATTTTCCC
-TTCGTAAGTGTTCCTATGAGTATTAATTATTCATTGTGTCTTTTATTACACAAATAAGGC
-ACAGATTTTTAAGAAATCATCAACTTCATGGCTACCTATATAGACATAATTACATAGAAG
-CTCAACTAAATTTGCAAACATTCCAGAGTTTGGGTTTCCAATAATTCTTTGTGATTCTTT
-AAAAGGTAAAGTATTTTTTCCCATAAAACATAGCAACATTTAAAATCAACCGTAGAATGT
-CCTGCCATTTTTGTTTCTCTAGTTTCCTCATTTTCTGCAAAGCCTCACTGAGGAAATTGA
-CTTTGAATATCCTTTTAGACTCTTGTTTTAGAAAGCATTGTGGTAAAACATTGAATCATC
-GTGGTCACAAGTTCTGTTCACATTCTTTCTTTCTTTGAATATTTTTTCCCAGTGGCCAAT
-ATTTGATTCTGTTGTATCATGGCTAAAAGGTAGGCATGGCAACAAAATAAAGACAAGAAG
-TCTTTGGAATAATTGATCCCATCACAATGAATCAATTTGCCATTGGAACATGTTTTTACA
-AAGTCACTCTTTTGAAAATATTCAGCTATGACTTGAAACAGAGTCTGTATGGTTAATATT
-TTTCCTGGTCTAAGATGAACAGCATTTTAGAGAATGAACCCAGGACACAACCACAGCACA
-AGAAAAACATGTGATAATTAAGTTTACACATGTGTGTTACTACAGTAACAGAAAACATGT
-AAAGAACATTTGATTTATGTATCAGTCTGCACTGTTTAATTTTTTGTGTCATAATTGCTC
-TTATTTTAAAAAACAGGACTAGTTAACAGTGTCAATTACTAGTAATTCATGGTATAAATA
-ATTAAACAAGGAAGTGTTAAAAAAAGTGTTTTAAATAAAGTTTTATTTTACGTCTTTTTT
-TTACTTACACAGAAATCGTCAAAAAAAAAAAGAGATTTCCCATGTAGCCGCAACCTAGTT
-TCCTCTCTTATTAACATCTTCTATCAGTGTGTCTCACATGGCTTATTAATATCTTACATA
-ATTTGCCGCAGTTAATGAACCAATACTGATAGACTGTTATTAACTAAAGTTCATATTTCA
-TTTGGATTCCCTTAGTTCTATCTTACTCTGACCCAGGATCCCATCCAGGATCCCACACGA
-CATGTAGTCATCACATAGGCTCTTCCTGGCTGTGACAGTGTGTTAGGCTTTCCATCTCAT
-GATGACCTTCATAGCACTGAGGAGGATTGGTCAGGATTTTTGTAGAATGTCCCCCATTGT
-CACTTCATGTTCTCAAGGTGAACTGTCAGCTTTGGTGTTCACTTGGATCATTTGGCAGAG
-CTACTGTTTGTCAGATTTCTCCACTGTGAAGTTATTTTTCCTCCTTGTCCATACTGCATG
-TGTTCTTTTGGAGCAAGTCACTATGCAGAGCCCACACTTACGGAGTGAGGAGTTGGCTCC
-ACCTTCTTGATGGCTGAGTGTCTACATCAGTTATTTGGAATTCTTTTGCAAAGGAGATTT
-CTATGCAACTCCATTTGCTTATTCACCTAGGTATACAAATACAGACACCTAGATAATTAC
-TTTAAGCTTTAGTTATTATTCGACACTATAGCATTATGTTGCACAATTCCTTCCTGTGTT
-GGCCATCGGTAGCTGTTTTTATTGGCTTTTATTTTTGTTTGATATATTTTAATTTTTTTA
-GTACTTACTTTCTGATACTTCCAGATTATCCTGGCTCCTATATTTACTGTCCCAGTTCTA
-GTATCAGACATTTCTTCAAAGAGCCTGATTCCTTTCAGAATGGTGGGAAAACTTACATGT
-GGCTGCTGAATGCACATTGTATCTTGTCCCTCATTAGCAATGCTAGGAAGCATATGTGCG
-TGTCTAACCTACCTACACACACCTAATTATAAAGTTTTCTATGTAGAACTGTGTGTATCT
-ATATTAAACTAAGCATAAGTTTACGTTGATGTCTCCACCTCTGATCTACTATCACAGGAA
-TCATTCTAGCCTTCTCGTCTTGCTAATTTGTAACCTCCCACTTCAACAGTGAGAAAGCTG
-GTTCCCACCATCTGCGACTTATGTAAGTCATTGTTTTACTCCAGATACAGACACTGTGGT
-TTTACAATTGTTCACAATTGCTTCTGTTGGAAAGAACTTTATAAAATGGAATCCAATAAT
-GAAGTATAGTTCACGTGCCTTCAGCCTACAGATTCTATTCATTTTCAAAGTTTTTACCTA
-GATTTGTGTCTTAGTCCATTTTGTGCTTCTGTAACAGAATACCTGAGGCTGCGTAATTTA
-TAAGTAAAACAGTTTCATTTGGTTCACAATACTGGTAGCTGGAATGTCCGAGATTGGGCA
-GTTGCATCTGGCGGGGCCTCAGTCTTTTTCACCTCATGGTGGAAAGTGGAAGGGGAGCAA
-GGGGTGCACCAGAGATCACATAGCAGAAGTGAAAGCAAGAGGGAAGCCAAGGAAGCCAGA
-CTCTTTTTAATTACCTACTCCTGCAGGAATTATCTATTCCTGTGAGAACAGAACTCACTC
-ACCCCCATGGAGGACATTAATCTATTCATGAGGGATCCGTCCCCACGACCCAAACACCGT
-CCACTAGGCCCCACCGCCCCACACTGACACAGTGGGAGTCAAATTTCAACATGAGTTTTT
-GTGGGGACAAACCACATCCAAACCATCGTAATTTATAGCATAAATTCTTTTTCACATGAT
-GTATTCTGTCCTGGGATACTCCACATCCTGAGTAATTTGATTTAATTTGAATAGAGTTTG
-CTTTAACCATTTGGCTGTAAAATTCTGCATATTTCGACAAATGCATTGTGGCAGATATCC
-CACTATTAAAGTATCATATGGAATGCCTCAAACCCCCACCCCATGGAGCCAATGGCTTCC
-CATCTGTGTAGTTTGCCTTCCCCAGTGTCTCATTAAATGAGGTCACACTGTGTGTATCCT
-CCTCAGACTGTCTTCTTCCACTTAGCAATGTGCATGCAAGATTCACTCATGTCTTTGTGT
-GTGTTGATATCTTGTTCCTTTCTATGGCTAAATAGTATTCCATTACATGAATGTAGCACA
-ATTTGGTTATGCATTTTGGGGAGTAGAACCTTCCTCTTCTAACTTTGTTCCAGGGTTGGA
-GACCTTCAAATTAACTGACAATAGATACATTAGTAGGAGAGACAATACTTGGCTTCTTGT
-TCCCCAAGTATCATTGTGGGACAAAATTCATCAGATGGCAGGATCCAGTTTACAAAGAGG
-TAAAAATAGCCCAGAAACAAGAAACAAGACTAGAATCTGATAACTCTCAATGGCTATAGT
-TTTCCTTTAAAAAAATTTTTTTTGAGACAGGGTCTGGCTCTGTCGCCCAGGCTGGAGTGC
-AAAGGTGCAATCTCAGCTCACTGCAACCTCTACCTCCTGGGTGCAAACGATCCTCCCTCC
-TCAGCCTCCTGATTACCTGGGACTACAGGCACATGCCGTCATGCCCATCTAATTTTTGTA
-TTTTTGGTAGAGACGGGGTTTCTACCAAAATATTCGATTTTTTCTGTGGCAGACAACATT
-TATTTATTTATTTATTTAGAGACAGAGTCTTGCTCTGTCGCCCAGGCTGGAGTGCAGCGG
-TGCGATCTCGGCTCACTGCAAGCTCTGTCTCCTGGGTTCACGCCATTCTCCTGCCTCAGC
-CTCCCGAGTAGCTGGGACTACAGGTGCCTGCCATCACGCCCGGCTAATTTTTTATATTTT
-TAATAGAGATGGAGATTCACCGAGTTAGCCAGGATGGTCTGGATCTCCTGACCTTGTGAT
-CCACCTGCCTCAGCCTCCTAAAGTGCTGGGATTATAGGCATGAGCCACTGTGCCTGGCAC
-AACATTTAAAGTAATAATTGGAATTATGACTCATTACTCTATAGTGGCACATAGCATGGA
-TAAGGAGGACATTGACAAACTTCCAGGAATTTTATATAATTTCTGAAAACATAACATTTT
-ACCCATACAAATATAACACAGGGAAGGTTAGGTATCTCTTTTTATTTGTATCTTCTGTAT
-GGTTTTCCTTATAAAAAATGCAACCTACTTTACTTGCGAAACATGCCCTACTTTTCTTGC
-ATGCTTTGCATAGAGTTGTTTCTAGTTATTCTATTATTTCTAGTAGTTTTATTTACATAT
-ATTGATTATAATTTTAATACTTAGTAATCTTTTATTTTCCAGAGAAAACTAGGAAGTAGA
-CAGTTATAAACTGTCATATATTAGCATTCTATAGTAGGTTAGAAAATGTATGAATATACC
-ATCTCCCAACATCTAGAGGGATGTGTTTCCTCATAATACAATTCCTCAGTGTGGCAGAAA
-AAAACATGTTTATTAACGGGCCAAAATATCTTTAGTCTCTCTGTAAAAACAGGAAGCCAA
-AAGTATATAAACTTGAATTATTTATGTTCAGTAATTAATGTTTTAGTATTGTATCTTATT
-TATAAATGGTCTAGATATTTAATGCAAATCTTTTACTTAGCTTAACTTTAAGGTTAAAAA
-TTACCAAAAGTACTTTGGAAACTATTCTTAGGCAGATTTACTGTAGACAAATTATTTTTG
-AAATAATGTTTTTCGCTTTTCACAAGACGGCACCGAAAGCGAAGGAAGCTCCTGCTCCTC
-CTAAAGCCGAAGCCAAAGTGAAGGTTTTAAAGGCCAAGAAGGCAGTGTTGAAAGGTGTCC
-GCAGCCACACGCAAAAAAGAAGATCCGCATGTCACCCACCTTCAGGCGGCCCAAGACACT
-GCGACTCCGGAGGCAGCCCAGATATCCTCGGAAGAGCACCCCCAGGAGAAACAAGCTTGG
-CCACTATGCTATCATCAAGTTTCCGCTGACCACTGAGTCGGCCGGAAGAAGATAGAAGAA
-AACAACACGCTTGTGTTCACTGTGGATGTTAAAGCCAACAAGCACCAGATCAGACAGGCT
-GTGAAGAAGCTCTATGACAGTGATGTGGCCAAGGTCACCACCCTGATTTGTCCTGATAAA
-GAGAACAAGGCATATGTTCGACTTGCTCCTGATTATGATGCTTTCGATGTTGTAACAAAA
-TTGGGATCNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
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-NNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNNN
-NNNNNNNNNNNNNNNNNNNNNNNNNNNNGATCCTTGAAGCGCCCCCAAGGGCATCTTCTC
-AAAGTTGGATGTGTGCATTTTCCTGAGAGGAAAGCTTTCCCACATTATTCAGCTTCTGAA
-AGGGTTGCTTGACCCACAGATGTGAAGCTGAGGCTGAAGGAGACTGATGTGGTTTCTCCT
-CAGTTTCTCTGTGCGGCACCAGGTGGCAGCAGAGGTCAGCAAGGCAAACCCGAGCCCGGG
-GATGCGGGGTGGGGGCAGCTACGTCCTCTCTTGAGCTACAGCAGATTCACTCTGTTCTGT
-TTCATTGTTGCTTAGTTTGCGTTTTGTTTCTCCAACTTTGTGCCTCATCAGGAAAAGCTT
-TGGATCACAATTCCCAGTGCTGAAGAAAAGGCCAAACTCTGGAAAAAATTTTGAATATTT
-TGAGCCAAATGTGAGGACCACAACCTGTGAGAACGGAAAATAAATCCTGGGACCCCAGAC
-TCACTAAGCCAAAGGGAAAAGCCAAGCTGGGAACTGGCTTATGCAAACCTGCTTCCCATC
-TGGTTCCTAAATAAGATAGCTATTACACAAAGATAAAAAAGCTACATCCCTGCCTCTACC
-TCCCTCGCATGTAAAATGTGTATTCAGTGAACACTGACCAAAGACAGAAGAATGCAACCA
-TTTGCCTCTGATTTACCCACACCCATTTTTTCCACTTCTTCCCCTTTCCCCAATACCCGC
-ACTTTTCCCCTTTACTTACTGAGGCCCCCAGACAATCTTTGGGAAAAGCACGGACCACAG
-TTTTTCCTGTGGTTCTCTGTTCTTTTCTCAGGTGTGTCCTTAACCTTGCAAATAGATTTC
-TTGAAATGATTGACACTCACCTTGGTTGTGTTCTTTGATCAGCGCCTGTGACGCAGCTTC
-AGGAGGTCCTGAGAACGTGTGCACAGTTTAGTCGGCAGAAACTTAGGGAAACGTAAGACC
-ACCATCAGTACGTAGGAGTTGTGCATTGGTTTGGTCTGGAAGGAGGAAAATTCAAAGTAA
-TGGGGCTTACAGGTCATAGATAGATTCAAAGATTTTCTGATTGTCAATTGATTGAAAGAA
-TTATTATCTACAGACCTGCTATCAATAGAAAGGAGAGTCTGAGTTAAGATAAGAGACTGT
-GGAGACCAAGGTTCTTATTATGTAGATGAAGTTTCATAGGTGGCCACCCTTAGAGAAAAT
-AGATGGCAAATGTTTCCTGTTCAGACCCATAGAAGGTGCTAGACTCTCAGCCAATGTCTT
-CAGGATCAGAGAAAGACCTGGAAAGGGAAGGGATTCTCTACAGAATGTAAATGTCCCCCA
-CAAGAGACAGCTTGGCAGGGCCATTTCAAAGTATGTCAAAGAAATATATTTTGAGGTAAA
-ATATTGATTTCACGGCCTCTGTCTGTCATGTGATGCTGCACTGGAGTCAGGTTGGAATTT
-GGTATCTTATTGCTAGAGAGCCTTGTCAGTCTTCAGATCTCTGTTTTAATGTTGGTTCTG
-GTCAGTTCTGCCCAAATTCCAAAGGGAGGAGGGTACAATGAGGCCTGTCCAGCCCCCACT
-CCTCCTCATCACGGCCTGAACTAGTTCTTCAGGTTTCTCTGGAATCCCTTTGGCCCAGAG
-GCGGGGTCCACGCAATCGGCTGTGGGGCTTAGAATTTTATTCTTGGTTTACGGAAGCTTT
-AGGGAGGTGCTCTGAGACCCGAAACTAGACTCGACTTTAACAGACACAGACGACCCTGAA
-GGTGAGACTGTCTGCTGGTGGGATGCTGGGCGAGTTGCTTAATGTCCCTGAGCTGCTATT
-TGCTAACTGTGAAGTGGGATCCTGGTCCCTGACAGGCAAGATTGTGGCACACGGAGAGCT
-GGTGCACGTGGGCGGCTGTCCCCTAAACTCGCGTCCCTTCTTTTTAATCATACCCCACTG
-GCTGCACCTACACCTCCTCCCAGGCACACACCGAAGAGGATGAGCTCTGGTCCTCGAACC
-TCTTGTCTGCTCCCACCAGGCAGATTCTCTGTTCCCCGTGCCCAGGCAGCAGTGGTGGAC
-ACCAGCATCCCGGAATGGTGTAGAAAGGCTGACCCCGTCATAGCCAAAGCCTGGGGTCTC
-CTGTTTCCCTCCTCCTCCTCCCCACTCCTCTCCCGACCCCTCCCTCCTCCACTTACCCCC
-ATCCCCTGCATAATGGGTTTCTAGCTGCCTCCTCTGCCTGCCCAAACAGGACAGGCAGGA
-AAAACTGGCTTGGTTCTGAGTAGGCAGTTTCAGGGCCTTAAGGAGAAATTCATCGGCCAT
-TAATCAGGACCTTCCCTCCGGGGAGTTGGCAGCTTCAGGTGTGGTCTCTGGAAACAAGCC
-CCACAAATTATTATCAGAGAACCTCTGTCTTGGGTGGCAGAGGCAGCCTGGTTGGGGTGG
-GCACCCCGGCTACGGAAAGGAGCAGCTCCCTCCACTTTCCTTCCGGCTGCCTGTGGAGAG
-GCTCGAGCGGGGCACAGTCCATGACGAGATATTAATCTTGTGTTTGGATTTTTCCTTTTT
-TTTAATAAAGAAGAAAGATAAGGTATTGTGCTCATCTTGTAAAAATCAAGCACACAGTAC
-ATCAGTCTATTCTACAAAGAAACACAACCTAAGCAAAGATTTGTTATAGGCAGTGGCCAG
-TTACAGAAACAGTAGGACTTGCATTAGGGGTTTTGTATGGGAAAGAAAGGGAGTCAGACA
-CAGACGTGATGGTGGAGACAGGGGCAGGAAGACAGAGCAGCTGACACTTCCAGAAATAGC
-TGGCCAGAGGCCAGCAGGAGGGAAACACCGACCCGAGGAAAGAGAGACGGGGATTGGGAG
-AGAAATTCAGAAAAGATTGAGGCACGCACACAGACAGACACACCCACCCACACACAGATA
-CGGATTCAAAGAGACACGCACACTCTGAGTTTCTGAGAGTAAGCCACTGTCAGTTCCTGG
-GGTGAGCCACCAGCCACATGGACACAATTTCCTCTTTTTGGTAAGTTCTTTGACCTGTCT
-GAACCCCCTACTTAATTACCTATAAAATGAGTCATTGCAAGGATGACAAAGACGCTCTCC
-TTGACCAAACTCCATTCAGGCTCCTTTGAGCCTTCTCCTTGATGAAGCCTCATCCTTGGC
-CTGCTGAGCTCAGTGCTAGCAAGGAATGCTGCTAAGGTCCTTAGTGAGAATCTTCCCCAC
-CCTTGCTAACTAACCAAGCTCCTTTCAACAACTTTTCATCACCTCCCTCACCCTGCTCAT
-TGGCTATCCCCACTTGTCTCTGTTGTATTGAGAGTTGAATTCAGTCTCTCTCTCTCCTCT
-TGCAATAGTTTTTTTTTTTTTTTTAAGAGACAGGGCCTTGCTCTGTCAACCAGGTTGGAG
-TGCAGTAGCACAATCACAGCTCACAGCAGCCTCAAACTCCTAGGCTCAAAGGATCCTCCC
-ACCTCAGCCTCCTGCGTAGTTGGGACTACAGGTGTGTGCCACTGCACCAAATAATTTTTT
-AAAACATTGTAGAGATGGGGTCCTGCTTTGTTGCCAAGGCTGGTTTTGAAGTCCTGGCTT
-CAAGTGATCCTCCCACCTGGGCCTCCAAAGGTACTGGGATTACAGGCATGAGCCAACCTA
-TCAGCCTGGTAATCACGTAAAACAGACACATAGACCAGTGGAACAGAATAGAGAACCCAG
-ATATAAATCCACACATTTACAGCCAGCTCATCTTCAGCAAAGGCACCAACAACATACGAG
-CGAAAGGACGGTCTCTTCCATAAGTGGTGCAGGGGAAACTAGATAAAGATATGCAGAAGA
-ATGAAACTAGACCCATCTCTCTTACCATACACAGAAATCAAATAAAAATGGATTAAAGGT
-AAAACTGAGACCTGAAAGTATAAAACTACTGGAAGAAAACATTAGGGAAGTGCTCCAGGA
-CATTGTTCTCAGCAAAGACTTTTTCAGTAGGACCCCAAAAGCACAGGCAACCAAAGCAAA
-AACAGACAAGTGAAATCACACCAAGCTAAGAACCCTCTGCAGATCAAAGGAAAAAGTCAA
-CAAACTGAAGAGACAACCCACAGAATGGGAGAAAATACTTGCAAGCTACCCACCTGACAA
-GGGATTCATAACCAGGAGCTCAAACAATAGCAAACAATTAATCGAATTTTAAAATGGGCA
-AGAGACCTGAGTAGACATTTCTCAAAAGATGTACAAATGGCCAGCAGGTACATGAAAAAA
-TGCTCAACATCACTAATCATCAGAGAAACGCAAATAAAAAACTGCAATGAGGTCTTCTCT
-CACCTCAGTTAAAATGGCTTTCGTCAAAAACGCAGGGAATAAGGGATGCTGGCGAGGATG
-TGGAGAAAGGGGGACCCTCACACACTGTTGTGGGAACATTGATTAGTACAACCACTATGG
-AAAACAGATGGAGGCTCCTCAAAAAACTAAAAGGGGCTGGGCCCGGTGGCTCACGCCTGT
-GGTCCCAGCACTTTGGGAGGCCAAAGCAGGGGGATCACAAGGTCAGGAGTTTGAGACCAG
-CCTGGCCAACATGATGAAACCCCATCTCTACTAAAAATATAAAAAATTAGCCAGGCGTGG
-TGGTGCGACCCTGTAATCCCAGCTACTTGGGAGACTGAGGCAGGAGAATCACTGGAACAC
-AGGAGGTGGAGATTGCGGTGAGCGGAGAGCGCACCATTGCACTCCAGCCTGGGTGACAGA
-GCAAGACTCCACCTTAAAAAATAAATAAATAAAAGTTGGCCGGGCGCGGTGTCTCACACC
-TGTAATCCCAGCACTTTGGGAGGTGGAGGCGGGCGGATCACAAGGTCAGGAGATCGAGAC
-CATCCTGGCCAACATGGTGAAATCCCGTCTCTACTAAAATACAAAAAATTAGCTGGGCGT
-GGTGGTGCGCACCTATAAATCCCAGCTACTCGGGAGGCTGAGGCAGGGGAATCGCTTAAA
-CACAGGAACCCGGGAGGCAGAGGTTGCAGTGAGCCAAGATCACACCACTGCACACCAGCC
-TAGTGACAGAGCAAGACTCCATCTCCAAAAACAAACAAACAAACAAAAAACACCTAAAAG
-TAAAACTGCTGTATGATCCAGTAATTTCACTAACTGGGCATATAGTCAAAAGAAACAAAA
-TCAATATATCGTAAAGACATCTGCACTCTCATGTTTACTGCGGGACTACTCACAATCGCC
-AAAATACGGAATCAGCCTCTGAGTTCATCAGCGGATGATGGATAAACAGAACGTGGTGTG
-TATACACAGTGGAATATTCTTCAGCCATACAGAGGAATGACAGCCTGTTATTTGTACAAG
-ACGGAACTAGGGATCATTATGTTAAGTGAAATAAGCCAAGCACAGAAAGACAAACATTGA
-ATGTTCTCACCCACCTACTAAAAAAGTAGCTCTCGTGAAGATAGAGGGTAGACGCCTGGT
-TACCAGAGGTGGGGAAATGTAGCGGGGAGAGGGGGAGAAAGAGAAGTTGATTAAAGGGTA
-CAAATACGTGGTTTGATAGAAGGAATAAGACGGGCCGGGTGCGGTGGCTCACGCCTGTAA
-TCCCAGCACTTTGGGAGGCCGAGGTGGGCGGATCACGAGGTCAGAAGATCGAGACCATCC
-TGGCTAACACGGTGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCATGGTG
-GTGGGCGCCTGTAGTCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGG
-GAGGCGGAGCTTGCAGTGAGCCGAGATCCCGCCACTGCACTCCAGCCTGAGCGACAGAGT
-GAGACTCTGTCTCAAAAAAAAAAAAAAAAAAGAAGGAATAAGACCTAGTGTTACATAGAT
-CATAGTTGACAATTGCCTACTGTATATTTCAAAATAGCTAGAAGAGAAGAATCGGAACGG
-TTCTAGCATAAAGCAAAAACAAATATTTAAGGCGATAGATATTCCAAGTAGGCTGATTTG
-ATTTTCACAATTATATGAATGCATTAAACTATCACATGTACCCTGAAACTATGTACATCT
-ATTATGCATCAATAAAAAAGAAAAAAGAAACAAGAACTTAGATTTTAAACTCAGCACTCT
-CCTAGTGGGCTCCTTAAAAATATTTTTGTTTGGGAGGACAAAGTAGGAGGATTCCTTGAG
-CCCGGGAGCTTGAGGCTGCAGTGAGATCGTGCCACTGCACTCCAGCCTGAGCGACAGAGA
-GATACACTGGCTCTAAATATAAATAATATAAATATATATTTATGGAATAAATAAATGAAT
-AAAATATCTTTGCATGCTGGTGAGCCCAGGGTACAGTCCGCCCTTGGCAGCTCGGTGACA
-CAGCCAAGGCAGCTGAACAATCCTCGCCCACTAGACAGTGGAGGTCGCCCTCCAGAGGAC
-CTTATCAGATGTACGTGCAAAGCAGTTTTCAAGACAGTTTTCTATTCAGAGTGTGGTTTA
-GCCGTTCAGGGAGAGAGATCACAAAGGAAAACCACCTTTAGGAAAGCAGGTGAGAAAGGT
-GTAAGTTCCCAGGCTTGGGGGTCCTGGCCCAGCCTAGCTGTGGGCAACCCCGGGAAGGCT
-GAGCCCCGCAGGCTGTATGGACAAAGCATCTCGCTTTCCACACTGGCCACAGGTCTATCC
-CTGGCAGTAAACAGGTCACAGGTGGGCAGGAGGTCTAACACCTGTAGCGAAAGAACGCAG
-GAGAGGAACTGAGGCTCTGCTACCAGCAGATGCTCCAAGCACATCTCACGGGGAGGACCA
-TGCACAACTCAGCTGGCCACAACCAGGAAAAGGGTGCCCAGGGCCTCAGAGCTGCTTCAG
-TGGGGCCATTTCCAGGCTCCCAAGCAGTAAGGTGGGTGCCCTCTCAAGAACAGAAGCGGA
-ACAGCCTAACGCTAATGTTTGGGAAGAAGAGAACAGTGATCCCCCTGGTTACCTCCCATC
-TCTCTCTGCAGTTCTCATGCATCTGTGCACACACGCTCACACACACATATGTCCATCAAT
-CCACTCACAATGTTTGACTTAAAGCAGAAACCATATAAAGGGCAGGATAAGGAGAAAAGA
-TGAAAGGAACTGAAAAGATGCAAACAGCCACTAACACGCCAATTTGCACCTTGCACAGGG
-CCTGGGAAGTAATGGCACGGCTTCTCGTTATGCATCAATGATCTCATGTTTTCATTTTAA
-CAAACACCCTAATACAAAAATATGCTTTATAGGGAGGAGAGAAAATATGTTTTATAGGGA
-GGAGAGAAAAGCCATTCTGAAGAGCTGGATAGGTTGCCTTTGGCCCACATGGAGTCAGCC
-CCCTGCCCACGCCACCAGGCTCACGTTCAGGGCCCTCGCTGGAGAAACCTGAGCTGCAGG
-ACCCGCTGCCCACCAATGCAGAAGAGAAGGCAGTATGCTTTTTGCATTGGGTGGAACAAA
-AACAGAAGAAATGGGAATTTGGTGAGAAATAAGGGAGGTGGTCCTCAGAATCTGCAGAGC
-AGTGGCTTCCAAACTGTGTGATGCAACCCCAGCCAGAAAAACACTTTACATCATGGCTGA
-GGGCACATACGTGCACGCACATATGCACAATACAGGAAATCTGGAATACAGAAAGCCCTG
-GAATTCCTAAATAACATCCTGCCCACATGGGAATTCTGCCCTAGCTGATGGCTTCTCTGA
-GGCCTAGGCCCAAATCCACACCTGCTGTTTAGCCCAGAGCCAAGCCTGGGGGTGTAGGGT
-CCCCTATGCATGGGTGTCCAACCCCATCCCTGTCCGGAATAGCACGGGTGCTTCTCAGTG
-CCACAAATGTTGGTGGCGGCTGGGGAGGAGTGGTTCCTCCAAGGCTCCACGCCTGCCTCC
-ACCACTGAGGCCAGCACGGTGGGACTGGGCTAGGGAGACAGGCAGGCTGGCCTACCCACT
-GAAGGAGCCAGTCTGCTTCCACCTAGTCAGCAGCTCCAGGGAGCGCATCTCCCTCCAGGA
-AGGGCAGGAGGCCAAGAGGAGCTGGAAAGGTGGGCATTTGATATCATGAGGTATAAAGAG
-AGCTCCTAGGGGTCCCAGACATCAACTAATAAAAGCACCTCAGAAGTTCATAGATGGGGA
-AATAGCTGTGTGAATATACCGTGTTATCCAAGTCATGCGGAGAGGAAGGGCTCGAACCCA
-TGGCTACTACTCCCCACCCCCGTCCTCCTCCTCCTCTTTCCATTAAGTTTTTGTGATTAT
-GAAAGTAGCTTACATTTGGTGTAGAAAATATGGAACATATGGAAAAATTTAAAAAGACTC
-AGGCAAAGGGTCATGTGTCACTTATGACCAGAGGCCGTTGCTCTTTATTAACAGATGGAA
-ATGTTTTCTTCCAAATTGTGCTGCACGTTTTTGGCGAGAGCATGGGGCTGTGCGGCGTCC
-CCTCCCTGGCGCCCACCTGTGCCCTGCACACTGGCCTGCACTGTGGTGATCTCGCTTGGC
-CCCCACCTGATTCCTGACATACAGCAGAGGAAGCTTAGGCTCAGGTGGAACAGCCTCAAC
-TGATTCAGTCCCTGAACTTCCGTACACAGCCCTGGAGTCGTCTTAGAGCCATGATTTATT
-TAACTGTTCTTTCATTTTACAGAACATAAAATGTATTGTTTCCAACTTTTTTCCTATGGT
-AAATAATACTAAAGTAAATATCTCTGTGCATGAATCTTTTTGTATATGTTGGAATATCCT
-TAAGATAAGGCCCCAGAACTAAAAGTACCCTGTCAAAGGGTGAGCATTTCCGGTTCCCCT
-GCTGTGCTTTGCTGCGTTGTTCTCCCCTGCTGCAACGTTCTCACTCCACAATCCTGGGGC
-AGGTAGGGGAGGCCCAGCTGAGTTTGGATCATAATCCTGAAAGACACAATCCCAAGCACC
-ATAATGTGGAATGTTGAAATCCCTAAAGATCAAAATCCCTCAAGTCTAAAATCCCTGATA
-TTTCAGATGACCACAGCTATAGGGCTAGGTGCACACAATTAGTAACCGTAGTGATATACG
-TGTACACGTTTCTCTTTTGACTTATTTCTTTATGGTCTGTCTTCTTATAACTGCTACACC
-CATGCCACCGTCATTAGTTACCTCAGTGTTTATGCAAAAATACCTGTTATCGTTGCCTAT
-TTTATTGTGTAAAGTGGCCTATGAAATGTTCTGTTGTGTTTTTATGTTTCTCAAATACAT
-ACCTTTTAAAAATGTAAATAAATAACATCGACATTATTTTTTCCAGATTTATACTTTTGG
-GATTTTGATCTTTGGGATTTCAGGATGAGGTATTCGGAGCTGTGTCTTTGGGGATGATGA
-CTGGCTCCTGTGCCGTCCCACCCATCTTTGCGGCATGGGACCTTGGCATCCCCACCTCGG
-CCCTGGCTCTACCTGCCCTCACAATGGACCAGGCCAACTCAGTCAATGTGGAGGCAGCAT
-CAGGTAGACCTGGGGCTGAAACTCAACACTGGTGTTCACCTTGACCTAGCTTCTCTGAGC
-CTCAAGGTCCTCATCTGGACACCAGTGGGGTTAGGGGCTGAGGCACATCAGCACTAAGCA
-GGAGAGCTCATCGTTGCCATGCATCAGCTGTGGCTCTAGAGCCGAGACGCTCCCAGCTGT
-GTAGGCTTCCCAGCAGTGCAGACCCCTCTCTAGAGCCGAGATGCTCCCGGCAGTGCAGGC
-CCCTCTCTAGAGCCGAGACGCTCCCGGCCGTGTAGGCCCCTCTAGAGCCAAGACGCTGCA
-GGGTTAATCAGGGCTGCCCAACAGTCCATCCCCTCTTCTCTCTCTGAAATCAAGAAACAT
-TCCGAATTCCAAAATGCAACTGGTCCCAAGTGTTTCAGTTAAGGGACTGTGGCCCTGTGT
-AATGCCAGGCAGTGACAAGGACTGTGACTGGGAGCCATCGTAAGTCGATGCTGAGTGCCA
-AAGGGAGGAAAGGAGGCAGCGGTCCTTAAAGGGCCCACTGAGCTCAGATCCCACGTCTGA
-GCCTCCGCCTTTCCGTGCAGTCCCGGAGATGGCACACAGCCTTCTGCACGAACCGCAATG
-AGCTGGGCTCCCTCATCACCGCTAGGAGCACTCTGAGAAAGCAGGGCCATTCCACGGGGT
-TCTGCAGGAGAACGGCGAAGGGTGCTGTTCAACCTGCTCAGTCAGTTGCTAGGTGAGGAG
-AATTTAGTATTCATAAGTGAAAATTTCTAAGTTACTGGAATTAATTATGGGGTTTGATTC
-TACATCATCCAGAAAAGCCTGGATGCCACACAGACTCAATGCTGAAAGCTCCCAGTGCAC
-CTGCACAAACACACCCACACATGCACCCATATCATATACACACGTGCAAACATGTTCACA
-TTCACACTCACTCCTACATACTCGGATCATATACACATTTGTGCACACGTGTTCATATTC
-ACACTCCTACACACCCAGATCATACACACATACACACACTTGTGCATACACATTCATGCT
-CACTCCCACACACCCAGATCATATACACACTCGTGCACACATGCTCACATTCACAATCAC
-TCATACCCAGATCATACACACACTTATGCACACATTCACACTCACTCATACATACACAGA
-TCATATACATACTTGCGCATACGTGTTCGTATTCACACTCCTACACACCCAGATCATACA
-CACATACACACACTTGTGCATACACATTCATGCTCACTCCTACACACCCAGATCATATAT
-ACACTCGTGCACACATGTTCACATTCATGCTCACTCATACACACCGATTGTACACTCGTG
-CACACATTCACACTCATACACACCCAAATCATACTCACATTCATGCACACATGTTCACAT
-TCATGCTCACTCATACACACCCAGATCATATATACACTCGTGCACACATTCACACTCATA
-CACACCCAAATCATACTCACATTCATGCACACATGTTCACTCATGCTCACTCATACACAC
-CCAGATCATATATACACTCGTGCACACATGTTCACATTCACACTCATACACAGCCCAAAA
-TAATATACACATTAATGCACACAATACATATTCATACTTGCACACACCCAAATCATATAC
-CCACTCACACACACATGTTCACATTCACACTCATACACACTCAGATCATAAATACATATG
-TACACATTCACATTCATACCCTCAAATCATACGCACACTAGTGTATACATGTACACACTC
-ACACACACAAATACACACTCATACACAGTCATACACACTCACACATACCCCCAAATCATA
-TACACACTCATGCACACCGTCACACATATAATCCAAACACACAAAAATATATGCATGCGC
-TCATTCATACACAATCTCACACATACATATACAGCCATGTGGGATTTTTCTGCCATTTTC
-AGAAATGTAAATTTTGTAGTTCCTGCTTTTTAAAGACTATAAATTATTTTTAATTTACCT
-TCATTCTCAATTTTGTTTGTTATAAGTAGCTTGATTGTCATACAGCATCCAACGACGCAT
-ATTTCCTTTATTTTTTTTGAGATGGAGTCTTGCTCTGTCACCCAGGCTGGAGTGCAGGGG
-CGCGATCTCGGCTCACTGCAACCTCTGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGC
-CTCCCGAGTAGCTGGGATTACAGATGCCCATCACCACGCCCAGCTAATTTTTGTATTCTT
-AGTAGAGATGGGGTTTCACCATGTTGGCTAGGCTGGTCTTGAACTCCTGACCTCATGATC
-CACCTGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGTGCGAGCCACCGTGCTCTGCATA
-TTTTCACGTTAAAAATGTTTTATTTAAAAAAAAAAAAAAGATGTCCAGAAGAGTTGCAAA
-GACAGTACTGCAACTTCCCACAGACCCGTTCACCAGCTTCCTCTCACTTGAGCATCTTAC
-ACGCAATGAGGCACGTGTAGAAACTGCGACACTCACACGGGTGCCATCTCAGCAGCTCAC
-GGTGTGGAAACTGCGACACTCACGCGGGTGCCATCTCAGCAGCTCACGGTGTGGAAACTG
-CGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCG
-GGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAG
-CAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGT
-GGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACA
-CTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGC
-CGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCT
-CACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAA
-CTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCAC
-GCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCT
-CAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGG
-TGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCG
-ACACTCACGCGGGTGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACACGGG
-TGCCGTCTCAGCAGCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCA
-GCTCACGGTGTGGAAACTGCGACACTCACGCGGGTGCCGTCTCAGCAGCTCACGTCCAGG
-ACCCCAGGCTGCACTGGCCCTCACGCCTCCTTAGTCCCCTGCACCTGTGACCCTTTCCTG
-GCCTGTCTTCGCTTCACCGCCTTGACAGCTTTGCAGAGTGCTGCTCAGGTATTCTGCAAG
-ACGCCCCTCAATTGGTGTGTGTGTGATGTTCTCTCTGATTACATTGGAACTGTGCGTTTG
-CGGAAGAACACGGCGGGGGGGGGGGCGGCGCTCTTCTCATCACGTGCTCTCAGGGGCCAC
-GATGTCAACATGCCTCATCACTGGTGGTCTGGACCTTGATCACACGGCCAAGGTGAGGCC
-TGCCAGGTCTCCCCACGGGAGAGTGACTGTTTTCCTCTCCATGTCCTGCTGGTTAAGAGT
-GAGTCATGAAGTCCAGCATGAGCTCCAACTCCTACAGGAAGGAGCATCAAAGAATTTGGG
-CACCGTGGTAATTACTGAACATTTAGGGGAGACACTTTGAGACTATACAAATATCTTCTT
-TCTCCTTAAACTTTGCACAGGAATTTTAGCATTCCTCAGGGGAGCTTGCCTGCAGCACTG
-ATGGTGATTTTCTTTTTTTTCTTTTCTTTTCTTTCTTTCTTTCTTTTTTTGAGACAGAGT
-TTTGCTCTCATTGCCCAGGCTGGAGTGCAGTGGCACAATCTCAGCTCACTGCAACCTCCC
-GGGTTCAAGCGATTCTCCTGCCTCAGCCTCCCAAGTAGCTGAGATTACAGGCATGTGTCA
-CCAGGCCCAGCTAATTTTGTATTTTTTTGTAGAGACAGGGTTTCACAATGTTGGCTAGGC
-TGGTCTCGAACTCCTGACCTCAGGTGATCCACCTGCCTCAGCCTCCCGAAGTGTTGAGAT
-TACAGGCACGAGCCACTGTGCCCAGCCTGATGGTGATTTTCCCTATTTACTCCACATTTC
-TTGTTTGGAATTTGTTCCAAGAAAGGCCTGTCCCTTTCAGTTTTTTGTTTTGTTTTGTTT
-TGTTTTGTTTTTGAGACAGAGTCTTGCTCTGTCACCCCAGCTGGAGTGCATTGGCGTGAT
-CTTGGCTCACTGCAAGCTCCACCTCCCGGGCTCACACCATTCTCCTGCCTCAGCCTCCCG
-AGTAGCTGGGACTACAGGCGCTCGCCACCTCGCCTGGCTACCCTTTCAGTTTTAATTTAT
-TCAATAATTTATTTATATGCTTACAAATCCATGGACATTCATTTTATTCTTTGGGGCATA
-ATCCGATTTGTGTGTGTGTGTGTGTGTATGTCTGTGTGAGTGTGTGTGCACTCAAATCAT
-TGTAGCTGTGGCCACTGGGAGCTCTTACATTTTGGGTTCCATGCCCTTTTGAAATGTCCA
-CAGCTTTTTAAAAATTTTATTTTTGAGCATTTTCTTACTTCCTGGGACTACAAGATGCTC
-CAGGTTCATCTTGTATTTTCTCTCCCACATCCCAATTATCAGCCATTTCTCCAGGGAGAC
-TTGGCTCCTTTTATTGAAGATGAAATTTAGAAACTAACATCTGGGCATGGAATGTGCTTG
-CTGCTACTGGGGTGTCCCCTCTCAAAGGACAAACCCAGGATCTACAGATGTGTGTGCTAA
-GCCATGTATGTACACGCACGTGTGTGTGTATATATTTAACCTATCTGTATATATGTATTA
-TGTAAACATGAGTTCCTGCTGGCATATCTGACTATAACTGACCACCTCAGGGTCCATTCT
-GATCTGTATATATGTATCATGTAAACACGACTTCCTACTGGCATATCTGACTGTAACCGA
-CCACCTCAGGGTCCATTCCGATCTGTATATATGTATCATGTAAACATGATTTCCTACTGG
-CATATCTGACTATAACTGACCACCTCAGGGTTCATTCCGATCTGTATATAAGTATCATGT
-AAACACGAGTTCCTGCTGGCATATCTGACTGTAACCGACCTCCTCAGGGTCCATTCTGAT
-CTGTATATATGTATCATGTAAACACGAGTTCCTGCTGGCATATCTGACTATAACCGACCA
-CCTCAGGGTCCATTCTGATCTGTATATATGTATCATGTAAACATGAGTTCCTGCTGGCAT
-ATCTGACTATAACTGACCACCTCAGGGTCCATTCTGATCTGTATATATGTATAATATATA
-TTATATATGGACCTCAGGGTCCATTCTGATCTGCATATATGTATAATATATATTATATAT
-GGACCTCAGGGTCCATTCTGATCTGTATATATGTATCATGTAAACATGAGTTCCTGCTGG
-CATATCTGTCTATAACCGACCACCTTAGGGTCCATTCTGATCTGTATATATGTATAATAT
-ATATTATATATGGTCCTCAGGGTCCATTCTGATCTGTATATATGTATCATGTAAACATGA
-GTTCCTGCTGGCATATCTGTCTATAACTGACCACCTTAGGGTCCATTCTGATCTGTATAC
-ATGTATAATATATATTATATATGGACCTCAGGGTCCCCGCTGGCTTTTCCATGACTTCCT
-TATCCAGCTGTGAGAACCCTGACTCTTACTACTGTATTGACTTATTTGTGAAACCTTAGT
-ATATATAAAAGTAGTTTCAAAGTTGCTAACATGTATTGCTGTGGGAAACAATTTTACCAA
-TTGGAGTTTAGTGCTTAGATATGCAGAGTTATTTGATTCTTTCCAGAATCTAATCAAAAC
-ACTGTTTTTGGACTTACCCAGGTCAGCTCCTTTCTGCCCACTCTTTCAGCGCAGGCGTGT
-CCTGCTGTGGAACACACTCTGGGATTCCTGTGTGGGTCTGTACCCATCCTGTACCCGTCA
-GGACCCCCGGGCCCTGACTCTTGATGTTGTTCTTGCTCCTCTTGTTGATCTTGTTGTTCC
-CACAGTGAGGTCCAGTCCTGTGGGGTTTGACAAACACAGCATCACGTACCCAACTCTGTA
-GAGCCACACAGAAGACTTTCATCCCTCAAAAATGGCCCCAGTTCGGCCCCTCGGTAGTAA
-ACTCCTCTCCCCTCACTCACCCACTGGCAAATACTGATCTGTTTCTGTCCCGATAATTGT
-GTCTTTCCATATACACAAAAGTGAAGTCTGAGGGTGAGGCCCATGGCCTTGGGAAGCAGG
-CATAAGTTGGCGGGGGTGGGCACACAGGGTCACCGCGGAAGAAGATCCATGCTGCCCACA
-CAGCCACATGTGGGACAGGGCAGGACCAGCCCCCCAAGCTGTGAACCTCGCCCGAGGCTA
-TGCCCCACTCTGGAGCAGAACGGCCTCTGCAGAGCTTCCACCATGCACATAGGCTGTGCA
-CAGCCAGGCCAGGAAGGGGAGGGCCCCTGTCTGCAGAGACAGGCCCATCCTGGACAGGAG
-GGAACAGCATTCCAGGCAGATCCGCCACTGGCTGCTGTTCCCAGAGTGGCTGTGTCCCCT
-CTGCAGCGTCCATGCCGGCCTCCCCTGCCTCCCTCTGCAGCTGTCCACGCCCAGCCAGCC
-TCCCTGCCTCCCTCTGCAGCTGTCGCTCTCCACCCTCCTCTCCTTTCTTCTCTCCATCCC
-CCCTCCATCCCCCTCTCCTTTCTCCTCTCCATCCCCCTCTCCATCCCCCTCTCCATCTCC
-CTCTCCTTTCTCCTCTCTAGCCCCCTCTCCTTTCTCCTCTCCATCCCCCTCTCCTTTCTC
-CCTCTCCATCCCCCTCTCCTTTCTTCATGGCTCTTTCCCTTTCCTGCCACAACTGAACTG
-AGTGCAGGTGATTTTCGCTGCCTGCTGGCTTTATTCAGCTTCAACTTCTTGACTTTAAAG
-GTGGATGCAGGAAATGTGTGTCTTGTGTCACACATGGAAATGTTGCTGAAATAAGTTACT
-CTTCACTGATGTGGCCTCGAGGGTTTTCTGCTGGGTTTCTGGACCTTGTAAGCAAAGCAG
-ACCCTCACCCGACTGACCTCCTGGCTGTGACGATGTGTGTTTCTATCCCACACAGGGAGG
-GTGTTTATGGTCTGAAGTGAGGCCTCTCATTAACTCCTCAAGAGTCGATTGAAGCACAAT
-TTATTAGAGCCCAGAAATCATGGCAATCCATTCCCACAAGCACACAGCACAGCTAAACCA
-GCTCCAAGGAGGGTCCGAGTGTCCACAACTGCACCCCAGGCCCATTGTGCCTGCCGCTGG
-AGAGTGTGGGGCCCCTTGGCCCCTAAAGGTTTGCTGAGAAGTCACTGACATGAGACAGAT
-GGATTAATAGGAGAAACGGTATGCAAATTTATGTGATGTGTACATATAAGAACCTTTAGA
-ACGAAGACCCAACGATGGGGGAAATTGTCCATTTTTATGTTTAGGTTTAATAACGTATGA
-ACAGTCCTCTAAAAAAAGGATTGGACACAAAGGGCTTGATCTAATGTGAATAGACTGAGT
-GGGAACCCAGCAAGGTCTGTCTAGATTTGTCTTCATCTCTGAGCATTTTCTTCTCTGGAC
-GTGGGGCAGGGCCCTCTCTGGAATGACAGTCTCATGACCTACAGTCAAACAAGGGATGTT
-GGATCATTTCTCTCTAGTCAGCTCTTATATAGAAAGGTAGACAGAAAACTGAGTAATATT
-TTTAGGTTTTCTGACCAGCTTTGGGGAGAAGGGGTTCTGATTTCTGTGACCGGCCTTGGG
-GAAAAAGAGAGTCTGGTTTCTACAGCGCCTTCAGGGAGAATGAGACTGAGAGACAGGAGG
-GCAGGAGAAGGTCAGAGACAACTTTTGCTTCTGAGGCTGCTGCTGAGGACTTCATTTTGG
-GGCGTTGTTTTCTGAGCCCCAACAGAAGGAAGGAAGCCTCTCCCTCCAGGGGTCAGTCCT
-GGGCCTCAAGGGCACCCTCGAAGCAGGCAGCTCAGCTCACAGAGCTCCCCTCAGCCATGT
-CCTCCACCTGCCCTTCCTTGGTCCAGCACCTCACCTGCACACACCTGTCTGGAGAGTCCC
-CAAGGTTGGAGAGCTGCTGAGTCAGCTGGGCCGAGCACACAGCGCAACACTTCCTTGTGC
-CTCCTAACCAGGATGGGCGACACCAGCCCATTTTATGGATGGGACAAGAAGAAGCTGGGC
-TGACAAGCCCAACATAGTGGAGCCAGCAACAGGCTTTTACTCTCCTCTCTGTCTCTTTGT
-CTCTCTCCCCCACCGCACCTCCATCCGCTCCATTCTCCTCTCTGCACATCAGCTTCCCAG
-ACAATATTCTTGGTTTCTGTGGCTCCCAAACTGAAGCTTCCCCACAGTGGCTGCAACTAT
-CCAGACCTGGGGCCACACTTGGGCCTCCAGGCAGGGGATCTAGTGATCACATTCTGGTCA
-TGTCATCAGGCCAACTTGGCTGAGCTCTGCCCTCCTTATCTCTCTTCTCCCCTCGAGCCC
-TCACCCTGGTTACCTGCACAAGTAAACTTGCCCCTAACTGACCCCCTTTTCTCCCTCCAT
-GTCCCTCAATACAACACTAACTCTGGCAAAAAAGACCAGCCTGGCCAGGTGCGGTGTCTC
-ACGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCAGATCACAAGGTCAGGACATC
-AAGACCATCCTGGCTAACACGGTGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCC
-AGGCATGGTGGCAGGCACCTGTAGTCCCAGCTACGCGCAAGGCTGAGGCAGGAGAATGGC
-GTGAACCCGGGAGGCGGTGCTTGCAGTGAGCCGAGATGGTGCCACTGCACTCCAGCCTGG
-GCGACAGCGAGACTCCGTCTCAAAAAAAAAAAAAAAAAAGACCAGCCTGAAGCAGAGATT
-GGGTCCCAGCCTGGCTCTGCCTGGCCCTCTGCTCCCGCTTCACCTCACAGACAGAACGCT
-GCCCTGTGGAGGGGTCCCCGGACCCTTTGGTGGGTGCCAAGCGGGTATGGAGGCCAAGGC
-CTGAGTGGTGAGAATAGTCCAGGGGCTAGCGCTGCGTGGGGAGGGCGAGCTCAGAGAGCA
-GGGGAGCCTGACCCTGCAGGTCAAGACTTCTGTCTGAGAGAAATGAAAAGCTGGGGATTT
-TAAGCAAAGGAATGCCTTGACCCAACCCTCACAACTTACATAATAATTAACTTAAAAGGA
-ATCATAAGTTTAAACAGAAAATCTATATAAGAGGTTTACAGTTTAATTTAAAAACTATAA
-TAGGTTTATAGTTTTTAAATTAAAATTTTAAATATAGTGGTTTATAAAACTTTGAGAAGA
-AAACATAAAATCCCTATGAATGCTGCAAAAGTCACTGTTGAGAGAATGAAAACACAAGAC
-ATAGAGTTGGAGAAAATATTTGTGAATCTCATATCTGGCAAAGGAATTGTATCTAGAATA
-CATAAAGAACTCTCAAAATCCAACAGTAAAAACACCAAATAATCCAGTTACAAACCGGGG
-AAGGATTTGAACAGATGCGTCACCAAGCAAGGGATATGGATGGGAAATAAGCTTCCATCA
-GCCACCAGGGAGATGCAAATTACAGCCACTAGGAAACGCTTTTCATTCATTCCGGGATGG
-CTGAAATGTAAGCACGGAAAATGCTGGGTGCCCGCAAGAACGCGGAGCAGCAGGCACTCA
-TTCCCGATTAGCGGGAGCGCAAAGCGAAGGGGCGGCCTGTGGCGTTTTCCTGTAAAGTTG
-GGCACACGCTTCCCACATGACTCAGCAATTGCACTTCTGGGTATGTACCCGAGAGAAACA
-AAAGCTTATGTTCACACAAAAACCTACAACGCAAATGCACAAACAGCTCTATCCAACAAC
-CCTGGAAGCAACCCAAACACGCTTCAGCGGCACAGGCGCCTCCACGCGGAACCCCACGCG
-GCGCTCAGCACGGACGAGGAGGGAGCCGCGCACGCGCGGTCGGCTCGGCGAGGAGCCGGT
-CTCCAAGTGCCGCCAGCTGCGGGATTTCCTCTGCAAAAGACAAACCACAGGGAGAGCTGC
-CGGGGCTGGGTGGGGGAGCGTGACTGTGAACGGAGTTCTGGGGGTGATGTAACTGTTCTG
-TATCCACAGTGTTGCTACATGAATCTATAAATGTGTTAAACTCATAGAACTGTACACCGA
-AAAATAGCAGTTTTGCTGAATGTTAATTCAGAAATGAAATTAAAATTTTAAATTAACAAC
-AAGCAACTTTACAAGAGAAAAAAAAAAACCTCATTTCCTCCCCACAAAGCCACCTCATGA
-GCCTGGGTGGTGCCTAGCCAGTCCTGCTGCTGAACCTGCTCTGACCTGGCCTAAGGGTAG
-GACTCGAGGCTGGGAGCCAAGGGCCAACCACAGGACAGGCAGCAAGACCCGCTTCGCTGG
-TCTGTCACACACACCGCACCAAGTCGGTGTTCAGGATAAACCGGGGCACACTCTGAGCTG
-GGCCTGTCTCCGGCTTCAACCAAAAAGCCTGAGCTCTGGCAGGTGAAGGACCAGACGTTT
-CTGTGGGGCTATGGACTTGTCTGGGAGGCAGCCACCTCTAAGCCACCCAGGATGGTTTCG
-GTTGTGTTTGGATGGAGTTCTGAGTTTTGCCAGTTAAAATTCCCCCTTCAGGAGCTCTCT
-ATGGGGGTAAAGTGCAAGATTTGGGGTAGAAAAATGACAAGTCAGAGGACTGGAAGGAAC
-ATTATGGACTGTCCTCCCTTCTGCCTGAAGAGATGGGGAGACTCTCCCAGGCCATGTGGA
-AGACCTCACAGGGGGACCAACTGCTGCCTTTCAGCCTGGCCGAGGGAAGAGCCCCTGACT
-CAGCCTCCGCAGGAGGAGGTGGGCTGGAACCAAGTTTCCCTGCATCAATCCAGGCAGGCA
-GCCCCGAACAGTGCACTCCAACATGGGATAGTGAGCCAGCTTGGGGGACAGCAGCTGTCT
-AAACAGGAGCATGCAACCCCCGTGCTGAGAGTTCCCCAGGGTCACGACTACCCAGAGTCA
-GAGCTGCCCAGGGTCACAGCTACTCGAGGTCAGAGCTGCCCCAGATCAGGGCTGCCCAAG
-GTCAGAGCTGTCCTGGGTCAGAGCTGCCCATGGTCAGAGCTGTCCTGGGCATCAGAGGCG
-CAGAGGTGGGAAGGGCTGGCTTCAGGTGGGAGTTATAGGTGGGAGTTATGCTACAAAGGG
-TCTTGAAGGCCAGTGTTGTTGACAGGGTAGGGTGCCTGGGTAATAGCAGAGGAAGAAAAA
-GGCTTAGAGTTGGAGGGAAAAACATGGAGTTGGGGGAGTGCACCTGCCCCCTCAGAGACC
-ACAAAGCCTCCCCAGGGCTGGGCTGTGGCTGCTGGAGCTCCCAGACCATGCCAAGTGTCA
-GAGCCTGGGCAAGACCCTCTGGGGCAGCCCGGAACCACCAGAGGTCAGAGCTGGAGGAGG
-CTCAGCTGGGGCCCTTGCACCAGGCAGGAGGCCCAGAAAAGAGACAGTGCTCTTGAACTG
-CAGGAAGGCAGCTCCGTAGAGAGGCAAATCTCACTCCAGCTCGGGCAATACTCAACTACA
-CGGACGTGGATGCTCTCAAGGGGGCTTTGGGGCATGTGGTGTCGGCATTGGACCCAAATA
-TGGGCTCAAAGCTTTCCTTTACCATATTCCTTCTACATTTTTCTTGCAGATTGAGAAGGG
-ATAGGGAGGAGTTTAGGGAAGTGAGTGAAGCAGGAAGATGTTGACCAAGGGAAGTTAATT
-CCATAAAGAGGAGGATGAGGGGACAGAAAGGCAGGAGGAAGAGGAGGAGGAGAATCTTTG
-CACAGGGGGTGTCAGCTGATGGGGGCAGCATGGGTGCCCATGGAGCCCTTTAGGGGTCGT
-TGGTTGTGTGCAGAGAGGCCACAGCAGGCGAGGCAGGCAGTGTCTACCACCCCCAAGGAG
-ACACCAAGAATCCCTGTCCTTAGGAAGTCCCCTCTTCCTCCTCTTGAGTCTCATCTCGGA
-AAGAGGGAGCTGTCAGTCAGAGCTCAGGCCAAACACTGGGGCTAATAGGGGTGAGAGCAG
-GGACCTGTGGGGTCCTCACCACTGTCCCCTTCTCACCTTTCTGGCTCAGGCCAGGCTCAG
-CCCCCAGTGGTCTATTGTCTTTCTATCTGTCATCTATCTACCTACCCACCTATCTAACCA
-TGCCATCTATTTCATCTATTTTTATCTATCAACCATCTATCATATATCTACCTACCTACC
-TTTCCATCTATCATCTAGTTCATCTATTGCTATCTATTATCTAATTTGCCTATCAAGTAT
-CTATCCATCATCTATTTCTATCATCTATCCATCACCTGTTACCTATCACCCATATACCAC
-CTATCCCTATCTATCATCTATCTAGCCAGCAATCCACCCATCATCTACTTCATCTATTTC
-TACCCGTCTCCCACCCCCTCTCCCCACCCCTCACCAGAGAGTATGCAAGCACGACCACGT
-CAACAGGCCCTGAAGTCACAGGTTCACACAGCACGTTTTCTGCTCCATCACGTGTATGGG
-GCAGGGGGCAGCAGAGCTGGGGGAGAAGAGATAAAGGAATTATGTCAAACAGGGACTGTC
-TTGTCTGCCCCAAGGGCCTTTCCTCATCTATAAAGCAGATTTTTCTTGTAGAGCACCACG
-AGAGCTGTGAAATGGGAGTGAGGGGTGAGGCAGGCCATGGGGCCTTCCACAAGGTGGGCA
-AGATGGTTGTCTCTGGGGAACCAGCTGGCCAGAGGGGGCCAAGTGCCAACCGGTCTGGAT
-GAGAGCAAAGCAGCAGGCAGAAGGTTACAGAGGCAAGTGTCGGCACCAGGGGTGAACGCT
-GGGATTTTTCAAATCCAAGAGGCATTTCAAGTAAGGGGAAAACCTCCCCCGGGGCTGGGC
-TGAGAAGCTAGTCGGGTGATGGGATGAGTGAGAATGACAAGTTGCGTCTGATTGTCCTGG
-AGACCTGGCTGAGAACTCTGTGTGAGTGTCTTAGGTAGACGGTTACACTTGTTTTCAGTG
-AGAGTCAGTTTCCATAGAGAACTGCATGGTAGTCACCAAGAACCGAGGGGGCCCAGGAAT
-GCCCCAGCAGTGGTCTGGAAGGGCTTGTGGGGCTGAGCAGGAGGTGGGTGGGGACCGGGT
-GCAGGCAGAGGGAATTCAAGGGTACAGAGGCAGAGAGATGGTGCCGCCTGGGGAACGCAG
-CGCACCCAGGACAGAACAGGCCTGAGAGCCACACACACTCACAGCGGCTTCCCAGAGTGT
-TTGTTTTCTATGTACCAAGATGCTCCCCCAAACCCTCTGCAGCCTGTTCCCTGCCTTGGG
-GGTCCTGAGGGCCACCCTTCGGGTATGGGGTTCAGGTCGCTATTCCTTTCTCGATGCCCC
-TGGTGTGTCCATGGGATGAGCTGACTGGCCCACCTAGTGGGAGCCTGTGCACCACGGTTC
-GTGTGGCCCAGGGGAGGAGGTTTTGCCTTTCCTGGACCCCACTTTATGAAAGGAAAGCCT
-GAACCCCTGGGCCAGCTAGGGGAGTGAGCTAGGGTGGAGGGCAGTGCTGGTCATGGAGGG
-CAGTGTCCAGCCCTCTGCTCACCAGCTCCAAGAGTGATTCTGGAAACGGAGCCCAGTCCC
-TGGGCCCAAACCTTTGCCTCTGTCCTTCTTTCTCTCTACAAATTAGAGGCCACATCCCTG
-GCCGCTGAAGCCTTGTACCCTGACCCACTGTCTGAACCTGATGGAGTCTAAATGCAGTGA
-GCGGGTGCCAGCCTTCCCTGGAGCTCTGCAGAGGCAAGGAGGGGGTGGATGGAAAGACGG
-GAGTCCCTCCCCTTAGGTGAGGGGGGGAACTAGGGCCCGGGGAGATGCCCAGGCCTGGCG
-GCCGGCACACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAG
-GCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAG
-ATGCCCAGGCCAGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAG
-GAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGG
-CGCTGCAGGAGAGGAGATGCCCAGGCCTGGCGGCACACGCGGGTTCTCTGTGGCCAGCAG
-GCGGCGCTGCAGGAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTG
-GCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGT
-TCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAGGCCTGGCGGCCGGCGC
-ACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAGGCCAGGCG
-GCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGTGCTGCAGGAGAGGAGATGCCCAG
-GCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAG
-ATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAG
-GAGAGGAGATGCCCAGGCCTGGCGGCACACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCT
-GCAGGAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAG
-GCGGCGCTGCAGGAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTG
-GCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGT
-TCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAGGCCAGGCGGCCGGCGC
-ACGCGGGTTCTCTGTGGCCAGCAGGCGGTGCTGCAGGAGAGGAGATGCCCAGGCCTGGCG
-GCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAGGAGAGGAGATGCCCAG
-GCCAGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGTGCTGCAGGAGAGGAG
-ATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGGCGCTGCAG
-GAGAGGAGATGCCCAGGCCTGGCGGCCGGCGCACGCGGGTTCTCTGTGGCCAGCAGGCGG
-CGCTGCAGGAGGGGAGATGCCCAGGCCTGGCGGCCGGCGCACGTGGGCTCTCTGTGGCCA
-GCAGGCGGCGCTGCAGGAGAGCTCAGGAGCAGGGGCCTGGGCCTGCTCCGGGGGAATCCG
-CCCACCCCACCGCGGCGGCCTCTCCTGAGGTTCCCTAGTGGCCGCGAAGGGTGGGCTCAG
-GGTGAGGGGTCAGGCCACACCAGTGGGTGCGGGGATGGCTGCGGCCACGGGAGGGCGTCC
-AGGGAGGAGGCCGGAGCTCAGGCCCACTCTGCACACCCAGCCCGCCACCTCCCCCGGCTC
-TCTCTTCCTTCGTGCACATTCTGGGGCTCATGCTTCTGCTGTGGTCCCATTTAGCCAACC
-TGGCCAGCCTTTCATGCCTGCTTCATGGGTGAGACGTGGAGGCCAGGTCAGCCGCAGAGC
-CCGGGGCACACGCCGCAGCCAGCACAGCAGCAGGTGGGCGTCTGCGGCCGGGGCCAGCGC
-AGGGCCCACTGGGCCTCGGAGGGGCCTCCCTGCCGACTCTGCCCCCGTCCTGTGGCCGTA
-AGTCCACCCAGAGCGCTCGATCTTCCGTCCACCAGGCCAGGGATGCGCGCAGAGTAAGGA
-TGTGTGTGTCTACGCATGTGGGGGTGTGGGTGTGACAGGGTGTGTTCTGTGTGAGAACAT
-GTGTGTAGTGTCCACATGTCCTCTGTGCGTGAGTCCCTGTGTGTGATGTTGTGTTCTCGG
-TGTGAGTTCATGGGTGTGATGGGGTGTGTGCTGTGTGAGAACGTGTGTGTAGTGTCCACA
-TGTCCTCTGTGCGTGAGTCCCTGTGTGTGATGTTGTGTTCTTGGTGTGAGTTCATGGGTG
-TGACGGGGTGTGCTGTGTGAGAACGTGTGTGTAGTGTTCACATGTCCTCTGTGCGTGAGT
-CCCCGTGTGTGATGTTGTGTTCTCGGTGTGAGTTCATGGGTGTGACGGGGTGTGTGCTGT
-GTGAGAACGTGTGTGTAGTGTCCACATGTCCTCTGTGCGTGAGTCCCCGTGTGTGATGTT
-GTGTTCTCGGTGTGAGTTCATGGGTGTGACGGGGTGTGTGCTGTGTGAGAACGTGTGTGT
-AGTGTCCACATGTCCTCTGTGCGTGAGTCCCTGTGTGTGATGTTGTGTTCTCGGTGTGAG
-TTCATGGGTGTGACGGGGTGTGTGCTGTGTGAGAACGTGTGTGTAGTGTCCACATGTCCT
-CTGTGCGTGAGTCCCCGTGTGTGATGTTGTGTTCTCGGTGTGAGTTCATGGGTGTGACGG
-GGTGTGTGCTGTGTGAGAACGTGTGTGTAGTGTCCACATGTCCTCTGTGCGTGAGTCCCC
-GTGTGTGATGTTGTGTTCTCGGTGTGAGTTCATGGGTGTGACGGGGTGTGTGCTGTGTGA
-GAACGTGTGTGTAGTGTCCACATGTCCTCTGTGCGTGAGTCCCCGTGTGTGATGTTGTGT
-TCTCGGTGTGAGTTCATGGGTGTGACGGGGTGTGTGCTGTGTGAGAACGTGTGTGTAGTG
-TCCACATGTCCTCTGTGCATGAGTCCCTGTGTGTGATGTTGTGTTCTCGGTGTGAGTTCA
-TGGGTGTGACGGGGTGTGCTGTGTGAGAACGTGTGTGTAGTGTCCACATGTCCTCTGTGC
-GTGAGTCCCTGTGTGTGATGTTGTGTTCTCGGTGTGAGTTCATGGGTGTGACGGGGTGTG
-CTGTGTGAGAACGTGTGTGTAGTGTTCACATGTCCTCTGTGCGTGAGTCCCTGTGTGTGA
-TGTTGTGTTCTCGGTGTGAGTTCATGGGTGTGACGGGGCGTGTGCTGTGTGAGAACATGT
-GTGTAGTGTTCATATGTTCTCAGTGTGAGTTCATGTGTGTGACGGGGTGTGCTGTGTGAG
-AACCCGTGTGCAGTGAGATCGTCCCCAAAGGTAGTTCAAAGCTGGGGCCCTTTCATTTGC
-CAGGATCTAACCCAGCTACTCAGGAGGCTGAGGCAGGAGGATCACTTTAGGCCAGGATTT
-TGAGAGCAGCCTGGACAATATAGTGAGACCCTGTCTCTACAAAAAAATTTTAAAAATTAG
-CCGAATGTGGTGGGGCATGCCTGTAGTCCCAGCTACTCCGGAGGCTGAGGTGGGAGGATT
-GCTTGAGCCCAGGAGTTTGAGGTTATAGTGAGTAGTGATGGCATCCCTGCCCTCTATCCT
-GGACGACAGACCAAGAGTCCAGCCCTAAAAAAAAAATTTAATTAAAAATTTTTAAATCTT
-TAAAAATTAAAAATCTTAAATTTTTCTTTAAGATTTATAAGAGGACTCAGTAAAGGCTGT
-GCTGGCAATAACATCAAACTACTGAATTCTTTAAGAACTCCTTGGAGATTATTATTTTGC
-ATGACATAACTAAATATCTTAATGATTGACTTAATTACTTAGATGTCAGTCTGTATGTTT
-TTGGTGTCGTAAGTACAAAGCTTAGAACTGCTACTTTTAGGGCCAGGAGCAGTGGCTAAC
-GCCTGTAATCACAACACTTTGGGAGGCTCAGTCAGGCGGATCACCTGAGGTCAGGAGTTT
-GAAACCAGCCTGCCCAACATGGTGAAACCCCGTCTCTACTAAAAATACAAAAATTAGCCA
-GGCATGGTGGCAGGCACCTGTAATCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATCTCT
-TGAACCCGGGAGGTGGAGCTTGCAGCGAGCTGAGATTGTGCCATTGCACTCCAGACTGGG
-CGACCAGAGCGAAACTCCGTCTCAAAAAAGAAAAAAAAAATTACTTTTAAAACCAAGTAC
-TAGCTCATCTCTAAGTAATACTATTTAAGTAGGCAAAAGCCCCTGGAGGTCGCCTGAACT
-TTTTATACTCTTAGCTGAGGGGACAGAAGAGAAATGATATGACATTTACAGAAACCCCTA
-TGTGGCCTGGCCTCATTGGAATTTTTTCTGTTAGTTAAATAAAGACCATTTGTTTCTATT
-GATTAAAAACAAAATTATTCATATAATGGGTTCAAGAAAACAAATTATTTCCCTAATGGA
-CAGTGTAGGTCAGGACTAGAAGCAAACAAGGATCTTCTATCCCTCACACATCTCAACACT
-CAAGCAAAAACTCAAAGAAAACAATGATACTGATGGCCACGTCATGCACCGTGCTCACAC
-AAGGATGCCAAGAGGCTTCATATGTGTTCCTTACCTGGACCCTTTTCACTGGATCAGAAA
-CATGGATGTCTTAGTCTGATAGGCATCCTCTGCTAATGCATTTTAAATGATTGAATCAAT
-AATTTGATGGGCCACTTTTTATAAGATGCTACGATATCCTATGAAGCACTATTAAAATAT
-TCATTTTTCTGCACACCAGATGTGGCCCAATTGTTAATAACCAATATTGGTTCTCTGGCA
-AAAGGAGCAAAGGCAGCCCTCTAAGATATTCCTCACTGATATTCCATTTTTCAGTGGGTA
-GGGAGACATGAGTAGGAAGCAAATCTGGGTCCCTGCACCCACGATCTTGGTGCCATCAAA
-GTGCCACTGCTGGCAGGTTCCTGGGCACCATCTGAGACCAACCCCACTGTGAGGTTGAAG
-GAGGCTGATCAGAACAGTGGTCCTCCACCTCCTCCCTGACACCTTGGGAAGATGACTTCC
-CAAGTCATCTTCTATTTATGTGGTCTTATTCCCATAACTGGGGCCAGATGATCCCACCCT
-GGGAAGACTGGGGAAATACCCAGAATGCTGACCTGAAAGTCCAATTTTCCCAATGTTTCT
-ACTGTTCCCATGTCAAAAGTCTTTGGGCAAAATCTCCCAGGCTTGAGAGATTTCAATCCA
-GCCTGGATCACCTCTCCACTTCCTCCATCCCAGAGTGAAATTAAAAATCCCATCTGCTGT
-CAATGAGGAGTCCCTTCAGGCCCTAAAGTTTAGGAAGAGGAATCCCTATCTTGTCTTCTT
-CACTGTCATCCCAGCACATCAGTTACTTAAAACAACCCAATTTCAAGAACTGATAGACCT
-TCATTTCTGGACACACCAAAAACAAGCAAATTCCAGAGGATCAGCTTCAGGGTGGCAGAA
-TGGAAGGAGTAAAAGCCAACCACGGGGCCAGGTGCAGTGGCTCACGCCTGTAATCCCAGC
-ACTTTGGGAGGCTGAGGTGGGCAGGTCACCTGAGGTCAGGAGTTCAAGACCAGCCTGGTC
-AACATGGTGAAACCCCGTCTCTATTAAAAACACAAAATATTAGCCAGGCATGGTGGCGGG
-CGCTGGTAGTCCCAGCTACTCGGGAGGCTGAGGCTGGAGAATCACTTGAACCCAGGAGGC
-GGAGATTGTGGTGAGCCAAGATTGCACCACTGCACTCCAGCCTGGGTGGCGAGTGAAACT
-CCATCTGAAATAACAACAACAAAAAGCCAACCATGGGATCTGTGGCACAGCTCTCACTTC
-ACCATTAGCTCAGCCAGGACTGGCAAGGGAGTGCCGACTGGAGAATCTTATCCTCTGTTC
-CTTAGCTGTTTAGATGTATAAAGCCTGAGGGCTTGGCACCTAATTAGGGTTTCAGAGCTT
-TGTTTTTCTCTCATCTAATTACATTTGCCCTGTGGGGAAGAGCCTCTGTCCAGGAGGCAT
-TGCTCTCTGAAAATCTGTCTCAGCCCAACAACAGGTGCGAGAAGGTGAGCAGCTCCTCTC
-CCCACCAATGCGGTGAGATGCTGAGCCAGGCCCTGGCTTCTTCTTCCTCCTCTCCTTTCA
-TTATCTCTAACTCCAGTGTCAGCCCTCAAGCAGTCCCCTGCTTTGTCACCCCTGGCAAGG
-TGGGGAATGTTCTCTTAACCTGCAGCTTTCTCCTTCAGGAACAAAGCGCAGCCTCTTAGC
-AGCTAGCAATCAACTCCTGTGCTCAGGGCCTTCCAGCCAGACCTTCTGCAGTGCACCCTG
-GTAGGGGGTAAATTATCCTGAGCTTGGAAAATGTGACTGAAATCACCTCCGACAGAGGGA
-AATGGGTTTTCATAAAAGACGTTTCCTCACCTTCGGTTGCAACTCAATTCAACTGACCAT
-TTCCCACCCTGGATCTCAAAAGAAATTTCTGCTTTGCTTCTGGGTATGAGCCTGGGTGAT
-AATGAAAGGTACTTAGGAAGCCAGGCCTATTGAAGCAGCGTAGCCCTCAGAGGGGCATGG
-CTGACTTGGCTAAGAGTAGGACAGGGTGTGGGGTTGAGGAATCCATGGGGACTCAGGGCA
-TCCTGTCGCAGACACAGGAGCTGACCCAGCCACAGGGTCACAGGACAGCCTGTGTCACCA
-CAGTCTCTGTGCAGAGTCCAGAGTTCACAAATGAGATAAATGGACATTTGCTGACTGGGG
-TAACTCAGCATCTATTCACCCTATTTCTGGGAAAAGCCTCAATTTACATGTGGGAATGGA
-CCACCCCCTTATTGTTATAGGAGTTATTAAGAAATTATTTTAGGCAGATAGAGAGGAAAA
-GAGGTCCTTGGGAAGTTTTTGTTTCTTTTAAAGCAGATCCAGAAACCTTTCTTGTCTAAC
-AGGAGAGCGCCAGCTCTAAGAGTCACTGGCAAGCTTTGATATGCAAACGCAGGCCACTGG
-AAACTGAGTCCACCCAAACATGGAGATTCCAGGTTTCTTCCTTGCCCCAACAGGTGGCTG
-GCAACATGGCCGCCCCCACATATCCCCACGTGTGTAGAACATCATGGCGCCCTGCATTTG
-CATCTTAAAAGGCTAGACTGTGAGGGCCAGCTTTTTCGCAGGCTATGTGAATGACCTGCC
-TGGTCAAACCAATCCTCTGAGCCCTATGCAAGCCAGCACCGCCTCCTCCAGCCTCCTCAT
-ATAACTAGCTGATTACACCACACACACGCCCTCCCCCCACATCCCTTCTCCCCACCGGGG
-TTTTCTCTCTGTTCAAATCCCCTCTCCCTCTGTCTCTGTACTGGGGAGCTGTTTTCTTCT
-TCCTTCCTTCTTTCTTGTATATTAAACTTTTCGCTCCTTAAAACCACTCCAGGTGTGTCT
-GTGTCATTTTATCCAAGTGTGTGCTAGACCAAGAACCCTGGTGCTCCTCCAGTCATCTGA
-GCCATATCATTATCTCATTCTGTTTTTGATGGCACTAACCACCAGCATACCCTGCTCCAT
-CAGAACACTCATCCTCCTGAGCTCTGTGAATGGCTCAGGATGCACAAGTGAGAGAAAAAT
-GTAGCCAAGTGAGGAGGCAGAGAGAAACTGCCTCCTGGTAACACAGTGTGCGCCCCTGGA
-TCAAGCCATGCCTGAAGGCAGTTTATTCTGAACTTTTACAATAAGTGCTCTTTTTGTTTA
-AATCACTTTGGATTGGGTTTTTGTTCACTTGTAAGCAAAAGCACACTATGATAAAAGGGG
-ATACAAGACAAGTATCACAAATCCAGAAATGAGAAGGGCCCAACCCCAGAGCCCAGGCCA
-GTCAGGGAAGTGAAGAAACAGACAGCATCTGAGATGCCTATGCCCAGTATCCAGGGGCTA
-GGTCCATGGCCTTTGAGCCTTAAGATGCAGGAGATCCCTGTGGGGAACTTCACAACAGCG
-TAGATTCCCACTCATTCCCACAGCCAATTCTCATCCTTCAGTCTGGAAGGGGAACCAGAG
-GTTTGGTTTTTAACCAATATCCAGGCAATTTGGAAGCAGATAACACAGAGAATACTTTGA
-GAAACACTTCCCTACACTCTGAGCTGGGAGTTAAAGGACAGGGTTCCAGTCTCTGCGGTG
-AGGCAGTGGCAAGAGCTCCGTGGGCGGGAAGAATATTAGGCCAGAGCTTAGAACAGGACT
-GCAGAAGCAAGCATGGAATGGAAGCACATCTGGTGATCTGTGACATACAACGAGCCTGCA
-GATCACAGGCAATGATTTTTGGAAACTCATCACACAGTAGTTTGAAGCAGCAGGAACGAT
-TTCATCCAAAGTGCCATGAGAACACTTCCGAGTCTACAAATGCTTTCATAGGTCAATCTA
-AGCTGTTCCTCCCAACCAACCTGTCTGGCAATTAGAAATTAGGAAATTAAAACTCAGAGT
-GTCTAAATAGCATGCACAAAGCCACACAGCTCACTGGTTCAGTAGCCTAGACCTGGGTCC
-CAGTCTGTCTGACACCAAAACCCACACTTTTCAAATAATTCTCCCTTCCACCGGGGGAAG
-GGCTGGGTCTCAGGAAAGGTCTAAGGGACACACAGTGCGGGGATCAGTGAGACCCTACTC
-AGCAGGCCCAGATGAGGGAAGGGGGTGCTCCATCTGACTGCACAGGAAGGCAAGGCCATT
-TTAACTTTGCAGCATCTTCAACTCATCTGGCTCAAGAAATCCCAGCCCAGCTTGGGGATG
-GAGAGTGGAGGAACACAGGGGCACTCTTGCAAGTGAAGACTAAGCTCTGATTTTTTTTTT
-TATCTTACCCAAATTCCCTATCTAAAGGGTCTGGGGAGTGATGTCCTACAAACCATAAAT
-TCTCATCAGATGGATTTTATTTAACCCTATATATTGTGACTTACTTTCCAAACTGACTCT
-GTCATAACATTATGAGACAAGGAAGAAAATCAAAATATTTTACCCCAAAACATAGGCTTT
-TTTGTCCATATCTTGAAATGGCCCTGCAAAGCTGTCCTTTGTGGGGGAAAATTTGTATCT
-GTAAAGAATCTCTATTAACATAGCTAGATATTTTTCTTCCAGGCCCTCCCAATCCTAAAG
-AGATTAACTGAAAGTCTAGCACTTTGTTTTTTTTTTGTTTGAGACGGAGTCTCACTCTGT
-CGCCCAGGCTGGAGTGCAGTGACATGATCTCGGCTCACTGCAACCTCTGCCTCCCGGGTT
-CAAGCGATTCTCCTGCTTCAGCCTCCTGAGTAGCTGGGACTACAGACGCCCACGACCACA
-CACAGCTAATTTTTATATTTTTAGTAGAAATGAGGTTTCACCACATTGGCCAGGATGGTC
-TCAAACTCCTGCCCTTGTGATCCACACCCACCTGGGCCTCCCAAAGTGCTGGGATTACAG
-GCGTGAGCCACCGTGCCTGGCCAAGTCTAGCACCTTTTAAAGATCTGAATAGGAAACATT
-TGCCATCTATTGTCTCTGAGGACAGCCTCTATAAGACTTCAAAAGAACCTTGGTCTCCAC
-CATCTTTTATCTTAACTTGAAAATTCCCTTTCTATGGATCCCAGGTCTTTAGACAAACTC
-ACTGAAATTTACCTATAGCCTGGAAGCGCCCCTCTCCTCCTGCTTTGGTCCCACCTTTCT
-GGACCAAACCAGTGTATTTCTTAAATGTACTTGATCGATGTCTCATGCCTTTCTAAAATG
-CATAAAACCAAGCTGTACCCCGACCACCTTGGACACATGTTCTCAGGACCTCCTGAGGGC
-TATGGCAAGGGCCGTGGTCACTCATATTTGGCTCAGAATACATCTCTTCAAATATTTTAC
-TGAGTTTGACTCTTTTCGTCTACAGGAGCAATGGAAATGATTTTCTTTGATCACAGTGTC
-AGCTCCTGACATTGGGTTGCGCCCATCTGTGCTGTGGACTCTTCCCTCGGAATGAGAGAG
-GGAGATGGCTCCCAGTGTGGTTGGAAGTCACCCCGCCCCACAACAACACAGTGCAACAGG
-CCCCAGCTTCACGCCCATTCAGTTCAGGACAAGTTTTTTGGAGCATCTACTCTGGGCCAG
-GCCCGTAGGATACTAAGATGAAATAGAGACAGTTCCTGCCTTTGAAGGGTGGTGATTTAC
-CGGTGGGGAGAAAGGAAGAGGCCCATGAAAAGTCGTGTCTGTAGAAGGTAAGAAGGGGCA
-CAACCGCCATGGCAGGGGAGTCACAAAGGAGAAGCACTCAGCCTGCCGAGAGGTCCCAGG
-ACTTTCCTGGAGGATCAGTCCCCAAACTGACTGTGACAGGGAGCTATACCCAGATAACAG
-CAGAGGCCCAGAATAAGAAAGAGTCTGTGAGTGGGCAGAATTCCCTCCAGGGTCATGAGG
-GGAGCTGACTTCTGATTAGGGCATTTCATCCTTCTCTGAAATGCAGCTGAGAACTGGTCA
-GCCTCACTCCCTTGCTGAGACCAATAGCAACCCCTGATGATCTCGCCACAGGTCCAGCAG
-GTGCCCCATCCACACTTTGTCCCCAGCCCCTACCAGGAAGCTCCAAACACCTACCTGAGG
-GGCCAACTCTGATTCCCAAGGAGGTGACACCTCCTGCCCCTTGTTGATAGAACATTGATA
-AGGAAATAGGACTGAGTTTTAAGCTTCTTTCCATGTCAAATATTTAAAGGCAATATAATG
-TTCACGTTTAAATAATATTTCATGTGTAATTAAACAATCCCTTATTGTTAAATAGATGGG
-TTCCAATTTTGAACTGCTATAATCTGTGTATGTGTCCTTGATTAAATCCTTAAGAGAAAT
-CCCTAGAAACATTATCTTAGGGTCAAATGGCTTGGATATTCTGTAAACTGCTGATAATTA
-TGGGAAATTGCCTTCCAGGAAGGTTATAACAATTTGCCTGATCCCCAGCAGCAACAGACT
-TTACAAAGTACTCAGTATCTAATATTTAACTTTGATAAAGATAAGCTTCTCCCTTCTTTT
-TCACTTAAAATGCTGTGTCCCACCTCACTTTTCAGTGTCTCTTCACACTGACTAGACGGT
-TGGCTAATACTTCAGAGCTTGCAGAGCATCTTTATACACTTTTAATCCTCCTAACAACCG
-TGAGAGATGGAGCTTACTATTATCATCCGTGTTTGCAAATGAGGCCCTGAGAAGTTGAGT
-GATTTCTGTAAGGTCTCAGAGCCAATAGACACTGGTAATGAAATAAAATGCAAGGCCCCT
-TATCTTTGGAGCCCAGTGTTCCTTCCACATAGGTGGTTCTCCACCCAGGCTGCCCAGGAG
-AATGTGGAATCTCCAGCAGTTCTGACTTAACTGGCCTGGTGTGGATGTCTGTGATGGGTG
-AACATTCCCAGACCCTTTTAAGAACGTGATAGAAGTGGTAGACCCACTTCCCAGAAAAAG
-GGACGCACAACAAAATAATTGTCCTGAGTGGGTCTGACAGAATCAAGTGAACCCTTTAAA
-TCTGGATCTAGAGGTCAGAGACTGAGAATGTCAGAGATGCAAAAGAGATTCAGTGCAAGA
-GAAATCCTCCTACTGGTTTTGAAGATAGATGTTGGCACCCTGTGTCAACAACCTGAGAGT
-GGCCTTGAGTTGCTGGGAGCACCCCAGACTGACAAACAGCAAGAAGAATATGGGGACCTC
-AGTCCTACAACCACAGGAACTGAATTCTACTGACAACCAGTGAGCTTGCAAAGAGGACTT
-GGAGCCCCAGATGAGAAGCAACCCTGGCTACCCCGATCTCAACCCTGTGAGATCCTAAAC
-AGACAATCCAGCCATGCAACACCCAAACTTCTGACCTATAGAAACCCTGAGATAATAAAT
-GGGCATTGCTCTAAATCACCAAGTTTGTGGTAATTTGTTACACAGCCATAGGAAGTGAAT
-CGACCCGATGTATCTGAGCACCTGCTAGGTTATCATTAAGATTACTCTTCAAAGGTAAAA
-ATTATTTTTCAAAATGTTTCTGCCCTACCTTCCGTGAGCATCTGGTGATGGATGGACACA
-CACACATAAAGGTAGACTGTGTTTAGGTGGGCATGGTGGTGCATACCTGTGGTCCCAGCT
-ACTCAGGAGGCTGAAAGAGGAGGATCACTAGGGCCCAGGAGTTCAAGGCTGCAGTGAAGC
-TGTGATTGAGCCATTGCACTCAAACTTGGGCAACAGAGCAAGACACCAGCTCTAAAAAAA
-AAAAAAACTGCTGAATGCTATAAATAAGATTGGAACTTGCTCTGCTTTTACAAGACCACT
-GTTAGATGACCACTGACAAGAAGACTGTGAGCTGGTCTCTGTAGGAAGCAGGGGCCTGGG
-CAGCTCTGGGGGCACAGGAGACAGGCCTGGGGCAGAGACACCTCAGGGCATTTTCAGAAG
-ACAGCCAAAGCAGCCATTCCAGCTTGTCCAGGTAGATGGCAAGTCAATGGGAAATCATTC
-CAGGAAGGTAGGGAAAGATGGAATTCTGGAGAGCATTGGACCTCAGATTGGGAGTCTGAA
-CGTCTTTCCATATGCATCAGGAAGCCATGGAAAATTCACAGACTGGAGTGACTTTGGCAA
-AGGTGGGATTTAGGAAGACTGATCAAGGCACGGGATAGACCCATGGATGAATGGCCTTCT
-GGTCAGTTTGTCCCTGTGGTTTTCTATGCTGAGGAGGTGGGAATGTGCTGGGTGAGTCAG
-CTGTGGATTTGTGTCCCTGCCTCACCTCACTCCCCACTGTCGTGGATTTGTCGGCTCATC
-TTTAGTGCGCTCCCTGAAGAAACACTCAGTTCACTCAGCTTGTTTCTAACCCAAAACACT
-CTGCAGGGCCCATCCTCTTGTCTTTGCCTGGGGATGCCAGACCATGCACTGCGGATGCCT
-TCCGCCTTAGCACTAGTGGGCTAAATGATGACTGCCTTGCTGTCCCAACACCACCCATCA
-AAGGGAAGACATCACCACTGGGGTCAGTACAGCCCAAGTGACAAACTCTATTCCCTCCTT
-TCTCTCCATCCCATGGACCCTTGATTTGCTAAGTGGGAAGACACTTTCTCGTGGTTCAAC
-ATCACCTAATCTGCACAATTGCTTCTGCAGGCTAATTCAGCCAGAAACCCTGGATATCTG
-GGCAGAAGCGCATGGAACTTTTAGAAGGATTACTACTGCTTTTAATATTCCCTCTGTCTT
-GAGTCAGACCACCACCAAGATCAGAGTTAATATTATATATCAAAGTCCTGCCATCAGCCT
-GTAGGATTTATTACTAGCATCTCTCCACTTCAGAGCTATGGGAACCAATGGAATTGGATC
-TAAGGTTTTGAGTTGGCTCTTGTGCATGGAAATTTGATGCAAACACTCTAATTTATTGGC
-CCTAAAGGGCTTTGGCAAGTCATTTTGGCAAGTCACCCACTGAACACAGAGTGAAATTTG
-CAGAGGTTTCCCCTCTGCTCGAACAGTGGTGTTCTCAGCACGTACAGGGAAGTTCTGCCC
-CCTTCCAGCCAGGTGAGCTAGGGGATTTTGCCTACCCTTTCTGAACCTCAGTTTTCTCAT
-CCATAAGATGGGAATAAAAACATGGTCCTGGATGTATGTCTCATGCTAGGCACTGAGGCA
-GGGTACTCTCTCCCCTGAATGCCTTGCTATTGATGCATCACCAGTAAGGCATGCATTCAT
-TGCACAGAAACTTAGGCATATGCCTACCAACATGCCCGATGTTGTGTGAGGCCTGACCGC
-TGTGAGGATGGACTTCCATCTGTGTGAATGGATTCATGAGACCAGCCCTCACTCTCAGGA
-CTGAGGGCATTGGTGCTCTAACTTGTCTGAATATGGAATCAGCTGGAGAGATTCTGTAAA
-TTACCAGTCCCATTCCACCCCTGAGATCCTGATTTCATCGGTCTTATTTCATTGCAGCCT
-GGTCGTTGGGATGTTTAAAACTCTCCCTAGGAATTCCAATGTGCAGCCAAGTTTGCAACT
-ACACGGAGCCAGGTTAGTGGTGCGGTCAGCATGGTGATAATTGGGCTCATGAACCCATGA
-CCTCAGCTTCATCAGGAGACCCACTGTAAGTACTGGCCCAACAGGAGGGAAAGGAGCTGA
-GTCAGATGATACCACTGAGGGGCATGAGCAAATGAAAAAACAGGAACCCAGCCATGAAGC
-TCGGCCTGAGTGTTGGAGATGCCACTATAGAGACCCTGGTCTTAGCAATCCAGACTTTTC
-CCCAGCAGAAGGGAGAGGCGAAGATTATCCTGGCCAGGACTGTGTAAGGCCTTTGAAGGT
-TGACCATCCATCTCACCCTGCTGTTTCCCTCCTTCCCTGCAGAACAGCCGTTCACCTGAA
-TGTTCCAGGCTTTTGGTTAACAACCCCTGGTCTTTTGTACCCATTCACACTCAAAATCAG
-GGGGAATTCCTTGAAATGGTTAAAATGCAAAAGTGAAATTTAGAAGCCCTATGAATGAAA
-CAACAATCCAACAAAAAATTCCCAACACTTTAAGCAAATGCTTTTCTGGCAGAGCCTTCA
-AATTGCTACTGTCCCACTATCTTCTGGAATCGTGTGTGTGTGTGTGTGTGTGTGTGTGTA
-GAGCAACAGGTGAAGCAGCAACCATAAGGTAGCCTACTTCAGGTCTGGCACCTCTTTTCA
-CTGCTGTCATGCCCTCTTCACTGAGATCCTGACTTAAATATGTACACATGTGAATGCTGA
-TTTCTTAGCATGAATTTTAACTCAGCTGTTGCTCGAGCATCAATGATTCCCAATTCCCAT
-CAGAGTGAATGGCCCCTTCCTGGTCTCTGCAGTCAGCCCTCTGAAGCTGCTCAGCTGAAC
-CCCTGGGAGCTGAGGGGCCAACTCTGACTCCCAAGAAGGTGACCTCTATCTCCCTTCCAG
-GGCCAGAGATGCAACATCACACACACACTGTCTTTGGAATGTGTGATTAAGCTTTTGGCT
-GCCAGTAGCCTGACAGCTTCCAGCAGCTTTGTCTGCCACCGTGTCCACTTCTCTGTGCCA
-AAGTCACTGAAACAAAGGGACTGCAGATGTTGCTGTGAAGTCTTTCCGATTCTCCAGGAC
-AGAGGAAAGCACTACATTGGGTGGGGGGTGGAGTGGGGATGATGGACTGTGGGAAACCTG
-CATGATGGGCATGAAACAATAAAAATGAAGCTGATTTTCTTCATAGCACTTGCTGCCATA
-GAGATACATTTGTTTCTGTGACCCTCTCACTGGAATGTAAACTCCCTGAAAGCAAGGACT
-TGGCTTATTGCTGTATCCCAAGAGCCTGACACAGTGCCTGGCACATGGTAGACACTCAAT
-AGATGTTTGAGATAGGGAGGGAGGGAGGCAGAAAGGGAGGGAGGCAGAAAGGGAGGGAAG
-GAAGGAGCAAGGAAGGAAGGAAGGAAGGAAGGGAGGGAGGGAGGGAGGGAGGGACATAGA
-CAGTGGATTTGGATAGACTTGGCTTTAATCCTTTCTGTAGCAATTCTAGCTGTGTAAAAA
-TACGCGAGTGAGTCATTTATTTTCTTTGAGTCTCTTTCTTCATCATAGTACCAATTAACA
-GGGCTGGGGTAAAGAGTGATACATGTAAGGTTGCTAGCACTATTGGCAATCAAAACATGA
-GAGCTACTTATTTACATTGTGAGTATTGCTACTACTGATATTATCATTTCTGGACATTAC
-TAATGATGTGAGCACTGGCCTTTCATCAGAGATTACTGGATAAGGAACATTTACCGTCTT
-GTCTCTGCTCATTGTGCTAAAGTTCCTTCTTTATCCAACAACACTTTCTCCTGTTTTCCC
-AATTTAGTGAAAGGATTAATCTTTTCACTCTCATTCTTCCTGTTTTGTTTCCCATAATAT
-GGGTCCCATCCTTCCTCATGAGATGGGTATCTCAGCAATTGAGCCCACCCCACCCACATA
-TTTGACCCTGATCCAAGACCCTCATTTCTGGGAATGAACCCCAGATCAGCCATGATAGAG
-GATAGCCTGGTTTTATCTTTTTGCTTCTGAGCAGGATCCAACAATTCTCATAAAATTTTC
-CCCAGCCTGTTCAGTGGAATTGTCAAAGCATCATTTTCAAAAAGTGAAAACATGATTCTT
-ATATAAGTCTATAGGGAGTGTGTATAAAGATCTGTTTACTTCACAAAAGAAAGAACCAGA
-GGATGGTAAAGCTGTTTGAAAAGAGAATTGGAAGGAGAAAGATTTGGATAGACCATCAGA
-AACAGCATGCTGACATAAGTTTGCTAATTTGGAAACCTCACTCATTAATGTCCTGTGGAG
-CAATAAAATCTTTTTACAGGACAAAAATCATTTGTATCTCTACCAGACAAAAATTAACAT
-GTAACTTGGCAGAGTCTGGGCCCTAATCAATAGTAAATAGTAAGTCAAACAAAAGTACCT
-TCCCTTAGAGAGTTAAAAAAAGCTTTGGTGGTTTGTTAGGCAACCTTCCAGTATGGCATT
-AGAAAGACGTGCAGTCATCCTATTTTTACTTCCAAGTTTGGGATACTTTTTTTTTTGAGA
-TGGAATTTTGCTCTTGTTGGCCAGGCTGGAATGCAGTGGCATGATCTCACCTCACTGCAA
-CCTCCACCTCCCTGGTCCAAGCAATTCTCCTGCCTCAGCCTTCCCAGCAGCTGGGATTAC
-AGGTACACACCACCACGCCTGGCTAATTTTTGTATTTTTTAATAGACACAGGATTTTACC
-ACGTTGGCCAGACTGGTCTCAAACTCCTGACCTCAAGTGATCCGCCCACCTTGGCCTCTC
-AAAGTGCTGTGATTACAGGCATGAGCCACCATGCCTGGCCAAGTTCAGGATACATTTTTA
-AAACAAAATTGGTCCCCCTCAGCCTGGTGGATGTCCCTGCAGAATTTAAAAATACTATTA
-TGTTCTAGATGTCTGATGCTGTCAATTCTCAATGGCCAGAAGAGGGCATCTGCCCAGATC
-AGTTCAGGTGTCTATCCCTGGTCTGATCGCCTGTGCCCACGGTAGCGTATCAGGTACACG
-GCGCTGTTTCTTCCCTGCTATTGGTAGAACAGCTTTTCCAAGAAGGGGATAGGCTGGAAT
-GGAAGAAAAGAGTCCAAAGAGGAAGGAACCACAACAGAAAGAGAATTGCTTTCCTTTCAG
-TTGTGGGAGCACCAGCTTAATGCCTCTTTTCCACATTTGCCCAGCAGAGGAAATGTTTGG
-GCCGAATGACAGAAAACCTAGGGTAGCCTTTTTGGTGCCTCCTGACAATCACAGAAGCAG
-GCTGGGATCCTACCCAGGTATGGCAGAGCAAGTGAGCCCACCTAGGTGGGAATCCTTACC
-CTCCTAATCCTGCAGGTTCACTTCACAATCTTGTGTAGACCTTAAACCATTGTTTAGACA
-GTTATATGAAATGGGGTATTTTCTAGAGAAAAGGACAGTGAATGGGGATATGGGGATTTT
-TTTTTTTTTTTTTTGAGACAGAGTCTCACTCTGTCGCCTAGGCTGGAGTACAGCCATGCT
-CCCAAGCCATGCTTCCTGTATGGCCTGTGGAACATAGAGTCAATTAAACATCTTTCTTTT
-TTTTTTTTTTTTTTTTGAGATGGAGTCTCGCTCTGTCACTCAGGCTGGAGTGCAGTGGTG
-TGATCTTGGCTCAATGCAACCTCCACCTCCAGGGTTCAAGCAATCCTCCTGCCTCAGCCT
-CCTGAGTAGCTAGGATTACAGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTG
-TTTAGTAGACACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCTAACTCCCGACCTCGTG
-GTCTGCCCACCTCGGCCTCCCAAAGTGCTAGGATTATAGGCATGAGCCACCGCGCCCGGC
-CCACCTCTTTTCTTTATAAGTTACCCGGTTTCAGGTAGTTCTTCATAGCAATGCAGACTA
-ATACAACTACTTTGAGTCTCACCTTTCCTTATTTGGAAAAATATTTCCATTGAAGTGTTA
-TGGTGAAGATTCAATACAATTAAATGATATAACATATGTAAAGGGCTTAGCAATAACCCA
-ATGGCTAATAAGCAGCCAAGGAGTGGTAGCTCTCAGTATAGTCAGCCTCTAAGAAGAGAG
-CAAATGTTTATTTTCAAGAAGAATTATGCAGAAAGGGCCACTTTCAGTCTACCATCCCCC
-CAGATTCCTTGAAGGCAGGATGATGTGAGCAGCAAGGGAAGAAAGGGGAGTGGGCACGAA
-ATACTACAGAACCTGCAGGGAACGAAGTCCCTCTGTCTGTGTGTGCCTATATCAATAACT
-TAAACTTACACATTCATGAGATGCACTGTGTTTATTAGGATGTACATGTGTCCCTAAGAA
-TCTGAGAGCTCCTGAGAGACAGAGACGGTGTCTTACTCATCTGCTCTCCCCAGGTCCTCG
-CTTACTACCTGGCACTTATTGGGTAATAAATGTCTGTTGAATGCATGAAAAAAGAAAGGT
-AGGAAAGGTGTGAAGGAGAAGATGGAGGTCATGACCAGTAGAAATCTCAGCAGTTCTGCC
-TGGGCTCCATGTCATCTCCCTGCTATTAGGCCCATCAGAATGTAAGCACAAATGCCTAGA
-GAATGACAAGCTTCTTTGGGACTCTGCTGACTAGACATGACATAAGACTGGACAGCTCCT
-GGGGAACTTCCAAGAGCTGGCTCCAGGCAGTGACTAATCCTAGGAGCTGCTGGCTTGGCT
-GCCTCTCTCCCTTCCTTATTTCCAAGATTGGTCACCTCCTGCTCTGAAATAGCAATTGAT
-TTTCAGACATGAGTTGATAGAACCATGATTTTCTAATACTGTTCCAAAGAGGCTAAAGTA
-CCTCTGAGGAGCAGTGCAGGCTAGGATCAAACTCTCCCTACCTTCCACTCCACTCCCTAC
-CTTGCCCCTCCACCTCTGCCCACTTTCTATTTCTTCAGGCACAGCAGCTTCTACCTTATG
-GATTACAAATTCTGATCATCTATGGTTGCATTAGGAAAAGAGTACTGCTACTTTCATTTT
-CTTTTCTAACCACTGCCCTAGAAGAATAACACCTCACATTCTCTGGTAGACTGAAGCCTG
-CAGCTGCAAGGATGCTCAGAAAACCAGACTTCTATTCATTGGCCACTTGCTGCACGCTCT
-GTCCCTCGATCCTTGCAACGTACCTTTGAGGTAGGCACAAAAATTCCCATTTACAAGTGA
-GAAAACCAAGGCAAAAGAGGTTCAGTTTATTTCAGGCTCAAATGTGCTTCCAATAGCTTA
-TAGCCTCTACAGCTAGTGTTTGAACCCAGGTCTGAAACAAATAGGATTGACAAGGGGAGG
-GAAAAGAGGAACAGAAATTCTTTTCTATAAGACAATTGTTTATGCAGCCAGGATTTCTTA
-AAATCCAGTTTGTGCCTACGGACATAATCTTTGAATTTGCTTTGTTTCTCGATGAATAAC
-TTGGAAGCTATTCAAATAACTTGGAAGCTTCCTTTAAAAGGAACATCAGGAGGTGATTTT
-TGACTAACCCTAGGTGTCCTTTCTGAGCCAAATAGATTTTCAAATAAGAAAATGAGAGGA
-CATGAGCTTGAGGAAAATGATAGGCATTCCAACCTCATCCGCTTGCTGACGACCTCCACG
-TGATTTCAACAATGATTTCAAATATTTCACTTTTTAAGTCAGTGTGACTTAAGTATGAAA
-TTGCCTCTCCCTAAAGCTCCCCTAAGGCCTAAACAGTCGTCATTACCATAGCTGTGACAG
-GGAGACTGTTGAATTTATAATCTATTGGCCATTCACAGCATAGCGTATAAACCTAGCTCA
-TGATTTCTTTGCAATAGAAGTGTACTTTTTCATCACATTCCCTTCACAACTTACTCACCA
-GATCAGACTTTGAGCTCTCCTCCTGGCTTAGCCTGGATCGTTTGAAATGGTCATCCATCC
-TTTGGCCCCAATACCTAAACTAAGGTCTATGAACAATAAGATGATTTTCTTCAGTGGGAC
-TTTTTTGTTTAATATATTAGATTTGACCTTCAGCAAGGTCAAAGGGAGTCCGAACTAGTC
-TCAGGCTTCAACATCGAATACGCCGCAGGCCCCTTCGCCCTATTCTTCATAGCCGAATAC
-ACAAACATTATTATAATAAACACCCTCACCACTACAATCTTCCTAGGAACAACATATAAC
-GCACTCTCCCCTGAACTCTACACAACATATTTTGTCACCAAGACCCTACTTCTGACCTCC
-CTGTTCTTATGAATTCGAACAGCATACCCCCGATTCCGCTACGACCAACTCATACACCTC
-CTATGAAAAAACTTCCTACCACTCACCCTAGCATTACTTATATGATATGTCTCCATACCC
-ATTACAATCTCCAGCATTCCCCCTCAAACCTAAGAAATATGTCTGATAAAAGAGTTACTT
-TGATAGAGTAAATAATAGGAGTTTAAATCCCCTTATTTCTAGGACTATGAGAATCGAACC
-CATCCCTGAGAATCCAAAATTCTCCGTGCCACCTATCACACCCCATCCTAAAGTAAGGTC
-AGCTAAATAAGCTATCGGGCCCATACCCCGAAAATGTTGGTTATATCCTTCCCGTACTAA
-TTAATCCCCTGGCCCAACCCGTCATCTACTCTACCATCTTTGCAGGCACACTCATCACAG
-CGCTAAGCTCGCACTGATTTTTTACCTGAGTAGGCCTAGAAATAAACATGCTAGCTTTTA
-TTCCAGTTCTAACCAAAAAAATAAACCCTCGTTCCACAGAAGCTGCCATCAAGTATTTCC
-TCACGCAAGCAACCGCATCCATAATCCTTCTAATAGCTATCCTCTTCAACAATATACTCT
-CCGGACAATGAACCATAACCAATACCACCAATCAATACTCATCATTAATAATCATAATGG
-CTATAGCAATAAAACTAGGAATAGCCCCCTTTCACTTCTGAGTCCCAGAGGTTACCCAAG
-GCACCCCTCTGACATCCGGCCTGCTCCTTCTCACATGACAAAAACTAGCCCCCATCTCAA
-TCATATACCAAATTTCTCCCTCATTAAACGTAAGCCTTCTCCTCACTCTTTCAATCTTAT
-CCATCATGGCAGGCAGTTGAGGTGGATTAAACCAAACCCAACTACGCAAAATCTTAGCAT
-ACTCCTCAATTACCCACATAGGATGAATAACAGCAGTTCTACCGTACAACCCTAACATAA
-CCATTCTTAATTTAACTATTTATATTATCCTAACTACTACCGCATTCCTACTACTCAACT
-TAAACTCCAGCACCACAACCCTACTACTATCTCGCACCTGAAACAAGCTAACATGACTAA
-CACCCTTAATTCCATCCACCCTCCTCTCCCTAGGAGGCCTGCCCCCGCTAACCGGCTTTT
-TGCCCAAATGGGCCATTATCGAAGAATTCACAAAAAACAATAGCCTCATCATCCCCACCA
-TCATAGCCATCATCACCCTCCTTAACCTCTACTTCTACCTGCGCCTAATCTACTCCACCT
-CAATCACACTACTCCCTATATCTAACAACGTAAAAATAAAATGACAGTTTGAACACACAA
-AACCCACCCCATTCCTCCCCACACTCATCGCCCTTACCACACTGCTCCTACCTATCTCCC
-CTTTTATGCTAATAATCTTATAGAAATTTAGGTTAAATACAGACCAAGAGCCTTCAAAGC
-CCTCAGTAAGTTGCAATACTTAATTTCTGCAACAGCTAAGGACTGCAAAACCCCACTCTG
-CATCAACTGAACGCAAATCAGCCACTTTAATTAAGCTAAGCCCTTACTAGACCAATGGGA
-CTTAAACCCACAAACACTTAGTTAACAGCTAAGCACCCTAATCAACTGGCTTCAATCTAC
-TTCTCCCGCCGCCGGGAAAAAAGGCGGGAGAAGCCCCGGCAGGTTTGAAGCTGCTTCTTC
-GAATTTGCAATTCAATATGAAAATCACCTCAGAGCTGGTAAAAAGAGGCTTAACCCCTGT
-CTTTAGATTTACAGTCCAATGCTTCACTCAGCCATTTTACCTCACCCCCACTGATGTTCG
-CCGACCGTTGACTATTCTCTACAAACCACAAAGACATTGGAACACTATACCTATTATTCG
-GCGCATGAGCTGGAGTCCTAGGCACAGCTCTAAGCCTCCTTATTCGAGCCGAACTGGGCC
-AGCCAGGCAACCTTCTAGGTAACGACCACATCTACAACGTTATCGTCACAGCCCATGCAT
-TTGTAATAATCTTCTTCATAGTAATACCCATCATAATCGGAGGCTTTGGCAACTGACTAG
-TTCCCCTAATAATCGGTGCCCCCGATATGGCGTTTCCCCGCATAAACAACATAAGCTTCT
-GACTCTTACCCCCCTCTCTCCTACTCCTGCTTGCATCTGCTATAGTGGAGGCCGGCGCAG
-GAACAGGTTGAACAGTCTACCCTCCCTTGGCAGGGAACTACTCCCACCCTGGAGCCTCCG
-TAGACCTAACCATCTTCTCCTTACACCTAGCAGGTATCTCCTCTATCTTAGGAGCCATCA
-ATTTCATCACAACAATTATTAATATAAAACCCCCTGCCATAACCCAATACCAAACGCCCC
-TTTTCGTCTGATCCGTCCTAATCACAGCAGTCTTACTTCTCCTATCTCTCCCAGTCCTAG
-CCGCTGGCATCACTATACTACTAACAGACCGTAACCTCAACACCACCTTCTTCGACCCAG
-CCGGAGGAGGAGACCCCATTCTATACCAACACCTATTCTGATTTTTCGGTCACCCTGAAG
-TTTATATTCTCATCCTACCAGGCTTCGGAATAATCTCCCATATTGTAACTTACTACTCCG
-GGAAAAAAAGAACCATTTGGATACATAGGTATGGTCTGAGCTATGATATCAATTGGCTTC
-CTAGGGTTTATCGTGTGAGCACACCATATATTTACAGTAGGAATAGACGTAGACACACGA
-GCATATTTCACCTCCGCTACCATAATCATCGCTATCCCCACCGGCGTCAAAGTATTTAGC
-TGACTCGCCACACTCCACGGAAGCAATATGAAATGATCTGCTGCAGTGCTCTGAGCCCTA
-GGATTTATTTTTCTTTTCACCGTAGGTGGCCTGACTGGCATTGTATTAGCAAACTCATCA
-CTAGACATCGTACTACACGACACGTACTACGTTGTAGCCCACTTCCACTATGTCCTATCA
-ATAGGAGCTGTATTTGCCATCATAGGAGGCTTCATTCACTGATTTCCCCTATTCTCAGGC
-TACACCCTAGACCAAACCTACGCCAAAATCCATTTCGCTATCATATTCATCGGCGTAAAT
-CTAACTTTCTTCCCACAACACTTTCTCGGCCTATCCGGAATGCCCCGACGTTACTCGGAC
-TATCCCGATGCATACACCACATGAAATATCCTATCATCTGTAGGCTCATTCATTTCTCTA
-ACAGCAGTAATATTAATAATTTTCATAATTTGAGAAGCCTTCGCTTCGAAGCGAAAAGTC
-CTAATAGTAGAAGAACCCTCCATAAACCTGGAGTGACTATATGGATGCCCCCCACCCTAC
-CACACATTCGAAGAACCCGTATACATAAAATCTAGACAAAAAAGGAAGGAATCGAACCCC
-CCAAAGCTGGTTTCAAGCCAACCCCATGGCCTCCATGACTTTTTCAAAAAGATATTAGAA
-AAACCATTTCATAACTTTGTCAAAGTTAAATTATAGGCTAAATCCTATATATCTTAATGG
-CACATGCAGCGCAAGTAGGTCTACAAGACGCTACTTCCCCTATCATAGAAGAGCTTATCA
-TCTTTCATGATCACGCCCTCATAATCATTTTCCTTATCTGCTTCCTAGTCCTGTACGCCC
-TTTTCCTAACACTCACAACAAAACTAACTAATACTAACATCTCAGACGCTCAGGAAATAG
-AAACCGTCTGAACTATCCTGCCCGCCATCATCCTAGTCCTTATCGCCCTCCCATCCCTAC
-GCATCCTTTACATAACAGACGAGGTCAACGATCCCTCCTTTACCATCAAATCAATTGGCC
-ATCAATGGTACTGAACCTACGAATACACCGACTACGGCGGACTAATCTTCAACTCCTACA
-TACTTCCCCCATTATTCCTAGAACCAGGCGACCTGCGACTCCTTGACGTTGACAATCGAG
-TAGTACTCCCGGTTGAAGCCCCCATTCGTATAATAATTACATCACAAGACGTCTTACACT
-CATGAGCTGTCCCCACATTAGGCTTAAAAACAGATGCAATTCCCGGACGTCTAAACCAAA
-CCACTTTCACTGCTACACGACCAGGGGTATACTACGGCCAATGCTCTGAAATCTGTGGAG
-CAAACCAGTTTTATGCCCATCGTCCTAGAATTAATTCCCCTAAAAATCTTTGAAATAGGG
-CCCGTATTTACCCTATAGCACCCCCTCTACCCCCTCTAGAGCCCACTGTAAAGCTAACTT
-AGCATTAACCTTTTAAGTTAAAGATTAAGAGAACCAACACCTCTTTACAGTGAAATGCCC
-CAACTAAATACTACCGTATGACCCACCATAATTACCCCCATACTCCTTACACTATTCCTC
-ATCACCCAACTAAAAATATTAAATACAAATTACCACCTACCTCCCTCACCAAAGCCCATA
-AAAATAAAAAACTATAACAAACCCTGAGAACCAAAATGAACGAAAATCTGTTCACTTCAT
-TCATTGCCCCCACAATCCTAGGCCTACCCGCCGCAGTACTGATCATTCTATTTCCCCCTC
-TATTGATCCCCACCTCCAAATATCTCATCAACAACCGACTAATTACCACCCAACAATGAC
-TAATCCAACTAACCTCAAAACAAATGATAGCCATACACAACACTAAGGGACGAACCTGAT
-CTCTTATACTAGTATCCTTAATCATTTTTATTGCCACAACTAACCTCCTCGGACTCCTGC
-CTCACTCATTTACACCAACCACCCAACTATCTATAAACCTAGCCATGGCCATCCCCTTAT
-GAGCGGGCGCAGTGATTATAGGCTTTCGCTCTAAGATTAAAAATGCCCTAGCCCACTTCT
-TACCACAAGGCACACCTACACCCCTTATCCCTATACTAGTTATTATCGAAACCATCAGCC
-TACTCATTCAACCAATAGCCCTGGCCGTACGCCTAACCGCTAACATTACTGCAGGCCACC
-TACTCATGCACCTAATTGGAAGCGCCACACTAGCAATATCAACTATTAACCTTCCCTCTA
-CACTTATCATCTTCACAATTCTAATTCTACTGACTATCCTAGAAATCGCTGTCGCCTTAA
-TCCAAGCCTACGTTTTTACACTTCTAGTAAGCCTCTACCTGCACGACAACACATAATGAC
-CCACCAATCACATGCCTATCATATAGTAAAACCCAGCCCATGGCCCCTAACAGGGGCCCT
-CTCAGCCCTCCTAATGACCTCCGGCCTAGCCATGTGATTTCACTTCCACTCCACAACCCT
-CCTCATACTAGGCCTACTAACCAACACACTAACCATATACCAATGATGGCGCGATGTAAC
-ACGAGAAAGCACATACCAAGGCCACCACACACCACCTGTCCAGAAAGGCCTTCGATACGG
-GATAATCCTATTTATTACCTCAGAAGTTTTTTTCTTCGCAGGATTTTTCTGAGCCTTTTA
-CCACTCCAGCCTAGCTCCCACCCCCCAACTAGGGGGACACTGGCCCCCAACAGGCATCAC
-CCCGCTAAATCCCCTAGAAGTCCCACTCCTAAACACATCCGTATTACTCGCATCAGGGGT
-ATCAATCACCTGAGCTCACCATAGTCTAATAGAAAACAACCGAAACCAAATAATTCAAGC
-ACTGCTTATTACAATTTTACTGGGTCTCTATTTTACCCTCCTACAAGCCTCAGAGTACTT
-CGAGGTTAAAATATTAGATATTTCCCCTGATACAGGGCTCAATCTTTTTCTTTTTAAAGC
-AATATTTCTCAAAGTACTTTTCACAGAACTTAAGTTTCATTAAGCACTTCACTAAAAGAA
-AAGTCTGTGATCTAATAAATTTGGAAAATATTGAGAATTAGAGCCCCCTCTTAGATATGT
-ACTGTAGCTACTCAGCTTGTTACAGATGAAGTAAACATTGTAATATTCACCCAGCTTTTG
-AGTGATGTCTATTAACATCACCCAAATGAGTATTCCATGGAATGCACTTTGCAAAAACCT
-ATTATTCAAGAAAATTCTGGAGCATGAAAGCTATTAATGATAAACCCATTCACAAAATCA
-CACCAAATATCTAAAATCATGTTTAAAATCTCCTAGAAATGGGTTGAATTGCCCACTTCA
-GAGACAAAGTGATTCTTTTGTAATAACGAGTTTTGTTTAGTGAGTACTTATTATCTCATT
-GAATCCTGAGGACTACCTCACAAGGTAAGTATAGCTCTTTTCATTACACATGACAAACAA
-GGCTCAGAGAGGTTAAGTAACTTGCTCAAGATCACAAAACTGCAGAGTGACAAAACTAGA
-ATTTTGAATCTAAGCTCAAAAGGTCACCAAACCAAATTTGGGTCCACCCACCCAGCCTAT
-CAAAGTCAAGCACTGATATCGGCATTGCTGAGACAGAAGTTGAGGAATTTATTGCAGGCA
-GCAAGCAAGGAGTATCAGGCAGCTAATCCTTAAGGCCTAATCTCCCTGATGGCTTATGTG
-TAAGGGTTTTTAAAGGTGGGAAGGCAGAGGTTGCAGGCAAGGTCATACAATACATGGAGG
-CTACATATTGGTTTGGCCAAAAAAGGCAAAATATCTCAAAGTGAGGGCCCACAGGATAGG
-TGACCATTAGATGAATTCAAAGATTTTCTGATTTGAGACCAGGTGCAGTGGTTCACACCT
-GTAATCTCAGCGCTTTGGGAGGCCAAGGTGGGTGGATAACTTGAGGCCAGGAGTTTGAGA
-CCAGCCAGACCAACATGGCAAAACACCATCTCTACTAAAAATACAAAAATTATCTGGGCA
-TGGTGGTGTGCACCTGTAATCCCAGCTACTCAGGAGGCTGAAGCATGAGAATCGTTTGAA
-CGTGGGAGGCAGAGGGTTCAGTGAGCTGAGATCGTGCCACTGCACTCCAGCCTGGGCAGC
-AGAGTGAGACTCTGTCTCAAACAAACAAACAAAAACCCAAAGATTTTCTGATTTGTGATT
-GGTTAAGTTTTGGCTACAAACTTGGGGTCAGCAGAAAGGAATGTTCTGCTCTGGCCTGTG
-GGTGTGACTTCCTCCAGGTCCCTCAGGAAGAAATTTAGAACAAAGAACAGTTGTGAGTGT
-TCAGTCCTCAGTTCCTCCTTATCTGAGATCTACGAGCCAACAGGTGGTATTTTCCATTTA
-GCGGGGTCTGGGTTTCTACAAAACAACTCAGGGACATATGTTAAGATGTTATCTCTAGTT
-TCTATAGGGAAACAAACATTTTGTGGCTCTAATTTTCTTTTTTTTTTTAATTATACTTTA
-AGTTTTAGGGTACATGTGCACAACGTGCAGGTCTGTTACGTATGTATACATGTACCATGT
-TGGTGTGCTGCACCCATTAACTCGTCATTTAAGATTAGTTTGTGGCTCTAATTTTCTTGA
-CTATTGTTTTAAGCTATTATTACCTTCTTACTTATCAGGGTGCTCATCTACTTCTTGAGG
-CTAGCCAGGTGGCTGGAATTTTCCTTGGAGGGACTCAAGAGTTTCCTTTATTTTTCATGC
-CTTAAATGGGTCTGTTCTCCCTCTTCAAAGCTCAAGCTCTTAAGGACTATGCTATTGTTA
-GATTTTTCGTATTGGAGCAGTCCTTCCCTCCTACTCAAGAACACCCCTTCTTCAGACAGC
-CTGGCTGGGTCTTCATCCTGGGAGAGCTCATGAAACACAAACCAGATCTTGGCCCTCACG
-TGTGTCTAGGCAGAGCTGAGCCTGGGCAACACCAAGCGTGCCCCCAATTTTGCATGCCCC
-AGCCAATTCAGAGTCAAGATCCACGCTCAGCTCCTTCCCTGCAAAGTGCTAATGATGAAG
-GATGGGGATCAAGTCAGCAAACTCCAGAAATGGTCTTAGACTAGGAGTCAAGCCTTGAGA
-TCCTATTACACACCAGATTCATTCCCTGATTAGAGCTGCTGAATTCTTTTACTCTCACTG
-CACTCATGCTAAAGTTTCTTTCCTCCAGCCTCATAACCCCAGAGGAGGCTGAGCCATGAT
-ACCCATTGTCTAGCAATAAATATTTAAGGAGCCCCTGAGATATGTCAGGCACCATCGCAG
-GTGCTGGGACAAGTGAATGTGACCAGGAAAGTCCCTCCCCTCTCAGAGGTTCTTTTCAAG
-TTGGAGGACAGCAAATACAGAAATATAGAGTCTAACATAACAACAGGGAGTAATAAACAC
-TTTGAAGAAAAATAAAGTGGAATAAGAGGGTAGGGTTGCCATAGGGTTCTCTGGGCAGTC
-TTCTATGGAAAGGCCACTTGTTGGGGCAGAGAAAAAAAAGATGTCTGAAAGGAGGACTAC
-CGGCCCCCCATAAGTGCGCTCCGGTCCATGCACAGGGCAATGGGCATGTAATTTCCTATG
-ATTAAGACCTACAGTATGTACAATATTACTGCAACAGACACTGAGACTGACTTAGCATTG
-TTTCATAGCATCCGAGTTGCTCTGTTGGAGGAAAGTGCATGTGATGGGCATTCATTTGCT
-TCCGCCATCAGACAGATTCTCTACCTTTGTCTTTCCTACAAGATTCCCTAGGAAGGCAGG
-GCTCAGTGGCTCATGCCTGTAAGCCCAGCAATTTGGGAGTCTGAGGCAGTCAGATCACAA
-GGTCAGGAGTTCAAGACCAGCTTGGCCAACATGGCGAAACCCCGTCTCTACTAAAAATAC
-AAAAATTAGCTGGGCATGGGGGCACGTGCCTGTAATCCCAGCTACTCAGGAGGCTGAGGC
-AGGAGAATTGCTTGAACAGAGACCCGGGAGGCAGAGGTTGCAGTGAGCCAAGATCGCACC
-ACTGCACTCCAGCCTGGGCTACAGAGTGAGACTCTGATAAATAAATAATAAATAAATAAA
-TGATTCCCTAGGAAGCTGACTCCCACTGAATGTGCCACTCAGGAGTCCCTGCTCTCTAGA
-TTACAGTTGAGTTTGCTCAATGCAAGGCCCCAGCAGAAATGTTGAAAGTAAGAGCAAATA
-GATAGTTAACCACTCTTTAAGACAACAATGGATGTATACTTCTCTGGCCTCAGCTCCTGT
-GGGGAAGCTCCAGTGCCAGTCCCTGGGTGCTTCACCATTTTCCGTTAGTTCCTGAACCTT
-GTAAACTGACCCTTCACTAAATTCTTCCTAGTTAACCCTTTGAGAATGAAACCATTTCCT
-GCCAGGACTCTGACAGATACAAAGAACCCACAGCCGACTGCTGGGTGCGCGGCAGACCTA
-GTGCATGGCTCCACACTGCCATCTTGGGGGCTGGCACAGGCTGGCACTGAGTCTGGGGAA
-GGGAGCTGGGGCTGGAGGTGTGGAGGGGAAGACCGTGCATAGTTGCTTCCTGATCAGCTC
-TTTATTCGATTGAGAGTGAGGCAGGGAAGATTAGAGGGAAGCTTACAGTGGAATTCAGGG
-CTGAGGCTGCTATTCTTTTGCTCCTTGTAACTTCCTACAGTGTTGTCAGCATCCACATAC
-TTCTCTGTGGGGTTGGTCTCAGAGCCAGGTTACCTTGTCTTAGGTCCAGTGGCAGCCTGA
-CTGGCTTGGTGTCCTTGAACAAGTTACCTAACCTCTCCATACCTCAGTCCCTCAGCTGTA
-AAATTTTTTTAAAAAAAAAGAAGAAGAGTACCTACTGTATAGCATTGATTTGAAGATTGA
-ATGAGCTGGTATTATACAACGTTTAGAAGCAGTGCCTGACATGCAAAAGGCTCTCAACAA
-ATACTATCCTTTACTAATATCCTGTGTGTCTGTATCAGAGCTGGTGGGGTGGAGGGACAG
-AAAGAAGTAGGAGAAGGTAAAGAGATGGGAAAATGATCTCTAAAGTCTCTCTGGCACTAA
-CACAATTCTTTATTATGTGTTTTGTCTGGCTCTTTATATTGATAGCTGTTCCAGAAGCAA
-TCAATAGCTATTAGTCGGTTTTATTCTTATTTTTCTGTCTGATCTTACAGGGGAGCAAAC
-TGTGGCAAAGCATGAACTTACTTCTCAGAAAATTAACCATTATGTTGGCAATCACTGTGA
-TTATTTGAACTTCAGCATCTGGACAAATTTAGTCACATGAAATACAGAAGAGAGATTTCT
-CATGGTTAAAATGAAGCTCTCTTTATTTGCTTCTGCTAATTAAAAAATCAGAGCTAAAGA
-TACTTAAACACTACAGTTAAAATGCCATGGTTGTCTATTGGCTTAATGAATTCTCTTATG
-AAATCAACTCTAAAATGTTATCCATCATAAATCATGAAACACAATTTTTCTTATTCTCTT
-TAGAGCTTTACAATTCATCTTAAAGACCAGTGTTTACACTCTCTTCCGTAGGTTGTACAA
-TAACCTTTGGCGAGAAAAAATAAATGTCTGGCTTTCTGACTCATAGGTGTGTTCCCTTTA
-ACAGAAAAAGAAAATATGTCCTCTTTAAAACTGATGATCATTGGTCACCTCAATTTTATT
-GAAGTTCACTTCTGACCTCTTTAGATGTAGTTCTCTACATAAAACTGCCCAACAGAATTC
-TCTGTCTGAATGCCTCCTCCACAAACAAAATTTTAAGAACTAAAATCATCATCTTTCCTT
-CCAAATGTGCTCTCCCTATGTCCCCAGGGCTCTCCATGTGTAGAGCTGAGACCATTTGCC
-ACTCAGTTTCCTCACCCAATTAATTACAAGTCCCAACAATTTTCCGTTGTTTTTTTTTTT
-TTAGACGGAGTCTTGCTCTGTCACCAGGCTGGTGTGCGGTGGTGCAATCTCAGCTCACTG
-CAACCTCCACTGCCTGGGTTCAAGCGATTCTCCTGCCTCAGCTTCCCAAGTAGCTGGGAT
-TATAGGTGTGTGCCACTACATCCAGATAATTTTTGTATTTTTAGTAGAGAGGGGATTTCA
-CCATATTGGCCCAGATGATCTCAATCTCTTGACCTCATGATCTGCCCACCTTGGCCTCCC
-AAAGTGCTGGGATTACAGGCGTGAGCCACCATCCCTGGCCCAGTTTTGCCTTTTTAACAT
-CCCTCAGCTCTTCAAATCCATTTTCTCTTCTCTAACACCTCCCCATTCCCCAGCTCGTAA
-TGAACTCTTAAGTAGATTACTACGATCACCTCCCAAATGGTCTTCCTGGCTCCATCAGCC
-TTGTGACCTTCAAGTTCATTCTCCACATGGATGTCAGAGTAACTTTCTAAAATGAAAATC
-TGACCACGTTACTCTCTTGCCTAAATCCGCCTATGGCCGCTGTTAGGATCAAGTCTAAAC
-TCCCGACCCTGGAACATCAGGTCTTTGTGCTCTGTTCAGTGCTTCTCTACCTCACCTGCA
-ACCAACACCACTCCCACATCCATATTCTGCTCACCGTGTATCAACATGAACAGGAGGTGG
-GTGCTTCAGTCCCCAGGAAGACACTGGGCCTTTTCAATCATCTACTGCTGTGTAATAACC
-ACCCTGCAAACTGACCACATGATTTCATTTTGCAAGGGTTCCTTCCTTGGGCTGTGTTCA
-GCAAAAGGGTTTACTGAGCTGGCAGGTCCAAGATGGCCTCACTCACAGGACTGGCTGTTG
-ATGGGAGCCTTGATGCTCTTGGGCTCACCCCTTATCCTCCAGTAGGTTAGAGCTTCTTAC
-AGTGGTTTCAGGCAGCATCTGAAGACAGTAAATGCAGAAGCTCCAAGGCTTCTTACATTC
-TAGCCTGGAAAATCACATCACATTGCTTCCTTCATATTTTTTTGGCAAATCAGGTTGCAA
-GGCTTGCCCAGATTAGGGTAAAGAGGCAAAGAGGCTCCTTTTCTTTTCTTTTTCTTTTTT
-TTTTTTTTGAGTCAGAATCTTGCTCTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTAG
-GCTCACTGCAAGCTCTGCCTCCTGGGTTCACGCCATTCCCCTGCCTCAGGCTCCCAAGTA
-GCTGAGACTACAGGCACCTACCACCACGCCTGGCTAATTTTTTTTTTTTTTTGTATTTTT
-TGGTAGAGACTGTGTTTCACTGTGTTAGGCAGGATGGTCTCCATCTCCTGACCTCGTGAT
-CTGCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGTGCCTGACCA
-AGAGGCTCCTTTTCTTGATGAAAGGAGTAGTGAAGTCACATTGCATGTCCTTGCAAAGGG
-ACATGCAGACCACATTAGTGAGAATATGTGCCTGTATTTTGCAATCTGTAACATGGGCAT
-AAACTAAATGTTTTCCAAAGGGAATAGGGCAAAACAAAAAGGACCTTGACCACTCCTTTG
-GCCCTGAATAAATCTAGGAAGCCTAAGAGTATGACTATCCTGAGGTAGAAAGAGGGTCAC
-ATGCTGGATAAGAGGTACCTGGGCTCTCCACTTACAAGAAGAGAGCATGGTTACATTTAT
-AATCACCATTCCCAACACGCTGTGAGTGCAGGCAGCTACCAGGAGGAGAACAAAGGAAAT
-AACCAGGACACCCATCTCTAAACCTGTTAATTTAATCACACGGAACACTTCTATTTAAAA
-TTCCCGAGGGTTAAGATGTAAGAATGCTTATCAAGGTAAATGCTGTTCACACTGCTTGGA
-GTGTCAGGCCTAGATCTCTATCCATCAGAAACAACAATATCAATAACAACAACAGCAACA
-TGATGATGGGGCAATTTCTGAAAAGCACCATGTATTTTATCGATACATGTCCGTTGCAGA
-AAATCCAGGTGAATCCAAAGAAGAAATAAATGTCTTCCACAATCCCATAGCCCAGAGCTA
-ACTAACCACTATAAAGAACCCAGCGTGGTTTTAACTAATGGATCAAAAGATGCTCATCAA
-AGGCTCTGAGCTTTCCTGAGTGCTAACAGGAAACATCCAGCATCACTGGTCTCTCCAAGG
-CTGCAGGTGTCTTTGCCCATAGTGCCTGTTTTGTGTCAGGGAAAGAATCAACCTGGGAGC
-CAAGCCCAGGAATCAGGATGACCAAGACATACTGGACAAGGAGGGAACAAACCCATCCAA
-GGACACTCAAGGACAAATCAAGCAAATGAATTTAAGGGAGACCTGCTCATGGTCTGCTTT
-GCTGCTCAGCATGGCTGGGAGGCACAGTGGAAGATCATGCATCCTTCCCCTGGGACTCCT
-CTGCCAGAGCCTGAGAGCTTTCTCCTGCACACAGGCTAGGGGTAGGGCAGTTGGAATTGA
-TCCATGCCTTCTAGCTAGACTGTGGGTCCCCTCAGTCTTGGGCATGGTGACAGCCCAGCA
-TCAGACAGAGGTCAGTATCAAACTAGAAAATTTAATAAATGCTGTCAGATTTGTAGACCC
-AAGAAAATATAAACTGCCAATCACGGAGGAAAAAAATCTCTCAATGATCTTATCTTTATA
-TGATTCCCTTGCTGCCTGGAGATTGACATTTCCTTGGGGATAATCTGGTCATAGGATTGG
-TGAAGGTGGAAGGGAGGCAACCTCCGAAGGTGGGGCCCTCTGCTCACCTGGGACAGGGAG
-GGCCTGAGGTAGGTGTCTGTGTGGGCTGGGGAGGAGGATGGGAGCAGTGCTTCTAGATGT
-TTCCACTTTCTCCTCATTAGATAATAATGAATGGGTGATTTCCCTAGTCACTGCAGTGTG
-AGGAAATCTACAAAATTAATTTCACAATACACTTTACAGGATAGGTGGAGAAACACATGA
-AGCACAACTGCAGTGGGTTATAAAAAATGGCCTTTCGAGTTGAGCAGTAAATTCGTTCAA
-GCAGCCATTCTGAAGGACAAACTGGCTCTGTATTTAACAGGGGCATTCCAGCACTTCTCT
-AGCTACTGGGTTGACAATGACTCACCAAAGCCTCTGGTAGCCACCACAGGACGCCCAGAG
-CACGTTTTAAAGCTGAACACCAAACTGCGGACTTCGGGAGTAAGTGAACTGACTGGTTTT
-TATTTTGTTTTACTGCTTTTAACATTACAGTAACTGTTACAGGTTCCAGCAGGATAACTG
-GGTGGAAATGAGTTTGGTTTCACTTAGTCTCTCTAAAGAGAAAGCAAGTTGGTAGACTAA
-TACCTAATAAAAGCAAAGCTGCCAACAATTGAAATTGCCTGGACTGCTCTGTGTGTCCCA
-CATGCATGGGTGTGGGTGCCAGTGTGTGTGCGTGTGTGCATGCATGTGCATGTGTGTTGG
-GATAGAGTGGTAAGAAAATGGGAAATAATAAGAATGTTCAGTCCATAGCCCTTCATTATA
-AAAAGGTGAGCTGTAATAAATACTAGTGCCACATTTAGCCAAAACTTTACTCCAGCCAAA
-GGTGATATTTTCATGATAACATCCTGTGATTGCTTTGTTCTTCGTCTTTTATGTTCTTCC
-TAGATGGGCTCAGAACATACAAGAATTAAGTACACATCTTATTTTCCAGTGATAATGCTA
-CCGGCAAATTCTGTTGTTTGTATAAACATCAGCCATGTTTATATAACTAAACTAGTGTTT
-TGTTTTGTCAATTCAGCAAGAAATTAGACCACATGGTGGCTTAATGCTGCATTGATTTGG
-CTATCAATTTGTTTTCACTTTTCTGCAAAATATTTAATACATTATTAAATTGAATTATGC
-TGATGCCACAGTTGTTCTTATCTCAATTGTCTTAAAATTCATTTAATTTTTTTTTCCTTT
-GGTTTCATTATTCAAATTTTAACTTCAGTTCTCAACATTTTATCTGATGGAAGAGATGGA
-GTCCATTACTAAGGACTCCATTGTGCTCCATCATGCCAGAGTTGTAAAATAGATCTTTTA
-AAGGAAATTTACTGTGATTTTTTTCTATTTAAGAGCTTCCTCTCCAGTTGAGCATGTAAG
-AAAATTATACCAGGAGAATACAGTAAACTCTATGAGGCAAGCTATAAACATGTAGCATTG
-TGATTAGGGCTGGTTCTCCTTCTAGAGACATGGTAGGATTGCAATTTCATACCATCCTTG
-AAGTTAGAGAGAGCCACGTGACTCATTTAGCCAATGAACTGTGAGCAGAATGACATGTCA
-CTTCCAGCAGAAGCTTTAAGAATCTGAGAGACATTCATACGTTTTCCATGTGCTGTAGCC
-TTATACCCAAAGCCTGGGTCCCAAGTGACCATGACAGGCAGAGCTCCCTGTTGAGCCACA
-GAGATTTAGAGAATGGCTGTTAACACAGCATAATCCAGCCCATCCTGACTAATCTGATAT
-TAACATGTATAATAAAGAATTCTATCAATGCTGAGGGAAGATGATTAGTTAAGGTCCTAG
-GTTGCAAGTCTCAAAACCTCTTCTAAGGATTGTAGACAGGAAATTAAATGACTTCTAGTC
-CCTAGAGTTCCCAATCTCCTACCATCCCATCCTAATATGACAGAAGTAATTCCTGAGTTG
-CTTCTGAAACCAGAGCTTCCCTCAGAACCCTTAGCCTGCCAGATGGCTTCTTGGAGAGCC
-CTCACTCACTTTTCTCCTTCTGCTATTGCTGCTCATTCATTCCAGCTTTTAAAAATTCAT
-CTTTATCCAGGAACCTCGCTTCTAGAAAAGTCATACAGGTGCTTCCAGGAGGCTACATGG
-GCACCCATATTTTTCTAGCCACTTTCATTAGACCAATGCAGCAGAGAAGAAAAGCCTCAA
-TAATTATTATGACATGGCATGTTAGGATACCAGGTAAATTGCATTTGTAAAATGTGATTT
-TCTGTTGGTGTTCACTTCGGCTCTACTGACATTTGGTAAGTATTATTGACTGACTGACTA
-ACTAATGTGGTCATTAGTCTTCATAAAGAAAGGCTCTCTACAAAAACGGAGGGATGCCCT
-TTTTCTGGCATTTAATACGTAAGAAATTGCCTCCGATAGAAACCAGAGTTGCCTGATTAC
-TATCAGCACAGGAGAAATGTATTAATGTGCCTTTCTAGTAACAGGTTTTTAGAAAGTCAA
-ATATAAACAAATCTGTCTATTTGTGTGTGTGCATGTGGTAGTGGGGAGGGAAGAAAAAAG
-GAGGGGGAGAGAAAGAGAAATAAGAACCAAGTTTATTATACTGTATTCAGGGGGAAAACA
-TTTTCCCAAGGTTCTAACAGAAGAGCAAAGTGCCACTGTCAATAGCCTCAGTAGTGTGAG
-GGTTGCTTTTATGTATTTATTTATTTACTTATTTATTTATTTTTCCTTTTTTTTTCCTTT
-CTCTTTTTTTCTTCTTTTTTTTTTTTTGGACAGAGTCTCACACTGTCGCCTGGGCTGGAG
-TGCATTAGCGCAATCTTGACTCACTGCAACTTCTGCCTCCCAGGTTCAAGTGATTCTCCT
-GCCTCAGCCGCCCAAGTAGCTGGGATTACAGGTGTCTGCCACCGTGCCTAGATAATTTTT
-TTATATTTTTAGTAGAGATGAGGTTTCACTATGTTGGCCACGCTGGTCTCAAACTCCTGA
-CCTCATGATCCACCCACGTTGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGC
-CCCTGGCCAGGATTGCTTTTATAGCCAGTCTTCAGGTGCCCACTGTAGGAACAATGTCAT
-TTAGCCCTCGGGATTATTCTGTGCCAAATATGGATAATGACTAATATTCAACACAGATAT
-TCTCAGCTCAGAAGAGCAATTAGCAAATTCATAAATTAAGTGCTTGCTTCCTTTTTAGTC
-AAATACAAACATTTGTTAAAAGATATTATTTTGCTTTACACTTTGTCTCTCAGAAATAAA
-CAGATGCTTGAATTCCCACAGTGCTGCTTGAGCCTCACACCATGTCATCCTGCCAGGCAC
-CCAGATCCAGTTCTAGAGTTTCACATGATCATGAGTGTTGGTTAATAAGTCACTGTGAAC
-TGGGAGGGGAGATTTTTCAGGAGTGCCACAGGGCTCTCCCTTTAATCACATACACTCCCT
-GCTTTCATTGGAAAGTGTATAATGATGTCAGAGTGCCCCAGAATGGAGCTAGTTGGAAGA
-CTGCCGTCATAGGGATGCCTTAGTGAATCAATCAGGTTTTAATTTCTGGCTCTCAACTTT
-GTAGATGTAAAAGTTGATTTATCAATATGTGAGAAAGGATGAATCTTTCTGAAGGTTATG
-TCATCACACTCACTAAGCACACAGAGAATAATGTCTAGAATCTGAGTGCCATGTTATCAA
-ATTATACTGAGACTCTTGCAGTCACACGGGCTGACATGTAAGCATTGCCATGCCTAGTAC
-AGACTCTCCCTGCAGATGAAATTATATGGGATGCTAAATTATAATCAGAACAATGTTTGG
-TGAGCCAAAACTACAACAAGGGAAGCTAATTGGATGAATTTATAAAAATATACCTCAGCC
-AAAATAGCTTAATTCAGTCTCCCTTATCATAAGGATACTCTTGCCTAAAGGGACAGTAAT
-ATTAAAGACACTGGGAATAACCTCTGTACTTTGGACAGTAGACCTGCATAGCCCATTAGG
-CCTCAATGAAGTCTTATGCAAGACCAGAAGCCAATTTGCCATTTTAAGGTGATTCTCCAT
-GTTTCTGCTCTAACTGTGCTTCACAATACTCAAGACACTGAATCAGGATGTTTCCTGGAG
-TGCAGGGAGCTGTCCGTGTTACTGAGCAGTTCTCAGCAACACAAAGATCCTACTGACTCC
-TCATCAGACTTCTTTCTCACTGGAATTTTACACCTGGGCTGTTAACACCAGGCCAGGTCA
-AATTCAAAGGAGAGAAAAAAGCTCATTATGAAGGGTAAAATCCAAAACACTGTGCATAAA
-GATATGTGTGCACAATTTTTATACATAAAGATTTCATAAAGCCAAAGCATCAGGAAATGA
-AAAGAGATACAGAAAGAAAAATGATGGTAAATGAGACATTAATTTACCCTTCTAATCTCT
-ATCACAGCAAAAAGGTAATTAAAAAATCTATATGAGGACCAAAAAATACACAAAGATTAT
-GTAGCAAAGCCTATAGCCTAAAAAAGTAAACATTGAAATTTGTATGTCCATAAAATGTTT
-ACAAAATTCAGTACATATTACACACCCCACCCTAAAAACATCTAAGCAAAGTAGAGAATG
-TAGAAATGCTACAGATTATATTCTCTGATTATGACACGACAAAACTAGAAATTACAGCAT
-GGAAATTTAAAAGCTTTCTCTTAAATAATTCTATGTCAAAAAGAAATCCAGGCCGGGTAC
-AGTGGCTCATGCCTGTAATTCCAGTACTTTGGGAGGCCAAGGTGGGCAGGTCACTTGAGG
-TCAGGAGTTCAAGACCAGCCTCGTCAACATGGCGACACCCTGTCTCTACTAAAAATACAA
-AAATTAGCTGGGCCTGGTGGCGCATGCCTGTAATCCCAGCTACTTAGGAGGCTGAGGCAG
-GAGAATTCCTTGAACCCAGAAGGTGGAGGTTGCAGTGAGCTGAGATTGCACCACTGCACT
-CCAGCCTAGGTGACACAGCAAGACTCTGTCAAAAAAAAAAAAAAAAAAGAAATCCAAATA
-AAATTTCCAGAATATGTGGAAAATAGTGACAATAAAAATATTACACATGTGTAATCCCAG
-CATTTTGAGATGCCAAGGTGGCAGGATCACTTGAGACCAGGAGTTCGCAACCAGCCTGGA
-CAACATAGGGAGACTCCATCTCCACACACGCCAAAAAAAAATTTTAAATAGCCAGGTATA
-GTGGTACTTCTTGTAATCCCATCTACTTGGGAGGCTAAGGTGGGAGAATCACCCAACCTC
-AGGAGTTCAGGGCTTCAGCAAGCCATGATCATATCACTGCACTCCAGCCTCAGCAACAGA
-GCAAGATCCTATCTCAAAAAAAAAAAAAAAAAATCACATGTGGGAAATAGCTATAGCACA
-ATAAAAATAAATGTATTAAGTATGAACAACAAAAAAGCTAGTAAAGGTTGAACAACAACT
-ATCCTTAGGAAAGTGGAAATAATGTGTTAATAAATATGAAAGCAGGCTAGGCACGGTGAC
-TCACATCTGTAATCCCAGCACTTTGGGAGGCTGAGGCAGGCAGATCACCTGAGGTCAGGA
-GTTCCAGACCAGCCTGGCCAACATGGTGAAATCTTGTCTCTCCTACAAATACAAAAACTA
-GCCAGGCTTGGTTGCGCACTCCTGTAATTCCAGCTACTTGGGAGGCTGAGGCAGGAGAAT
-CTCTTGAACCTGAGAGGCAGAGGTTGCAGTGAGCCAAGATCATGCCACTGCACTCCAACT
-GGGGCAACAGAGTGACACTCCATCTCAAAATAAATAAATAAGAAAGCAGAAACTAATAAA
-TTAGAAAACAGAAACATAGAACTAATTTATAAATCAAAGCACTATGCCTTGAAAAGAGGG
-AGAAAAATTGTGAATTAAGGAAGGGAAGAGATGGTTGGAGAGGAGGTGGGAGAAGGCAGA
-GATAATTGAAGGAGCAAAAGCATCTGGAGAAGCAAAGCCACTGAAAGATGAACAGGGCTC
-TGAAAGAAATGCTTGATTGCTATCTTTTCAAATGACTGCAGTTCCCAGTGACATCATTTT
-TCTCCTCCCTGGAAGTCTGAGGGGCAGTTCACTTATCTCCTCCCCTCCCCTACTCCTCAC
-CCCACACTCAAAACCTGTCTATGCTCCTTTCATTCTCATATGACAGATTTCAGATGGCAT
-TCTTATTTCCCTGATTTCTTTTTGAGATAGCTTGCATTTCCCTACTCTATATAAAGCCAC
-CGTTTATCAAATGCCTACATGGACCAAGCAGTCCACAAGGGCTTCACAGACAGTTTTACT
-AAACTCATGCCAAAACTTTCAGGTTTTATAGATAAAGATCTATACCTTATAGATAAAGGT
-ATCTATAAGGTATAGATAAAGGTAAGGTATCTATACCTTATAGATAAAGAAATTGAAGCT
-TATAGAGTTTAAGTAATGTTCCCAAAGCCTCGTGGCTAGTAATTCAAACCTAATTTCTGC
-CTACTCCAAAGTCTATTTTTCCTCATGATACTATACTGCCTCTCCATGGATAAAGACAGA
-GATCACATATTAATAAAATTTGCACAAAGTCGGCAAATTGTTGAAAGGGAAGGCTAAGAT
-GATTAATAAAATCAAGAGCCAGATGATCTCAACAACCTGAAATAACTGGCTGACAACCAA
-TTTGAATAACTCCCTGCGGGTGAAGTTCAAAGTACTATTTGGGGTTTTTTTTTAAGTTTG
-GCTGGGTGCAGCGGCTCACGCCTGTAATCCAAGCACTTAGGGAAGCCAAGGTGGGTGGAT
-CATGAAGTCAGGAGTTGAAGACCAGCCCGGTCAACATGGTGAAACCCCATCTCTACTAAA
-AATAAAAAATTAGCCGGGCCTGCTGGTGGATGCCTGTAGTCCCAGCTACTCGGGAGGCTA
-AGGCAGGAGAATCGCTTGAACCCAGGAGGTGGAGGTTGCAGGGAGCCGAGATCGCACCAC
-TGCACTCCAGCCTGGGTGACAGGGCGAGATTCCGTCTCAAAAAATAAAATAAAATAAAAT
-AAAAAATAAAAGTTTGATATATTCAGAATCAGGGAGGTCTGTTGGGTGCAGTTCATTTGA
-AAAATTCCTCAGCATTTTAGTGATCTGTATGGTCCCTCTATCCGTCAGGGTCCTAGCAGG
-AAATTGTTGCACTCTCAAAGGATTAAGCAGAAAGAGTTTAATGAAGGGTCTCTTTCCAGG
-GTTAAGGGAACTGCTAGGGTTTGGATATTTGACCACTCCAAACTCATGTTGAAATGTGAT
-CCCCATTGTTGGAGGTGGGGCCTAATGGGAGGTGTTTTGGTCCTGAGTGTGGACCTCTCA
-CGAATGTCTTGGTGCCATCCAAGTGAGTTCTTGCTCGCTCTTTTTTTCTTTTTGAGATGT
-AGTTTCACTCTTGCTGCCCAGGTTGGAATGTAGTGGTGCGATCTTGGCTCACTGCAACAT
-CCACCTCACGGGTTCAACCCATTCTCCTGTGTCAGCCTCCAGAGTAGCTAGGATTACAGG
-TACCCACCACTATGCCCAGCTAATTTTTGGTATTTTTAGTAGAGACGGGGTTTCACCATG
-TTGGCCAGGCTGGTCTCAAACTCCTGACCTCAGGTGATCCACCTGCCTCGGCCTCCCAAA
-GTGCTGGGATTACAGGCGTAAGCCACCGTGCCTACCTAGTTCTAGCTCTCTTAATTCCCA
-CAAGAGCTGGTTGTTAACAAGAGCCTGGTACAAACCCCTCTCTCTTGCCACGTGATCTCT
-GCACATGCCAGCTTCCCTTCCCCTTCTGCCATGAGTGGAAACAGACTAAAGCCCTCACCA
-GAAGCAAATGGTGGCACCATGCTTCTTGCACACCTTCAGAACTGTGAACCAAATAAACCT
-CTCTTCTTTAAAATTATTCAGCCTCTGGTATTCCTTTATAACAACACACACACACACACA
-CACACACACACACACACACACACGCAAAAGCAGACTAAAACAGGAACTAATTAGAAATGG
-TAATGCACCGAGGGATTGGCACCGAGGCTCCCCAACAGGAACTGAGGCCATGGATAGAAG
-GACACATTCATGTTATTTTTTTCTAATGGTTAAGTAATTATTTGCTCTTACTCTCAAAAT
-TTCTGCCAAGGCCTCCCATGGACCAAACTCAACTAGGATCTAGGAAGCAGAGAACCTGAG
-TGTTGCATTCAGCAGAAGTCAGCTTCCTAGGGAATATTGCAGGAAGGGTGAAGGTAGAGA
-ATCTGGTGGGGAAGCAAGCAAATGCCCATCACATGCACTTTCCTCCAACAGAGCGACTCA
-GATGCTATAAAACTTGCTAACGCAGTCTCAGGGTCTGATCACAGTAACATACAAGCCAGG
-TTTTAGTCATCAGAAATCGCAGTCCTATTGTCTTCTGCACAGACCCAAACACACTTGGAG
-GTCATGTTCAATATGAATACCTCACAGAGAAGGAAATTTACACACGAGAAGTACATCTGC
-AGAAAGCCAGCTGGCATGTCAACCATTCGAAAACTCAGGGTGTTCGGGATAAAGAAGACT
-CAGGAAGACAAGTATGAAGCATAATCTGTGACATTATTGATATCTTCCTGATATCAATAT
-TATTGATATCTTCCTGAAGAACATAATTCCTGCCTACCATCAACAAGCATCAATACTTTC
-TACCAGCTATTCTCAACCCTCATCATCGGAAGAGACAGACACTGACTGTGTCAAAGTATT
-AGTCCCATCATTCAGCAATTAACTTTAGCTCAATGCTTCAAAAATTCTTCAGGCCCTGTG
-TAATTTCAGCTATGTACATTAATGATGAGTACCCATACAACCATTCTGTTTCTTATTTTC
-AGTACCATATTTAATAAATATCAGTTATTCAATACTTTATTTAGACATTTTGTTAGATTA
-TTTTGACCAATGAAGTCTAATCTAAATGTTCTGAGCATGTTCAAAGTAAGCTAGGCTAAC
-CTATAATTTTTGGTGTGCTAAATGCATTTTTAACTTATGATATTTTCAGTTTACGGGGGT
-TTGTTGGGACATAACTTCATCATACATCAAGGAGCATCTGTATATGGGATATAGTTAAAG
-CAGTGATCAGAGGAAAATCTATAGCCTTAACACATTTATTAATAAAAGTGTAGGAATTAA
-ATTATCAGCTGAAAAATGTAAAAAGTATCTAAAAGAGTAAGCAGAAAGTACAAGAAAGAA
-CCCATAGTAGAAAAAAGTGAAAATTAATAAAATAAGAAGCCAAAAAACAGATCAAATCAG
-TAAACCAAAAATCTTGTTCTTTAAACAAATCAACAAAGTTGACAAAAAATTAGATCTTTT
-AATCATGAATAAAAAAAGAGAAAGCACAAAAATGAATAAGGAATGGTGAGAGAAATAACT
-ATTGATAATCAGCAAATAAAAAATCATTAAAAACAATGTTGTTCACATCTATGAAAAACA
-TTGAAAGCTAGAGGGAATGGGTAATTTTCCAGAAAAATACAATTCACCACAATTGACTTC
-AAAAAAAAAAAAAAAAAGAAGTACAGCACTTATGTGAGCAATTTCCATAGAGAAATACAG
-TTGTCATGGAATTATAACACACACACAAACACTAGGTTTAGATGTTTTCACAGAGAATTC
-CACCAAACCTTTAGAAATCAGATCATCCAAAGGCAAATTAACAACCCTCAGCCATTTGAG
-GCAAAATATTACAATTGAGGCAAGATATACTGTACTGAAAACTTGAGGAAAAAGCAGGAG
-AGAAAGTTCCTTTGGGAAATTCGAATACTCAAAAGTGCTTACATACAATGAAAAATTTGG
-AAATCCATAAGCATGGCCAAGGTGGGACACATGCTCAGAAAAGGCCTGAGAAGACACTAA
-TAACTCACCTTTAGTAATTCCTAGGCTCACAGCAAGAAAAAATGAAGGCTAAGGCAGAAT
-TATATATGGCTCCGCTAAGTGTTGAGGGAGCCCCAATACAGAGTCAGTAAGCAAAGTCTG
-GGAGATGTTTTTCATATTTTTTTCTTTTTTGGCTCCTTGCAGTCAAGGAAATCATTTTTA
-AATCACTAAATGCTAAATGAACACAAGCTAAAGGAACCGAGCCGCCTTCAAACATCAAAC
-ATAAAAAAGAATGCAGATATTACAAAACCAGTTTACAAAAGTTACTAAACAAATAAAAAC
-TACATCCCACAGTGGGTAACAAAAATAACCTTGAAGAAGGGAAAAATTTGGTTTCCAGAA
-TAAACACATTATAATATCCAAAATGTCCAGTTTTCAACAAAAATTAAGAAGCATGCAAAT
-AAACACAAAACTATGGCCCATTTACAGAAGAAATAAATGAGACTCTCCCTGAGTAAGCAG
-ATATTGGAAATATTAGACAAAAACTTTATATAACTGTCTTAAATAAACTTAAAGAGCTAA
-AGAAACCCAAGAGAATGACATATAAATAAATAAGAAATATGAATTTTTTAAAAGGTACAA
-AAAAATTCTGAGGCTGAAAAGTACAATAACTAATTAAAAAGTTACTTTTTACTTAGGGTT
-CCAATAGAAGATTTGAGCAGCTGGAAAAAAGAATCAGTGAACTTGATAGATCAAGTGAAA
-TGATTCAGTCTGAAGAGCAGGAAAATGAAAGAATGACAACAAAAAAGAATAGAGCCTAAA
-GACCTGTGTAACAACATCAAGAATGCCTACATACAGAATCCTGGTGGGGAGTGAGGGGCA
-GGAAGACTATTTGAAGAAATGTGTTTGAAAGCTTCCCAAATTTCACTAAAAACAAATATA
-TACATTCAAAAAGCTCAGTGCACTTCATCAAGGAAATATACAAAGATATTCACACCAAGA
-CACACTATGTTTCAAATTGTCAAAAGGCAAAGCGAATGTTTGAAAGCAGCAAGAGAAAGG
-CAACGCGTCATTTACAAAGGATCCTCAATAAGTTTGACAGCAGATAGTGCATTATAATCC
-ATGGATGCCAGAAGAGCTTAGGAAAAAGGCAATGCATCATTTACAAAGGATTCTCAGTAA
-GTTTGACAGCAGAGAGCTCATTATAAACCATGGGTGCCAGAAGAGCTTAGAATGACATTT
-TAAAGTTCTGAAAGAAAAAAACACTGTCAACCAAAAATTCTGTAACTTGGAAGATGCCCC
-TTCAAGTATTAAGGATAAATTACACATTCCCAGATTAAAAAAAAAAGAGAGAGAGAAAGA
-GAAAGAAAGAAAGAAGAGAGAGAAAGAAAGGGAGAGAAAGAAAAAGAAAGAAAGAAAGAA
-AGAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAGAAAG
-AAAGAAAAAGAAAGAAAAGAAAGAAAGAAAAGCAAGCAAGCTTTAAAAGTTCATGTTTGG
-TAGGCTGTACTTCAAGATACACTTTTAAAAAAAAAGACTCCTTCAGATACAAACTAAAAA
-ACACTAGAAAGTAACTCAAAACCACATAAAGAAATAACTCCAGTAAAGATAACTACATAG
-GTAAATATAAAAGCAATTATCATATTTTTTGTAAGTCTTTTTAAATATTCTATATGTTTT
-AAAACAAATGTGTAAAATAATGACTATAAATCTATGTTAATGAAGCATGATGTATAAAGA
-TGTGGTTTGTGAAATTACCAACATAAAGAAATTCATAGGAAACTAAATAATAATAGAGAT
-TTTGTATACTATTGAAGTTGTTTCAATTTACTCTAAATTGTTCCAAATTAAGAATGTTAA
-TTGTAAATCCCCATGGTAACCACTAAGTTAATATCTTTTGAAAATACAGAAAAGGAAAGC
-AGAGGGTAAACACAGTGATATGCTACAAAATAGCAACTAAACACAAAAGAAGGCGATAAT
-TGAGGAAATTAGGAACAAAGGAGGTATAAGACATACAGAAAACAAAAGCAAAATGGTAGG
-AGTAAGCCCCTCTTTATCAGTAATTACATTAAATACAAATGAATTAAACTCTCCAATCCA
-AAGAAAGAGATTGACAGAATGGATTTTTAAAAAATGATCCAACTATATTGTCCACAAGAT
-ACTCACTTTAGATCAAAATACACAATGAGTTGAAATGAAAGGATGGGAGAAAATATTCCA
-TGTAAGTAATAACCAAAGGAGATCTGAGGCAAATATACTTATATCAGACAAAATAGACTT
-TAAGTCAAAAACTGTTACAAAATACAAAGAACAGTATATATTGATTTCAAAATTAAACAA
-GAAGATATAACAATTATAAATATATGTACACCAACTAACAGGGCTCCAAAATATATAATG
-TAACCATTGAGAGAATTAAAGGGAGAGACAGACAATTCCACGAAAATTGTTGGGCATTTT
-AAAACCCAACTTTAATAAAGGACAAAACACCCAGAGCAAATATCAAGGGAGGAATTAGAG
-GATTTGAATAAAACTATAAGCAATAACTATAGATAACACTTCTCTCAAAAACTGCAGAAT
-ACACATTCTTCTCAAGTGAACATGGAACATTCTCCAGCACAGATGATATGTTAGGCCATA
-AGATAAGCTCAATAAACTTAAAAAGATTGAAATCATGCAAAGTATCTTCACTGACCACAA
-TGGAATGAAATAAGATATCAATAACAAAAGAAAAACTAGAAAATTTACAAATATTTGGAA
-ATTAAACAACACAGTATTTACCAACCAATGAATCAAAGAACAAATCATGAGGGAAATTAG
-AAAATGTTTAGAGACGATTGAAAACAAAGATATAACAAGATGGGTGTGATATATCAAAAG
-CAGTGCTCAGAGTTGTAACACCTACATTTTAAAAAAGAAACATGTCAAATCAATAACCAA
-ACTTTACTCAATAAACCATAAAAGGAAGAGCAAACAAAATCCAGAGCTAGCAGAAGGAAG
-GAAATAAAGATTAGAGCAGAGATAAATGAAATTGAGAATTAAAAAATTATACAGAGATCA
-ACAAAACTAAAAGTTGGTTCTTTTAAAATATCAATAAAATTAATATACTTTTACATAGAC
-TAAGCAAAACATCTCTATTCAGCTGACTTTTTTTTACAAGGGAGCCAACATTATTCAGTG
-GGGAATAATAGCTTTTTCAACAAAAAGTGCTGGGAATACTGAATATTCATATGCAAAAAA
-AATGAAGCTGGACCCCTACCTCACATTATATACAAAATCTAGATTGGATCAATAATGTAA
-ATATACGAGTGAAAACCATACATGCTTAGAAGAAAACATGGAAATAAAACATTGCTGTGG
-ATTGGCAATGCATTCTTAGATAATACAACAAAAATACAAGCATGAAACAAACAAATGTAG
-CCAAAATGTACCAGAATCTGAAAACATGTATTATCTATAAAGAATTAGAGGGGAATTTGG
-TGAAAGAAATATGGGAGAATGGGATATTGCTCTGTGAATGCTTTTGTGCATAATTGTACA
-TTTTTAATTAAGTTAATCTTTTACACTCTCAAAGTGTGATATTAAGCAAGCAAAGATAAG
-TTATTACAAGACTCTAAAACCGAATGCAATGAGAAACAAGTGAATCCAAATATATTTCAA
-ATGAATGAATGACATAATCAAACTTAAGGGGAAAATAATAATTAATCTGATTAATTTTTG
-ACTGTTCTCTTATTTCAAATTGACTTTTGAACATACTTTGACTACATACTATTGCTTGAA
-AAAATAAAATATCTGCAAAAAATTATTAAATCTTCATGATAGGATTTTTTCTTTTTATAT
-TAGTATAAATATAACAATTCTGAAACAAATGTATGTGCATTGTAAGATTAAGCCAATGAG
-TAAATATTAATATATTTGTATTGCTAGAACCCCAGATTCTCACTGTGAAAGGACAGAGAT
-ACAGATATGGAATAAGACAAGGAAAGAAGCAGCCCACTGAGTTACATTAGAATCAGTATT
-ATCAACATAAATATACAATGTGCTCTCTCACATGCTCTTTCCTTCTCTTAAAAAATATAT
-AATATGTACATATTATATATTATATGCATAGACACACGTGTGTCTATACATATCCTACAT
-GTACATATTGAGGATTAACAGGTGCTAGTAGAAAATATTAACTTTCTTTGTATTAACAGG
-TGTTAGTAGAAAGTAGTAGTAGGTGCTAAGATAAAAGCCATAATTAAACCTCCTGGTGAA
-TGAACACACCATCACCTACAATCTTACCAAAAATAGAACCAAGCACGTGTCCTAGTCAAA
-CCTCTGGATTCAACTGTCATTTGGATAAAACGCAAAGGATAGTGAAAATGTCGATCTTCA
-CTGAGAGTCTAACCAGCAAAATTCACAGTGTGGACACCAAGTGACAAAAATCCCAAATTT
-TTCAACAAATATATTGTATGGGAAAGAAAACTTTGAAAAGAAACCTGTATGTTAGAAGGG
-ATTTTAAAAACACGACAAATGAAAACAAATGGGCAAGACTAAATCATAGTGTCTTGGAAT
-GCATGCAGGAAGGACACAGCCGTGAAAATGCAAGGACGCCTCTACTGGAACAGTCACGTT
-TATCGTCACTTTTCAGGAGAAAGGTGGCTGCAACTGAGGAGAGTCACATGCTTCAGGGCT
-GGCAAAGTCCTATATCTTGACTTATGTGATGATTACAGGGATGTTTACAAAAATCAAACT
-ATAAGTTTGTTTTGTGCCATGTTTTGTATTGTGTGTGTGTGTGTTTTGTTTTTCAACTTA
-AAAATAAATAAAATCAAAACCAAGGCTTCATTATCAAGTAGCACAAAGTCTCCAATCTAT
-AACCTCCTTTGTCTGGATATCTGCATTTAACTACCATTGCCAGAGCTAATCCTGACAATG
-CATTCATATTTTTAACACTGAAACACAGTAAACAGGGAAAATTTTGCTCCTCTAAAACAG
-GGCATCTTCAGGCAATCAGAACAACTCAGAAAGTTTCTGTCTGTTGCATAAAACTCCCCT
-GTGCAAAGAGTTACACAAAATGCTGTCATAGTAAAGGTAGTTAACTAACGGCACTAATTG
-TTCTTGGGCAGTGGCCAAGTGGAACTTCAGAGACCTGGCATTGCCAGCCAGAAATCACTT
-GTCATGGGAATTGTCTCCTGGAATCACTTTGGTTGTCCCAGGGTAACGCAGGGAAAGTGG
-TTAATGGGTCACTTGGGGGTGGCATCTTCATCAGTAAATCACATTTACTTTCTCCTACTA
-AGAATTTTATTTTTGGCCATGAAGCCAAAAGTCAGCTCTTAAATAACAAGGGAAGCAAAT
-AATCATTGAATAAAAATAGCAGGAAGAAAAAGCTGTGCAAAGAAATTTATGTTTTTAATT
-TGTTATATATGTATATTTTTATCATACTTTAAGTTCTAGGGTACATGTGCACAATGTGCA
-GGAATAAAATTTATGTTTTTAAAATTTATTCTACATTATGAATTCTACATTAGAAAAATA
-AACCATAGCCTCATCACAGGCACTTAAATACACTGAAGCTGCCAAAACAATCTATCGTTT
-TGCCTACGTACTTATCAACTTCCTCATAGCAAACTGGGAGAAAAAAGCAATGGAATGAAT
-AAAATGATAGCCACAAAAATCAAGGTGGGAGAAATACTTATTATATGTCCATAAAAAATT
-TTAATTAATGCAAAGTATTAACACCAATGATTGCAGTAATACAGATCTTACAAATGATAG
-TTTTAGTCTGAACAGGACTATCCAAAAGTTAATTTTCTATAGTAACAGTTTTTAAATAAA
-ATATCAATTCCTGAAACACATAAAATGGTCCATGAGTATACAACGAGTGAAAAAAAACAA
-ATTCAGAGCAAAGATAAATTAAGAAGTATCTAATATTCAAACATAGTCAAAGAGAGGGAG
-ATTTCTGGATAATCACTTAAACCCATGGTTAAACATAAATGCACATATGTTAATGTTTAC
-TGAATAACTTATCTGTGCCAAGTGGTGTATTAATGATTCATTTTTATTTTTCACTAAATC
-TTTTCTCTAAAGTTGGTGTAGCCTGCAACTAAATGCAAGAAATCTGACCTAGGACCTGCA
-CTTCTTACCATTTTGCTCATATTTATTCCCTGTGCATTTTTGTAACATGTATATGTTATA
-TATATAGAAAGAGAGAGAGGCAGAGATGGAAAGTAATTTATGGAGTTTGATGTTATGTCA
-GGGTAATTACATGATTATATAATTAACAGGTTTCTTTTTAAATCAGCTATATCAATAGAA
-AAATAAATGTAGGAATCAAGAGACTCATTCTGTCCATCTGTGATAGTTCCATCATGATAC
-TGCATTGTCAAGTCATTGCTCCAAAAATATGGTTTAGCTCAACACTGAGTGACTATAGGA
-AACCAGAAACCAGGCTGGGCGCTAAAGATGCAAAGATGAATGAGACATCATCTCTGCCGT
-CCAAAAGCTTACTGTCTAGTGGGAGAGTTACACACGTAAGGACAGTAATCTAATAAGAGC
-TAATAAGTGAAAACTAAGATAAATTAATAATACAAGATTACAGGGAAGGTTTCCAAAGTC
-AATGAGGCCTCAAATGAATCTTGAAAGTGTGCAAGGATTAACCAAATGAAGAAATGTGTA
-AGTTTTTCAAACAAAAAGGAACAGCATGAGCAAATGCAAGGAGGCCTAAAATAAAGAGAT
-GTGTAAAGAGGTGTAAGCAGCTTTGTACTGCTGCCTGATAATTAGAAGAATATCGGGAGT
-AACAAGAGCTATAGAAGAGAGTCACAATTACGGAAAAATATTTATTAAATTATAAGAAAT
-TTATAGCATAAGGAATAGTAGGACCGTTAAATGTTTTAATAAAGATGATGCTTCTTTTTT
-TAATATTTATTTTTATTATACTTTAAGTTCTAGGGTACATGTGCACAACGTGCAGGTTAC
-ATATGTATACATGTGCCGTGTTGGTGTGCTGCACCCATTAACTCATCATTTACATTAGGT
-ATATCTCCTAATGCTATCCCTCCCCTCTCCCCCCACCCCACAACAGGCCGCGGTGTGTGA
-TGTTCCCCTTCCTGTGTCCAAGTGTTCTCATTGTTCAAGTCCCACCTATGAGTGAAAACA
-TGCGGTGTTTGGTTTTTTGTTCTTGAGATAGATGATGCTTTAAATTGACCACTCTAGCTG
-CATTGTGGGAGGAAAAAAGATTTTAGAACAAGACTAGAAACAGAATAATTAGAAAAATGC
-AACTACAATGCAGATGAGTGATTATCAAGGTCTGAACTGAATAGTGGAAATAGAGATAAG
-GAGGCAAATTCAAGATATGTGCGTGACAGTAAAATTAACATGACCTGGTGTTTGATTGAC
-TCTGTAAAGTGAAAGGAAAGGATGAATAATCAACAAATAATATTTATTCTACCAAATGCC
-TCCATGCCGCTTTGATGACAGGATAATATGTAAGCTTTTCTATATTTCAGAAACTATATG
-ACATGACGAAAAGTAAAAAGGGGATGGGGGTAAGGAGGTATCCTGAATTGACTGAGAAAT
-AAGGAGGTATTCCACAGAGAATATAAAAAAACATATACTTAGTGTTCAAGGAATAATAAA
-AAAGAGAACATCTATGTGTCCACCATACAGGATATGAAATAGAACATTTGCCGGCCATGG
-TGGCTCACACCTGTAATCCCAGTACTTTGGGAGGCCGAGGTGGGAGGATCACTTAAGCCC
-AGGACACAGGTTGCAGTGAGCCAAGATCACACTATTGTACTCCAGCCTGGGCCACCATGT
-CTCAGAAAAATAAAAAAACTAGATGTCTTGGAGGATTGGAAACAAAATAGAACTTTACTA
-GTGCCTTAGACGCCCATTGGGTGCTCCTTGCCAATTGTGTTCTCCTTTATTTCCTGCTGG
-ATATGACCACTGTCCTTCCATTGCATTGTATGTGTTTTTTAATAGACTTTAATGGTTCTC
-AAGTGATGCATTATTTAGTTTGGTTCTTTGAAACTTATATAAATGAAATTATTTTGTAGA
-AGTTCTTTCACCTTTATCAGAAGGTACTTTCACCTTGATTCAATAATAAGTTTGCATATT
-ACAACCTTGTTGAATGTTGGTGTAATTCATCCATTCGTATTGCTATATGATATTCCACTA
-CATGAATATGTCGGACTTCATTCCTCAGATCTATTGTTGATGAACACTTGAAATTTTTCC
-AGTTTTTAACTATTACAAACAATGCTGCTATGAACATTCTTTTGTAAATCACCTGGTTCA
-TATGTGCAAGATATCCTCTGGGGTATATATTTAAAAGTAAAATTATTGAGTTATTCAACA
-TTACCATGAAATGCTACACTATTTTTTTTAACAATCCTACCAATTTACACTTCTACCACG
-AACAGATAAGCATTACCATTGGTCTTCATTTGTAGGAACCATATTTGTCTTTTGCTCTGG
-GGGCTTTGTTTTGTTTTGCTTTGTTTTTTGCTTAGAAGTGCTTTGGCTATTAGGGATCTT
-TTTTTGGCTCCATGTGAACTTTAGGATTTTTTTTTAATTTTGTGAGAAATAACGTTGGTA
-ATTTGATGGGAATTGCATTAACTCTATAGATTGTATGGGTGATATGGTCACTTTAGCTAT
-TGATTTTTCTAATCCGTGAGCATGGGATGTTTTTCCATTTGTTTATGTCATCTATAATTT
-CTTTCATTAGTATTTTGTAGTTCTCCTTGTAGAGATCTTTCATTTATATAGTTATGCATT
-CCTAGGTATTTTTCATGGCTATTGTAAATTCAGTTGAGTTCTTAATTTGGTTCTCAACAA
-ATTAATCTCAACAAACATTCAAACAGCTTGAATGTATTTGGTGTATAGAAATACAACTGA
-TTTTTGTGGCTTGTTTATCCCAAGACTTTACTGAAGTCGTGTATCAAGTCTAGGAGTCTT
-CTGAAGACTTTAGGGTTTTCTAGGCCTACAGTCATGTCATCAGTGAGCAGAGATCATTTG
-ACTTCTTTTCTAATTTGTATACCTTTTATTTCTTTCTCCTTTCTGATAGTTCTGGCTAGC
-ACTTCCAGTACTGTATTGAATAGGAATGATGAAGGTGAACATCCTTGCTTTTTTCCAGTT
-TCTAGAAGCAACACTTCTAACTTTTGCCCATCCAGGATGATGTTGGCTGTGGCTTTGTCA
-TAGATGACTCATTTTTTGAGGTATACTCCATCTATACCTATATTGTTGAGGGTTTTTATC
-ATAAACAGATGTTGGATTTTATCAAATGCTTATTCTGCATCTAATGAGATGATCATAGGG
-TTTTTGTTCTCAGTTCCATTTATGTGGTGAATCATGTTTATTGATTTGTCTATTTTGAAC
-CATTCAAGCACCCCTGGAATAAAGCCCACTTGATCATGATGAATTATCTTTTTGATGTGT
-TGTTAGCTTCAGTTTGCTAGAATTTTGTTGAGTATTTTTACATCTGTGTTGATCAGGGAT
-AAGGATTTGTAGTTTTCTTTTGTGTTCTTTTTAAAATTTTCCTTGTTAATTTTACTGCAC
-AGTATTATTTTAATGATGAATAAAGTGTTGAGCTGGACATGTGTACCTTGTTCCTCATGT
-TACAATGAAACTGTTTAATATGTCATGATTATTTATAATGTTGAGAGTAGTTTTTGTGTA
-TATATTAAGATATTTACATCAGTTCTCTTCTATTCCTAGTTTGTTATTATTACAAATAGT
-TTCAAATGTGAACAAGTGCTTTTCCCACAGCTATTGAAATAACCATATTTTGTTCTTTTA
-TTCAGTTAATGTGGTTAATTTCATTGTTTGGTTTTCTAATTTTAAACCATACATTCTTGA
-AATTACTGCACTTAGTCACGATGTATTTTTCTTTGGAGTATATTGTTGGATTATATTTGC
-AAACATTTTTGTTTAGAATTATTATGTAGTATATTAGTCTGTAATTTCATTTCTTTTAAT
-ATCCCTGTATGGTTTTACTATCATGGAGGTACCACCATATAAAACAAGTTGGAAAGTGTT
-ATGTCTTCCCAATTCTCTAAAAATATTCATGTAACATTGGCATTATTTCTTTATTAAATA
-TTTGGTAATATTTCTTTATTAAATATTGCATCCACCTAGCCCTGGAGTTCTTTCTACAGG
-AAAAAAAAATTTTCTAAATAAAATTTCTACAATGAAAAAAAAACTACTCAGTTTTTCTAG
-TTTTTTTCTGATCATTTCATAAAAGTAGGTATTTTTCATAGGAACTTGACCATTCCTTAT
-GATTGTCAAATTTATTAATATAAAGTTTCATATTTTATATTTATTTTATCAGATAAATAA
-AATTATATGTTTTGAAATATATATTCATTGTAAAATAGCCATGTTAAGCTAACATATGCA
-TTACCTTACATGCTTATCTTTTTTTATGAGAACACTTAAAAATCTACTCTTAGCAATTTT
-GAAGAATACAAGTACATCCCCTATGGAGAACAGTTTGAAGGCTCCTCAAAAAAGTAAAAA
-TAGAGCTACCATGTGGTCCAGCAATCCCACTGCTGCATATATACCCCCCAAAAAAGAAAT
-CAGTATATCGAAGAGATATCTGCACTCCCGTATTTGTTGCAGCACTATTTACAATAGCGA
-AGTTATGGAGTCAACCTAAGTGTCCATCAACAGATGAATGAATAAAGAAAATGTGGTACT
-TATATACAATGAAGTATTATTCAGCCATAAAAAGGAATGAGACCCTGTCATTTGCAACAA
-CATAGATGAAACTGGAGGTCATTATGTTAAGTGAAATAAGCCAGGCACAAAAAGACAAAT
-ACTATGTGTTATCACTTATATGTGGAATCCAAAAAGCAAACAACTGAACTCATGGAGATA
-GAGAGTAGAAGGAAGTATACCAGAGGCTGTGAAGGGTAGTGGGGGTTGGGAGAGGTGGGG
-GATGGTTAATGGGTACAAAAAAAGAAAGATTTAATAAGACCTAGTATTTGATAGCACAAC
-AGGGGGATTGCAGTCTAAAATTCAATTATACATTTAAAAATAACTGAAAGAGTATAATTG
-GATTGTTTATAACACAAATAATAAATGCTTGAGGGGATGAATATCCAATTTTCCATTATG
-TACTTATTGTACATTGCATGCCTGTACCAAAATATTTCATGTACCTCATAAATGTATACA
-CCTGCTATGTACCCACAAAAATTAAATTTAAAAACAATACATTGTTATCCACTATAGTCA
-CCATATTGCACAATAGATCTGTTGAATTCATTCCTCCTGTACAATGCAATTTTGTACCCT
-TTGACCAACATCTACCCAATCCTCCTGGTAACCATCATTCTACTCTGTACTTCTATGTGT
-TCAGCCTTCTTAGACCTCCACATACAAGTGAGATTATGCAGTATCTGGCTTTCTGTGCCT
-GGATTATTTTACTCAGTATAATGTCCTCCCGGTTCATTCATGTTGTCACAAATGATACTT
-TTTTTATTTTTTAAGGTTGTATACTATTCTATTGTGTATGTGTACCACATTTTCTTCATC
-CACTCATGTGTCGATGGATACTTAAGTTAATTCCACATCTTGGCTGTTGTGAATAATGCT
-ACAATAAATATGGGAGTACAGATAACTCATTGACACACTGATTTGATATCTTTTTAATAT
-ATGCCCAGAAATAGCATTACTGAATCATATGGTAATTCTATTTTTACAGAATCATTTATA
-CTGTCTTTTACAATGGCTGAAATAGTTTACATTCTCAACAATTACAAGGTTTTCCTTTTC
-TCCACATCCTCTCCAACACTTGGTATCGTCTGCCTTTTCTGTAACAGCCATTCTAACGGA
-TGTGAAATGGCATTTTATTGTAGTTTTAATATGCATTTCTCTGATGATCAGTGATAATTA
-GCATTTTTATATATCTGTTGGCCATTTGTATGTCTTCTTTTGAGAAATGTCTATTTAGAT
-CCTTTGTCAATTTTTCATTAGGGTTCCTTGTTTTCTTATTATTGTGTTGTTTGAGTTCCT
-AAGATATTTTGGACATTAGCCTCTTATCAAATGTATAGTTTGCAGATAATTTCTCCCATT
-TTGTAGGTTATCACTTCACTCTGTTGACTTTCTTTTGCTGTGCAGAAGCTTTTTAGGTTG
-ATGCTATTCCATTTGTGTTTTGTTGCTTTTCTTGCCTGTGCTTTAGAGTCATATCATAAA
-ATATTATTGCCCAGACCAATGTCTTGGAGTTATTCCCCTGTTTTCTTCTAGGAGTTCTAT
-AGTGCTAGGTCTTACATTTAAGTCTAACTTATTTTGAGTTTATATTTTTATATGGTATGA
-AATAAGGGCCTAATATCAATCTTGTGGACATTCAGTTTTCTCAACACCATTTTTTGAAGA
-GACTGTTCTTTCCCCATGTGTGTTCCTGGCACCTTTGTTGAAAGTCAATTGACTATAATA
-TGTAGATTTATTTATGGGCTCTTTATTCTGTGTAATTGGTCTATGTGTCTGCGTTTATGC
-CAGTACCATGGTGTTTCGATTGCTATAGCTATGTAGTATAATTTGAAGTCAGGTAATGTG
-ATATCTCCTGCCTTGCTTTTTTTGATCAAGATTATTTTGGCTTTTCAGAGTTTTTTGTGA
-TTCCATACAGATTTGAGAGTTGTTTTTCTATTTCTGTGGGAAAATGTCATAGGAATTTTG
-ATAGAGATTGCATTCAATATGTACATCACTTTGGATAGTATGGACATTTCAAACATATTA
-CTTTTTCCAATCCATGAACATGAGATATCTTTCCATTTATTTGTGGCTTCTTCAATCGCT
-TTCATCAATGTTTTGTAGTTTTCAGTGTAAAGATCATTCACCTCTTTGTTTAAATTTACA
-TCTAAGTATTTTTTGTTGCTATTATAAATAGGATTGTTTTCTTGATTTCTTTTTTTGTAT
-AGTTTGTTGTTGATGTGTAGAAATGCTACTGAATTTTGTATGTTCACATTGTATCCTGCA
-ACTTTACTAAATTCATTTATGAATTCTAAATTTTTTGGCAGAGTTATTGGTGTTTTCTAT
-ATATAAGATCATGTCAACTGCAAACAGAAACAATTTAACTTCTTCCTTTCCAATTTTCAT
-GCCTTTTATTTCTTTCTTTTGCCTAATTGCTCTGGCTAGGACATCCAGTACTATGTTGAA
-TAGAAGTTCTGAGAGTGGGCACCCTTGTATGAAGTTTCCCACAACATCTCTTATCTTTTT
-ATTAGCTATATATTAATACGGATGTTTCTTCTTCATCAGGAGTTTGAAAAATATGTCTTT
-TCTCTATATTGTTCTTAATCAGTCTTCCTAGAAGTATTTCAATTTCAAAAAGTAGCAACA
-ACTGTGGGAGTTCAGTCAGGCTGGTGGGAAAAATTTTAAAGATAGTTTTAAGAAATCGAC
-ACAAACCTTCATGGAAGGCTGGGGGTGTTGTATAGCTTCAGTAATAGATCTGAATGAAGG
-CGGCCTAATCCTTCCTTGAGTAAACAGCTTAAAGTAGGTGCAAAGGAATGTAAGGGAGTT
-TATCTAAATAACTTGTTTACTCATGTGGTCCTGAAGCCAACCTTTGATCATTCACAGGCA
-GGATGGCTCTCTCTCGGGGGAGGGTGACCAGGTTAATTACCCTCTATTTGTGTTGACTAA
-AAGCCCCTGTCATTTAATGTTTTTTCAATAAATGCTGGCAGGGCTAGCTAGTCAGGGCTC
-GTGGCTGCCAGAACTCTTTCTGTGCACGGCCCAGCCCCCTAGCGGCTCTTTCACTGAATA
-ATTGGTGTCTGAGTACATTATTCATCCCTCGTGCAGCTGGGGTCTGCAGGACAGACCCCC
-ACAAACAACAATTTGCAAAAGCAAACTTCCCTGTTTTGTTTTTTTTCCCGAGATGATAAA
-TTAGAGGCTTTTAGTGTGCCTCGGCCACTTAGAAATAGCAAGAGAGTGCACAAAGGTCAA
-CTCTGTGAGCTCTACGTCAAGAAGGAAAATGGGAATCCACCAGAATCATGAAGGACATCA
-TAGATCCCAAGAAGGAGAATGTGAGCAAACAGTCAACATGACAGCAACCAGCTTATAAAA
-GTGAGCGAAGTCCTAGTATGTGAGAGAGGCAGAGAGCCTCCCTCTGTAACTGACATTTTC
-ACTGTGAATCTGAGCAACCCCAGCCAAGTTGTTGCATTTTGTTTCTCCCAAGGCCTGGAG
-TCAACATGGGGAGAGGCTTGGAGATGCTGTGAAGCAAAGACACTGGGAACAGCTGCAGAC
-ATTTTCCCAGACCAGGAAGTAAGAGCAAGATGCCATTTTCAATCTGGATGCATGCAAAGT
-CAGCTTTTTTTTTTTCTTTTTGTGACCCAGCAGAATGCCTGCACAGGCATTTTAGTCTCA
-GGCCAAAGATTGGAACAACTGCTTTGGGGCTTGGTAGGGACCTTCACAGCCATATTGTGG
-GAAACACCTCAGCAGTATGTGCTGGAATTGTGCTTTCCCCCATCGCAGCCTCGGGGCAAC
-AGAAAAGCTGCTACAGCTGTAATTTCTCCCAGGTGATGAAACTTGCAGCCAGGGCCAGCT
-TGGAGACCTACAACCAGTCTGCAGGTGTCATTGCTGGGTGCCCCAGCCTGTTCCCCTGAG
-AATGTGATACAGCAGGGCTTTCTCTGCTTCACCCCCAGGCAGAAATTCAGGCATTGGAGC
-ACCTGTCTACCTGGACCAGCATCCTGAGCTACCCCACCGTTTGTAAACATAGGTTGTGGT
-GCAGTGGGGCCCTCTCCAGTCTATGGCCAGGCAGATTTCCAGGTATGTGGAGTACCCACT
-TGACTGGATCAGCAGCCTGAGCTTCCCCAACCTTCCTGTGCTGAGATTATAGTGCAGTGA
-GGCCCTCTCATCTCCACACATAGGCAGACCTCCAAGCAATTAGAGCACCTGCTCCTATGG
-AGAACTTAAATTTACAAGAAAAAAAAAACCATCAAAAATTGGCCAAAGGACATGAACAGA
-CAATCCTCAAAAGAAGACATGGATGTGGCCAACAAACATATGAAAAAAAGCTCAAATCAC
-TGATCATTAGAGAAATGCAACTCAAAACCACAATGAGATACTATCTCAAACCAGTCTTAA
-TGGTGATTATCAAAAACTCCAGAAACAACAGTTGCTGGTAAGGCTGTGGAGAAATAGGAA
-TGTTTCTACACTGTTTGTGGGAATGTAAATTAGTTCATTCACTGTGGAAGGCAGTGTGAA
-AATTCCTCAAAGATCTAGAACCAGAAATGCCATTTGCCCCAGCAATCCCTTTACTGGATA
-TATGCCCAAAGGAATATAAATCACTCTATTATAAAGATACATGCACAGGGCTGGGTGCAG
-TGGCTCACACCTGTAATCCCAGCACTTTGGGAGGCCAAGGCGGGTGGATCACCTGAGGAC
-AGGAGTTTGAGACCAGCCTAGCCAACATGGGGAAACTCCATCTCTACTAAAAATACAAAA
-ATTAGCCAGGTATAGTGGTGCACACCTGTAATACCAGCTACTTTGGAGGCTGAGGCAGGA
-GAATCGCTGGAACCCAGGAGGCAGAGGTCAAAGTGAGCCAAGATCATACCATTGCACTCC
-AGCCTGGGCAACAAGAGCAAAACTCCATCTCAAAAAAATATATATATACATATACATACA
-TATATATACATATATATACACATATATATATACATATATACATATATTATATAGGTAAAT
-GTATATATATGTGTATATATATACACACATATATATACACATATATATACATATTATAAC
-TACATATATATACACACACACATACATATACATGCACACATATGTTTATTGCAGCACTAT
-TTATGATAGAAAATACATGGAATCAACCCAAATGCCCATCAATGATATATTGGATAAAGA
-AAATGTGATATATATTCACCATGGAATACTATGCAGCCGTTAAAATAAATGAGATCACGT
-TCTTTGCAGGGACATGGATGAAGCTGGAAGCCATCACCCTCAGCAAACTAACACAGGAAC
-AGAAAACCAAACACCACATGTTCTCAGTCGTAAGAGGGAGTTGAACAATGAGAGCAAACA
-CGTGGATACATGGAGGGGAACAACACACACCAGGGCCTCTCAGGGGGACAGGGGTAGGAG
-ACCATCAGGACAAACACGTGGATACATGGAGGGGAACAACACACACCAGGGCCTCTCAGG
-GGGACAGGGGTAGGAGACCATCAGGACAAACACATGGATACATGGAGGGGAACAACACAC
-ACCAGGGCCTCTCAGGGGGACAGGGGTAGGAGACCATCAGGACAAACACGTGGATACATG
-GAGGGGAACAACACACACCAGGGCCTCTCAGGGGGACAGGGGGTAGGAGACCATCAGGAC
-AAACACGTGGATACATGGAGGGGAACACCACACACCAGGACCTCTCAGCGGGACAGGGGG
-TAGGAGACCATCAGGACAAACACGTGGATACATGGAGGGGAACAACACACACCAGGGCCT
-CTCAGGGGGACAGGGGGTAGGAGACCATCAGGACAAACACGTGGGTACATGGAGGGGAAC
-AACACACACCAGGGCCTCTCAGGGGGACAGGGGTAGGAGACCATCAGGACAAACACGTGG
-ATACATGGAGGGGAACAACACACACCAGGACCTCTCAGCGGGACAGGGGGTAGGAGACCA
-TCAGGACAAACACGTGGGTACATGGAGGGGAGCAACACACACCAGGGCCTCTCAGGGGGA
-CGGGGGGTAGGAGACCATCAGGACAAACACGTGGATACATGGAGGGGAACAACACACACC
-AGGGCCTCTCAGGGGGACGGGGGGTAGGAGACCATCAGGACAAACACGTGGGTACATGGA
-GGGGAACAACACACACCAGGGCCTCTCAGGGGGACGGGGGGTAGGAGACCATCAGGACAA
-ACACGTGAGTACATGGAGGGGAACAACACACACCAGGGCCTCTCAGGGGGACGGGGGGTA
-GGAGACCATCAGGACAAACACGTGGGTACATGGAGGGGAACAACACACACCAGGGCCTCT
-CAGGGGGACGGGGGGTAGGAGACCATCAGGACAAACACGTGGATACATGGAGGGGAACAA
-CACACACCAGGGCCTCTCAGCGGGACAGGGGGTAGGAGACCATCAGGACAAACACGTGAG
-TACATGGAGGGGAACAACACATACCAGGGCCTCTCAGGGGGACGGGGGGTAGGAGACCAT
-CAGGACAAACACGTGGGTACATGGAGGGGAACAACACACACCAGGGCCTCTCAGGGGGAC
-GGGGGGTAGGAGACCATCAGGACAAACACGTGGATACATGGAGGGGAACAACACACACCA
-GGGCCTCTCAGGGGGACAGGGGGTAGGAGACCATCAGGACAAACACGTGGATACATGGAG
-GGGAACAACACACACCAGGGCCTCTCAGGGGGACAGGGGGTAGGAGACCATCAGGACAAA
-CACGTGGATACATGGAGGGGAACAACACACACCAGGGCCTCTCAGGGGGACGGGGGGTAG
-GAGACCATCAGGACAAACACGTGGGTACATGGAGGGGAACAACACACACCAGGGCCTCTC
-AGGGGGACGGGGGGTAGGAGACCATCAAGACAAACACGTGGGTACATGGAGGGGAACAAC
-ACACACCAGGGCCTCTCAGGGGGACAGGGGTAGGAGACCATCAGGACAAATAGCTAATGC
-ATGCAGGGCCTCATACCTAGGTGATGGGTTGATGGGTGCAGCAAACCACCATGGCACACA
-TTTACCTATGTATCAAACCTACACTTTCTGCACGTGTATCCCAGAACATAAAATAAAATT
-TAAAAAATATATACACTGATTCATGATCTCCTTTCTCTCCTTCTGAAACACTCTTTAAAA
-CTTTTTAGCATTTCCCCCTCTGTCTTCCATGTCTCCTAACTACATGTTTCTTATTTTCCA
-TTTCCTTATTCCTGTGTTCATTTTGGATAGCCCCTTCTGACCTATATTACAGTTTACTAG
-TTCACTCTTCAACTGCTTCTAACATACTAATATTCTGTTAAAACCATTCATTTGGGTTTA
-AATTTCAATTATGTTATTCTCTATGGACATTCTATTTGTTTTCTTTTAATCTTCTTGGCC
-ATTCTCTAGAGTTTCCTGTTCCATTATGATATTTTTAATTTTTTGTTTTACTTTAAACAT
-ACTAAATATAGTTATTTTATTTTCTGTATCTGATACTTTCAATAACTGCAGTCTTCGCTA
-GTCTTTTTTCTGTGCTCTTGCTCATAGTTTTTTTCGTTTGTTTTCATGATTAGAAAAACA
-GAGAGAGAAGAAGGAGAGTAAAGGGAGGAGGAGGAGGAGGAGAAAAGAAGAAAGCAGAGA
-AGAAGGGACAGAGAAAAAAAGGAAGTTGGTTCTAACGTTTCTCTAACAACTGTCTTCAGT
-GAAACGCTCCCACCTTGTGGATTTTTAGGTTATTGAAATTAACCAGTCTTCTGGGTGCAG
-CACACCAACATGGCACATGTATACATATGTAACAAACCTGCACTTTGTGCACATGTACCC
-TAAAACTTAAAGTATAATAAAAAATAAAATAAAAAGCTACACAAATTAAAAAAAAAAGAA
-ATCAACCTAATTCCTAGATTACCACCTCTTGATTCAAATGCTTTAAATCTAGGCTTTTCA
-TCTGAGTCTTTCTTTTTAGTTATTCTGTTTATCTTCAAAACACTCCTGCTTTGAATCATT
-CAAAATCTACCTCCCTCCCTCTGTTTGACTACCATCAATTTTTTTGCTCATTCCTAATGC
-ATTAATCTATTAGCTGTGAATATCCAAAAACCCTCATTTCACTGAATCTTTGACAGACCC
-CTTTGCATCCTCTTGTTCTTCTAATTATTTCCTCAGACACTTTATGTTCTCTTTTCTTTA
-CAAGCATGCCATAGTTTATATACAATGTGTGTATTGTTTTTATATATACCTATATATAGC
-CTCTTTTTAAAAGCACTGTACACCATGCTTTGAAATATATTCTAAAATCAGGTAGCATGA
-AAATGGAAACATAACATACTAAAACATATGGGATGCAACAAAAGCAGTTATAAGAGGGAC
-ACTTATAGCAATAAATGCCTACATCAAAAAAGAAAAAAAGATCTCAAATAAGCAACCTAA
-TATTATGCCTAAAGGAGCGAGAAAATTAGAGAACAATACAAGCCCAAAGATAGCAGAAGG
-AAACAAATAACAAAGATCAGAGCAGAAATAATATAATAGAAACTGAAAATTTCAATAAAA
-ATAAGAATTGTTTTTTGAAAAGATAAACAAAATTAACAAATTCTTACATAGACTAAGAAA
-AAAGAAAACAAACTCAGAAATGAAAGAAGAGACATTAAAACTGATACCACAGAAGTTAAA
-AAATCATAACATACTACTATAATTAATTATTCACCAGCAAATTAGATAACCTAGAAGAAA
-TTGATAAACTCGTACCAAAACTGAATCATGAAGAATTCAAAATTTAGAACAAATCGTGAA
-TAAGGAAATTAAATCACCAATGAAAGGTCTCTCATAAAAGAAAGACCCAGGATTGAATGG
-CTCAGTGGCTGGATTCTAACAAACACTTAGATAACTAACACCAATCCTTCTCAAACGCTT
-CCAGAAACATGAAGAAGAGGAATACTTCCAAATTCATTTTTCAAAACCAGCATTACCCTG
-ATACCAAAACCAGAGAAGGACACTATAATAAAAATAAATTGCAGACCAATACTCCTGATG
-AACTTAGATGGAAAAACCCTCAGCCAAATATTAGCAAATATTATTTTTAAGAAAACACAG
-CAAAAAAATTCACCATGCTTAAGTGGGATTCATCCCTGGGAAGCTTATTAGTCTTATTTG
-ATTCGTGTAATCAGAAAATTTCTATGTCTAGTGAAGAGAAATGAGAGCAATAGAGACTCA
-TAGCACCTCAACAAATTTCCAGGCTTGAGCCAGTTAACAAATACAAGTCCTTCAAATACA
-AAAAGACTGTGAAAGAAAATAGAACAGATCAATGAAACTAAGAATTTGTTCTTTGAAAAG
-ATAAACAAAACTGACAAACCATTAGCTAGACTAGAAAAACGAGAGAATACTCAAAGCAAT
-AAAATCAGAAATGAAAGAGGAAATATTGCAACTAATACCACAGAAATATAGAGGATCATA
-AGAGGCCACTATAAACAATTACAAGCCAACAAATTGGATAACCTAGAAAAAGCAGATAAA
-TTTCTAGAAAAATGCAACTTACCTAGAGAAAGTCAAGAAGAAAGATAAAATCTGAACAGA
-ACAATACTGAGTATGGAGAGTATATCAATAATAAAACATCTCCCATCAAAGAACATCCCA
-GGACCAGAAAACTTCATTGCTGAATTCTAACATTTTAAAAAATAATAATACAATCCTTCT
-GAAATTCTTCCAAAAACTTGAAGGAGAAAGAGTATTTCCAAACTCATTTTAAAAGATCAG
-CATTATTGTTTTTTTTTTAAAGTGATGTTCCCCTTCCTGTGTCCATGTGTTCTCATTGTC
-CAATTCCCACCTATGAGTGAGAACATGCACTGTTTGGTTTTTTGTCCTTGTGATAGTTTG
-CTGAGAATGATGGTTTCCAGCTTCATCCATGTCCCTACAAAGGACATGAACTCATCATTT
-TTTATGGCTGCATAGTATTCCATGGTGTATATGTGCCACATTTTCTTAATCCAGTCTATC
-ATTGTTGGACATTTGGATTGGTTCCAAGTCTTTGCTATTGTGAATAGTGCTGCAATAAAC
-ATACGTGTGCATGTGTCTTTATAGCAGCATGATTTATAATCCTTTGGGTATATACCCAGT
-AATGGGATGGCTGGGTCAAATGGTATTTCTAGTTCTAGATCCCTAAGAAATCGCCACACT
-GACTTCCACAATGGTTGAACTAGTTTACAGTCCCACCAACAGTGTAAAAATGTTCCTATT
-TCTCCACATCCTCTCCAGCACCTGTTGTTTCCTGACTTTTTAATGATGGCCATTCTAACT
-GGTGTGAGATGGTATCTCATTGTGGTTTTGATTTGCACTTCTCTGATGGCCAGTGATGAT
-GAGCATTTTTTCATGTGTTTTTTGGCTGCATAGATGTCTTCTTTTGAGAAGTGTCTGTTC
-ATATCCTTTGCCCACTTTTTGATGGGGTTGTTTGTTTTTTTCTTGTAAATTTGTTTGGGT
-TCATTGTAGATTCCAGATATTAGCACTGGGGCCTGTTGTGGGGTGGGGGGAGGGGGGAGG
-GATAGCATTAGGAGATACACCTAATGTTAAATGATGAGTTAATGGGTGCAGCACACCAGC
-ATGGCACATGTATACATATGTAACTAACCTGCACGTTGTGCACATGTACCCTAAAACTTA
-AAGTATAATTTAAAAAATAAATAAATAAAAATAAAAATAAAAAGGCAAACAAGGACACTA
-TAAGAAAAGTATGGGCCAACCAATATCCCTGATGAACATAGATACAAAAGTCCTCAAAAT
-AAGTACTAGCAAACAGAATTTAACAACATATTAGGAGAACATTTACCATGATAAAGTGGA
-TTTATCCTCCAGATGTTTCAGCAAACACAAATCAAATGTGATAAACCACATTAACAGAAT
-GAAGGATAAAAAAATAGCTATCTCTATATATGCAGAAAAAGCATTTGACTAAATTCAAAA
-TCCTCTCATGACAAAACCTCTCAACAAATTGGGCGTAGAAGGCATGTACCTTAACACAAA
-ACAGGACATATATAACAAGCTCACAGCTCACATCATACCCAACAATGAAAAAGTGAAATC
-TTTTCTGCTAAGATCAAGAACAAGACAAGGATATTTATTCTCACTACTTCTATTCAACTT
-ATTTCTGGAAGTCCTAGCCAGAGCAATTAAGCCAAATAAAGAAATAAAAGATATTCAAAT
-TGAAAAGGAAGAAGTAAAATTGTCTCTGTTTGATGACATATTATATATAGGAAACCCTAA
-AAACTCCACCAAAAAGCTATTAGAAATGATAAATGAATTCAATAAAATTGCAGAATTCAA
-AATCAATGTACAAAACTCAGTAGTTTCTTTACACTCACAACAAACTATATGACAAAAATA
-AAGAAATCAATCTCATTCACAGTAGCATCAAAAAAACTGTATTTTTTTTGTTTAGGAGCA
-CATTTAGGATTGTACTTAGGAGTACATTTAACCAAGGAGGTGAAAGATCTGTATTCTGAA
-CACTATAAAACATTGATGAAAAATTGTAGATGACACAAATACATGGAAAGATATTTTATG
-TTCATGGGTAGGAAGAATTAATATTCTTAAAATGTCCTTACTGCCCAAAGCGATTTATAG
-GTTTAATGCAACATTTATCAAAATTTCAATGTCATTCTTCACAGAAATAGAAAAAACAAT
-TTGAAAATTTATATGGAACCACAAAGGACCCTGAATAACTAAAGCACTCTTGAGCAATAA
-GAACAAAGCTGAAGGCCTCACAATCTGACTTCAAAACGTATTACAGGAAAAGAACAAAAG
-AAGGAAGAAGAGGGTAGAGGAGAAGTGCAGCAAGGGTGGAGGGAGGTGCCCGCGCTGGGT
-CGGAGGAGCAGGAGTATGGAGGGAAGACTCCTGGGTGGCATGGAGCTCTTGCACCTCTAG
-GCACTGCCCAGCCCTGTGTCAGCCAGGGCTGAACCCCCACAGGATAAGGAAGCCTGTGTG
-TGTACCAACAATCAAAGCTACATCTGTGACACAACAGGACACTGCTATGGGCAGTCTCAG
-TGTTGTAACTACTACTATGAACATTGGTGGTTCTGGCTCGCGTGGACCATCACCATCATC
-CTGAGCTGCTGCTGTGTCTGCCACCACAGCCAAGCCAGCCCTCAAGTCCAGCAGTAGCAA
-CATGAAATCAACCTGCCTGCCTATCCAGAAGCCCGCAATTACTCAGTGCTACCATTTTAT
-TTCACCAAACTATTTATTACCTTCTTATGAGGAAGTGGTGAACTAACCTCCACCTGTTTC
-CCTCCCTGTCTGTCCATTGTGGATGAGCTCTGAGCCCTGTTTTCCTGTGAAGATTCTTTG
-AATTGCGGCCATTCTATTCACATGAACTCTCACATCTGGAGCACAGATGGCCCTCTCAAG
-GTAATTTATTGTATGCATTGACTGTTTACCAAACAAATGTCTTACTATGTACTCAGGTAT
-ATTCAGCAGCATTGTCGACTGCAGTCCCCTATGCTTGCCAGAAGATACTGTATTCAAAGT
-AGAAGTTTCACAGTGATGAGTAATCACTGCAATTTTCCCATTGCTCCATGGACTCTCAGA
-GGCCGGTGTTCTGTTCCCTGTAAATAGAGATGTACTCTGAACCTTTCTGCCTCCCTCAGC
-TGTTCCTAGTCCTTGGTATCAGCCCCTGGAGATGTCCACAACCACTTAGGACAAAAGGCA
-AAAGTGGAATTTCAGACAAAACTTTGATAGGATCTTCAGTGATAAACTTGGACTAACTGT
-GGCCCAGGTATCAGCACTCCCAAGAATTGCCAGGAGGAAGCTTTGGCAGACACCACAGGT
-ATGGCAAGGCCTATCTCCCTCTGCTGAATCCAACAGGGGCAAGCAAGCTGGCATGTGGCT
-TGAGGTGACCCGAATATGTCAGCACCCCTCAGATGTCTTTCTTTGCACTTTTAAAAAAAA
-TCTCAGAATTTGCTGGCAACATGGCCAAATAGGAACAGCTCCAGTCTGCAGCTCCCAGTG
-AGATCAATGCAGAATGCAGGTGATTTCTGCATTTCCAACTGAGGTACCTGGTTCATCTCA
-CTGGGACTGGTTGGACAGTGGGTGCAGCGCACGGAGGGTGAGCCAAAGCAGAATGGGGTG
-TCGCCTCACCCGGGAAGTGCAAGGGGTTGGGGGAATTCCCTCCCCTAGCCAAGGGAAGCC
-CCGAGGGACTGTACCATGAGGAACGGTGCACTCCACCCAGAAACTATGCTTTTCTCACGG
-TCTTCACAATCCACAGACCAGGAGATTCCCTCCAGTGCCTCTGCCACCAAGGCCCTAGGT
-TTCAAGCACAAAACTAGGCAGCTGTTTGGGCAGACACCGAGCTAGCTGCAGGAGTTTTTT
-TTTTTTTTTCATGCCACAATGGCAACTGGAATGCCAACAAGACAGAACCATTCTCTCTCC
-TGGAAAGGGGGCTGAAGCCAGGGAGCCAAGTGGTCTGGCTCGGCGGGTCCCACCCATACA
-GAGCCCAGCAAGCTAAGATCCACTGGCTTGAAATTCTTGCACAGCAGTCTGAGGTTGACC
-TAGGACACTCGAGCTTGGTGGCGGGAGGGGCTTCCACATTGCCAAGGCTTGAGTAGGCAG
-TTTTACCCCCACAGTGTAAACAAAGCCACCAGAAAGTTTGAACTGGGTGGAGCCCACCAC
-AACTCAGCAAGGCCACAGCAGCCAGACTGCCTCTCTAGATTTCTCCTCTCTGGGCAAGGC
-ATCTCTGAAAAAAGGGCAGCAGCCCCAGTCAGAGACCTATAGATAAAACCCCCATCTCCC
-TGGAACAGACCACCTAGGGGAAAGGGCGCCTGTGGGCACAGCTTCAGCAGACTTAAAGCA
-TCTTTGAAAAGCCTGATGGCTCTGAAGAGAGCAGCAGATCTCCCTGCACAGTATTCGAGC
-TCTGATAAGGGTCAGACTGCCTCCTCAAGTGGGTCCCTAACCCCCGTGTATCCTGACTGG
-GAGACACCTCCCAGTAGGTGCCAACAGGCACCTCATACAGGAGAGCTCTGGCTGGCATCT
-GGTGGGTGCCCCTCTTGGACAAAACTTCCAGAGGAAGAAACAGGCAGCAATCTTTGCTGT
-TCTCCAGCCTCCGCTGGTGATGCCCAGGCAAACAGGGTCTAGAGTAGACCTAGGGCAAAC
-ACCAACAGACCTGCAGCAGAGGGGCCTGACTGTTAGAAGGAAAACTAACAAACAAAAAGG
-AATAGCATCAACATCAACAAAAAGGACAGCCACTCAGTGACCTCATCAGAAGGTTACCAA
-CATCAGAAACCACAGGTAGATAAATCCATGAAGATGGAGAGAAACCAGAGCAAAAAGGCT
-GAAAATTCCAAAAACCAGAACGCCTCTTCTCCTCCAAAGGATCACAACTCCTCACCAGCA
-AGGGAACAAAAGAAAACTGGATGGAGAATGAGTTTGATGAATTGAGAGAAGTAGGTTTCA
-GAAGGTAGGTAATAACAAACTCCTCCAAGCTAAAGGAGCATGTCCTAACCCAATGTAAGG
-AAGCTAAGGACCTGGAAAAAAGGCTAGACCAATTGCTAACTAGAATAACCAGTTTAGAGA
-AGAACATAAATGACCTGATGGAGCTGAAAAACATGCCATGAGAACTTCATGCAGCATGCA
-CAAGGATCAAGCACTGATTCGATCAAGCGGAAGAAAGATATCAGAGACTGAATATCAACT
-TAATGAAATAAATCAAGAAGACAAGATTAGAGAAAAAAGAATGAAAAGAAATGAACAAAG
-CCTCCAAGAAATATGGGACTATGTGAAACGACCAAATCTACATTTGATTGCTGTACCTGA
-AAGTGATGGGGAGAATGGAACCAAGTTAGAAAACACTCTTCAGGATATTATCCAGGAGAA
-CTTCCCTAACCTAGCAAGGCAGGCCAATATTCAAATTCAGAAATACGGAGAACATCACAA
-AGACACTCCTCAAGAAAAGCAACCCCAAGACACATAGTCATCAGATTGAGCAAGGTTGAA
-ATGAAGGAAAAAATGTTAAGGGCAGCCAGAGAGAAAGGTCAGGTTACCCACAAAGGGAAG
-CCCATCAGACTAACAGCAGATCTATCAGCAGAAATTCTACAAGCCAGAAGAGAATGGGGG
-CCAATATTCAACATTCTTAAAGAAAAGAATTTTCCACCCAGGATTTCATATCCAGCCAAA
-CTAAGCTTCATAAGTGAAGGAGAAATAAAATCTTTACAGACAAGCAAATGCTGAGAGATT
-TTGTCACCACCAGGCCTGCCTTAAAGGAGCTCCTGAAGGAAGCACTAAACATGGAAAGGA
-ACAACTGGTATCAGCCACTGCAAAAACATACCAAATTGTAAAGACAATTGACACTATGAA
-GAAACTGCATTAACTAACAGCAAAATAACCAGCTAGCATCGTAATGACAGGATCAAATTC
-ACACATAACAATATCAACCTTAAATGTAAATGGGCTAAATGCTCCAATTAAAAAACACAG
-ACTGGCAAATTGGCTAAAGAGTCAAGACCCATCAGTGTTCTGTATTCAGGAGACCCATCT
-CACGTGCAAAGACACAAATAGGCTCAAAATAAAGGGATGGAGGAATACTTACCAAGCAAA
-TGGAAGGCAAAAAAAAGCAGGGGTCGCAATCCTAGTCTCTGATAAAACAGACTTTAAACC
-AACAAAGATCAAAAGAGACAAATAAGGGCATTGCATAATGGTAAAAGGATCAATGCAACA
-AGAAGAGCTAATTATCCTAAATATATATGCACCCAATACAGGAGCACCCAGATGCATAAA
-GTAAGCTCTTAGAGACTTAAAAAGAGACTTAGACCCTCACACAATAATAGTGGGAGACTT
-TAACATCCCACTGTCAATACTAGACAGATCAACGAAACAGAAAGTTAACAAGGATATCCA
-GGACTTGAACTCAGCTCTGGACCAAGTGGATCCAATAGACAGCTACAGAACTCTCCACCC
-CAAATCAACAGAATATACATTCTTCTCAGCACCACATTGCACTTATTCTAAAATTGACCA
-CATATTTGGAAGTAAAACACTCCTCAGCAAATGCAAAAAAAAATGGGAATCATAACAGTC
-TCTCAGATCGCAGTGCAATTAAATTAGAACTCAGGATTAAGAAACTGACTCAAACCCACA
-CAACTACATGTAAACTGAACAACCTGCTCCTGAACAACTACTGGGTAAATAAAGATATTA
-AGGCAGAAATAAATAAGTTATTTGAAACCAATGAGAACAAAGACATAACATACCAGAATC
-TCTGGTACACAATTATAGCAGTGTGTAGAGGGAAATTTATAGCACTAAATGCCCACAAGA
-GAAAGCAGGAAAGATCTAAAATTGACACCCTAACATCTCAATTAGAAGAACTCAAGAGGC
-AGGAGCATACAAAAAGCTAGCAGAGGACAATAAATAACTAAGATCAGAGCAGAACTGAAG
-GAGATAGAGACACAAAAAAACCTTCAAAAAAAATCAATGAATCCAGGAGCTGGTTTTTTG
-AAAATATCAATAAAATAGATAGACCACTAGCCAGACTCATAAAGAAGAAAACAGAGAAGA
-ATCAAACAGATGCAATAAAAAATGATAAAGGAGATACCACCACTGATCCCACAGAAATAC
-AAACTACTATCAGAGAATACTATAAACACCTCTACACAAACTAGAAAATCTAGAAGAAAT
-GGACAAATTCCTGGACACATACACCCTCCCAAGACTAAACCAGGAAGAAGTTGAATCCCT
-GAATAGACCAATAACAAGGTCTGAAATTGTGGCAGAATTAATAGCCTACCAACCAAAAAA
-CAGTCCAGGACCAGATGGATTCACAGCCGAATTCTACCAGAGGTACAAAGAGGAGCTGGT
-ACCATTCCTTCTGAAACTATTCCAAACAACAGAAAAAGAGGGAATCCTCCCTAACTCATT
-TTATGAGGCCAGAATAATTCTGGTACCAAAATTTGGCAGAGACACAACAAAAAAAAAGAA
-AATTTCAAGCCAATATCCCTGATGAACATCGATGCAAAAATCCTCAATAAAATACTGGCA
-AACCAAATCCAGCAGCATATCAAAAGCTTGTCCACCACAATCAAGTCAGCTTCATCCCTG
-GGATACAAGGCTAGTTCAACATACGCAAATCAATAAACATAATTCATCATATAAATAGAA
-CCAATGGCAAAAACCACATGCTTCTCTCAATAGATGCAGAAAAGGCCTTCGAAAAAATTC
-AACAGCCCTTCATGCTAAAAACTCTCAATAAACTAGGTACTGATGGAACATATCTCAAAA
-TAATAATACCTATTTATGAAAAACCCACAGCCAATACTGAATGGTGAAAAACTGGAAGCA
-TTCCCTTTGAAAACCAGCACAAGACAAGGATGCCCTATCTCACCACTCCTATTCAACGTA
-GTATTGGAAGTTCTGGCCAGGGCAATCAGGCAAGAGAAAGAAATTGTCTCTGTTTGCAGA
-TGACATGATTGTGTATTTAGAAAACCCCATGGTCTCAGCCCAAAATCTTCTTAAGCTAAT
-AAGCAACTTCAGAAAAGTCTCAGGATACAAAATCAATGTGCAAAAATCAAGCATTCCTAT
-ATGCAAAAAACAGACAAACAGAGAGCCAAATCATGAGTGAACTCTCCCATTCACAATTGC
-TACTAAGAGAATAAAATACCTAGGAATCCAACTTACAAGGGATGTGAAGGACCTCTTCAA
-GGAGAACTACAAACCACTGCTCAAGGAAATAAGAGAGGACACAAACAAATGGAAAAACAT
-TCCATGCTCATGGATAGGAAGAATCAATATCATGAAAATGGACATACTGCCCAAAGTTTT
-TATAGACTCAATGCTATCCCCATCAAGCTACCACTGACTTTGTTCACAGAATTGGAAAAA
-ACTACTTTAAATTTCATATGGAACCAAAAATGAGCCCGCAGAGCTAGGACAGTCCTAAGC
-AAGTAGAACAAATCTGGAGGCATCACGCTGTCTGACTTCGAACTATACTACAAGTCTTCA
-GTAACCAAAACAGCATGGTACTGGTACCAAAACAGATATGTAGACCAATGGAACAGAACA
-GAGGCCTCAGAAATAACACCACACATCTACAACTATCTGATCTTTGACAAACCTGACAAA
-AACAAGCAATGGGGAAACGATTCCCTTTTTAATAAATGGTGTTGGGAAAACCGGCTAGCC
-ATATGCAGAAAACTGAAACTGGATCCCTTTCTTACACTTTACACAAAAATTAACTCACGA
-TGTATTAAAGACTTAAACATAAGATCTAAAACCATAAAAAACCCTAGAAGAAAACCTAGG
-CAATACCATTCAGTACATAGGCATGGACAAAAACTTCATGACTAAAACACCAAAAGCAAT
-GGCAACAAAAGCCAAAATTGACAAATGGGATCTAATTAAACTAAAGAGCTCCTGCACAGC
-AAAAGAAACTATCATCAGAGTGAACAGGCAACCTACAGAATGGGTGAAAATTTTTGCAAT
-CTATCCATCTGACAAAGGGCTAATATCCAGAATCTACAAAGAACTTAAACAATTTACAAG
-AAAATAACAAACAAACCCATCAGTGGGTGAAGGATATGAACTGACATTTCTCTAAAGAAG
-ACATTTATGCAGCCAACAAACATATGAAAAAAAGCTCATCATCACTGGTCATCAGAGAAA
-TGCATATCAATACCACAATGAGATACCATCTCACGCCAGATAGAATGGCGATCATTAAAA
-AGTCAGGAAACAACAGATGCTGGAAAGGATGTGGAGAAATAAGAATGCTTTTACACTGTT
-GGTGGGAGTGTAAATTAGTTCAACCATTGTGGAAGACAGTGTGGTGATTCCTCAAGGTTC
-TAGAACTAGAAATATGATTTGACCCAGTAATTGCATTACTGGGTATATATCCAAAGGATT
-ATAAATCATTCTACTATAAAGACACATGCACACATATGTTTATTGTGGCACTGTTCACAA
-TAGCAAAGACTTGGAACCAACCAAAATGCCCATTCAGTGATAGACTGCATAAAGAAAATG
-TGGCATATATACACCATGGAATACTATGCAGCCATAAAGAAGGATGAGTTCATATCCTTT
-TCAGGGACATGGATTAAGCTGGAAACCATCATTCTCAGCAAACTAATCCAAGAACAGAAA
-ACCAAACACCCGATGTTCTCACTCATAAATGAGAGTTGAACAATGAGAACACATGGACAG
-AGGGAGGGGAACACAACACACCGGGGCCTGTCTGGGGGTAGGGGCTGGGGGAAGGTTAGC
-ATTGGGTTAAATACCTAATGTAGATGATGGGTTGATGGGTGCAGCAAACCACCATGGCAC
-GTGTATACCTATGTAACAATCCTGCATGTTCTGCATATGTACCCCAGAACTTAAAATATA
-ATTTAAAAAAAAATCTCAAACAACTCACTGAAGTGTCTCAAAGCTGAACAAGTTTTACCA
-AAATGAATCCTTCTCAGTTAACTGATCAAATGGATGAATCCTGACCCTCTGAAGTCTCTT
-TCCTGAGTTAGAGCAGGGAACTGCTCTGAGTGTTAACTGTTGGATTCACTGCAGTGTCCT
-ACAATATTTTACAAGAAGATGAACAGGCAACCTGCAGACCTAAGCTTGATTCCCAAGTCA
-CAGTCTGACCCCTGCTACAGGAGGTTACCCTCCTCAGGAAGAGATAGAAATAGGGAATTT
-GAAGGAATAGTGAGGGGACCAGGGAGATTTGATTGAGTCTGGTTTCCAGGTGAATTAAAA
-GGAAGGGTGTCATCCAGGGTTTGTTACTACAGTCAAAAGAATAAATAAATCAATGAAGAA
-ATACCTTCATTGTCTGTGGTTTTCATGCAGATATACTCATGGAGGTTGTATCTCTCCAAA
-AACAGACAAATCCAAGGCTGTGAACAAGCATCCGCATTTGAATTCCATTAAACCAAAATC
-TATGTTGAACGAAGTGAAGTCTGTACACAGCATTGCAAATGTGAACACATTCCTGTGTGA
-GGCACATCACCATTTGTCAGTTATTGTGAATATGTGTATTTTTAAGCAATAAGATGCAGC
-TGGTCAGTTTTCTGGGCAATCTTGGTGAGGCATTTCCTGTGCTGTGGTTGTTCTCTAACC
-ACTGTGAGAAACCCAAATAAAAATCGATCCCCCCCAAAACAAGTACGTATCACAAAACCA
-TAGTAATCAAAACAATATGACACTTGCACAAAAACAGACACATTGACCAGGGGAACAGAA
-TAAGGAGCCCAGAAATAAACTCATGCATTTATGACCAATAAATTTTTGACAAAGGTGCCC
-AGAAAACGTAATGAAGAATAGACATTTGTTTCAATAAATGGTGTTAAGAAAACTAGATAT
-CCACATGCAGAAGAACACGAATGTGTATGGTGTGTATCCTTATCTCACACCATACACAAA
-AATCAATTCAAAATGGATTAAAGGTTTAAACATAAAACTGTAAAACTACTAGATGAAAAC
-ATAGGGGAAAAGTTCCACAATGTTGGTTTGGTCAAAGATTTCTTGGATATCACCCCCAAA
-GCACAGGCAACAAAAGCAAAAATATATGGGATTGCATCAAACTAAAAAGCTTCTGCACAG
-CAAAGGAAACAATATGGTGAAGAGACAACCTACAAGTTGTGAGAAAATATTTGCAGAGCA
-TACATCTGATGAAAGGCTAATCTCCAAATATATAAGGGACTCAACTCAATATCAAGAAAA
-CAAATAACCAAGTCAAAAAATGGGCAAGGTCCTAAATAGACATTTCTCAAAAAAAATACA
-AATGACTAACATAAAAAAAGTTTGTCATCCTAATTATCAGGGAAATGCAAATTAAAATGA
-CAGTGAGATGCCACTTCATACCTGTTAGAATGGCTACTATCAAAATGATAAAAGATAACA
-AGTGTTGAAGAGGATACAGAGAAAAGGGAACCCTCGTACACTGTTGGTGGAAATGTAAAT
-TAATACTATTATGAAAAATAGATAAAAGTTACTCAAAAAACTAAAACTAGAATTACTATA
-TGATCCAGCAATCCCACTTCCTTGTATATATCCAAAGGAATTTAAGTCAATATGCTGAAG
-AGATATCTCCAGGCTCATGTTCATTGCAGCATTATTCACAATACCCAAATATGAAATCAA
-CACAGGTGTCTATCAACTGACAAATGGATGAAGAAAATGTAGTGTATATATACAATGGAA
-TACTACTCAGCCTTAATAGGAAGGAAAACCTGATATATGTGACAACATGAATTAACCCAG
-AAGATATCACGCTAAGTGAAATAAGCCAGGCACGAAAAGACAAATATCACATGATCTCAC
-TGATATGTGGAATCTAAAAAAGTTGAATTCATAGAAGTAGAGAATGGAATGGTGATTATC
-AGAGGCTAGTAGTTGGGGGTAGACATGGAAAAGGTAGATGTTGATAAAAGGGTTCAAAGT
-TTCAGTTAGACAAAGTTTCAGTGAACTATTGCACAGAATGGTGACTGTAATAAATAACAA
-GGTATTGTATGTTTCAAAATGACTAACAGAGTAGATTTTAAATGTTTTCACCACAAAAAA
-GATATGTATGTCAATAAGATAGACCTAATCTTTCCACAATTTAAACATGTATCAAAACAT
-TACATTGTACCCCATAAATAGATACAATTATTATTTGTCAATTTAAAATTTTTCACTAAT
-TTATATTGTTATTGTTGCACCAACTCCTTTCCACCAGGCAGATTCTCATAAAGACTATTT
-TCTCTTTTACATGAAGCATTTCCTACACACCTCTTAATCACGGTAGCATTGACGTCATTC
-CACCAGATTCTATCTCCAGTGTTAAAATAATCAAGAACCCAGAAATCTCCACCAGGGGGC
-AACCAATGCGTATCAAAGTTTCCCACTTTCCTTTAGATTTACTTATGGGTAACTTATGGG
-AAAAAATACTTAAGTACTTCCCTTTTTAAAGAAAAAAATTATATGAATTCTACAAAATTA
-TGGCAGAAAATTTAAGAAGAGCAGATGCTTCCCAACTCATTCTAAAGGGCCAGCATTACC
-CTGATTCTGAAACGAAAAAGCTTTACAAAATCCAAGATCCATTCCTGACTAAAGATAAAA
-GAAATTTTCAGCAAACTGTGAATACAGAAAACTTTCTCAGCCTGTTAAAGAGTACCTATG
-AAAAAAATTATAGCTAACATTATACTTAATGATGAAATATTTAATATATTTCATAACAGG
-AACAAGTCAAAGATGTCTACTCTAACTAATTCTACTCAGCATTCAACAAAATGAATATAG
-TGAATTCATACTAGAATTTTAAAAGCAAATGTCTTTATTCACTGACAACATAATCATCTA
-TAAAGAAAATCCTACATAACCTATAAAAAACTGATGGAACTTATAAGTTTTGCAAGTTTA
-CAGGATATAATGTCAAACAAAGATCTATTATGTGCCCATAAGCTAAGAATAAACAATTGT
-AAATTGAAATAAAAATGTCACTTAAAAGGGCATCAGAAATATAAAACTTAGAGATAAATA
-TAAAGTACATATGCATAAAGTACCTGTTCACCAAAAACTACAAAACATTGCTGAAAGAAA
-TTAAATGGGCATAATATAGATGTAGAGATGTGTTGAATTTATGACTCATTTTGAACAAGG
-AATATATTCATCATATATTCATCAGATAAGAATTATGTTACAGGTCTAATAACATTCAAA
-TCAATACATAATGTCTCATAGTTCCTGAATCTAAAATATCAAAGAAAGAAACATAAAGCC
-ATATCATGTTTAATGAGAAGGGCTTATTATATCATTTATGAGATCCTCTTGTAAATCACT
-AGCTGTTTGCATACTCTCTTTATTGCTGCCTTCATCTCCTTATTCCTGAATGTATAGACA
-ACTGGATTCAGAAAAGGAGTGAGAACTGCATCAAAAATAGCCAGAAACTTGTCCATCTGT
-GAATTAGGGTGTGGCCGTGTATACACAAACATGGGTGGACCAAAGAACAAAAGGACCACT
-GTGCTGTGAGCTGAAAGAGTGGAAAGGGCCTTGGATGAACCACCTGAGGAATGTTTCCAA
-ACAGTAAACAGGATGAAGACGTAGGAGATTAGAAGTATGAAGAAAGTACCCACACAGATA
-AACCCACTGTTAACAGTGACCATGAACTGCAATCTGTAGGTGTCGGTACAGGCTAGTCTG
-AGAAGCCGAGGAAGGTCACAGTAGAAGCTGTCCAACACATTAGGGCCACAGAAGGCTAAA
-TTAACAAGAAATGCCAGTTGGAACAGGGAGTGACTGACACCAAGGGTCCAGGCAACAGCC
-AGAAATGAAAGGCACATTCTTGGGCTCATAATGGTCAGATAGTGGAGGGGCTTACATAGG
-GCCACATATCTGTCAAAGGCCATGGCTATGAGCAGCACCATCTCCACACCACCAACGACG
-TGGATGAAGAAGATTTGAGCGATGCAGCCTCCAAAGGAGATGACTTTGCGCTTTCTGAAC
-AGGTCATAAATCATCTTGGGAGAAGTGACAGAGCAGGCTCCTAAGTCAATGAAGGAGAGA
-CTGGCCAGTAGAAAGTACATGGGGGAGTGTAAGTGAGGGTCAGTGGTCACAGAAAACACA
-ATGAGGATGTTTCCAGTAATGCTTGCCACATAGAGCACAGAGGAAAACACTAGGAGGAGG
-AGCTGGATCTCCCATGAATGAGTGAGTCCCAGAAACAAAAACTCAGATACCACTGAGTGA
-TTCTCTCCATCCATTGGTCCAGCCAACTGGGCTGTGGCTAAAATTATGAGAACTAAGAAA
-ATGGGGAGGAAATTGTGATTATGAAGATAATAATATGTACTAAAATCAATATTGCAATGT
-CACTATGAATAAATAGTATACAGTTATTCTGTTCCTCACATATTAAAAACAAAAAATCAA
-CATAATATTATCACAACATGTGAGCTGCAACCTGATTTAAACCCATCATCAATACTTTCA
-GTGTAATGTCTGATCTAAAATTAACAGATTAGGTAAGAACAAGATTCCTGACTATCCATG
-AAATTCATCAGGTGTTTAAATGACCTGTGATATTAACTATTCCTCATTTCCAACATATTC
-CATTTGTACTTATACATATTCTTATAATTTCCTTCCCTTCCCAGTTTGCACCCACAATTC
-TCTGACAGAAAGTAGACATAAGAGGAAAACATGATTAACAGATGGATTATCACTGCAGTA
-AGAGGTGCCTGGGACAGACTTAGTTGAGGTAGGCTGTGGATTGAGAGAATATAGAGACTG
-GGGTATGTGAAATCGGAAAGCCCACAACTGTAGCAGACTAGAGTAAGTGGACTTTCACAA
-GAAATAGAATCACCACCATTATCTACCACATTTTCTCATGCTTACTGCTATTTAAGTGCC
-TCAGTTTCTATACAATCTTTCACAATTACGAAGCCCTAAATGGCTTCCCATCCTGCAATG
-ATTTCATAAGGAGCCTATGCCACCTGTCATGTAAGGCTTTTTCCATGCCTAATAAATATG
-TTTTGGAGGGATTTCACCAGTGTTTCTGCTAAGATACATGCATAAAATGGCCACAGAGGT
-TGTGAGAAATCTCTGCAGTTTCTCTTTGTCTATACACATGAAAGTATTGAAGACCAGCAC
-TTGGATTAGTTAAGATAATGTTTTAATTCATCACTGTCTCCTCCTCCCCTTGGTACCAGC
-TTTTATGTTCATTGCATTCCCCACCCTTTTAAGTACTCAGTACCTCCTGCATGGTAACCT
-ATTCTGATATTTGATATTATCATGCTTAATTTGACTGAATCCATTCGGATATTTTATCTT
-TAAGAAATTTGTAGTTTTATACTTTTAATTTATGATAAAATTAGATTAATATCAAACATT
-AACAAGTGACTTTTAGGAAGGTATATGAGCTTTCTTATTGACTTCAAACTATAAAGTACA
-AACTGTGACACTAGAAATTTAGTCCTTTAACACATATTGTATTTATATGTGAAGTGGAGG
-GTGAGCAGAAAACAGTGTTATATTTCTCTGTGTCCAGATGGATACTCACCTCAATCATTT
-TCCTATAGTAGAAAGTAGTTCCTGAAAACACTTAATAGAGATTATTTTAGAAGTTGCTGA
-GGTACAAATAAAACTGCTATGCTGACATCATACTTTTTTGCACCAACAACTCCAGTTCTT
-CTGACACAAAGGACCATCTTCCTAGTGCCATAATTTATCTTAGACCCCAAAACTCACAGA
-GGCACACATCATATCTCTAATACTTGCTCACCACCACTGGCATGAGTCTCTCTCTATCCT
-CTTCTACGTGAAGTGATTATACTGTCACCTCTGGAGCTAACTGTCCACAGTCTCAAGATG
-CACACTTTTTACAACCAGAAGCCTATGGACTGGGTGAGGGAGCAGAAACAGCCACAGGTA
-CTGCCCATCAGGGTAATGTAAGTCAGCATGCAAACAACTGATCAGATGAACATGAATAGC
-AAGGTGCTGAGGCACTGGGAAGAGGGACCGGAAAACTCTATAATTGTTGAAAAAGACTCA
-AGCCCTTGGGAAGGGAAATGCCTACGAAATTATATAAAGACCATTTTATCCAAGTTGGTC
-ATCATTCAGATGAAAACCATGAGGCCCAGAAAAGTAAACTGAGTTTCCAGAATTCACACA
-ATTGATAGAATAGGAACCAGAATTCAGGCCTCTTGCTTCCTATTCCAGAAAGACAAATTG
-CAATAATAATCAAATAATATGAGCAATCATCCAGTAAAAATAATCTAGTAAAAACAGCAA
-AACTCAAAAGAGTGATTTTTCCTGGTTAAGACCAAAACTAACCATAGATTGCTATACATA
-GTATCTATTATAAATACTGAATTATATAGCAGCCTGACAATAAATACATAAAATGTGTAC
-ACAAAGATTATTGAACCTGTACAATACAGTAGTAAATAGTAACTTTATATTTGCAAAGTG
-ACTGATCATTACTATCAGAATTTGTACCCATTCTTCATATTTTGTTGGTCATATAACCAG
-TTACTACAACTGCAAAAACAACCTAAGGTCATGTTTCTGTGAAGTCCATCCTTTTGGTCT
-TTAAATTTTATTATCCTCAAAGGTCAATTATGATCTCAATCTTTTCTTGTAATTTTACTG
-ACAATTCTCCTTCACACTGATTTGTTCTTTCTCTAATTCCTGTAAATAGAAAGAACCAAA
-AAAAGTTGAAAAAACATGTATTGTACATATAACAAACAATCATATGTGGTATACAATATA
-TATCAAATGAGTATTAAGATAAACATTCAAAGAGTTTTAAAGAAAAAAGTGTTATAGATA
-TTGGAGGGCAGAAGAGACGATTGCCATTAAGAACAGGTGGAGGAGGTTATGCCAAGGACA
-TTGACCTGACCCTTTAGGAATTAGTGAAAATTGAATAGGAGAAGAATGAGGTATACAATG
-TGTGAAAAATACCTAAATTGATATAACAGGAGGAGACCTTTTCATATCAATTATCATTAC
-TTCTGTGTATATAACCATATTAGATACCCACAAACGAATAGAAAGTGGATAGTTCTTGAT
-TGACAAGTAAGACTAATAATCCCAGATCATAGTAAGGTCTTAACTTCAAGTCAATAATCT
-TTATTACTTATGGTTCATTCCTCTCCCTCATGTTTTCCAATAATTTTAAAATGCATAATT
-AAAACAATTCTCATTTAAAAACATAGTAGCCATGACTAATGATCTTCCAGTGGGAAGGTA
-CTAAGACTTTACAACATGTTTCTTGCTGGGGATAAGACAGCCTACAGCCAGCATTCAACT
-CATTTTTCTAAAGTCTATGGATCAATTTGAAATACAGAAAAAGTAGAACAGAGATAAAGT
-TAAAAAAAGATTAAAAATATGGGAAGAATGGGAGAAAGGGGAGATTAGAAGATATGAACA
-ATGATTTAAAAATAAAAGAGCCTCAAAGGAGAAGAGAAACTGCTAAGCAAGACTAAGGTA
-GGATGAAATACAGTAGTCTCTGTTTCTGAGAACACAGGTTAAAAAGAACATAAATAAAAT
-AAATTTATCACCTTTAATACACTCATTCAAGGATGCTACTGAGTTTGACTTTGGGAATTT
-CTCACCTTTAATACACTCATCTGGGGATGCTACGGACTGTGACATTGGGTTGCATTTAAA
-GGGGGAGAGAAAGGGCAGTTGCTTCTATTATCGCCCTGTTGGACTCACAGAGTTTCTTTG
-AAAAGCACAGATGATAATAAATGGAAATATTGCCTTTTATACTATACAATAATATACACA
-TGCAATTCACTGGAAAAAGTATACTTGTTACTATGATTTGAGGATACTACCATATACTAA
-TCAAGAGAAACACATGTACAGAACAAAGAAGGCACATGAAATTTTTACTAGTGTGTGTTT
-TCCTTGTGTTCTACCACCCCAGGAGCAGCTTCTGCTACTGAAGATCACAGTAGAGTTATT
-TCCAAAAGTTGTGGGTCTGCAGGGTGGACTTATCACATAGCTGTTTGCCAAAATTCAAAA
-GTCCAGAAACCATTTCCAAATTTTCACCTCTTTTATCTTCAAATCCTAAAACTATGAAAA
-TTCACAAACTTAGCTCCATACATTATGGTAGAAAGGTTAATAATTTGGACTTTGAGGTTG
-ACCAGGCCTGATTTTTGAATAAATTCACAAACTTACCTCCATACATTATGGTAGAAAGGT
-CAATAATCTGGACTTTGAGGTCGACCAGGCCTGATTTTTGGATCCAGGCTGCAACACTCA
-CTTGCTGTGTTAACGTAACAAAGTTCCTAGACCATGCTGAGCTTCAGTTTACTTGTTATT
-GAATTAGGGATATAGCGTTCGAAGGAAGAAGTTCTAGTATTTGATTGCACAGCAGAGAAA
-TTATAGTTATTGAACTGGGGATATGTAGATAGACATAATAAATTTTAGTATTCAATTATA
-CAATGGAGAAATCGTAGGGAACAATAATTTATTATATATTCTAAAATAGCTAGCAGAGAA
-AAATTATAATGTTCCCAACACAAAGAAAAGATAAATATTCAAGGTGATGAATATCCAAAT
-TACTCTGATTTGATCATTACACATTGTATACATGTATCAAAAATATCACATGTACCCCAA
-AACATGTACAACTATGATACATCAATAAAAAACAACAAAAAAACCAAAAGAATAGAAATC
-AAAAATAAATACATAAATACATAAAATAGGGATAATAATACCTCCCTTGTTTGCTTGCTC
-CCTTGCTCCATTTGTAAGAAATAAGTGATATAATATAGGTAAAAATACTTAACCTCATGC
-CTACCACATAGTATAGCACAATAAATGTTATTTATTATAATCTGAGGCCTACCTACATAA
-GTGACTTTCAAGTATAGAAAATTATTTCTCAAATTTTAAATACTCCCTGATTCTCAGGTA
-TGGTAATTAGACCTGGCTTTAGGTAAAGCTCTCATGTCTACACTTGGATTTAATCACTTA
-AGTATATTTCCCAGTGCCCCCCCCAAAAAAAATTGCTCCTAGGTGGACACACTAATCAAA
-GACTTCCTGAGAAATGCAGGAAGAAGTTTTGTCCTCTGACCACGCTACGCCCTTTCCTTG
-ATGGTAAGCCCCATAATCTAAAGCCATAAGTTTCAATTCCTCACATAAAAAGAAAAAAAA
-TGTCTTTTATGACCACTTCAGATAACACTGGATATTTCCCTTGTCATTAGGAATGAGAAA
-TGGGAGGAAGGTAAACTTGTAGACAGGAGAATTGGTAGATGCTTGAAAGGATTTCTGAAA
-ACTGTGCCTATCCAGGTGTACAAATGTGTTGACCAGCCAAGGCAAAGCAGTCAAACCATA
-CAATACCTTATCCTCAGGAAAATGGACTTTTCTCCCAAATTGCCTTTTTCATGAAAAATA
-TAAAATTCTCCAGTTTCAACCTCATGTTAAATTTCACATGTGAAGAAAACAGTCATGCAC
-ATCAGAAAATTAAATGGCGAGTCAAGACCAAATTCCTAGTCACAGTTATGTTCTGTTTCC
-AGTATTACCTTCTCACTTATTCATTTTGTTAAAGTGGAGCCAAAATAGAAGTGGGTGTCA
-CACATCAAGAAAGACTGAAGTCGTACAAAGCCGATCCTTATCCAACGTGCATTAAAATAT
-GCATCAGGCATGTGTGATGCATACAGTAGAAGTGGAACAAATCAGGCCAGGTGCAGTGGC
-TCACGCCTGTCAGCCCAGCACTTTGGGAGGCCAAAGCAAGCAAATCGCTTGAGATCAGCA
-GTTCAAGAAGTGTAACAAATCCTCTACAATATAAGTAGAGTGAAAAGAGATAGCTACAGT
-GATGAGGGAAGGCACTATAGTGATGTGGCATTTGAGTATAGCCATAAAAGAGGATAAATA
-TTACAATACATGAATATAGGGTCTAAAGAAGTCTTTTCAAGTAGATTGTAAAATATTTCA
-AAAATGGTAAGTTTGGTGTATGTTGAAGCATACAGATTGTCTACATCCTAAAAATCATTT
-TGGTGAATAAAGGAAAATAAGAAAGGTAGTCAATATTCATTTGTTGCCTATCATTAGAAA
-CTTCTCAAAGGTATATGAGAATTATTAAATAAATTTAGGAAGCCAGTGAAGGTATGGGTC
-CCGGGAATTGAGGATGAAGCCAGTAATTAGGGAAGATGCCCCATCTATAAGTGTGATGTA
-TCAAATGGAGGAAAAGAAAAACGGAGGGAAGGAGTTCCCTTAAGAGAAGATTGAAATAGA
-GCAGACTTGGGGGGCTACACAGAGGAACTGGGACTACACAGTTCCAGCTTTAAGGCTATA
-GAAACAGAAATAGAAATACTGGTAAGTAAAAACCCAAAGGATTGGTGACTTATCACAGCT
-GGAGTGAATACGAAGGAGCATGAACTCAAAGAAAATATCAAGATTTAAGCAAGAATAAAT
-AGGACAATGGTAGGTCCATTTTTAGAAATTAGAAAGTTGAACATAAAATATGTCAGGGTG
-GAGAAAATAATCACGTGTATTTTAAGCAAATAAGAGTATTAGATATTGAGATGCTCAGGT
-GAAAACATATGACAGGATATATGGGGGAAAAGTACAAATTCAACATGTAATTGTATAGTA
-ATCCATATAAAAATAATAGACGGATGTGTAAGAGTGCATAAGGTCCCTGAAGGAAATAAT
-ACACAGGAAAAAAAGATTAAAAAGCAAAGACCCAACTATAGAAACTATCCACATTGATTA
-TGTAAAGTAGGAAAAGGAATCAATAAACTAGACAGAACATCACAGAGGTAGGAGGACAAG
-TGCTGGCCTCGAGGAGCCAACACAGAAGCAGGTATCAAGAATAAAGGAGGAGAAGAGAGA
-ACAAAGAGAGAGAGAAGAGAACTTCTGTGGCAGAAGATCAAGTGGGATGGTAGAATAAAG
-GAGAAGAAATACAAGAAAATTGAAATAAAATTTACAGAAATGTTCTACATTGTAAGTGGG
-CAGTTTTGACCTGGCACATTGTTGGCACACATTATAAATGTCAAATGTATTAATGAATGA
-ATGAATGGATAATATAATGAATGTGATGGAGTTGTCAAAAGCTGAATTAATTAAAAGTCC
-CCACGAGAGGTTAGATGACAAAATTTTCAGAAACTTTCCATGCCACTCTGTTGTGACATC
-AACAGTGCTGGACCCTTGAAATCAAACCAAAAGGATTCCACCATGAGAATGAAAAGGGCT
-GAGAAGGGGAATGCTGGGTGACACAGAAGGTGACAAAGGGCGAAAGGTTTCTAGGCATTT
-GATAGACTGATGGACGTCCGCGCTGACCATAAGGCACAGGCCACACAGGAAGGAAAATGA
-GACCCAACGCGAAGAAAAGTAGGGCTAAACAGTCGGGAAAATGTGGGAAGAAGGATGAAT
-AGTCATACGATCAACTCAGATTCCTCCCTGACATTCTTCTACAGCTTTATTCTCGTCCTT
-TGGGAGCCGAGATGTTCATTTTCCTACATTCTTAGCTGCCTACACACGGCGACTTTTCTC
-CACGGTGCCTGATCCCTGCTGCATCCTCCTTCTCTAGTGGCAACAGCAAATGGCCACACA
-GAAGGCAGACATTGCACCCAACTGAGGAGAATGTAATTCACTCATTGCCAGTCACAGACC
-TTGGCTCACCGATTTACTAAGTATAGATTTTATTTCTATCCCTCACCTACCTGTTTTGCC
-AAGGGAACTAAGAAAAGAGCATCATCAAAAATTCAGATAGGTATAGTTCTCACAAGATGA
-ACCAGATCCAGTACGGCATCACTGCAGACATACACACAGAGCTGCATAAAACAGGAAGAG
-AGCTGCTAATCACAGCCCCAGAGGGTAGTGGCCAAAGTGATGCCTTGGAGATCCGAGAAT
-GCCAGACTGAGATCACACGGCCTGGGGAATTACCGCCTATGGTCATTTTGGTTTTCCCGG
-GATAGCCATGTTAATTGGGTGAAATAAAGCATATTTGATTTTCTTATGACAAAAAAGGGC
-TTTTGCCATTGTCTACAGATGATACTTTAAATCTTTATTTTATGACTAAAGGTGAATTCC
-AGAGCAACATTAAATGTTGTCCCTTTAAATTTTTAATCATTTACATAACGATTACCATAA
-TATTCAATTTAAACATAAAATGTAATTGAAAGTATGAGATTAATATGTGGACATGAAATC
-ATATAATGTTCCATGGAAAAAATAGAATGTATAAGGCAAAGAGGTTTAAAGTAACATCAA
-AACTAATGCTCACTATACAAATTCTATGAAATCCTCATAATTACACTGTGAAGCAGGTGT
-TGTTAGAGCCACATAATCTCAAACAAATTATTTATTATCTAAAATTACATAGATATTAAA
-AGGTTAGGCCATATATGAATTTAGGATTCTCTCAAAAATTTTTTCTCTTTCTCCTACATC
-AAACTTCCCTAAATTATAGAAAAGTCACAATGTTACCAAACATATTCACAAAACACATAT
-AATCTTGAATCCAAATTTCAGTTACAGCAGAAAAAATAAAACTCTAGATCAATCTCAATC
-GTGTAAATAAATTCAGATTTCCAATCTAAGAGTCTCAATTTGACATACTTCTTTCTCTCT
-CTTCTTTCAAACCAGGAGAAATATAAATATGAGCCACAACCTTACAAAAGCTAGAAAATA
-TTTACAATTCCACACAACAACACATGAAGAAAACCTTCTGGACATCAAAAGTTTAAACCA
-GTCAAGACTGAACACCAAGATAAAGTGCATGCCTCTGAAGAGCTTGAGCTAGTCAAGAAG
-CCCAGAAATCCCTAAAAGAGGTGTGTATACTGAGGACTGAGGATCAAAACCTGTGATCTT
-TACTTGGAACAGAAATATTGCAGCATGTGAACCCTCCACAGAGTGACAGAGGGAAAGGAG
-TTTAAAGGGAAACATGCAAATGTATCACCTTTGGAATAATTAGGACACGTGTGTGGTGTA
-ATGAAAGAAGGCAAAAAGATGGGGAAGAAGCCAGACAGATGGCAATTTTCATTCTATTAT
-GAAAAGAAAAGGATAAGTCACAAGTCACATGATGAAATTAACAACTATGAATCCACTCTA
-AGCCATAGTCAATCCTATAGCCTAGGAGTCATTCTAACAGATGAGAGTGTTTTGGAGACA
-AGATTCCAAAACTCGTCTGCCTTCCATCATACTTACTACCCCCAGCTCCTCCTCCACAAT
-ATCCTTTCACAAGTATCTAGAATATTCAAAGACTAATAATATTATATAATTATTTATAAT
-AATTGTATTACAAAAATAAAACTTGATGACCTTTATAAAAATACTAGAAGAAAAAGGGAA
-AATTACATAAGGTACAGAACATACAAATTATACCATGAAGCAGTAAAAAACAGGATCAAA
-TTTTCTATGTTTTTTAAAAATATGCCTTCTCTAAAATGTTTTCTCTCTGAAATGATATTT
-AGAAGACATAATTGAAAATAAATACAAAATAAAGTGATAAAAAATAATCTGGCAAAATTC
-AGGATGTAATGAGTAAAGACAACCATGAAAGAAATGAAGATCAATAAAAGCAGGAAAAAA
-AGTGGGAAGTGGAGAGAATAATGCTGCTAAAAACACAGATAAGAATATAAATGACAGGCT
-TAAATATATCCTGAGCAAAACGAAATAGAAAACACAAGAAGGTGAAATGTAACATTAAAG
-TCAGGTCCAACAAATGAGAAATTAGTGTGAAAGAGCTCACAATATCTGGTTAAAAAATTC
-AAAGATAAAAGAAAACTTTTCTGAAATGAAGAAAACATTGAATCTAATGGTTAAAGGGCT
-TATCTTTATCCAGAAAAAATGTGTTATAGTATGACCACATCAAGGCAGATGCAACTGAAT
-TTACCGGACTTCACAAACACAAAATAAACAACCCACAAAAAAAAAAAAAAATAGAGTCCC
-CATGAGGCTTTAATGAAGACAACTATTAGAGGCCAGGCGCAGGGGCTAACACCTACAGTC
-CCAACACTTTGAAAGGCCAAGGCAGGAGAATCACTTGAGCCCAGGAGTTCAAGATAAGAC
-CAGCCTGGGCAACATAGCAAGACCCCATCTCTATCAGAAAAACTTAAAAAAGAAAACTAT
-CCACTAAAAATGAATAGAGATAACATGATACAAGTGAGCATTCTGAAGCCTAATATCAAA
-ATGTTCTGGGGTTTGCGGTTAAAGAACAGAATGCAAATGTTACAAACCATAACTGTATAA
-AGACTAATTATATTCATAACAAAAATAAGAAGAGAAAGATAGTAGAAATATATTCTGGTC
-CATTCAACTTTCACAGTGGGAGAGAATCAACAAATTATGTTATGGGTGATTAAATATTAT
-TTTAAAAGATAAAGGTCATTATTAGAAAAATTAAAAATAACAAAATCAAATAAAGTTGGA
-TGACGAAGGTGGGAGAGGAAAGTGGGTTTAAGGGGTAAAGTGGAACTATATTAAAAGAGT
-CAATGGAGAGCACCCTTGGAAATAACACAAAAATTAAAGAACTAAATATAATTTATACAG
-CACATAACTAAACTATAAATCTTCAAATTAAAAGAAAATAGGTACATACAAAATATCACA
-TACAGAGAAATATTAATACCATGAAAATATTAAAATAAAAGCATAAAATTAATTCATTTA
-TTTACCCTATTAGTATTTTTTGAACACCTATGTGCCAGGTATTGTGCTGAATGCCAGTAA
-GATATAGTTCCTGCATCTTGGAGTTTTCGTGGAGGAGACAGAGATTAATCAAACAATCAC
-ACAAATGTAAAATTGCAACCATAAAAATTACTCTGAAATACAATGAAAATTACTATAAGA
-GAGGGATTTGATGTGAGTCAGAGAAGTTTCCCCTAAGAAAGCAACACTGAAGCTGAGATC
-TAAAGGGTAAACAGCAGTTAACTGAGTGGAGAACAAAGGTTTTCCTGCAGGGGGAACAAT
-CTGCTCCCCGAGGCCAGAGTGGGGCCTTGGGAGTTGTGCCTGAAACCACATTGTGAGGAA
-GTGAGGGGAAGCATTGTGCAGATAATGCTGAAATAAGTAGTGGAAGATGCTTCCTAAGAG
-AATGAGAAATCCAAGACTACTAAGCAGAAGAATGATTTGACCAGATTTCACATTTGTAAA
-TATCACTATGGTTACAATGTATAGAATGGATTTTAAGGAATTCAAATTGGATACAGGTGA
-GTCAATTAGAAAGCAACATGCTTGCTAAGGCAAGAAATTTGATTACTTAAACTAGATATG
-GGAGTTTTGGAAATAAGTAGATAAATTTGTCATATATTTGAGATAATAAATCACCATGAC
-TTGATGGTAGACTTAGTTGGAGATGCCCTCACTAATGCACCATCTAATGCTTCAAGTCTA
-ATAATTATTCAATTCCTCCAGAGCCACCAATCCAATGGTTCTACCATATTTATGCTGTCA
-TTCACTTTACTGATATCCTTCTTACCTTACCTCTTTTCCCACTTTATATTCCATGATCAA
-TACCTTGCTCCCTCGTAATGATTGTACTCACTCTTCCAAACAACAATCCTGATAAATCCT
-ACTCTCTGCCTTCTACATCTTGATACCACACAGCTATATGTGGCTAGATAAAACAATCAC
-ACTGACAATCATCCTATACTTTCTGAATCCATCACTCTTCTACTTTTTCAGATCTTTTCT
-TTCTCCCTCATCCTTACCATGTAATGAACTCATTTTGCATGTCAAGGGCTAAAAGTTGAA
-TATTTTAAAAGTTCTCATTTTCCCACTACTATATAAACCAACAAATATCTTTAGTCTGCA
-TTCACAAATAACATAACAAATGAGCTCTTCATATTTCTATCCGTGGTGAATTAAGATGAC
-TAGAAATTTTGTGGCACCATCCCGTTGAAAACGTGGGGACATATTCTTTCTCCTTGAACC
-TGGGTGGGCTCTTTGACTGCTTTGACCAATAAAATACAGTGAAAGTAAAACTTCCAGTTT
-TGATGTCCAGATGTTAAAAGCCTTGAAGCTTCCATTTCTACATCTTGGAACCAACGTGTG
-TGGGTGCTGAGTCAGTATCGAAGAATTCTGCTTATTCTGCTTGCATTAGTCCATTTTCAT
-GCTGCTGATAAAGACATATCCAAGACCGGGTAATTTATGAATAAAAAGAGTTTCATGGAA
-TCACAGTTCCATGTGGATGGGGAGGCCTCACAATCATGGCAGAAGGTGAAAAGTATGCAT
-TACATGGGAGCAGACAAGAGACAATGAGAGCTGAGTGAAAGGGGAAGCCCCTTGTAAAGT
-CATCAGCTCTCATGAGACTTATTCACGACCATAAGAACAGTATGGGGGAGCCACCCCATC
-ATTCAATTATCTCTCACCAGGTCCCTCCACAACACATGGGAATTATGGGAGCTACAATTC
-AAGATGAGATTTGGGAAAGGACACAGCCAAACCACCTCATTCTGCCTCTGGCACCTCCCA
-AATCTCATGTCCTCACATTTCAAAACCAATCATGCCTTCCCAATAGTCCCCAAAAGTCTT
-AACTCACTTCAGCATTAACTCAAAAGTTGGCAGTCCAAAGTCTCACCTGAGACAGGGCAA
-GTCTCTTCCACATATAAACCTGTAAAATCAAAAGCAATTTAGTTATTTTCTAGATAAGAT
-AGGAGTACAGGCATTGGGTAAATGCAGCCGTTCCAAATGGTAAAATTTACCCAAAACAAA
-GGGACTAAAGGCTCCAAACAAGTCCGAAATCCAGTGGGACAGTCAAATCTTAAAGCTCCA
-AAATGATCTCCTTTGACTCTATGTCTCACATCCAGGTCATACTCATGCAAGTGGTGGGTT
-CCCATGGTCTCAGGCAGCTCCACCCCTGTGGTTTTGCAGGGGAGAGCCTTCCTCCCGGTT
-GCTTTCACAGGCTGGCATTGTATGCAGCTTTTCCAGGCACACAGTGCAAGCTGTCGGTGG
-ATCTACCATTCCGGGGTCTGGAGGACAGCAGCCCTCTTCTCATAGCTCCACTAGGCAGTA
-CCCTAGTGGGGACTCTGTGTTGGGGGCTTCAACCCCACATTTCCATTCCCCACTGCCTTA
-GCAGAGGTTCTCCATGAAGACCTCACCCCTGCAGCAAACTTCTGTCTGGAGATCCAGGCA
-TTTCCATACATTCTCTGAAATCTAGGTGGAGGTTCCCATACCTCGATTCTGGACTTCCGT
-GAATCCACAGGCTCAACACCACATGGAAGCTGCCAAAGCTTGAGGCTTGCACCCTCTGAA
-GCCATGGCCTGAGCTGTACCTTGACCCCTTTTAGCTGTGGCTGGAGCAGCTGGGACACAG
-AGCACCAAGTCCCTAGGCTGTACACAGGCAAACAGCAGAGGGGCCCTGGGCCCAGCCTAT
-GAAACCATTTTTTCCTCCTAGGCCTCTGGGTGTGTGATGGAAGGGGCTGCCACAAAGATC
-TCTGACATGGCCTGAAGACTTAGCGATTAACATTTGGCTCCTTGTTACTTATGCAAATTT
-CTGCAGCCAGCTTGAATTTCTCCTCAGAAAATGGATTTTTCTTTTCTATCACAGTGTCAT
-GCTACAAATTTTCTGAACGTTTATGCTCTGTTTTCCTGTTAAAACTGAGTGCTTTTAACA
-CACCCAAGTCACTCTTGAATGATTTGCTGCTTAGAAATTTCTTCTGCCAGATACCCTAAC
-TCATCTCCCTCAAGTTCAAAGTTCCACAAATCTCTAGGGCAGGGACAAAATGCTGCCAGT
-CTCTCTCGATAGCAAGAGACACCTTTACTCCAGTTCCCATTGAGTTCCTCATCTCCATCT
-GAGACCATCTCAGCCTGGATTTCATTGTCTATATCATTATTTGACATTTTAGTCAAAGCC
-ATTCAACAAGTCTCTAGGAAGTTCCAAACTTTCCCACATTTTCCTGTCGTTTTCTGAGCC
-CTCCAAACTGTTTCAACCCCTGCCTGTTACCCAGTTCCAAAGTCGCTTCCACATTTTTGG
-GTTATCTTTACAACAGCACCCCACTCTACCAGTACCAATGTACTGTATTAGTCTGTTTTC
-ATGCTGCTGATAAAGACATACCTGAGACTGAGTGATTTATGAAGAAAAAGACACTTAATG
-GACTCACATTTCCAGGTGGATGGGGAGGCCTCACAATCATGGTGGAAGGCAAAAGGCACA
-TCTCTACATGATGGCAGACAAGACAGAATGAGAGCTAAGTGAAAGGGGAACCCCCTTATA
-AAATCATCAGCTCTTGTGAGACTTATTCAAGACCACGAGAACAGTATGGGGGAAATACTC
-CTGTGATTCAGTTATCTCCCGTTGGATCCCTCCCACAAGACACGGAAATTATGGGAGCTA
-CAATTCAAGATGAGATTTGGGTGGGGACACATCCAAACCATATTGCTGCTGAATAGATCA
-TGTAGACAGGCTCTCAAACTACACGGAGAGCAAGAGAGGCCCACCTTACCACAACATTTC
-ATCCAATCCACTAATAAAACAGGCACATCACTGAAGCCACCTTCAACTCTCCAGACTACC
-CAGCTGCCAGCTGAATACCACAGATGGCTACAGTTAATACCACATGGAGCAGAATCATGT
-AGCTAAGCCCTGCTTGCGCTAATACAAGTCCACAATTTTTTTTAAGTTTGTTGTTTTAAG
-CTGCTAAGTTTTGAGGTGGTTTGTGGTACGTGGAATAAGATGTCACTCTAATATAATATA
-AACTTAAACTATGTGGCATTGGCTTTGGAATCAGACAATGGATAGAAGCCAGAAGGATTT
-CACAAAGACTGTTAGTGAAAAGTGAACAGACTTCAAGGAAAATGATAGCAAAACCTGTAA
-AAGCATTCTGGGAACTGACAGTAAACACTGAATGGTCCTTAAGGAGACTGAAAACTTGAA
-AGAGCTTAAGAAGTCTACTGGAAAGGGCTTTAAGGATAATGAGAAAAAATCATCAGTGGA
-GGCTGAGGAAAACGCACCAAAGTCATATTCTGATGGGAGAATTAGAAAACGCTTGCCTGG
-AATGATATAAAAAATAGGAAAAATACCGAAAAAGTTTGTGGATCTGGCTGGGGAGATTTT
-TGGTGTCAACTAAAGAAAAAAATTAAGCTTTTAAGAAATTAAAGTTAGATTTATTTAGGG
-GTCTGAGAACAAGAGACTGAGGATTACAGCCTAGGAGAAGTCTTCCAGAGAGGTTCTGTC
-AGACTGCTCTGGTGAAGGTCTTTAGCCCACAGTTTATATGCAGGCTGTACATATACACCA
-TGGAATACTATGCCGCCATTAAAAAATGATATCATGTCTTTTGCTGGAACATGGATGGAC
-CTTCTATTATCCTTAGCAAACTAATGCAGGAACAGAAAACCAAATACAGCATACTCTCAG
-TTATAAGTGGGAGCTAAATGATGAGAACTCATGAACACAAAGAATAAAACAGACACTGGG
-GTCTACTTGAGGGTGGAGGGTGAGAAAAGGAAGAGAAGCAGAAAAGATAACTATTGGGTA
-CTAGGTTTAATACCTGGGTGATGAAATGATCTGTACAATAACCCCCTGTGACACCAGTCT
-ACCTATGTAACAAATGCCCCTAAACTTAAAATAAAAGTTAAAAAAAAAGAAAATTAAAAT
-CTCCTTATCATCTACCTGGTAATATGAAAAACACAAATCTTTCATTCATTCCTTTCAACT
-GATGAGGAAAATGAGGCATCGGGAGTTAGTAAAAGTCCACATTGAGATATGAGACCCACC
-ACTGGCTGGACGCAGTGGCTCACACCTGTAATCCCAGCACTTTGGGAGGCCGATGCTGGT
-GGATCACCTAAGGTCAGGAGTTCGGGACCAGGCTGGCCAACATGGTGAAACCCCCATCTC
-TACTAAAAATACAAAAATTAGCTGGGTGTGGTGGCAGGCACCTGTAATACCAGCTACTAG
-GGAGGCTGAGGCAGGAGAATCGCTTGAACCCAGGAGGTGGAGTTTACAGTGAGCCAAAAT
-CACGCCATTGCACTCCAGCCTGGGCAACAAGAGCAAGACTCTGTCGGGGAAAAAAAAGAA
-AAAAAAAAACCACCGCCATCATTTTGCAAGTGTTACCACTATTGTGTGTTAATATTGTAG
-AAGTATTCCTAATTATGATTTCTTTGTATTCCTAATTGTAATAGCTTTGTATTTGAAAAA
-TTATTGATTCATACTCTATATGTTATTATTTTGTATGTGATGACAACAGAATATATTATC
-ATGCTCCTTTTGTGAATCTCATTCATAATATAAAGTATAAATTTGTGATTTTGCTTTAAT
-TTGAAATATTAACTTCAAATATGTTATCACAATTTGATACAAACTATTGACAGTAAATCT
-GTGGATTAAGTAATGTCTTAGTAGGTATTGGGAAAATTTGAAACTAGTAACATGGAGGAC
-TATTGTCATTGTTTATTTCAAAGCCAGTTAAAATTCTGCAAAGCAGTGTACATAAAAATA
-ATTTCAAGAAATTTATAAAATACCGAGATTATGGTGTATAAACAACTTTAGATTCTTTGT
-TTAAGAAATTCTGCCAGTTTGTAATATATGCTTCATTCAAAGTAGCTAAGGGCTGTACCT
-GGCTAATAGTAGGCACCTAATATTTGTTGAAAAGGAATACTGAGTAGCTGGGACCTCCTG
-AGTAGCTGGGACCACACACATTTAACCTGTATTTATAAAATTACTGTTTAGAGAATAACA
-TTTGATGGAATCATGCTTTTACTTTCTGCTTACGACTCAATTGTTTGTACTGACATTAAC
-ATCCCAAATCCTTAGCATGGCCTACAAGGCCCTGAGCAATGTGGCACCTGCTGAAGCCTG
-CTGCCTCATTTAATAACTCTTTGTCTCTTTCCCAGATCCAGCCACTCTAACATTTTTTAG
-CTCCTGGACCAAGACAAGCTCTTCCCAGAACCTGACCTTTGTACCTGTTCTTTATTCCTG
-GAGTATTTTTCCCCTGACAAATTACTTATCATCTATCATAATTCAGGTTAAATGGCACTA
-ACTCAGGGAAGGCTTCCCTAACTGCCTCCCTTCTCCAACCAAATTAGGAACAATTATATG
-GCCACATAGTATCGAATCAAGTTTATAATTTTAAAATAATTGGGAGATTTTGTTGTTTAA
-CACTTGTTTTCACTATAAGACTGTAATTACATGCAAGTAAGAACCATGCCTGTTTGTTCA
-CTCCTGCCACAGTCAGAATAGTGCCTGGAATATGCAGTAAGGGCTGAACAAGCACTAAAT
-AAATGAACAAGTGAATAAATGGATATTGTCTCATTTTTAGAACAGAGTACTGAATGGATC
-ATGAACACTATCTGGTATGTCACGTAGGTAATTTACAAGGGCTACAATTTCAGCTCAGAT
-TTACCTTTTCCTGGATACAGGTCTTGATAGGTCTCTTGATGTCATTTCACTTCAGATTCT
-TCTTTAGAAAACTTGGACAATAGCATTTGCTGTCTTGTCCAAATTGTTACTAAGAATCAA
-GAGAGATATCTGACATGAAATGACATTGGAAAACATTAAACACGATTGAAATAATGCTAG
-CCAATATGGTTATTATTAGAAACCAATTACATTTTCAACTTAAAAATAGTAATACTTATT
-GCAGACTCAAATGTGCTTATTCTAAAACAAGTAAATGTTTGCCTATGGTCTGAGATTCTA
-ATCCACGGAGTTCATTCTAATCCACATTCAACACTATCATGTACCAGTGGGCCTCATAAC
-CCACCTAGCCCTGTGATTTTTCAGGTTCACTTTTCTAAACTTGTGAATTAAATATTTATT
-TTCTTAGTTCAGAAGAGGAAAAAAACTCTTGTAATTGTTGCCCATTTCAGGAGAAATCTT
-GCATATGAAAACAAGAGATAAATATACACAACTGAGGGCTGTGGTTTAAACAAAATCTTG
-AGAATGTTTTTTGACCTTACACATTTGTGCTTTAGTATAACAAAATGATATAGACAAAGG
-TAACTTTTAATAGAACCAGTCACTAAATTAAAAAAATGACAAATTCTTCTGCTTAGCTAA
-GCAACAGAGAAGGTAAAATACTAATTCAATTCATCAATTTAAGCAATACTCATTAAGAGC
-CAAGTATGTGCTCACTGAATAAGCTGCTAAGGTTTGGTGGTTACAGAGTGTGCGGTGAAA
-TGATGTCTACATCACAGTCCAACATTCACAGAGTTTAAAAGCCTACCAAGAATCAAGACA
-GACACAAATACCTAACATAGACATTTGTATATGATAAGAGAGCCAGAGTACAATTTAGGA
-GAAGAAATTGTATGGAAGGAAGGTTCATTTCCATTAGACCAGAAAAGACAGCACATTTGA
-AGGCCTGAATAAGAAATATTCTGGATAAGATATTGTGGCTGCTACCAGAATGGCTCTTGA
-TGATCTCTACCTCTTGGTATTTATACCCTTATATAATCTCTTTCCTATAGTGTAAGCTGG
-TCCCAGGTACTTGTTTCTATTGAATAGAATAGAACAAAAGAAATGAGATGCCACTTCTGA
-GATTAGATTATAAGATACTGTGAATTTCTTCTTGTGCCCTCTCCCTCTCTCTCTTTCTCT
-TGCCCTCTCATTTGAATGAAGCCAACTGGCATGCTGTCAGTGGCCCAGTGTAAGTCCTGT
-TACAAGAAATTGATGATTACCTGTAGCCAACCCTAAGTGAAGAACTGAGGTCCTCAGTCC
-TACAAATGGAGAGAAACTGAATCTAGCTAAGAACCATGTGAGTGAGCTGGGAAGAAGATC
-CACCCTCAGTTGAAATTTAAGATGACATATTGAGCAGACATACTGAGACACACTGAAAGT
-AAGAGAGCAGGAGGAAACAAAACCAGGGTCATACAAAGAACACAACTGATTTTGAGATTC
-TCACATAAGTATTACACCTTCAGTGAGCACGTGTACTAGAAATTTAAAAAATAAATAAAA
-TAAACCTTCAAAGTGAGCTAGCAAATAAATTTCCCTATGGTCTCAGCTCTGAGTGGAGAG
-AGAAAATGTTCCCTGTGGAGTTTATAGCCAGAATCCAGCTCTCAAACAGGTTTCAGCCTG
-AACTCACACAATCTGTGTGGCTTCCAAATTTGCAAGCTGAGAATTTAATTCAAAGTGGTC
-TCAGGTTGATAGCAGTCCAAAATGCTAGGTAGGAAAAAAAATCCTCTCTGGACAAATAAA
-TCATCAAAGCAAGCTCATAAGAGCAGGTTTCAAAGGTCATGAGCTTCTAACACACACACA
-AAAATCACACACACAAAATGGGGGTAGCAGCAACATGGGTAGCGTATTCAAACTTGAAAA
-GACTTTAAATATTTGTATTATTAGATGTAGATTATGAAACACATATTTTAATGTGGTTAA
-TTTTTTTAAGGAATCAAAACTATGAGTAAAGACCAAGAAAATTGTGCTGGATGGCCACTT
-CCACCATGGCTCCCCTCCTATTTAAGTCTGGGTACTGTGTCACCCGAAGTCTTCAGGCAC
-ATTGTTCCAGGTCTGGGTTTGCCTATGAAAGAAACTCATGAGAGCTGGAAATGAGGAGTG
-AAGAGGAGGTCTTCAAATAAAGCAGGCTTAAGGATTAGACATAGCAGGTTTGACAGATGT
-GATGGCTTGCAGAATCCTTTATGAGCTCCCACTGTCCATCTGGATAAGATTTACAGACCT
-TTCAGAAATTCCTATAAGCTTGGGTTCTGTGCCCACACTCTAGACTGTCAGGCTAAGATC
-TCTGATATAAAACAGACCTCTTCTGATTTTGTCTAGCTGCTTTTCTAATATCTATTCACC
-AAGCTCTTCCAATAATAGCATAAGGCCCTAATTAATATTAAACTTTTATCATTATAATAC
-ATAGGATGTCTTCTGTTTTCCTGATCAAATTCTGACTACTATTAAAATATAAAGAATTGT
-CCAGAAATATATAAAAAAAGAATCACACATTGATCTTCTTTAAATGAAAATATAACAATT
-GTATGGACTAGGATGATTACAGTTGTTCAGTTCTGACTGTTATTTGAAGAAAAAAGCAAT
-AAGAAGCCTCAGCAACTTAACAGAAGGAGCTGCCATTTACTAGGAGAAAAGATTGTGGAT
-GAGAGTGTAGCAAAGGTCAGAATTCTGTGAAGCTTGAGATGTTTATTATAATGAATTATC
-TTTTATACTCACTACAATTTCCTAACAATTTTGGGGTTTATATTTTTGAAAGAGATATAC
-CTTTAATTTTCTTTCTTTGTACTATTGTTAGGTAACTTTGATGTGCAGATTATACTACAG
-TGAAAGTTGCCAATGACAAGGCAAAGTCACTTACATCAGACCCAAAGCAAAGTGGAGCCG
-GGTCATGAAAAAGGGGATCTTGTGTGTCTGTCCACGATAAGCACTATCACAAGGACTTTC
-TATAAACTCACAAGAAATTTCTGCCCACCCAGCACACTCTGTTTGTCCAGCTCATCCTGT
-AGGTGTCTCTATAATAGGACCTATCATAAAAAATTCCTCAAGACTGCAGCATTTCAGATA
-AGCCACCCTCACAAGAACACTTGCCTAGCAATGGCTGTTTCTGCCAGTAAGTTAACACCA
-GCTCCTGCATCAGACCCTGTGACCAATGATGTTTGTTTCAAAACAGCTTGCATGGACTTC
-TTTTTGTCTTTACATATTTTCCTTACCTCAACCTCTTGGGATGCACCTATGATTGATCAT
-AGCACAAATATCTCAGATTATAATCCTTGTTTATTTCCAAATAAATTTATTTCTTTGGAG
-ATCCACTTTTTCTGTTATTATACATTGACATTGTTATTATGAAATTGGTTGGGTGATGTG
-TCTTATTTTCTTGTCTCCAGAAGAATTTCTGTAACAGTGCAATTAAACGTTCTTTGCATG
-TTTGCTAGAACTCACCTGTAAAATTGTCTGAGCAACCAAAGCCTGGTTTTTGTGTTTAGT
-TTTTCTTTTGTGATTGGGGAGGGGGGTTTATCGTACTGATTCAAGGTGTGAAGGTAACAT
-CATTTTGATTTTATACATCTTCTTCAGTCCATTTAAGCATGTTACATAGCGTTGTTTGTT
-CTTTTCATGATATTCTTTACAGTAGTCTCCTAAATGTTCCCTCTGCTTCTGCCATGAGCC
-CCTACAATCTATTTCAACTCAGAAGCTATAGAGTTTGTTTAAAACATGTAACATATTATG
-CCACCTTTCTTACTGTAAAACATCCCATGGTTTCTCGTAGTATTTATAGTAAAAGTGAAA
-TTTTTATGATGGCTTGAGAAACTTTTCCCATTAGATGCCCAAGTGCTGGTCTGGTCTGAT
-CTTCTCATCTTCCCTTGGGTGATTCTGTGGCAGTCACACTAGCCTCCTTGCTGCTCCACA
-AAAACTCCAGCATGATCCTACTTCAGGATATTTGCCATTGTTACTGCATCTGCCTGGAAC
-CTTTTCTCCCATATAAACATAGAGATTGCTCTTGCCTGTCCTTCAAGTCTATTCTTAAAT
-GTCCCATTCTCTGTGAAGCTTTCCTGCCCACCCTATTTAAATTACAGACTTCACTCCCAA
-TTCCCCATCTACTTTAAGAGTCTTCATTTATCATTCCTTGACAAACTGTAAATATACATG
-TTCACTTTTTTATCGTCTGTCTCCAAATACTGGAATGTTAAGTTCTGTAATGTCAGATAT
-TTCTGTTTGGTTCACTGGTGTATTCTTAAAGCATGTTACATACTAGGTATACTCAATGAA
-TATTTGTTGAATAAATATCACATTGGGCTTATTCCAGAAATTCAAGCTTGTTTCAATAGT
-TAGAGCAATCTACAAATGTAATTCCTTACATTAACTAATTAAAGGAGCTAAATCACATCA
-CCACCACAATAATGCAGAAAACCACATTTGATACAACTCAATATTCATGTCTGCCTAACA
-AACATCTCATGATACTAGGAAAAGAGGAAGGGATATATTATTTTCATGTATAAAGCACTA
-ACCATTGTAGCATGCCAATATACTCAAAATTCAATGAAATTCCTATCAAAATCTTAGCAT
-TCCTCTTAGCCCTCAACAAAGCATTTCTAAAATGTGTATAGAAGACCAAAGGGCCAAAAG
-AGTCAACTTCTGAAGAAGCGCAAAAAGAAAGTTGAGGAAATCTTAAAACATGTTATTGAG
-CTTAAAGTTGCAAAAATAAACTCATGTGCCATAATTCATGAGTAGAAAAATAGACTAGTG
-GAATAACATAAAAATAAAAACAATGCTTACATAAAATGTTGTAACTGATTTGGATGTCAT
-TAGAAATCAGTAAGTAAATAGATGGACAATGTAATGAAAGATGCTAGGCAAATAATGTGG
-TAGGGAGAATAATGGCCCTCAAAGATGCCCATGCCTAACCCTGGAACCTGTGAATATGTT
-ACACTGAATGCAATAAAGGCTTATCAGATGTGATTAAGGATGCAAACCGAGATGGAGAGA
-TCTTCCTGGGTTACCCAGATGGGCCCAGTCTAATCACATGAGTTCTTAAAAATGGAGAAC
-CTTTCTTAGCTGAGTCCAGAGAGAGATGTGACAATGAAAGAATGGTCAGAGAAATGTGAC
-ATTGCCAGCTTTAAAAAGAGAGAGGAGAGGCAATGAGAAAAGGAATGCTGATGTTCTCTA
-GAAGATAGAAAAGGCCAGGATATGGATTCTACCCTAGCCACCATAAAGAAACATGCCTGT
-CGACAACTTGATTTTAGTTCACTAAAATTCATGCCTGATTTCTGACTTGTGTACACTGTA
-AGATGACAAGTTTGTGTTATTTTAGGTCACTTAGTTTGCAGAAATTTGTTACAGCAGTAA
-TAGAACAAGTGGTTATCCATATGAGGCAAATTAGATTGGATACCTATCTCCAATAGAAAT
-CAATTCAAGGTGAATTCCAGGAAAATACTTAAAACATTTAGATTAAAAATAAATGAGAAT
-TTTTGTTACTTTTGGTAGGTCATAGAACCAAGAAAAACAAACATTAAGGAGGAAAAATGA
-ACATATGACTACATCAAAATATAAAGCTTCTCTATTTGGAAGATATCATAAGGTGACAAA
-TCATAAACTGTAATATTTACAACATATATATAAGTGAATAAATATACATTTAGAATATAT
-ATGAACTCCCAAAAATCAACAGGAAAAATAAGACATAGAACAAGCAAAATGCATAAACAA
-AAGAAGGCAAAACAAAAATAATGACTCATAATTATATGAAAAGAAGCTCATCTTCATAGA
-TGAGCAGATAAATGCAAATTAAAACCACCCTGAGATGCTTTTTACATCCATGAGCCTGAT
-AAAAGTTAGAGTCTAAAAGTAATAATTAACAAAGATGGGAAGTAACAGAAAATCTTGTCC
-ATTACTGGTTAAAGTATAAACTGATACAGCTACTTTATAGAATATTACATTATAGAATAA
-AGTTGTGAGTATGTATATGCAGTGACTCAGCATATTCATTGCTAGTATGTACTCAAGAGA
-AACTTACAGGAGTGGACTAGGAAGTAAATACAAAATGATTACAACATTGTTTGTTATATC
-AAAAAATAAAAAAGACACCCAATTTTCCAGCAAAAAAAATAAGTAAAAATAAATCCTGGT
-GTATTCTAACAATGGAATAATATATAGCCATTAAAATAAATCAACTATTACTGTACATAT
-GAATGTAAGTATCAGCAAAACATATTGTTTAGTGAAAAACTAAGAAGCTGAAGAAGAATA
-TATACAATATGGTTACATTTATATGAAGTCCCAAAACTTGCAAAATAAAGAAATGTATTT
-AGAAATAGATTCACATGTGAGAAAACTAGAAGAAAATTAATGAAAGGATAAGAGGGATAG
-CAGTAATTCTGAGTAGTTGAGGGAATTTCAATTGGAAAAAAATAATATCATATTCTTTAA
-GTCAGGTAGTGGGTATTAGCATTTGTTTTACCATCGTTCTTTATTCTTATAGCTACACTA
-TATATTTTCAATGTATTTAATATATTTTTTGCATAATTAAATATTATGCAATAAAAATGA
-GAAAACAAAAAAGTAGAAAATGATAAATTACAATAAAGAAATGGAGAAAAAATTATAATC
-TAGTTGAGTAATGGTATATTACATAGCTATTTTCTTAAGTAGATGTATGTACATGATGTA
-TGCACGATTGTACATACATGTTCTTAATTATATATAAATATATATGTACATATTTTTAAT
-ATAAAATACTAAACAAAGTACACCAAAATATTAGCTCCTATGTTAGTGAGATAATGTTTT
-GTTTTTTTGTATTTTAAGTTTTACATAGTAGGTGTATTTTTCTGTTTTCATACTGCTATA
-AAGAACTGCCCAAGACTGGGTAATTTATAAAGGAAAGAAGTTTAATTGGCTCACAGTTCA
-GCACAGCTTGGGAGGCCTCAGGAAATCTACAATCATGGCGGAAGACAAAGAGGAAGCAAG
-CCAGCTTCTTCGCAAGGCAGCATGAAGAAGTGCCGAGCAAAGGGGAAAGAATCCCTTATA
-AAACCATCAAATCTCGTGAGAACTCACTATCACAAGAACAGCACAGGGGAAACTGCCCCC
-ATGATTCAATTACCTCCACCTGGTCTCTCCCTTGACCTGTGGGGATTATGGGGGCTATGG
-GGATTACAATTCAAGACGAGATTCAGGTGGGGATACAAAGCCTAACCATATCAGTAGGCA
-TGTATTGAATTTTAAACTCAGAGAAAAATACTAGTGTTTTTATAGGATTCTTACTAAAGA
-AAAACCAGAAAGTAATAAACCATCTACGCTAAGACATAAAATTCAGTTGTTTAGTTACAA
-GATAGAATGTGGCCTTGTAAGAAAGCAAATTAACTTCTAACATACAAAGCCTTAGAGAAG
-ATTCAAGTGACTGACGGATCTTAAACAGAGCTATTATTACAACTTGAACTGCAGTAAAAT
-ATCCTCAGCAACATAGATGTGTATGTTTCACTAGTCAGAGCAATACAAATTTAACGAAAC
-TCCATTGGTGGTGTTTTTAATCAGACAATTTCTGAAGATGTCCTGGCTTATTCACAGATG
-CAAGCCAAATCTCTAGAAGAGTACCATAATAAGAAAAAAAAGAATACAGGCAATTGAGAG
-CTGTTCCAAAGTTTAGGGAGTTTTTGTAAGGAATTAATAAATAAAAATGTTCTTGAAAGA
-GAGAAATTAATATGCAGTTCATACTGCCAGAATTGCAGGCAATTTATCAAAGTCCCCTAA
-TCCTCCAAAATCGCTATTTTTTTTTTTGACACACACTTTACAGTACAGAAGAAAATGTCT
-CCGGCAATAAATCACAAAGTTAAAATTACCTAGTCTACAATTAACTACACAGTGATGGTA
-AATCATTTTCTACCAAAAGAAAGAAATGTCTTGTCTATTCAGGTTCTGCTCTACTTAAAA
-GTTTTCCTTGTTGGCGAGCAAGTGGTTAGAAAATCATATTTTATACGTACATTCAGCTTA
-ACTATCATTCAGCTCAGGAAGATGACTCAGGGCCTTATCCATACCTTCAAGTTTGCTCTT
-AGCAAGTAATTGTTTCAGTATCTATATCAAAAATGGCTTAAGCCTGCAACATGTTTCTGA
-ATGATTAACAAGGTGATAGTCAGTTCTTCATTGAATCCTGGATGCTTTATTTTTCTTAAT
-AAGAGGAATTCATATGGATCAGCTAGAAAAAAATTAAGAGGAAAATCACATGGAAAGTTA
-TATATTATATATCTATTATATATAATATTATATATCTATTATATATTATATATTGTATAT
-CTATTACATATATATTATATATGTATTATATATATTATATATCTATTATATATATAATAT
-TATATATTATATATCATTTCCAAATTCCCCAGCGTTCATATTTGTCAGTGCAAGTAAAGA
-GCCTTACTGCTGATGAGGTTTGAGGTATGACCATTTGGCCAGAATTTATGAACTCTACAT
-GTCGCTTGATGTGTGCCTCAGGGTATACTTTTTTTTTTTTTTTGAGACGGAGTCTTGCTC
-TGTCGCCCAGGCTGGAGTGCAGCGGTGCGATCTCAGCTCACCGCAAGCTCCGTCTCCCGG
-GTTCATGCCATTCTCCTGCCTGAGCCTCCTGAGTAGCTGGGACTACAGGCGCCCGCCACT
-ATGCCCTGCTAATTTTTTGTATTTTTAGTACAGACGGGGTTTCACCGTGTTAGCCAGGAT
-GGTCTCGATCTCCTGACCTCGTGATCCACCCGCCTCGGCCTCCCAAAGTGCTGGAATTAC
-AGGTGTGAGCCACCACGCCCGGCCAGGGTACACTTTTAAGCAGAGACACTACTTTGAAGG
-TCATAAAAAATATAATAAGAGATAAGGCTAATTTCCTTTAATAATAATAAAATCCTTTAA
-TAAAAATATAAAGGAATAATATAATAATTTTATTTAATAAAATATAATAAGAGATAAGGC
-TAATTTCCTTTAATAAAATATAGTAACTACATACCAACAGAATTCCAAAAAAAGAAATGG
-AGAGGAAGGGAGCATGGGTCATTAATCTTGTCAAAAATATAAAATTATATACGAGGAATT
-CCTAGAAACTGTTTTCCTTGTCTGCGGCCATTGTGCTGCTGCTACACAACTACCGCAAGC
-AGCCCTTCACGCCCTCCTCCCAGTACAAAGCTAATTGACTTGTGAGAAATGTTAAGCTTG
-GAAGAGTCAGCATCGCTGCACTTATTTTTTATTCTACTCTGACATTAGAATAATCCTTGA
-GTGGGGGAAAGGTTAAAAACCCCCCTGGATAAGTGTTACTAATTAATGATGATTGTTTTA
-AACAATGTTTGGATAATTTTTCCTTGTCCCTTGACATAAACTTGATAAATAACTGAGAAG
-TGAGAAGGAGATTAGTGGGTTGATTAAATTCCATTCAGGTACTTAAAGTTAGCTCCAAAA
-ATTTAGCTATTTGTAAATTGTCATGCATTGTTAATGTATAAGAGATGTAGATTTCATTTA
-TCTTTGGTGGAGCGAGATGAAGCAGTGAATCATTGAAGACTGAAAGAAAGAAAAAGGTCT
-TTTCCCTTTTCTTTAAGAAGCATCATTAGTTAAAAACATGTTAGTTGATACCAGAGAACT
-ATATTTAAAGGGACAGCAATAAGCAAATTGATTACTCTGGTGATTATTGGAGTGACATTG
-CCTTTTAGTTGTACTTTCACAAAAATTCACAATATTTGCCAAAGTCAAGTTATCCATTAC
-ACTATTAATTTGTCATTCTTTTGTTTATATAGTCAATCTCTATCTCAATTGGATCTATCT
-CAACTGCTTCTAAACAAGCCACCATAGTCTCTCCCATTTCAACAATCTCTTCCAAGTACC
-ACTTCATTTCTTCTTTTCATATTTTTGAAAACTTTTGAAAAACTACCTATTTTCCTCCTC
-CATTTCTTGTTCATTCCATTCTAGTGGACATGGAATCTGTTCCTCCTCCAAAACGGAATT
-TGGTAACCCTTAAATTACTAAACCCAAAACAACATGTTGTCTTTATCTTTACCTCTCTGT
-GGCATTTAATGATAAGACCACTACTTTCTTCTCTTTTACCCTTCTTTCTTGAATTCAGTC
-AAACAACGTACTTACATTTTTCGTCTTATTCTCCATCTTAGAAACCACCTCAGCTTTCTC
-CATTCAGCTATAAAATTGTGCTTTTCCTCAAAGATTAATCTGCCTCTCCTCTCACTCTAT
-ACTATCTCTGTTAGCTAATTTTATTTGTGCACATTGCTTATACTGGGCATTATATACACA
-TATGCATGTGTGTACATGTGCATACACACACTGTATGTGGACATGTATATATATATATGT
-GTGTGTGTATATATATAGTATATATATAAATTACAATAACATAAAGGTGGCATTTTAAAT
-TAGTGGAAATTACCCTGATTTGATCACTACACATTCTATACATGTAAAGAAAATATCACT
-CTGTATCCCAAGAATATGTACAATTATGGTTTGTCAAATGAAAAAGTTCATACATTGAAA
-AATTTTAGATAAATATCAAACTTTCTCTGAAACTGTAACTGTAAAATGTAAAAAACAGTA
-ATTGCTATATTGCTTATTTCTGAGTAGAAGAATATGAGACATTTCCCTAATCATTATGTG
-TAATTACAATTACATAGAAGAATATGAGACATTTCCCTAATCATTATGTGTAATTACAAT
-TACATATATATATGTAATTGTAATTACACATAATGATTAGGGAAATGTCTCATATTCTAT
-ATATATAGACAGAAAGAGAGAAAATATATGAGGGAGAGAAGGAATCTTTCCATCTCCTTT
-GAGTTCCACGGTGTTGAGAGTCAGGACAACTGCAATTGCTTCATCATGCCTGCTTGCAAT
-TATAGGGCTTTTGAACCATTTGTTCCCTCCTTAGATATCCTCATTTTTTTCAGATTCTTG
-CTTAGAAGTCACTCCTCCGTGGACCTCCTCTGACATATTAAACATTGCAGTCCATTATAA
-GCTGCAAGAGGACAGGGATTTTTGCCTGTTTTATTCCCTACTGTATCACCAGGGGCTACA
-GCAATATCTGACAAACAGTGGGCATGTAATGAATATATGTTAAGTGAAGTAATAAATTCA
-ATCAAATCACATCACCTGTTTAAAGCACTTCATTGGCTTCACATTGCACTTAGAATAAAG
-AGAAATTCTTTTTATACAATATAAGTTCCTGCAGAATGCAGACACTTTCTACTTCTCCAG
-CCTCTTTTCGACTCCTCTCCTACTAGCTTCTGTATTTAAGCCACATTAGACCTTTCTTCA
-GTTTTTTATATAGACTTTGTCGCATCACACCTCAGAGATTCTGTACATGTTCTTCCTCCT
-GCCTAGAAAGGATCGTCCCTCCACTTTCGCCAACTAATCCCTGCTCAACTTTTCATCTCA
-GCAGGAGGCCCATTCTCTTTGGCAATCCTCTGGCCTCCAGCCCATTTATTATATGCTCAC
-ATGTCAACATGTACTTCGTACAGCATGTAACACAATTGCACTTTTATATTTTAACAAATT
-ATATTTCCCATATTGAACTGTAAGTCTCCTGAAAGCAGGAATTTTGTTCTTGCTCATCAT
-CAACTTTTTCAACATCCAGTGCACCATTTAGAACTTAGATGTAGTCAATACAGGTTTGTG
-GAATGAAAGAGGAAAAGAAAGAATTAATATTCCTTTAAATTAGGATGGCAAAGATCGTAT
-ATAGAAAATTGGCTAAGTTGTGGTCCATTCATGTTTGCTCCCAATTAAGGAGCACAGCTA
-TGAAAAGGAAGGCTTCAAATTAATAACCAATAGATTTTTTTAAAAAGAAAACTGGCCAGG
-TACTGTGGCTTATGTCTGTAATATCAGCATGTTGGGAGGCCAAGGCAGGATTACTTGAGC
-CCAGAAATTCCAGACCAGCCTGAGAATTTGGCAAAACTCTGTCTCTACAAAAAATACAAA
-AATTAGCCAAGTTTGGTGGCATGTGCCTGTAGTACCAGCTACTTGGGAGGCTGAGGTGGA
-AGAATAGCTTGAGTCTGGGAGGTCAAGGCTGCAATGAGCTGTGATTGCACCACTGCACTC
-AAGCCTGGGTGGTAGAGTAAGACCCTGTCTCAAAAAAAAAAAGAAAAATCACTAAGCAAA
-ATAAGACATGTGAAGGATCATGTCAAAGGTAAGAAAAATTAGGGGAACATTAAAAGCTTT
-CTTCCCAAGCCACTAAATCAACTTGACTAACAAAATTACCACTTGATTTAGCATTAGAAA
-ATTACATTACATATCAAACATAAACCCATTAATCAAATACTAAAGAAATTTCTGAGTTAA
-ATGGTATAATGTTAGCTTATGCCAGAGCTGACCTTGAAAGATTGTTCAAATATGGCTCAG
-TGTGATTGAAAGTTCTGTGTGAATATGTTTTTGGAAAGATCCAACAGCAACACCTTAGTG
-TATGTTTTTGAAATAAAATGTATCTGAGTAGCAGCAAAGTTATTCTCAAATTTCCATTTT
-ATAGCTGGAGATGTCATACCGTGACGTATATGATAGGACCCAATATGGATCAATCCCTTT
-TAGAAGTCAATCAGGAAGAGGGGAGCAGTTAAAACAGTTGCTTGGTTTACAAACATTAGA
-ACAATTTTCTTATTCACACCATCTGATTATTGTATTTTATTTTTTCCCCAACGTTTAGAC
-TACACAATGAGTTAAGAATGATAAAAATAAGCTCACCAATATACTATGTACATATTTACC
-AAAATCTGTGCATGCTTATACATATAAACACAGCTGATAATTTATTAGTTAGGCTCATTT
-GTAATTTTTGTCACTATAGACCAGTTTTTTATTTAAATTGAAGATTAGTATACATTTTAA
-ATGATTAGTCAAAATAAAAAATCTAAAATGTGCTCTAAATACCTCTTAGGTCAGAAAAAA
-AAAGTCAAAAGCTAGAGTATAGAGAAATTAAGAAACGCCCTAAATTTCTAATCTGACAAA
-AATTCATACAAGATTTAAATATTTTAATGGAAAATAGAACAGAACTAATTATTGAAGAAA
-TTATAGAAAGGAAACAAAATAAACAGATTATATGGAGGATTTTTAGAAGATAAGTAAATA
-AATTAATATACTAGGAAAAAACAAGGGAAATATACTTGATAAATAAATACAGGTAAGAGT
-TCTTTTGAAATAATGATAAAATAGAAAATCTCTGTCAAAACTAAAAGGAAAGATGCATAA
-ATATATAAATAAATGATAAAAAATGTTGCATACATATATGACTTTTTCAGAATCAAAAAA
-TTTAAATTTCTGTAATAAAATTTAAATGTTTATAAATTTAAAAAACTAGAAGAAAGAATG
-TTGACTGTTCACAATACAAATAAATGACAAATATTTGAGGTGATGGATATGCTAATTATC
-CTTATTTGATCATTGGGCATTGTATACATGTATCAAAATATCACTCTGTATCCCATGAAT
-ATGTACAATTATTTGTCTCAAAAACAAACAAAAAAAAAGATAATGGGAGAATGTTGAAAA
-CTCAGAGAGAAGAGCAACTCTCACAGATAGGGATCCAGATAACATTAGCAGCTGATTTCT
-CGGCAGAAACCTTGAAGGCCAGCAGGCAGTGGATTATATATTTAAAATAATGAAGAAACC
-TGTCAATTGAGAAATATATAGCTGGAAAACTTATCCTTCAAAAATGAAGGAGAAATTAAG
-ACATTTCCGGATTTTTTTTTAAAACTGAAAAAAATCCATTTATCCCTGAATTTGACATTC
-AGGAAGTGTTAAGTCCTTCAGGTTGAAATAAATGAACTCTAGGCAATAACTATGTAAGTA
-AATAAGCAAGCTGTATGAATATACAAAGCTCTCTGGTAAAGGTAAATACATAAACAAACA
-TAAAAACAGTCCTATTGTAATTTTGGTTTGTAACTCTGCTTTTTATTTTCTACATAATTT
-AAAAGGCAAATGCATAAAATGTAATTGTAAATCTGTTAGCTGGTATACAATGAATAAAGA
-TATAATTTGTCACATCAATAACATAAAAAGAGTAGAGCTATATATATAGCAGTAGAATTT
-TGGTATGTGATTGAACTTAAGTTGAAATAAATTCAAATTAAAATGTTATAACTCTAGGAT
-GTTATATGTAATTCTCATAGTAACCAAAAATGAAATATATATAGAATATAAACAAAAGGA
-AATGAGACTAGAAACAAAATGTGTCACTACAAAAAAATCAACTAAAGATAAAAAAGAAAT
-AATTGAGAAAATGATTGGCAAAAATCAGTAACTCTGACGTATTAAAACTTTCCATGCTAC
-ATAAATCTGAAAACTCTATTTCACATAAAACTGGAGCTGAAAGAAACAAATATTTACCTA
-TAAAGTTAAAAGTTATATAGGGAACAAACACTAATTTTTTTTAGAAAAAATTATAAAAAG
-TAAAAATATGCCTTATACTACCGTAATTTCATGTTTTACAGCTCTGGGAAAATAGAAAAT
-AAAATGTTCTGTTAGCATGAATCCCTCTGTGCCCCCAAAAAACCCTATGGATTGCATCAT
-TATTACCTAAAAAGTCTATTCTCAAATGCAGCAGAGTGATATTTTTTACAAGGTAGATAT
-TAATTTTAGATATGGAATAATATTGATGATTTCAATTTTATAACACTGGGTTAAGATGAA
-AGAATGAGAAGATAAAGGTCCCTCAGCAATATAACTCACAAACATGTTCAGAAGCAGTAA
-GAAGTTACATTAATTATCTTTTGAAAGTCGATAATCTACATCTTTAATGTATGCATATAG
-CATAGCTAATGTACTATCGCTGGGTCCATTTATTCAATGAATAATTGCCGCTATGTGTCA
-GACATTTTTCTAGGCCTAGGAATGGATACATAAGTGAACAAAGCAAAGATTCTGGTTCTT
-GTAGAGTTTCCATTAAAAGACAATTTAGTAAAACTTTTCTTCCCCCAAATTATAAAATCT
-GTAAGATGATTTAACAACATGTGTAAAAGTCATTGTGGGCCAGGCACGGTGGCTCATACC
-AGGTGTGGTGACTCATAGCACTCTGTCACCCAGGCTGGAGTGCAGTGGCACAATCTCTGC
-TCACTGCAACCTCTGCCTCCTGGGTACAAGCGATTCTCCTGCCTCAGCTTTCTGAGTAGC
-AAGGACTACAGGTGCACACCATCACGCCTGGCTAATTTTTGTACTATTAGTACAGACGGA
-GTTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATGATCCGCCCACCTC
-GGCCTCCCAAAGTGCTGGAATTACAGATGTGAGCCACAATGCCCGGCCTTATTTTCTACA
-ACTTTGGTAACTTTAGCATATACCCCAAATCTGTAAGACATAATATTATAATTCAAATGC
-AACTCATGGCTTCTCTTTGTACTCTTTCTCTAGCTTTTGAATTATTTATTCTAATACCAG
-TTTTAATTCTGACACAAAATCATGGGAGTTCTAATCAAAATCCAACCTTTTATCATAAAA
-ACTATGAAGAAATTATGAGTAGAATTTAAAAAGGAAAATAGGCCTATTAATTAGATTTGT
-CTTTGTAGCATTTAACTCTATAATAAATAATATTTTATGCCTATGAGTCCCCAACAAAGC
-CTCCAGCTTCTATTTAGATACAAACTGTAAAAGTCACTACTGGATCCACAAGCAAGACTA
-TGGTAAATAAATTTCTCCACCTAACCAGCTTCTTTTACATGATGTTACATGTTTCTTTTG
-TTTTTTCATTTTGGCAAATATTGATTGTCATCTTCGTGTTTGTCTATGTCCTAAGTGCTG
-GGATACAGAATCTGAAAAGATGGACACAGGACCTGCCTTCAAGTTCACCCCCTTTTTTTT
-TTTTTTTTGAGATGCAGTTTTGCTCTTGTCACCCAGGCTGGAGTGTAATGGTGAGATCTC
-TGCTCACTGCAACCTCCACCTCCAGGGTTCAAGTGATTCTCCTGCCTCAGCCTCCCAAGT
-AGCTGGGATTACAGGTCCCAGCCACCACGCCTAGCTAATTTTTGTATTTTTAGTAGAGAC
-AGCGTTTCATCATGTTGGTCAGGCTGGTCTCGAACTCCTAACCTCAGGTAGTCGACCCAC
-CTCGGCCTCCCACAGTGCTGAGATTACAGGCATGAGCCACCACGCCCTGCTAGGAGTTCA
-CGCTTTAGTTGGGGAAAATATACAATAAGCAAGCCAGTTTTTAAAATGAGAACTGCAATT
-AGAGTTAAATGCTACAAAGACAAACTCACAGGAAGATGGGATGTAGAATGATAAGGCTCT
-CAGAATAGTAAGAGAAACTATTGCTTCTTACGATGTTTGTCTTTCTTTGTATCGGTGCTC
-AGCTGAGTCTGCAGTGCTTCAGAGGCAGCTTTCATTTTATAAAAATCTATGATTTCTCCT
-TCCAGTTGTTTTTTCTCTTCCTCGAGCTTCCTTATCTCCTCCTGTTGAATCATTTTAAGA
-TGCTCGAACTTGTCCTGCAGCTGTGAAACCAATGTGCAGTTGTGACACCAAAGCAGTGTG
-GCTGAACACCTAAAAGAATACGCTTTTTTTCTGATTATCAAACAAACCCAAATCATCACA
-GTAGAGCACGATCTTAATAACAATCTCAAAAACTCAGGAGTAAACACTCAGATATGGAAT
-TTTTCTTTTCTTTCTTTTTTCCTTTTATAAGATGGAGTCTCACTCTGTTGCCCAGGCTGG
-AGTGCACTGGTGCGATCTCAGCTCACTGCAACCTCCATCTCCCAGTTCAAGTGATTCTCC
-TGCCTCAGCCTCTTGAGTAGCTGGGACTATAGGCATGCACCACCACTACAGGCGTGTGCC
-ACCACACCTGGCTAATTTTTGTATTTTTAGTAGAGATGGGGTTTTGCCATGATGGCCAGG
-CTGGTCTCGAACTCCTGACCTCAGGTGATCCTCCCGCTTTGGCCTCCCAAAGACTTTTTT
-TTTTTTTTTTAATATAGAGACAAGTTCTCAGTACGTTGCCCAGGCTGGTCTCAAACTCCT
-GAGCTCAAGTGATCCTCCCACCTCAGCTTCCCAAAGTGCTGGGACTGACTGGATGCAGTG
-GCTCATGCTTGTAAACTCAGCACTTTGGGAGGCCAAGGTGGGAGGATCGCTTGAGCCCAG
-GAGTTCAAGACCAGACTGGGTGATATAACACAATAGTCAACTTCAACAGGAGAGAGAATC
-TGTAAACTTGAATATAGATCTTCCGAAATTATCCAGTCAGAGGACAGAGAAAAAAAGAAT
-AAAAGAGAGAAAAGAAGGCTGGGTGTGGTGGCTCAAGCCTGTAATCCCAACACTTTGGGA
-GGCCGAGGCAGGCAGATTAAGAGGTCAGGAGTTCAAGACCAGCCTGTCCAACATGACAAA
-GCCCCATCTCTACTAAAAATACAAAAATTAGCCGGGTGTGGTGGCACACACCTGTAGTCC
-CAGCTACTTAGGAGGCTGAGGCAGGAGAATCGCTTGAACCCAGGAGGCGGAGGTTGGAGT
-GCAATGTGAGCCGAGACCACACATTACACTCCAGCCTGGGTGACAGAGCATGACTCTGTC
-TCAAAAAGAAAAAAAAAAGAGACAGAGAAAAGAAAGCCAACAAGACACCATTAAGCAAAC
-CATTGTCAGGTTATGGGAGTTTGAGAAGGAAAGTAGAGAAAGGAGAATAAAGCTTATTTA
-AAGAATGGCTGACAACTGCCTAAATCATGGGAAAGATTTAGACATCTAAATCCATGAAGC
-TTAAAGATTCCTAAAGAGGTTCAAACCAAATAGATACTCACCAAGTCACAATATAATCAA
-ATAGTCAAAAGTTAAAGAAACTTTGCAGGTCAGGACAGAATCGAATAATACATTCAAAGT
-GCTGAAAGAAAAAAACTGCCAGCAACTAATACTATGTCTGACAAAGCTGTCCTTCAGAAA
-GGAAAAAGAAATAACGTGTTTCCTCGACAAACAAAGCTGAGGGCATTCAGGACCACTAGG
-TCTACCTTAAAAAAATGCTTAACGGAGTTTTTCAAGTAAAAATGAATGAAGTTGGGAGCG
-GTAGCTCATGCCTGTAATCCCATTTTGGGAGGCTGAGGTGGGTGGATCACCTGAGGTCGG
-GAGGTCAAGACCAGCCTGGCCAACATGGCAAAACCCCACCTCCAGTAAAAATACAAAAAA
-TTAGCCAGGTATGAAGGCCACTGAGATCGTGCCACTGCACTCCAGCCTGGGTGACAAGAG
-TCAAACTACATTTCAAAAACAAAAAACAAAACAAACAAAAAAAACAAAACTTGAGGCCTG
-GCCTTCTGCTCCTCTCCAACCTCCCCTTCTCTGGGCCCAAGCCACCTTGGCTGAGGAGGG
-GGCGAGGAGGTGTGAGCCCCTGCCAGGAACCCCCTGCCCGGACCAAGTGCTCGGCCCCCA
-GGCCTGCGTTCAGTGAGGCCTCCCGTGGCGTCAGCATGTTCGTGTGGAGGAATGTGGAAG
-GTCACTCTTCGGCCGTGTTCTCCTGGTACTCCATCCCCTTCCTGACCCCTCCCTGCAGCC
-ACACGAGGCCCAGCAACCTGCCAGTCACTCAGAGTCTCTGGCCTCCAACCAGAGAAAACA
-ACCTGCCAAGTTGGCAGCCGTTGCTCATGAGCGTCCACCAAGTGGGACAGGGAGTGTTGA
-CCCTGGGCGGCCCCCTGGAGCCACCTGCCCTGAAAGCCCAGGGCCCGCAACCCCACACAC
-TTTGGGGGTGGTGGAACCTGGTAAAAGCTCACCTCCCACCATGGAGGAGGAGCCCTGGGC
-CCCTCAGGGGAGTCCCTGCTGGACAGTGAGACAGAGAATGACCATGATGATGCTTTCCTC
-TCCATCATGTCTCCTGACACCCAGTTGCCTCTACCACTCAGATGATGTCAGGCCCAGTCC
-CTCAGTGCCCTGCGCAAGGAAAAGGACTCATCTTCTGAGAAGGATGGACGCAGCCCCAAC
-AAATCAGACAAGGACCACATCCGGTGGCCCATGAGTGGCGCTCATGATCTTCAGCAGGCG
-GCACCAGGCCCTGGCGGGGCGCACCAGGGTCACCCCAACCAGGATAACCGGACCGTCAGC
-CAGATGCTGAGCGAGCGGTGGTACACCCTGGGGCCCAATGAGATGCAGAAATACAACCTG
-GCCTTCCAGGTGAAGGTGGCCCACTTGCAACAAGGACCGAAAGAAGTCCAGCTCAGAGGC
-CAAGCCCACAAGCCAGGGGCTAGCAGGAGTGTAACAAGGGCTCGTGGGAGCGGAGCATAT
-CAGAGACGGGCACTGCCACTGCCCCTGGGGTGTCCTCTGAACTCCTGTCAGTTGCAGCCC
-AAACACTCCAGAGCTCGGATACCAAGGAGCAGCTTCTATGGGGCAGAACGGCTGCACACA
-GTCAGGGAACCTGGCTCAGCCTGGCCCAAGCCTTCTCCCACAGCGGGGTACACAGCCTGG
-ACGGCAGGGAAATAGACCGTCAGGCACTACGGGAACTGACACAGGTGGTGTCTGGCACTG
-CATCATACTCTGGCCCAAAGCCTTCTACTCAGCATGGAGCTCCAGGCCACTTTGCAGCCC
-CTGGTGAGGGAGGTGACCCGTGGGCAGCCCTGCTGCCGCCCACGTGAGCTGCTCATTCCC
-AGCACATGGCCAGCGAGGTCATAGCGAGTGACGAGGAGCACACGGTCATCCATGAGGAGG
-AGGGGGTGATGATGTCATTGCTGATGATGGCTTTAGCACCACCGACACCGATCTCAAGTT
-CAAGGAGTGGGTGACCGACTGAGAGTGGGGACAACTCTGGGGAGGAGCCAGAGGGCAACA
-AGGGCTTTGGTGGGAAGGTATTTGCACCTGTCATTCCTTCCTCCTTTACTCCTGCCGCCC
-CTTGCTGGATCCTGAGCCCCCAGGGTCCCCCGATCCACCTGCAGCTTTTGGCAGTCTATG
-GTCACACCCTGTCCTCCTCCTACACATACTCGGATGCTTCCTCCTCAACCTTGGCACCCA
-CCTCCTTCTTACTGGGCCCAGGAGCCTTCAAAGCCCAGGAGTCTGGTCAACGCAGCAGAG
-CGGGCCCCCTACGGCCCCAACCCCTGGGGATGGGGGCCCAGGGACGCCTTCCAAGGTGGC
-CTGTTTCCTCCCAATGGATCCTGCCACCTTCTGGTGCAAGAGACCTGAAAGTGTGGGTGA
-CCTGGAGCTACCAGGCTCCTCAGTCATCAGGGTCCCTCCCAACACTAAGGCTTTCCTAGG
-CAGGAGCTGGGCTGAGCCACCCGGGGGGCAGAGCCTGAAGAGAAACTGACTGGGCTTTCG
-GGGTCGGGGCAGAGGGAACCCCACGGACATGGATCCCACACTGGAGGACCCCACCGCGCC
-CAAATGCAAGATGAGAAGATGCTCCAGCTGCAGTCCAAAGCCCAACACCCCCAAGTGTGC
-CATGTGTGATGGGGACAGCTTCCCCTTTGCCTGTACAGGTGGAGAAGCCGAGGACAGGCT
-CAGGGAACCGGAGACCGAGAAGGCGCTGTCCTCTTCACTGCACGTACCCTGGACCAGTGC
-CGGCCCTGATCATGCAGCTCTTCCAGGCCCACTGCTTCTTCCTGTCCACTAGGCCACAGC
-CGCCCTCCAGGCCCACTATGCACACATCTTCCCCTCCAAGGTTTGTTCTGCCCCTGCCCT
-GACTCCCAGCCCTGTGGGGGTCCTGACCGCACCTCACCTGGCTCAGACTCTTGACGCTGC
-CCTGGCTGCCCCACCACTGCTTCTGCCCGAGAGTCACGTGAGGCTGAGAGTAGGGGCAGG
-GGCAGCAGTGGTGCCAGTTGGGGGGCGGTCCAGTGGGAGGAGCCTCAGCCTCGCAGGCTG
-CTCCGTGGGACTGATGACTGCATGATCTTCTGGGCACCTCACGGATCTTCAACTGCAGGT
-GAAACGGATGCTGGTGGTGGGTGCAGGGCCGCTGGGAGCTGCTGCATGGTTCCCAGAGGC
-TGGACTGAGGCAGGTGCCAACTGAAGCTGCTGGGGCAGCATGGGCAGGATGTTCTGCACA
-CAAACCTTGGAGAAGAAGATGTGTGCATAGCAGGTCCACTGCTGCTGCCCCTGCCCTGAC
-TCCCAGCCCTGCCTGACCCCACCTCAACCTGCTCAGGCTCTGGCACAACCCTGGCTGCCC
-TGCCACTGCCTCTGCCCCAGAGTTGGGGCCTTGACAGCCTGGTTGGAAGGGGACACCCCA
-GCCCTGCCTCAACACCTGGGGGTCTCCATAACTACCACAGGCAGGTGGGCAACCCCAAAG
-ATCCCAGGACTCACAGTACCCCCTGAGAACATGGACAGTATGTGGGGGTAGCAATGGAGG
-GCAGGATGGTTATCTTCTCCCAGGTGAAGCCATTTAATCCTTTCAGTTTGGGACGGAGTA
-AGGCCTTCCTCTTTTTTTTTTTTTTTTTTTTTTTTTTTTTGAGACCGAGTCTTGCTCTGT
-CGCCCAGGCTGGAGTGCAGTGGTGCGATCTTGGCTCACTGCAACCTCTTCCCGCCGGGTT
-CACGCCATTCTCCTGCCTCAGCCTTCCGGGTAGCTAGGATTACAGGTGGACGCTACCACG
-TCCGGCTAATTTTTGTATTTTTAGTACAGACGGGGCTTCATCATCTTGGCCAGGCTGATT
-TCGATCTCCTGACATCGTGATCTGCCTGCCTCCCCCTCCCAAAGTGCTGGGATTACAGGC
-GTGAGCCACCACGCCTGGCCAAGGCCTGCTCCTCTTATCTATACCCCCTACCCCTGCAGC
-TGTGCCGGGGGAAAGCTGGGCAGTTTCCCTCCTCCGAGCCCCTGTACATACCATGAATTG
-TGGGACCTTCAGAGCTTTTCACTTTTCGGAAAATAGCTCCTGCTGGGGCTACAAGATGGA
-GTGTGAAGAGGGCCTTGGGCCACAGGGAGGCGCCTGTGGACTAGGGGGAGTTCATGCACC
-CCTTCTTTCCCCAGAGGGGCTGGACTCAGGTGAGTATGGGGGTGGGGGCTCCTGCACTTC
-GACACAGGCAGCGGGAGGGTTTTCTCCCCATTCCCTCTGCACTCCCAACTTGAGCTATAC
-TTTTTAAGAAAGTGATTCACCCTGCCTTTGCCCCCTTCCCCAGAACAGAACACGTTGATC
-GTGGGCGATATTTTTCATTGTGCCAAAAAGTTGCCATGACCGTCATTAAACCTGTTTAAC
-ACCAAATAATAAGGAAAATAAAATAAAAAATTCGGGCTTGGCGCAGAAACTCACTCCAAA
-TAAATTACCTATCAAAATATTTACATAATGGTGGAAATATTCCAAAATTCAATATTTTGG
-GATTTATACACAAAAGATAAACAAATTAGAGGCCAAGAGGCTGCCGGAAGGGAAAAACGG
-GGCCTGGAATGGCCGACGTGAGGAATGAGCTGGGCCTAAAGAGGCCACTGGCAGGCAGGA
-GCTGGACCTGCCGAAGTGGCCGAAAGGCAGGAGCTTTGGACTGGGGAGGCCGCAGTGAGG
-CGAGAGCTAGCTGGGCGTGGAGAGTCTGCTGTGAGGCCGAGGCCGAGGCCGGGCCCGTGC
-AGGCCTTCGAGAGGCAGGAGGCCGGGCCTGCAAAGGCCGACTGGAGATCAAGTTCTGCGC
-CTGAAGAGGCTGCCAAAAGTCAAAAGCGGGGCCTGGGAAGGCCGCCGAGAGCCATGAGCT
-GGGCTGGGCCGAAAGAGGCCACTGGGAGGCAGGAGGAGCTGGGCCTGGAGAGGCTGACTC
-GAGGAAGTTTTGCACCTGGAGAGGCCGTCGAGAGGACGGAGCTGGGCCCAGGGAGGCCGA
-CTTGCTGCTCTTCCAGGCCCACTTCCAGGCCGACTTGAGGACGACTTGGGCCTGCAGAGG
-CCGCCGGGAGGCTGGAGCTAAGCCTGGAGAGACTGACTTCGGGACGATTTGGGCCTGCAG
-AGGCCGCCGGGAGGCCCAAGCTGGGCCTAGAGGAGCCCACCGACCGGAGGCCATTTGGGG
-CCTGCAGATGTCATCGGAGGGCCAGGAGCTGAGCCTGGAGAGGCCACCGCGAGGCCTGAG
-CTGGGCCTGGGGAGCTTGGCTTAGGGAAGTTGTGGGCCTACCAGGGCCGCTGGGAGCTGG
-GCAGGAGCTGAGTCCAAAGACGTTGTTGGGACCTGGAGTCGGGCCAGAGTCCGGCCTGGA
-GATGCAGCCGGGAGGAAGAGCTGGGCCCGGAGGGGGCGCCGGGAGGCTGCAAGTGGGTCT
-GAGAGGCCAACTTGAGGAGGCCTGGCCTCTGCCTCCCGCATTGCCCAGCTGTTCCTCCTG
-GCTGCATCTCCCACCTCCCAGCAAACAAGCTCTTTTGGCTCAGCTCCCGCCTGCGTTTGT
-AGACCCCGAAGTTTCTGCAACCAAGCTCTTCAGACCCACATCCCTTCTCCCAGTGACTGA
-ACAGTCCCAGCTCCGGCTGGAGAAGGGCGTCTGCAGACCCCGCTGTTGCCTCCCAGGGGA
-GTCTCCAGGCCCAGCTCTCGCCCCACCGCGACCTCCCAGGCCCAAGTCCCTGCCTACCTC
-CCAGCAGCCCGAGTGCGATCCTGTTCCTCCCTCACGGTGGCCTGTTGAGGCAGGGGATCA
-CGCTGACCTCTGTCCGCGTGGGAGGGGCCGGTGTGAGGCAAGGGCTCACATTGACCTCTC
-TCAGCGTGGGAGGGGCCGGTGTGAGACAAGGGGCTCACGCTGACCTCTGTCCGCGTGGGA
-GGGGCCGGTGTGAGGCAAGGGCTCACACTGACCTCTCTCAGCGTGGGAGGAGCCAGTGTG
-AGGCAGGGGCTCACGCCTCTGGGCAGGGTGCCAGAGGCATGAGTTGGGCATCAACAGGCC
-ACCGTGAGGGAGGAGCTGGGCCGCACGCGGGCTGCTGGGAGGCAGGCAGGGACTTGGCCC
-CGGGAGGCCGCCGTGGGGGCAAGAGCTGGGCCTGGAGAGGCCCCTGGGAGGCAAGGGAGG
-GGCCTGCAGAGGCTGTTCTCCAACCAGTGCTAGAACTGTACAGGCCACCAGGAGGCAGGA
-GGTGGGCCCTCAGAGCTTGGCTGGAGAAAGTTCGGGGCCTACAAAGGCGGTTGGGAGCTG
-GGCAGGAGTTGAGCCAAAAGAGCTTGCTTACTTGCTGGGAGGCAGGGCCGGGAGAGCCTG
-ACTTCAGGACAACTTGGGCCTGCGGCGGTCGCCGGGAGGCCCAACCTTGGCGTGGAGGAG
-CCCACCGACCGGAGACCATTTGGGGCCTGGAGATGCCATCGGAGGGCAGGAGCTCATCCT
-GGAGAGGCCACCGTGAGGCCTGACCTGGGCCTGGGGAGCTTGGCTTGAGGAAGCTGTGGG
-CCGACCAAGGCCGCCAGGAGATGGGTAGGCACTGAGTCCAAAGAGGTTGTTGAGAGGCAG
-GAATCGGGCCTGGAGACCCAACCAGGAAGAAGAGCTGGGCCCGGAGAGAACGCCCGGAGG
-GTGCAAGTGGGTCTGGAGAGGCCGACTTGAGGAGGTTCTGGGCCCGGAGAGGCCGCCGGA
-AGGGAAAAACTGGGCCTGGAAAGGCTGTTGTCAGGAATGAGCCCCATGGGCCTGAAGAGG
-CCACTGGCAGGCGGGAGCTGGGCCTGCCGAAGCGGCCGAGAGGCAGGAGCTTTGGACTCG
-GGAGGCCGCAGTGAAGCAACAGCTAGCTGGGCGTGGAGAGTCCGCTGTGAGGCAGAGGCT
-GGGCCTGTGCAGGCCTTCGGGAGGCAGGAGGCTGGGCCTTGTCGAGGCCTGCAGAGGCCA
-CCGAAAGTCAAAAGCGGGGCTTGGGAAGGCCGCCGGGAGGCATGAGCTGGGCTGGGCCGA
-AAGAGGCCACTGGGAGGCAGGAGGAGCTGGGCCTGGAGAGGCTGCCGAAAGGCAGGAGCT
-TCGCCTGAGGATGCCACAGTGAGACACCATCTGGGTCTGGAGGGTCCACTGTGAGGCAGA
-GGCTGACCTGTAGAGTCCGACAGTAGACAGAAGTTGGGCAAAAGCCTGATTTGAGGAAGT
-TTTGGGCTTCAAGAGTCAGCCACGAGGCAGGCACTAGGCCTGGAAATGGACTCACAGTCA
-TGAGTTGGGCCTAAATGGGCCACTGTGAGGGAGGAGCTGTGCCTGTTGAGGCTGCTGGCA
-GGCAGGCAGAAATTTGGCCTGGGGCAGCTGCCATGAGGCAAGAGCTGGGCCTGGAAAAAG
-CCCCTGGGAGGCAAGAGCAGGGCCTGCAGAGGCTGTTCTCAAGTCAAAGCTGGGCCTGTT
-GATGCCACCGGGAAGCAGAAGGTGGGCCTGGAGAGTTTGACTTGAGGAAGTTTTGGGCCT
-ACATTGGCCGCCATGAGCTGGACAGGAACTGGGCCAAAAAAGGCTGTTGTGAGGCAGCAG
-TTGTGCCTGTAGACCCAGCCAAGAGGAAGAGGTGGGCCTGGAGAAGCCCCCATGAGGCAG
-AGGTTGGGCCTGTAGACGCTGACAGGAGGCAGGAGCTGGGCCTGGACAGGTCAACTTGAG
-GAGATTTTGGGCCTTCATAGGCCACCAGGAGGCAGCAGTTGGGACTAGAGAGTCTGACTT
-GAGTAAGTTTTGGGCCCGGAGATGACGTCCTGGGACAGGAGTTGGGCGTGGAGAGGCCAC
-CGTGAGGCATAAGCTGGATGTAGAGAGGCCAGTGTGAGGCAAGACCTGGGCCTGTCTAGG
-CTGCTGGGAGACAGGCAGGAATCTGGCCAGGGAAGGTTGCCATGAGACAAAAGTTGGGCC
-TGGAAAGGCCCTTGTGAAGCATGAGCTTGGCCTAAAGAGGCCACTGGGTGGCAGGAGCTA
-GGTGTGTAGAAGCTGCTGAAAGGTTGGGAGCTTGGCTTGGGGGGTCCACAGTGAGGTAGA
-TGCTGGGCGTGAAGAATCTGCTGTGAGGCAGACTTTGGGACTGTAGAGGCTGACGGGAGG
-CAGAGGCTGGGCCTGGAGGGGCCACCAAGATGCAGGAGCTGGGCCTGGAGAGGCTGCAAA
-GAAGCATGAGCTGGGCCTGGTGAGGTCGACTTGAGAAAGTTCAGGGCCTGGAGAGAAGGC
-TGGGAGGCAGGAGCTGGGTCTAAAGAGGCCATTGTAACGATGGAGCTGTGCCTGTGGAGG
-CTGTTGTGAGGCAGTAGCCTCATCTGCGGAGGCTGCCGTGACATAGGGTATGGGCCTAAA
-TAGGCCATTGTGAGTCATGAGCTTGGTCTGTAGAGGCTGACTGGAGAAAGTTCTGGGCCT
-GGAGAGGCTGCCGGGAGGTAGGAGCTGGGCCAAAAGATGTAAGCACATTTGCATTTATTA
-GGCACTTTATTTCCATTATTACACTGTAATATATAATAAAATAATTATAGAACTCACCAT
-AATGTAGAATTAGTGGGCGTGTTAAGCTTGTTTTCCTGCAACTGAATGGTCCCACCTGAG
-CGTGATGGGAGAAAGTGACAGATCAATAGGTATTAGATTCTCATAAGGACAGCGCAACCT
-CGATCCCTCACATGCACGGTTCACAACAGGGTGCGTTCTCCTATGAGCATCTAATGCTGC
-TGCTCATCTGAGAAGGTGGAGCTCAGGTGGGAATGTGAGCAAAGGGGAGTGGCTCTAAAT
-ACAGACGAAGCTTCCCTCACTCCCTCACTCGACACCGCTCACCTCCTGCTGTGTGGCTCC
-TTGCGGCTCCATGGCTCAGGGGTTGGGGACCCCTGCTCAAGTGCATCCAAAGCGACCCTT
-CCCACACCAGTCTTCACAGTGGTCAAGGGCAGCAACCACTTAGCTCCCAAGGCATGTGCC
-TCAGCTGGCATTTCGTCACAATCAACAGTAAGTGGTAGCTTGAGTCACTGTGAGGTCACC
-TACTGGAAATCACCAGCACCCCATTTCCCACTGGCAAAGAGCTCAGCACTGCCCCCTGGG
-AAACCAAACCTATGCCCAAATCCCATCTGTGTGGGTCTACCTCCTGGGACCCTTCCTAAC
-ATATTAGTCAGAGTCCAATCAGGAAGCATAAACCACTCAAAAGTTTAAAGTGGTAAAATT
-TAATACAGAGAATTATTCATTATAACAGGTGAACAGCATAATGAGAGATTGGCTAGCACA
-GAGTAAAGAGAACTCTAGAGAATATGGGACTAGCCCAGGCCAGGCATGGTGGCTCATGCC
-TGAAATTCCAGCCATTACAGAAGCTAATGCAGGAGGATTGCTTAAGGCCAGGAGCTAGAG
-ACCGGTCTGGACGACACAGTGAGACCCTGTCTCTATCCAAAAGAAGAAAAAAGTTAGCTG
-GGGGTGGTGGTGCACACTTGTAGTCCCAGCTACTCAGAATGCTGAAGTTTGAGCCTGGGA
-GGTCAAGGCTGCAGTGAGGCATGATTATGCCACTACAGTCCAGCCGGATGACAGAGCAAG
-ACCCTGTCTCAAAGAACAAAACCACAACAACCATTTACAGACAGAAAAGAAATAGAGCTA
-ATAAGCTGAGGAAAGATGTTGAAATGTGACAAGTAAAGTAATATGAGGTCTTTTGTCTAT
-TTAAAATAATCAAACAAAAAATGGCTTACGAAATTATAATACCCTGTGCTGGCAAAGGTG
-CAGTGAAATGGGCACTTTCTTATACTATGAGGGGTGGTTAAATTGTGTATAAGCCTTCCA
-GGGTAAAGCCTGTCAATTTTTTAAAATAATGGAGACAGGGTCTCACCATACTGCCATACT
-GCCTCCTCCAACTCTTGGCCTCAAGCAATCCTCCTCTCTTAGCCTCCCAAAGTGCTAAGA
-TTATAGCTGGGAGGCACCCAAAACCCTGTCAATTTACATCAAGGGTAAGGAGAATGTCCA
-TTCACCATGACTCACAGTAATCTTACTTCTGGGGAGACAATTCAATCTAAGCAAAAGGTC
-ATCTGTACACACACAGTAAAAATCTGGGAGTAACTGAAGACAGAGTTGGTAAGTGAAATA
-AGAAACAGTTATAAGAAATTAAACTATGGTATCAATAGGCACCTGGTAAAAGGTCAGTTG
-ATGTTAGCTGCTACTTTTTTGTTGTTTTGAGACAGGGTCTCACTCTGTCACCCAGGCTGG
-AGTGCAGAGGCCTGATCATGACTCACTGCAGTCTCAGCCTCCCTGGGCTCAAGTGATCCT
-CCCACCTCAGCCTCCCAAGTAGCTGGGACTACAGGAACATGCCACCACACTAGGCTAATT
-CATGTATTTTTCTGTAGGGATGGTGACTCCCCCTTTGTTTCCAAGGCCTATCGCAAACTC
-TTGGCCTCGAGCCATCCTCCTGCCTCAGCCTCCCAAAGTGTTGTGATTACCAGTGTGAGC
-CACCACACCTGGCCAGCTGCTACTTTTATCAATATTATTCTTATTCCACTCAATTAAAAA
-TTATTATTTTCAAGGCTATGCAACAGTATGTATCCTACAGCGTAATTGTAAAAACATACA
-CAGTCGTCATCCCTCAGTATACAGAATTAGTTCCAGCCCCCCATCTCTGCATATACCAAA
-ATCCATGCTTACTCACGTTTCGCTGTCACCCCTCTAGAATCCACGTATACGAAAATTCCA
-AATGTTAGTTGGGCATAGTGGCAAGCACCTGTAGTCTCAGCCACGTGGGAGGTTGAGGTG
-GGAGGATCGCTTCAGCCTGGAAGGTTGAGGCTGCAGTCAGCTGCGATAGCACTACTACAC
-TCCAGCCTTGGACAACAGAGGGAGACCCTGTCTCAGAAAAAAAAACAAAATAAAACAGGT
-TAGAAATTGTAATGAGGTCTGCTGGGCAAAATTCCATATAAGCAATGTATAAATTAATAA
-AGCAAATCGTGATAAATTAGTACGATTGACTTTCTGGAGTTTCTGACAATAAAAGTAAGG
-AAAATGCAGAACACAAAGACAGAGAGTAAAAAGAGAAATTAGGAAAGCATTCTACATGTT
-GAATAGGAAGACACTGGCCATGTTCGTGCAGCGGCAGTATGTCGTGACATGACATACCTT
-GGAGAGAAGTTAACAGATGAGGAAGTTGATAAAAATCATCAGAGAAGCAAAATACTGGTA
-GCGACACTCAAGTAAACCATGAAATTTCCATAACTTATGTCAGCAAAGTGGGAATATTGT
-ACAGTGTGTGTTGAAGTTCCTATACAACATTGTTTATCTGCCTTTTGTTTGTTTGTAAGG
-AATGTACATACTAAAAGTTCTTCTTGCTGTCAAAAGAATATGCGTGAATAAGTCATTTTA
-ACTTATTCTTCTGTTTTTCTTTTATCTTCCTGCCATCATCCCACAGCCTTACTTTAGAAA
-TTTCTTTTTTAGAAAATTGAACAAGTGCTCCCTGTGGTGGCACATACCTCGAGGATGGGA
-GGCAGGGGTGGAAGGGTCACTTGAGGCCATTAGTTTGACACCAGCCTGGCCAACAAAGTG
-AGACCCCGTGTCTACAAAACAATTTAAAAATTAGCCAAGTATCGTCATGTATACCTACAG
-TCCCAGCTATCTGAACTTACTGAGAATGTTCAGGGCCTGGAGAGAAGGCTGGGAGGCAGG
-AGCTGGGTCTAAAGAGGCCATTGTAACGATGGAGCTGTGCCTGTGGAGGCTGTTGTGAGG
-CAGTAGGCTCATCTGCGGAGGCTGCCGTGACGTAGGGTATGGGCCTAAATAGGCCATTGT
-GAGTCATGAGCTTGGTCTGTAGAGGCTGACTGGAGAAAGTTCTGGGCCTGGAGAGGCTGC
-CGGGAGGTAGGAGCTGGGCCAAAAGATGTAAGCACATTTGCATTTATTAGGCACTTTATT
-TGCATTATTACACTGTAATATATAATAAAATAATTATAGAACTCACCATAATGTAGAATC
-AGTGGGCGTGTTAAGCTTGTTTTCCTGCAACTGGATGGTCCCACCTGAGCGTGATGGGAG
-AAAGTGACAGATCAATAGGTATTAGATTCTCATAAGGACAGCGCAACCTAGATCCCTCAC
-ATGCACGGTTCACAACAGGGTGCGTTCTCCTATGAGAATCTAACGCTGCTGCTCATCTGA
-GAAGGTGGAGCTCAGGCGGGAATGTGAGCAAAGGGGAGTGGCTGTAAATACAGACGAAGC
-TTCCCTCACTCCCTCACTCGACACCGCTCACCTCCTGCTGTGTGGCTCCTTGCGGCTCCA
-TGGCTCAGGGGTTGGGGACCCCTGCTCAAGTGCATCCAAAGCGACCCTTCCCACACCAGT
-CTTCACAGTGGTCAAGGGCAGCAACCACTTAGCTCCCAAGGCATGTGCCTCAGCTGGCAT
-TTCGTCACAATCAACAGTAAGTGGTAGCTTGAGTCACTGTGAGGTCACCTACTGGAAATC
-ACCAGCATCCCATTTCCCACTGGCAAAGAGCTCAGCACTGCCCCCGGGAAACCAAACCTA
-TGCCCAAATCCCATCTGTGTGGGTGTATCTCCTGGGACCCTTCCTAACATATTAGTCAGA
-GTCCAATCAGGAAGCATAAACCACTCAAAAGTTTAAAGTGGTAAAATTTAATACAGAGAA
-TTATTCATTATAACAGGTGAACAGCATAATGAGAGATTGGCTAGCACAAAGTAAACAGAA
-CTCTAGAGAATATAGGACTAGCCCAGGCCAGGCATGGTGGCTCAGGCCTGAAATTCCAGC
-AATTTGAGAAGCTAATGCAGGAGGATTGCTTAAGGCCAGGAGCTAGAGACCGGTCTGGAC
-GACACAGTGAGACCCTGTCTCTATCCAAAAGAAGAAAAAAGTTAGCTGGGGGTGGTAGTG
-CACACTTGTAGTCCCAGCTACTCGGAATGCGGAAGTTTGAGCCTGGGAGGTCAAGGCTGC
-AGTGAGGCATGATTATGCCACTACAGTCCAGCCTGGTGACAGAGCAAGACCCTGTCTCAA
-AGAACAAAACAACAACAACCATTTACAGACAGAAAAGAAATAGAGCTAATAAGCTGAGGA
-AAGATGTTGAAATGTGACAAGTAAAGTAATATGAGTTCTTTTGTCTATGTAAAATAATCA
-AACAAAAAATGACTTACTAAATTATAATACCCTGTGCTGGCAAAGGTGCAGTGAAATGGG
-CACCTTCTTATACTATGAGGGGTGTTTAAATTGTGTATAAGCCTTCCCGGGTAAAGCCTG
-TCAATTTTTTAAAATAATGGAGACAGGGTCTCACCATACTGCCATACTGCCTCCTCCAAC
-TCTTGGCCTCAAGCAATCCTCCTCTCTTAGCCTCCCAAAGTGCTAAGATTATAGCTGGGA
-GGCACCCAAAACCCTGTCAATTTACATCAAGGGTAAGGAGAATGTCCATTCACCATGACT
-CACAGTAATCTTACTTCTGGGGAGACAATTCAATCTAAGCAAAAGGTCATCTGTACACAC
-ACAGTAAAAATCTGGGAGTAACTGAAGACAGAGTTGGTAAGTGAAATAAGAAACAGTTAT
-AAGAAATTAAACTATGGTATCAATAGGCACCTGGTAAAAGGTCAGTTGATGTTAGCTGCT
-ACTTTTTTGTTGTTTTGAGACAGGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGAGGCC
-TGATCATGACTCACTGCAGTCTCAGCCTCCCTGGGCTCAAGTGATCCTCCCACCTCAGCC
-TCCCAAGTAGCTGGGACTACAGGAACATGCCACCACACTAGGCTAATTCATGTATTTTTC
-TGTAGGGATGGTGACTCCCCCTTTGTTTCCAAGGCCTATCGCAAACTCTTGGCCTCAAGC
-CATCCTCCTGCCTCAGCCTCCCAAAGTGTTGCGATTACCAGTGTGAGCCACCACACCTGG
-CCAGCTGCTACTTTTATCAATATTATTCTTATTCCACTCAATTAAAAATTATTATTTTCA
-AGGCTATGCAACAGTATGTATCCCACAGCATAATTGTAAAAACATATAGTCGTCGTCCCT
-CAGTATACAGAATTAGTTCCAGCCCCCCATCTCTGCATATACCAAAATCCATGCTTACTC
-ACGTTTCGCTGTCACCCCTCTGGAATCCACGTATACGAAAATTCCAAATGTTAGTTGGGC
-ATAGTGGCAAGCACCTGTAGTCTCAGCCACGTGGGAGGTTGAGGTGGGAGGATCGCTTCA
-GCCTGGAAGGTTGAGGCTGCAGTCAGCTGCGATAGCACTACTACACTCCAGCCTTGGACA
-ACAGAGGGAGACCCTGTCTCAGAAAAAAAAACAAAATAAAACAGGTTAGAAATTGTAATG
-AGGTCTGCTGGGCAAAATTCCATATAAGCAAAGTATAAATTAATAAAGCAAATCGTGATA
-AATTAGTACGATTGGCTTTCTGGAGTTTCTGACAATAAAAGTAAGGAAAATGCAGAACAC
-AAAGACAGAGAGTAAAAAGAGAAATTAGGAAAGCATTCTACATGTTGAATAGGAAGACAC
-TGGCCATGTTCGTGCAGCGGCAGTATGTCGTGACATGACATACCTTGGAGAGAAGTTAAC
-AGATGAGGAAGTTGATAAAAATCATCAGAGAAGCAAAATACTGGTAGCGACACTCAAGTA
-AACCATGAAATTTCCATAACTTATGTCAGCAAAGTGGGAATATTGTACAGTGTGTGTTGA
-AGTTCCTATACAACATTGTTTATCTGCCTTTTGTTTGTTTGTAAGGAATGTACATACTAA
-AAGTTCTTCTTGCTGTCAAAAGAATATGTGTGAATAAGTCATTTTAACTTATTCTTCTGT
-TTTTCTTTTATCTTCCTGCCATCATCCCACAGCCTTACTTTAGAAATTTTTTTTTTAGAA
-AATTGAACAAGTGCTCCCTGTGGTGGCACATGCCTCGAGGATGGGAGGCAGGGGTGGAAG
-GGTCACTTGAGGCCATTAGTTTGACACCAGCCTGGCCAACAAAGTGAGACCCCGTGTCTA
-CAAAACAATTTAAAAATTAGCCAAGTATCATCATGTATACCTACAGTCCCAGCTACCTGA
-ACTTACTGAGAAAGTTCAGAGCCTGGAGAGAAGGCTGGGAGGCAGGAGCTGGGTCTAAAG
-AGGCCATTGTAACGATGGAGCTGTGCCTGTGGAGGCTGTTGTGAGGCAGTAGGCTCATCT
-GCGGAGGCTGCCGTGACGTAGGGTATGGGCCTAAATAGGCCATTGTGAGTCATGAGCTTG
-GTCTGTAGAGGCTGACTGGAGAAAGTTCTCGGCCTGGAGAGGCTGCCGGGAGGTAGGAGC
-TGGGCCAAAAGATGTAAGCACATTTGCATTTATTAGGCACTTTATTTCCATTATTACACT
-GTAATATATAATAAAATAATCATAGAACTCACCATAATGTAGAATCAGTGGGCGTGTTAA
-GCTTGTTTTCCTGCAACTGGATGTTCCCACCTGAGCGTGATGGGAGAAAGTAACAGATCA
-ATAGGTATTAGATTCTCATAAGGACAGCGCAACCTTGATCCCTCACATGCACGGTTCACA
-ACAGGGTGCGTTCTCCTATGAGAATCTAACGCTGCTGCTCATCTGAGAAGGTGGAGCTCA
-GGCGGGAATGTGAGCAAAGGGGAGTGGCTGTAAATACAGACGAAGCTTCCCTCACTCCCT
-CACTCGACACCGCTCACCTCCTGCTGTGTGGCTCCTTGCGGCTCCATGGCTCAGGGGTTG
-GGGACCCCTGCTCAAGTGCATCCAAAGCGACCCTTCCCACACCAGTCTTCACAGTGGTCA
-AGGGCAGCAACCACTTAGCTCCCAAGGCATGTGCCTCAGCTGGCATTTCGTCACAATCAA
-CAGTAAGTGGTAGCTTGAGTCACTGTGAGGTCACCTACTGGAAATCACCAGCATCCCATT
-TCCCACTGGCAAAGAGCTCAGCACTGCCCCCTGGGAAACCAAACCTATGCCCAAATCCCA
-TCTGTGTGGGTCTACCTCCTGGGACCCTTCCTAACATATTAGTCAGAGTCCAATCAGGAA
-GCATAAACCACTCAAAAGTTTAAAGTGGTAAAATTTAATACAGAGAATTATTCATTATAA
-CAGGTGAACAGCATAATGAGAGATTGGCTAGCACAAAGTAAACAGAACTCTAGAGAATAT
-GGGACTAGCCCAGGCCAGGCATGGTGGCTCATGCCTGAAATTCCAGTAATTTCAGAAGCT
-AATGCAGGAGGATTGCTTAAGGCCAGGAGCTAGAGACCGGTCTGGACGACACAGTGAGAC
-CCTGTCTCTATCCAAAAGAAGAAAAAAGTTAGCTGGGGGTGGTGGTGCACACTTGTAGTC
-CCAGCTACTCGGAATGCTGAAGTTTGAGCCTGGGAGGTCAAGGCTGCAGTGAGGCATGAT
-TATGCCACTACAGTCCAGCCTGGTGACAGAGCAAGATCCTGTCTCAAAGACCAAAACAGC
-AACAACCATTTACAGACAGAAAAGAAATAGAGCTAATAAGCTGAGGAAAGATGTTGAAAT
-GTGACAAGTAAAGTAATATGAGTTCTTTTGTCTATGTAAAATAATCAAACAAAAAATGAC
-TTACTAAATTATAATACCCTGTGCTGGCAAAGGTGCAGTGAAATGGGCACTTTCTTATAC
-TATGAGGGGTGGTTAAATTGTGTATAAGCCTTCCAGGGTAAAGCCTGTCAATTTTTTAAA
-ATAATGGAGACAGGGTCTCACCATACTGCCATACTGCCTCCTCCAACTCTTGGCCTCAAG
-CAATCCTCCTCTCTTAGCCTCCCAAAGTGCTAAGATTATAGCTGGGAGGCACCCAAAACC
-CTGTCAATTTACATCAAGGGTAAGGAGAATGTCCATTCACCATGACTCACAGTAATCTTA
-CTTCTGGGGAGACAATTCAGTCTAAACAAAAGGTCATCTGTACACACACAGTAAAAATCT
-GGGAGTAACTGAAGACAGAGTTGGTAAGTGAAATAAGAAACAGTTATAAGAAATTAAACT
-ATGGTATCAATAGGCACCTGGTACAAAAGGTCAGTTGATGTTGGCTGCTACTTTTTTGTT
-GTTTTGAGACAGGGTCTCACTCTGTCACCCAGGCTGGAGTGCAGAGGCCTGATCATGACT
-CACTGCAGTCTCAGCCTCCCTGGGCTCAAGTGATCCTCCCACCTCAGCCTCCCAAGTAGC
-TGGGACTACAGGAACATGCCACCACACTAGGCTAATTCATGTATTTTTCTGTAGGGATGG
-TGACTCCCCCTTTGTTTCCAAGGCCTATCGCAAACTCTTGGCCTCGAGCCATCCTCCTGC
-CTCAGCCTCCCAAAGTGTTGTGATTACCAGTGTGAGCCACCACACCTGGCCAGCTGCTAC
-TTTTATCAATATTATTCTTATTCCACTCAATTAAAAATTATTATTTTCAAGGCTATGCAA
-CAGTATGTATCCTACAGCGTAATTGTAAAAACATATACAGTCGTCGTCCCTCAGTATACA
-GAATTAGTTCCAGCCCCCCATCTCTGCATATACCAAAATCCATGCTTACTCACGTTTTGC
-TGTCACCCCTCTGGAATCCACGTATACGAAAATTCCAAATATTAGTTGGGCATAGTGGCA
-AGCACCTGTAGTCTCAGCCACGTGGGAGGTTGAGGTGGGAGGATCGCTTCAGCCTGGAAG
-GTTGAGGCTGCAGTCAGCTGCGATAGCACTACTACACTCCAGCCTTGGACAACAGAGGGA
-GACCCTGTCTCAGAAAAAAAAAAATAAATAAATAAAACAGGTTAGAAACTGTGATGAGGT
-CTGCTGGGCAAAATTCCATATAAGCAAAGTATAAATTAATAAAGCAAATCGTGATAAATT
-AGTACGATTGGCTTTCTGGAGTTTCTGACAATAAAAGTAAGGAAAATGCAGAACACAAAG
-ACAGAGAGTAAAAAGAGAAATTAGGAAAGCATTCTACATGTTGAATAGGAAGACACTGGC
-CATGTTCGTGCAGCGGCAGTATGTCGTGACATGACATACCTTGGAGAGAAGTTAACAGAT
-GAGGAAGTTGATAAAAATCATCAGAGAAGCAAAATACTGGTAGCGACACTCAAGTAAACC
-ATGAAATTTCCATAACTTATGTCAGCAAAGTGGGAATATTGTACAGTGTGTGTTGAAGTT
-CCTATACAACATTGTTTATCTGCCTTTTGTTTGTTTGTAAGGAATGTATATACTAAAAGT
-TCTTCTTGCTGTCAAAAGAATATGCGTGAATAAGTCATTTTAACTTATTCTTCTGTTTTT
-CTTTTATCTTCCTGCCATCATCCCACAGCCTTACTTTAGAAATTTTTTTTTTAGAAAATT
-GAACAAGTGCTCCTTGTGGTGGCACATGCCTCGAGGATGGGAGGCAGGGGTGGAAGGGTC
-ACTTGAGGCCATTAGTTTGACACCAGCCTGGCCAACAAAGTGAGACCCCGTGTCTACAAA
-ACAATTTAAAAATTAGCCAAGTATCGTCATGTATACCTACAGTCCCAGCTACCTGAACTT
-ACTGAGAATGTTCAGGGCCTGGAGAGAAGGCTGGGAGGCAGGAGCTGGGTCTAAAGAGGC
-CATTGTAACGATGGAGCTGTGCCTGTGGAGGCTGTTGTGAGGCAGTAGCCTCATCTGCGG
-AGGCTGCCGTGACGTAGGGTATGGGCCTAAATAGGCCATTGTGAGTCATGAGCTTGGTCT
-GTAGAGGCTGACTGGAGAAAGTTCTGGGCCTGGAGAGGCTGCCGGGAGGTAGGAGCTGGG
-CCAAAAGATGTAAGCACATTTGCATTTATTAGGCACTTTATTTCCATTATTACACTGTGA
-TATATAATAAAATAATTATAGAACTCACCATAATGTAGAATCAGTGGGCGTGTTAAGCTT
-GTTTTCCTGCAACTGGATGTTCCCACCTGAGCGTGATGGGAGAAAGTGACAGATCAATAG
-GTATTAGACTCTCATAAGGACAGCGCAACCTAGATCCCTCACATGCACGGTTCACAACAG
-GGTGCGTTCTCCTATGAGAATCTAACGCTGCTGCTCATCTGAGAAGGTGGAGCTCAGGTG
-GGAATGTGAGCAAAGGGGAGTGGCTGTAAATACAGACGAAGCTTCCCTCACTCCCTCACT
-CGACACCGCTCACCTCCTGCTGTGTGGCTCCTTGCGGCTCCATGGCTCAGGGGTTGGGGA
-CCCCTGCTCAAGTGCATCCAAAACGACCCTTCCCACACCAGTCTTCACAGTGGTCAAGGG
-CAGCAACCACTTAGCTCCCAAGGCATGTGCCTCAGCTGGCATTTCGTCACAATCAACAGT
-AAGTGGTAGCTTGAGTCACTGTGAGGTCACCTACTGGAAATCACCAGCATCCCATTTCCC
-ACTGGCAAAGAGCTCAGCACTGCCCCCTGGGAAACCAAACCTATGCCCAAATCCCATCTG
-TGTGGGTCTACCTCCTGGGACCCTTCCTAACATATAACCTTCATAACAAACTTGAGAGGC
-TGAGGTGAGACAATCGATTTAGCCCAGGAGTTTGAGATCAGCCTGGACGACGTAACTAAA
-TCTCATCTCTACAAGGAAGAGGTGGGAGGATCACTTGAGCCCAGGAATTTGTGGCCAGCC
-TGGGCAACAAAAGAAGACCCCATCTGGCCAACATGGCCAACCTGGCCACCACGGTGAAAC
-TCTGACTCTACAAAAATGATCTGGGCATGGGTGACATGCATGTGTAGTCCTAGCTACTTG
-GGAGGTTGAGATGGGAGGATTGCTTGATCTCAGAAGGCCAAAGCTATAGTGAGCTATGAT
-CACATCACTGCACTCCAGCCTGGATGGCACAGGGAGATTCTGTCTCAAAAAAAAGAAAAG
-AAATATATATTTAATCTCTGTCCCTGGTTCCTGGCACAGAGCTTCTAAAGCTCTTACAAA
-GACCTCAGTGATAGATGTGACAGGAGCATCTTTTGTTTTAATATTTGATCTTGGTCCCAG
-GTTTCTAACACAAGAGCCTCTAAGAACTTTGGGATCTCCAGCATGGTAAGAATGCATTTG
-GGGATGTTGTTGAGATGACTGGGTGACTGCAAGCTCCTAAATTTCTTCAAGAGGAGGGCT
-GATTACCATGCAACCACATGGTAAGAGGCTTGGAACTTTCAGCCTCATGCACTGAACTCC
-AGGGGGAAGAGGGGCTGGAGACTGACTTAATCACCAACAGCCAAAGGTTTTATCAATCAT
-GCTTGCATAATAAAGCCTCCATAAACACCCTGAAAGGGGTTTGCAGAGCTTTCAGGGTTG
-CTGGACACAGGAGATGCTGGGAGGGTCGCATGTTCAACAGAGGGCATGGGAGCTCTGTGC
-CCCTCCGAACTTAACTTGCCCTGGGTATCTTTCTTTTTTTTGAGACAGGATCAGGCTCTT
-TTGTCCAAGCTGGAGTGCAGTGGCACAATCTCAGCTTACTGTAACCTAAGCCTCCCCAGT
-CCCCAGCTCAAGGTATCCTCTCATCTCAGCTTCCCTAGTAGTTGGAACTCTAGGTGCACA
-ACACCACACCAGTTATTATTATTATTTTTTAATTTTTTATAGAGACAGGTTTTCACCATG
-TTGCCCAGGCTGGTCTCAAACTCCTGAGTTTAAGCGATCCTCCCACCTTGGCCTCCCAAA
-GTGCTGAGATTACAGGCATGAGCCACTGCATCCAGCATGCACGTCTCTTTCATTGACTGT
-TTCTGAGATGTATCCTTCACAATGAACCAGTAATAGGAAATGAACTGGCCAGATGTGGTG
-GCTCACATCTGTAATCCCAGCACTTTCAGAGGCTGAGGTGGGAGGATCACTTGAGACCAG
-GAATTTGTGGCCAGCCTGGCCAACACAACAAGACCCCATCTATACAAAAAATAAAAGAAA
-CTAGCCAGATGTGGTGGTGCAGGCATGTAGTCTCAGCTACTAGGGAGGCTGAGGTGGGAG
-AACCACTGGAACCCAGACAATCAAGGCTGCAATGAGCTATGACTGCACCATTGCACACCA
-GCCTGGGCAACAAAATAAGACCCTCTCTCTCAGAAAAAAAGAAAATAAACTGTTTTTCTG
-AGTTCCGTAAACTGTTCTAGCAAATTATTAAACCCAAGAAGACAGTTACGGGAACCCCCG
-ATTGGTAACAGGTTGGTCAAAAGTATGGTGACAACTTAGGACTTGCCATTGTCATCTGAA
-GTGAGGATGGCCTCGTGGGACTGAGCCCCTAACTTGTGGGGTCTGTGCTAACTCCAGGTA
-GTGTCAGAATAAAGTCATGGGATACCCAGTTAATATCCAGAGCACTGAAGAATCTGGTGT
-AGAAACTCCATACATACATTCAGTCGGAAGTGTGTGAGTAGAGACAAACATGGGCTTTTC
-TGTCACCTACCTGCTTAACTGCATAGGAGAGGCAATATGTGGTGCTCATGAACAAAGCAA
-ACATTAAAGTCAGACCAGACCCAACATTTGACTCAGTCTTAATATCCAGGTGAGCCTGCG
-CAAATCATTCATTATTCCTAAGGTTTTCATCACTCCATTCATAAAATGGGGATAACTGTG
-GCACCTATATGTGATTCTGTGAGAATTAACGAAATATTATGCTTGGGGTTATTGTGATCA
-TTATACCTGTTCCAAACTATTTGACAAGGACAGTGATGGATGAAGACATCAAAAAATCAG
-AAACTGCAATGAGGTCTCTCAGGCAAAATTCCATACAAGCAAATTACTGTGTCTACAAAG
-CATTCCTGCCACACTTAATTCACCATTCCCTGAACAAAATATGCCATCTTCGTTGTTCAG
-GTCTGTACAGTGCTGGTTTCCCTTCCCGGGCAGTTTGCGCTATCCCATCCCGGCCCATTC
-CCCATCCCTCCACCTCCCCCTTCCCTCCCCACTCTCATACAACTCTTCCTCATCTTTCAG
-GACTTGGCTTCAATGTCACCTTAACTGGAAGCTTCTCTCACTCTCCAGAAGAGCTTCCCA
-TTGCACCTGATGCATGGGAAACATAATTTGATCATTTTTAAGTTACAGTCCAAATCTTTT
-TGTACCTGAATAACATGTTGCCCAGTCAGTCTCTCTTCCTGGATTCACAAGTCTTTCATG
-GTAGATCCAGCTGGAAGTGACAAAAAGACATCTTTTGACATAAAGGGATGACACAGACAG
-ACATAAGTTCTTAAATGTCTTAAATGTCATGTGAAAATTAAACAGAATTCAAAGACTTGT
-GGGGAGCACTTAGGAAGTTACTGGGAATGTCATGAAGGGTTAATTTGTATTTTATTTTAT
-TTTTTGAGACAGTCTCATTCTGTCACCTAGGCTGGAGTGCAGTGGTGCAATCAGGCTCAC
-TGCAGCCTTGACCACCTGGGCTCAAGTAATCTCACTTAATTTTTATTTGGTTTAAGAAAG
-TCTTGGTTGAGGGTGGTGGCTTATGCCTGTAATCTCAGCACTTTGGGAGGCTGAGAGAGG
-TATATTACTTGAGGCCAGGAGTTTGAGATCAGACTGGGCAATATATTAAGACCCTGCCTC
-TACCAAAAAACAGAGTGAATGTGTGGAAGACAATTTTTCCACAGACTGGGAATGAGGGAA
-TAATTTCAGGATGATTCAAGTGCATTACATATATTGTGCACTTTATTTCTATTATTACTA
-CATAGTAATATATAATGAAATGATTCTACAACTCACTATAACGTAGACTCAGTGGGATCT
-CTGAGCTTGTTTTCCTGCAACTAGACTGTCCACCTGGGGTGATGGGAGACAGTAACAGAA
-TATCAGGCATTAGATTCTCATAAGGAGTACACAACCTAGATCCCTCGCATGCACACTTCA
-CAACAGAGTTTGTGCTCCTATGACAACCTAATGCTGCTGCTGATCTGACAGGACATGGAG
-CTCAGGTGGTCGTGCAAGCGATGGGAGGGGCTAGAAATACAGATGAAGTTTCCCTTCACT
-CGCCTGCTGCTCACCTCCAGCTCTGTGGCCCTGTGGTTGGAGACCGCTGCTCAAGTGCAT
-TTGAAAGGAACCATCCCACGCCATTCTTCAGAGTCATCTTTACTGCTGCAGTGGTCAACT
-TGTAGCACCCCCAAGCTCGCAGGACATATGCTTCAACTGGCATTTCACAATCAACAGTAT
-GTGGCAGCTTGAGTCATTGTGAGCTCACTTCCTGGAAATCACCAGCATCCCATATCCCAT
-TGCAAGGAGCTCAGCACTGCTCCTTGGATAACCAAACCTATTCCCAAATCCCATCTGTGT
-GCGTCTATCTCCTGGTACCCTTCCTAGCATCAATTCTGTATTTGTAGGAGTCCAATCAGG
-AGACACAAACCACTCAAAAGTTTAAACTAGAATGAGCAAGATGGCTCACACCTGTAATCC
-CAGAACTCTGGGAGGCCAAGGTGGGTGGACTGCTTTGAGCTCAGGAGTTTGAGAACAGTC
-TGGGAAACATGGTGAAACCTCGTCTCTACAAAAAACACAAAAATCAGCTGGGTGTGGTGG
-CACTTACCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATTGCTTGAGCCTGGC
-AGGTGGAGGCTGCAGTGAGCAGAGGTTGTGCCACTGTACTCCAGCCTGGGTGACAGTGTG
-AGACCCGGTATCAAAAAGAAAAAACGTATATATATATATATATGTAAATTTAATATAAAA
-AGTATTAATTTTGGCCAGGCAAAATGGCTCATGCCTGTAATCCCAGCACTTTGGGAGGCC
-AAGGCAGACAGATCACCTGAGGTCAGGAGTTCGAAACCAGCCTGACCAGCACAGAGAAAC
-CCCATCTCTACTAAAAATACAAAATTAGCTGGGCATGGTGGCACATGCCTGTAATCCCAA
-CTACTCGGGAGGCTGAGGCAGGAGAATTGCTTGAACCCAGAAGGTGGAGGTTGCGCTGAG
-CCGAGATAGCACCATTGCACTCCAGCCTGGGCAACAAGAGTGAAACTCCATCTCAAAAAA
-AAAAAAAAAGGTATTAATTTTTACAGAGGATCAGCACAATGAGGGACACACTAGCACAAA
-GTAAAGACAACTCTAGAGAATACGGAACTAGCAGAGGCCAGGCATTGTGGCTCATGCCTG
-TAATCCCAGCAATTTGGGAAGCCTAGGCAGGAGGATCGCTTGAGGCCAGGAGTTGGAGAC
-CAATCAGTGCTAAATAGTGAGACTCTGTGTCTACCAAAAAAAAGAGACATTAGCCAGGTG
-TGGTGGTGGTGCACACCCGTAGTTCCAGCTACTTGGGAGTCTGGGGTGGGAGAAATCCCT
-TGAGCCTGGGAAGTCTACACTACAGTGAGCCAAGATTGTGCCACTGCACTCCAGCCTGGG
-CGACAGAGTGAGACCCTGTCTTAGAAAGAAAAAAGAAAAGAAAGTGTTAATCCCCCTATG
-GGAATCTCCTCTTCTCCTGCCCTCTCTGGAACCTCACTTGTCAGTTCTTCCTCCCACTTT
-CCTGTATCTTTAACCTATCCCCCACTTTTAGCTCCTTCCCATCATCATTTAAATTACTCA
-AACTTCTTCTGTTTTAAAAACCTCTCCCTAAACTCAGGGAGAGGTCTTCTGCACACACAT
-TGAGCCATCTGCTCTTCCTGGTGCCTTCTCTACAGCAGCCTGAGCCATGTCTCTAATCTA
-TGAATCTCATCATGTTACTCCCCCATTTACATCACTTCTCCTTGCCTCAGGGATTAAGTC
-CAAACTCCTTAACAGCCCCTGCTCTGCCCTGCCTTGCAAGGCAGCCTCACTGCTTGCCCC
-TCTCCATTTCATCTGCTATGGAGTCCAACTGAGCCTCATCTGCCCCTTGAACGCACACTC
-TTTCTCCTCTGGGAGTCTCTGAAGTGGGTAATATCCTCTGCTTATAATATGCTTCCCCTT
-AAACCTCTACTCTCTTCCTAGCTAGCTTTGACTCCTCTGTCACTTGTCCGCTTTGGCATC
-ACCTCCTCATAGAAGACTTCTATGACTCCCGAGATTCTCAGGAGCATGGCAGGTGAAGTG
-CTCCTCCCATGAATGGATGGAGATTAGGGAGTGTGTGTTATTCATGCTTAATTCACCAGT
-GCTTAGCTGAGTACCTGGCATAAAATAGTTACTGTGGTGGCCAAAGTAATAACCCCCACC
-GCCACCAATTGCTCATGTCCTATGTTACACAGCACAATTACATAGGAAGGGGGAATTAAG
-AGTGCAGATAAAATTAATGTTGCTCATCAGCTGACCTTAAAACAAGATTATCCTGGAGTA
-TCTAGGAGAGCCCATGTAATTACAAGCATTCTTTAAAACTGGAAGAGGGAGGCAGAAGGT
-TAAGAACCAGAGACGGTGGGCACAATGGCTCATGCCTGTAATACCAATACTTTGGGAGGC
-CAGGGTAGGAAAATCCCTTGAGTGCAGGAGTTCAAGGTCAGCCATGGCAACATACTGAGG
-TCCCATCTCTACAACAAAATAAAAACAAAATTCACTGAGTGTCACGATGCTTACCTGTAG
-TCCCAGCTACTGGGAAGGCTGACATGGTAGGATTGCTTGAGCCTGGGAGTTTGAGGCTAT
-AATGAGCCATGATAGGACCACTGAACTCCATCCTGAGTGACAGGGCAAGGTCCTGTTTCT
-GAAGAAAAAAAGGACATTGGAATCAGGACCCTCTCCATCCTGAGGTGCCTACAAGGCATC
-TCTCTCTGCAAACGAGTAAACATCACCCTCCAACTCCTTACAGAGTGGAGCAACAGGAAA
-ACTCCTTCACCTCATTTCTGTGCTGCTTGGGAGGCCTGGACAGCCCAATAACCAGCTCCT
-CGCTGATGAAGCAATCAGGAAATGGCTCGAGTTGAGCTAAGGAGAATTTGGATCCTTCCT
-TTGGTTCTCAGTAGGCAGGGTAGGGGGCCAGGCATGGTGGCTCATACCTGTAATCCTTGC
-ACTGTGGGGGGCCAAGGTGAGAGGATTGCTTGAGGCCAGGAGCTCAAGACCAGCCTGGAC
-AACATAGCAAGACCTGGGTGGCATACACCTGTGGTCCCTACTACTTGGTAGGATGAGGTG
-GGAGGATTGATCACTTGATCCCAGGAGTTTCAGGCTGCAGTGAGCCATGATCACACCACT
-GCACTTCAGCCTGGGTGACAGAGCCAGACCATGTCACAAAAAGTTAGAAAAAAAAAAGAG
-GGAGAGAGACTATACACAGGCACCACCACATTTGGCTAATTTTTAAATATTCTGTAGAGA
-CAAGGTCTTGCTAGGTTGCCCAGGCTAGTCTAAAACTCCTGGCATCAGGCTGGGCATGGT
-GGCTCATGCTTGTAATCGCAGCACTTTGGGAAGCTAAGGCAGGCAAATCACCTGAAGTCT
-GGAGTTCGAGACCAGCCTGGCCAACACGGTGAAACTCTGACTCTATCAAAAATACAAAAA
-TTAGCTGGGCAGTAGTGGCGTGTACCTGTAGTCTCACCTACTCGGGAGGCTGAGGCAGGA
-GAATCACTTGAACCTGGGAGGTGGAGGTTGCAGTGGACCCCATCACTGCACTCCACCCTG
-GGTGACAGAGCGAGACTGTCAAAAACAACAACAACAATAACAAAAACAAAAACAACAACA
-ACAAAAAAAACTCCTGGCATCAAGACATCTTCCTGTCTTAGCCTCCCAAAGCCCTGGGAT
-TATACTGTTTCCTATAATTGAAGACACTTGTTCTTATACTGCTTTAAGGTATAAAGGAAG
-AAAAAAAAAACAGATAATGGCAAATGTTGGTGAAGGCCGGGCATGGTGGCAGCCTGTAAT
-TCCAGAACTTAGGGAGGCTGAGGTGGGCAGATCACTTGAGGCCAGGAGTATGAGACCAGC
-CTGGGCAACATGGTAAAATCCCACCACTACAGAAAAATCTAAAAATTAGCCAGGCATGGT
-GGCGTACACCTGTAATTTTCAGCTACCCAGGAGGCTGAGATGAGAGAATCACTTGTGCCT
-GGGAGGTCACGGCTGCAGTGAACTGTGATGGCATCATTGCACTGCGGCCTGAGAGACAGA
-GCAAGCCCCTATCTAGAAAAAAAAAATGTCAGTGAAGATGTGGAGGAATTGGAACCCACA
-TACATTACTGGTGGGAACATAAAATTGTGTAACCATTTTGTTTGGGTATTTCTTTTCTTG
-TCATTTTAATTGGATTTTTAAAAAATCAAGACGGGGTTTCACTATCTTGCCCAGGCTGGT
-CTTGAATTCACGGGCTCAAGCCATCCTCCTAGCTGAGCCTCCTGAGTAGCTGGGATTACA
-GGTGTGAGCCATTGCACCCAACTGGTATAGCCACGTTAGAAAACAGTCTGGCAGTTTCTC
-AAAAGGCTAAATGTACAGTCATCCTATAATGCAACAATTTCACTCCTAGGCATATATCCC
-AGAAAAATAAAAATATATGTCCACACAAAAACTTGTACAACAATCTTCATAGCAGCATTA
-TTCATAATGACCAATACATGGAATACATGGAAACAACCCAAATATCCACCAACTGATGAA
-CAGATAAACAAAATGCAGTGTGTCTCTACCATGGAATACTGCCATAGAAGGAATGAAATA
-TTGATACACACTATGACATAAAGGAACTTTGAAAACACTGTGCTAAGAGGGAAGAAAAGC
-CACAAAAGATCACATATTGTACAATTCTATTTGTCCAGATTAGGCAAATCTATAGTGACA
-AAAAAATTAATCAATGGTTGCCTAAGGCTGGGGGCAAAGGTAGGTGGGGAGAGTAGGAGG
-TAGTGGCTAAGGGGTATGGATTTCTCTATAGGGTAATGAAAGGTTCTAAAAGTGACTGTG
-GTGATCGATGCACAGCTCTGTGAATATTCTAAAACCTACTGAATTGCAGATTTCAATAAA
-TAAAGTGAATGGTATGTGAATATTTTAATAAAGCTATTATTTAAAATAATAATAATAGGG
-GGCTGGGCACAGGTGGTCATGCCTGCCTGTAATCCCAGCACTTTGGGAGGCTGAGGCAGG
-AGGATCACTTGAGGTCAGGAGTTTTGAGCCCAGTCGGAGCAACATGGCAAGATCTCGTCT
-CTATGATAAAAAATTACCTGGACATGGTGGCACATGTCTGTAGTCCCAGCTACTTGGGAG
-ACTGAAGTGAGAGAACCACTTGAGCCCAGGAGTTTGAGGCTACAGTGAACCATGATCATG
-TCACTGTACTGTAGCCTAAGCAACAGAGCAAGATGCCATCTCTGAAAAGGAAAGAAAACA
-AATGCAAGTTTTTATCACTTTGTGAGTGTAGCCAAGTTGGAGGAGAAATAGACAATAATA
-AAAGAGCACTGAATAATGACGGTGAGTGGCTGGTTAGGCTCAGTTGCTAGCTAAATGGCT
-TCTAAAAAATTCAATAAAGTTACAGCTCTGGGGACAGTCATGTAGTCAAAGAATGAAGGC
-GAAATTCATTACAATTGCCCATGGTCTTTATTTACATGCCTTCTAGTGAAAAATTCCTAA
-GTGCCTAAACAGCAAGTCTGCAATGATAGCAGCTGTTTATTAAAGACTACAAAAAAGAAA
-TGGAGGCCGGGCGTGGTTGTTCACATCTGTACTCCTTGAATTTTGGGAGGCTGAGGCAGG
-CAGATTGCCTGAGGTCAGGAGCTCCAGAGGAGCCTGGCCAACATGGTGAAATCCCATCTC
-TACTAAAAATACAAAAATTAGCTGGGTATGGTGGCGGGCACCTGTAATCCCAGCTACTCG
-GGAGGCTGAGGCAGGAGAATTGCTTGAACCCAGAAGGTGAAGGTTGCAGTGAGCCAAAAT
-CGCACCATTGCACTCCAGCCTGGGTGACAAGAGAAAGACTCTTATCTTAAAAAAAAAAAG
-AAAAAAAAGAAATGGCATCTTCTTCAAGAATTACATCGTGTTTCATGATAAAGAAGCTCT
-AATTTTGCATTTGTTCAAGTATTGATGAGATTTACCCAATATGACACCCATCTTGGATAA
-AATGCAAACAACACAATTTCATTTTCTCATTAACAAAACCGATTAAGTAGTCTAATATAA
-ATTGCGATCTTATTAAAAACTGATCAGATTAAAAAAATTATGGAATTATGGAGCCAATAA
-GATGTTACAACCTGTTCCAAGGGGAATTCCAAAATCCACACATATCTGAGACCATCAAGT
-ATGATGAAATATATTTGATTACTATATTGAAAAATAAACTGATTACATAGCCAACAATTG
-GACAGGGGTCTCCTCATCCACAGCCACACAAACCCGATCATGCAGCTATGTGGTTACAAG
-GCCTACATAGCCTAGAAGGGACTGGTCTGACTTGAGATTTCATTTGTATTTGTATTTTGA
-GACAGGGTCCCACTCTGTCACCCAGGATGGAGTGCAGTGGTATAATCATAGCTCACTGCA
-ACCTTGACCAACTGGGCTCAAGAGATGCTCCTGCCTCAGCTGCCCCCATACCTGGGAATA
-CAGGCAAGTACCACCATGTCAGGCATTTTTTTCATTTTTGTAGAGAGAGAAGACTTGCTA
-TGTTGCCCAAGCTGGCCTCAAACTCCTAGAATCAAGAGATCTGCCCATCTCAGCCACATG
-AGTAACTGGGGCCATAGGTACATACCATCATGCCTGGCTATATTTATTTTATTTTATTAA
-ATTTATTTTTTTTATTTTTGTAGAGAGGAGGTCTTGCTGTGTTGCCCAGGCTGCTCTCAA
-ACTCATGGCCTTAAAACATACTCCCATCTCTGCCTCTCAAACTGTTGGAACTATAGGTGT
-GAGCCACTGTACCTGGCCTGACTTGGGATTTCTTTTATCTAGCATCCTTTACTTGGTAGG
-ATTGGGAAAAGCAGTAGTGTTTTTTAAAATTACTTAATAATTCAATCAGAATCAAACTCA
-ACCTTGACCACTGCCTTCTCTCACAGCTCACATCCAGTCTGTCAGGAAATCCTACTGACT
-GACTTCAACATGTATCCAGGCTCTAACCATCTCTCACCACCACCATGAACCCCGTCAGGA
-TCACTATCATCTCCCACCGGGATGTTGCCACAGCTTGGCTCCCATGCTTCTACCCAAATC
-TTCCCATAGTCTTTCTCAACTCGGCAGCCAGGTCGTGCTTTTAAATCAGGAGACGGATCA
-TGTCGCCTCTCTGCTCAGAAGCCCTCGGTGGTTCCCATTTTAGTCAGAGTAAAAGCCAAA
-GCCCCAGCAATAGCGTCCCAGGGCTTACACGATCTGTACCGATCCCAGCCCAGCAACTCC
-CTGGCCACCTCGCTGACTTCGCTCCCTCTATCTCTTTGCTCCACTGGCCTCCTTCCAGAG
-CCTCAGACACACCAGAGAGTTTCCTCCTAATGCCTTTATCCTGTTGACTCAGCCTACAAT
-GCTCTTCCCTCAGCACCTTGGCCAGCTCCATCACCTGCTTCAAACTTTTGCTCAATATTC
-ACTTATGAGGCCAACCCTGACCACTCTACTTAACACTGCCATCTGTCCCCATTCCCACCA
-TGCTCATTTCTTTCTTTCTTTTTGAAACAAGGTCTTGCTTTATTGCCCAGGCTGGAGTAC
-ACTGGTGCAATCACAGCTCACAGCAACTTCAACCTCCCAGGCTTAAACAATCCTCCCGCC
-TCAGCCACCCTAGGAACTGAGACTACAGCTGCATGCCACAACACATGGCTTTTTTTTTTT
-TTTTTTGAGATGGAGTCTCGGTCGCCCAGGCTGAAGTGTAAGGGTGCGATCTTGGCTCAC
-TGCAATGTCTGCCTTTTGGGTTCAAGTGATTCTCTGCCTCCCAAGTAGCTGGGATTACAG
-GCACCCACCACCACACCTGGCTAATGTTTGTATTTTTAGTAGAGATGGGGTTTCACCATC
-TTGGCTAGGCTGGTCTTGAACTTCTGACCTCGTGATCCACCCTCCTCGGCCTCCCAAAGT
-GCTGGGATTACAGGCGTGAGCCACTGCGCCTGGCCTTTAAAAAAATTTTTTTTTAGACAT
-GAGGTCTCATTATGTTGTCCAGGCTGGTCTTAAGCTCCTGGGCTTAAGCGATCCTCCCAC
-CTCAGCCTCCTAAAGTTCTGGGATTACAGGCGTGAGCAACCGTAACATGAGGTCCCAGCT
-TCATGTTCATTTTTTGTTGTTGCTACAACAAAGTACCCTACATTTAGTGGCATCAAACAC
-CACAAATCTACCATCTTACAGTTCTGGGGGCCAGAAGCCCAACTAGGTCTATTAAGGTTA
-AAGTCAAGGTGTCAGAGAGGCTGCATTCCTTCTGGGGGAGGCTCTAGAAAGAATGTGCTC
-CTTTGCCTTTTCCAGCTTCTAGAAGCCACCCCCATTCCTTGACTTACCTCGTGACTCCAT
-ATTCAAGGCCAGAAGTGCAGCATCTTCAAATCTCCCTCTCTGACCTCTTCTTCCATTACC
-ACATCACTTTCTCTAATTCTGACTCTCCTACCTCATTCTCTTATAAAGATCCTTGTGATT
-GGTGGGTATGGGGGCTCCCATCTGTAATCCCAACATTTTGGGAGGCCAAAGAGGAAGGAT
-TGCTTGAGGCCAAGAGTTAGAGATCAGCCTGGGGAAAAAAAGGAAGATCCTGCCTTTACA
-AAATTAAAATCAGCTGGACATGGTGATGCATGCCTGTAGTTCCAGCTACTGGAGAGGCTA
-AGGTGGGAGGATTGCTTTAGCCTAGGAGGTCAAGGCTGCAGTGAGCTATGATCACATCAC
-TGCACTCCAGCCTCAGTGGCAGAGTGAGACTCTGTCTCCGATATAAGAAAAGAAATATAC
-ATTTGGTCTCTGCCCCTGGTTCCTGGCATAAAGCTTCCAAAGCTCTTATAAAGCCCTTCG
-TGACAGAGGTAATAGGAGCATTTTCTGTTTTGATATTTAGTCTTAGTCCCAGGTTCCTGA
-CACAAGGGCCTCTAAGGTCTTTCAGATCTGCAGCATGGTAAGAATGCATGTGGGATGCTG
-TTGAGCTAACAGGGTGGCTGCAAGCTCCGAGACTGCTTCAGGAGGAGGGCTAGCTGCCAG
-AGAAAGCAACCACATTTTTTTTTTAAAACGGAGTTTGGCTCTTGTAGCCCAGGCTGGAGT
-GCAATGGCACAATCTCAGCTCACTACAACCTCCACCTCCCGGGTTCAAGCAATTCTCCTG
-CCTCGGCCTCCCGAGTAGCTGGAATTATAGGGATGTGCCACAACGCCTAGCTAACTGTTG
-TTATTTTTAGTAGAAATGGGGTTTCACCATGTTGGTCAGGCTGGTCTCAAACTCTTGACC
-TCAAGTGGTCCATGTGCCTCAGCCTTCCAAACTGCTAGGATTACAGGAGTGAGCCACCGC
-ACCTGGCCCCAACCACATTTTTTGAGGCTTGGAACTTTCAGCCTCACCTGCTGAACTCCA
-GGAGGCAAAAGGAACTGGAGATTGACTTAACTACCAATGGCCAATGATTTTATCAATCAT
-GCCTCCATAAACACCCAAACAGCAGGGTTTGGAGAGCTTCTGTGTTGCTAAACACAAGGA
-GGTCCTGGGAGGGTAGTGTGCCCAACAGAGGGCATGGAAGCTCTGTGCCCCTCCCCACTT
-ACCTTGTCCTGTGCATCTCTTTCATTGGCTGTTCCTGAGATGGAGCCATTACATTGAGCC
-AGTAATAGAAAATAAGGTGGCCAGATGCGCTGGCTCATGCCCGTAATCCCAGCACTTTGG
-GAGGCAGAGGTGGGCGGAATCACTTGAGCCTAGGAATTTGAGACCAACCTGGGCAACATA
-AGAAGACCCCATCTATACAAAAAATAAAAGAAATTAGCCAAATGTGGTGGTGGGAACCCT
-GTAATTCCAGCTACTTGAGAGGCTGAAGCAGGAGAATCACTTGAGCTCTGGACGTTGAGG
-CTTCAATGAGCTATGATTGCACCACTGCACACCAGCTTGGACAACAGAGCGAGGCCCTGT
-CTCTTAAAAAGAAAAGAAAAAAAAACTTGTTTTTCTAAGTTCTGTGAGTTGTTCTAGTAA
-ATAATTAAACTCAACAAGAGGGTCATGGGAAACCCTGATTTCTAACTGGTTGGTCAAAAT
-ACAGGTGACAACCTAGGACTTGCAACTGGCATCTGAAGTGAGGGTGGTCTTGTGGGACTG
-AGCCCCTAACCTGTGGGTTCTGTGCTAACTCTAGGTAGTGTCAGAATGGAATTGTGGGAT
-ACGCGGTTGGTATCCAGAGAGTTGGAGAACTGGTGTAGAAACTCTGCACACACATTTGGT
-CAGAAGTCTGTGAGTAGAGAGAAACGTGTTGCAGGAAGTCAGGGACCCCAAACGGAGGGA
-CTGGCTGAAGCCACAGCAGAAGAACATAAATTGTGAAGATTTCATGGACATTTATTAGTT
-CCCCAAATTAATACTTCTATAATTTCTTAGGCCTGTCATTACTGCAATCTCTGAACATAA
-ATTGTGAAGATTTCATGGACACTTATCACTTCCCCAATCAATACCCTTGTGATTTTCTAT
-GCCTGTCTTTAATCTCTTAATCCGGTCATCTTCGTAAGCTGAGGATGAATGTCCCCGCAG
-GACCCTGTGATAATTGCGTTAACTGCACAAGTTGTTTAAACAATATGAAACCTGGGCACC
-TTGAAAAAAGAACAGGATAACAGCAATTTCAGGGAACAAGGGAGATAACCTTAAACTCTG
-GCTGCCAGTGGGCCGGGTTGAACAGAGCCATATTTCTCTTCTTTCAAAAGCAAATAGGAG
-AAGTATTGCTGAATTCTTTTTCTCAGCAAAGAACATCCCTGAGAAAGAGAATGCATCCCT
-AAGGGGAGGCCTCTGAAATGGCCGCTTTGGGGACGGCTGTCTTTTACAGTCATAGATAAG
-GGATGAAATAAGCCCTGGGTTCGCGTGGCGCTCCCAGCCTTATCAGGACAAGGAAATTCC
-CGCCTAATAAATGTTGGTCAGATGGGTTGTCTGCTCTCAAACCCTTTCTCCTGATAAGAT
-GTTATCAATGACAATGCGCGCCCGAAACTTCATTAGCAATTTTAATTTCGCCCCGGTCCT
-GTGGTCCTGTGATCTTGCCCTGCCTCCATTTGCCTTGTGATATTTTATTACCTTGTGAAG
-CATGTGATCTCTGTGATCCACACCCTATTCGTACACTCCCTCACCTTTTGAAAATCACTA
-ATAAAAACTTGTTGGTTTTGCGGCTTGGGGGGCATCACGGAACCTGCCGACGTGTGATGT
-CTCCCCTGGACATCCAGCTTTAAAATTTCTCTCTTTTGTACTCTTTCCCTTTATTTCTCA
-GACTGGCTGACACTCAGGGAAAATAGAAAAGAACCTACATGAAATATCAGGGGTGAATTT
-CCCCCGATATCACACTGGCTCTTCTCTCACCTGTCTACCTGCTTAACTTAATAGGAGAGG
-CAATGCATGGTGCTCATGAACAAGGCAAGCATTAAAGTCAGACCAGACTAACATTTGACT
-CAGTCCTAATATTCAGGTGAGCTTGGGCAAATCGCTCATTAACCCCAAGTCTTCATCATT
-TTGTGCATATAATGGGGATAACTGTGGCACCCACCTGTTTTTGTGAGAATCAATGAAATA
-TTATGCTTGATGTTATTGTGATCATGATACTATCTGACAAGGGCAGTGATGCATGATAAC
-ATCAAAAAATTAGAAACTGTAATGAGGTCTCTTGGGCAAAATTCCATACAAGCAAATTAC
-TGTCTCTACAAAGCATTTCTGCCACACTTAATTCACCATTCCCTGAACAAAATGTGCCAT
-CTTCATTGTTCAGGTCTGTATAGTGCTGGTTTCCCTGCCTGGGCAGCTCACTCCATCCCA
-TCCCAGCCCAATCCCCATCCCTCCACCTCCCCCTTCCCTCCCCACTCTCATACAACTCTT
-CCTTATCTTACAGGACTTGGCTTCAATGTCACCTTAACTGGAAGCTTCTCTCCCTCTCCA
-GAAGAGCTTCCGATTGCACTTGATGCATGCACTATTATTTGATCATTTTTGAGTTACAGT
-CCAAGTCTTTTTGTACCTGAATAACATGTTGCCCAGTCAGTTTCTCTTCCTGGATTCAGA
-AGTCTTTCATGGTAGGTCCAGCTAGAAGTGACAAAAAGACATTTAAAAAAAAAAAAAGAG
-GGATGACACAGACAGACATCAGCACTTAAAAGTTTTAAACGATATGTGAAAAACAAAATT
-TAAGGGCTTCTAGGAGAAATGTAGGAGGGAAGGTGTTACTGGGAAATATGATAGAAGGTT
-AATTTTTATTTTATTTTATTTTTAGAGAAAGGGTCTTGCTCTATCACCTAGGCTGGACTG
-CAGTGGTGCAATCACAGTTAACTGCAGCCTCAACCTCCAGGGCTTGAGCAATATTCCCAT
-CTAATTTTTATTTTGTTTAAGAAATGCAGTCTTGCTCTTAGCAAAGCTAAAGTGCAATGG
-TGTGATCATAGCTTACTGCAGCCTCAACCTTCTAGACTCAAGTGATCCTCCAGTCTTAGC
-CTCCCCAGTAGCTCGGACTACAGGTGTGCACTGCAACGTGTAGCTCATTTTTTTTTTTAA
-TTTTTAGTAGAGACAAAGTGTCACTATGTTGACCAGGTTGGTGGTGATCTCCTACACTCA
-GGCAGTTCTCTCACCTCAGCCTTCCAAAATGCTGGGATTACAGGTGTGAGCTGCCACACC
-TGGCTGAGGGGGTTAATTTTTAATTATATAAAGAGCTCAAAGCAAATATTAGAAGGAGCC
-TAAATGCCTCCAGCAGTTGACTGGTACTGGTAAATTGTGATACATCCATATAATAAAATA
-TTATGCAACCATAAAAAGGATTAAGATAGATCAATAGGTATTGGCACAAATGTCCACGAA
-ATATGAAAATATGAAGTGATGTTCAATCACCATGTACGTATCTTGAAGGATATGGCCCAT
-TTTCTCAACTGCAATTATTTCCTGAGATAAGATTATGGGTCTAAAGAGTGAAGGACATTT
-TTCACTTATTTAAAAGTATTTATCATTTTTATAATTTAATAAAAGATTAAACAGATCATT
-GAATTAGTAAAAGACAAAGTAACTCTATAAATAAATGGAAAAGACACAGATACCCCAGGC
-ATGGTGGCTCATGCTTATAATACCAGTACTTTGGGAGGGGGTGGTGGGGGGATTGCTTGA
-GGCCAGGAGTTCCAGACCAGCCTAAGAAACAAAGCAAGACCTCCTCTCTAGTAAAAATAA
-AAAAATAAAAATAATTGGCCAGGCATAGTGGCATGTGCCTATAGTCCCAACTACTGAGGT
-GGAAGGATCACCTGAGCCTAGGAGGTCAAGGCTGCAGTGAGTTGAGACTGTGCCACTACA
-CTGAAGCCTAGGAGACAGAGCGAGACTTCATCTCAAAAAAAAAAAAAGGACAATAAAGAA
-ATAAAGCTAATAAGCTAACATAAGGAAAGATAAAATATGTGACAAATAGGCTGGGCACAT
-GGCTCACAGCTGTAATCAAGCACTTTGGGAGGCCAAGGCGGGTAGATCACGAGATCAGGA
-GTTCGAGACCAGCCTGATCAACATGGTGAAACCACGTTTCTACTAAAAATACAAAAATTA
-ACCAGGCATGGTGGCATATGCCTGTAATCCCAGCTACTCAGGAGGCTGAGGCAGGAGAAT
-CGCTTGAACCTGGGAGGCACAGGTTGCAGTGAGCTGAGATCACACCACTGCACTCCAGCC
-TGGTCGACAGAGCGAGACTGTGTCTCAAAAATGAAAAAAGAATGGGTGACAAAGTAATAA
-TAGGAGGTCTTTCATTTATCACACAGAAAATAACTTGTTAAATTATAATACCTGTGTGGG
-CGAAGGTGCAGTGAAATGGCCATTTTCTTGTAGTATTAGTGGTGTTTAAAATGTATATAA
-GCCTTCCAGCATAAAGCTTGGAAATTTTTTTTAAATCATACAGACAGTGACTCATTATAC
-TGCCTCCTCCAACTCCTGGCCTCAAGCAATCCTCCCACCTCAGCCTCCCAAAGTGCTGGA
-ATTACAGGCTGACAGCCACCATGCCTGAAAGCTTTGCAATTTACATCGAGGGTAATAAGA
-ATGCTCATGCCCTGTGACTCACAGTAATCTCACTTCTGGAAATTTCACCTTTGGATATAA
-TTCAACCTAAACAAAAGGTCATATGCACAAACACAGTGAAAATCTGCGAGTAATTTTTTT
-CTCTTTTTTTAAAAAAATATGGAATGCTTCACAAATTTGCATGTCATTCTTTCACAGAGG
-CCGTGCCAATCTCTCTATTGTTCCAACTAAAGTATGTGTGCTACTGAGGCAAGCATGAGT
-AATTTAAGATAGAGTGGTTAAGTGACATAAGGAAGAATTATGGAGAATTTAAAAATCTAT
-GCTATTTATAGGCACCTAGTAACAGCTCAGTAAATATTAGCTGCTACTATTATTATTTTT
-ATGGTAATTTCACTCAATTAAAAACTGTCATTAAAAATTACCATTGTCATGGAACATAAT
-GTCTCCTACTGTGTAATTGTAGAAACAGATACAATTTGTCCCTTGGTATATGGGGGGATT
-AGTTCCAGCTCTCCCATTTCTGTGTATACCAAAATCCACGCATACTCAAGTTTTCGAAGT
-CAGTCCTGTGGAATCCACATATAACACAAATGGGAAAATTAGTGAGGTGTGGTGACAAGC
-ACCTGTAGTCCCAGCTACTTGTGAGGCTGAGGCAGGAGGATTGCTTGAGCCCAGGAGGTT
-GAGGCTGCAGTGAGCCATAATTGCACCACTGCACTCCAGTCTGGGCAACACAGTGAGACA
-GAAGGTTGACTTTTTAATAGAATTTTTCTGTTCACTTGAAGATATGGTCAGGATTGTGGC
-ATATGAAAATTCTTCATAAAATAACTATCTAATCCAATTAATGCTGGAATTGGGAACAGC
-AGAAGTGTCATCTCAGAGCTACTCACAATGAAAGGTGATGTCTGGGGCTCAGGTGTGTTG
-AGGTCCCCATGCCTGGACTATGGGTGCTGAGTGGGATTTACTTGTCCATCCATTTTCTAT
-ATTCCAGCACTGGGAAACTAGGGACAGTACTTGTTCTCAAGGGAATCTTCAGCTTAGGTG
-GCTCTGTAAAAGAGAAATTACATCATTGAAAAATCGTCGCAGGTCAGGTGAGGTGGCTCA
-TACCTATAATCCCAGCCCACTGGGAGACTAAGGCAGGAGGATTCCGTGAGGCCAGGAGTT
-CAAGACCAGCCTGAGCAACACAGTGAAACCTCATCTCTACAAAAAATTAGAAAATGAACT
-GGGTGCGGTAAAACATTCGTATAGTCCCAGCTACTCTGGAGGCTGAAATAGGAGGATCGC
-TTGAGCCCAGGAAGTGGAAGCTGCAGTGAGCTCTGATCTCACCACTGCACTCTAGCCTTG
-GTGACAGAGTGAGACCCTGTCTCAAGACACACACAAACACACACACACACACACACACAC
-ACACACACACACACACACCCAATCTCACTCTGTCCAGCCTTGACTAATCAAAAGGGCCTT
-CTGGTTACAGAAGAGGTATGCTCTTTTGTAGGACAGGGAGAGACCAGCAAGCTTGTTCAC
-AGACTTTTCCTCATCCTCTGCTTAGTTTTCCAAGAACCCTCACAGTGGAAATGGAGTCTC
-TGGGAAAATGACCTAAATCTTTGGGTTACCAGGGGAGAAATATGCCTCCTTTGTCAATTA
-ATAAATGGAACATCAGCCTTAAAATCCAGGGAGTTCTGCTAGAATGAATCACTCCCTAAG
-ACCCTGACCAATGCATGGAACATGAAAAACTGAAGTTTAACTGGGCGCGGTGGATCACGC
-CTGTAATCCCAGCACTTTGGGAGGCTGAGGCGGGCGGATCACCTGAGGTCAAAAGTTCTA
-GATCAGCCTGGCCAACATGGTGAAACCCCGTCTCTACTAAAAATACAAAAATTAGTTGGG
-CATGGTGGTGGACACCTGTAATCCCAGCTACTTGGGAGGCTGAGGCAGGAAAATCGCTTG
-AACCCGGAAGGCGGAGGTTGCAGTTACTTCTAGAAGAATTTCCATTAGCCCTTTGAAATC
-CTTCAACATTCATGAAGGCCAAAGAGTTTTCACCTAATTTAATCTGATGGGTATGTGACC
-AGAGTCTTTCTAGGGAATAGAGACTCCCAAACAGTTCGACTGGGAAGTGAGGAGAGAATT
-TATTACTCAAAACCAAAGGGAAATGAAAAGAGGCCAACATAGAATGTCATTATTCTTTCT
-TGGCGGGGAATGGATTCCAGAGTCATTCTGTGACCTTTACATGACCTCCTTATTAGCATC
-TAAAAGCTTCCAGTGTAGGATGCAGCCAGCTAGGTTCTCTTCTAATGTAATAAAATTTGC
-TTCGGCAAATCTTATGCAGAGCCAACTCCAGGCTCCAGAAACAATAGGCTATAAATTACT
-GGATCTCCCATTTGATACAATGAAGTATGAGCACGGTCCTGAATGACTCCTCTACATACT
-ACTCTGGGTGGCTTGAAGTGAATTTGATACAAGAACTGGAGCGAGGGCAAAGCAGAGCTA
-GATCTAGGATTAATGTGCTTGGGCCCAGCTCCTCACTACTCACCTATGAGTCTAGTTCCA
-GAACCCAAGTAGAGGATGGGGAAACAAGGCTCCTGACTTTTTTTCCCTAATATCTGCATC
-TCTTTCACATTTCTTATCTCCTTGCAAAGAAACTAAACAGTCTCAACTGAAATAACTAAA
-TGATTAAACCCTATACAGAGAATCTCCAAAGACTGACAAAATATCATTCAAGACTGTTAC
-ACAGACAACCTTGAGGATGACTTGATGTACCAGTGATCTACAATATTTGGGATCATTCCA
-AATTCCCATCAAGGATCTGCCTATATCAACAAAGGAGCCAAGGACCAACCATTCAAATGG
-GCCCTGCTGCCAAGCCTTTTTTTTTTTTTTTAACAATGCCATCTCTTCATATTGTTCCAT
-TTAACAAAACTGCAGCCCTTCATCTATCCTTAAGTCCCTTGGCCAATGGTACAGAGCCAG
-AGTATGCTACTCCCTAGCAGGAAATCAACAGGATGACCTACTAAACACCATTCAGAAGAT
-GCTAAGACCCATGAATTGCAACAGGAAAGAAAAGACAGAGAATTAGTCAGACAGGTACAT
-GCTGTGCCAAAAATGCACTACAGCCCCCACCCAATTCTGCCTAATCCTAGCTGGGCTGAC
-ACCAACCTGATGAGACAGGCCTATAAGATCTCAAACTAAAACAGAAACTCCTGAACTGGG
-TTCTTTTGAGCCCAGGAAGCAGCAGTAAATCATTAAAGAACAGATAAGTTCTTAAGGTGA
-GGGAGAGTTTCAGATAAATGGAATGCTGGTAGAACACAGGGCCCAAAGGAGCAAAAGTTA
-ACCTAAGCCCAGGTAGAACCTTGTTTACTAGAGTATTAGGCATGGGTTTGGGCAACTATT
-CTAACCAGAGAAACTGGCTTCAGTGAGGGCAAGTTGGCAATCCAAGGTATAGCATGCATA
-GGGCTGGCAAAATTCAGGGTGACTGAAGCAAAAGCTTCAGAACCAGAAAGACCACATCTG
-GGGGTAGAGCACAAAACTCTCAAGAGATGAATCTTTGTAAGAGTGAGGCAGAACTATATA
-GCAGTTTTAGGAGATCTGTTGGTGCCCAGCAAGAGCTCCAAACGGGCTATATGCAGGGAT
-GCAGGCTGTAGTCTCAGGAGAGGAGGTTCACAAAAGTCATTCAGTCCAAGACCTCAAACT
-GTGTTCTCTACTAAAAGGAATCAAGGTTCCCTAGAGAAACGGCTGACTCCATGTATGGTG
-CAGTATATTGATCCTGGAACATCTTTTTTGCCAGAAAGCAAGGAAGCCATCAAAGTCCAA
-CAGGATCACGTCAAAAAGACATGAAAGTCAACTTGAAGAGATAATTATTAACCTAGATGA
-GACAATGTAAGCATCCAAAACAATAAAGACTGCAATGGCCTGAAATACATCAAATGCAAA
-CAATAAACTATGAGTTCATAATGGTATTCAGAAAAAAAAACTACTGGTCATTAGAGGGAA
-GGTTACTAGGTCACTAACTTACTACTCTGAAAAGTGACTTAAGATGAGAGGTAGGGTGGA
-GAATTAGCTATTTATTCAGTCTTTCCTGTACAAACATAAATTTTTAGGGAGATTGAAGCA
-GATGAAACAAATCTGGAAAAATGGAGGTAACTGCTTAATCTGCGGGTTGGGTGCATGGAG
-GTTCAACATATTTCTTTTGTGTATATTTGAACCCCCTACAAAAAAAGCACAAGACAGAAT
-GTGAGCCAAGCAGCTTAGGGTTTAGGCAAGGCTTCTGCCTACAAGAGACACCAGGATATG
-AGGGGTAGTTTTAGCCCTATTGGGCTGAGCCAACTGGAGGTATATAGGGAAGTGCTAAAT
-TGCAGAGGTATCATGTTGCCCAGCACTTGATCAAATCCTAGATCCTAGGTCTGCTTGGTG
-GCATGCTTCCTAGGTAGTGGATCTGAGGCTACCTATAGAACTTCCTTTGCAGTCATAGTT
-CACTCAGAAACTACAAAAGTGCTTGCTCTTGAAAATGGAGTCTTTGTCCATTTCATGCTT
-CTATAAAAGAATACCACAGACTGCATAATTTATAAAAAGGAAAAAAGGAAGGAAAGAAAA
-AAGGAAGGAAGGAGGGAAGGAGGGAAAAAGGGAAGGAGGGAAGGAAAGGAAGGAAGGGAA
-AGAAGGAAAGGAAGGAAGGGAAAGAGAGAAAGAGGGAAGGAGGAAGGGAGGGAAGGAGGG
-AGGGAGGGAGAGAGGGAGGGAGGGGAAGGGAAGAAAAGGGAAGAGAAGGGAAAGGAGGAA
-GAAAAGGAAAGGAAAGGAATAAATTTTATTTCTTAACAGTTCTGGATGTTAGGAAGTCCA
-AGGTTGAGGGGCCTGCATCTGGTAAGGGTCTTCTTGCTGCATCATCCCACTACAGAAGGC
-AGAAGGAAAAGAGAGTGCAAGAAAGCAAGAGGGCAAAAGGGGCTGAACTCTGTTTTATAA
-TAAGCCCACTCTGTGATTACTAATCTATTAGCACAATAACAACATTAACTCATTCATGAA
-GGCTATTTTATTAGGCCCCACATCCCAACTGTTGCATTGAGGATTGAGTTTCCAGCACAT
-AAACTTTGGGGGACACATTTAAACCATAGCAGAGCACTTAGGTTAATTCAACTAAGAGGA
-GCTGGGAAAATCAAAGGCATGAGAAAGACAGCAAAAGCTAGCAGAGAGAAATGCATAGGT
-TAAGGAAAAAAGTCACAGTGAATCCTGTAGTGCAGGCTACTTTATCAAAAGCACCTAAAA
-AAGATCTCATTAACTCCCCCAGCTCACCTCCACCCACATCTAAAGAGCCACACACAGCAC
-CACCAAAGGCAGCACAATGAGAACAGCATTCTCCTCAACAGACAAGCTGGGAGTATCTAG
-ACACCTGACCTCAATAGCTCCAGAACAGCCCTAAAACATTTCCTCCCTAACCACCACTCA
-AGTCACCAGCTTGGAAAGTATTAAGAAAACCCAAATCCTGACACACCACTATGAAACAAC
-TTAAAACAGCAAAGAACAACCCATTTAAACAGCAATGCCAGCTGTTGGGGAAAAAAGGAA
-CAATGAGTAGAGGAGAAACAGACCACTCGGGGTCCACCAAGACCCAGTCTCTCAGCTTCA
-GCACTTTTAAATGCAGAATCCATACCCCTCTGGGGCCTGTGGAGCTCCACAAGGCATGTC
-GTCCTCAAAGATAAATGAGCAGGCAAGCTGGCTAGAAAACCACTAAGGGTATTTATTCTT
-TAAAGAATCTTTACAGGGTCAAAGAAGAATGGGTCTTAACTGGCTATGTGAACTCCCCAC
-AGATTCTGAGGATGATGTCAGTATCCCTTTCCAGATGTGTTTAACACTTTGCAGTCACTT
-GTATTCCTGCCACTGAGTGCCAGTGCTTTGCTAATTTGAACTGATTCCAGCTCACGCTGA
-CCCCAGCTCCCTGGATGTTACCATTAGCCAAGACTGTCACCCATACTGTACCCTTTCAAA
-GAGTCCTAAAAACAGCTCTTCACCTACTCTTCCAAGACAAGTAAAAATGTCTGCCAAAGA
-AATGGGGAAAAAAGATTCAGAGAGTGAAAACAATTAATATACTAACAAGAGAGCAAAAAG
-CAAAGGGGGAGGAGAAACTAGGAAAATCATATATGGGCTCTCACCTATTTCCAAAGCTGG
-GCTAATGTCCTTTTGCTTGTGTCTGAATAAGGCACCAATTTTAAGCTGCTAATGAAAAAA
-AAAGAAAAAGAGAAAGAAGCAGGCCCAGGCTGGGCGCAGTGGCTCATGCCTGTAATCCCA
-GCACTTTGGGAGGCCGAGGCGGGTGGATCACCCAAGGTCAGGAGTTCTAGACCAGCCTGG
-TCAACATGGTGAAACACCATCTCTACTAAAAATACAAAAAATTAGCCAGGCATGGTGGCG
-CATGCCTGTAAATCCAGCTACTAAGGAGGCTGAGGCAGGAGAATTGCTTGAACCTGGAAG
-GCAGAGAATGTGGTGACCTGAGATCACGTCATTGCCCTCAAGCCACGGCAATGAGAACAA
-AATTCGGTAAAAACAAAACAAAACAAAACAAAATCACCATAAAATAACTCAGACTTAATT
-AAATACAACCCTAGTGGTGAATGACTAAAGATGGATTACTCATAACAGAGATAACGGTCC
-AATAAGAATCCAGGAATCTTACCTTTTAATAACAAAAAAATCCTTTCCTTCTAAAGTAAC
-ATCCTCTCAAGGCCAGGAATTCCATTAGTAGAAAGCCTTCCTAAAAAACAAAATTCCTGG
-CCAGGCATGGGTTCACGTCTGTAATCTCAGCACTCTGGGAGGCCGAGGCGGGAAGATCAC
-TTGATATCAGGAGTCGAGGCGGGAAGATCACTTGACGTCAGGAGTTCGAGACTGGCCCGG
-CCAACATGGTGAAACCGCATCTCCACTAAAAATACAAAAATTAGCCTGGTGTGGTGGTGG
-GCACCTGTAATCCCAGTGACTTGGGAGGCTAAGGCAGGAGAATTTCTTGAACCCAGGAGG
-CAGAGGTTGCAGTGACCAGCAAGGTTGCGCCATTGCACCCCAGCCTGGGCGATAAGAGTG
-AAAACTCCATCTCAAAAAAAAAAAAAAAAAATTCCTTTGGGAAGGCCTTCTACATAAAAA
-TCTTCAACATGAGACTGGAAAAAAGGGTATGGGATCATCACCGGACCTTTGGCTTTTACA
-GCTCGAGCTATAAGAACAAAAAGAAAAAGGGATATCATTTAAACACAGTATGTAGAAAAG
-AATAATTATTGAATCTGTACTGGTCTTTAACTTTTACACTTTGATCTTTAATTCTGTTAT
-TGTGATTGAGTCCAAAGAAAAACAGTATGAGTAAAATAAAAAGAACACCAAAAATGCTAA
-TATTCTGTTTACCGAAGTCTGTAGTGATATATCCCATTAAATCCAAGTGCAGTGACACAC
-CCATAATCCCAAGCACTTTGGGAGGCTGAGGCGGGTGAATCTCCTGAAGTCAGGAGTTCA
-AGGCCAGCCTGGCCAACATGGTGAAACCCCAACTCTACTACAAATACAAAAATTAGGCAG
-GCGTGGTGGCAGAGGCCTGTAATCCCAGCTACTTAGGAGGCTGAGGCAGGGAGAATTGCT
-TGAACCCAGGAGGTGAGCTTGCCATGAGCTGAGATCATACCACTGCACTCCAGCGTGGGT
-GACAGAACAAAACTTCAACCTCCAAAAAAAAAAAAACAGCTAGCAGGTGACATTTGCTAT
-AGGGAGACTAGGGATATGATCTTGCTGCAATCCTTCCATTTTAGTAAATCTAAACAGTGT
-GAATCCATTCTGTTTCGTCCCCACTCCACTCCAGAGCCAAAACAAGAAAATCAATTATAT
-TTCTAGTTCTTTAAAAACATATCTAACTAAATCATCTAATTAAAAGATAATATGCATGGT
-TCCATACTCTAAAAGAAAACTTATGTCCTGCATATCATGGACATTTGATGAATGCTTATT
-CAGTTGACTGGTGTAGACTTCAATAATAACCTGTTCAATGCATTATGCCAGATGAATCTT
-GCATCTCAAAAGTAGAACAAATATTGTTCTTTCAGTTTTGTCTACCCATAAATGCAATAT
-TTACTAATAAAAAGAAAATGAGTTTATTGTTCTAGAGAGTATGAGAATTTTGACAACATG
-AATTCTCCTGTCCTAGGACATAATTAATACTTAGAGGCATACTATTTCATGTGGAAGCTA
-CCATTAAATCAATGTTAAGTGTTAATTACCTCACATAATCTTCTAATCTGACTTGACTGA
-AGACGTACCTGACAAAGTTGATTTATCAAGTTGTAAATCTTCACCTGTTGAATTCATAAG
-TTCATGTCTGAAAGGTGAGAATAAATACTTAATATTCACTAGGCAATTTCAGCAAAGTAA
-TATCCACTAGTACATATTTAACATTTCATCATGAACTGCGGGTGTGAAGAGAAAAGACAG
-GCTGGGCACAGTGGCTCACACCTGTAATCCCAGCAGTTTGGGAGGCCGAGGCAGGCAGAT
-CATGAAGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTAAAACCCCGTCTGTACTAAA
-AGTACAATAATTAGCTGGGCATGGTGGCAGGCACCTGTAATCCCAGCGACTCAGGAGGCT
-GAGGCAGGAGAATTGCCTGAACCCAGGAGGTGGAGGTTGCAGAAACCATTATCACGCCAC
-TGCATTCCAGCCTGGGCAAGAGAGCAAGATTCTGTCTCCATCAATCAATCAATAAAAATA
-TAAGGAGGAAGCATTTACTGTGTATTTATATGTCTGGTATTATGTGAAGCACTTTACTAT
-CTTATCAAATCTTCGGGACAGGTCTTCAGTTCTCATGACCACAAAAGAGGATACTAAAGC
-TCAGACAGGAGAAGAGACGTGGCCAGCCTGTGTCCCCAGGGCCTATGGTCTTACCACTAG
-GTTACAGTGTTTCCAGATATCACATGTTGTGAGATTTTTGCTTTAAAATGAACCAAAAAA
-AAACCAAAGGTGAAAAAGGCATAAGCTATTAAAAAGTGGGAGAAACACTAAGAGAACCTT
-AAGCATGTAACTAAAAATATTATGGAAATGTTATTGAATTCATTAGCAAATTTAGTGCTA
-GGTTTTCATTGAGGAGTAGGTTATATTACTCATGATGAAGAAAAATGTTCCTTTTAAGTA
-TATTAACATAAATACCATCAATATTGTTTATCATGTTTAAATGTTCACTTAAAGCAATTC
-AGTTAAAATTCTGCATATCATACAATTTTATAGTTTGCTAGTAGGTTACAAGTAAATAGT
-CACCCAAATAAAAACATCATGTTTTCCACTGGTTGTTGCTCTTTTTTAGGTGAGTATTTG
-ATGTATACCAACAGAGAGAGGATAATAACAAATCGCTAATTTCTTTCATCACTATATAAA
-GGTGGCTTCAGGATAGAATAGTATCAGGGCAATGATGAATTTGAAATCTAACATCAATTC
-AGTGATGCATCAAGATAAAAGCAGAGACAACAGGGGCACCTTGGTGAGTACTGAACATTT
-TATTTATTTACTTATTTATTTTGAGATGGAGTTTTGCTCTTTTTGCCCAGGCTAGAGTGC
-AATGGTGCCAACCTCGCCTCACTGCAACCTCTGCCTCCTGGGTTCAAGCGATTCTCCTGC
-CTTGGCCTCCCGAATAGCTGGGATTACAGACATGCGCCACCACACCCGTCTAATTTTGTA
-TTTTTAGTAGAGACGGGGTTTCTCCATGTTGGTCAGGCTGGTCTCGAACTCCCGACCTAG
-ATATCTGCCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCGCGCCCA
-GATGAATTCCAAATTTAACAAAGCAGACTAAGAGAAACAATTCATTTAAAAAAATAATAT
-TTGGCCAGGCATGGTGGCTCACACCTATAATCCCAGCACTTTGGGAGGCTGAGGTGAGTG
-GATCAGGAGGTCAGCAGTTCAAGACCAGCCTAGCCAAGATCATGAAACCCCGTCTCTACT
-AAAAATACAAAAATCAGCCAGGCGTGGTGGCTGGTGCCTGTAATCCTAGCTGCTCGGGAG
-GCTGAGGCAGAGAACTGCTTGAACCCGGGAGGCGGAGGTTGCAGTGAGCCGAGATCGTGC
-CACTGCACTCCAGCCTGGGCGACAGAGTGAGGCTCCGTCTCAAAAAAAATAAATAAATAA
-TTCAATGAAATTCCTAAGATCCAGGGCTTTGCAATAAATATGTAAATAAATTTCCAATCT
-CCATACTGAAAGTTTAAAAGAAATGCTAACTAATAACTAAAGAAATACAACTTTTCCTCA
-GCTTTGCAGCAATCTAGAAACAAAGTGTGTAGACACTACAAAGCACCTTACAAGGAGAAA
-CATGTAAGGATGGCATGACTCGCCGGCAGCCCTGGGCTTGTCCACGGTACCCCCATGATG
-AACAGTAACTCCACTGTGTAAACGCCCATGAACATAAGATTACAAGACTTTTCCAGTTTA
-GACATACCATATTTTCTTTCAGACAATTCTTCAGTTTGTTTACGTAGATCAGCGATACGA
-TGATTCCATTTCTCTGAAAACCAAGCAAAAGTTGCTTCTCAATAACACATCCCTATGTCA
-GAGCAGCACTAACGTATAATGACTGATGTCATATATTTTACATTCTAACAGTCCATATCA
-TTTTACTGCTTTCAAGAAAAAATTTCCCCTTCTTGGTGGTTCTTAGAATTGGTTTAATGG
-GAGACTATTAGAGAAGCTGAAAAGCAGGAGGGCAGAAAAGTTCAATCAAATTAAACACAA
-TAACAGGGAGGTCACAATGAGGCGGTCTCCAGGGGTCTTTTAGCAAACTTCCTAAAACAT
-GTCTCAGCTGTGTGAAAATAGACTTTACAGCAGCCGGGTGCAGTGGTGCAGGCCTGTAAT
-CCCAGCACTTTGGCAGCAGAGGCAGGTGGATCACTTTGAGCTCAGGGCAACATAGCCAAA
-ACCCCCCTCCCCAGCCCCACCCCCACCCCGTCCCTACCAAAAATACAAAACAGCAGGGCA
-TGGTGGCGGGCGCCTGTAGTCCCAGCTACTCAGGAGGCTGAGGCAGGAGAATCACCTGAA
-CCCAGGAGGCAGACATTGCAGTGAGCCAAGATCACACCACTGCCAGCCTGGATGACAGAG
-CAAGACTCCACCTCAAAAAAAACAAAAACAAAAACACAAGGTTAAGAGGGACCCCCGACC
-TTACAGATGCAAGTTTAAGAGGGACCCCTAAGCAAAAAATGCCAACCCTTTTTCTCCCAA
-TCATTGAAACACCAGGAGGGTGTAACAGTTTTGCAGCCTAGCTGTAGCAGGCTGATGCCC
-CCAAGATGCCCATATCCTAATCCCGGGAACTGGTGAACATGACCTTATATGGCAAAAGGA
-GCTTTGCAGATATAATGAAGTTAAGGGTCTTTGGCTTTTGGGGTTGATGTACTCACTCGG
-ATCCTTGTAAGAGCAGAGCAGGTGATGGAGAGGGTGGGAGGTGTAGTGACAGAAGCAGGA
-AACTCCAGTCATTCGAGACGGGCAGCACAGGCTGAGGAGTGCAGGCCACCTCTACGGCCA
-GGAAACAGATTCTCCCGCAGAGCCTCGGAAGCTACCGACCCTGCTCCCACCTTGACTCAG
-TAGGACTTACTGTAGAATTCTGGCCTTCAGACCTGTAAGGGAATACATTTTGGTTGTTTT
-AAGTCACTAAGTGTGTGGTAATTTGTTGCAGCAGCCACAGGAAACTAGTATTGTAGTGAA
-GCCTCAAAACCCCCCTGAAGGGGCTGGGCTCAGTGGCTCATGCCTGTAATCCCAGCACTT
-TGGGAGGCCGAGATGGGTGGATCACTTGAGGTCAGGAGTTCGAGACCAGCCCAGCCAACA
-TGGTGAAATGCCATCTATACAAAAAATACAAAAACTAGCCGGGCATGGTGGCACATGCCT
-GTAATCTCAGCTACTCAGGAGGCTGAGACAGGAGAATTGTTTGAACCCAGGGGGGCGGAG
-GTTGCAGTGAACTGAGATTCCACCACTGCACTCCAGCCTGGGTGACAGAGCGACGCTCCA
-CCTCGAAAACAAAACAAAACAAAAAAACCCCACCTGAAGGTTTCCAGTTCTGCCAGCACT
-CTCCCACCCAACCCCCAGAAACAGACATTCCATTGCTGTGGGCCATGGACAGGCAGAAGG
-AAGCACCTCCTCATGGCAGAGGCCTACCCAGGAGAAACCCAAGGGAAGGCACTGCTGGGC
-TGGCCCCTCTCTGCCAAGGCCATATTCTTTTTTTTTTTTTTGAGGCCAGTTTCACTCTGT
-CTCCCAGACTGGAGTGCAGGGGCACAGTCTCGGCTCACTTCGACCTCTGCCTCCCCAGTT
-CAAGTGATTCTCCTGCCTCAGTCTCCTGAGTAGCTGGGATGACAGGAGTGGAGCATGCCT
-AGCTAATCTTTGTATTTCTAGTAGAGATGCGGTTTTGCCACGTTGCCAGTCCACCTGTCT
-CAGCCCCGCAAAGTGCTGGTATTACAGGAGTGAGCCACTGCACCCAGCATTTGCCAAGAC
-CTTTGATGGCAGGCTTTTTCCAGGTGATCAGTCCTTGTCTGGTCTGGCTCTGCCCCACTC
-TCCTTCTCACCTAGTTGGAATCCCTAGCTACTTTTCAGTAGAGGAGAGTGTGTACCCCAA
-TCCCAGCTTGGTTCAGATCTGCATTTAACTCATGGAACCTGGCTGCTCCCCAGGTCCTGA
-AGAAAAAAACGGTCTCTCTGTGGGTATGATAAAGGATGGGCCTGTCCCCAGGACCCTGTG
-AGAGGGAAGCCCAATGTCCCACCAGGTTGGCAGGGCTGGGGAAGGGAAAGTGTTATGGCA
-GCCCCAAGAAAAAAAAGAGGCAGCAGAGGGAGCAGGACAGCGCTCACATGGAACTCATGC
-CACTGCCTGAGGGGGGGGAGGAGTGCACGCCAGTGACGTCAGGGGGCAGAGAGGCGCAGT
-TCCAGGGTGGCTTTCCCCCTCACTTCCTGCCATGTTACTCTGATCGCCTCCAGGTGAGCC
-TGCCCACTTTGTGCCCAGGGGCCTGTAGAAAACCACAGCTCCCCATGGTTATGGCCCCAG
-GAGTGGGGCAGAGCAGGGAGGAGTCCTGGACAGAGGAGAGGCAGGGGCAGGAGGGAGTGG
-GCCTCAAACTCCAGGAGGGGGCCCTTCTCATGGGTCCTGCTTTCTGGCTTCTCCTTCCTT
-ACCCCTGGGCTGATCACTTGGGGAAGAACTGAGACAAAGTTTCTCGCCCTCAGGCCCAAA
-GGGTTTAATTACTGGGCCCTTAGGGAGGTGTGAGCCCCCTGAAAGGATGCAAGGTTTTGT
-TTTGTTTTGTTTTTTGAGACAGAGTTTCGCTCCTGTCGCCCAGGCTGGAGTGCAGTGGCG
-TGATCTCACCACACTACAACCTGCGCCTCCCAGGTTCAAGTGATTCTCCTGCCTCAGCCT
-CTGGAGTAGCTGGGATTACAGGTGGCTGCCACCACGCCTGGCTAATTTTTTGTATTTTTA
-GTAGAGACAGGGTTTCGCCATGTTGGGCAGGCTGGTCTTGAACTCCTGACCTCAGGTGAT
-CCGACTGGCTCCGCCTCCCAAAGTTCTGGGATCACATGAGCCACTGTGCTTGGCCACGAT
-GAAAGGTTTTGTGTGGAGAGCATGTACATGCCTTTCTGGGAAAACAGTCCACAGCGCTTA
-TTCTCAGCAGACTTCACGGTGAAAAAAGGTTAGAACTCTTGCTACAGAGCTGTGGAAGCA
-GCCAGGTGAGGGGCCTGCCAAGGGCACTCTGGGCACTACCTGGGCACTCTCGAGCCCATC
-ATCCCCTAGGCAGGCTGCACTGCTTGGTATTTGCAGAGCTGAGGGGGTGGGGCATGTGGG
-GACTGTGAAATCGCCCTGAGATGACCCACAGTCCTCAGCTGGGAAGTGAGCGCTGCATCT
-CCTGCAGCGTCCTCCATCCCTAGAGCCATGGGGCCAGGAGAACCGGCCCTTGCAGCAAGT
-GAAAAGCCTATTATTGATTCCCTCCCTAGCCATGTAGACAGTGAACCAAGACACTCATAT
-CAGGTAAATGCCTTGTTCTCTGTTACCAAGGTAACCAGTAGGCATTCCCAGATACAGCGA
-AGGTCCTCACACCAAGATATGCACCTGGCCACCTGAGGAAAGAGAAAGGACTATCTGAGG
-GGATGGGGCTGAGCTGGGTGTGGAGTGGTCCTTGTGGGTCTTGGAGAGTGGGAGGGGGAG
-CAGCATGAGCCAGGCCTCGAGGCAGAAGGACAACCAGGAGACAGCCTGGAAAAAGTGCTG
-GACCCACAAGGGCTCTAGGCTGGCCAGAGGGGAGGTGGGATAGGCTGTAAAGTCCTGAGG
-TCTGAAGATTGGCCCTGGCAGGAAGAAACCAGGTAAGGTGGGGTGTTACCTACACCCTCG
-GGGCCAGATGCAGGCCAGAGCCAGCCAATTACCAGGCCCTTAGGGAGGTGTGAGCCCCTT
-GAAACGATGCAAGGTTTTTTGTTTTTGTTTTGGAGACGGAGTTTCGCTCTTGTCACACAG
-GCTGGCACCTTTGCCCAGAGCAGGCACCAAGACTTCTGGCTCTGGGTGTGACCTCAGTCT
-GGGTAAAAGCCCCAGCCCCCACCAGCACCACCTATCCCCTAGACTACTTCAGGTGCTGAG
-CCCAAGCCAGGGGCAGGAAGCTAAACTGATACCTAGGGTAATCCCAACAAAGTCCCTGGT
-TCCCCGCAGCTATGGGGCTGACGGGGAATTACAGCCCAAACCCCAGATGCTGGCTCTCAA
-ACTAACACTGAGCCCTCAGTGCCCACAGGGAGATACAATCAGCGCACTTTCCAGATGGGG
-AAATGGGATCAGAGAAGTGCAACAGCCTTGCCCAATGCCCCAGACCAGGGCTCCAGGCCC
-AGAGTGTTCTTTTGTCACTGTGTTCAGAGGGCAGCAGCTGCTGTGATGTACCCACCTGAG
-CCTGGCAGCTTTCTCCAACTTTGGAAGCCCAGGAGCATGGCCCCTGTCCACAGATGCACC
-TGGCATGAGGCGTGCCCAGAGGGACAGAGGCAGATGAGTTGCGTCTCCTCCACTGGATTG
-TGAGGGCCTAGAAGGAGACAAGGGTCTGCTTGAGAAGGCAGTGAACAGCGAGCAGCCTGA
-GGCAGTGCCCCTCTGGATGGATGCGCAGTGCCTGGATGGAACCTGGCTCAGACAGAGCTC
-AGTTCTGCAGGTCCCTGAGGCATGGAGAGTTCACAGCTACCAAGTGTAGGAGTCTGGATT
-CAAAGCCAACGGCGTGACTCCAAAGTCCCTGCCCTAGCCCCTGGACCACCCTTGCAGGCC
-CATCAGATGCCCAGGCCAGCAGCACAGCCGGCCAAGACCAGGGAAACTTGGGGAGCCTCA
-GAGCACCCCCAGGTATTCCAACCTAACCCTGGTGCCCCGCCTCTCACCACCCTTCTTCCT
-GCTTTTACCTCAACCCCTACACAAAGCCTGGGCCACTTAATGTGGCATCAAACAGACGCC
-TCAATAAATCAGTCTAATCTCGAAAAAAAAAAGGCTTAACAGATATACAATTGCACGTTA
-GAATGCTAAAGACCATAAACATATAACAACTTAAAGTACATATAAATTCAATATATATCC
-AATCATTGTAACTATGACACAGTAGAATATTAAAATACTATTTTCAAAATGTATACAAGC
-TTAATGTTCTATGTATTCAAACTGTTTATTCAAAATACAAATCATCAACATAAATTGCCA
-CTAATATTCAGTCCCTTCACAGGACATGATTCACTGGGAGTTAATAAATTAGCAGCCGGC
-AGGCAGTGACACACCGCAAAAATGAAAACCAAGAGGTGAAATAGTTCTGAAATAAAGGTT
-TTAAAGCTAACAGAAATCACTGAATTACTAAGTCATTAGCACTAATTTTGAGCCAACTAA
-CTAATTAATATGAGATGATACAATGTCCTATACTTTGGTAAATACAGACTATGTTTAAAC
-AATGTCTGTAACGTGACTTGTAAAATGCTCCTGGCTTTACAAAGATGTGATTAAGATGTA
-GTAACACATGCTAAACCATTTCCCCCTGCAGAGCATGTGGTAACTTTCATCAGTCACATT
-GAGAGTCCAGAAGATAAAGGAAAAGGTCATGGATTTCGCTGAGAACTTACCAGAGTTGAA
-CTCCCTCATTTTCCGTTCCCCAGCATTGGCGGGTTCTGGGACTGGTGGCTGTGGTGGCTC
-GTTGGTCTTTGTCTCTTAGAAGGTGGGGAATAATCATCATCTTGAAAAAGAAAAAATGGT
-CATTACTGAAGGAACCATCTTAGGTTACAGCCACCTCTGGGTCAATTCCCAACATTCAAA
-AGCTGAGCAGGGCTTTAAAGCTATCTTATTAATAATTATTTCTGTATTGCGAACTTCAGC
-ATACTTTTTTCTAGTTACATTTGAAATGTTATTCTTTTGGGATGTGCTCAAGTGAGTACT
-GCTTTTTCCTCTGCCTTGCTTCATTACTTTTTAGTTTCCTTCATTTGAATCATCATTGTA
-AGTCTCCCCTTCTCCTCAAATAACTTTCAAATTGCTGCCAAGAACTATGTTCTATCTTAA
-GGCTTTTGAGAAAAAACTTTCAATGAAGATAGCCGCCTAAAGTTATACAAATATAGAAGA
-AACGGGATAAAATAAAGCTTAGATTGGAAAAAATATTTAAGATTCTACAAAATTCACGCG
-TAAACAAGGGAAGCTGAGTAATTGTATGTTCAAATACTTGCAAAACATGTAGGCTTAAAG
-AAATAGAGCTGGCCAGGCATGGTGGTTCACGCCTATAATTCCAACAGTTTGGGAGGCCGA
-GGCAGGCAGATAACTTGAGGTCAGGAATTCAAGACCAGCCTGGCCAACAGAGTGAAACCC
-TCTCTCTACTAAAAATACAAAAATTAGGCCAGGAGTGATGGCTCATGCCTGTGATCCCAG
-CACTTTGAGAGGCCGAGGTGGGTAGATCACCTGAGGTCAGGAGTTTGAGACCAGCCTAAC
-CAACATAGGGAAACCCCGTCTCTACTAAAACTACAACATTAGCCAGGTGTGGTGGCACAT
-GCCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATCCCTTGAACCCAAAAGGCA
-AAGATTGTGGTGAGCCGAGATTGTGCCATTGCACTCCAGCCTGGGCAAAAACAGCGAAAC
-TCCGTCTCAAAAAAAAAAAAAAAGAAAAAATTAGCCAGGCGTGAAGTTGCGGTGAGCTGA
-GACTGCACCATTGCACTCCAGCCTGGGTAGCAGAGCAAGACCCTGTCTCAAAAAAAAAAA
-AAAAAGAGAGAGAGAGAGAAAGAAAGAAAGAGGGCTACATTATTTATGAAACAGGTACTG
-TTAACTCAGTCACCAGAAAGCCTGTGTATAAATGAGCAGTGAGATATTCAAGCACAGCAC
-ACACACACTTCTCAGGACAGCTGTCGTGAGTGTTCCATGCTCATTTCCTTCTGGATACAT
-CAGCAACTCACTCTGCTATGATCCTGCAATACATCTCATGTTAGAATTAGAGACATCTGG
-GCCAGGCACAGTGGCTGACGCCTGTAATCCTAACACTTTGGGAAGCCGAGGCAGGCAGAT
-CACCTAAGGTCAGGAGTTCGAGACCAGCCTGGCCAACATGGTGAAATGCTGTCTCTACCA
-AAAATACAAAAAATTAGCTGGGCATGGTGGCGCGCGCCTGTAATCCCAGCTACTCGGGAG
-CCTGAGGCAGGAGAATCGCTTGAACCCGGGAGGTGGAGGTTGCAGTGAGCCGAGATCTTG
-CCACTGCACTCCAGCATGGGGGACGGAGCAAGGCTCTGTCAAAAAAAAAAAAAAAAAAAA
-CAGAAAAAGAAAAAGAAAAAAGAATTAGAGACATCTGGATCAAATCAGCTGCCAGTCTCG
-CAAAGTGTCGGGTAACATCCTATTAAGCTTGCTGCTTACACATCATCTATAAAATACTGA
-AAATATCATTTTAAGAAATCTTTTTTTTATTTTGAGACAGAGTTTTGCTCATTGCCCAGG
-CTGGAGTGCAATGGTGCGATCTCAGCTCACTGCAATCTCTGCCCCCTGGGTTCAAGCAAT
-TCTCCTTCCTCAGCCTCCTGAGTAGCTGGGATTACAGGCATGCACCACCACGCCTGGCTA
-ATTTTGTATTTTCAGTTGAGACAGGGTTTCTCCATATTGGTCAGGCTGGTCTCGAACTCC
-TGACCTCAGGTGATCCACTGACCTTGGCCTCCCAAAGTGCTGGGATTACAGGTGTGAGCC
-ACCATGCCTAGCCAAGAAACCCTTATTTTAAAACAAGCCAGGCGCGGTGGCTCATGCCTA
-TAATCCCAGCACTTTGGGAAGCCAAAGCGGGTGGATCACTTGACGTCAGTAGTTTGAGAC
-CAGCCTGGGCAACATGTTGTAACCCCATCTCTACTAAAAATATATTTTAAAAATTAGCTG
-GGCATGGTGGTGGGCACCTGTAATCCCAGCTTCTCAGGAGGCTGAGGCAGGAGAACCACT
-TGAACCTGGGAGGTGGAGGTTGCAGTGAGCGGAGATCACGCCACTGCACTCTAGCCTGGG
-TGACAATAGAAAGACTCCATCTCAAAAACAAAACAAAACAAAACAAAACAAAAAACCACT
-AAAAAAAAGACTCCATTTCAAAAACAAAACTAAAACCAAAAACACAACACAAATGTAGTA
-CACAAATGAAAATAATTACTGTGTTAAACACAGTTTCATAGAAAATAAAAGACCAATCAA
-ATACAATAAGCTGCCTTTTTAGATGGGTATGTTATTCTTCTTTCACAGCTAAAGAAACAG
-GCTCAGAGAATGTTATTTGATTGGACCGTGTTGCATTTCTGGACAGTGCAGCTGAGATCA
-GACTTTGTGTGTAACTCCACTAGCCTACCAGGGTGCCTCTCATAAAGCTAAGAAATGTAA
-ATTTGGCCTAATATACAAAGTTGCCAGGGCAGCACTGGGTCAATTCTACATACAGTACTT
-CTATGTTCATCAAGGGAAACCTTAAGGGAAAGTGAAAATGCTTCTAGAAGGCGACTGGAC
-ACCAGCGCCTTTGCTTGTTGCCTTTGGGCTCTTCTTCTAAGGCCAACAGTGACCTGAAAT
-TATTGACTGGCTTTTCAATCAAGTGGACAAAATGGTACCAAGGTCGGCAACATCAGACAA
-ATTTACTTGAGGGCCTTATCTATGCGCTTTGAAAGACAAAACTGCTTTTGTAAAGGACAC
-TGTATTTCAGAAAAACATAATCATATTAACAAATAATAACACTGTAAAATGCTGATGTGT
-TGAATGCTACTTTAGAAAAACATGCTCAAATCTAGGGAAAAAATTTGATACAAAACTACG
-TATCAATTATCTAGCTAGCTATCTATCTAGAGACATGCTTTCATTCTATTGCTCAGGATG
-GGAAGCAGTGGGATTATCATAGCTCACTGCAGCCTTGAGCTCCTGGCCTCAAGTGATCCT
-CCTGCCTCAGTCTCCTAACTAGCTAGGGCCACAGGTGGACACAGTTATGCCTGGGTTTTT
-GTTTGTTTGTTTTGTAGAGACAGGGTGTCACTACATTGCCCAGGCTGGTGTCAAACTTTG
-GAGTCTCGCTGTGTCGCCCAGGCTGGGGTGCAGTGGTGTGATCTTGGCCCAGTGCAACCT
-CTGCCTCCCGGGTTCAAGTAATTCTCCTTTATCAGCCTCCCAGGTAGCTGGGACTACAGG
-CATGCGCCACCACGGCCAGCTAATTTTTGTATTTTTTGTAGAGACTGGGTTTCACCATGG
-CCAGGCTGGTCTCCAACTCCTGACCTCAGGTGATCCACCCGCCTCGGCCTCCCAAAGTGT
-TGGGATTACAGGTGTCAGCCACTGAGCCTGGCGGAGCACTTTATGTTATTAAGTAGCCTA
-ACCCAGGTGGGTCGCTGTCCCTCACGCCTGTAATCCCGACAACTCTGATGGCCAAGGTGA
-GAAGATTGCTTCAACTCAGGAGTTCGAAACTGGCCCGGGCAACATAGCGAGGCACCCCCC
-GACCCCATCTCTAGAAAAAAATACAAAAATTAGGCCAGGTGTCCACCGCGCCCGGCTAAT
-TTTTGTATCTTTTGTAGAGACGGGGTTTCGTCATGTTGCCCAGGCTGGTCTCGAACTCCT
-GAGCCCAAGCCATCCATCCTCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGTAGGGC
-CCAGCCAGCCTCATGTTTTATTTAGCAGTCCCTCCCTGTTGCACACCTGGATAGTTTTTT
-AAATTTTTTTAGACAGGGTTTACCTCAATCTCGCAGGCTGGAATGCTGTGGTGGGATCAT
-AGCTCACTGGAGCCTTGAACCTTTGGGTTCAAGTAGCTGGGGGGCTGAGGTAGGACTACA
-GAGATGGGGTTGCGCCATGTTGCTAGGCTGCTCTTGGCCTGAAGGGTCCTCCCGCCTCGG
-CCGCGCCAGACATAGTTTTCTATTTTTGACCAACATAAACACTGTGCTGGGTCTGAATTT
-TTCAGCTACCCTTCTTCAGCCGGCAACACACAGAACCTGGCGGGGAGGTCACTCTTACCA
-GTCCCCACTCTGATGAGAAAACTGCCCAGCTCCAGGCACCATGGCGCCCCAGTGATGTAG
-CCGAACACCCGCGCCTCTAACGTCGCCAACGGCCCACCTCTATGGTGTCGGCGAAGACCC
-GCCCTTGTGACGTCACGGAAGGCGCACCCTTGTGACGTCACAGGGGACTACCACTCACGC
-AGAGCCAATCAGAACTCGCGGTGGGGGCTGCTGGTTCTTCCAGGAGCGCGCATGAGCGGA
-CGCTGCCTACTGGTGGCCGGGCGGGATGTAACCGGCTGCTGAGCTGGCAGTTCTGTGTCG
-CTAGGCTTCTGCCCGGCCGCCGCCGCACATAAGCCACGAGGAGGAGCTTTACGACTTCCC
-GGTCTTCGGCGCCGGGCGCAGCAAGGGCCAGACTCTGCGCTAGCAGGCGCTGCGCGCCAA
-CCGGCCGGCACCTGTCGCAGAAGGTGCAACCGATCGCACTGTCGCGCAGAAGCTCCTCAA
-TGGCCAGCGCCAGCTGCAGCCCCGGCCGCCCACTCGCCTCATCTGAGCCTGGGTACGTGC
-GCTCCACAACGCCTCCCCCAGCCAGGGCCCGGGGATCCCCGGGAGCGTCCCCGGCTACCT
-GGCGCCGCTCATCCTGGGTAGGGTCGGCCCCCTGAGGCTGCCCGGCATGAGGGAGTTGCA
-CCCCTGAGCTTGACCTCTGACGGTCCTTTGTAATAGCATTAAGTCTTTGAAACTTGTAGC
-GGGGTAGAAGGGGCTAGGAAATGAAGAAAACATCTTTTTAAAAATATAAGCAGTCGGCTG
-GGCGAGGTGGCCCACACCTGTAATCCCAGCACTTTGGGAGGTCGAGGCGGGTGGATCACG
-AGGACAGGAGTTCAAGACCAGCCTGGCCAGCATGGTTTCACTGAAACCCCGTCTCTACTA
-AAAACACAAAAATTAGTCGGGCGTGGTGGCAGGTGCCTGTAATCCCAGCTACTCGGGAGG
-CTGAGGCAGAGAATTGTTTGAACCCGGGATGCGGAGGTTGCAGTGAGCGGAGATCGCGCC
-ACTGCACTCCAGCCTGGGCAACAGACCAAGACTCCGTCTAAACAAACAAATATATGTGTG
-TATATATATGCGATCGAGCCCGGGAGGTTGAGATTACAGTGAGCTGAGATTATATAAGCG
-ATCGAGCACTGGAGGTTGATGTTACAATGCGCTGAGATTGCGCCATTGCACTCCAGCCTG
-TGTAACAGAGGGAGACTCTGTCTCTAAAAAATTATATGCAAGTGAGAGCTTTTCTTCCAG
-CACTCATGCTCAGACTGAAGAAAGTAATTGGGCCAGGCCCGGTGGCTCACGCCTTTAATC
-CCAGCATTTTGGGAGGCGGAGGCGGAAGTGGGTGGATCACTTGAGCTCAGGAATTCCAGA
-CTAGTTTGGGCAACATGGTGGAACCCTTTCTCTACAAAAATACAAAAAATTAGCTGGACA
-TGGTGGCACGCGCTTGTAGTCTCCGCAACTTGCCGGGCTTAGGCGGGAGAATCGCTCAGC
-TGCAGCCTCGACCTCCAGGGGCAATCCATTTCAGCCTCCCAAAGTGCTGAGATTACAGGA
-ATGAGCCATCGTGCCTGGCTTTACACTATATTTTAACACTTTTTTTGAAAATGGAAACTT
-TTACAGGCAATTCACTTCCTTCAAACTAATGATAAGGAAGTGATGCTGTTCTGTTCTGTT
-TTGTTTTTTGTTTTTGTGGGTTTTTTTTCTTTTTTGAGATGGGGTCTTGCCCAGGTTGGA
-GTGAGGTGGTGCAAACAAGGCTCACTGCAGCCTTGACCTTCGGGCTCAAGGAATCCTTCC
-CCGTCAGCCTCCCCGGTAGCTAGGACTACAGGTGCATGCTACCACGCTTGGCTAATTCTT
-TTTTTGAAATGGAGTCTCACTCTGTCTCCCAGGCTGGAGTGCAGTGGTGCAATCTCGGCT
-CACTGCAGGCTGGTCTCAACCTCTGACTTCGGATGGTCCACCCACTTCTGCATCCCAAAG
-TGCTGGGATTACAAGTGTGACCCACCGCGCCTGGCGATTTTGCTCATTTTAGATACTAGA
-ACTTTTTAATTTAAAATTTTTTTTTCCTGAGATGGAGTCTTACTTTGTCTCCAGGCTGGA
-GTGTAGTCGCGTAATCTCGGCTCACTGCAACCTCCACCTCCTGAGTTCAAGCGATTCTCC
-TGCCTCAGCCTGCCAGAGTTGCTGGGACTACAGGTGTGCACCACCACACCCAGGAGTTCA
-AGGCTGCAGTGAGCCATGATCGTACCACTGCACTCCAGCCTGGGCAACACAGCGAGACCC
-TGACTCCACAAATAAATAAATCAACGTCATATGATCTGTACCAGGGTATAGGCAGGTGCT
-ATGATCCCCACTTTTCATCCTCAACTCTAAGTTGAGTCATACATCAACCTCTAGTAAAAA
-GTGGCATGCTCTCAGTCAAAGGGGTAAGCCCAAACCACGTGGAGAGAATCTTATCTCTTT
-TGAGAGCTAATATAAAAAGAATTCCTCCTAGGCATAAAAATATTATGACACCAGTTACTT
-AGGCTAAACATGCCTATTATGCTAAGTGAGTTATTAACAATAAATACTTTAACTCTGTGC
-CATGTTAATTATCATAATCTGATTTATAATTTGTTTTAACCTTAGGTTATATATACCTTG
-AAGCCATTTATATTTTGGTATACTTGTAATAATTACTATACACTGGACTATGTATATTGG
-ACTAAACACGGAGAGTCAAAAAAGAGTATGTGGTCAGAGTAGAAATCATGCCCTAGCTTC
-CTTCGTGTCTACCTCCTACCTTGAGTAGAAGTGGTAGAAAAAGTAATTACCTAAGATTTT
-TTGGATTCTGGTTTGTGGAGAAGCACCCTTATATTTAGGCTGATGGGCGGCAAAATTAGA
-AAGTATTTTTTGTGATTTAGAATTTTATACAGAGATGTTCATTGTGATTAATTATTCTTT
-GTATTAGCAGATTTTTGCTTTTTATAGCTGCATGATTTCTTGTTTATTATTCATTCATTA
-TTGTCTATTAATAAAGAAAAACTTTATTTCACTGAAGCAGTGATATATAATCCAACTTGG
-ATTTTTAAATAATGACTGACTTTTTTTCTTTGGGAATACATTACTGTTAAAAATGTAATT
-ATTAGATACATTACTTTTAATGAATATAAGTGGTATAATTAGAAGGCTGAAAAGAATCCT
-TGGAAACGTGAGTTTAATTTGATAGCTAAGAAACTGAGGACAAGATACTTATTCTTTGTA
-GCATATTTTCTAATGTCATTTCATTGTCTCACCAAGAAATACTTGCATAAAGCAAGTTCA
-ATTACAGTATCTGTTGAATATTTAAGGTTGAGTAAAGTGGGTGAGTTTAACAGATATTTT
-CCCTTATTTCTTTTAGGCAAATCTGGATTGGGAAAGTTGACATTAATCAACTCATTATTC
-CTCACAGATTTGTATTCTCCAGAGTATCCAGGTCCTTCTCAGAGAATTAAAAAGCCTGTA
-CAGGTCTAGATATTGGTATTTTTAATTGATGATAAGCTGGAATAATATTAATACACACAA
-AGCACGTGTTGTAACTTTCATTATGCTTCCTTAGAGGTAAGATGCAAATTTGCCCTTAGC
-CAGTGTAAGATGGTAAATATGACTTCATAAAATCAAAAAAACAGAAGAAGTACAGTTAAT
-CGAAAGATTATCTTGACTAGAACTTTCCAAATTTGTCCTAAGGATTCTCCTAGAGATGAC
-ACTGTGACATAGTAACCAATTCCCCTGGAGTTGTGCTATGTAGTATGATAGTCATTTGCC
-ACATGTTTAAATCAATTAAAATTAATTAAATTAAAATGCAATTTCTCATTTGCTCCAGAT
-ACATTTCAAGTGCTCAACAGCCACATGTGGCAAGTGGCTGCCATTTTGTGCAGCACATAT
-ATGAAGATTTTCATCATTGTAGAAAATTGCATTGGACAGTGTAGAGAAAACATGATTCAT
-AGAAAAACTATTGTTATTTAAATACAGTGTTCTATATTAGTCAGTGGGATAATACCATAT
-CATAGTTGAATGGCAATAGCAATTCTGTAAGACTCCCAAGCTATATGTGATCTAATTTAC
-TGCTTCTCAGTCTTTGCTATGCATTCCAATCCTGGGTATCCTGTTAAATTTATTTCTTCT
-AGTAGTTCTGAGATGGGCTGCCTTTCTACATTTCTAACAAGATCCCAGGTGATGCTGATG
-CTGCTGGATGGTAGATCACACTTTATAAAGCAAGGGGCTAGACTCTAGATATGCACTTTT
-TATTAAATAGTACAGCAGCCTGTAGCCACATGTGGCTATTAATCTTTGAAATGTGGGTAG
-TCTGAATTGTGATGTTCTGCAAACATAAAATATGCCACAGATTTCTAAGACTGAGCATGG
-AAAAGAAAATCTCCATAATTTTTTATATTGATTGTATACTGCAGTGATAATATTTTGGAT
-GTATCAGGTTAAATAAAATTGACTGATTTCACCTTTTTCCTATTTTAAAAGTGGCTACTA
-AGAAAATTTTAAATTACTTACATGACCGACATGGTATTTTTATTTGGCAGCGCTGCTCTA
-AGCTGTTGATGAAAAATATTGTTGGTGAGCTCTGCTTAGGTAATATATAGGACATGAGCA
-GAGAGGAGGCACGTGAACAGTTCTGGCCTGGAGTAGGCTTCATTGAGGCTGTGATGCTTT
-TAGCTGGATTTGAAGAAGTGGTAGTGATCATCCCAGTGCACAGGATAGGTGGACAGTCTA
-TGTATTCTGAGCAGTAACTCATATATCTCATACTGCAAGACCCCAAAGGAGTAATTTTGT
-GAAGTAAATATCTTATTTCTCCTTTTTAATGTTTCTATTTTAGGAATTTTTTTTTTTTTT
-AGTAACCTTCATAGGGCTTGAGATTTAAAATTACCTGCAAAATTCTACTCTAAAAACTTG
-ATCCTACATGCTTATTTTGTGATAAATATTGGAAATTTTAAACCTAAGCAAGAAAATGAA
-CTTTGAACTTTCTTAATTTGGGTATCTATTATGAATACCTTCACTTAAGTATTTATGAAT
-TTAGATATGAAAGGTAAAACTAACCACTATCCAAATTAATATACAGTTCATTTCCAGAAC
-CCTAGTTTCTTCCATGTGCTCACTTGCATTCAGTATTACAACCCCCAAAGATAAACACCT
-TACTGACTGCCTTCTCCATAAATTTGCCTGTTCTTGAATGTTATATACGTATACTTTTTT
-GTATCTGTTTTCTTTCAGTGAAGATTATGTCTGTATTATTTACTCATGTTGGGTGTAGTT
-GTTTTTTTCATCGTCGTATAATACTCCATTGTGTGAATGTATCAGTATATCCTTTATTAT
-TTATTTAAACTGACTTAAATGTTTTTTGACACTTTGGTTATATTTAAGAAGTTGACTTCT
-CTAATTTCCTTGTCATGTTTATTTTTAAATATCTTTCTCTTTAAAAGTTGGGATACTATA
-ATAAATATTCAGCAAGTATTTTGTGTTTAAATATAAAATCTTGTTATTTGGATTTTAATA
-CTTTATATATAGTATTTATATATATAAACATAAACAAAACTAAAGACTCTATGAAAGAAT
-CAAATGGATTTTCTATAACTGAAAATTTCAATGACTAAAATTAAGATATTACCAGATAGG
-TTTAACAGCAAATTCCATAAAGTTGGTAAGAAAACAAGAATACTCAAAAAATGGAAAGAA
-GTAGAAAATAAAAACACTGAGAAGCATAGAATGCAAATTTAGAAAAGAGCTTAAGAGACA
-TATCAGACATGGTAAAAGGTTTAACACACATATAATCAAACTTTCCTAGCTCTGTTCACG
-GAAAGGGCCTGGGAGCTGCAACACCTCAACAGCAACAAGCACACCTGCTACCTAGAACTT
-GGTTTCTAAAAACCATCCTCCTCTAAAAGGAAACAGAGCTCTTTGAAGAAACGGTAATTT
-CAAAGCTAGAGCACAGAAAGTATAAGATGAGCCCAGAATATCTTTTTGTACAAGAAAGTA
-AGGCAATGCTCAAAGAATGATGGAGACATGCCCAAAAAAAGCAGAGAAGCCAACTTGAAA
-AGATTCCAACAGGCCAAATATGGGGCGATTTGAACATCAGAATAAAATGGTGACAGTCAC
-AGAATTATAACCCAGTGAAGAAAGGAATTCATGACATCATATTAATATAAATAATAATTG
-AATATTGAAATTCGTTAAAGGAAATGAGATATTTATGTAGTCTTAAGGTATCTTCTCACA
-AATTATGTATTACTTACAAAGGGGAAAAGTGCACCTTGACGTGAGAATCTTGGCAGAACT
-ACTTTAATCAAGAGGTTTAGTTGAGCATTATCAGTAACAGAGTAAATCAAAATCATAAGC
-CACTTGATAGATACAATGAGAAAATAAAGCATCACTTCTGTGACACCCTATAAAAAATGA
-ATCTAATAATGAGGAAACATGAGAAAAAACCAAACTGAGGGATATTCTACAAATAAATTG
-TCCTGTAATCTTCAAAAATTTCAAGGTTATAAAAGTCAAGAAAAACAGACAATCTTTTCC
-AAACTCAAGGGAACTAAAGAGGCATGAAATCTAAATGCTTAATTCTGGATTTCATCTTTT
-TGATATAAAGAACAGTATTGAGACTATTGATAAAATTTGAGTGGGGTCTGAAGATTCATT
-GGTAGTAGTAAGCTCAATTTAATTTCCTCACTTTGATCATTGTACTCTGGTTTTTAGAAT
-GTTCTAGTCAACAGGTAATATGAATTAAACTAATCGAGGGTGACAGGGCATTATATCAGC
-CACTTATCAACAAACATTTCAGAGAAAAATAGTTCCTTGTATTGTTATTGCAATTTTCTT
-TGAGATTGCCCCCTCCGAAACAGTAAGAACTTTCAAAAACAAACAAAGATATCAAGCCAC
-AGATTCAAAGTGCTATAAACTCCACGCATGATTAGTTCTCACTCATAGGTGGGAATTGAA
-CAATGAGAACACATGGACACAGGAAGGGGAACATCACACACCAGGGCCTGTTGTGGGGTA
-GGGGGAGGGGGGAGGGATAACATTAGGAGATATACCTAATGTTAAATAACGAGTTAATGG
-GTGCAGCACACCAACATGGCACATGTATACATATGTAACTAAACTGCACATTGTGCACAT
-GTACCCTAAAACTTAAAGTATAATAAAAAAAAATCATACCTAGATATATCACAATAAAAC
-TTGACCTCAGAGTTTCTAGCTCTCAAGACCAATTCCTCCCATCCTGCCACTAACAGATTT
-CTCCAAACATCTCTGCACCTCAGAGTGCAAATACAATCAAACATTTCACTCCATTGATAG
-GAAGCATCCTTCACTATCTTCTACCAAGGGCTTCCTCCTTTGGTGCTTCAAAATTTTTTA
-TGAAAGGAACATCCATTTTATTCAAAGCACCTCCAAACCTGCAATCCTAAGTTCCAGGCA
-ACTCAATCCCAAAAATCCACTGTAGATGCCCAAAGGCTGGGGTGTTCGGTCTTCAACATT
-TTTGCCTTTGTGGCTCCCAGTCAAGATAGAGCTGCACCAAGTCCAATTCCATTCCTCATC
-ACAGATGATTTTTTCTACTTTAAGATCAGAACTATACAAGCTTCTTGCTTTGTGTCAGCA
-TGCTGTTGTACCCATGGGCAAATTCTTAGGTAAGACAAAAACACAGTCCCAAGGGCAGGT
-AGTAATTTTTTCAGAAAAAGGTAAGGCAATCATTTATCTCAGTCTGCCCAGGACAGTCCC
-AATTTACACATGTATATTCTCCCAATCTGTAGGCTGTCTTTTCATTTTGTTGATTATTTC
-ACTTAATTTTTTATTATTTATTTATTTTATAGAGACAGATCTCATTATGTTGCCCAGGGT
-GATCCTTGATCTCCTGGCCTCAAGTGATCCTCCAACCTTGGTCTCCCAAAGTGCTGGGAT
-TACAGATGTGAACTACCACACCCAGTCAACGTGCAGAAGGTTTTCAGTTTGATGTAGTCT
-GATGTAGTCTCATGTATTTATCCTTCTTGTTGTTGCCTGAGCTTTTGGTGTGATATCCAA
-AAATATCATTGCCAAGATCAATATCAAGAAACTTTCCCCCTATGTTTCTTACAGAAATTT
-TATGGTTTCAGATTTTTCATCCATTTTGAGTATATTTGTGTGTATGATGTAAGATAAGGG
-TCCAGTCTCCCCAGTGTTGGATATCCAATTTTCATAACACCATTTATTGAAGAGATTATT
-CTTTCTCCACTGTGTTTTCTTGATGTCCTTGTCAAAAATTAGTTGACTTTTATATGCTTG
-GGTTTATTTCTGGGCTCTATTCTGTTTCATTGCTTTACATCTCTGTTTTCATGCCAGTGC
-CACAGTGTTTTGATTACTATAGCTTTGTAATATAATTTGAAATCAGAATGTGTAATACCT
-ATAACTTTGTTTTTTGCTCTAAAGATTTATTTATTTATTTATTTTTGCCATTTCAGGTCT
-TTTGTGGTTTCATATGAATTTCAGAATTGTTTTTCCTATTTCTGTGAAAAATGCCATTGA
-CATTTTGATAGGGATTGTGTTGAATCTATATATTGCTTTGGATAGTATGGATGTTTTAAC
-ACTATTAATTGTCCCAATCCATGAACATGAAATATCTTTCCATTCACTTGTGTCTTCTTC
-AATTTCTTTCATCAATGTTTTATAGTTTTCATTGTGCAGATCTTTCACTTACCTGGTTAA
-ATTTATTCCTACAATTTCATTCTTTTTGATACTAGGGTAAATTGAATTATTTTCTTGATT
-TCTATAAATTATTTCTTATAATACTCATACTTGTCAGGCCTCTGGGCCCAAGCCTGCATG
-TATACATCCAGATGGCCTGAAATAACTGAAGAATCACAAAAGAAGTGAAAATGGCCAGTT
-CCTGCCTTAACTGGTGACATTACCTTGTGAAATTCCTTCTCCTGGCTCAGAAGCTCCCCC
-GCTGAGCACCTTGTGACCCCCGTCCCTGCCCACCAGAGAACAACCCCCTTTGACTGTAAT
-TGTCCACTACCCACCCAAATCCTATAAAACAGCCCCACCCGTCTCCCTTCACTGACTCCT
-TTTTCAGACTCAGCCTGCCTGCACCCAGGTGAAATAAACAGCCTTGTTGCTCACACAAAG
-CCTGTTGGTGGACTCTCTTCACACAGATGCGCGAGACAATACTAACACTAATATTATTTT
-GATTCGTCAGATGGAAAAGTAAGGCTTGAAGAGGTTAGAAATAACTTTTCCAAGGTCACA
-GAGCTAATTGCCACAACTATAACTCAGCTCTAGTATGTGAACAAAGATTTTTTTATACCA
-AACCAAAATTATTTATTTCTACTCCACTATTCTATCATGGTGCATTTTAGGTGCTAATGG
-GAAAATCTGCTCTATGATGGTGTCCAATAGACAATTAAAATTCAAATCTGGAAATGAGAT
-CTGGACTGAAGATTTTTTTAAAAATTAGCCCTCATCACATGTAGTCAGCTGTAGAAATCC
-TTAGCATGGCTGAAATTTTTCATATTAAGACAAGACTAGAACTTGGCCAGGTGTGGTGGC
-TCACACCTGTAATCCCAGCACTTTGGGAGGCTGAGGTGGGTGAATCACCTGAGGTCTGGA
-GTTTGAGACCAGCTGACCAACATGGTGAAACACCATCTCTACTAAAAATACAAAAAATTA
-GCCAGGCGTGGTTGCACATGCCTGTAATCCTAGCTACTTGGGAAGCTGAGGTAGGAGAAT
-TGCTTGAACCCAGGAGGTGGAGGTTGCAGCAAGCTGAGATCGTGCCATTGCACTGCAGTC
-TGGGCAAAAAAAGCAAAACTCTGAAGAAAGAGAGAGAGAGGGAGAGAGGGAGAGAGAAAG
-GAAGAGACGATGAGAGACAGAGAGAAGGAGAGAGAAAGTACAAAAGAACGAATGAACGAA
-CAAACTAGAAATCGAGCAGGAACCTTGGAGGACCTATTGCTTAAGGTGTGGGCCAAAGAA
-AGTAAGTTAGGGCAAGAGACTAAGGTATGCCAGAGACCCAGGACAAAACACAGTGCAGAG
-TGATGTCACAGAGCCAAATGGGAGTGCAAGCTATGGCAAGCCCTCCCAAGTATGTGTGGG
-TTAAATGTAATTAAATTCAAAATCTCTCAACCCAAAAATTTTCTCCACAAAGGAAGTAGA
-GAAACAAAACAGTTCATTATTGAATAAGCATTAAACCAGAATGTGATGTGTGAATATAAT
-GGAATGGAATGGAATGGAATGGAATGGAATGGAATGGAATGGAATGGAGTGGAGTGGAAT
-GGACCCGAATGGAATGGAACGGAACGGAATGGAATGGAACGCACTCGAATGGAATGGAAC
-GGACATGAATGGAATGGAATGGAACGGACACGAATGGAACGGAACGGAACGGAATGGACT
-TGAGTGGGATGGAATGGAATTGAATGGACTCTAATGGAATGGACATGAATGGAATGGAAT
-GGACTCAATTGGAATGCAGTTGAATTGAAAGGATCCAAAAGGAATGCAATGGAATGCATT
-GGAATGGAATGCAATGGACTTGAATGGGATGGAATGGAATGGAATGGACTCTAATGGAAC
-GGAATGGAATGGAACCGAATGGAATGGAATGGACTTGAATGGAATAGAATGGAATGGAAT
-GGACTCGAAAGAAATGAAATGGAATGGATTCAAATGGAATGGAATGGACACAAATGGAAC
-CAAATGGAATGGAATGGACTCGAATGGAATACAATGGAATTTAATGGAATGGACTCTAAT
-GGAATGGAATGGACTAGAATGGAATAGAACGGAATAGGCTCGAATGGTATGGAATGCAAT
-GGAATGGACTCGAATGGAATAGAACAGAATAGACTAGAATGGTATGGAATGCAATGTAAT
-GGACTCGAATGGAACGGAATGGAATGGACAAGAATTGAATTGAATGGACTGGAATGGAAT
-GGAATGGACTCCAATGGAATGTGGTGGGATGGATTCAAATGGAATGGAATGGAATTGAGT
-GGATTTGAATTGAATGGAATGGAATGGTATGGAATGGAATGGAATGGAATGAAATGGACT
-AGAATGGAATGGAATGGACTCGAATGGAATGGAATGGAATGTACTTGAATTGTATGGAAC
-GGAATTGAATGGACTCGAAAGGAATGGAATGGAATGGAATGGAATGGAATGGAATGGAAT
-GGACTCGAATGGAATGGAATGGAATGAACTCCAATGGAATGGAATGGACTCGAATAGAAT
-GGAATGGAATGGAAAGGACTCGAGTGGGATGGAATGGAGTGGAATGGACTCGAATGGGAT
-GGAATGGAATGGAATGGACTCGAATGGAATGGAACCGAAAGGAATGGAACGGAACGGAAC
-GGAACGCAATGGAATCGACCCGAATGGAATGGAATGGAATGGAATGGAATGGAATGCAAT
-GGAATCGAATGGGATGGAATGTATTGGAATGGACTCGAATGGCATGGACAGGAGTGGACC
-CGAATGAAATGGAATGGAATGGAATGGTCTCGAGTGGAATGGGATGGGATGGGATGGGAT
-GCGATGGGATGGGATGGGATGGGATGGGATGGGATGGGATGGATTTGAATGGAATAGAAT
-GGAATGGAATGGAATGGAATGGAATGGAATGGAATAGACTCGAAAGGATTGGAATGGAAT
-GGACTCGAATGGAATGGAATGGACATGAATGGAACGGAATGGAATGGAATGAACTCGAAT
-GGAATACAATGGAATTTAATGGAATGGACTCTAATGGAATGGACTTGAATGGAATAGAAT
-GGAAGAGACTCGAATGGAATGGAATACAATGGAATTTAATGGAATGGACTCTAATGGAAT
-GGACTTGAATGGAATAGAATGGAAGAGACTCGAATGGAATGGAATGCAATGGAATGGACT
-CGAATGGAATGGAATGGAATTGACTCAGATGGAATGGAATGGAATGGACTCGAAAGGATT
-GGAATGGAATACAATGGAATGGTCTCGAATGGAATGGAATGGAATGGACTCGAATGGAAT
-GGACTGCAATGGAATGGACTCAAATGGAATGGAATGGAACTGACTCGAATGGAATTGAAT
-GGAATGGACCCGAATGGAATGGAATGGACTGGGCTCAAATGGAATGGAATGGAAAAGAAT
-GGAATGGAATAGAATGGACTGGAATGTAATGAGTTTGGAATGGACTTGAATGCAATGGAA
-TGGAATGGAATGGAATGGAATGGACTCAAATGGAATAGCATGGAATGGAATGGACTCAAA
-TGCATTGGAATGGAATGGACTCGAATGGAATGGAATGGACTCGAATGGAATGGAGTTGAA
-TGGACTCATATGGAATGGAATGGCATTGAATGGACTCGAATGGAATAGAATTATAACAGA
-ATGGAATGAACCCGAATGGAATGGAATGGAATGGAATGGAATGGAATGGAATGGAATGGA
-ATGGAATGAAAGGTGCTCGAATAGAATGGAATGGAATGGAATAGAATGGACTCAAATGGA
-ATGGAATATAATGGAATGGGAATGGGAATGGGAATGGAAGGGATGGGATGGGATGGGATG
-TAATGGAATGGAATGCAATGGAATGGACACCTATGGAATGCAGTTGAATTGAATGGACCC
-GAAAGCAATGGAATGGAATGCAATGTACTCGAATGGAATGGACTCGAATGGAATGGAATG
-AACTCGAATGGAATGGAATGGAATGGACTCGAATGGAATGGAATGGAATGCACCCAAATG
-GAATTAAATGTAATGGAATGGACTTGAATGAAATGGCAAGAATGGACTCGAATGGAATGG
-AATGGAATGGAATCGAATGGAATCGAATGGAATGACATGGAATGGATTCGAATGGAAAGA
-CATGGAATGGACTCGATTGGAATGGGTTGGGATGGAATGATCTAGAATGTAATGGAATGG
-AATGGACTCAAATGGAATAGAATGGAATAGAATGGACTCGAATATAATGGAATGAAATTG
-GCTCGAATGGAATGGAATGGACTTGAATGGAATGGAATGGAATCGAATGGAATGGAATGG
-AATGGAATGGAATGGAATGGAATGGAATGGAATGGAATGGACTCGAATGGAATGGAAAGG
-AATGGACTCAAATGGAATAGAATTTAATGGAATTACAAACCACAGTGATATAACACACAT
-GCATGAAGATTTCTAACATGCCATCCTAAATTAAGTCACTGTATCAGTCAGAGTCCAAGT
-ATAGGAAACAGTCACTACCCATGCAAACCTGAAGAGACCTTCATACAAGGGAGCTGAGGC
-AGCCGCAGCCTGCAGCTCTGTCTTCTAGTCTTGCAGGCATTCATTTAGTTAGTGGAAGCA
-TATCTCCTCCCAGAGCCCAGGCTGCAAGAGTCTGAAATGGAGCTTTTAGCTTTCCAGCCT
-CTGTATCAAAAGGGCACACCAGAAAGAGGCTAGAATGAATGGTTGGGCACTAACAAATAT
-TTTCACAACCTAAGCCCATACTCGCAGTTGTTTGCTGAACAGACAATCAATAAATCAAAC
-AGCCCTTCCATGTAGAAATTAAGAAGGAAACACAACACCAAAACTCATTATTAAATAGCA
-TTTTGTATTTGAAAACTCATTATTAAATAGCAAATAAATTGCACTAAAATACAAAATTGT
-AGAATTTGTATTCTGGGAAGCCACAGTAACAAATCCCTGTGACAGAACCCACGAAGTAGA
-GGTCTCCTGTGGGAATGATGACCGAGGCCCTCGCCGCTGCTCCACCTGCCCCTCCAGGGA
-TGCCCTGCTTTTCCAGTTGCCCCTACTCTGATGTGCATCATGGCAGGAAAAAGTGGGCTG
-CTGCTTTCCTTTAATGCTTTTTGTCCCACTTTATTTTTTACTTTTGCCTAGTATATCTTT
-TCATTCTTTTATTTTCAACTTTTGTAAATCTCTGTTTTAGGTGGGCTTCTTACGTACAAC
-TTGGAGTTGGGTTTCACTTTTTGATTCAATCTGAAATCTTTTACTTTTACCAACCTTCAG
-GTTATGTGTATAAAGTTATGTGTTTACATGTATAGATACAATGTTTGGTCTTACTTTTAT
-GACATGTTTTTGTAGCTTTTTGAAAAAGTTTGTGTTCTCTCTGTAGTTCTTCTGAAATTT
-AGAAATGTTTGCACTATTTTGTACTAGGGGTTACTTTTGGAATTTTAACTCTATGTAATT
-CCCTCTCCTTCGGAATCCTCATACAACACATCTTAGCCTGTTAGTTTCCTGTTCCACACT
-GTGATAAAACTGTCATTCATCTTGCTCCTTCTTCCTTCCATCCCTCTCCTCTACAACTTG
-ATTTTAGTGAATAACATCTTACTGCCTCCCTGTGATTATAGGTGAGACAGTCAACAAACC
-TCTAACCACCGACCTTTTCTCCTCTGCCCTCCACTCACACTCTGCTCCATCACCCTCAGC
-CACACAGCTGACGCTGTAGAGATTCACTGACATCCAGTCTGATGGACACTGTTTCTCCAG
-CCGAAACTGCTCATGAGAACAGTGTGTATTCCCTGAGTTCTCACATGATCAATAGTGTTT
-GTTTGCAGACTGGATACAAAAGATGGTTTGACTGGACATAAAATTCATGGGCCATCCTTT
-CTTCCTGGAGGATCCCATAAGTAAGGATTACTCCACTATCTGAAGAATTTGGAGAAATTT
-GAAGCCACCCTGATCTTTTCCCTCCGTAAGAGATGACATGTTTGTTTACCCATTGGGAGG
-TTCTTGCTTCATCTTCAGAGTTTAATAATTCCTGTAGGATATGGCACACTCATAACCTGT
-TCTCAGTCAACCTTCCCCAGCATAAAATTTGCCCTCTCACAATGTACACTTCCATCTATT
-TTTACCTGAGCAGAATTTTCCTGAACATTATCTTTAAATATTTGTTCTGTCCTTTTGTTT
-TGTTTTCCTGTTTGAAGATTCCAATGATAAATATGCTGGAACCCCTCTCCCTGTTCTCTT
-CAGCTGTAATTTTCTTTCTAGTTCCTTTTAAACTCATGATTACGGTTTCATTCTTATTAA
-TTCTCTCATTCGTATTTTTCCATCACCTTTTTTGTGTTTCCCAAAACATCTGTCTTCTCC
-TGGGCCCTTCCAATCGCACCTTCACCTCTGTGGTGGTTCTCCTGGCTGCTGCCATCCTTT
-CTTCTGCCAACTTGACTTTGTCTCCTGCTGTCTCACTTGGTTGTACAGGTTGAGCATCCC
-TAATTCCAAAATCCAGAATCCTCCAAACTCCGGAACTTTTTGAGCATGGACATGATGCCA
-CAAGTGGAAAATTCCATACTTGACCTCATGTGATGGGTTGAACAAAATTATTAAAAATAC
-TGTATAAAATTACCTTCAGGTTATATGTATAAGGTGTATGTGAAACATACATGAATTTCG
-TGTTTAAGCTTGTATCCCAAGTTATCTCATTATGTATACGTAAATATTCCAAAATCTGAA
-AAAATCCAAAATCTAAAACACTTCCAGTTCTAAGCATTTGGGATAAGGGATACTCAACCT
-CATTAAAATCTCTTTTCTGTTTTGTGGCATTCCTGCACTGGGATCTTCTGCCACAGAACT
-GCTTCATGAGTTTCCTGTTTTTTTCATTTATGATGAACTGTCTGGTCATGATTCCATCCT
-GCTTCACAGACACATTTCCCACAATTTCCTTAGAGAATATCCATGCAGTGATGGTCACCT
-TCTCTAACAGGCATTTCAGAGTGAGGTGGGACGTTCTAGGGCACCTGTTTTGCAGATGCC
-CTCAGGGTGGGGGAAGGGCAGCTTCCAGCCTTCCCAGTTCCAGCACTCTCTCCCCCAGCC
-GCTACCTGCATGTGAATCCCTGGGAGACCCCACAGCCCATGTCTCTGAGTAAAACTGGAT
-CCAGGAAGCCCTTTGCTTTCAGTGGTCCTCCCTGGAACTTCTGCACTCTGCAAGCTGGAG
-TTGAACATCTGCGACTCAGCCTCTCAGTGCACAGGGTATGTGGGGCTCGACTTCTAGACC
-TGGCCCTGACGAGTGCTTTTGTTAGCCTGAGCCCTTCTGCTCAGTTCCGCCTATACTATC
-GCTGCCCAGGCTTAGCTGCTTTTGGTAAGCCTCATGCACATTTTAGAGTCTGTGAATTGC
-ATCTGCCTCTTATTTCTCTGAAAATGGAGTTTTTCATCCCTTCCTTCCAATTCTCCTTCC
-AGCCTTTCTTGATTTCCAGAATGAGAAATCATTAAGTCATATACTGAGCCACAAATAACA
-TTATAAATGTGACAATTACATGATAATCTTTGGGGGGAAAACATTCTGTGATTTCTAACA
-TATTTACATAAAAATATCTTACACTAAAACACACCAGTTGAGGGCACTGGCCAGAGATAA
-GATTAGGTTAAGGCCAAGCAAAGCTGAGAAGACCATTGTTAAAATTTCAATCCTGTTCCT
-TTATCTTTTCAAATTAACTGAATATTGTTATTAAATTTCTTGTTTTAGTGTCGAATAGCA
-CCTTTTCCCTGCCTCACTTTAGAATCAATTTAGAGACAAAGGATTCAGGCCAACTGAGGT
-CATCAGCATTATCGCTAATAATAGCTGGACTGGCGGATGCGATTCAGATTCACACAACAA
-TGGATTTCCTAATCTGAATCCTAGACTGAGATGAAGCCAGCCAGCCGTAAGCATTGCTTA
-ATAACCAAAGCCTCCCCAGATAGGCTTCTTGCCCTACAGCACTGAAGACATGAAAGAAAC
-AGACCAAAATGTACAAATATCTTTTATTCCTCAAAGGAAAAAGAAGAGTTACACATGCCT
-GTTTCTCACCAATAAGAGGGGTCAGGGCAGAGTGAGTCTGGGAGAGAGAGTTCTACCACC
-ACGGTTCCCAAAGCATCGTCTAGGGGCCTGTTAGGGGAGCCCGAGGTCTAAACTATTTCC
-ACAGTTTCACTAAGATAAGATTTTCCTTTTCCATCCTCACATTCGTTAGTGTGCAGTGAA
-GTGCTCCAGAGGCCCCAGCATGCTACATTACAGAAGACTGAACTCAGGAGAGATGAGGAA
-TAATCCCCTCCATCACACCAGACACCAGGAGGGTGTGCCAAGGTGTGAGACATACAGTCC
-TTACTCTTTTTTTGTTTTGTTTTGTTTTGTGAGACGGAGTTTCACTTTTGTCCCCCAGGC
-TGGAGTGCAATGGCCCGATCTCGGCTCACTGCAACCTCTGCTTCCTGGGTTCAAGCGATT
-CTCCAGCCTCAGCTTCCCGAGCAGCTGGCATTACAGGTGCATGCCACCATGCCCGGCTAA
-TTTTCTGTATGCCTGGCTAAGTTCTGTATTTTTAGTAGAGACAGGTTTCACCATGTTGGC
-CGGGCTGGTCTCAAACTCCTGATCTCAGGTGATCCACCCACCTCGGCCTCCCAAAGTGCT
-GGGATTATAGGCGTGAGCCACTGCACCCAGCCCAGTCCTTACTTTTAAATAAATGGAGAA
-ATATTTTAAAAATTGTTTTAATTTCTAATGTGGCAAACATTAATAGATATAACTCACATG
-ACCAAAATCTCTTTGGGGTCCTCAGTAATTTTAAAAAGTGAAAAGGACCCCTGAGACAAC
-ATTTGGGTTTGGAACTGCTGCTCCACTAGGGGAAGAGATACCAGAACAGAGAATATGTGT
-TCCCTGGGAGATAAGGCCTTCCCGACTACCTCCCCTCCTATCATCGAAATAAGTTTTCTA
-CATTTCTTTAATATCATGTTTTAAAATTCCTTTTAAAAGACTGAAATCATCAGCAGAAGG
-CACGGGATTAGCTTAGCACAGTCAGTTTAGACTAGTTACCCACAGGGGACTACAGAATGG
-ACATCACGAGGCATACATAAGCATAGAGGTGAGAAGGGCCGTGTTCACAGTTGACAAGAT
-TACATTTCAGGTTAAACTGGTAACTAAGATAACAGGGAAAAAGACAATTAACAAAGAAAC
-TGTAATCGTCCATAAGCCTAATTAGCCATAAAGCAAAGTCTGTTGGGAATTTAATGAACA
-TTTGTTAAAAACACAAATATTATAGGAAGTTTTTTATACAGTCATGGGTCGCTTAACAAG
-GGGGATACAATCTGATCCGAGAAATGCATTGCTAGGTAATTTCCTCATTGTGTGAACATC
-ACAGAGTGTATTACACAACACCTACACAGCTAGGCTACAGACCTATACAACATATTAATG
-CACTGAACAGCAACTGTAACATAATGGCAACTATCTGTGTATCTAAATATATCTAAACAT
-AGGAAACGTACAGTAAAAAAAGGAAACAATCTTATGTGGCCACTACACTACACGCGGTCG
-GTCATTGACCAAAACATCGTTATGTAGTGCATGACTGCATATCTCCTCAAATCTGACAAT
-TCTAAACAAGTAAAGATGTGGAAGAATTAGATAAACAGAAAGAAAGTACATCCTTCAAAT
-AGAGAATCTGTATTTTTTTCACACATCAATAGAATATTTACAAAAATCAATTATAAAGAA
-GGCCACAAAGGAAAACTTAATCATTTCAAAGAATTAGAGATCTTAAAGGCCAAACTCTCT
-GGTGGTAATATAATAAAACTAGAATTCAATAAAGTTAAATAAAATCACAGCTATTTGAAA
-TTCGAAGTCCACTTCTGAACACCCTTGGATCTGGGAGCAAATTGGCACTGCATGTGTGCC
-TGGGCTCCTGAAGGGCCTCACATACATGGGGAAGGGCAGAGAAAGAGAAACAACAACATC
-CACTACCTCTATTTTTAAAGTCAGCCTTACTACAAAATACAGAAAGTATTCTTCACTGGG
-CAGACCAAATCAACTTTGCTCAATCTTCGCCTTTGGGTTCCTTTAGGTTTATAATGAACT
-GTAAGCATTTACTGAGTGATTATTATAAAGGCACCATTTGAAGTACCTGATGCCCTTTTA
-ATGCTGTAATGCCCCTGTGAAGTAGGTCTTACTATTATCCCTGCTCTAGAGATGAGAAAA
-CTGAGGCAGGGAGAGATGAAGAAGCTGGCCCCAAGGCCACACCACTGAGGAGGGAGGGGC
-CAGACCTGGAGAGCAGGGGGATCCCACAATCTGTGCTTGTGCCTTCCTGCTCTGCTGCTT
-CCCAGCTAGCGTGTGTGCTGGACACAGCCCTCAGTGATCTCAACTTTGATTATCTAATTT
-TAAAAAGACTTCTCAAGTTTATTGTCTTTTACAAAAAAGGGATGTAATCTAGCAAGCCAA
-AGCAGAACCAAGCAGACTTTGTAGTTTTCATCAATTTTCTGGACGCTCCAGCCACTTTCC
-TCAGGTCCTTTAGCAATGTGTGGACTGCCCGCCCACCGCTGCCCCGAGGTAGGGAAGCAC
-CACACTACAACCTCATGCAGGCTGGATTAAAACATGCCCTCCACTTCAGGCTTAGGAACC
-AGCGCCCCTCCTACAGCTCACAAGTTGCTCAAGCAGTGGTCTGTGAGAAGTGATTCTATT
-TTTGGGGTTGTCCCTTTTCTCTGCTTTTCTTGGGAACCATTTTGACTCTGTCAAATGTTC
-ACTGACTTCTAGCACTGGCAGAAAGAACGTCTGCTTTTTTATCTGAAACTGAACTGTTAC
-ACAACTTATAATTTTATTTTGGTAAAAGCATTCTTAGTTGCTGTGTTTAGTCATACTCTA
-CAAATTATCTTGTTGGTAGGATAAATATGGTGAGAATTAAAGAAAAATGAAGATGGTAGT
-GGACATTTGCAGACTATTATCAATACCGGCATTTCAAACTTCCAATATAATTCGGATACT
-TGCCTGGAGGACAAACTTTTTTTGGCATGCCGTATAATGAGGAGCCTTATATTCCCAGTG
-TGCTCAAACTGCCCTGACACCACCTATCCACCGTCGTCAGCAATCTATGTTCAATGTTTC
-TTAAAAACATCAGTTACAAGGTCAAATTTAATTCAACTGAGGTCAGACTCTCAGGGGAGC
-TGAGGAGCACTTCCTTCAATGGAAATGGCCATTTCTGAGTGGTGACAACACTGTCATTTC
-TTGGACCTTCTTTAACAAATCTGTTCTCAGGAGCATTAACATACTTTGCTAATACATTTT
-AATCTGGCATTTTTATGGGGGTAATTATAGGAAATGCCTGGAATTAAATAGCCTACAACC
-AATTCTTGGATCAACAACTAGGAAAACTGAAAAATATATATGTAAATATATCTTTTTCTG
-TGTAAGAAAAGTCCTGCTAACTTAGGAAATTAGAGGATATCTTTGTGTAGAATCTTTTTA
-TAAAGTGGAAATAGGCCAGGCATGGTGGCTAACGCCTGCAATCCCAGCACTTTGGGAGGC
-CGAGGCAGCCAGATCACCTGAGGTCAGGAGTTCAAGACCAGCCTGACCCATATGGCAAAA
-CCCCCTCTCTACTAAAAATACAAAAATTAGCCAGGTGTGGTGGCAGGTGCCTGAAATCCC
-AGCTACTCGGGAAGCTGAGGCAGGAGAATCACTTGAACCCGGGGGGCGGAGATTGCAGTG
-GGCCAAGATTACACCACTGCACTCCAGCCTGGGCGACAAAGCGACTCTGTCTCAGAAAAA
-TACAAAATAAAAAAATAAAGTGGAAATAACTTCCTCTGCTTCTAACTATGCAGTTTGCTT
-GGAAAAAAAAAAAAAAGTAACCTGTAGGTGTAGTACAACTATCAGCACAAATGTAATTAT
-CTTAGAGTATCTTAATAGTTCCTACTTCAAGTAGAACTTATGAAGGAGTTTAACTGTGGT
-AAAAAAAAAAATAATTGGAGTAACTTAGAAAACATTTATATATACAATAGTTGGTTTGTA
-TGCTCAGTCACTCATTCATTTTAGGAATAACAAGTGCCTACTACTTGCCAGGTGCTTGGG
-ATATAGCAGGGCCTACTGAATAAATTATTATACAACAGTAAATTAGCATTGGATTGTGTT
-GCTTAAAACAACACTCACCAGAGCAAACAAAAGCCTGATTAGCAATATGATCTGAAATTT
-TAAAAACAGCCCTTTTCAACAGTTCCATCTAATTTGCCAGGTCATTATTTTATAATGTCA
-TATGGGATTGCTGGGTCAAATAGTATTTCTGGTTCTAGATCCTTGAGGAATCACCACACT
-GTCTTCCACAATGGTTGAACTTATACTCCCACCAACAGTGTAAAAGCATTCCTATTTCTC
-CATGTCCTCTCCAGCATCTGTTGTTTCCTGACTTTTTAATGATAGCCATTCTAACTGGTG
-TGAGATGATATCTCATTGTGGTTTTTATTTGCATTTCTCTAATGACCAGAGATGAGCTTT
-TTTTCATGTTTGTTGGCTGCATAAATTTCTTCTTTTGAGAAGTGTCTGTTCATATCCTTT
-ACCCACTTTTTGATGGGGTTGTTTTTTTCTTGTAAATTTGTTTAAGTTCTTTGTAGATTC
-TGGATGTTAGCCCTTTGTCAGATGGATAGATTGCAAAAATTTTCTCCCATTCTGTAGGTT
-GCCTCTTCGCTCTGATGATAGTTTCTTTTGCTATGCAGAAGCTCTTTAGTTTAATTAGAT
-CCCATTTGTCAATTTTGGCTTTTGTTGCCATTGCTTTCGGTGTTTTAGACATCAAGTCTT
-TGCCCGTGCCTATGTCCTGAATGGTATTGCCTAGCTTTTCTTGTAGGGTTTTTATGGTTT
-TAGGTCTTATGTTTAAGTCTTTAATCCATCTTGAGTTAATTTTTGTATAAAGGTGTAAGG
-AAGTGGTCCAGTTTCAGTTTTTTGCATATGGCTAGCCAGTTTTCCCAACACCATTTATTA
-AATAGGGAACCCTTTCCCCATTGCTTGTTTTTCTCAGGTTTGTGAAAGATCAGATGGTTG
-TAGATGTGTGGCGTTATTTCTGAGGCCTCTGTTCTGTTCCATTGGTCTATATATCTGTTT
-TGGTGCCAGTATCATGCTGTTTTGGTTACTGTAGCCTTGTAATATAGTCTGAAGTCAGGT
-AGTATGATGAAAAGATTATAAATCATTCTACTATAAAGACACACGCACACGTATGTTTAT
-TGCAGCACTGTTCACAATAGCAAAGACTTGGAACCAACCCAAATGCCCATCAGTGATAGA
-CTGGATAAAGAAAATGTGGCACATATACACCATGGAATACTATGCAGTCATAAAAAAGGA
-TGAGTTCATGTCCTTTGCAAGGACGTGGATGAAGCTGGAAACCATTATTCTCAGCAAACT
-AACACGAGAACAGAAAACCAAACACCACATGTTCTTATTCATAAGTGGGAGCCGAACAAT
-GAGAACACATGGGCACAGGGAGGGGAACATCACACACCAGGGCCTGTCGGGGGGTGGGGG
-GCTAGGGGACGGATAGCATTAGGAGAAATACCTAATGTAGATGACGGGTTGATGGGTGCA
-GCAAACCACCATGGCATGTGTATACCTATGTAACAAACCTGCACATTGAGCATATGTATA
-CCAGAACTTAAAAGTATAATTTAAAAAATTTTTTAAAAAGTCATATGATGCATTTAAGAA
-AGTCACTTAATTTACATCAGAGGAAAATCAAAGTTTATAGACTTAGGAAATAAAGTCGTA
-ATGAAGAAGCTCTTCACGGCTGTCAGGACAGCTACGTTTTTGGTCTCTGTCCTTGATTCC
-ATTGTGACCTTCAGCCCATCTCTCTGGGCCCCATTTTCTTGTCTTTACCTCTTGGGTCAT
-AAATGGATCTCCATGCAGCTGATATCCCTCTGCCTAAATCCTCCTCAAAAGAAAATCAAA
-ATAGTGGCTAACACAGAGTACAGACTGTTCCAAGAGCTTCCTATGATGGAACTAATCTAA
-TCTTTATAACAGTGCTCTGAGGTAGATGCTAAAATCTACCAGATACTATGGATGAGATGA
-TGAAGTCATATGCTTGAGATCCCTGAGTAAATAAATAAGAAAGAGACAGAATTCCAACAG
-CGGCCGTGTGGCTGCAGAGCCTCTCTCCCTCCCTGCCTCACCCTCGAGTCCCCGCCTGGG
-AGGGCTCAGGGTCACTCACTAAGCATCTTTCCCATGCGCTGCTGTGAGGCTGCTGCTATT
-AACTTGCTACTATGGAGTAGTCATTAGTAGAAATTATGAAAAAATTTGAAAAAAAATCTT
-CATATAGCCAGAGATTCTAGCCTGAGATGTCTTTCCTTATTTGCTTATTATTATTTGTAA
-AAACAGGGTCTCCCTATGTTGCCCAGGCTGGCCTCAAACTCCTGGGCTCAAGTTATCCTC
-CTGCCTCGGCCTCCCAAAATGCTGGGATTGCAGGCATGAGTGACCGCACCTGGCCACCTT
-TCCACATTTAAGAGATCCCTGGGATACTGCGAAGCAGGAGTCCATCTCCAGACATGAGGA
-GCAGGTGGGCTAAAGGAAACAGGACTGGGGAGTCTTGGAGGGGCAGAGCAATGCCCAGGG
-ACACAGAAACTTTTGAATAAAGACAAGAGAGACCGACTCTTCGCCTACATCTAAAGCAAA
-TGAAAACATAAAAATAAATGATGGCAAGAAACTAAACTAAAAATACACTACCCCTGAAAG
-TATGTGACACTGGATGTACTATCTAATTGGTCTGCCACAGGTAGAGAATGAAGTACTTCA
-GATAAGTTAATTTATCAAATAACTAAAATTAGATATATAAACTTTACGATTCTGAAAACT
-TTTTTCCTACAGATGTGTGTACTTTAGGAAACACAGCATATTTAACATTTTTATAAATTT
-CAGTTGCACACCGTGCAGCTTTCAGGAAGCTTTCACACCGTGCACTGCCCTGCATGCACC
-TCCCAAGCCTCGGGCTGTTCATGCCTGGCTGTCAGAAGTCACCTCCTGGCTGCCAGAGGG
-GCGAGGGGGCAGGCTGTTCTTCTCAGTGCTATAAGCAAGCCCAGGACTCCAAGGGAATGA
-TAACAAATGTGTAAAAACCACAGTCACATTAACCTATAGGCTCAGGACCCAGTTCTACTT
-CCTCCAGACAGCTTTTGGGTACTGGTCTCCCTCTCTGTGTTTACAGCCGTCCTGGGTTTG
-CTGGGCACCTCCGAGTTCATGGAAGTGCAGCTCCTCACTGCAGTTGGGACACACTCCACT
-TTGACAAAGGGGGTGTTATTTTCAGCAGTGGGTGAACAGCAGTGAACAAACCAAGCCCCT
-GCTCCTGGGGCTCAACTGGGATGGGGACGCAGACAACTTAAACACGTGACCACTGGCGTA
-CCTAAGGGCCAGGGAATGCTGCTGACATGATGGGGGTGGCGAGGCCAAGGTCCCAGCCAG
-GTAGGCTTGAGTTGGTATTGCTACAACCTTGTGATCACTGGCAAACAAGATTTCATGGTG
-GGAGTGTGACTAGAACTGGATTTCAAAGTTTCTTGAAAGCACTAGTTAGAAAAGACAAGG
-TACATTGATCTGCACACAGGAGGTGCTCAGCGACGCCAGCACTGATGGGCTCCTCCTGCC
-TTGAGTGAAGAGCATCTGCCCCTGGACAGTGAACAAAAGGTGGGGCCATTTTATGCCTCC
-AACAAGACATCTGGCTCAAACTCAACTTCAAAGATTAGAGTAAAAACGAAACTTCCATTC
-CAAACTACTTATCTTTATTTTGGCAACTGGAACAATCTGTAATTGAACACTAAATTCTAT
-TACTAACTTTTATCCTAAGACTGTGTAGTAATTATTGATTAGTCTCCGTTTAAAGTTGCT
-GTTTAGATGGAAAAAATGATTTTACATAAAACATTAGTTGAAAGATACAGGCTGGGCATG
-GTGGCTCACACCTGTAATCCCAACACTTTGGGAGGCCGAGGCAGGTGGATCACTTGAGGT
-CAGGAGTTCAAGACCAGCCTGGCCAAAATGGCGAAACCCCATCTCTACTAAAAATACAAA
-AAAGAATTAGCCAGGCATCGTGGTGCATGCCTGCAATCCCAGCTACTCAGGAGGCTGAGG
-TAGGAGAATCACTGGAACCCAGGAAGCAGAGGGTGCAGTGAGCAGAGATCGTGCCACTGC
-ACTCCACCCTGGGCAACAGAGTGAGACTCCATCTAAAAAAAAAAAAGATACACATTAAGT
-TTTTCACACAAATTCTTAAGGGCAGATATTACTAAATGCCATTAGAAAAAAAGGAAACCT
-TTTATCAAGCATTTTTTAAAAATGCTTCTACATTTCTTATTTATAGGTATTCTAATAATA
-CTGCGTGACATTACGGACAACTTAGCCTAAATTATGGAAAATCAAATTATTTAGTAGAAC
-TGCAAGACAATCCTCTCAGTTGTTGTAGTAAGTGTTGCTATAAACATTTAAAACAGCAAA
-AAAATACCAAATACCTGCACAGTATGTATGATAAATGCATATGATAAAGTAAAAAAAAAA
-ATAGCACACACTGAAAGAAAGCCAACAGAAGAGGGCACTGGGCATGGGCCAGGGAGGGCA
-AGAATTGGGATGGGGACATGGAGGAGCCCAATCCAAGGCAAGACACAGGTTCAGGCTTTA
-CCACAGTCACAAAGGCTGCTTCTTGTTTTTGTTTTTAGCAGAAGGTAAGCATGAGCAAAT
-TACTTTTTAGAGGTAACTTTGCTGAACTTGTGAAGAATGGTGTGCAAGGTCCAGAGCGAC
-TGCAGGAGAGGGAAGGTGGGATTCCCACAGAGCAGGAGCACAGATAAGCCAAGCAAGGCC
-CTGCTTGGAAGGCAGCAATCAACAGAGATGCACAGACCTGTGAGGGTGCCGGGACAGCCA
-TGCAACAATGCAGCCCTTTTGCTTCCTGAGCTCACCAGTTCCCTCGCTCCACCTCTGAGA
-GGTGGTTTGGAGAAACACAGCCCTTCTCAAGAGGGCTGCAAGGTAAGTTTAGTTGGTACA
-TGAGTGCACAGCACATTTTAATTTTTATAGTTATGCATTTATTTTATATGTACTAGACAA
-ACGACCGACAGAAAATTTACCATTTCACAGGTATTAGTGTTTAGGATGAGGCTAAAGTAG
-GTATTTCTGTTTAAAAAAGTAAATTTGAAGAAAAGCTACCCAGCAAATTATAGTAGTATG
-TGGTACACAGACAAAAAAAAAATTATGCAGTCGTCCAAATGACTGAAACTGATAAAATGC
-TGGTCCTGGTCTATGGATTCCCCCTCTGACAAAGCACAGAATACTCGCACCTTCTCCAGA
-GTCAGTGACCAAAGATGAGAGAGCAGGGCACCCAGCACAGAAACCACCAGGAGCCAATGA
-CTTCCTCCTGTGCTCCATCCTACTCTCTCACTCACACCAGGAATTAAATCCTTTTATGTA
-GACAGATGGTCAAGAATTGCTACTATAAAGCAACTCAGTATGGTCTGAACTATCAGAGAG
-CTACATGGAGAAATAGCTACTGCTAAACAGACCTCTCTGCTGATGTTTTTCCCAGCTACT
-TAAGTCCTGAAAATTTCCACAAGGCTGAGTCAAATCTGCGTTTCATCATCTATAAGAAAG
-GTACCTATCGAGAACACCCTGCTGGCCAGTGTGTAAATATCTAAAGGAGGACTCAGAAAA
-CACCGGGGAAGTCCAGCCTGCACGTGGTGGCTGGGCTTCAGTGAAGCATGCAGCACAACA
-GGAGTTGTAAGTAGTAGTTACATCAGCAGCCCTGGAAATTCTGCTCAGAACCAAACTGAA
-CAAATAACATTATCTAAGGCTTACAATTATTTAACTCCCTAAATTTTCTGTCCTCCCAGT
-AGCACTTTCAAATGCCTAAAAGCAATTAAAAGAAACATTTTTCCAATGTCTCACAGAACC
-ATTAGAAACACAAAATTAATAGCTTCATAAACTATAGCTTCTATTTTATCCATAATAGAA
-TGAAGGTGCATAAACCACATAGTAATTAATCTTTGGACAAAAGCAAACAATAAATGGAAT
-ATATGGCTAAGATCCTTTCTTTTTGAGTGTGGCCCAAGATAAAAATTTCTTCCAAAAGGG
-TAACATTAATGCAATAAGGCTTTTGTGGAATTCTATTTTGTACGAAATTCCTGTTTTCTA
-TTAGCTACTTCTTCCTCTGTGACACAAGCCTCATTCCTTGTGAAAAACACGAAGCAGAAA
-ACATTCGTGAAATCATCAGGTAAAGATCCCATGACCGTTCTATCACTGACACAGTATGTA
-GGTACATGGTACAACCCCCAAGGGACCACCTTGTGGCATCCTCAGCAACCACAGAGCCAC
-AGGGCAGATGAGTGTTTGCTCCCACTGAGGCTCTGCAACCTCTGCCACCAATACTGGAGA
-AATCCTCCAACCTCACTGTTTTCTCCTGAACTTGTTCCCTTCTGTTTTTCGATTAATACA
-CAGCAAACAGGCACACCTTCAAGCTGCCAAAAGCATCTTAAACGTTGTACACTTACAATC
-TTCAAAATATAGTTGTTCAAAAGAGTCATCAAAGTAGTTTTTGAAATAGAACACTTACTT
-TGACCACATAATTGAACCTTCGGATATCTTGAATTGCACTTGAGAAGTCTAACCGATTAA
-AGGCTTCTCCCAAGGTGCAATAGCCATGCCTCTGGAAGAGCAACACAGAATTTAAAATTA
-GTCAATTAGCCAAAAAGAATTGGCAGTTAATGTCAATTAATTGTGCGATTAAAAAAATTT
-TTGGCAAAGGACAATTTGTTTTTATTTTGAAGACTGATTTTAGATTTAGATGAGAGTATA
-GTAAAATTGTAGCAATGCTAATAATTTAAGCTGTTTATGTATACCTGAGACACCATTAAC
-TGACATTTTTTACAACCTGCTGAAGTAATGACAAAGACAAATATTTATTAAATATCTTGC
-TGGTTTGTTTTGTTGGGGACAAACTGGGGTGTGGACGATGTTAAAGCTAAGATCATAAAA
-AAACTGGATTCATTCTAGGCTACGCAACTAAAAATACATAAATCATCTGATTAACTGCAT
-TGTAAGGATGTAGGTGTTACAAATATCTAGTTGAAACACAGGATTTCTCTGCAGGGGAGG
-CATGCACTGCCCGAGTTTGAAGTGTAACATGGGATTTCTCTCCAGAGCAGCCATGCACTG
-CCCAGGCTGGAAGTATGCTCAACCACAAGGGTCAGGGCTGGGAGAGGCGCTTCGGTAGCA
-AGAAGGTGCCTCTGAAAACCAGCATTGGGATGGAGAGGGCTGAAGGCAAGTGCTGGATGT
-GACCACGGGCAGCTTTCAGGCTGGGAGCACGGATGCCAAGAACCCAAAACACCAAAAAAA
-CTGGTGCTTAGACCCACAGGTCCAAGAACCGAAGGAAGAAAATGAAACAATTTATTTTCA
-GTACTGTAAACACTGCTGCTATTCTCTTAGATGTTTTTCTTCCATGATATACCCTTATCC
-TGTATTGGTTTGTATAGATTAGCACATTAGGTTTCAGAAGTCATTTTAAACTCCATCTTC
-ATCCTCCATATTTGAAATATTTAAAATCTACAGATTTTCAGGTCAAAGTTGTAGAGATAA
-GTAAGCTAGAAAACAATAATAGAAAACATGAGACGATTGGTCTCAAATTCCAAACAGGTG
-ACTTGAGATGTCCTAGAGAAAGCAGCTGGAGCCATAGCACCTTTGTCTCTAACAGCCGAT
-ACACTCAGAGGCTCATGTGCTTCTGTGCGCCAACCCCAATCGCCCTGACGGGTGCACAAC
-TCAACTAAATATACTCATTTAAAACATCCAAATATGTTGACTGAGTGCCTGCTATGTGGA
-AAACATTTTCCTGGGAACTCTGGGGAAAGGAAACACTCATTTTGATATAGATTATAATCT
-GAAATCCATCACAGCTGATATTCCACACGATGGTGTAGCAGACACTTTCCAAGGTCACCA
-CCCATCTCACAAAAGGAAATTAAATCTGATTCACAGAGCAGACCACAAAGAGCATGTCTG
-GACCTAGAACCACAGCATGTAACCTCGGAAGCAGTGAGACACCAGCCAGCATGGACAAGC
-AGCAGGCACTTGCTCTATACCAGGTGAGGGTGTGGAGACATGACGTGGTGCAGGGACACC
-AGCACCCAGTCCTAGTTCTGGTCCCTCTCAGCCTTGTTAGGTCCTGGTTCCTAAGATTCC
-AGGGAACATCCCCACAGCCTCACAATAAGATCCTCCTTTCCTGCATATGCTAGCTTGGAT
-GGGATCCTCTGTTCTGTAATCAGTATGGCAACAGAGCAGATGAAATATTTAATGGTCTTT
-CATGAGCACTAAATTTTGTTTTTTACAAACTAGGTTAGATTCTGTCAAATAATCGTCTAA
-TGGTGTATTCGAGTGTATATTAAGGATCTGATTCATTCTATACCCACTAACCATAACCAA
-ACAGATTAAGTTTTCTTTCTCAGAATCTAATCCTTCAGTTTCTTGGAAGCTGGACTAGTT
-TCAGAGCATCTACAAACATTTCTGGAATATTTAACTTACCCTGAAATAACAGACGATAGA
-CAGTAATTCCCTAAATTATTTTCCCCAGTTGTTGCAAAATAAAGCAAATGCAGAGTTTCT
-AGGACTATAAAAGGAACTCAACTTCCCGGATCCTAGTAAAGAAACAGGAAACAGCTTGAA
-GCTCTCTGGTTTGTTTTATGGCTCATGAAAAAGCTTTAGCCCAACTTGGCAAAAGAAAGG
-CAGGGAAAGAGTTCATATGGCTCTGCACAAACCCAACCCAATTACTAATTTCATGTTAGC
-CACTCTTTATGTGGAATGAGAGGGCTCACAGATGCCCTGCCCTCCAAAACACGCCACAGG
-GAGGACACATTCCCATCAGCATCAGGGGTTCATGCTAACACAGAGAAAATGCGTATGACT
-GCAGGAGTCCATGCTTGGTTTAAATAGCCCTGCTGTTGACTCAGATATGTACAGGTAGGC
-AGGAACCACACACTGTACACATATACCACATGCCACCACACACCATACATCCCACAGACC
-AATGTGTGCATAAATACATGCACAACCATACATACACACCATACATACAACACACATACA
-CCATACACACAACACACACCAATGTGTGCACAAATACACAGCCACATACCACATGCACAT
-GCAAGCACACACAATGGAGAATCACTGCCTCAAAAGCTCCTCATATGCTATTATCTGTCA
-GAATGTGAACCATAGATCTGATATTGCAAAAGAAATGTGTTTTATGCAACTTTATTAATA
-CATTTATTTAATGTGACTCCATATTCAACAGAAACAATCCAAGATACTCTCTTATTTATA
-ATAGAATACTTACTTCTTTTGTGCTTTCTTTATGGACATAGATCCATTTTTCATGATAAA
-AACCTAGAATAAAAATTACCTTTGTTTTTAAAATCTGGCAAATCATTTCAAAATGAAGAT
-TTTAAAGGAATTTAAATAATTGGACATATTAACAAAATTATCTGACTTACTATATTGACA
-AGAAATGCTTTTACTTGGTTGAATGCAAACAGAATTGCTTTGTTTCTTAAATCAGTTTAA
-GATATGAACAATGATTTCAGACAGTACCAAGTCCTAGTAACTTAGAAGAAAATTAGTATT
-ATTAATGACTGAAGCCATATGAAGACATAAATGATTATAAAATGCAATTACATTACTACA
-TTCCTATGTACCCTAATAAAAAGTTCTATTCTTCTGTTGCTGTGTATAGTACTCCATAGA
-AACAAATTTTTCAGATAAATCTTAAAAGTTTCAAGAATCACACTAACTGTATTCTCCATG
-TGACCCTATCTTCTTCATAAAGTAGTCCCCCCGTATTCACAGTTTCATCTTCTACAGTTT
-CAATTACCCACAGTCAGCTTTGGTTTGAAAACATTAAGTGGAAAATTCCAGAAATAAACC
-ATTCATAAGTTTTAAATTGTGTGCCATTCTGGGTGGTGTCATGAAATCTCACACCGTCCT
-GCTCTGTCCTGCCTGGGATGCAAATCCTCCCTTTGTCAAGCGAGTCCTACACTACCCGCC
-CCTTGGTCACTCAGTAGCCGTCTTGGTTATCGGATCACCTGTTGAGATATCACAGTGCTT
-GTGTTTAAAGAACCCTTATTGCACTTCATAATAGCCCCAAAGTGCAAGAGCAGTGATGGT
-GGCCATCTTGCTATAACTGTTTCATTTTATTATTATTCTCGTTAATCTCTTACTGCACCT
-AATTTATAAATTAAACTTTATTATAAGTGTGTATATACAGAAAAAAAAACATAGTATCCA
-TAAGGTTTGGTAGTATCCACAGTTTCAGGCATCCACTGGAGGTCTATCCCCTGAGGTAAG
-GAAGCCTACTATACATTAACATGTGTCTTGGTAACTCACAGATATGCTGCATGATAGAAC
-GCTATGCCCTCTCACAGATAGGTCCCACCTCCAGCCTTCCCCTGCTGCCATCTAACATCC
-TAAACTCCAGCTCTGAATGTCTGTCTCCTGCTCTGAATCTTCAGTGACTTCGAAACTCAA
-GTCAGGACACCTCTCAGTTTGGCCTCACTGCTCAAGATTGAGCTGAATTCATGACCATAA
-TTCAAGCATTCAGATTCATGGGCTGTTTTGTGGGTTTTGCTATCTCTTATTTTGTTTTTG
-CACATCTTACCCACTGAAACGTTGGGCTGCAAAAAGTTTGATCACTAAATATGTAGGCAA
-TGCTGGATACTGGGCTGTTATTTACATATTTGTATCACCTTTTATTTCATAAGATAGCAT
-TGTCAGAGTAATTTAGTATTTCAACATAATCAACAAGTAAAATAAAATTAATGAGAATGA
-TCTTACTTTGAGTATTTGTGTCATTTCTAAAATGGTCCTTTTTCCTTTTTTTGGATGCAT
-ATTCATGCTCTTCATTATTGACTATTTCTCCATCTTCACTATTTAAGATACTGAAATAAA
-GACATATTCTATTAAAATATTTTTTCAGGGAGATCTTCATTTGGCTTTTCTTTTGTAAAA
-GGATACAAATACTTCAAAGTGACAGACTGTGGGCTTGAAATCACAGGGGTAATGTCTAAT
-ACATTTTTGTTTCATTTTGAGAAATAAGATGTATCCTGGTTCTTTGAGAATATTGTACCA
-GAAAGTGCTGAACATGTTTTAGAATCTCTGAAGGGTCTTGATATGCTTATCCAAGGTAGT
-TTCAAACATCAAAATGGCTTATTAAAACAGAGATTTTTTTAAAAAACAACTATTAAAACT
-CCAGAAAAAAGATGGTAAGAACATGATGATACCCAATACTGACCAATGACTTGATGTGTC
-CCTTACCCCATGCTGAGTAACCACTCAACATTTCTGTTTACTCCCTATATGTTTAAGGGT
-TTAACTGAAGTTAATTATTACTGCACTGAACATGTTTTTATTAAGCACCAACCACATACA
-CTGTTAACACATTTAACTGGAACCAGGTGAAGTGACATGTATATTTTTACTATTTAAATA
-CGTTTAATTAAAAGCTGTTCTTTGTGAAACAAGAAAATCAAATCATAAGGCAATAACTAA
-ACAATGGGAACACCTTTTACTTTTTAAAAAAATGTCTTCCTTACAGAAAAAAAAAACCTG
-TAAATAGTAATCCACATCCTCAAAACTAAAGATGTGTAAAATTTTTATTTTCCACACACT
-GATAACAGATTTTCAGTGTAAAGTGAGGAAGGAAGCTCTGTGGAGACAAGCTGGTTGGTG
-GAGGCATGCAAGAGTGGTGCTCAAATCCAAGGAACTAAAATTGCTTATTTGCCGGTCATC
-GTTCTTTGACAAGAAAATTGTATACAAGCCCCTTTCCACTCACCACTATTCACTTTTAGT
-AAAAAACAGCTGACTTTGCCAAATGAGTCACTTTCTCACTGTCAGAACAGACTTAAACAG
-CAGTGCCAACAGTTGTAAATCATCAAGACAAGCAAAGCACATTTGAAAAACATACAAACA
-ACTGAACTTTTTGTGGCAGACATTATAACAGCAATTTATGGAAATGTGTTGATTTATGGA
-AATGTGTTTGTATTTTATATTTAGTCTTACACCAGTTTGTTATCATTGATTGAAATACTG
-AATGTAGAAGCTTTAGAATCTAAAAGGGTTTTCTAACGAAAATTACAAACATATCAAAGG
-AAAAGCACAAATACAATGTTCTCCAGAAATAGTGTCGCAGAAATAAAGACAGAATATGGA
-AGGAGACAGGATTGCTGACTAATCTCATATGTACAGGGAGAACGACACTCCATGCAGCTT
-AGCTCCAACATGTGAGCGTGGGACAGAAAAGCAAGGTGAACCTAAAGACATCCCATGGAC
-ACACTGAGCTGGAACCAACTCTGCCCATAGGTGGTGGGGCCAGGTTCAGATGCTTGCAGT
-AACCGCATCCTCCTGTGAATCTGGGTCTACATGGCTGTGGCTCCCTGGGGGCTACCCACA
-CTGTGGATTCCACAGGTGGAGGTGACCTTCTTGGGCACTGCTGGGACACTTCCTGGGCCT
-GCCTGGGCAGTGGTAGGGCTCAGAGAACTTCAGCGTTAGGGCCTTGGGGAGTCTATGTCA
-GACTTGAGGACCAAGCCTGGGCTCACAAATGACAACTAGGCTACTATTTTTACAAAGTAT
-TTTAAATGGGGAAAAAGCCATTATTTTTTGGTTGTGGGTTTTACACTGTCAGGTAAACAA
-AAATGTACAAGTAGAGAAGAAAGATGAATGCTTCTGAAATTTAAATTTGACACATTAAAA
-TGTTAATAAAGGAGTATTTAATTTATAAATCTTTCTATTCTGCATGTGTCAACTACATTT
-CATAGCAATCAACTACATGTCATAGCAAACATGTTCTCTTTTTATAACCTTCAAGACAAA
-CATCACCTACTCTGACTTAAAAACAAGGGAACCTGTCCAACAACTTGATTAAAAAATGTC
-AAACAACTTCAACAGACACTTCTCCAAAGAAGAGACACAGCAGCCAACAAGCCCATGAAA
-AGATGCTCCACATCACGAATTGTTAGGTAAATGCAAATTAACACTACAATGAGATACTAC
-CTCACGCTCATTATGAGGCTACTGGCAAATTAAAAAAAAAAAAAGAAAGTTTAACAAGTA
-TTGACATGGATGTGGGGAAACTGGATCCTTCGTGCAATGTTGGTGGAAATGGAGGATGGT
-ATAGCTACTATAGGAAACAGTATGGAGGTTCTTCAAAAAATTAAACACAGAATTACCATA
-TGATCCAGCAATTCCACTTCTGGGTATATATTCAAAAGAACTGAAAGCAGAGAATGAAAG
-ATACTTGTATACCCACATTCATAGCAGTATTACTTGCAACAGATAAACATGGAAGCAACC
-CACATGTCCATCAGTGGATGAATAGATAAGCAAAATGTGGTGTACACTATACACAATATG
-GAATATTATTCAGTCTGAAAAAGGAAATGCTGACACATGCTACAATAGGGCTGAAACTTG
-AGGACGTTACGCTGAGATAAGACAGTCACAAAAGGACACATACTGTCTGATTTGACTTAT
-GTGAGGTACTCAGAAAAGTCAAATCATACAGACAGAAAACAGAAAGCCAGTTACCAGGTC
-TGGGGGTGCTGGAGAATGAAAAGTTAGCGTTTAATGGGGACAGAGTTTCAGTGTGGGAAG
-ATGTAAAAGTTCTAGAGAAGGATGGTGGTAATGGTTGCACAATAATGTGAATGTACTTAA
-CACCACTGAACTGTACATTTAAAAATGGTTAGGAAGGCAATTTTATGTTATGTGTATTTT
-GCTGCAATTAAAGATAAACAGTGTGCAAGAGAGGAGAGGAAGTAGCAGCTTGTCTTGTTC
-ATGCTGTCTGAGGTGCATGTCGGAGGGATGGGGTGGGGGCGGGAAGTGTTAAAAACAAAG
-AATAGAACGTTATACAACACAAGCGGAAAACACAGGGCACAAACGCACTTGTATAAAACA
-CAGAGTTTCCATAAACTTAAAACATGTCTGAATGATGGAGCTAACAGCCCTTAACTCCCC
-ACACCCAGGCTGCACCACAGCATATGTCACCCCCTTGCTTGCAAATGTGCCCAAAAGGCA
-ATGACATTCCAAGTTTCCTCTGACAAGCCCAAGGACAGGGCATGAGTTTTCCAAGTTCCT
-TTCCATTCAAGAAAAGGAAGAGAAGAGAATAGAGAAGAATCAACAAAACAACTCCAAATA
-GAAGTAAACGAGAGCCAAGAACGGAACTATTTCTCATAATTAAACCCCAATTTCTATAAA
-TTACAATCCTCATTCTAGTGATGACCTATAATAAGATTTGCATTTTCCTCTGATGGTATT
-TCCCTTAAGAGATGGATAACAAGGTCTTAATCTTCATCTCCCAGACCACTCTAGGGTTCT
-AAGCACAGGCTTTACAGAAATGTGCTGTTATGGGCCATCATCTTCAAATCATTTCCACAC
-AAGTCTAGGAAAATAAGACAGGCTAGGATAAGCCTCCAGTTTTTAAAATTGCTAATCAAG
-GGCATCAGTTCTTAACTATATTGCTGTAAGATATGTCACAAAACTTTTGTTACCAGTAAG
-AAAAATGACCAACATTTGTGAATGATTTAATTTTTAATAATTATTAAAGTACTACACTAC
-ACATAATAAAAAATAATACATACTCATAAACTCAACTTCCCTGAGTTGCCAGTAGGAAGC
-AACCCTGCCGAGCCCTTGATTTTGGATTTCTGGCCTCCAGAATTGTGAGGACATACATTT
-CTGTGGTTTTAAGCCACCGAGTTTGTGGTTATGGAATCCCAGAAAATGAATAAAATTATC
-TATCTTTTCAAGCTACTTCAGTTTGATATTGATTATGAAAGGTACATATATGCTATCAAA
-CAGAAGAGACTTTAGGGAGAAAAAATCTCGCATAAATGCAACAAGTTGCCATGACTCTAA
-GTGCCAAGGTCATATAACATGCAGACTGTGATAATTTCACCAAAACCAAAACAAAGTGGA
-ACAAATCCTCAGACACAGTTGCTGATAATTCCCACCCTGGCCTCCTCTGACATTTCCTTT
-CGATCAATTTGGCTGCACCTCTTCTGTCAAGCAGGAGCTGGACGACATTTTGGTCAGCTC
-CTCCCCAGAAGGGAGCTACAATCTCTGCTCTAACAATCCCCAGTTGTTGTCTTAAGTCAC
-ACTGTGTTCATCAATGGCTACCTACTAAACTTAGCTTTTTATCTGTACATTTTCCAATCA
-GGTCGTATTATTTTCTCCTGGTAGGCAAATGTTTACGTTTATCCATTTTCCTGATATAAA
-GCTACTTCGTATCAGTGTGTTATTAGTCTCTAATTATAAGAAGATAATCCAGAAGAGAAA
-GTCCAGTCAATTTTATATAAGTTAAAAAAAAGATGTGAAACCTATTTTCAGAATTAACAT
-TTCCTTCCTAAACATCTAACACGACACACTTACGGACTCTTAACACACCCTTATTACATG
-AAGGAGCAGCAGAGCAGAGGGCGGCAAGAGCACCAAGGCCAGGTGGAGCCACAGCCAATG
-TGGGCCCATCTCACTCCGCAGGGAGAAGCAACTGCACTGTGCACAGAGTGCAATCTGGCA
-GAAGGGAAACGCCGTCTTAAAGAGCTTCAGATGCAGCAACCTTGAGGAAGGGCTGTGCCA
-GAAAGTCCACCAGATGAGGCCGCAAACCTATCAAAGGGCATCAGACACTCTGTGCACAGG
-GTACACAAAACAATGCCTCCCACATTCTGTGACTTCCTGCGCGTGCCACTTGGACCACCA
-CACTCCCTACCTGCACCATCTTACCTGGACAGACTAAATCTCAGCCACCTCATGACTAGG
-ATATTAACATGGCTTCCAGTTCTATAAATTCCTCCCCCTTAAGAATGCATGTCTGTAAAA
-TCAGAAATGATGAAAACTGGACTCGTGAGTGGCTTTGTAGTAGGGATTACAGGTCCAGAA
-TAGAATAGGTTCAGTAACATATTTAAGATATTTAAGGGAAAAAATATAAGCCAAAGATTT
-AACATCTAAATAGTGACTATCAAGGGTAAAAGTCACACATATTTTTTATGAGTACACACA
-AACACAGGAAGTACGGTGACCAGGAGCTGAGGGATGACCCACTAAAGAATAAGCTCCGGA
-AACCAAAATGACTAGAGGCAGATGCAAAGGTGAGCTGCAGGTGGTCTGTATTTATCTGTG
-GAGCTGCTGGCACATGACGGTGATAAAAGTGCAGCATGCCATGGTTACCAGCTTGGACAA
-TGCAGACAAAGAACAACCACCAGAGAAGTGGTAGGGGCGGGCAGAAGATGTGCAGGGGCC
-AACTGGGACTGGGGTGTCCATCAGCTAACTGCAGTATCAGGTACTATGGGGAGCCAACCA
-AAGAAACTAAGTGTTTGCTATAAAGGCATTAGGATAAAAGTGGAAAAAAAAGAGGAAGAA
-AGCCCTCTTAAATACCAAAAGGGTAAAAGCAAATAAAATAGAACAAGGTGGTTCCCTGTT
-ATCTGTGATGTAAAAAATGGACTTGGCTCACCTATTAAATGGAAAACAGTCTTGGATTGG
-CTCACAAAGCAAAATCAAACACCATACTGCATATAAGATATACAGCTATAAAAGGCTGGG
-AAAATATATAGAGAATTTATAGGACTCAGAAAAAAAGTAACTGTCACAGGAAACTTTATA
-GCATTAAATACCTATATCAATACAAATTTAAATAATAAAAATAAATTATTTAAACATATA
-ACTGAAAAAGCCAGAAAAAGAATAAGTGAACCAAAAGAAAGGGGTGAATTATTACAAATA
-AAAGCAGATATTATTAAGTAGAAAAAGAATAGAACTAAGAAGTAAATCCAAAAGCTGGCT
-CTCAAGAGAAAATAATCAACCAAAACAAACCACTAGGTATCTGATTAGAAAAAAAAAAAA
-ATAAGAAAGTTACAAGTGCTAACAGAAGAAAATTTAAACATTGTAAAAGATAAGGAAAAG
-AAAGAGATAGAGAGAAAAACGTGTAGATTAAAAGAGACTTTAAAAACATATCAAATTTTA
-AGAATAAAACAACACTAAACTATAGTGTCTAGGGATATACACTTGGTGATAAAACTATAA
-AGATTAGGGAAATGATTACCATAAGAGTTTGGGAAGTGGTTATTTTTGGGGAGAGGAAGT
-AGGTTATAATAGAAATGGGACATGTGGTGGGCGCTTCTGGGATGATTGATAAAGTTCTAT
-TCCTTGACCTGGGTGTGGTTACAAGGATGTTTCCTTTATAAAAATGAAGAAAAACATTAA
-AAAATCATTACAGGCAACTTTATAAAACTCTTTGCAGTAAGTTAGAAGTAGATGAAACAT
-TTTTTAAAAATATTAAATTTAATGCTATTCCAATACAAAATCAAGTTTTTTTCTTAGAGC
-TAAACAAGTTAATTATAAAATGCATTTAAGAACAAGAAGAAACTATCCTAAAATTCATAT
-GGAATGAAAAGAGAGCCCAAATAGCCAAAGCAATCCTAAGCAAAAAGAACAAAGCCAGAG
-GCATCACACTACTCAACTTCAAACTATACTATACAGCCCCAGTAACCAAAACAGCTTCTG
-TACTGGTACAAAAACAGACTCATAGACCAATGAACAGAACAGAAAACTCAGAAATAAAGC
-CACACACCTACAACCATCCAATCTTTGACAAGGCCAGCAAAAGCAGCAGTGGAAAAAGAC
-CATACTATTCAATATATGGTGTTGGAATAACTGGCTAGCCACATACAGAAGACTGAAGCC
-AGACCCCTACCTTTCACCATATACAAAAATTAACTCAAAATATATTAAAGATTTCAATGT
-AAGACCTCAAACTGTAAGATCCTGGAAGATAACCTAGGAAATACTCTTCTTGACGTTGGC
-CTTGGCAAAGAATTTTTGGCTAAGTTCCCAAAAACGATTGCAACAAAACAAAATTGGCAA
-GTAGAATTTAACTAAATGAAAGAGCTTCTGCACAGCAAGAGAAACGTTTGACAGAGAATA
-CAGACAACCTACTGAATGAGAGAAACTATTTGCAAACTATGCATCTGACAAAGGCCTAAT
-ATCCAGAATCTACAGGGAACTTATGCAAAAAACGTTCACTTTCTGTCTGTGTTCACGTCA
-CCAAGAGAATAGAAAGGAAAAGGGAAGAATGCAAAAGTCAAAGACACGTCACCCTCCTTG
-AGACAGCCCTCCAGTCCAGGCCAAATCTCAGCCTGCCCTTGGTCCGCTGTGGTTGGGCCT
-GCACCCAAGCCATGAGCACACGCAGCAATTGTGGCAGCAGAAGCTTCCTCTGGGCTCAGA
-CTCAGGCTGATGCTGCGTCAGGACCTGCCGCGGTCTCGGCTGGGCTTCCTGGGACTCGGT
-GGTTGTGGGCTGATTGTAAAGCACGGAATGACTCTTAGAAACTGGGCGTCATTCTTTGTG
-GTTTTCCAAGCTTGGTCTCTGATGATACTCCAGGTCTTAGGAGACATGCTGAATATTTAT
-TATGCTTACATTCAAGCAACATTAACCCTTAAGGTTGATGTAGCTCCCCGTCTTTTTTTC
-CCAGAAGGAGGAGCACTGAAGGAACACTTTTCCAGTATGGATTCTTTCCAGCTCCGAGAA
-GCTGGAGGCACACGGATCCCTCGGCCAGCTCTCATCTATGGACGTGCTGTAGTCACAAGG
-ACTGTGACTAAGGCTCAGTCCCTGAGGACTGCCTTGGCATGGGCTGCTTTAGGCTGTAAA
-CACCCAGTTTTATCCACTTTATGTGAAGAAAGCCAACAAGGGGCATGGAGTGAGTTCCGC
-AGGTTTTAGCGGCTGCGGCGGCTGGTGCTCAGTGGGGATGATGGCGGGAAGGCGCCTCCC
-TCTGTGGGCCCCGAGGTCTGTGCGGGAATCAGCTCTGCAGCTGTGTCCAGGGGCAGCCGT
-AGACCACACACGGCAGGCTCACAGCTCTGTTCCATGAGAACTTTATACACAAAAGCAGAC
-GGGCTGGGCTTGGCCTCTGGATCATAATCTGCTGACCCCTGGGTAAGAAATTTTAAATAT
-TTACTTATTTCTGTTCAACAGAAGGGGTGATATACTGAGGAGTGAATAATGGGAAAGATC
-TGATTCGGCTGTATCAGGAAGGACTGGTGTAAATTCAACTTATTAACTGAATTCACAGTA
-TTCGTGTTTTATGCCTTTAGGGGTTAAAAATGGGTCACACACGAGCAGCATGCACTTCAC
-TGGCGTGGCAGGGCACCTCAGTGTTTACATGTGTGGTTCCCATGCTTACCAGGGCTGGAG
-GCCCCTGTGAGTAGTGAAGTGCATGTGGAGTTCTGGATACTTTTCCTGGCTTTCTCTATT
-TGTGTGAGCTTGTGCAGTTAGAGGTTTGGGCTGAATTTGGGTAGAAATGGGTGGCTCACA
-GGCTGCAAAAGTTCTGTGGACACTTTTTCCCCCAGCTGATTAATGTTGTAAATATTAGAA
-TATTGTTACATAAAAGTCTGGATTTTTAGTTTCTTTCACATTGGAATAGCTGCCAACATT
-GGGCCTGCATTCATCTCTCTAGGGCAACGTCGGCTGCAGCTGAGATGGCTGCTCCCCGGT
-GGGGTGTGTGCTCGGCCTGCAGTCCCCGCCCTCCGGACTCCATTCGCCTCCACTCTCAGG
-TTTGCACCTCGTCATTGTCTTCTAATTTTGCATCCCTGGACTGCGTGACCTACAAGGCTC
-TCAGCACAACAAGACTCTATGATTCTGTCTATTGGAACAAAAAGCCAGTGAGGCAAGTGT
-ATCATCCTGTTGATGAATTCACAGCATTAACTCTGGGAGTTGGGGACAGTGTGTATTCTT
-CCTCCAGACACTCTCTGTTTCTCCTGGATGGAAAGGTTCTGCTACTTGTCCCGTGGTCAG
-GCCCAGCCAATGGAACGGAATGGAAGTGACTCTGCCCCTTATTGGCAGAAACTTTAAAAG
-CCGCACAACGTTCCTGCACCCTCCCCTCTGCCATGAGCCTGGCAGTGCTCAGGATGGGAA
-AATTATCTCACCTGGGCCTGAGGATACAGGAGCTACCCCCAGCCTGCAGTGGAAGAGAAG
-CATGGACAAGTGATTAAACTTTGTGTTTTCAAGCCACAGAGGTTTTTTGAAGTTGTTTGC
-TACCATGCTTTGTCCCTACAAACACAGTCATGGAGAAGGCCAGTGGCAGAGCCTGAGCCG
-TTCGCGCATCTGTTCACCAGTATCCAGAATAACAATAGATTTTTGAAACATTCCTGAGAA
-AATTCTGGGAGTTGCATACCGGCCAGTCTTATTCTCTAAAGTTGTTCCTTCTAAAGGGTG
-TGATGACCGAAAATTTCAGAAAAGCAAACCACCGCTGAAAGGCAACGTTATTTCTGTTGG
-CAGAAGGCGGCCTGAGCAATCTAGATTTTCCACGGTTCACCAACTAGTTTTTAAGGAAAT
-ATGGCTGTGAGAGGAATAAAACATGATTCCTACCTTTAAGGAACTCAGAGAAGTGAATTA
-AAGGAAGTCACAGATCAGACAACCAACCACACAAAGTTTCTAAGAGCAAACTGTTCAGGT
-CGGCAAGTCACTCTTATCCACTGTTTTGCCTTCTAAGGTTTCAGTTACTCTCAGTCAGTC
-ATGGTCCAAAAACATTAAATGAAAAATTCCAGAAATAAACAATACACACGTGTTAAATCA
-TGTTTCATTCTGAGTAGCTTGATGAAGTCTCATGCCGTCCCACTCAGCCCCACCTGGGGT
-GTGACACCTCCCTCTGTCGAGCAGATCCACCCTGTCTATACTACCTGCTTTTCCAGGAGA
-TCCACCCTGTCTAGACTACCTGCGTGGCCAGCAGATCCACCCTATCTACACTACCTGCTT
-TTCCAGCAGATCCACCCTGTCTACACTACCTGCCTGTCCAGCAGATCAACACTGTCTACA
-CTACCTGCTTTTCCAGCAGATCCACACTGTCTACACTACCTGCTTTTCCAGCAGATCCAC
-CCCGTCTACACTACCTGCCTGGCCAGCATATCCACCCTGTCTACACTACCTGCTTTTCCA
-GTAGATCTGCCCTATCTACAATACCTGCTTGTCCAGCAGAACCACCCTGTCTATACTACC
-TGCCTGTCCAGCAGAACCACCCTGTCTATACTACCTGCCTGTCCAGCAGATCCACCCTGT
-CTACACTACCTGCCTGGCCAGCAGATCCGCCCTGTCTATACTACCTGCCGCTCCAGCAGA
-TCCACCCTGTCTACACTACCTGCCTGTCCAGCAGACCCGCCCTGTCTACACTACCTGCCT
-GGTCAGTATATCCACCCTATCTACACTACCTGCCTGGCCAGCATATCCGCCCTGTCTACA
-CTACCTCCCAGCCCAGCAGATCCGCCCTGTCTACACTACCTGCCTGGCCAGTAGATCCAC
-GCTATCTACACTACCTGCCTGGCCAGCAGATCCACCCTGTCAACACTACCTGCTTGTCCA
-GCAGGTCCACACTGTCTACACTACCTGCCTGTCCAGCAGGTGCACCCTATCTACACTACC
-TGACTGTCCAGCAGATCCACCCTGTCTACACTACCTGCCTGTCCAAAAGATCCACCCTGT
-CTATATTACCTGCCTATACAGCAGAACTACCCTGTCTACACTACCAGCCTCCCCAGCAGA
-TCCACCCTGTCTATACTACCTGCCTGGCCAGTAGATGCATCCTGTCTTCACTACCTGCTT
-GTCCAGCAGGTCCACCATGTCTACACTGCCTGCCTGGCCAGCAGATCCACCCTGTCTACA
-CTACCTGCTTGTCCAGCAGGTCCACCCTGTCTACACTACCTGCCTGCAAAGCAGATCCAC
-CCTGTCTACACTACCTGGCTGGCCAGTAGATCCACGCTATCTACACTACCTTCCTGTCCA
-GCAGATCCAACCTGTCTATACTACCTGCCTGTCGAGCAGATCCACCCTGTCTATACTACC
-TGCCTGTCCAGCAGGTCCACCCTGTCTACACTACCTGCGTGCCCAGCTGATCCGCCCTGT
-CTACACTACCTGCTTGTCGAGCAGATCTGCCCTGTCTACACTACCTGCCTGTCCAGCAGA
-TCCACCCTGTCTATACTCCGTACCTGGCCAGCAGATCCACGCTATCTACACTACCTGCCT
-GTCCAGCAGATCCACACTGTCTACACTACTTGCCTGTCCAGCAGATCCACTCTGTCTACA
-CTAACTGCCTGCCCAGCAGATCCACCCTGTCTATACTACTTGCCTGGCCAGTAGATCCAC
-GCTATCTACATTCCCTTCCTGTCCAGCAGAGCCACCCTGTCTATACTACCTGCCTTTCGA
-GCCAATCCACCCTGTCTATACTACCTGCCTATCCAGCAGGTCCACGCTGTCTACACTACC
-TGCTTGCCCAGAAGATCCACACTGTCTACACTACCTGCCTGGCCAGTAGATCCACGGTAT
-CTACACTACCTCCCTGGCCAGCAGATTCACCCAGTCTACACTAACTGCTTGTCCAGCAGG
-TCCACCCTGTCTACACTACGTGCCTGCCAGCAGATCCAAGCTGTCTACACTACCTGCCTG
-GCCAGTAGATCCATGCTATCTCCACTACCTGCCTATCCAACTGATCCACCCTCTCTTTAC
-TACCTTCCTGTCCGGCAGATTGACCCTCTCTACTCTACCTGCCTGGCCAGCAGATCCACG
-CTATCTACACTACCTGACTTACCAGATCCACCCTGTCTACACTACATGCTTGTCCAGCAG
-GTCCACCCTGTCTACACTACCTGCCTCTCCAGAAGATCCACCCTGTCTATACTACCTGCC
-TATCCAGCATATCTACCCTGTCTACACTACCTACCTGCCCAGCAGATCCACCCTGTCTTC
-ACTACCTACCTAGCGAGCAGATCCACCCTGTCTACTCTACCTGCTTGTCCAGCAGGTCCA
-CCCTGTCTACACTACCTGCCTGTCCAGCAAATCCACTCTGTCTACACTACCTGGCTGTCC
-AGCAGATCCACCCTGTCTACACTACCTGCCTATCCAGCAGATCCACCCTGTCTATACTAC
-CTGCCTGTCTAGCAGATCCACCCTGTCTATACTACCTGCCCATCCAGCAGGTCCACCCTG
-TCTACACTACCTCCCTGCCGAGTAGATCCACCCTGTCTACACTACCTGCCTGGCCAGAAG
-ATCCACCCTGTCTACACTACCTTCCTTGCCAGTAATGCACGCTATCTACACTACCTGCCT
-GGCTAGCAGATCCACGCTGTCTATACTACCTCCCTGTCCAGTAGACCCACCCTGTCTATA
-CTACCTCCCTGGCCAGCAGATCCACCCTGTCTATACTACCTGCCTGGCCAGCAGATCCAC
-CCTGTCTATACTACCTGACTGGCCAGCAGATCCACCCTGTCTACACTACCTGCCTGCCCA
-GAAGATGCGCCATGTCTACACTACCTGCTTGTCCAGCAGATCCACCCTGTCTACACTAGC
-TGCCTGTCCAGCATGTCCACCCTATCTACACTACCTGCCTGTCCAGCAGATCCACCCTGT
-CTATACTACCTGCCTATCCAGCAGATCTACCCTGTCTACACTACCTGCCTGCTCAGCAGA
-TCCACCCTGTCTATACTAACTGCCTGGCCAGCAGATCCACGCTATCTACACTACCTGCCT
-GGCGAGCAGATCCACCCTGTCTACACTACCTGCTTGCCCAGCAGGTCCACCCTATCTACA
-CTACCTGCCTGCCCAGCAGATCCGCCCTGTCTGTACTACCTGCCTGGCCAGCAGATCCAC
-CCTGTCTACACTACCTGCCTGCCCAGCAGATCCACCCTGTCCATACTACCTGCCTGGCCA
-GTAGATTCACGCTATCTACTCTACCTGTATGGCCAGCAGATCCACTCTGTCTATACTACC
-TGCCTGTCAAGCAGGTCCACCCTGTCTACACTACCTACCTGGCCAGTAGATCCACACTAT
-CTACACTACCTGCCTGTCCAGCAGATCCACCCTGTCTATACTACCTAACTGTCGAGCAGA
-TGCACCCTGTCTATACTACCTGCCTATCCTGCAGGTCCACCTTGTCTACACTACCTGCCT
-GCCCAGCAGATCCACCCTGTCTACACTACCTGCCTGTCCAGCAGACCCGCCCTTTCTATA
-CTACCTGCCTGGCCAGCACATCCGCCCTGTCTATACTACCGGCCTGTCCAGCAGATCCAC
-TCTGTCTATACTACCTGCCTGTCCAGCAGATCCATCCTGTCTACACTACCTGCCTACCCA
-ACAGATCCACCCTGTCTACACTACCTGCCTGGCCAGTAGATCCATGCTATCTACACTACC
-TGCCTGGCCGGCAGATCCACTCTGTCTACACTGCCTGCTTGTCCAGCAGGTCCACCCTGT
-CTACACTACCTGCCTGCCCAGCAGATCCACCCTGTCTACACTACCTGCCTGGCCAGTAGA
-TCCACGCTATCTATACTACCTGGCTGGCCAGCAGATCCACCCTGTCTATACTACCTGCCT
-GTCCAGCAGATCCACCCTGTCTCTAATACCTGCCTGTCCAGCAACATTAGTCCTTAAAAA
-AAGCAAACACACAAAATCAGTGTCTATTTACAACAGCCAAATATTATGACTACGATTTGA
-AATAAATTTGTAGACCCATGTAAATAAATTTTAAAACTCAATGAGGATATAAAAATGACA
-TGAATAAAGCCTGAAAATCATATTATTAGAATGGAGGACATAGTGACATAAAACCTCAGT
-GACTGTAGACTCAGGGCAACCTAGACTTAAAAGTCCCATGTGGTCTTTTACATGTAAAAA
-ATGAGAATTAGTCTAAAAGTCAATTTTGTCTAAATTTTGATTTTTGGTGAGTATACAGTC
-AAAATAGTTGTGAAAAGAAAAAAATAAAGTTGTCAAATTTCATGTAACCTATGTTATTTG
-GAAATTTAAAATAAGTTATATAAATATTTATAACAATGTTAAACAATTTCATAAGTGGAC
-TGAATAAAACATAATATTTTATCATATACAATAGCTCCTGCCTTCCTGAGGAAAACATAA
-AATCAAAGGGCGTGAAGGAAGGATTTTGGTTTCACTGCAGAAACATAATAAGACACCGAA
-GTGTGTGTTTGTGTGTGCGTACATATATTTAAACTACAGAATATAAAATAGCATCTAATA
-TACATCAAAAATGAGTTTCATAGAAAAATTCATTTTACATATATGTCTATAAAATAATAA
-AATTTATTCAGCCTCACAATTACTTTGTGAACTGGAAATAACAATGAGTTGTCATTTTAT
-CCAAATCTAAAAAAAAACATACATACAGTATCAAGTTCTGGTTAAAGTAGTAGATGTACT
-TTACGTGGTACATAAGAGTATCTATACAGTTTGTGGGCTGCATCTTGCTAGAATATATTA
-CATTATAAAATGCACCATTTATTTACTCTGCGATCAAACCCCCAACTTGCCCCAAGTGGA
-GGAACCCTCAGACATTTGCAGAGGAGTCAGTGTGCTAGTAAGCAGCATTCTTTACAAATC
-TATGAACATCAAGGTCTCCTTGGAACAGATGCTCTGTGAACAATTTATAAAACTCCCTCC
-TGTTAGACACTTAGGTTGATTCCATTTTTAAATCAATTACTGAATAAAACACACTCCATC
-GTGTGGATGAAATGCTACCTTAATTTGTCAAAGCTATCATTTTCTAAACTTTTCTTTTTA
-ATTCAAATCATTAATAATTTGTGACCAGATCAATACTGATTCATTGTTTTAAGCTTCAAA
-TGCATTATACAGTTGGGCAGAACACATTTCCTCTCATCAATCTTCTTTTCCAGGATTTGT
-CAGGTATTCCTGACATTAATTCACTACTAATATGCACAGTTTCTCTAATCATGGTCAACA
-AAGATCTGACAGTGCATTGTCCCTAAACGATCCATACTTGCCTCACTGACACCATGTGGC
-CCACTTCCCATCTATAATCTATGTCTGGGTGTGAAGCCCTTCCCATATGATCCCCCGAAT
-GGAACTTCACAAGTTCGAATTCACTGGGTCACAGTGTGATAGTGTGAAGATGGGAGGACG
-TTAAGGGAAGGCTATGGGTGAGTTGGGAAATGTGTTAGGCAGGGTCAGAGATTACCACAT
-CCTAAAAACAACACTTAAGGAGGGAGATGACAAAACAATCAATGAATAACATGACTTTTT
-CCAGTGAAAGTGCCATATCTAATCCTTTTCCATTTTTGTTCTCTGAGCTTCTTTCTTAGG
-GAAGATCCTTCTTGAGAAGCCCCTGCTGAGTATTAGGAAAATGCATTTCAGGACCTCTCA
-TCAACACATCCTCTTTCTTTACCACAACCACATATATGGGGGCATAACTCAACATGTGTA
-AAAGACAATCTTCTGCTTTTCACTGAACCTCCAGGAATTCAGGACAATAAACGTCTACAT
-GGAGACCAACAGGTGAGTTTTTCTGCCCCTTCTTTCATAACACCGTTCTTCCCTAGTGAA
-GTCCACACACATCCTTACATGGCAGCTGTGGGTATATCAACTGGTCTGACCCCTTTTAGT
-CACAGAGCCTGAAGTCTCTGCTAGTACCTGCTGAGCACAGGGTCATGGGTGAGAATGGGC
-AAGTCTTTTTCTTTCTCTGGTTCCTGAACTTCCCAGGCTCTCTCACTTCTGGATCCTGAA
-TACCCAAAAACCAAGCTTCCTTCCCAGAACCAACACCTCCTCCTCATTAGAAAGATACCT
-TTGTTCTGTGCTTACTTTATAAAGTCTTGCTCTTTCCCTATCCACTGCCTTGTGTCAGTA
-TGTGTGTGTCTTGGGGCCGGTGGAAAGGTGAACAGAAGCCAGTAGAGAGTAACCAGCACC
-AGCTTCACAGGAATGGCATGACCTTGATACGATAGCGGCAGTTTTCCCTTAACATCCCTG
-CCCCCTAAAGACTTCAGATCATATGTCACACTCTTAAGTAACAGCGATTTGTCTTTCACG
-GTTTTAATCATATTGATTAAAAGCATTTGTCTTCTCCAGAACATCACATTAAGTCATCAA
-AAAATATAAACCTTAAAAAGATGTAATTATTGGAACTGAAAAACATAAAAGGTGAGCTTT
-GGAAATATCTTTGAGCAATTTATTCGTTATGAACACATGTAATCTGTTGGAACAAAGTTC
-TAGGACAATCCAGGTCATCCTTCAATATTTGCAGAAAACATCACAAAGAAAACTTGATAC
-TTATACTTAGTTGGAAACTTTATGCCACAGCCATTAAATACAGAGATCATACAAAGGAAT
-AGAGGAAGCTGTTGAATACTAAACTAACTCAAATCATCAATATCCTTACGGAGTGCACAC
-TGAATTAATGTAAAAAGCATTTAGTAAACAAAAAGTATTTTCAATATACAATTAAGACTG
-AAAAGTATTGAGGCCTCATAAGCTGAACCTGACACAATAAATTTAAAAGGGAAACTAATT
-TGGAAATCAGAAAACCACTAAGGAATTTGGGAATTAGGCTTCTGCTGCCCTCTCTGCTAC
-TGACGGTCAAGGCCTCCTCATTGTATTCTGTCCTCCATATCTCTGCTGATTCCCATTTTG
-TCTATTTCCATTTACCCCACTACTGCTTGCTCAGGTCACTCTCCTTCACTGTCGGTGTTT
-GTTCAAATTCCTCAGACCCATCCACTTCCCATCTAAACTTCCCTCCCCTTTTCTCGCTCG
-TTGGCTCTACCTCCCTCCTCTCTGTTTTCTCCTCACTCTCCTGCCCCACCTCGACATCCA
-CAGCGAGGCAATGAAGAAGCCCCTGCCAAGGAGGAGCCCGCTTCTCAGTGGGACACCGGG
-AAGGTAGACACCCAACAGTCACCGCTAGTGGGAGGCGATTGTGCAGAAGCACGAGGGTTG
-TTACAGGATCGGGCAGGTCCCCTACCCCAGTCTCGGACTCAGGGTCCTGTCTGAGGCGGC
-CACCCCGAAGCGTGGGGTTTGCGGAGACGTAGGGCCTGGCGGAGGGAAGGACGGGGAAGC
-ATCTCAGGGAGGACTGGCGTCTGCCGAATCCCAGGGCTGCCCTGAGGGGCCAAGAGGGGC
-GAGGGTGGGGACGATGGAAGACAAGCCACATGCCGAATGGGGACCTGAGGCCGCGCGCGA
-TAGGATGGGCGGACGGTGAAGAGAACTAGGGTGGAAGGGCCGGACAGGGGCGACCTCAGT
-GACGGAACCGGACACAGACGCAGATCTGGCAGCTGAGCGACAGGCTTCGGAGCATTTCCG
-GGCGTCGCGGGACTCCCCGCCGACAGGAGGGCGGTTGCCGAGCCTGTGACATCCGCGGAG
-ACCAGCAGACCCCGGGTGTGGAGGACGCCGCAGGGAGGGGACTGCGTGGCTGGGTTTGGC
-CACAAAAAGCGGAGGGCACTCACCCGAGCGGACCTTGGCTCCGGATAATCCGTTTCCGGG
-TCAACAAAAAACGTCGCGCGAGGGGCGGGGCGCGTACGTGCAGGGAGGGGAGGCAGAGAA
-AAAGGCGGGGCCGGGCCGGGCCGGGGCGGGGTCTCGGGCAGGGGCGGGGAGCTTACCGAC
-CTCCCGCCCCCGCTGCGCGCGTTTCTGGCCCTGCCAGTGTCTCCGCCGGTTGAAAGCGCG
-TGTCTGCGTCGGGTTCTGTTGGAGTGCGTTCGGTGCGCCGTGGGTCCGCGCTGCTTCCAC
-CCAACTTCCTGTTAGGTAAGAGGCGCGTGAGGCTCCTGTGCCGGGGGCGGTGCTGCTCCC
-GAGTCGGCGCGCGGCGGGGACGCGAGTCCGTAGGTGCTGGCGGGAGCGAGAGTCGGGTGG
-GGACCCTCGCGAGCCCGCACTCCGCCTCTGGGTAGCAGCCTCTTCGGCCCCACACGGCGT
-GACGCGCGCTCGGGCTCCGCGTTCGCGTCGAGGCAGAGGCGTAGTAGGGGTCGGGCCCAG
-GGCTGGAGGGGCCGGGACCGGGCGGGGTGCCGCCCTGGACACCGCGCCGGCAGCTGTTCC
-GCGCGGGTTCATGTCATTCCTATTTTCAACCTGTCCTGCTCCGCACCTGAGATGATTTAT
-AAATTCGGTACCTTTGGGACAGGCGTGGATGACATCCCATAATTTACTTCGTTATTAATT
-TCTAAATGTAATACATACCACTCTCTAAAAGTATTTTTTAATTTGAAATATATTTGTATA
-TATGTACATATATATTTATTTATTTCTGAATTTTGTCTCCAGTACATATAATGAGGCTTG
-TAAAGTGGATAGTGTTCAGGACATAGGTGGATTTTGCTTTTAAGTAGTAAAGACTTAATT
-GGTGACTTACTGGGGCTATTTGATAAGGATTTTTTTTTTTAAATGAACATTAAAAACAGT
-GAAATTGTATTTCCGGATTTCATTAGCTTCATTTATATCTTAATTGGTGAAAACTGTAAG
-TTAATAACTCATTTTTATTTCCTTTGGAGATTCTTAAGTTTGTGCTACCAATGATTATTT
-CCAAAAAAAGGCACACTTCTGGTTTTCCCAGAACTAATGCTAGCTTCTCAATCTTTTGAG
-TTTACTTGATATTAATGTTTGACCTCAAATCATGTCACATTTTTGAAGAAAACTTTCTCT
-TAGCCAGTGGAACATAAACCACCCTGGAGTTCATATAGAGGAGGGGTTCAAATGCCTCTG
-ATAGTGTCGTGTTAAAACTCATGGCCAAACCCAAGGTCACATAGCTTTCTTTCCATGTTT
-TCCTCTAGAATTTGTATAGTTTTGTCATTATAAAATGGGTCTTGTCCTAGACCCCAAGAA
-CAGGTTTTTGGATTTCACATGGGAAAGACCTTTTGGCAAGTCACAGAGTATAGTGAAGTT
-AAGATAGTTTATTAGCAACTACTCAGCTACATAGCAGGGCGTCCTCAGAAAGCAAGAGGA
-GGAATGCACCTGTTGTAAACATATAATTTTTTTTTGAAACAGTTTCTCTCCTGTCACAAT
-GGCATGATCTCGGCTCACTGCGACCTCTGCTTCCTGGGTTCAAGGATTCTCCTGCCTCAG
-CCTCCCAAGTAGCTGGGATTACAGGTGCGTGCCAATATACCCGGCTAATTTTTTGTATTT
-TTGGTAGAGACTGGGCTTCACCATGTTGGTCAGGCTGGTCTGGAACTCCTGGCCTCAAGT
-GATCTGCCTGCCTCGGCTTCCCAAAGTGCTGGGATAACAGGCATGAGCCACCCGGCGCCC
-GGGCTTAATGTTTGTTTATATAGGTTATTAAGAATCAGTTTGTGACAGGCTATTAGTATT
-GTTACTTCTCTTTGTTACTGTCGATTTTAACATCAATTTATGTGTGTACTATTACCTTTA
-AAGTAAAACTTATTTTTAAACTAAGAATGCTGAGTGGTGTGCTGTGTGGGTGTACTGTGC
-TGGTGTTCTATGCAGGTGTATTATGCATGTGTGCTGTGAAAGTGTATTGTGGGGGTATAT
-TATGTAGGTGTGCCATGCAGGTGTATTGTACAGGTGTGCTGTATAGGGGTGGTATGCAGG
-TATATTGTGCAGGTGTGCTGTGTAGGTGTATTATATGGGCATGCAGTACAGGTGTGCAGC
-ATCTGAGCTCCGTCTTCACCTTAATCCCGAACACTCTTTTCACCTCTCACCTGCACTGCA
-GTGCTGTTTCCTGGATCACACTTTTTTGTTTGTTTGTTTAATTCCTCCAGGAGAATGAGT
-GTATAGGAAATAAGGATTTCTCTTCACATTTTACTTGACTAACAGTTTCTCTGGTTATAG
-AATATATTTTGGATTTAAAGCTCTCTCTGAATTTTGAAAACACTGTTTCATTTTCCGCTT
-GCCTCCTATGTTGTTCTAGAGAAGCTCAATCGCAATCTCGTCCCCCATCCTCAAGCGATA
-CACTTCTTTTTTCTTTATTATCTTGAAGCATTCAGGGTCTTTTCTTCATTTTTGGCTTTC
-TGAAATTGCAGGACAATATGATGTAGGTTCGTTTTTATCTCTGTGCTAGCTCTTTTCATT
-TGGAAACCTGTGTTGCGTTCTGAATGCTGTGGTCTGAAAGTGTACCTTCAAATTCATATG
-TTCACACTTAATGGCCAAGGTGATAGTATTGAGAGGTGGGGCCTGAAGGACGTGGCTAAG
-TCACAAGGGCAGAGCCTTCACAGTGGGATCAGTGCCCTTAAGGAAGGGCTGAGGGCCTGG
-GTTTGCCTTTTTACCTTTTCACCTCCTGCCGCGTGAGGGCCCAGCCACAAGGTACCATCT
-GGGAAGCAGAGTCCCAACCCTTGCCAGACACTGAGCCCACTGGTGCTTTATCTTGGACTC
-CCAGCCTCCAGAACTGTGAGAGATAAATTTCTGTTTTTTATAAAGTACTCAGTCTCCTGT
-ATTTTGTTGGAGCAGTACAAATGGAGTAAAACACTAAGACATTTTCTGGAATTCTTTGAT
-TGATAATTTTTTCTTCTCAGTCTTTTATCTTGTCTCTTCCTTGAACACATTATTTCTGGT
-GTTGAACATTCCAGACCACTTCTCCAATTTTCTTATACTTTTTTCTCCTATTTTTCACCT
-TTTAGATCTCTTTTTGTTGTTGATTTACTTTCTGTGAGGTTTACCAACTTTATCTAGTAC
-AAGTTTTATGGAATTTAAAAATTGTTTCAGAGTTTAAGTTCCCAGATCCTCTTTTTTTAA
-CTGTTCATTTTTCATGACTTCCAGTTCTTTAGTGGTGACGTATCTTTTCTCTCTGAAGAC
-AGTATTTACAGTTACTGGAATTCCTTCCTGCTCTCCACCTGTCTTTGGTCTGTTTTCCTT
-TTCCCGTTTTGATCTCTGTCCTTCATGGTGCATCCTCCTGTTGACTCCTGACCATCTGTT
-CACATGGGGCTGCTGTGGGGTGACCGGGCCACGCAGTCTCCCTTGGCAGCTCTCAGCTGT
-CTGTATCCGTCAGCATTTTCTCTTGGTCTGGTCAGGTTTTCCCAGAGGGGACAGTCCGTT
-CTCCAGCCTGGGACAGAGGTCAGGGACACATGTGCTCCCTCCCTGGGTTGGCTCTTTATA
-TGGTGAGTGGCAACTGGTTTTGGACCTCTCTCTTGCAGGCTGGGTCTGTGGGATGTAATT
-AGAAAGCAACTTTATTTCTATTCACTTACATTTATTCATTGGAGGAGGAGTTTCTCTTTC
-CTAGGGTACACGTGGACATGCCTATGACTTTTCTGCTTTGTCTTATGTTTAAAAATGTCC
-TTCAGTCATTGCAGGTCACAAGCAGGCTATCAGCTCAGTAATTAAAATAATTCGGTTCTT
-CATAGTGAATGTAATTCTAAATTAGATTTTAAGTTGTAACTCCCTGCTTCAGCAATGGTG
-ATGGGGCCTAGAAACCAGAGCACCTGAGCTCCATCCTACAGGGGGCCATACCGGGATCTT
-TCCATTTTCAGAGGCTTCTCTCTGACAGTGAAGTGTGATGACAGACTTGGGGGCAGGGCA
-ATGGCTAGCTTCTGAAAGCCGCTGGCACTTTAGTGATAAATTTAAATTAAGTGACGGGTA
-GTGAGGTGTTTGTCAAGGAAAGTGCCGTCCAAATGCTAAATACTGATTATTTCTGCAGCA
-GTGACTGCAATACCTCACTCAATCTCTGTCTTTCTTGAAGAAGTCATAAATAAACACGAT
-GAATCTATGTAGAAGCGGTAAGTCAGAAAAATCTGTGTGTTTCATTACATAAACAACGGT
-TTATCATTAATTGACAGGCTTGGATTGGGAGTTGTTAATGAAACTGATGAGATGTTGGAC
-AGATGAGCTCCCTCTTATTTCGAAGAGCTTATCTAGGGCTGAGTCATGGGACCTGATAGC
-GTCTTGTGGTGCTGTCTTCTTGTAGATATATCCGTGTTTTAGAGGATTTAGTTTTTTAAA
-ATTTCTCTTAGAATGTGAATTTTACAAAAAAGCACTTCCCAAATGGATGATTATTTGAAA
-AATGAATTGTCAGACAAAACTGACACATCAGTTATGGAGAAAACCCTTCAAGAACTGGCT
-TTAAATGTGTTTTAGTGGGAGCCACAGTGTGGAGAGAAACAGAAGAGGGAGGAGAGGGCG
-CCCCTTGTTTCTTCTCTCCACAGCCAGGCCTTCGCCACCTTTCTCAGTGTCTTCAAGAAT
-AAAATGCCTCCGTTGTTGGTTTTAGCTGCTTTTCTCCCTCGGGGTAGGTAAAGTGGTTCC
-AAAACGACAAGCATCCTGTAAAGTCGGAAGAGCTGTGTCAACATTAAGCTGCGTGACTTT
-GGCTATGAGGGAAAAAAGGCTGGTGAGTGCAGAGAAGACAGAGCTGTGGCAGGGCTCCTC
-CCGCCAAGTCGCCATGGAGAGGGGCTGTGAGGTGTCCTTAAACGGCCTGGTCTCCAGGGT
-GACTCAGGAAGGGCTGAGAGTGGTCAGCTCCCTCACCTGCTAAACCCGCAGCGCCCCGCT
-CAGCACACACCCTCCACTCTCCAACCTTGCCCAAGTGCTGGTCCGTCACGGCACCAGGAC
-AGGGCATGGAGACTTGGGCTGATTCTTTTCTCTCCCTTCCTCCCTCTTTTTTTTCTTCTC
-TCACTCCTCCTTTTCCTTTCCTGCTGTTTCCTGCTCTCCTGTTTCTGTCCTGCAGTGTCT
-GGAGCTCCAGAGAGGCTGGCCCTGGGGTGGGGTCCACATGGACATGGGCGTAAGCAGGTT
-TGATGGTCATGGGCATAGGCAGGTTCGATGGCCAGAGTTCTTTCAGCTCACAGTAAGTTT
-TGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTGTTTTAGATGGAGTCTTGCTTTGT
-CGCCCAGGCTGTAGTGCAGTGGCGTGATCTTGGCTCACTGCAGCCTCCACCTTAGAGCAA
-TCCTCTTGCCTCATCCTCCCGGGTAGTTGGGACTACATGTGCATGCCACATGCCTGGCTA
-ATTTTTGTATTTTTAGTAGAGACACGGTTTCACCATGTTGGCCAGGCTGGTGTCCAACTC
-CTGACCTCAGGTGATCCATCCGCCTCAGCCTCCCAAAGTGCCGGGATTACAGGTATGAGC
-CACTGCACCTGGCCTCAGCTGACAGTAGGTTTTAGAGCCAGATATTTACACACTAACTTG
-CCAGAAACATATATGACTTTATTATTCTAATTGATTTTAAGAGATATTATGAACTCAAAT
-CCAAAGTTACGTCCCACCTATCATGACAATTTCATTAAGGAAAAAGTCAAACCATTTTGG
-AAATGATTTAAGTGAGCAACTTGGAAAAATTTTCTACATTCCTAACTTACTTTCCAGGGG
-ATCGTTCCTGACTTAACATCTATCAGGTGTCTTAGCTTAGCTCTCTTTTTACTTCAGGTT
-TTTCTTGCCTCCTCAGTGTGCTGGGAGTCCCACTCCACTCAAATGCCCTCAGGTCTAATA
-ATTAACTTCATTGCAGGCTCCTGGCAGGCCTGGGTGGGCGGCAGCTGCATTGTGCTCCTG
-AAGAAGATTTAAGTTGGGTTTGGTGAACTGGTAGAATTTGCATTTTGCTGTTTCTTTCCC
-TCTCCCAGAATTTGTACCTTTAAATAGGTTTTTTAGTGTCATTAAGTATATCAAAAGGAA
-ACCCAGTGGGGCAAATTGGCCGGGCTCCATAGAGGTGGCCTTGTCTAAGCCTTTCATCTT
-ATCGATAAGGAAAGACAGGACCAGAGAAGTCGCCGACTGTCCCTGGTCCCACTGCTTGGT
-TTGGGGCAATTTCCTGAAAATAATATCCAAGATGCAAAGCATATGGCTCTGGTGAGACAT
-GTGTGAGGAGCTGAGAATGAGACGGCTGAGTGTCGGGGGCAGATCACGAAGGGCTGCGCT
-CACCATCAGGAGGTCTGGACTTCGCTGTGAAAGACACAGGCCCTCATGTACGTCCAGGAT
-GCGGTGACAGCGAGGCTTGCAGGAGACAGGTCCCTGCTGTGTGGGGGTGAAGCTGGAGGC
-AAGATGATGCCTGGAGCTAAGAGATGGTCACAGGAAATCCGGCAAGAATTAACGAGGACT
-GGACAGTGACAGGCAGGCCAAAGAGTGAGAGGAACTTCACTGGCAAGAGCCAACAGGGCT
-TGTTGATTTAGGAGAGGAGACAAAGGACTGAGGGGTTTGGGGGCTGGGGCCTGGGAGGGT
-GGAGAAGCCACTGTCTGCATTATGGGATGCAGGAGGAGAAGCATTCAGTTCTCCACACAA
-TGAGTTCCCTGAGAGGTGTCTCAGTGGGATCGTGGTGCAGTTGGAAATGTTCATGAGAAA
-GATGAGAAGCGGCACCAGCAGCAAACATCCAGGAACCCAGAAACCATCAGCACAGGTGCC
-TGCTGAGTCCCATAGACCCACTAATGGCCCACCAGGACCAACCAGGAAGCAAGTGTGGAG
-CTGGGAGTGAGGGAGCTGGGTGTGGAGATCAGGGGGAAGACTGTCATCTAAAGGGCGAGA
-GTGGGAAGGATGGAGTCATCTGTAGCTACAGGGAACCACCATTAGTCAGTCCTTGTGATG
-AAGGTGCAAGATGTTCCTGCTTCCGCGCACGTCGCTCCTGGGCTGTGGGCAAGTTTGGAA
-CTGCTGTTGTTCCCCAGCATAGTCTCAAGCGAGTGGAATGACGGTTTCCTATAGAAGCAC
-AGTTCCTACAGGAAAGAAGGCGTGGTTAAGAGCATGAGGGCCAAGGAAAAGGAGGGGATT
-AGAGATAGCCAGCAGTGAGGGAGACGGTTCCAGACACGAGCCGAGTGGGCAAAGCAGGGA
-ATTCAAGAGAGAGAGGAGCATATATTACGCAAATTTTAAATTTTTTGGTAGCAAGCAACC
-TAGCAAAACTAGCTGAATCCAAAGGGGATTTATTGGCTCACATCATAAAAATCTAGTGAA
-AGATTCTAGCTGAAGTCATAACTAGATATACGAGTTTAAATAATTTTGTCAGAAACTGTT
-TCTTTGCTGCTCATCCACCTATCCATCCACCCATCTATCCAACCCTCCCTCCCTCCATCC
-ACCCATCCACCCACCTACCCACTCACCCGTGTCTTTATCCATTGATCCACGTGCACATCC
-ATCCTTTCATCTCTACTTTCCTCCATCCCTCTCCCTTGCCTCCCTCCCCATCCATCTGCC
-CATCCCTCCATCCACCTCTTCATCTCTCCTTTCCTCCCTCCCCCATCCCTCCACCCCCTG
-TTCACCCACCCATTCATCCATCCCTGCATCTTTCCGTCCACTTCTCTATCTTCTTGTCTC
-TGCTTCTCTTTGTATTTTGTTCTCACTATTCTCTATTTCATAAGGCTTCCTGAAAGCGGC
-ATCCATTTATTCCTTGTAGCAAGATCCCTAGAGAAAGACTCATAATTTATCTCTCAGTGT
-TCATAAACTCTCAGGGCAAGTTTTATTTGGCCTGACTTGGATCACCTGCCAATATCTGAA
-CGGATTGCACACCCAGGTAATGGAGTATTTTAATCACTGCAGACCCCCCACCCTCACCTG
-ACCAGTGCCCCACAGCAGGACCACGAGCAGGGCCAAGGTGTCTCCAAGGTGCTGAGGAGC
-TGAGCGCTCAGCCAGCCCACGGCCACGATGGTGTGCCTCCGAAGCCACGCGGCTTACTTC
-ACAGCCAGGATCCGGGATCAGGCTATGTCCCATGCAGCCTGATGAAGGGTAAAAAAGAGC
-CCAATGCAGAGTGCTGGGGAAGCATAGAGAGAGCCGGGGCACCTGACCCAGCCTGGGACG
-GTCAAGGGTGACTGCCGTGCAGGAGTTGGCATCTGAGCTGTTCCTTAATTAGAAAGCCTG
-GCACAGAATGAAGAATGCATTCCTCAAACTGAGTCAGGGTGCAGGGATCCACATGACCGT
-GCTCCTCTTATCCTTAGGAAGGGACAAGAGACTTCTATCCTTTGGCCTGCAGCTGCTGAA
-ATGACCCTTGCAAGTACTGAATCATCTTTAATGAAAAAATACACTAATATGCTGCAAATT
-TGGAGCTTATCCTTTCAGTCCAATCCATGGGGAAGGTGTGAATTAAAGACCCTGTGCGTG
-TGCTGGAGGCATCGTGGACTTTTGTTCACGATTTCCTTTCCTTTTGATGCTTCAGTTATG
-GTGGTTGCAGCTCTATAAGCTGTGTGATATGGGCAATTCCTCTCACCTTTTGACCACTAT
-TTTTCTTACTAATGAAATGAATACATACAAGAATACTTGAAGTTTAAATAATGAAACATC
-TGATACTCACAGGCACTACAGTATTGGCTGAATTCTTAAGTGACTATAGGACACCTTTAA
-GCATGTTCTAGGGCAGGATAACCAAGGACACCATCTCACGTGCCAGGAAATGAGGGGCCT
-GTGTCCAATAAGTCCCTGGCTCCATGTGGCTCTGCTGTTGCCCACTTCTCTTGGACCCTG
-GTTGTGGTCTTCCCTTGCCACGGGGCCTTTGCTGGTGATACTCCCTCTGCCTGGAGTACC
-TCCATAATGTCCACTGCTGGGGCCTTGCCCATATTCTCTACATGTGGCACTGCAGTGCCC
-CCCCAGCCAGCTCCCAGGGGCCAGTGCCCCCAGTTCCTTGTCCAAGGTCTTTGTCCCGCA
-GCTAAAACCCAATCTGCTGCCACCGGCTCCATCCACAGGCAAAAGTTCCCGGGAATAAAT
-GCGTCAGGGCACAGCCCTCAGGAGACCTTGGTTACGGACATCTATCCATCTCCTCGCCCT
-CTGGGGTGAATACATCTCAGGTGCACTCTTTTGGGTGTTTCTTTTTGCTTTTGTTGTTTG
-CATTGGCTCCCAGAGTCTGACAGTGGCAGAAGGCTCCAGCTGCCCACAGTGGTGACTGGT
-TTTAAGCGTACCCTTTGTTGGCCATCTTCCTCTCTCTTGGAAATAAACAGCCTGCACTCC
-AATCCTTGTCACAGGGTCAGCTCCTGAGGGATCTTCTTGGCCTTGCTAATGCTGGCTTAT
-CCTTCAGAATTTAGCTTCCATTTTCACTTCTTCATGGGAGTCTTCTTGAGTATAGTCTCC
-TCGTCATGTCTGCCGCTTCTTCCTGAGTCAGGGAATATCTCTTAGGCCATATCTATTATA
-GTCGTGGTCTGACTTATATTTGTGGTCAATTTTTTTTTCTTAATTTTTCGTAGAGACGGG
-GTCTCACTATGTTGCCCAGGCTGGTCTCAAACTCTAAGTGATCCTCCTGCCTCAGCCTCC
-CAAACTGCTGGGATTACAGGCTTGAGCCACCAAGCCTGGCCTATGTTTGTGGTCTCTTTG
-ACTAAAAATGATCTTTTCTTCTAACCTGAAATCTCCTGAGGGATGGAACTTTGTGTCTCT
-TTGGTTTATCCCAGCATATAAATAGTTACGCATTTTTGAATTAACAAATGAGCACAAATT
-TGTATCAAATTATTATCTAGGACAAGCAGTGGAAAAAAATTCTGTAAAGGGCCGGGTAAC
-TGTTTTAAGCTTTAAGGGCCATGCAGTTTCTGTTGCAGTTACCAACTCTGCTGTTGAAGG
-GTGAAGACGTGGGTAGGTAATATATAAAGGAATGAGCATGTCTGGATGTTCCAATAAAAT
-TTTATTTTCAAAAATAAGCAGCAGAGGAGAGCTTCTGGAATGGTGGTGTGAGGAGCTTGG
-CAGGCCCTCTATCCAGGGAAATAACCATTTAACCTCCGAACATTCATTTTTTTAAAACTA
-GAAATTATCCTAAAGGCATACAGCAGGTGGATAAATATTTACTCAAATAAATAATCAAAT
-CTCAGTAAGAACGGTAAGGATCAGTGGTATCAGAGCCACAATCCACCGCTCCCCACCCTC
-AAAGCGCATTGTGATGAAAGCTCTGCTCCAGGAAGGTCCAGCTAACAAGATGCTGTGGTC
-TGTCTTCCCGGCTCCTGGTCTAGGGCTGTGGTTTCACCCCAGGAAGGCAGGCCACCAGCA
-TCTCTCATCCCTCTCAGTTTGCACTGCAGAAGCACCGTTCCAGGAAGTTGCAACTGAGAG
-GACTAGGGCTCCCCTGCTTCAGCCTGTGCTTGTCCTCAGAGGGTGGGAGCCCCATCCCAG
-GTGTGGCAGACTGAGCACATCTGCCTGGATTGCCCCACACCAAGTCACTCACAGTGTGGA
-GGTTCCATGTCTGGAGGGGCAAGCTAGGAAGACAAGAGGCTACCATGCCCACCCAGCTAC
-TGGCTCATGCAGCAAGGGTGTCGCTCTGGTGGAACTGGATCACGGTCCCCAGGAGCAGAG
-GAGACCTAAGAGCAGAGCATGTCCCTGAGGTGACAGACTTTACTTGGAGAACAGCATGCG
-GAAGTTCAAGCCCAAGGAAGTTGGCAAAAATAGTGGAGATTTTGTTGATGAACAATTAAG
-AGTGGGTGAAATGGTAGACTAGATAGAACTTAAACAGAGGGAACAAGGAAGAGAGATTGT
-TGAGAAGAGCTCCGGGGTCTGAGCAGACTTGAAAAGCTGGCAACACTCTGCCCCTGCAAA
-AGAGCCTGATGTTCACTGGATGAGTCTATGGAGCAATTTGTGCCCCAGGCATCATAAAAA
-ATGATAGAGCACTTGCATTTAGTGGATGTTAACAGCTGTGTGTGACACCAAAGAGAGACA
-GACCAGCAGAAGCTTAACAGAGAGCCCAGAGAAAACCACAGATACCACAGGTGGTCGGAG
-AGACTGTGTGCTAGTCCAAGGCTGTGCCCTCTGAGGAGCAATATCAGAGCTACGTCCCTA
-ATCAAATAAACAAGCAATCAAACAGAAATAGCAGCCCCTGCGGGTCGGGGTCAGAATCCA
-GATTTGCTATGATATATTACCTAAAATGCCAGTTTCCACAAAAATGCAAGAAAACAGGAA
-AGTGAGACCCATGCTCAGGAAAACAGAAGGCAACAGAAACTATGACAAATTCCAGACATC
-GGATTAACAGACAAAGACAGCCAGTGTCAAAACAGCCACAGAAACATATTCAAGTTACTA
-AAGGAGACCATGTTAAAAGAATTAAAAGAAATTATGATGACAGTGTCCCATCTAATAAGG
-AATATCAATAAAGAAATAAAAATTATTTTAAAAAACAAAAAATTGTGGAGTTGAAAAGAA
-CAATAACTGAAATGAAAAGTTCACTCAGGGGCCCAGCAGTAAATTGGAACAGTCAGAAGA
-AAGAACCAGCAGACTTGAAGTTATGTCAATAGAGATTATACAACCTGAAAAACAGAGAGG
-GAAAAATAATTAAGAAAAATGAATAGAAGCTTGGGACATCCTTAATGAGAGTACCAGAGG
-AGATGTGAGAGAGAAAGAAGCAGAAAAAAAGTTCCAAGCAGAAAAAATGTCCAAGAAATA
-ATAGCTGAAAAGCTCCCAAATTTGCTGAAAAATGTTAACCTACACATTCAAGAAGCCCAA
-AAAGCTCTACACAAAGAGACACACCTAGACACACACACCTGGACACACACACCTGGACAC
-AAACACCTAGACACAAACACCTGGACACACACACCTAGACGCACACACCTGGACGCACAC
-ACCTGGACAAACACACCTGGACACACACACCTAGACACACACACCTAGACACACACTCCT
-GGACACACACACCTAGACACACACACCTGGACAAACACACCTGGACACACACACCTAGAC
-ACACACACCTGGACACACACACGTAGACACACACACCTAGAGACACACACCTGGACACAC
-ACACCTAGACACACACACCTGGACACACACACCTGGACGCACACACCTGGACACACATAC
-CTAGACACACCAGAATCAAAATGTTCAAGACAAAGACAAGGAGAAACCTTGAAAGGAACA
-GAATAAAATGGCTCACCACAAAGAAGGGAACCCAGTAGGATTAACACTTGATCTGTCTGT
-AAAAGGATGGAGGCCAGAAGGCAGTGGGATAACATATTCAAAGTGCTCAGAGGAAGAAAC
-TATTAATCCACAATCCTATATCCAGCAAGGCCATCTGTCAGACATGAAGGTGAAATAAAT
-TTCAAGATAAGCAAAAACGGAGAGAATTTCTTGCTAGCTGAACTGCTTTATGAGATATTA
-AAGGAATTCTTCAGGCTGAAAACAAGTGAACTCATACGATTTTCAAATCCACACAAAAAA
-GCAAAGGGCAGTAGTAAAGGTAATTATGTACTTTTTAAAAAAGGTGTAAATGCATATATT
-TTCTCCTGTTTTCAAAAGCAACTGCATAGGACAATAAGTATGGAATTGTATTATTGGACG
-CATAACATACAGAAATGTAATATACTTGACAATAACAGTACAAAGGAGGCAAATGGGAAA
-AACTGCACTGGAGTAAGGAAATGGCCACATATTGTATAATCCCATTTATATGAAATGTCC
-AGAATAGGCAAATCCACAGAAGTAGAAAGTAGATTCATAGTTGCCTGGGCTTGCGATGTG
-GGTGCAAGAAAGAAGGAAATGAGTACTAATGAGCATGTTTCCCTTAGGGAATGACAAAAA
-TGTGATGATTTCACAGCTCTATGAACGTACTAAAAACCATTGTAGTATTAAAAAAAAAAA
-AAAAGAACAAAAGAAAAGAAGAGTAGAATTTTGGGTACATAATTGTAAAATCAATCTTTA
-GTGGAAAGCTCTGTTATCCAGAAACTCAAAATTAGCTACATAACTTCCCCAGAAATATTC
-ATCCGCAGCAAATATTCATCAGAGACAGAATCCAAACCCAGGTCTGTGTGAATCTAAAGT
-TTATTTTCCTCCACCTGCCTTAACAACAAATTATTGAATAACTCAAGGACACAATACCTC
-GAAAGAGTCTGAAACATTTCTGTGATGAATTTACTTATGAATCCCAATACTCTTGATTCT
-AGATGATGTGTTTTGTTCAGCATCTGTTTCAGTCATATCAAGTAAAACCACTTCCCCCAG
-GTAATATAGTTTTCCTTTTTACTTTTTCCCTTGGCCTCAGCATTTACAGCCCCGTGCAGA
-CTGTTTTAACAAACGCGTTGGTGAGGTGTGGTAGAATCACAGGCAAAGGCGTGCTTTGCT
-GTGCTGTGTAGGTACATATCAAACGCTCACCAAGAAATTATAAAATATTATTCATAGCAG
-TTTTTTTCTTCAGTATTTTATGGGCTAAGTGCAATCTGGCTTTTGATAACAACGGCTGAA
-TAATATTTGAGTTTGCCAGCTGAAATGTCCTAAATATCTTATTGATTCATTTATTGCCTC
-TTCAAATAACAAGGCAACAAGACAGTGTCAGAATGCTCAGTGTTTTTACTTTTTTGTCTA
-TCATGGGATGGTGTCAGTTTCAGTAAAAACGATGTCTCTTATTTTGGTCCACATTGTAGG
-AATCTCACCAGTGACACGCGTTTGTGAAAAGCTGTGAATATTCAGTGCCACAGGGTTAAA
-CCTCGGTACAGAAGCGAGACCCTGCTGGGCAGAGAAAGGGTGACCTGGAAGGTGTGTGAG
-GGCCCCGCCCATGGGCCCCTGTGATGGTCATGGCCTCAAGAATCACAGTCCAGGTGAGGC
-CCTGAATATCCACAGCCAGGACCAGTTCCCTCTGCTCTTGGGTGCCAAGGCCACCGTCAG
-CCAGGAGAGGCCTGCAGAATCAGCCTGTGCACCTCTCTGACGATAAGCAGAGATGCTGGT
-TTAGAGACTTGCTACTCACGGGGAAGTCCTTGGGCCTCCTGTACTCACATTACCTGGAAC
-TTCTTGGAAATTCAGAATCTCAGGCCCCAACCCAGACGGACTGAATCAAAATCTTCATTG
-TGGTAAGACCCTCGGTGACACACAGGCCTGGGAAGCACAGGTTAGCGTGTCACCTTGGGC
-AAAGCTCTCAGCATTGTGAGCCTCTGTTTTCTACTCTGTAAAGGAGGCATGAATATCTAC
-AACATCAGTTTGCCATGAGTATTGAAAAATAATGTCTTAGAAGCACAGGGCAGAGCCTGG
-CATGTAGTTTGTGCTCAGTGCACAGCAGACAAGAAACCACATGCACCAGACCTGGGCGGC
-CGTCGGCAGCCCACCCTGAGCAACCATGGGTGGCCCTCTTGTCTCTCGGGACAAGAAATG
-CTTCTTTAGAAATGCTTCTTTCCTTTCTAAAATGAAAGTTTTGGACAGTATTTCCTTTCA
-TTTAAAAATTTCATCTGTGTATTTGATGGCCTCTGTTGTTTCTTTCCTGAAACTCCTGCT
-AACATACTGGGAGCTGAAGAAGGGCTCCGTGAAGGCGAGTAGGGGTGCCTGTCCCTCCCA
-GGGAGGAGCTTCCCTCCTCTCACCTGCTGCACGAGCCCTAGTGCTTCACCAACTCCAGCC
-TCAGTGCCCTGACACTGGGGGAGGGAAAGGAAGCGCACGCACCAGCCGTTCCACCCACCG
-AAGTTGTTTGGTCCCAATCTGCAAAATCAGTTAAACGTCTTCCTGCCTGGCAGCAGATCA
-AAGGGTGAGGGGTCTGGGACAGACAGAGACGGCTAGAGAATGGATGGTGAAGTGCTCAGA
-GGCCCTGTGGGCTATCCCACACTCGGCGGAAGACAGCAACACCATCAAATCTCCACCCTT
-TGTTATCCATGACTTAAAGAAAAGTGAACAGGGAGGTGGACAACTGTGCAAAGACTGGCT
-GGAGTCAAATCCTGGGCATAGGTGAAGCATCGAGAATGCTTGTCACACGTTTGAATGTGC
-AGGGGGACTCTGACTGGAAGCTCCTAGCAGAGGCTGAAGACACTGGTTAGGTCCTGGTGC
-GTGCCTTGGGATGCATCCCAGGCAACGGGCCCAGGAGCTTGAGGTCATGTCCACCTGGCT
-CACCAGGGAGTCCTGCACCATTCTTCAAACCTAACTGGAAGAGACACTGATCCTTCCTCC
-CACCTAAGGGCTCCCAGAGCCACAGGTCTCCGACTCTCCTGCAACACCTCCTGCTGCCTG
-TTCCCACCGCCCATGATTCACTCAGTCACCATCCTCAGCAGCACCCGACAGCCTCTGTGT
-GTCTGTGTCACTCACCATTACCAGCCCCCTGGGTGCCCAATGCATGTATGTTAGACAGAA
-CAAATGCACGGCGGCCTTCAGCAGCACCGACCGCGTCAACCCCTCTGTGCTCACACCAGG
-AGTGATCAGCGCACACGCCCTCCCACAGGATGGGAGAAGGTGATAACAGCTGAGCTGGGT
-GTCCAGAAGCCAGCCCCACCCCACAGCCACTACTGAGAGGTTATGAGATCATGGCCTTAT
-CCCGAGTAATGCTGCTGCAGTGAACTGGGACTTTTTTCCTCTGAATTCAAAGGTGGGGCA
-GTCTAGGCACCTGGATGCACCATCTGCTCTGTCCCGGCCTGGTGGCTGCTCACTGTGGGA
-TGCTGTGCAATTAGACAGTTACTATCTTTCCCTGGTTGACGGATTAGAGTTTCCCTTTTC
-TGAGCATCTTGTTTTGAAGTGATCCGAAGTGTTTAGGGTTAAAGAGCGTGATTTTCCCAA
-ACTGTCCAAAGAAATAGAAGCAGGTCTGCAAGAGGGGGGTGCCCAGAGCCTTGAGATGGA
-AGCGAGATGGGGTGAGACCTGGGGAGCTCTCCAGGCCGCCGGGAAGCTGCACGTCATCCT
-CTGGACCTCTTTGCTGACTGTGTGCTGTCACCACAGCAGCCGCCTTCTCTCATCTGTAAA
-CAGGATTTTACGTAAATTTCCATACACTTGGTTGTTGACAATTAAGTAGATTGTTTTTAA
-AGATACTTGAAATGATATCAGAATTTCCTAAATATATCATTAAAACAGGAAACTTAGTTA
-CCTACTCACTCGAATCACTAGAGAATACCAAATAGGAATAGGAAGATAACACACTGGTAA
-GAAAAATGTCCAAGGCCAATCACAGGAGTCAAAGCTCGTGATCAAATCAGCTCTGCCTGG
-GGAGGCCGTGCTCATGGCACCATTTAGTGACAAGTGGGTGACTCTGGGGCAAGTTCCAGG
-GGTGTCACCCCCAAGGCAGCAGCTCAGGTGCAGCCACCATGGAGGCAGTTTCACTGAGGG
-GCCCTCTGAGGCCCCTACTCTGAGATTCTAAGACAGGGTTTGAAGAATGTTCCAGCATTT
-GAACACATGAACCCTATGATGTCCTGCTGTGAGAGAGAACAATGTCCCAATTTTGCCCAG
-GTGATTTGAACATCTCGGTATGGATCTGTTATGGGTTGAATTTTCTCCTGCCCAAATTCT
-TATGTTGAAGTCCTTACCCCTGATGGGACTAGATTTGTAGACAGGGCCTTTAAGGAGGTG
-ATTAGCGTAGTGAGGTCACCAGGTGGGCCCTGATGCAATCTGGCATCCTCCTAAGAGGAC
-ATGAGGACACAGACACATACAGAGGGACGATCGTGTGAGGACACAGAGGATGGCATCTGC
-ACGCCAAGGAGAGAGGCCTCAGGAGGAACCAGCCCTGCCCACACCTTGATCTGGGACTTC
-CAGCCTCCAGGGTTGTGAGAGAGAAATGTCTGTTGTTTAAGCCATGCAGTCTATGGTGCT
-TTGTTATGGCAGCTCCAGCAAGCTAACCTGGGATCTAAAATGATACTTAAACTGGTTCAG
-TCTGATTCTTAAACTGGTTCAGTGGAGCTAGGCCAGGCTCCCTCTGAGCAGATGTTGGTC
-CCTTTGCAGGCCTGCTGTGTGTGATGATTGCTAACCAGGTTATGACAGTGATCTTTAAGT
-AAGTGGGAATCTTGTGAGTTTTGAGGTTTTGTTTTTTTTTTTAATGAAATCTACATGGGA
-TGTTTCAAAAATAGCAGCCTCTGTATACATTTGTCAAGCAGGAAGCTGGGTCTGCGGGGA
-GTAGGGTGGGGCTGGTTCTCCCACACGCTTGCCACTTTCAGGCCCTTGCCTTGCATGGGC
-TGCGGTGGTTCTGCCAGTGTGGATTCGAACCGATAGGTTTCGCTGTACCTTGATCAGCAT
-CCTGCTGCCGAGAAAGCCAAAAAGGGCTGGAGCAACCCTCCCGTGTGCCATGTGAGCCTG
-TTTCCTTTCTACAGTCACCAGTTCACGCAGCAAGTGTCAGAGCATTCCTGTAAGGCCCGG
-CTCTCCACAGGGGCCAGGGGAGCTTTCTCTGGCAGGGTCTTCTTCACTGTGTGTAGGATA
-CGGCAGCCTTTGAGGCTGGGGAACCGAAGTTTTCCTTTTATTCTATTTTAATTAATTTAA
-ATTACAATAAGTATTATCACTAAGTTTATGCAAACACGTGAGGGAATGCTGATTTAGAGC
-TGGTGGCGTAAGGTCACAGAGCTCCCACGAATCTCACATGGAAGCCTTGTTTCTCCAGGT
-TTTTTGTAGTTTGTACTGAATCACACACCATGCTGCTTCCATGTTTTTTCAGGGATTTCC
-AACACAGATTTTCCTGAGTACCCTGGATTAATCTCCTTTTGGATAGGTCCATGGGGGCCC
-TGCTGCTTTTTCCCCTTAGCCCTGGGCGAGGTCATCATAGAGGGGGAGTGGCAATGGCTC
-ACAAGGTACTAGTGGAACCCCAGTAAGTTATCTCAGAGCCCGCTTAGAACACAAGTGCTA
-CGTCCCCCAAAAGCTTTGCAATGAGTATCTGATGGGAACAAACTCAGTCAAGGACAGGCC
-CAGGTTGGGGCTTGCAGGCTGCAGATTCAGAATTGTTTATGAGATGGGAGCCATACTTTC
-TAACAACAAGACCTGAATTTCTCAATTTAATCCAAGTCGTGACTTAAGTTAGCGCCCTTC
-CGTTCCTCTATTACATTTCTGTTCGGCATGGATCAAATTGCCTACAAGGTGGAACAGATT
-TCAACTGCAATCTCTGAACCAGAAAATTCACTTATTCTCATGAAAGTTTGTAATCTTTGG
-AGAGTTGCTTAAACACTTAAAACCATCTTTCCTCTTTCTATACTCCAAACTTACCTGCTG
-CAATTTCTTGCTAAGAAGCAAAGTGCTATTTGCCTATTCCTATCTCTCTTTACCATCAGA
-CACTCCTTAAGTTAAGAGCTAGATAATTCGCTCAGCCTCAGGCCAGGCCGAGCCTCACTC
-TAGAAGTCACATTCCTGAGGTGTAGGGGGTCAAAATGCCTCTCATTGTTCAGAAGCAGGT
-GAGGGGCCAGCCAGGGCACATCCTGCTCTCCAGGCTTGGTTCAGATAACTGTCAGCCCAG
-TTTTCAAGAGCACACACCAAAAATGCACCAAAGCTTACATCCATACAAACACCCGCACAT
-GGATGTTTATGGAAGCTTATTTGTTTTTATTCATAATCACCCAAACTCAGAATCAACCAA
-GATGTCCTTCAGTAGATGAATGGATAAACTGTGGTGTGTCCAGGCAGTGGAATATTATTC
-AACGCAAAAAGAAATGAGCTATCAAGGCATGAAAAAATATGGGGGAACTTTAAATGCATA
-AATGAGTGAAAGAAGCCAGTCTGAAAAGGCTACACCCCGTGTGCTTCCAACTACAGGACA
-TCCTGGAAAAAGCAGAATTACCAACACAGTGAAAGATAAGGCCTGGTGGTGTGGGGAAGG
-ATGAACAGGTGGAGCACAGGGATCTTTAAGGCAGACAATCTACTCTGTGTGATACTGCAA
-TGATGAGTTCATGCCACTATATATTTTCCCAAACCTATAGAATGTACAGCACCAGTGGTG
-AGCCCTGATGTGAGCTGTGGACTCTGGGTGACAATAGTGTGTCAATGGAGGTTCATGGAC
-TGTAACAAATGCATCACTCTGGTGGGGGATGTTGATAATGGGGGAGGCTATGCATGTGGG
-GAGGTGGGTACATGGGAAATCTCTGTACTTTCTGCTCAGCTTTGCTCTGAATCTAAAACT
-GCTCTAAAAATCGTTTATTTAAAAATACACCAAAGCAATGAGGCCGGGCATGCATACAGC
-CAAAGCCAAATGATATTTGTGTGAGTCAGGTAAATTTGAGATCTGAAAAATGATCACTCC
-AGGGAGGCTGAGCTGTCATGGGGCACTTATTGAGAACCTACTTTATGCCCATCTGGTGCT
-TAGAATTACGAATTAGCTATTATTATTACTAAACAATTCAAAACAAAGTCACTTATCTCA
-GGGCGCTTTCAATCTTGTTGCCATCGAAGCTAACAAAAGTGGAAACAGAACAAAGCTACA
-TACGGCACATTTCCCAGAACATGCCAGGTGGAGCCTGGCCCTGTTGATTGTGTGTGGCTG
-TCACTTGCAGGAGGGTTCCATGGACAAGTGAGTTTGGGAAATGCTGGGTTGGGCAAATAT
-CAACAGGCTTCCTTACTGCAAGATTTCTCATAGTCAAAACATACTTTAAATCTCCAAGAG
-GATGATACAGAGAGCCATGTTTCCCATAATTAGTTGGCCCCAGAAACAGTTTCTTCTGGG
-AACATTTTGTAAGATTAGTGCTCCTTGAAACACACTGAGGGAGAGGCTAAACTGAGTGGT
-AGAGATTCATAGACTATTTGGATTCTGGCCCCAGAGTATAAAAGGCCAGGGGGAAAGGAC
-TGTGTTCCTGAGATGGTGAGGTGGAGAAGGGGACGTGTTTCTCCACCACCCACAGAGAGG
-GCTGAGAAGCCCTGGCACACGGGCTGAATCTGGGAGGTCAGAAGGTGAGGTGAGAGGACA
-GGAAGACAGCCCACGAGACTTCCAAAGGAAATGGTGAGTCTTACCATGGCTCTCTGGGCT
-GATGGCAGGGCCCGGCACAAGGTAGGAACTGAGTGTGAGTGCGGGATGCACCCAGGTCTG
-AAATGCTCAGGAAGGACCCTAGGACATGAGCAACCTGGGCTGGTCACTCATGGAACCTGA
-ATGGCTGGAAAGAAGGAAGGGTGATCCTGCTAAGACAGGGCGTTGTGAAGATTTCCTTTC
-CCTCCGAACTAACATCTCACTCACTTCTCTCAGTTTCCATCATTATCTTCTATGGAGTTC
-TTCATTCCCACATCTGTGGACCTTAAAATCCTACCGTTGAGTGCCTGCCTTGGATCAGCA
-GTCAGTTCGTTACCTTGGTTCTCAGACGATGCTTGCAACAACGCCATGCGATTCGCCCAC
-TCTTGGGTAGGTGGAGACATTGGGGCTCAGGTGTGGGTAAGTGATTGTGTGACTCCTTGT
-TAAGCGGCAGAACCGGGACTCAAATTCACACAGATCTGATTCCAAACCCTGTGGCCCTAA
-GCATAGTGTTATTAGACAATAAGCCCTCTGCAGGGAGATTTCCAGTGCTGATGGCAGGGT
-CTGTCATGAAGGAGGACTCTGCTGAATTTTTCTTTGAACCCCAGGAAGTGCCTGGCACAG
-TTCTCTGAAGAAATTAGAATGCAGCCAGTGGTTACTAAAGAAATGAATAAGTCAAGTAAA
-TGGACAGAGCTGTGTGCTAAGAGTTCTTTTGGGACACAGAAATGGGTCAGAATTGGAAAT
-GTCCAGAAAATACTCTTGGATAATTATGAAAGCTACATATAGGAGCTCAGGTTTAACTCC
-ATATGAAATGAAGAGTCACAAAAGAAAAGGAGGAGGAGCGTGTTCAGGCGGAACCTCAAG
-CTTGAGAGTGCTATGAAATATGTTTGAGACTCAGAAAACAGTTCCTGAAAGAAATGACAC
-ATTAATGAATGAAGGTATAGTTATTTGGAGAAAATGAACCTAGATATAAGAGTAACCATA
-TCAAAATGTGTTTCTTTAACTGCGGTCTTCAGAACCTATGAGGTTCATTGGTATATTCTT
-GGGAACTATGTGTGTTTGAGAAACATATTTCTGGCGCCAAACTGACAGTCACCTCAAATC
-CATCACAGCACTTATGATGAATTCTTTTCAAGTTAAATGCTGTAAAGAAAATACTTCTCT
-TTTTTACTGTTAATTCACAATTTAAAAGTGTTTTCTTACTGAACTACATGTTGGTCCCTC
-AGATAAGGATTTCTCGAGTCTCAGGTCTTTGGGGTCTTTGAGGAGTGTGACTTCTCAAAT
-TGGATGACACTGATCTAACTGGCTGTAGTATCCATTCAAGCATGAGGGAGGTCAGAGCCT
-GGGAAAGCTCAGGTCCAAACAGCTCTTGAAAGAGGACGTTGCAGGGCAGGCTGCTTTGCA
-CAAAGGGACCTGTAGACACTGAGAACATCAGTATACCAGGAACCAGCCCACCCTTTCACT
-CTGCCAGACATGAGGCTGTGGGTTACCCATCTTTCCCTGTCTCCTGAACTCATAGCAAAA
-ACAAAAAACTTCACTTGTTTGTTAACACATATAGTTCAAGACGGAAGGGCCTACACTGAA
-GCAGAAAGGATTGAGGTTTATCAGCATCTTCGCTTTGAGGCCTCATAATGTACTTCCCAT
-GGACTAAAGTTGTTCACTTTCTTTAGAGGATATTAGCTAAAGATGTGGTAAAACCACATT
-TTTGCAGAAAAGTGAATATTCAAAAACAAATGTATATGGTGATTATTTAATAGTTTTCAC
-TCCACTTCGCAACTCAACTTTTGGTTGATGCAAGAGGGATGCGAAGGGAGAATTGTGCTT
-CTAATTCCAGCATTGTGGTGGAATAAAAGAGCACAGCATTGCAGCTGTTGAATATAGGCA
-GTTTTTTCTTTTTATAGGCAGTTTTAAGAAGAATGCATTGATTCTACAACGTGCTATTGT
-GAAGCCATCCGGGACTGTTCACTCACTCATTTAAGAAAGGTGTATTTTCCACTTGAGGTG
-TGAGAGAAAGTGTGGTGTTCACTCATTGCTCTTCCTTCTGGCTTTTATTTTTCTCACTTT
-TAGAGAAAATAAGAGAAGTATCCCTGAAGGATGAAATATCCTCGAATATGAAAAGGTCTG
-CTCTCTGAAGACCAACTGTCTCAGTCTGCTTTTTGCTGCTGTAACAGAATACCACAGACT
-TGGTAATTTATAAACAGTAGAAGTCCATGTGGCTTATGCTTCTGGAGGCTGGGAAGTCCC
-AGGTTAAGGGGCTGCATCCGGCAAGGGCTTCTCGCTGCCTTATCACATGGCAGAAGGCAC
-CTTGTGGTGAGACAGTGAGGAAGGGCTGATTTCACTCTCACAACAAACCCACTCCCATGA
-TAATGGCATTAATCCATTCAGCAGGGCAGAGCCTTCGTGACCCCATCACCTCTTAAGGCT
-CCCGCTCAGCATGGTTGCACTGGGGTTAAATTTCTAACACCTGAACTTTGGGGACATGTT
-CAAACCATAGCCAGGGCCCTGAGAAACCCATTTCCACTGACTTCAAAATAGTTCATGAAA
-ATGGAGTGCTGAGAGAGCAGCAGGGCATTCACAAGAATGGTTTTGAGAGGCCTCACTGTG
-CCAGGCATGGCCCTCAGGGCAGGCAGCTCTGCACAGCCCCCCATGGCAGCAGCTGGTCAG
-GCTGCCCAAACTCACCACTTTGGAATCACTTCAGCACCACCTGTCTTCACTTGAAATCAA
-TTGTCTGCAGATTTTAAACTCGTTTCTATGTGCCCAGTAGGCAGAGAAGCCTTCAGAGAA
-GGATCCTGACTCGGTGGTTTGTGCAGTGACATTTGGCAGTGTTTTCTCGGCAAGCGAGTC
-TTTGAGGCTGCCCTCATGCTGCTCAGTGGGCACACCAAGAACAAGAGCTGGCCAGGGATG
-ACGGACGCATCTAGGCCTTCTCGGCCTAAGGGCAAGTCCCATTCTTCCTTGATAGGTCTT
-TAGATGTACCAGTCAGCAAATGTCATCCCCCTCTGCATTCACGTCAAGCTGTGCAGGGAA
-TGCTAAACAGAGGCAGATCTAAACTTAGGAGTTAGGCTTCTTCTCCATGGAGATGTGGAT
-CTGCACAGACAAAGTGTCCAAGTGGGATTTTCCTGCTATTTCAAGGACTGCTGCTGCACC
-CTGCTGGCTCTTCCTGCACTCCCTGCCTCCAGGAATGACTGTGTCTCTTTGAGTTAGTGA
-AGTCATCAACTTTTTTTTTTAAATCTCTTATTATTATTATTATACTTTAAGTTTTAGGGT
-ACATGTGCACATTGTGCAGGTTAGTTACATATGTATACATGTGCCATGCTGGTGCGCTGC
-ACCCACTAACTCGTCATGTAGCATTAGGTATATCTCCCAGTGCTATCCCTCCCCCCTCCC
-CCCACCCCACAACAGTCCCCAGAGTGTGATGTTCCCCTTCCTGTGTCCATGTGTTCTCAT
-TGTTCAGTTCCCACCTATGAGTGAGAACATGCGGTGTTTGGTTTTTTGTTCTTGCAATAG
-TTTACTGAGAATGATGATTTCCAATTTCATCCATGTCCCTACAAAGGACATGAACTCATC
-ATTTTTTATGGCTGCATAGTATTCCATGGTGTATATGTGCCACATTTTCTTAATCCAGTC
-TATCGTTGTTGGACATTCGGGTTGGTTCCAAGTCTTTGCTATTGTGAATAATGCCGCAAT
-AAACATACGTGTGCATGTGTCTTTATAGCAGCATGATTTATAGTCCTTTGGGTATATACC
-CAGTAATGGGATGGCTGGGTCAAATGGTATTTCTAGTTCTAGATCCCTCATCAACCTTTT
-TAAAAAGCATTTAGGAGCTGCTGGTTGTAAATGATCACTGAGAAATAGTATTTCCCTCAC
-TTGTAGCCATCTGCTTCTCTTTTTGGTTCTGGAACATTCTAGAACCTTGGAAGGTGGCTG
-GGGCTGAGTCTCAGCCAGCAGGGTTGCCCAGTGCCCCTTGTCACCCCCCGAGCAACACAA
-GCCAGGCTGCGGTTACTCTGGGTCTGTGCGTCTGGGATCATAGTTTTTAAATCTGCCCCA
-GGGTCCTCCAGTCCCAGCTGTGGAAAGTCACCCTCAGAGGGTGAGGCGGGCGGCGCGCCT
-CTGTGTGAGTGGCCCCATCCTTCACAGCGAGTTTGTGTCTACTGAATCGCAGACTCTGGG
-AGGCTGAAGGGTTACAGGAGGTCGTGTGTCTCACGTCGCCACTTCACGGTTGAGGACCCC
-GTGACCCGCTTTGCTCAGTGGCTGCGCAAGATGAGTAATGACCTGAAACAGGGAAAATGT
-CTTGGATACATCTTGCGTAATGAGGAGAAAAATGCAGCCATGTTGCAGCCTGATAAAATA
-CTCTGCCAGTGTCCTGCCATAAAATGACAGGCGAATTTTCAGTAGCAGATTCTCTAATAG
-TTCTGTGGTCTTCTAGGTGCTAAACTGTTTAAGTATCTACATTTTCTAAGCCCGCCTAAT
-GCAAATATTCTCAAAAAACATAAACCCTTCATTCTTTCTCAAATAGGTTACATTAGTTAT
-ACACTCTGGAGGTGACTTGACCTGTCATTGTGAACAATTATTGCTCTTGGACGACCCAGG
-ACATAGGCCAGCCAGTACGTACCCCAGTGTGTTGGAGAATCGCGCTCGGCTTCTTCCTCT
-GTGCTGAGTCATGAAAGTTGCCGGAGCAGGTGCAGTTACACAACCTCCAGGTAACATCAC
-ATGATCGTTCAAAAAATAATCATCCAAGTCCAGGATGCAGCATCTGTCTCAGTTTTTGGC
-ATAGGATGACAGTCTGAAATACACTTACTGAATTTGAATAAGAACGGGCTCAGGTCAGTG
-ATTATCGCTAGTGCCTTATCAACGCCCTGTGGCTTTTCAGCATTAGTCCCCATATCCTCG
-TCCGGTGTGGCACTGAGAGCAGCTAACTGTTGCCCTCGTTGGTTCCCAGTTGGCTTCCGT
-GACTGGTCAGGGTCAGGTCCACTGCCAACAGGCTGGTGTTGAATCCCTTGGAGAAACACA
-GACATTCTGACCCTAAATTATGCTTTCAATGCCATGTGTTTTCCTATCACAAAAATCCTC
-GTTCTCAAGTTTCTTCTTTCTTTATTTTTATTTCATTTCATTTTTTAGCATTCCTCCACA
-ATTCATTGCCCAAATCTACTTTTTACTCAATTTACTTGCTTTGGTCATTTTTCAATATAG
-CACTTTAATTTCTTAGACAAATATTTTCAACATTCTCCTGTTTTCTCAAGGATGTCTGTT
-TTCTCCCCAGGTATGATCCTGTTTAAGGACTGGATTTAGGATAACTACTTAGAGGTTAAA
-AGTCACAAGGGTGTATGGATGAGGCTGGAGTGATCTGGGACCAAAGGTATGGGTGATAAA
-GCAGAGTATCTAAGCAGCTCCTGGGATTGGTGTCTTTAAAAAAGTAATAATGCATTTGCT
-TATTTTAGAGACAGGGTCTCACTATGTTGCCCAGGCTAGACTTGAACTCCTGGGCTCAAG
-GGATCCTCCCACCTCAGCCTCCTAAGTAGCTGAAACTGCAGGCATGAGCCACCACACTCA
-ACTCACTATCTTTTTTTTTGGAGACGGAGTCTCGCTTTGTCCCCCAGGCTGGAGTGCAGT
-GCTGTGATCTCAGCTCACTGCAATCTCCACCTCCCGGGTTCTAGCTATTCTCCTGCCTCA
-GCCACCTGAGTAGGTGGGATTACAGGCGTGCGCCACCATGCCCGTCTAATTTTTGTATTT
-TCAGTAGAGACGCGGTTTCGCCATCTTGGCCAGGCTGGTCTTGGAACTCCTGACCTCAAG
-TGATCTGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCCACTGTGCCCT
-GCCTAGCTCACTATCTTTCAATCAGTAGAGATTCTTTAGTTATTTTTTAACTCCATGGAT
-CCCAAGCTTTGATTTTTGTTTTCCAAACAAATTGCATTTATAAATAATAATTTTTATTTA
-TAATCAACAGACATCTAGGCTTGCTGTCAAGGCTTCTGATCAACATGAGATGACCGCCGT
-GTGGTAAACTGATGAACCCTGACCCTGATCAACATGAGATGACCGCCGTGTGGTAAACTG
-ATGAACCCCGACCCTGATGAACGTGAGATGACCGCCGTGTGGTAAACTGATGAACCCCGA
-CCCTGATGAACGTGAGATGACCGCCGTGTGGTAAACTGATGAACCCCGACCCTGATGAAC
-GTGAGATGACCGCCGTGTGGTAAACTGATGAACCCCGACCCTGATGAACGTGAGATGACC
-GCCGTGTGGTAAACTGATGAACCCCGACCCTGATCAACGTGAGATGACCGCCGTGTGGTA
-AACTGATGAACCCCGACCCTGATGAACATGAGATGACCGCCGTGTGGTAAACTGATGAAC
-CCCGACCCTGATCAACATGAGATGACCGCCGTGTGGTAAACTGATGAACCCCGACCCTGA
-TCAACATGAGATGACTGCCGTGTGGTAAACTGATGAACCCTGACCCATTAGGCTTTGGCT
-ACAGAATGTGGAAATAAGTTGTGTTACTACATGTGTGTAATCCTAGGGTGCAGGACACCG
-GCCGGGAGGTTCCATAGAGTGATGGGTTCTGCAGGTAACTCATCCTCTAGTCCTCTGTAA
-GCTCCTAGAAGGAAGAAATTATGTCCTTTAGACTAATAAAATTCCTCCAAACCAAATACA
-GCACCTACTGTGAAGACACAAAGATACTTTTAGAATAGTAAAAACTTTATCCATTGAGAA
-ATTCCTTAATGAAACAGTATCCAAGAAGTCATTTGCCAGCAGATTTCTTAGAGGTGCGAT
-AAAGAAGAGGACATTGCCAGTCGTCACAGCAGCTGCAATAGCTCCTCTCTATTGTTAAAC
-AGTGGGATATCTTGTGCAGGTTTTCAGTTGACAATCAATTTTAAAGATTAGTTTCGGTCC
-CCATCAATCAATTATTTATTAACCCATCAATAAAAATTTAAATGCTCTGTGAGGTACAAT
-AGCTATTAAAAGAGACAGAGGCACTTTCTGTGTCCAGAGGGGCTTTTAGTCTGCTCTGGA
-AAGCAAGATGCGTGCAGATGAGTGACGCAGTGCATCGTGTGGATGCAAAGGGAGGGACTC
-ACATGGGAACCAGAGGAGCTACGAAGGGAGGCAGTGGGGACTGGTGGGTCGAGACCTGGA
-AATAACACATGAATAGGCAACAAAGGTTTCCTTTCCTCTTCCATGCACTTCAGTCCTTGA
-AAAACGTCTTACCACGGAATTCCACAGCGTACCAAGCGATTCCACAGCTTGATGGCACAC
-TCTCCTTTCTCAGCATTCTTGAAAATGGCGTGTGAGCCAAGCCATCTTACTGAGAAATTA
-CCTTAAACCATTTGATGAACCAAAAATATTTTGTAATACCCATCTCCGACATTAGGTAGG
-CAAATCACACAGAAACACCGAGGTCTTCTGAGTCATATTTATCTGAAAAATCACAGCTTG
-GGTGCATGTGAAGCCAGAGGAGCACTCCTGGGGCCTGCGGTGCCATCACTCAGCTCCCCT
-GGGCTTCACATGGCCATGGAGCACCCAGCAAGTGTAGGCTCTGAGCCTTCAGGGAGGGGC
-GGCATCAGCCAGCACCATCGTCTCCTGGGTCTTGTGCCTCTTCCTTGGTTGCGGTGTTGT
-CAGGGCCAGAATTGGGCAATTCCGGGTGACATCCAGGTGTGGCTGCTGACACGGAGCACA
-GGTGAGGTTCACTGAGGTAAGTGGGCCATGGCCTTGGGCTTCTAGTTCAGAGCACACCAT
-CCACTCAGCATGTGAACCCAGCTCCAAAGCGTATGTGTGCATGTGTGTACCTGTGCACAT
-TGCGCATGTCTCTGTGTATGCATGTGCTTTGATGCATGTTGATGTACGGGTGTATCTGTG
-TATTGTGTATGCACACACGAGCATATGTGTACATGAATTTGTATTGCACATGTGTTTAAT
-GCGAACACGTGTCATGTGTATGTGTTCACATGCATGTGTGTCTGTGTACTGTGTGCAACA
-GTGTGTGCAAGTGTGTATATGTGGGTTTATGTTTGTACAGTGTGTGTAGTGTGTGTACAC
-ATATACACCTGTGTGCATGTGTACATGGTATTTAAGCATGTTTGCACGTGTGTTTGTGCT
-TGCATGTGCTGCGTGTTTGTGTTGGTGGGATGTGGGGAGGCTGCTGTGGAGACAAAAGCT
-GGAGAGAACTTGGTAGAGTAACCCAGGTCAGGAAATGGCACCTGCAAAGGAAGGCTGGAG
-TGCCTGGGATTCACGTTGAAATGGCCAATCCGTCAGCTGGGCTGGACACAGCCATCACGC
-TGGGCAGCTGTGAGGTTAAAACAGAAAGTCTGGGCTGTGGGGAGGCTGAGAATTGAGATG
-CATGTATGAGATGAGTCACGAGGGCCAAGTGGTGTGTGTGAGAAAGCAGGCACAGCACCA
-CTAAACACTAAGGAGATTTCAGGGGAGTTACGGGTGGAGGGAGGACATCAGATCTACCCT
-GGAAGTTAAACGTGTTTCGAGTGCATTAAATACTATGGGCCACAGACGCCTTGTCTCCAT
-ATCTACTCTTTTATAAATGAAGTAAAGTTCTTGGGAAATACTTTTCTCACTCTAAAGCTC
-ACAATCTATCTTGCAAAAAATATTTTAAATTCCATCTCAAATAAGCCAGGGTGAAAAGGG
-AGCCTGTGCACCAGACACTGCCAGCCTTGCCTGGCTCTCGCCTTCTTGCTCTTCCTTCCC
-CACCTGCTGGGGATTTTCTTAACGATGGAGATGGGTTTGGGTTTGTCCTGCTGTGCTCTG
-CTCCCCATTCCCGGATCCAAGGTCCTGCCTCTGTCCTGTCCCCTGAGCCACCTCAGGGAT
-GCAGGGTCCCCCACCTGGTCAAGTGCCCAGTGCTGTGTTGTCATTTGCAAGTTCTTCCTG
-TGACTGAACTCCAAATGGCACTGGGACTGCTGACTCCACCCACTGGACAACCCGTGTTCT
-TGCTTTTGGGGTTTCTGAAACAGCCCCAAGACTCTGGGCATCTTGATTTTGCTCCCATTG
-CTTCTCAGGACACCCTGCTCCTGTGGTTTGCAGCCCCGGCCTTCTCTTCGAGGACGCCTC
-TGCTCTTCTGCCTCACACTCGGATTGGACCTTCTTCAGCACAGCCAGTGGCCGAGGCTTC
-CTCCCTGGGGCTCAGTGGAGCAGGACAGATGCTGCATCCAAACTCTTCCATTGGGTTCCA
-GTCTGTTCCAGTCATGCCCTTGAGCCTCTAAAGCTCCTAGGTGAGAGACGTAGCAGCTGA
-CAGCACTTCCCACTTGATTTGGGTGGACTCCAGCCTCCCCAGCAACAATAAGAGATCAAA
-AGCATCGTTGAGGAAGCAGCTTGCTGAAACGCTGAGTGCCCGCCACTCTCAGGTCAGGTG
-GGACCGGCAGGCCAGCATGAGTTCCTGAACACTTGGTTCTCAATACTGGCCACAGCCACA
-CTGTAAGGGGAAACAAGAGGGCACTGTATGCAAACATCTCTTGAACTCTGGAGTCTGCTC
-ACCTTCCTGCCTCAAGCCCCTCTCCCACGTGGTCCAGTCACCATTCTCCACAGAGACTAC
-CCTAAAACCCAGCGACTCTCGTGTGCCTGCAGAATGGCACAGCCCGTTCTCATAGCAGCA
-CTCCTGTTTAATCAGAGGGATGTTAACGACCAAGTCATATTTGCTCGATTTGTGTTCAAC
-ATATTTCATTTGTACCGATAAAACTTAAAAATATCCCCACACATGCATTGCCTATTAAAG
-AGTATCTTCCAGGTACACCTCCCTTACACATCAGTTAACTTGATAATTTCTTCCCATTCT
-TGTGCAATAAATTTCCTTCCTGATCAGCTCTGTCCAGCAGCAACAATAATCCACGTAGAG
-ACATGCAAACTAAAAGTCCGTTAGTGGAGGCACGAAGCTGATGAGGCTTGGAAAAAAATG
-ACCGATTTGATTAAAATTAGGACCCATGGGAGTGGAGCTCTGCCTATTTTAGAGGCAAAG
-TAAATGCCTGGGAGTCCAATCACCGACATTCTGTTTGAGGTTTCTAATCACAAGGAAGAT
-GGAGAAAATGCAGAACAAGTGGTCAAGAACAGGGAGATAATAAATAGAATATTTATGGGC
-TGAGGAAAACAATTACCAGGGGAAAGCCCAAGAAGCAAAGATGAACAGAGAACGTGCTGA
-CTGCGCTCGTTTGGAAAGGCCTCATGGCCAAAGGAGGAGAGGCATTATGAGGAGCAGTGA
-CCGAGTGGGCAGGACCCCCGGGGATCAGGAAAGGTGCACGGGGGGAAATGAGAGGCCTGA
-GCGGCTTCCCAGCGAAGGTTTTTGAAGCACGGTTTGATTTTCTCTCTCCCCCTCACCATC
-CCCAAATTTTAGTTGTGACTATCTCCAGGTACATGGCTTGCGACAGGCGGTGTATAAAAA
-CTAATGTCAGTTTAATTTTAAAACCTTAGCCATTTTCTGGAACTTAAATATCAAAGAGAA
-AATGTCCACATATGATGTTAATTGAGGTTTGTCTCACTGGTGATTTGTGCTGATTCAATT
-CCTGTTTCTTTTTTTTTTTCTTAAGGGGTCAGTTTTAGAATTGGGAGATAGGTGTATAAC
-ATATGACTATACAGCGCAGGTTGGTTTTTTAACATAGAAATATCTGCCTTTAAATGAGAA
-CTGAAAACGGAGCTTCTTGGAGGCCACCTGCTGGTGGCAGTGATCTGACCGCTGTTTAAG
-CTTTCTTTGAACTCCTTTTTTTAAAACAGCCTCCATAATCAATGGTGTACGATCTACTCT
-CGTGGTAAAACTTACTCAGTGAAGAGTGTGTTTTATTTTCTGAGGAGCTGAACTGTTCCA
-ACCTGAGTATTCTGAATAAGGACAGTGGTCGAGCATGAGTGATGCCATCTGGGCTTAGAA
-ATAAGTGGGCCTAAAATCTGATTGTTTTCATACATTGTTCAGATATTGACGCAAATAGCA
-ATTTATTTTGTAAAAAATGATTGGTATCCGGAACTTGCAACAGCTGTGTGTGGCTTGAAG
-GGAGATGAAGTGGTGAAGGCCTGGTTTCCACCGAAGCTCTCACAGCCCAGCCTTTCACTG
-TGTGGCCGGGGGAAGGGTGCTCCGGGTGGGGGACGGGAATGGTGGGACTGGGGATGCCAC
-GGGACAAGGCTGCTGGCCTGGAAGGTAGTCACGTGGAGAACCGCAGGAGATGAGATTGGA
-AAGTAGTAATAAGCCATGTGGATAAGAACAGAGGAGCGGGTTTTAAGGGGGACGTCCTGA
-AATGCTGCTCATGTCGTTTCAGTTCCATAGACCACAGGAAATGCAGGTGAGAGGGCAGCC
-CGGTGGGAAGGAAGGAAGAGGGTGGTGGTGAGCCAGGTGAGTGTGGAGCCGCCCAGGGCA
-CCGTGCTGTGCGATAGCTCAGGCATCGGGTGCTTCTGCCAAACCCTTCAGCAGCTGGTTT
-GGGGCCAAACGTCCTTCCTGTGTGAGAGAAGGCAGAGCCTAGGCAGCATTCCAAACCCCA
-TCCAGATGGGAGGCTGAGTGCAGAGCAAACGGAGCCCAGCACTCCAGAGCCGTGTCCCTT
-CACTGCCATGATCACATCACAAACAGCGAGGCTTGGAGAGGACTTAAGAGCTCCTTCAAT
-GCCATCTTCCATCCACTGCGTGAGCCAGAATAGAAAAAAAGGAATAAGAAGAGGTCGGTT
-AAGCTCTCTATTAAGTTGAGAAAATGGGAACTTCAGGTGATCATGTGAGATATTCAAGTT
-AAAAAAATTATTTAAAAAGCACATTCTTATTATTAAAATTTTAGAAAGTACAGAGAAGGA
-AATTTTAATAACCTACACCTAGAACACTAAGATACTGGTAACGTAGAAAAATGTGTAGTT
-AATGCCTTGATGGATTCTTTTCTATTTTTTTCTCTAGCAATATTTATGTCTATCCACAGA
-AAGCGTACACTCATGTATTTGCATGGCTAATATATTTTATGTAAAGTTCTATATATTTCT
-CAACATTTCACTTAATATTTCTTTATAAACATTTTTCCAGTGAATAAAAATTTTTCCAAA
-CAGTAATTTTAATGACTATATAACATTTCATTGCATTTATATATCATTTGTTATTTAACT
-ACTTCATCATTTTGGATTCACATATTTTCAATAATTTCCATTATAATAATAATGTCATGA
-ATACCTTTGTACAAGAATATTTATATTTCTAATTATTTCCTTAGTCTAGTATCCTAAAAA
-CTAAAATTCCTACATCGAAAGGTCAATGTGTATCACGGCTCTTGATTGACATATTGATTT
-CCATGAAGCTTTCATCAATTAACCCATGAACAGTGTCTGCAAGTGCTCCTTGCCCCATAC
-CTTCCACAATGTGGACTCTTATTGGAAGTATCTAAATTTCACTTCAGAATTGCAGCCCTG
-AGTTATTAAACACACCTCTACTACACCTATGAAATTGTCTACAAATTGTCTTAGTTTCTT
-TTCAGCTTTGATTTCTAGAATTGCATGACATTGAAGACAAATGATATAATACCCATAAAG
-AAGGTTTTATGACCTCTTTCATTATCTCCAACAATCAGAAAGGCAAATTCACAGTAGAGG
-GCTGAGAAATCTTATCTGAAAATTAACTAAAATGCTGCTTTTGTCAACAGAATTACTTGG
-GCTTCATTTCATTCCACAATTTCCTGTGTACTGTTTATTACAAGAAGAAAAAATTTCCTG
-CCATACAAAATGCTCCATGCAGGTAGAACCAGGAATCTAAAGAAACCTGAGGAAGGTGCT
-AGAATCATCACTACCATCTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTTATGGAGACA
-GGGTCTTGCTCTTCACCCAGGCTGCAGTGCAGTGGTACAATCTTGGCTCACTACAACCTC
-CACCTCCAGGGGCTCAAGCGATCCTCCCACCTCAGCTTCCTGAGTAGCTGGGACCACAGG
-CAAACGCCACTGTGCCCAGCTAATTTTTAAACCTTTTTGTAGCAACAAGGTCTCACTATG
-TTGCCCAGGCTGGTCTTGGACTCCTGGGCTCAAACAATCGTCCCGCCTTGGCCTCCCAAA
-ATGCTGGCATTCCAGGCAGGAGCCACTGTACCTGGCCCCACCTTCTTTTTGCTGTAGGCT
-GAGCACAGGAGAAGTTGAATTTATCAGGGAACCTAAAGACATGCCCTTCTTTGAAGGCAG
-AAGTCCTGTCCACGTCAAATGCCCTCCCTCCATCCCTCCCAGCTCCCTAGTCATCCTTCC
-TATTCTAGGCTCCAGGAGCGAGACCTCCTCCATGTGCCTGCTAACGTCAGTGCCACGGGC
-CCTCTTTGGTTCTCCTGCCCACCTTCTCTGACTCTGCCCAACACCCACGGGCCAGAGGCC
-CTTTTCCTTCTTGGCACTTCTCGGTGTTGTAGCAGGATGAGCCACGGACAAAACCCCTCA
-GACGCCGGGTTAAGGAATGATTTGGTTTTATTCGGCCAGGAGCTTCAGCGGACTCAAGTC
-TCAAGAACCGAACTCTCTGAAGACAGAGTTCCTGGCCCTTTTAAGGGTTTACAACCTTTA
-GGTTCCACGTGAAAGGGTCGTGATAGATTGAGAGCACATGCGTTTAGAGTGGGGTGGGGG
-GGTTAATCTTTTAACCTCAGGCCTGATCATCAGGGGCACCAGCTGGTCTTGCCACTGACT
-TCATTCCTGTTGTTTTTCAACTTTTACTTCCTCCTCCTCTTCAGACAGGAGACAGTAAGA
-GAAATGGCCTCTCTCCTCAGCGGCACAATGGACTTTAGACATCGCGCCTGTTTTGTACTC
-TCCAAGCCGGACTTCTCTACTCGCTGGCCTGGCGCTGATGCCCAGAGGCCCCCTGTGCTT
-GTGGTCGTGGCCTTAGACAGTTCCCTGCCCTTTGTAAGTACTAACTTAACTCTTGAATGT
-GGACGTTTTAAGCTGACTTTTCTTCTCAGCCCTCTGTAAGAGTTTCGAATCTCCCCATAG
-CAATCAATGTAATTGTTTTCACCCAGGGTGTTGGTCCTGGCTGCTTCGATTTTAAAGTAA
-TCTCTCATTTTGCTGAGGAGAATTTATTAGAGTAAATGACTGTTTTCACCTGTCATGTCA
-CATTAAAATGTGGAGAGAACTGGTTGTAGGGGCAGTCAAACTGGCTGTGAGACCCTTCGA
-GCAGCCATGCATCTCCTGGACAGCTCGAACACTGATCAGGGAGGAGATACTGAAAATAAG
-AAATAAGAATTGCCTTTATATGTGTGTATGAGTATAGACACATACATCATGTACATGTAT
-GTGTGTATGTGCATATGTGTGCATGTGAAGATGGATAGATGATAGATACATAGGTGATTT
-ATGTATAGGTAGATGACAGATATTGGTAATTAATTGATAGTAGATAGGTTGATAGTATAT
-AGGTGATTGATAGATGGATGATAGATCATTGATAGATGATAGGTAGATAGTAGATAGATT
-ATAGGTAGATAAATAGATGGATGATGGATGGATGATAGATACTTGATTGATAGATGATAG
-GTAGATAGTAGATAGATGATAGATAATGATAGATGATAGCTAGATAGTAGATAGATGTGA
-TAGGTAGATGGTAGATAGAGATGATGATAGATGGATGATAGATGGATGGATGGATGATAG
-GTGATTGATAGATGGTAGATAGGTGGATGGTAGAGATGGTAGATAAATAGATGGATGATG
-GATGGATGATAGAGAGCTGATAGTAGATAAGGTAGATAGTAGATAGATGATAGATGGATG
-GATGATAGATGATTGATAGAGAGATAGAGAGAGAAGGATGATAGACTGAGCATCATAACT
-TCACTGAATGCTACCAGTTGGATTCAAAAGTCAGCAAACTGAAACGTCGAATTTCAGCCA
-GCTATCAGAAATATTGTAATCTGACAACAAAAGATAAACAAGGGAACATGGAAGTGGCAG
-CTATTCCAGAAGCTGCACCTCTCAGCATGGGCACAGAACCACAGAAGTGGAGCCAGAGTC
-CTCTCCACATCTCCTCTGGGTCGGCGTTATCATTGTCACAATGGGTGGAGGCTGGACCTT
-GTGAAGGCAAAGGCATACGGTGCTTTCTTGCTTCTGCTGTTTGGTGACTCCCTTACTCAT
-TCCCTCTGCGGTGGCTGAGGGGCTGATGATCAGTTCCTCTGCCCAGAATGCCCTGACCAT
-GCTGGGTGTCTGTCCTCCCTAGACCTGGGTCTGCAGGATGACAAGGACCCTGCAGCAGAA
-ACTCCTCTGTCTCTTCCCTGAGCACCGTCTTCCATGCTGCCTGACTATGGTGCTGGTTCC
-CCTCTGATATGGAGATTGGTGGAGAATGACCAGGATATTTTATGTGGCAATGGGGGTTGA
-AGCCCACTTCAAAATGGCTTAGGATAAGTGACCAAAAGTCCCAGTGTGAGCATCAGGCAT
-GGCTGGATCCAGGTGCTCAGCACCATCTGGAAATTTGTCTCCATCTTTGACTCTGCTGTC
-TCTGTGTGGGCTTCATTTCTAAGATGGTTTTCTCTGCACAGCTGTAACAAAGCTCAGGGC
-TTGCATGATGCTTTGCAGCCAGTACATCAGAGAGGACTTTCCCTCAAGACTTCTGGCAAA
-ATTTGGGGTAACATGCTGTTCTTGCTGGGGTCAGGAGCCATCTTGCACCAATCTCAGAGG
-CCAGGGGATGGAGAACTCTCCTAGGGTAGTCCCAGGTTCTGTGCCTCCCCGGAAAACACA
-AGGTCGGAGCCTCCCCATCCAAATTAATGCTCAGACTGTCAGGGAGGAATGACTTCCAAA
-GAAAAACCAAGGGCCCTTATGAAGAAAAGGAAGGGGTGCACCTACAGTTGCCAGTTCTGT
-TTGGAAGTGAGGGAGGGGAGGGCAGATTCCCTTGGCTTGTTCCCTAGGACAGCTGTACTT
-AGGTTTTACTACACAGTCCACTGAAAATGCTTCTCTCATTAGTGTTGTGCCTCTCTCATG
-CCTCTTTCCTTGGATAAAGAGCAAGCACATTACGAGCCACACTTGGTGCTGGTGCTGTGG
-CATGCAACACTACCTAATGCGAGAGAAAGATGTGAGCAAATATCCGGAATATACAAATAT
-AATACAAAAATACAAATATAATCAGTTATACAGCAAACAGCTGTGGGAACAGCAGCTCTG
-CTTGCAGGGTTGGGTAGTGGAAGGTTTCAGAGTTGATAGCATTTGGATTGGGCTTTAAGG
-TATGACTAGGAGCTTACCAGATAGAGAAGTGGTGTTTGGACGTTGTATGAGAAGGAAACA
-CAATCTGAGAAGGTGTACCATCCTAAGTGAATCTGTCACAGAAGCGAGAAGATGCTGTGT
-AAACCGGAATAATGCTTGTGTGCATGGATCTTGATCCCTTCGTGAGCAATAAATGATTTT
-GTGAATAAATTGAAGAATGCTGAATTAGATCATAGGGTGTGTTTGCCGGGGTGGGGAGAG
-AGGAGAGCGTCGAAACTGGGGAAGTGGGGAACCAGAGATGGCAAAGCCTGGGACTTCCAG
-CTTCACCCACAGGACGCGAGGAGCCTCATCAGTATCACCCGCACAAGCAAGCTCCCATGA
-AGGCAGCGGTGTCCAGGCTCTGTCGCGTCCTTTCTTTGCAGCCTGGGCCTTGGTTTCTTG
-CAGGTGCTGTGCCCAAAGGTTAGATTGACAGATGTGGCCGTGTCTATCAGGGAACATGGA
-CTGAGGCCAGTGCTTTCAACCATACTCACTTTTCACTGTGTTCAGAGGGGGTGGGAAATC
-TCCCCTAAGGAGGAGATACGACGTGTGCAGATTGAGAGCTGGGACCACACGGATTCCTCC
-AGGGGCAAGGGCTGGTGACCTTGCAGTAACTTCCAGAGGCCTCAGCACCCTCCTCTGCAC
-AATGGTGGTGGGCTAGCCAGGGCACCACAGAAAGGGCCAGCAAGGCACACCCTCGTCTAT
-TGCCCAGGCACACATGGGCATCCATGACAGCCATGCATGTGTTAGAGCCCGACCAGAGCT
-GCAGCCTCCTTTGGCTGAGGTTGGAAAAGCGGAGATGTGTTCACAGTTGGAGAATTGGTA
-TGCCTTACCCAAGTGACATCCCTGTCCTTGGAAACTTATTCTGGGGTCACAGAATTAATT
-CCCCAGGATTGGGTGTCACGAGGAGGTGGTTCCTGTGGCTGAAAACCACCAACACCTCCT
-TTCCTGGAACATTTCCCTCCTGGCATAGGGCAGTTCTCATGCCAGAACATCTTGGGCCAC
-AAAGAACCTTTAGGACTGAGCATGTCTTTCTGTTTGCTTTAAGCTTTTAAGAAAAAGAAT
-ATGCAAAGGCTGATTGAGGCAAAAATAACAGGCTATTTCTGACGTTCATTCAGAATGCCA
-CCTAACTAGGCCAGTTTTTGGACTGTATGCCAGCCTCTTTCTGCGGGATGTAATCTCAAT
-GTCTTTAAGTTCAGTCAGTCCTATAAATTGCTATCCCTATTCATGCAGTGTGTTTTCCCC
-TGTGTGAGGCATTTGTGAGTTCCATTAGCACTGATAGGACTTTTAAATGCAGAAGCAGCA
-GTGAAGGGAATGGCATTTCCCAGCTGTAGGGCACGGGCCTTCTTTGAGATAAAAACCCAC
-CCTGGCATCGATGACATGGGAACTATTCTGTGTCTTTTCACCCGAGAGCTCTTCAATCAA
-CTGATGATCGCACCTGCATAACTGCTACCAGACCTGCTAAGGGGGAGCCTGGCCCAGCCA
-TCTCTTCTTTGTGGTCACAAGCATGAACGGCCCTGGGACATCCTCTTTCCTCACTGTCCC
-CTCACAGCATTTCCTGACCACTGTGGCCTTGGTCCCACCACCCACCTGTGCAGCTCATCT
-GGCCATGAACCTCTCCAGCTCACAACTCTGTTTTCTCCCTGTTGTTTCTATGAAACCAGG
-TTCCAGCCCCGCCACACAGTCTGCACGGCCTCCACCGCAGCTCTGGTGAGCCTCTTGGCC
-AGCTCCTGGTGACAGCGTGCACCTCCCTGCTCTGAGAAGGTCTCCCTCTCCTCTCTGCCC
-ACCCTGTACAGAGACATCTTTCAAGCCCATCCCAGAGGAGAGTGGCCTCTCTCCTCAACC
-CCAAGAGGACGGCCTCTCATGTGGCTGTCACCCATCTGACCCCTATCACAGACCTGAGGG
-TAAGTGGTGCTCACGGGCCCACATCTGTCAGCCTGCGCCTGGTTGGAGACGCCTCCCTCT
-CATTTGTCCTTGCTTGCTGCGTGACTTTGGCAAGTGCTTGCCTCTTTGAGACCCTCAGTT
-TTCACACCTGAGAAATAGAAAGGTGGTGCCTGCCCCAGCTGCCACGCAGAAGAGTTTAGG
-TGGCATGTGAGAAAATGCCTTATGAACTACGATGTGAGCAACTGCAGCATGCTGTGAACA
-CCGCTTTCATGAGCTCCTCAGGGGCAGGGTAACACCCAAGCATTCTTACACCTCCCACCG
-GGCTTGTCACGACCGTATGCAAATGAAGGCCATCAAGCGTGTTTGATCAGTGATGTATTT
-CTTTATTTTTAGTTGTAGAATATGACAACTCTATTTTTAGCAGCTATAGCGGCCAAAACT
-TTGTTACCACTCAGCAGTTGTGTGTTCTTCAAGAGTAGGTTTTGTGCTTTCAAAATATCT
-GAATCCTCTACCATTTACAGGTGTTCTGTGCATACTTGGTGTATGAGTTCCTCAGGAAGG
-AAGAAAAATGTGCCCTTTTTATCTTTTAAAAAGATGGCTTGGCTTGGTACTCCTTTGCCT
-GCATTCCTTCTCTGTATTTAGAAACGAACCTACACAAGTGAAGGCAAAGGAAGCCTCTTG
-AAAGATAAGGCAGGAAAAATGAGGATAGAAAACAAAACCCTTCTAGAGAGTTTACGTGGA
-GGCTACCACGGGCATCGCTGCTCTGCAGTCTGTCAACCAGAGGCCCCTGGTGCTGCAGCA
-CGGCCTTGGCAGCTTCACCAACAGGAATGTGTTCTCCTAGGGTACTGGAGGGTGGCAGTC
-CCAGAGCAAGGTGTGGCAGGGCTGCTCCTCCTGAGGCCTCTCCCTGGCTTGCAGACGACA
-TCTTCTCCCATGTTCTCATGTGGGCCTCCCTCTGCACACGTATATCTGACATCCTCCCAT
-GTCCTCACACGTTCCTCCCTTTGCACTCGAATCCCGGACATCCTCCTATGTCTCACGTGG
-TCCTCTCTCTGCACTCGAATCCCAGACATCCTCCTATGTCCTCACATGGTCCTCCCCCTG
-CACTCACATCCCTGACGTCCTCCCGTGCCCTCACGTGGTCCTCCCTCTGCACTCACATCC
-CTGACGTCCTCCCGTGCCCTCACGTGGTCCTCCCCCTGCACTCACATCCCTGACGTCCTC
-CCGAGCCCTCACGTGGTCCTCCCTCTGCACTCACATCCCTGACGTCCTCCCGTGCCCTCA
-CGTGGTCCTCCCCCTGCACTCACATCCCTGACGTCCTCCCGAGCCCTCACGTGGTCCTCC
-CCCTGCACTCACATCCCTGACGTCCTCCCGAGCCCTCACGTGGTCCTCCCCCTGCACTCA
-CATCCCTGACGTCCTCCCGAGCCCTCACGTGGTCCTCCCTCTGCACTCACATCCCTGACG
-TCCTCCCGAGCCCTCACGTGGTCCTCCCCCTGCACTCACATCCCTGACATCCTCCCGTGC
-TCTCACGTGGTCCTCCCCCTGCACTCACATCCCTGACGTCCTCCCGTGCCCTCACATGGT
-CCTCCCCCTGCACTTGCATCCATGACGTCCTCCCATGCCCTCACGTGGTCCTCCCCCTGC
-ACTCACATCCCTGACGTCCTCCCGTGCTCTCACGTGGTCTTCCCCCTGCACCTGCATCCA
-TGACGTCCTCCCAACAGTGAGCACGATATGTTATTGGGGTGGGTGTGGGATAAATAAGGT
-ATACCAGGTGAGAATAATAAGAAACTCAACTTTAAAAGACGGTGCTGATTTGGACTGTGG
-AGAGATTCAACTGCCCTGCTTAGCATTTGAGATTGTGATGGATGAACTAATTAAGAGCCC
-AAAATGAAAGCTTGGGATAAATATCTGAGGGTGTCTAATATCCCAATTTTTCATCCTAGA
-GTGGGCAGAGTCCTTGACCGCATTCTAGGGAGACTTCCAAAAGAAAAAAGACCTGCATTT
-CTTCAACAACCCACACTGAGAGACTTTCCTGCACTTCTGACCTGTGGCTAACACTCCTCA
-CCGTTCATTCTGTCATCAGTGTTTTGGGGAAGCACCTTTAACTCTCTGTGATTTACAGGT
-TATTAAGTGGCCCTTACAATTCCCTCCAGAGATGGAAAAGACATGATGATGGTGTCTGAG
-CTCACAGCAGCAAGCAGGCGTGTGTGCTCAGCAGCCACGTGGCTCATCTGCTGGGAGCTT
-GCTAAATACGATGTTCTACAACATTGCCTAACACAAGGGGAGACGCTCCTGACTCAGAGT
-GTTTAATTGCTCACCTACTTCTTTTTCTGCCCTCTTGGGCTTCTGAAATGAAAAGAACCC
-TGGGGTGATACAGTGAGTCAAAGGGGTGCCAGCTGCATCACAGCAAAATAGATTCCTAAA
-AAATCCCTGGCCTAAGATGATACCCTTGGCTGGATAAGTTTGAATGTGCTCATAGTGGAC
-ATGGTAGAATGAAGGTGGTTGAAATGTTCACATTAAAGAACTTCCACCCAGATTGCAAGA
-AAAGAGAGAAGAATGGAGACGGCAGCACGAGTCCCTACAATAAAAGCAGATGTTTTGAGA
-TCAGTTATATTTCTTCTGACAAAAATTAAAGACAGAAACCAAAGTTTAGCCTGAGGCTAC
-AATTAATTGGGCAATAAGCCAGAGGCACATATGGCATAGACAGATTTAAACATTTCTCCC
-TGATATTAATACAAATACTAAAATTACAAATACTTTGATTCCAAATAAAACAAATATTTA
-AAAAATTTAATGAATAAACACTGGGGTCTACAGTAGTATTTGAAGGACAGCTCACAAACA
-GGTTTGGTTTTTGAAGGTTAGAACTGGTGGTCTAGAGAATTCATTTCATTCCAGAGAGAG
-AAAGAGAGGAATTTCTTGGGTTCCTTCAGGAATGCGTCTAGCTTTGCCTCATCTTTGTTT
-GAACTATGGATACGGCAGAAGAAAACATGAGGATTTCACAGATTTAAGGTGCAAAAAGTC
-ACTGGGTTCTCTAAGAAGTCTGGGATTCTTCTGCTGGAAAAATAAGTTTGTTGAGAAAAA
-ATGAGTTGGAGGAGGCTGTTATTGAAGTGAAGCAGAATTGTTTTTACTAATCTGCTTATT
-ACCCACTCTGTAGTATGGAAACAAATTATTCATGCACAAGGTCCTCTTGCTGTTCCTAGA
-ATGCAGTGGAAAGAGAACAGATTAGTTTTCCTCCCTCAGAACACAATCCCTAGAGACAAC
-CTACCTCAGATGAGATATTGCCTAATTATTTTCAAAAGACAGTGAAACATCATGGATGTA
-AATGTTTGCTGCAAAATAAATACATGCTAGAAACAGAAGCATCTGGGTCACAGCTATATT
-AGAGCTGCCTGTGTTCCCCTGTCACTGAGATTAAAACAAAAATGTCCAATACAATCATTC
-ACAGCATGGGAGAGGGGAAGATGAAGGATGGAAAGGCCAGGCATAAAAGGATTTCAGAAT
-TTCGGTCCATAAGGAAGTGGCTTTGTGCATTGTCTGTTACTATGTGCAAGGTGAAGTTTG
-AAGAATGAAAACGTGCAGTAACAAAGGCTGCTTTGTCCATCTCACCTCCCCAGATACCAA
-GTTTCAGACATGTTGCATTTTAATTGAAAGGTTGATATAATTTTTTAAAAGAACACTTGT
-GGTGTTTGAAGTGACAAAGGCTGCTGTGACAAAAAAGCAGGGAAAGGGAATTTAAAAAAA
-AAAAAGCAAACAACAACAACAAAAACCCCACAGAAAAGCAAACAACAAACAAACAAAAAA
-CAGAGGAAGAAGTCAAACACCCTGGGCTGTGGCTACTTCCAGGAAGGGGCTACAAGAGGC
-AGTTGGAAATTCTATTTGTTTTGCAACTGTGGGTTTTCCGGCCTGCTTCCTTTCTAAAGT
-ATATTACTCTGCTTTTGGTTCATGAAGTTATCCATTTCTGTTTTCTGGAACAGCTATGTA
-TTTATCTATCATCTATCTATCTACCTGCCTATCATCTATCTATCTATTTACTATCTATCT
-TTTCTACCTTTCGCCATCAAGAGCTTCAACACCTGGACACATTCCGCAAAGTTTCCTAAG
-AAAGCAAGAAAAATAATTAAAAAAAAAAATCCGGAGTCCGGGGGGCTAATGGGGCTTTAC
-TGGGACTCTCTGGCTTAATCCTCCAAACAACCCTGCCATAGCAGCCCATCAGTCCTCTGA
-GACAGGTGAGGAAACTGAGGTCGCAGGAGGGCACCCAGAAGGTCCAGGCAGAGCCCCCAG
-GCCCCCACACCTCCCCCCGTGGCAGCTCCAACCCCAGCTTTTTCACTAGTAAGGCACTCG
-CGCTGCTGGGCCACGCCCACTCCCCCACGCGGGGAAGGAGCTTCGCGCTGCCGCCTGGCT
-GGGGACTGGGCACGCCCTCCCGCGGCTCCGGAGCCGGCTGCCACCAGGGGGCGCGCCCGC
-GGTGTCCGGGAGCCTGGCGGCGCCTGTGCAGCGGCCAGTGCACCTGCTCCTGCCCTCGCC
-TCGGTCTCTGCCAGGACCCCGACGCCCAGCCGGACCCTGCCCTCCAGCGGGGCCGCGGCT
-CCACGGCCCGCAACAGCAGCCCCACCCGGCATTCGGCGCGCTCCGCGGGGCAGAGGTCGC
-GGTGTCCTCAGGCTGTGGCGCCGGCCTACAACCCCCACGCCGGGCCCGGGCCCCGTGATT
-ATATTTGGGCCCCGTGTGATTATATTTGACAGGTCTTAGTTGACGCGCTGTTCAGCGCTT
-TGAGTTCGGCTGAGTTTTGGGTTGGAGAATTTTCTTCCACAGGGGATTGTCTTGGATTTT
-TCTATTTCTCCCTCAGTATCCACCTGGAAAACATTTCAATTAATTTATATTCACTTAAAC
-ATTTCCGTGCAAAAACTGTGTACAAAAGCCCCAAAGTATAATTTGCGCAGTTGAGCACAT
-GTTCTGTTGTCCAGCATTTATGGTGGTTTGTAGTGGAAAAGATTTTTAGAATATGTGGAT
-TTTTGGGATATTCCCAGAAGCCCAGATGGCCACACTTTAACTTTGGAGGAATTAATTCTC
-AGAATATTGCACACAATCAATCGCCTTTGGAAGGAGCATATATTCCCAGCAAAAGCTCTG
-GTTTTTTGAAGTCTGTGTTGTGTGTTATTTCCAGGAGAATATGCAATGATGACAATGTTA
-TTAACTGATTCGAATATGAAATGCTGTTATGCCAAACAATGAATCTTTGTGTTACACATT
-ATGCCTAACTATAAATCTTCGTGTTATACATTTTAATGTCATTGGAGAGTACTCCTGTCT
-TCTTGGCATTATTGATAATTCGATTCTAATTGCTAATAAGTCAGAAAAATTAGGAACACC
-AAATTTCAGTCGTCTCAAAAGCACTCCTCTTATTAAATTTGGATTTTTACCTTTATCACA
-TCAAAAGAAATATTGTTAGAAAGGTGTTTAATGTTTTCCAGATGGTTAGATTACTGTTAT
-TAGTTCTGATTTCATTGTTAATTTTTAAAACCATAGAGTTGGAAGTATCAATATGCCTTT
-CAATATACCTTAGTGGAATTTATTAAATTTTCATGGATGTCCTTTAGGAGGTTCAGGAAG
-TTATTTCTATTGCTAGATTTCTGGAAGATTTATCAGGAATGAGTGTCAGACATTGTCAGA
-CGTCCATTGAAATCATCATGGTCTTTTCCTTTATTCTATTAATATGGTGTATTACACTGA
-TTTTTAGATTTGTATTGGTAGGATAATTCCACTTGGTTATATTGTCTAACTTTTTTCTAA
-TTTTCTTTAATTTTTATTAGAGATGAGGCCTCACTCTGTCACCCAGGTTGGGGTGGAGTG
-GCACAGTCACAGCTCACTATAACCTCAAACTCCTGGGCTCAAGTGATCCTGCCACCTCAG
-CCTCCTAAGTAGCTGGCACTACAGGTGTGCACCACCATGCCAGGCTTATCTAACATTTTT
-ATGTGTTGCTTCTTCCAGTTTACTAGAGTTTTTGGAGATTTCTGTCTTCATTCATGAGGG
-ATAATAGTCTGCACATTTATTTTCTTGTGATGCTTTTGTCTGATTTGTTATCTGGGTAAT
-ACTGGCCTCAAAAATGAATTGAGGTTTTCCTGCTTCTCTGCTTTGCAAGTGTTTGTGAAG
-GATTGGTTATTCATTAAGTGTTTAATAGAATTCACTAGTGAAGCTTTGTGAGCCTGGGCT
-AGACTGATGAAGAGTTTTCATTAGTCTAATCTGTTTACTTGCTGTATGAGTATGCATATA
-TTCTCTTTCTTCTTGGTTTACTTTTACAATTTCTGTATAGCAGGGAATTTGTTTCTAATT
-TGTAGTATTTCATGCTTCTAGGTTTTCATGGCAGTTGAGATGTAAGAATAAAAATAATGT
-TGGGAGAAAGAAGTTGTGGACAATCTGTGAATATCCCAACATCTGTTGTAGGAAGGTTAA
-GATTTTTTTTTTTTTTTTGCTGTACTTAACTGAATACTCATATTTATAGTGTGAGACAAA
-TGTAATGTTGTGTATAAATAGAACTAGGAAAATGTCTTAGTATTTAATCGAGATGGAAGT
-CTGGGCCTACCTCCTCTCTTTTATTAATATGTAGACAGGACACCAACACAAATTTGAATG
-AGGACAAATAAAATGTTAGCAAATGAAGAATAGTATGAATTGGTTAAAATGTGATGAAAT
-AGAGTGGTGAATATTTACATAGAATCCATGATGTGTTAGGTGCTATTTCAAGCTATTTGC
-ACATATAGTTTTAATACCAGTGACATTAAGATGTATAACACAAAGATTCATATAAATAAA
-AATTACAACATTGAAAATAATATTAGATGACACTAAAACTATCGTAGAAATACACATTTA
-TATAAAACAAAGTAACATCAAGTATTAAATAAATTTTAGACACTTTGATTACTAATCAGA
-TGAATAAGTGATTAGCCTTTTAATCCAGTAAACAAGGCATACATATTATTTTCAAATTCC
-AGAGACAAATATTTTAAATATTGAAGTCTAAGACCTAAAAATGTGTCCTGTAACTCTGGG
-GGAGGGGGTTTCATTTGTTCCACCTGCAGTGAGGTCTGTTAGCCCGTCTCAGGTTTGACT
-CCTGACTTAATTCCTAACAGGGGAAGCTGCTGTCCTGTAACTCTGGGGGAGGGGGTTTCA
-TTTGCTCCACCTGCAGCGAGGTTAGCCCGTCTCAGGTTTGACTCCTGACTTAATTCCTAA
-CAGGGGAAGCTGCTGTCCTGTGACTCTGGAGAAGGGGGTTTCATTTGCTCCACCTGCAGT
-GAGGTCTGTTAGCCCATCTCAGGTTTGACTCCTGACTTAATTCCTAACAGGGGAAGCTGC
-TGTCCTGTAACTCTGGGGGAGGGGGTTTCATTTGCTCCACCTGCAGCGAGGTTAGCCCAT
-CTCAGGTTTGACTCCTGACTTAATTCCTAACAGGGGAAGCTGCTGTCCTGTGACTCTGGA
-GAAGGGGGTTTCATTTGCTCCACCTGCAGCGAGGTCTGTTAGCCCATCTCAGGTTTGACT
-CCTGACTTAATTCCTAACAGGGGAAGCTGCTGTCCTGTAACTCTGGGGGAGGGGGTTTCA
-TTTGCTCCACCTGCAGCGAGGTTAGCCCGTCTCAGGTTTGACTCCTGACTTAATTTCTAA
-CAGGGGAAGCTGCTGTCCTGTAACTCCGGGGGAGGGGGTTTCATTTGCTCCACCTGCAGG
-GCGAATGGTGCTCTCACCTCACACGTGACACTTGGTCCTTTTTGCATTATGGTGGTGACC
-ACTGATGACCGTATACCTGGCCGTGGAGTGACTGGCTGTACTGTCTTACAGGTCAGTGTG
-GGGCCAGAAAAAACTGGGCCAAGGGACACTACACAGAAGGCACCGAGCTGATGGAGTCAG
-TGATGTACGTTGTCAGAAAGGAGGCTGAGAGCTGTAACTGCCTGCAGGGTTTCCAGCTGA
-CCCACTCCCTGGGTTGGGGGACTGGGTCTGGGATGGGTACCCTTCTCATTAGTAAGATCC
-GGGAGGAGTACCCAGACAGGATCATAAACACATTCAGCGTCCTGCCCTCGCCCAAGGTGT
-CGGACACCGTGGTGGAGCCCTACAACGCCACCCTCTCAGTCCACCAGCTCATAGAAAATG
-TGGATGAGACCTTCTGCATAGATAACGAAGCGCTATATGACATATGTTCCAGGACCCTAA
-AACTGCCCACACCCACCTATGGTGACCTGAACCACCTGGTGTCTGCTACCATGAGTGGGG
-TCACCACGTGCCTGCGCTTCCCGGGCCAGCTGAACGCTGACCTGCGGAAGCTGGCCGTGA
-ACATGGTCCCGTTTCCCCGGCTGCATTTCTTCATGCCCGGCTTTGCCCCACTGACCAGCC
-AGGGCAGCCAGCAGTACCGGGCCTTGACTGTGGCTGAGCTCACCCAGCAGATGTTTGATG
-CTAAGAACATGATGGCTGCCCGTGACCCCCGTCACGGCCGCTACCTAACGGCGGCTGCCA
-TTTTCCAGGGTCGCATGCCCATGAGGGAGGTGGATGAACAAATGTTCAACATTCAAAATA
-AGAACAGCAGCTACTTTGCTGACTGGCTCCCCAACAACTTAAAAACTGCCGTCTGTGACA
-TCCCACCCCGGGAGCTAAAAATGTCAGTCACCTTCATTGGGAATAATACGGCCATCCAGG
-AACTCTTCAAGCGTGTCTCAGAGCAGTTTACAGCAATGTTCAGGCGCAAGGCCTTCCTCC
-ATTGGTACACGGGCGAGGGCATGGAAGAGATGGAATTCACCGAGGCCGAGAGCAACATGA
-ACGACCTGGTGTCTGAATATCAGCAATATCAGGATGCCACGGCTGAGGAGGAGGAGTTTG
-AGGAGTATGCTGAGGAGGAGGTGGCCTAGAATTTTCCTTTTCTAGGTAAAGGGGGGAAGC
-AGCGTGGATTCTTAACTGTTCTGACAGCCATGTGTCTCTAAGCACTTATTCATTTGTGTC
-TTCACCTCTCCTCCTGCTGCATTTTAAAGCACTTTTATAGTATGCAGTTTTGCCTAATAT
-TTTCACAGCATCTGGTTTCACCTCCAACTTCTTTCCATGGGCCCTCCGGCTACTGCTGCC
-AGATGTGCATAGTTGTCCTGCAAGGCTGAAGCTGTCTGGGTTTATCACATGCCCAGGAAC
-AAGCATTCCAGTGGCTCTAGGAGGGGTCGGCATGGGTTGTGGACATGGCAGGCAGGTGCC
-ACATGAACTTGGGGATGCCCTGGGCCTTGGGCAGCGACGTGGTGGAAAACCTGTTCCTGA
-AGGCAAGCCTTGGCTTATCCCATGTGCCAAACTTCTAGGGGACCAGCTGGCCCTCTGTTT
-CTGGAATTTTAAAAGGGGTCAGTGACCCTGGTGGACAATGTCCCCAAAGTCTCATCTCAG
-GGTAGGAATGTGGTCAGACAGCTGGCTCTGAACCAGCAAGGAAGGGTGGGCAAGTAGGAC
-CCCAGGCACTCCATCACCACGATGGCCTGGGTGTGTTTGTGTGGCCTCATTCTCTTCACC
-AGGTGGGCATGGGGTATCTGGCAGGGACTAGGCAGGAATCAAGCCCGGTGTATACTCACA
-TGCACTGAACCCTATGTAGAAGGGATTAGGTCCTGGGGGCCATAGATGGCGGTTGCTGGG
-CCTGTGTGCTCGGGGCAGTCTCTCCAAAGGCACAGATGGGGTTTCTGAACAGGACCTGGG
-GAGACAGGCAGGTGCTCACAAGTGCTGCTTCCCCCAACTGGCAACCAGTGAGGAAAAACG
-CCCGAGTGGAGGTCTGACCTGCCCCACTCTGGAGGGCTGATGCTCTCTGGAAAGGTGGGT
-GATGTGCAGTGTCTGCTGTCTCCCTGTCCCCCACTCCAAAACTTCAGGGAAAAAATAATC
-CAAGATTGTCAGGATGAGCCTGGTGAGGGTGGCACCTTTGGGGATAGGCCCTTCAGCCTG
-GCAGAGTCTCCTCCCCAGGCTTCTTGGGGAGCCTGGACTGCAAAGCCTGCTTTGGGGAAG
-CTGTCAAATGAGAGCTGTGTGTGTGAGCTGGGTGCTGGGCAACACGCACGGACAGTGTTC
-TTCTCCCTGGCTCTTGTAGAACTTGTCCATGGCCTGTGTGTTGGTCTCTTGGTAATTCCC
-ACCCTACCCCCATCACACAGATAAGATGAAGCCAGCATAGCCCAGGGGTGGGGAGATGAA
-CAGGCGCTACCCCAGGTCCCCTAGGCATGCCCATCTGCCTCTGACATGTCCGGGAAAGCA
-GGTGAGGCCCCTTCTTGTTCTCTGAATGTTGTCAATGGTCTATTGCAGCCAAATGGGGAC
-AGGCAGGCAGGAGAGTGTCTCATCTCGAAAGAAGTGGTTCCTGGAAGCAGCTGGGAGGTG
-GGAGAGGTTCCCCAAACTCCCCCATACTCCCCCATACTCCCCCACATTCCCTCACACTCC
-CCCACGCTCCCCCACGCTCGCCCACGCTCGCCCACGCTCCTCCCCCACACTCTCCCACAC
-TCCCCCACACTCCCCCACACTCCCCCACGCTCCTCCCCCACACTCTCCCACACTCCCCCA
-CACTCCCCCACACTCCCCCATACTCCCCCATACTCCCCCATACTCCCCCACACTCCCCCA
-CACTCCCCCACACTCCCCCATACTCGCCCACACTCCCCCACACCCCACACTCGCCCACAC
-TCGCCCACACTCCCCCACACTCGCCCATACTCGCCCACACTCCCCCACACCCCACACTCG
-CCCACACTCGCCCACACTCGCCCACACTCGCCCACACTCCCCCACACTCGCCCACACTCC
-CCCACACTCGCCCACACTCGCCCACACTCCCCCACACTCCCTCACAGTCGCCCACACTCC
-CCCACACTCCCCCACACTCCCCCACACTCGCCCACACTCCCCCACGCTCCCCCATACTCG
-CCCACGCTCCCCCATACTCGCCCACGCTCCCCCACGCTCCCCCATACTCCCCCACACTCC
-CCCATACTCCCCCAAACTGTTCTCAGGTTAGGAAAAGGGGCCTCTGTGACAGCCCCACTC
-AGTGGCTCTCACTGTCTGAGGGGTGTCCTTGCCCAACCCAGGTGCGCACCCATCTGAGAT
-GGCCTTGCATGGACCTGGTTGGGAAGGTTCAGCTACAGCAACCACTGGAACCTGCCCACA
-CCTAGTGTCTCCACTCACACGTGGGGCTAGATGTTCCTCCCTCCCGTAGTGGCACAGCCA
-GTGGCAGAGGGGGCAAGTCACCGCTGCAGTTCCCACTTGAGTCTGAGGGGGGATCAGGCT
-TAGTGCCCATGTATTTCCCAATTACCTGGTTCCATCTGGGGGCTTCATGGACAGGAGTGG
-TGCTTTTCCAGGCCTCTTTTCCATATGCCAGCTACAGGCCCAGGTTTCCAAGTTTCTGGA
-GCCCCTCTTCCAGCCTGGCAAGCATGGCGTGTTGTAGGGGAAGGACATGAAGCCTACAGG
-CAGCAGAACCTGTCTGGGTATGTTCTCTACCCCTGGAGGCCCCTGGTTGTTTACCTCTTG
-GGTGAGAGTCGGCTTAGGATCTCAACATTCTTGTAGGACTTCAGAACTGTGCCGACAGGG
-GCCCAGGAAGGAGCAGAGGCTGGGGCTGGCAGCTAACCAGTGTAGTGGGAGTTGTAGGGC
-TCAGTTTGGTCTTGCAGGGAATTCAGGGAGGCTTGGATTTGCTGAAGCTCTAGATGAGCT
-TGGGCTTGGATATGGAAACGGCATGGAGCCAGGGCCCTTCTGCACACTGGGGTCTGAGTA
-GTTGCACTCTGGTGCATCCATAGGTGTTCCCCACCTGGAGCACAGCTGTGGATAGAAGCC
-GGGAGAGCTGTGGAGGGAAGAGGAGGAGGAGGGAGTCTCGGGGCAGCCCCAGCTGCCAGG
-CAGGGCCTCTGCAAGTGAGATGCAGATCCAGCCTGTTGGCCACTTAGCACTTGCTTGGCC
-GCCTGCAGATCACCTGACCTCTGCTCACCTGTAAATGGGGGTTGCAGCAGCACTTACCTT
-CTGGGACTCCTGCAGCTTGAAGGGGCAGCACACACCACATGCTGAGAAGGCGCCTAACTC
-AGGCAAGCTTCTCCAACAGCACCACATCAGATTAACATCCAACCTGTACAGGACATCAAA
-TCTCCCCATCCCTCATTCCAATGGAAGAAAAGGGAGTCTCTGTCCTAGGGGAGCAAGCAC
-AGGCCTATCTATGCAGTTGGCAGTTGGCACTTGACCCAGGTTGGGGAAAGGCCCTTGGAT
-ACATGCTGGTTTCACCAACCATCTGTGGGTTGGGTTTGGCCTGGACCCATGTACCCCAGG
-AGGCCAGCAGCCCCCTGCATGGGACAGGACTGGGAGGTGTGTGGGAGGGCTGAGCTTTGA
-GGGAAGCCATTATTTGGCCTCATGGGAAGTGGTGCAGGTGGTTGTTGGTGGCTCAGTTTT
-GCAGGGCCTGGGTGATCACCCAAGGAGTGAAAATTGCCTTTTTATGAGAAATTGCCAAAA
-CTGATGCAAGCTCATCCGTTGAAAAGGTGAGTAATGCTGGCAGTTGGCTTCACCTGCCCC
-TTCCCCACAAGTAACTGGTGTTCAGAGGTGGATTTGGTTCCTTCCCAGCCTTTCCCGTTT
-GCATGTAGCTGTGTGCATGTACTTTTGTGTGTACACACACATTCCCTGGAGGGGTTACTT
-TTATTTTTTTATTTGGGGGGATAACTAGTGAGGCAGCCTGACACTTTCTTATCTTGTCTT
-TTAAGTGTGGAGTCCTCTATGGAGTGGGCATCAGGTACTTCCTAGCTGGCCTCTGCCAGC
-TGTTTGGCTGCCCCAGTTTCTGCCCTTCACAGACATGCCAGCCACCTGCTGTGACATTCA
-GTGGCCTTGTTTGCAGCTAGTGTGATGAGACAAGTGGATCAGGTACATTATAAACTGAAA
-AAGCACACGACATGCAGAGGGAAAGGGTAAATGACCATGTGTGTCCTGCTCGGCTGAAGT
-CCACATCACATGACTGAGATGACATTTTTTCACCTAACATTTGGGCCCTGAGAAACGGCA
-TCTATGTTTTACTTTTTATTTATGACAGAGTTAGAAGAAATACTACCAGGCTTTCTTTTC
-CATTTTCCCCAACTCCCTCTTTACCCCCTCAAGTTTACCTACCTCAGAGAGAAAGCGGAG
-CTCGCCTGGTTAATGACAGCCTGAAATTATTTGAGTCAGGTCACTGTGTAAAGGTCATAC
-TGCTTCTGTCTCCTTGTGCATCACCTGCGCAGCTCAGATATTTCATGGCTCCCTGTATAC
-AGGTAGCTGTGTTACCCTCCTAGCCGCTTTCTTGGTTTGATACATGCCTGGGAGCATGTG
-GGAGCAGTTAAGGTCTAGGCTCATGGGAGGACAGTTCTGCCCACCCCAGCTCATCTCTCC
-AGCTCAGCCTGCATACCTGCCTTCCTCCATCTGATTCCAGAGTAGGGGATGGGAGGTCTC
-ACACTGACCTCAAGTTTATGTGACTTTTTCCACCTCTGCTTTCCCAGACAGCCCCTGCTG
-TGGGACTTGTAAGGAGATTTGTGAAGTCAGTATCTACTTTTCTTGTGTGGGTGTTTGTTT
-ATAAATTATTCCCCTGGAGGGGAATAAATGTTAGAGGTACTCCAAACCCCTAACATATAA
-ACATCTAAGCCTGGCCCTTTTTTGGTGGTAAAATATATATAACATAAAACTTACCATTTT
-AACCATGTTTAAAGGTACAGTTCCATGGCATCCAATATATTCAGTGTTGTCCAACCATCG
-AATTTATCCATATCTACAACTTCTTTATCATCCTAAAATGAAACACCAAAACCATGAAGA
-AGTCACTGAATAGAAGACTGATGTATTTGACTCCATAAAAATTAAAACTTTGTATGAGAG
-AAAAATGCCTCAAAGTCAAAAGTCAACAGGCTGGGGAAATAGATCTGCAATATACATGAC
-ACACAAAAAGCTAATTTGGGATATATATATACACACACACATATATATACATATGGATAT
-ATGTAAATATCCATTTTTAACACCATTTAAAAAATACCATCCTTTCCCCATTGAATAGTG
-TTGACTCCCTTGTTAAAAATCATGACCGTGTTTTTCGGTTCTTTATTTCTATCGCATTGG
-TCTTTATGTCTGTCTCTATGCTGGTACAACATTGCTTCGGGTACTGAAGCATTACAGTAA
-GTATGAAACCAGGAGGTGTTTGTCCTCTAACTTTGTTAGTTTTTAAGATTGATTTGGCTA
-CTTAGGATTTTTTTAGATTTCATCTGAATTTTAGAATAGGTTTTTCTATTTTTGAATATA
-TTGGAATTTTTATAGTGATTTTATTGAATCTGTAGATCGCTATAGATAACAATGGCATCT
-TGACAAGGTTTTGTCTTCCAGTCCATAAACACATGATGTCTTTTCATTTATTTGTGTCAT
-CTTTAATACTTTTCTGCCATGTTTATAGTTTTTGCTGTACAGGTTAAGTGGGTTTCTAAG
-TATTTTATTCTTTTGATGCTATCATACATGATACTGTTGTCTTGATTTCTTCTTCAGATA
-GTTTATTGTTATTGTAGAAATACAACTGATTTCTGTGTATTGATTTTGTATCCTGCAACT
-TTGCTGAATTTTATTTATTGTATCTGACAGTTTATTTCACAGAAACTAAAAGATTTTTAA
-TATATAAGGTTATGTCATCTGCAAACAGATAATTTTACTTTTTAAAAAATTGGAATATCC
-TTTATTCTTTTACTCACCTTATTGTTTTAACTAACTAGAACCTTCAGTACTACATTAAAT
-AGAAGTAGTAAAAGCAGGCATCCTTGTTTTCGCTCTGAGGGTAAAAGCTTTCAGTCTTTC
-ACCATGTTAGCTGTGTTTTTTGTTGTTGTTGTTTTTTGGGGTTTTTTTTGTATAACATTA
-TGTTAAGGTGTTTTCTTTCTTTTTATAATTTATTAAGTACATTTTATCATGAATGTGGGT
-TAAATTTTGACAAATGCTTTTTCTTTAAGATGATCACATGAGGTTTTTTCCTTCATTATG
-TTAATGTGATATTACACTGATTTTCATGTGTTAGAACATACTTTTATTTCAGGAGTCAGT
-TATACTCATTCATAGTGTATAATCCTTTTAATGTACTGCTAAATTTGAATTGCTGGTATT
-TTGTTGAGGATTTTTGCATCAACATTTGTAAGGGATGTTTGTTTGTAGTTTTCTTATGGT
-GCCTTTGTCTGGCTTGGTGTCAGGGTAATACTGGCCTCATATAATAAGTTAGAAAATGTT
-ACCTCCTTTTCAACGTTTTGAAAAAGTTTGAGAAAAACTGGGTTAATTCTGCTTTAAACG
-TTGGGTAGAATTCAACAGTGTAGCCATCTGGTCCAGGCTTTTCTTTGTTGCTGGGTTTTT
-TATTACTGATGCAATCTTCCTGCTGAATCTCCTTGCTCAATAGGTTTATTCAACTTTTCT
-GATTCAGTCTTAGTAGGTTTTTTGTTTCTAGGAATTTGTTCATTTTATTTAGGTTATTCA
-ATTTTTTTAGTGTATAATTCCTTATGGTACTCTTCTACATCCTTTTTTTACTCCAAAAGT
-TTGTTAGTTATGTACCCATTTTATTTTTGAGTTTGGTAATTTGAGTATTCCCTTTTTTTC
-TTAGTCAATCTAGATAAAATTTTGTCAGTTTTTATCTTTTTCAGAGAACAAACTGGGTTT
-TGTTGGTTTTTGATATCTTTTTCTATTCTCTATTTCACTTATTTCCACTGCTATCTTTAT
-CATTTTTAAAATTTTGCTAGCTTTTAGTTGTCCCTCTTTAATAGTCCCTCTTTTTCCCTC
-TGTTTTTCTTTCCTTAGGAGTAAAGTTGTTGATTCGGTATCTTATTTTTTATAATCATTT
-ATAGCTATAAATTTTTCCCGTGTGGTACTGTTTTTGATGTATCTCTTAACTTTTGGTATT
-TCATATTTTTAATTTGTCTCTAGATATTTTCTATTTTCTCTTGTGATTTCTTCTTTTATC
-CATTCTTGGGTGTTTAATAACTATATTTTTAGACATAAAATGTGTAACCTACAAAATTTT
-CTTGATTTGTTACAGTTTTATTTGTTGTAAGTTTTTATTTCAGAATTAAATATGTGTATC
-AACATTTGTTGTGTTCTCATAAACTTTGTAATACATGGAGATTTCTGGTCCACATATGTA
-AGTCTCTACATTAATATTATTTTGAAGCATTTAAACTTCTGTTTTAATATTTCAAAGGTC
-TAAATGAAATTGAGATTTTTGGTTTCTGAGATGAAATCATGGTAGGTGACTGAGAAATGC
-TTAAAAATTAGCCAAAACTTAAAATTAAGTTAAAGTTTACTAAGTCACCCTGTATTGCTG
-GTAATAAAAAATAAGTCTTTAATGGTATAAAAGCAAACTTCAGAGAATGTTTTCTTTTCC
-CCAGTTGACATCTAAATTAAAAGCTGGAAAAAAATTTTATGGCTTTATGCGTTTTTCACT
-TTACAATTTCAACTTTTTCTGGTTAAAATTTTTCCAAACAGATTCCTGTGTATTTGAAAG
-ACAAATTTTTTTTAGTTGAAATGCTTAAGCAGTTAAATAAGGCCATGAAACTTTCTTGAA
-CCTGTGGGAATCCATGAGAAAATCTGACATTATGTTCTATTCTCTTGGAAGGTAGAAATA
-TCGTTTGACTTCTGTTTTGCTGACAAGAAATATGGTCCTGAGCAAGGCTCCCTGGGACAA
-TGACCTCACACATGGAAAACGCTGGAGCCCATCTGTCTCCAATCTGCTGTTTTCCAAAAA
-TTAGGGAACTTCAGTTTTCCCTTTGATACTCTGTATTTCTACCAACCACAACGCCAGGGC
-TGTCCTGCTTCTACAAGTGACAATGACAAATATAGGCCTGAAGGAAGATGAGCTGATGGC
-ATTCCCAGCTTACTACCACTCCTTGGGTGCCTTATCTCACATACGTGGATTCAACTCATA
-GACTCAGGTGGGTGAGGATCTATTGTTCAGCTACATTAGAAGTGACTGCTTAAGACTCTG
-GTGTGTGGTGAAATGAGGCAGAATTTTCTCAATGCAGTGTTAGGAGAATTTTCTCCTCAT
-AATTACCATCTTACTATCACTAAATCATAGCTAAAATAAGGAAATTATTCAAGAAGAAAT
-AGAGATGTAATCTTATGAAGACATAAATTTAGAGATTTGTGGAGAGCCCTTCATAATTTC
-ATGGTGTTCTCTTTGAGCTGGGATTATAGTTGACATTTCATTATAATATATTAGCTATTC
-TAGACTTTATGCATTTATGTAAAGTTTTCTTTGTTGCACTTTAAGTTCTGTGATACATGG
-GCAGAGCATGCAGGTTTGTTACGTAAGTATACACGTGTCATGGTGGTTTGCTGCACCCAT
-CAACCCATCATCTACATTAAGTATTTCTCCTAACACTATTTCTCCCCCAGCCTCTCACCC
-CATGACAGGCCCCAGTGTGTGATGTTCCTCTCCCTGTGTCCATGTGTTCTCATTGTTCAA
-CTCCCACTTATGAGTGAGAACATGCAGTGTTTGGTTTTCTTTTCTTTTTTTCTTTCTCTC
-TTTTCTTTTTTTTTTTTTGAGACAAACTTTCACTCTTGTTGTCCAGGTTGGAGTGCAATG
-GCGCGATCTCGGCTCACTGCAACCTCTGCCTCCCGGGTTCAAGCGATTCTCCTGCCTCAG
-CCTCCCAAGTAGCTAGGATTACAGGCATGTGCCAACATGCCTGGCTAATTGTTTGTATTT
-TTAGTAGAGACGGGGTTTCTCCATGTTGGTCAGGCTGGTCTCAACTCCCCACCTCAGCCT
-CCCGAAGATCTGAGACTACAGGTGTGAGCCAATGCTCCTGGCCTGGTTTTCTTTTCTTGT
-GTTAGTTTGCTGAGAATGATGGTTTCCAGCTTCATCTACGTCCCTGGAAAGGACATAAAT
-GCGTAGTATTCCATGGTGTATATGTGCCACCTTTTCTTTATCCAGTTTATCATTAATGGG
-CATTTGGGTTGGTTCCAGGTCTTTGCTATTGTGAACAGTGCTGAAATAAACATACAGTGC
-ATGTGTCTTTATAGTATAATAATTTATAATGCTTTGGGTATATACCCCGTAATGGGATTG
-CTAGGTCAAATTGTATTTCTGGTTCTAGATCCTTGAGGAATTGTCACACTGTCTTCCATA
-ATGACTGAACTAATTTACACTCCTACCAACAGTATGAAAGCATTCCTATTTCTCCACAGC
-CTCATCAGCATCTGTTGTTTCCTGACTTTTAATAATAGCCATTCTAACTGGCTTGAGATG
-GTATCTCATTGTGGTTTTGATTTGCATTTATCTAATGACCAGTGACGATGAGCTTTTTTT
-CATGTTTGTTGGCCACATAAATGTCTTCTTTTGAGAAGTGTCTGTTTGTTTCCTTTGCCC
-ACTTTTTGATGGGGTTGTTTTTTCTTGTAAATTTGTTTAAGTTATTTGTAGATTCTGGAT
-ATTAGCCCTTTGTCAGACAGATAGATTGCAAAAATTTTCTCCCAATCTATAGGTTGTCTG
-TTCACTCTGATGATAGTTTATTTTGCTGTGCAGAAGCTCTTTAGTTTAATTAGATCCCAT
-TCGTCAATTTTGGCTTCTTTTGTTGCCATTGCTTTTGGTGTTTTAGTCATAAAGTCTTTG
-CCCATGCCTATGTCCTGAATGGTATTGCCTAGGTTTTCTTCTAGGGTTTTTATGGTTTTA
-GGTCTTATGTTTAAGTCTTTATTCCATCTTCAGTTATTTTTTTGTATAAGGTGTAAGGAA
-GATGTCCAGTTTCAATTTCTGCATATGGCTAGCCAGTTTTCCCAACATGATTTATTAAAT
-AAGGAATCCTTTCCCCGTTGCTTGTGTTTGTCAGGTTTGTCAAAGATCAGATGGTTGTAT
-GTGTATGCTCTTATTTCAGAGTTCTATATTCTGGTTCATTGGTCTATGTGTCTGTTTTTG
-TACCAGTACCATGCTGTTTTGGTTACTGTAGCCTTATAGTATATTTTGAAGTTGGGTAGT
-GTGATGCCTCCAGCTTTGTTATTTTTGCTTAGAATTGTCTTGGCTATTTGGGCTCTTTTT
-TGGTTCATGAGAATTTTTAAATAGTTTCTTCTAATTCTGTGAAGAATGTCATTGGTAGTT
-TAATGGGAATACCATTAAATTCTTTTATAAATTACTTTGGGGAGTATGGCTATTTTCACG
-AATTAATTCTTCCGTATCCATGAGCATGGAATGCTTCTCCATTTGTTTGTGTCCTGTCTG
-ATTTCTCTGAGCAGTGGTTTGTAGTCCTCCTTGAAGAGGTTCTTCACTTCTCTTGTTAGC
-TGTATTCTGATGTATTTTATTCTCTTTGTAGCAATTGTGAATGAATTTCATTCATGATTT
-GGCTCTCTACTTGCCTGTTGTTGATGTATAGAAATACTAGCAATTTTTGCACATTGGTTT
-TGTATACTGAGATTCTGTTGATGTGGTTTATCAGCTTAAGAAGCTTTTGGGCTGAGATGA
-TGGGGTTTTCTAGATACAGGATCATGTCGTCTGCAAACAAAGATAATTTGACTTCCTCTC
-TTCCTATTTAAATACCTTTATTTCTTTCTCCTGCCTGATTGCCCTGGCCAGAAATTCCAG
-CACTATATTGAATAGGAGTGGTAAGAGAGGCCATCCTTGTCTTGTGCCAGTTTTCAAGGG
-GAATGCTTCCAGCTTTTGCTCATTCAGTATGATATTGGCTGTGGGTTTGTCATTTATGGC
-TCTTATTATTTTGAGGTGTGATCCTTCAATAGCTATTTTATTGAGGGTTTTTAACATGAA
-GGGATGTTGAATTTCATTGAAGGCCTTTTCTGCATCTATTGAGATAGTCGTGTTGTTTTA
-TGTTTAGTTCTGTTTATGTGATGAATTACATTTATAGATTTGCCTGTGTTGAACCAACCT
-TGTATCCCAGGGATGAAGCCATCTTGATCGTGGTGGGCCAAGCTATCCTTAACAGTCTTA
-AGTTCAGTCTTTTTACATAATCCCACATTTCTTGAAGGTTTTGTTGTTCATTCTTTTTTG
-TTCTTTTTTCTCTATTCTTTTCTTCCTGTCTTGTATCAGATAGTTTTCAAGCTCTGAGAT
-TCTTTCCTCCACTTGGCCTATTCTGCTAGTGATACTTATGGTTGCATTGTGAAGTTCTCA
-TGTTGTGTTTCTCACCTCCATCAGGTCAGTTATGTTCCTCTCTAAACTGAATATTCTGCT
-TATCAGCTACTGTGTTCTTTTATGATTTTTAGCTTCTTGCATTAAGTTAGAACGTGCCCC
-TTTAGCTCAGTGAAGTTTGATATTACCCACCTCCTAAAGCCTACTTTTGTCAATTCAGCC
-ATCTCAGCCTTGGGTCAGTTCTGTGCCCTTGCTGGGGAGGTGGTGTTGTCATTTAGAGGA
-GAAGAGGCATTCTGCCTTTTTGAGTTTTCAGCGTTTTTGTGTTGATGCTTTCTCATCTTT
-GTGGGCTTATCTACCTTTGATCTTTGACGTTGCTGACCTTTGAATGGGGTTTTTGTGGGG
-TCTTTTTTGTTGATATTGTTGTTGTTGCTTTCTGTTTGTTCTTAACAGTCAGACCACTCT
-TTCCTAGGGCTGCTGTGGTTTTCTGGGGGTCCACTCTGGACCCTAGTCACCTCAGTCTCT
-CCTGCACCTGGAGGTATCACCGGTGAAGGCTGCAAAACAGCAAAGATGGCAGCCTGATCC
-TTCCTCTGGGAGTACTATCCAAGTGGGTACCGACTTGACGTCAGCTGGAACGCTCCTGTA
-GGAGGTGTCTGGAGACCCCTGTTGGGAGGCCTCACCCAGTCAGGGGAAACAAGATCAGGA
-ACTGCTTAAAGAAGCAGTCTGGCTGCCCTTTGGCAGAGCAGGTGTGCTGTGCTGTGCTGA
-TCCCCGGGAGTCTCCAGAGCCAGCAGGCTGGAAAGGCTCAGCCAGCTGAACTGGGGAGAT
-AGCAGCTACCCCTCTCCCTGGGGACTTCATCCCAGGGAGAAATCAGAGTTCTGTCCATAG
-AACTCTGGCTGGAGTTGCTAAAATTCCAATGGGGAGGCCCTGTCCAGTGAGGAGGGATGT
-GTTTTGGTCTCACTTAAAGAAGCAGCCTGGCCACAATCAGGCACAGCAGCTGTGCTGTGT
-TATGGGAAACTCCTCCTGGACCCTGGTGCCAGCAGGCTAGAGTGGCCAACTCAAACCACA
-GATATAGTGGCTGCCCTTCCCTCCAGGAACTCGGTCCATCTCTGGCTGTCTCCAGCCTGC
-TGCCTCTGGCCAGCTGGAATTCCAAGCCAATGGGTTTTGTGAGGTGCTGTGGGAGTGGGG
-CCTCAGAATGATGTCACTTGGCTCCCTGGATTCAGCCCCCTTCCTAGGGGAATGCACAGA
-TGTATCTCCCACTTTGCTGGAATTCTCGGGGCATAGGATGCAAAACTCCTGGGTTTCCAC
-GCATGCCCCAGTGAGCCAGCGAGCATTCCGCCGAGACTCCACACAGCTCTGTGCTTCAGA
-CCCAAGGCCATGGTGGCTGAGCTCACCGGGGGACCTCCCAATCTGCAGGTTGCAAAGATC
-CGTGGGGAAAGCATGGTTTCCCAGGCAGTCACGCAATCACTCACCGCCTCCCTTGGCTGC
-GAGTGGGGGCTCCCTAGCTCCGTGCCACACCTGGATGGGCCATCACCCCACTTGCTTTTC
-CTCACTCCCTGTGGGCCTAGTGGGCCTAGTCAGTCCCAATGCAAGAACCTGGATACCTCA
-ACTCAAGGTGCAGAAGTCACTTGTAGTTTTCATTGCTCTCCATGAGAGCCATGGGCCACA
-GCTGCTTCTAATCGGCCAGCTTGGCCCCATCTAAAGTATGATTTCTTAATACATGAGATG
-TTTTAAGTACATGACAATAATGATATTTATCACAAATAATATTTTATCTCAATTTCATAT
-AAAAATTGCTAACAAATCAATTATTTTTGGTTACCACAAAGCTATCTGGAAATGTAACAT
-CTGCCATTTATAAAATTTCTGTAGAGTTAATAGAACTTTTCCTGAAGGGAGGCCGGCAAT
-ATGCATCATGAATTCAAGCACTACCAGTGAAGTTGTGGAGTTTGAAGTGGTACTCACATC
-TTGTTACTGGGATTATAAATTCGTACAAACTTTATCTAATGTGATTAAACAATATATACC
-AAAATTATCAGTGGAAATACTCTCTGATTCAGCAATTTCATTTCCAGAAATTTACCCTAC
-AGACATACTCATGATGCCTGGAATTATGTATGAATGGGAGAAAGTATTATACCACCTTTT
-TCATTAACAAAAGTCTGGAAATCACCTTAATGTTTATCAGTCACATTAATGGTTATCACC
-TTACTGTGTATTGAAATTATGGTTATTCATACGATAGCATACTATGCAGCTATTTAAAAA
-AATAAATTTTAAAAGGATGCTCAAAAATGATGTCCAATATATGTTACAAAGTAAAAACAA
-CCCTGGGTGCAGAGCCATGTGTCTGATATGCCTCCATTCCTATAAAATCAGAGTGTGTAG
-AAATGCATAGAATATCTCTATTAACTGGTAACTGTTACAAAATTCAAAGTTAATGCAGGC
-AAGACCTTTCTTTTTTAATGCTAACACTCCAAGGAACTGCACAACATTTGAGGATTCCCA
-ACACATGCCAATCTACCTTTGAACCTATAGATTTTAGGAAATGAGGCTCTTGAAAAATCA
-AGCATTAATATTCCTAGCTACAGTTGTTTGGGACATAATTAGAATGATCCATTCTTTGAA
-AGTTTGTAAAATTTGCTCATACAACCATCTGGGCCTAGTCCTTCCTTTGTGAAAGATTTT
-ATTTTACTAGAGATTTTATTTTCTTCACATTATAGTACTTCTTAGGTTTTCTATTTCTTC
-TTGATTCTTGAGTCAATTTTGGTACCACTTTGTACCCCACAGGGTGCTTGGGCTCAGAAC
-ACATCAGTCAAAGAAAGAGAGAAGAAAGGAAGGCAGGAAGGCAGGGTGAAAGGAAGGAAG
-GAAGGAAGAAGGAAGGAGACAAGGAAAGAGAGAGAAGGAAGGATGGAGGGAGAGAAAGAT
-GGAAAGAGAGAAAGAAGGAAATGAGAGAGAGAGAAGGAGAGAAGGAAGGAAGGAGGGAGA
-GAAAGGGAAAGAAGGAAAGAAACAAGGAAGCAGGGAGGGAGAGAAAGAGGAAGGGAGAGG
-AAGGAAGGAGGGAGAGAAAGAGGGAAAGGGAAAGAAGGAAGGAAAGAAACAAGGAAGCAG
-GGAGGGAGAGAAAGAGGAAGGGAGAGGAAGGAGGGAGGGAGGGAAAGGAGACAGGGAGGG
-AGAGAGGGAGGGAGGGAGGAAAAGAAAGAGAGAAAGGTGAAAGGTGGGGACGGGAAGGGA
-AGAGGAGCCAGCCAAAGGCTACAGGCTGTTTGTTCACTCTTCTACTTGACCCAAGCAGTT
-CTGCCTTTTAAATATTCCACCTTCTGCCATGAGTTACACTGTTCAATATTCATTTCTCAG
-AGCATTCAAAGGTCTATGTGTGCCCTGCCATGATGGACCATGGCTTCAGCTCTCAAACAC
-AACCCTCAGCCAAAATATTCATGACTGTTCCCTCCCATATACTCATCAATCCCCCATGCT
-ATGGTCTGCATGTGTCCCCCAGAGCTCACGTGTTGAAAACTTAATCCTCTATATGACAGT
-GTTGAGAGGCGGGGCCTAATAAGAGTGATTAGGTTATAAGATTCTGCCCCCATGTATGGA
-TTAATGTCATTATCTCAGGAGTGGGTTAGTTATCTTGGGAGTGGGCTTGTATTAAAAGCA
-TGTTCAGCCCCTTTTGCTCTCTTTCTTTCCCAAACTCTTGCTCTTCTGCCTTCAGCCATG
-AGATGACACAGCCAGAAGGCCCTCACGAGATGCAGACCCCTCATCCTTGGATTTCCTAGC
-CTCCAGAACTCTAAGAAATAAATTTCTTTTCTTTATAGATTCCCTAGTCTGTGGTATTCT
-GTTATAGCAGCACAAAATGGGTTAAGATGCCCCATTACATGGAGAGTGCTGATCCACAGG
-GTTCAGATCATTGACTTAGGGCTTGGAGTCTTATACAACATCCCTATGGGAGTTGACCTC
-CATATTCCCTATCTTCCCGGAATCGCAAATGGTGATTTCAGACCAAAATATAGCCCAGAT
-ATTTTGCATTTGGCAATATTGCCGACTTTTCCACAACTTTATCATGGCAGGTTTGATGTG
-CTCACTTCTATGATCCCTGAAAGGATATGGGTTCAAGATCCTGCAAGGTTACAATCCAAG
-GATAGAAGAGCCTAGACAAGAGTCCCATCACCTGGGCGATCAGTGCAGAGATATGTCACA
-AAGCCCCTGTAGGCAGAGCCTAGACAAGAGTTACATCACCTGGGTGACAGGCAAACAACA
-ATGACAACTTATTTTCATCCCCACTTCAGTCTTTGAGGTTAGACAGACCTGGATTCAAAT
-CCAAGCTCCACCCCTCGCTGTGTGAGTTTGCTCATGCTGCTAACCTCTCTGAGACTTGAC
-TCTTCATTTATGAAATGAGGATAAAGCCCCTTCTCTCAGGGGCTGTGCCAAGGATGAAAT
-GAGTCACGCATTGGTCAGGACAGGTGATGCTGTGTAACAAGCCCCTAAACCTCAGTGGCG
-TCAACAGCAAAGTTGACTTCTTTTCTTTTTTCTATTTTTTCTTTTGTTGGGGGGGTGGGG
-AGGTGGATGGAGTCTCACTCTGTCACCCGGGCTGGAGTGCAGTGGTGCAATCTCAGCTCA
-CTGCAACCTCCACCTCCTGGGTTCAAGTGATTCTCCTGCCTCAGCCTCCTGAGTAGCTGG
-GGCTACAGATGTCAGCCACCAGGCCCAGCTAATTTTTTGTATTTTTAGTAGAGATGGGGT
-TTCACCATGTTAGTCAGGATGGTCTCGATCTCCTGACCTCATGATCTGCCTGCCTCAGCC
-TCCCAAAGTGTTGGGATTACAGGCGTGAGCCACTGCACCCGGCCTTGACTTCTCAATTGA
-TTTCACATCCATCACGGGTCAACAAGGGGGTTCTGGTGGTCGTAGTCAATGAGCCGAGAC
-CATGCCACTGCACTCCAGCCTGAGTGACAGAGTGAGACTTCATCTCAAAAAAAAAAAGTC
-TCAGGCTATGTCTGAACTAGGAGGGTAGAAAGAATAGTCATTTTGGTTGCCACAAACCAT
-CGAAACAAAGATGCAGATCATTGATGTAAAATTACAGTTAGTTCCTTCCCACTCCTTTTC
-AGCTTCTCTTCGTTGCTATGACCCAGCGTCTCCTGTGTCAGTTTTCAGTCTATTGTCTCC
-CAGCTTCTAGTGCACCTTTCAATATGTGCACTGTGATAAACTGGGAAGCACTTTTCAATA
-TACCTTCTGGAAGTGAACATTCTGCAGGCATCTAGATAGAGGATGGAGAGACTGCAGGGG
-GCAGGAGCTCTCTGGCTGGGCCTTGTTCAAGCCCCAACCACAGAGACCTAGGCATGGTCC
-CTCAGCCACCTTGCAGCCTTGGCTAGCAACATCTCGACACGGAAACCAAAACGCAGCAGA
-GCCCATGTGATCTGAAGGTTCCTGAAAAGTTGCCCAGACCTCCTCTTGTACCCACATACA
-AAGAGTGTGTCCAGGGTCATGAGTGAGCATGATATTACAGAGGAATGTAAACAGGAAAAC
-CATAGCATAGAGCAGTGGGGATCCATAGCTCACAGTGATAGCATGGAAGTTTCCTGGTTA
-CATGAAGTAATTAAGACGTATTTAAAAGCCAAGAGTACAAAATTAGACCTGATGAAAAAG
-CAGGAGTTATCATCCCAGCCATGCAGAAAAGCCAAGCCTTCTCTCCCTTCTCAAGAAGGA
-ACAGAAGACAATGATGTGATCTGTGAGTCATGTGTAACATGAAAGTACAGGAAAAGTTGA
-ATTTCTGATACACAAATCTGAAAAGTTTTTATAGTAACAGATTTCAGGATTAAAAGTCAA
-TATTTATTACTTCATTAAGAGCAAATAAATACTTTAAGAAAACCTTGTTGTTTTAACCAA
-AATTTTTAGTTTTGTATCACTATGTTTTTAATATTATACCTAATTTAAATAAACTTTATA
-AACAATCTATCTGATCTCAATCAGTTTTGACCTCGAGGTAAGATTTACGTAAACTTTTAA
-TAACCTTGTATAATTTTTTCCATCTTTTCCAACTTTTTATACACATTTTATCTATCTTTT
-TTATTCCTTCAATTTAAAATAATCCTTAAAAATCTCTAAGCGAATTTACTTTCTCTGAAA
-CAAAAACCGGTATACATTTTGCATACAGAATTGTTTCTCTTGTACCTAGTAGTCTTAATC
-ACATATATCTACCACAATATTAATACTTAGTAACCTTTATTTTAATAAAAAACCTAGGAA
-GCAAGAAATCTTGAATTGTCATATAGCAGTATCTTACAGATGAGAATAATTTCATAATTT
-AGAAATATGTGTTCCTAAAACATTTTTTTTTAAGATGGAGTTTCGCTCTTGTTGCCCAGG
-CTGGAGTGCAATGGAACAATCTCGGCTCACTGCAACTTCCGCCCCCCGGGTTCAAGTAAT
-TCTCCTGCCTCAGCCTCCCGAGCAGCTGGGATTACAGGCACCCGCCACCATACCTGGCTA
-ATTTTTTGTATTTTTTAGTAGAGATGGGGTTTCTCCATGTTGGTCAGGCTGGTCTTGAGC
-TCCTGACCTTGGGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTGGGATTACAGGCATGA
-GGCACCACGCCTGGGCTAAAACATAAGTTTTTAAATTGGAAATAACCCAGATAGTTAATG
-AGTATCTATTATTTAATTTAACATAACTAAAATTTCAAAAATAGGCTGGGCATGGTGGCT
-CACACCTGTAATCCCAACACTTTAGGAGGCCAAGGCAGGAGTATCATGAGACCAGCCTGA
-GCAAAATAGTGAGATGCTAACTCTACAAAAAAAATAAAAATTAGCTGAGCATGGTGGTGC
-ATGCCTGTAATTACAGCTACTTGGGAGGCTGAGGTGGGAGGATCCCTTGAGGGCAGGAGG
-TCAAGGTTGCAGTGAGCTGTGATCATACCACTGTACTTCAGCCTGGGTGACAGACAGAGA
-CACTATCTCAAAAAAATTTCAAAAATACATTAAGATGTCTTGGATAGACATGTATCCATT
-TACATTTACTTATTTTTAACAGTTTATCTAGAGTATTTGTGAGAACTGAGGTATTAGACA
-AAGCTAGTCATCATTTCTAGGTTATTTTCTTGTTAACCATGTTATAGCCTGTGAATATCA
-GGTGTTCACGTAAGTGAGGACTTCAAAGTTAAATACATGGGTATTTTACCAATAACTCAG
-AAAATTCCATTACTTTTGTTCAACAAACCGTATTAAATTGGTCTTATGTATTAAAAAAAA
-TCACAAAAACAAATATTCCTTTTTTTCCTGTGTTTATAGCTTTATAACCTTCATGCCAAA
-CCCTAGCACCTTAAAATATCTAGCAAATGTAAATATAAAACACAGTCAAAAATGTATGCT
-GACAATTCTGAAGACATTTCTATTTTCCTTTTATCCATACTTTTTAAATTATTTGTATTT
-ATAAAAGAACTCTTTTGTCTGGGCACAGTGGTTCATGCCTATATCCCAGCACTTTGAGAG
-GCTGAGGCAAGAGGATCACTTGAGCTCAGGAGTTTGAGACCAGCCTGGGCAACATAGCGA
-GACCGAATCTCTACTAAGAATAAGATAAAAAATTGCCAGGCATGGTGGTGCATGCCTATT
-GTCCCAGCTACTGGAGAGGATGAGGCAGGAGGATCACCTGAGCCTGGGAGGTTGAGGTAA
-CAGTGAGCTCTGGTCCCACTACTGCACTCCAGCCTGGGGAACAGAGTGAGACCTTAGAGA
-GAGACCTTGTCTCAAAAAGAGAAAAAAATAAAGAATTATTTCATTCTTTTGTTTTTCTTC
-AGCCAAGTAACCTTGAATTGGTAATACCACAGACAGTAAGTTTCATCTCAACACCAGTAG
-ACAAGTCAGCAGATTCAAAATAGGCAGGGAAAAAAAAATAGACAGGCAAAAGAACTGAGA
-TTTTTTCATTTTAGGGTTTTTAAAAATATAAACTATTTGAGTTCTGAATTTTCTTTCATG
-TTATTCGGCCATCAGGTTTAAAGTGTGCACTAGAAGCCAGGCGTGGTGGCTCCTGCCTGT
-AATCCCAACACTTTGGGAGGCTGAGGCAGGTGGATCACTTGAGGCCAGGAGTTCGAGACC
-AGCCTGGCCAACATGACAAAAACCCGTCTCTACTGAAAATACAAAAATTAACTGGGTGTG
-GTGGTGTGCACCTGTAGTCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATTGCTCAAACC
-TGGGAGGTGGAGGTTGCAGTGAGCCAAGATTGTACCACTGTACTCCAGCCTGGGAAACAG
-AGCAAGACTCTGTGTCAAAAAGAAAAAAAAAAAAAAAAAAAATATATATATATATATATA
-TATATATATATATATATATAGGCCTGTGCGCAGTGGCTCATGCCTGTAATCCCAGCAGTT
-TGGGAGGCCGAGGCGGGTGGATCACTTGAGATCAGGAGTTCGAGACCAGCCTGGCCAACA
-TGGTGAAACCTCGTCTCTACTAAAACCACAAAAATTAGCCGGGCATGGTGGCACACACCT
-GTAATCGCAGCTACTCAGGAGGCTGAGACAGGAGAATCACTAGAACCTGGGAAGTGGAGG
-TTGCAGTCAGCCAAGATCACACCACTGCACTCCAGCCTGGGCAACAGAGCAAGACTCTGT
-CTCAAAAAAATGTGTGTGTGTGTGACTAGAATGGTCTATAATATATAGCCAGCTCGAGTC
-CCAGAAAACCTAGCAAGCTTAAGGTTAGAGCTTCTCATTTTGGCCTTTTCAAGATTAAAT
-CTCCTTTAGTAGGCCCCTCCCCTCTAGGGAAGTACTTGCCGGAGCGCTGCCTAAAGTTGG
-TTTTCTGATGCCCTGTTGTTTCTGTTCTGAATGGTTTATTTCTCATTATAAGGGCTCAGC
-AAAGCAGGCAGAGTTAAAAAGCAGAGACAGGAAGAATTTTTAAAATCGTGGACTTCACTC
-CTACACTGAATCTCAGGTCCCCAGAAAGACAGAAACACCATGGGACCACAGCAAAGGCAG
-GAGGAGGAGTGAGGGAGGGAGGTGGACAGAACAACAAACAGGAGTTGGCTCTCAGTTTTT
-CACGTGTGCCATTTTCTTTAGGTTTTTCTAGTTTATGGAGTCTCTTTGTTCAAGTTGAGC
-ACACAGATAAACTAGAGATCTCACAAGGCTTTTGCTGAGACCATCAAAGCCTTTAACCTC
-TGTTGGGCCAAATATTTTAGACCAAAAATACAGATAGACACACAAAAGCCAGAACCAGAC
-CAGATTGAGTATCTCAGTGGCTGCAGCCTTTATTCCCTTTATTCTTTAGGATTTGAACTC
-AAACCAGATTCAGGGTTCTAACCCAACCAGGATCCCCCTGGGGTGAAACTGAAACCCACA
-GTCTAGACAAGGTTGGGGGTCTTTTTTTATTTTTATTTTTTCATTTTTTTTGAGACGGAG
-TTTCACTCTTGTTGCCCAGGCTGGAGTGCAATGGTGCAATATCGCCTCACTGCAACCTCC
-GCCTCTCGGGTTTAAGCACTCATCCTGCCTCAGCCTCCCAAGTAGCTGGGATTACAGGCA
-TGTGCCACCACGCCCATTTAATTTTGTATTTTTAGTAGAGACAGGGTTTCTCCATGTTGG
-TCAAGCTGGTCTCGAACTCCCAACCTCAGGTGATCCGCCTGCCTAAGCCTCCCAAAGTGT
-TGGGTTTACAGGCGTGAGCCACCACGCCCGGCCCGCTTGTTCTTTTCATTTCATCCTGAT
-GTCCGAATACAGGAGAGTAGCTGAGTTGGTGTTCACTAACAAGCACGGAAGCTTTGTTAC
-ATTTACAGTGTCATTCTTGGCAAAACCTGAAGTTTTGCCTCCCGGGTTCACGCCATTCTC
-CTGCCTCAGCCTCCCGAGTAGCTGGGACTATAGGCGCCCGCCACCTCACCCAGCTAATTT
-TTTGTATTTTTAGTAGACACGGTGTTTCACCGTGTTAGCCAGGATGGTCTCGATCTCCTG
-ACCTTGTGATCCGCCCACCTCGGCCTCCCAGAGTGCTGGGATTACAGGCGTGAGCCACGC
-GCCCAGCCAGAAGCTCTGTAATTTCAATGATGATTGTGCTTTTAATCTCTTTCTCGGCAT
-CTGGCTCATGATAAAGTTTCAGGTGTCTTGATGGTATCTAAATCAGTTGTTGATTCGGTC
-CTGGAGAAACACAAGCATAACCTCTACGCCAAGTTATTATTTTACCTATTTCCCAACTTT
-TTGTTATTGGATCTGTCCACCAAACCAGTTGTTCTGCTTGTGTCTTTGCAGCTGGTTTCT
-GTAGATGCTGTTCAGCTGCTGGTAACATCTGGCCTTTGGGAAGGCTCGAAAAATGGAAAG
-TTAATAATGCAAGATTCAATTGTGTCTGGGCTGTCCCGTAATCCCTGTTTCCCCCCTTTT
-TTGTTTTTATTATCAGTTGTTCATCTGTATGAAATCGTAACTGAGCATTTTCAATTAACT
-GTGTGGAATGAACCATGTATGAAGAATCAGAAATCACATTAATAGGCATATCAAAAGCAG
-TCAATACCTCAATTACAGCTACAAGCTCCACTTTTTGAGCTGAAATATAGGGCGTCTGGA
-AAACTTTACCTTTTGATCCAGAATAAGAAGCTTTACCATTACTGGACCCATCTGTGAAAC
-AATGAAAACGCTTAGCAGGCTGCAGGTTGTTTACTGCAGGAATTGTAAATGCAAATCGTT
-CACAGTCTTGCTCAGCTAAAAGGGTAGTAAAGAAACAGTCTTTTAAATCTGTGACTATTA
-AAGGCCAATTTTTTGGAATTATAGTAGGAGAAGGCAATCCTGGCTGTTATATTTCCATAG
-GTTGTATAACTGAATTGATGGCTCTTAAGTCAGTTAACATTCTCCATTTACCTGATTTTT
-TCTTAATTATGAAAACTGGAGAATTCCAAGGGGAAAATGTTGGAGCTATGTGCCCATTTT
-CTAATTGTTCAGTAACTAATTTCTCTAAAGCGTCCAGTTTCTCTTTGCTTAGCAGCCATT
-ATTCTATCCATATTGGCTTATCTGTTAACCATTTGTAAAGGTATAGGTTCTGGAAGCTTA
-ACAACGGCCGCCGTCAAAAATGATATCCTAATCTTTGGCAGGAACTTTGTCTTTCCACTT
-GAAGCAGTTCTTTCAAACCTTGCAAATATTTTCCTAGTCCCATACCAGGAACATGCCCCA
-TTTCATGAATTATATGTCGACTTTGAGGGCTATATAATTGTTCTGGAATTAGAACTTGTG
-CTCCCCATTGTTGTAATAAATCTCTCCCCCATAAATTTATAGGTACAGAAGTTATAATTG
-GTTGAATAGTCCCAGGTTGTCCATTGGGCCCTTCACAATGCAAAATATAACTACTTTGAT
-ATACTTCAGGGGCTTTACCAACTCCAACTATGTTAAATTGAGTGGGTTGAATTGGCCACG
-CGGACGGCCACTGCTGTAGAGAAATAATTGAAATGTCTGCTCCTGTATCTACCAAACCTT
-TAAAGTTCTTTCCCTGAATAGTTATTTCACAGGTAGGACGTTTATCAGTAATTTGATTTA
-CCCAATAAGCCACTTTGTCTTGTTTATTTGTGCTTCCAAATCCTCCTGTTCATTTAATTT
-CACTTTTCCCCATTCCCACATATGGCACAATCAGGAGCCGATCTCCTGGCTCTGCTTTCC
-AGGGAACAGAAGTAGATATAACAATTTGAATTTCCCCATTGTGATCTGAATCAGTGACTC
-CTGTATGTATTTGTACCCCTTTTAAACTTAAACTAGACCTTTCTAAAAGTAATCCTATCG
-TCCCTGCTGGCAAGGGTCCACAGACTCCTGTTGGGACCTTTTGCAGGGGTTCCCCAGGCA
-GAGGGCTCACAGCTTTTGTGCAGCATAAATCTACTGCAACACTACCAGCTGTGGCAGGGG
-ACAGACATTGTACGGTGGGGAGGGAATGGCCTGAGTTGGAAATGCCCCGGTTTAGAACGG
-GCCTAGGATGGGCCCCTCATGGTGTTTCCCGAAATCGGGTTCCGTTCTTCATCAAACTTA
-GAGTGACATTGGTTAGCCCAATGATTTCCTTTTTTACATTTTGGACATATTTCAGCTTAG
-CAGTTCTCTTTTTTCCCCTATCTGACAGCCGACTCACTGATTTTTTTTCTACATTCTTTT
-TTAGTATGAATAGCTTCTTTAAATTCTTTGAGTAATTTAAAAGGAAAAGGTTCAAATGTA
-GCTATAATATCTCCCTGTTGATCTGGGGGGTGTATTCTAACAGGGAACTGCCAAGCCTCT
-AAATCACCCTCTCTTCTAGCTTGCTGAATTCCTGCCTGAATAGAACTAAGAGCAGTCGCT
-CCAGGCGCTGCTCAGTCACTGGGGCAACTACTTTTCGCCCACAGTCCTCTGGAAAAGAAA
-TACCTGGAGGGTCATTTTCTTCAAAATAATAATGAGGGGGTGCAGAAGGGTAGGGATGAA
-CCTCTCCCTCCTTTGCCGCTTCAGCTTTAGCTGGCAAACAAACCTGGTCTGTAACCTCTT
-CTGTTACGTCGCTATACTCTCCTTCCTCCTCCTCATCAGTGTGAAAAGGTTCCAAGGTGA
-AACGAACCAGACCCCACGCCTGTCCCATTGTTACCCTGATGCTTCCGAGCTCCCCTTCTT
-ACTCACCACGGGGATGGCTTTAAGAGTACTCAGGTGTCCTCCAGCTAGTTCCACGTTCTC
-CAACCGTCGCTCTGGCGACCCTTCGACCTGGATTCGAGCCCCCACGATGGACGCCACTTG
-CAGAGACCAGCTCGGTCAGGAAGACCCTAACCCAGCGGCACTAGAGGAATTAAAGACACA
-TACACAGAAATACAGAGGTGTGAAGTGGGAAATCAGGGGTCTCACAGCCTTCAGAGCTGA
-CAGCCCCGAACAGAGATTTACCCACATATTTAGTAACAGCAAACCAGTCATTAGCATTGT
-TTCTATTAACTAAAAGTATCCCTTACGGGAAATGAAGGGATGGGCCGGAATAAAGGGGTG
-GGTTTGGCTAGTTATCTGCAGCAGGAGCATGCCCTGATGGCACAGATCGCTCATGCTATG
-TTTGTGGTTTGAGAACGTCTTTCAGCGGTTTTCCACCCTGGGCGGGTCAGGTGTTCCTTG
-CCCTCATTCCGGTAAACCCACAACCTTCCAGCGTGGGCGTTAGGGCCATTATGAACATGT
-CACAGTGCTGCAGAGATTTTGTTTATGGCCAGTTTTGTGGCCAGTTTATGGCCAGATTTT
-GGGGGGCCTGTTCCCAACAGTAACCAATATTAAGTCATTCTCATTTCAACATTTAAACTC
-TTCCAACTGAATGCATTAAAAAACAAAAGTCACACACCACTGTACCCCTTATATGTACAC
-AGCGGTCGGCAAACATGTGACAGGTGGAGGTCCTGAGGCACCACTGGGAGCTTGTGAGCG
-GATGGGCGTCTTCCAGAACGCACTCTGCAGGCACTCGGCAACGTGAAGTGTTCACGTCCT
-GTGATGCAGCCTCTGCTCCAGGCCACTTCCGGAACTGCGAGGGAACAGCTGTGGGCGCGC
-TCATTTCAGCTTTGCTTCAGATCCTGGGAGTTGGGGGCACCTTCTTTTTTTTTTTTTTTT
-TTTTTAGACGGAGTCTTGCTCTGTCACCCAGGCTGGAGTGCAGTGGCGCGATCTCGGCTC
-ACTGCAAGCTCCGCCTCCCGGGTTCACGCCATTCTCCTGCCTCAGCCTCCCGAGTAGCTG
-GGACTACAGGCGCCCGCCACCGTGCCTGGCTAATTTTTTGTATTTTTAGTACAGACGGGG
-TTTCACCATGTTAGCCAGGATGGTCTCGATCTCCTGACCTCGTGATCCGCCCATCTCGGC
-CTCCCATAAAGTGCTGGGATTACAGGCATGAGCCACCGCGCCCGGCTGGGGGCACCTTCT
-GGCCCACAGTGAGGGAATAAGCAAACCAGAATGGGGGGTGCCTGCACGGAATACTCCTAA
-GTGCTCAGACACGGCGTCCACAGATGGATCCAAATCAGTGCTGGATGACGGGCACTCACC
-CCAGGTCTGCAGTCCAATAACACGGGCCTGAGCAGAAAGCACGTGGCATGGAGCCCCGTG
-GCAGATATGGGGACGAGCGGCCAATACATCAGCTCAGGTGTCCGAGGGGTTTCAGGGACA
-TGAGAGAGAGTGGGGAACGAAGGGGGAAATCGCTTGGAGACCCAGGACGAGCCTGGCACA
-CCAGGATGCTGATTCTGAAAGGGCGATTAAGGAGATTCCATGTTTTAAAAATCTGGATTT
-CTGGCTTCTTCTGAAAAAAATCAGAAGATGTTTAGCACAACAGCGTGGCATCGTCAGCTG
-TACTCCTGCCCCACTGTCCCCCAGGGAGCCTGGCTCATCCCATGGCTCACAGAGGCCCAC
-ACTGTGGCCAGACAGGTCCACTGATGGCTCAGCACGTGCACCCCGGCTGCAGGGAGATGG
-GTACCAGCCCAGGAAGTGGGACACTGGCTGAAACAGGATGGGATGCAGGGATGGGGTGGG
-ATGGGAGACCAAACCAGTGTGAGGAATGAGGATAAAGGAGATGCTGGAGATAAAATCTGG
-GCAAGTAAGCAGGGGGTGGTCCTGCTGGCTGAGGCCAGAGATGCCAGCCCACTCAGACTC
-CTGCGCTGGCCCTTCCACACCATCCCAGGCCCAAGGCCTCCCACACACAGCGTCACATAC
-ACAAACAGCACCCTCCTCATGGCAACAGGTGACCCTGCCCCTTCACAGACCTCCCTGCCC
-CCACAGTCACCCCACATTTTAAAGGGAACTTGAGTCCATCCTGATATGTAAACGTGAGGT
-TAAATATCTATCATGGGGGAGAACAGACAAATCTCCAGTGCAGAATAGTTCTAAATAACC
-TAAGTGGAGGCTCCACTCTTGAGGAGATCCAGCCTAACTCCCCACCTCTCCAACGCGGCT
-CATCGCAGCGACCTCCTTCTTCCAACGTGGCTCATCGCAGTGACCTCCTTCTCAGGAGTG
-CAGAGTGGAGGTCAGTGGTGGAGTGAAGACGGACCAGGGTTAACATCGGCAGTGATCACT
-TGACCTCTGCACACTTGACTCTGGGTCTTTCTCCCCAAAAAAAACCAGAACCTCAGTATA
-ATCGTGAGGAAAATAGACAAATCCTAATTGAGGGACATTCTCCAAAATACCTGACTGGCC
-CTCCTCAAAACTGCCAAGGTCATGGAAAAAGGAAAGTCTGAAAAACTCACAGTTTAGGAA
-CCTAAAGAGACTTGATTACTAAATGGAATATATCCTGGGATCCTGGAAAAGAAAAGGACA
-TTATGTAAAAACTAAGAAAACCTGAATAAAATGTGGCCTTTAGTTAATAAGAATCCATCA
-ATATTGGTGCATTCGTTGTAACAAGTAGTTGTAACAAGTGCCACGCTAATGTAACACGTT
-AGTACCAGCGTAACTGGGTGCCAGGCGTTTGTAAACTCTGTTCCGTCTTCTCAATTGTTT
-TGTGAATCTAAAACCGTTCTTTAAAAAGAGTTTATTTAGTAGGCTGGGCATGGTGGCTCA
-CACCTGCAATCCCAGCACTTGGGAAGGCCAAGACTGGTGGATCACTTGAGCTCAGGAGTT
-GGAGACATGCCTAGGTAACATGGCAAAACCCCATCTCTACTAAAAATACAAAAATTAGCC
-AGGTGTGGTGGCGCACACCTGTAGTCGCAGCCACTTGGGAGGTTGAGGTGGGAGGATCGC
-TGGAGCCTCGGAGGTCGAGGTGGTAGTGAGCCAAGATTGCACCACTGCACTCCAGCCCGG
-GCAACCAGAGTGAAACGCTGTGTCCAAAAAATAAAAAAAGAGTGTATGTAAAGTGAAAAC
-AGAGAGAGTACAAGAAAAGAGGGAAACCAGGGGCTCAGTGGAGGTGGGCAGGGGCTGGTC
-CATGTGCATTCAGCCCACCTGGTTGGCAGCTGCCCAGGTGTCTCCTCAGGTGTCGGAACA
-GGAGTTTCTTCCACAGCCTTCAGTTTGCTCAGGTGGGCATGTGGCGATGGCAGACCCTTG
-GGCTGTGAGAAACTATGTTGCTGTTTTATCCAAGTCTTCACAGACCAAAGACGGGGCTTT
-GCCCAGAGGAGGCCTTGAGAAGCCAGGCTGGAGTTTGTGGAGAGAGTGTGTGTCACTCAC
-AGGACATATGACGCATTTGCAACATGCGTTCTCAAAGTGGGAGCCACAGCAGTGTTCGTT
-TTACTATTGCTGGGCCTGTAAATGGAGCGTTTTATCTTTTTCGTCAGCTGGTTCATTGAA
-CAAGTGTTTACAGAGCACCTGCTAGGCAAATCCATCGTGACAGAGACTCGGTGTGCCCCC
-AAGGAGCTCACAGTCTAGCGGTAAAGATGGTGCATAAACTCCCTGACACTCAGGGTGGCA
-ACAGCCACCCCACCTGCTCCTCCCTTTCCTAATGCCCACACGGAGCAGACACTCGAGGGC
-TGCTTTTAGGAGTGCTGACTACATGCTTCCCTACCTCCATGTAGGCATGTGTGTACACAA
-GCGTGTCCTGTTTTCACCTTTTCACAAAACTATGTCAAAAGTGAAACATTTTGGAATACA
-TTTCCAGTTATGCAAAATGTTTAAAATATGAATTTCTTCGGTTAACACAAATTAGGCATG
-AAATGTAGGCAACCCTGTTTACCAAGAAACATCAGGGTGCGGTGTGGGTCTGGGAGGTGC
-CCATGAGCACCTCATCTTGAGGCCAGTCTTCATGCTAGACCCTGGGTGGAGAGAGCGAGG
-CGGCTGGAGGTGGGTGTGTGACACCAGGTGACTTAGCGGCCCCAGGAGGGTGACTTCCCC
-TCCGGAGGTGCCATGCGACTGTACAGCTCAGGAGCACTCGGGGTCACCTACAGGAGGGGC
-AACTCCTGGGTGTCTCCCAACAGAGCCCAAAACCTGGAAGTGGACAGAGCACCCCCCGCT
-CATCTCCTGGGCCCTCGTCTCAGAGGAAGGACGGCCATTCTGGCCAACACTGACCAATGC
-TCCAGCCCACACTGCCCTGCACTGCCTAGAAGGAGAACCTAGGCTGGGCTCCCAGACAGG
-AGAGAGGGGTGCGTTTGTGGGGCTAATTAATAGTAATAATAGGCCGGGAGCGGTGGCTCA
-TGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGTGGGTGGATCACCTTAGCTCAGGAGTT
-CAAGACCAGCCTGGCCAACATGGTGAAACCCCGTCTAAAAATGCAAAAAAACTAGCTGGG
-CGTGGTGGTGCCTGTAGTCCCAGCTACTCGGGAGGCTGAGACAGAATCACATGAACCCGG
-GAGGCGGAGCTTGCAGTGAGCCGAGATCGCGCCATTGCACCCAGCCTGGGCAACCAGAGT
-GAAACTCTGTCTCAAAAAAAAAAAAAAATCGTCATAATAATAATCCCCCCTCACCTGAGT
-TCTGGGAGGTCAATCCAGGTTCAAGATTCCTCCTTTGAAAGGTAGACTGGATTTGGATAC
-AGAGGGTGCCCATGCGTGAGGGGACGAGGGGGCCCGGGATGCGGGTCCGTGTGAGGGGCT
-GAAGAGTTGCCCCTGTGCTAGTCAGTGCCGCCGCCATAACCGAGCCCCGCCGGCTGCGCG
-GCGTCTTCAGCAAGCGTTTATTTGCTAATTCTGGGGGCTGGAGGTCCGCGGTCACGGTGT
-CCACAGACTGACTTCTCCAGAGGCCTCTCCTTGGCTTGTGGACACCGTCTTCTCCCTAAA
-TCCTCATCTCCTCTTCTTATACATTGTATCAGGGCCCGCCCCATGACCCCATTTCACCTT
-AATCGCCTCGTTAAAGACCCCATCTCCAAACAACCATATTCTGAGGTCCTGGGGGTTAGG
-GCCTCAGCACAGGAATTTGGGGCGGGGGGACACACACTCTGACTTCGCACCACCTCCCCA
-CCACTGCGTGGTGTGTGCTGCGGTTTAGCTTGTGTGACTGTGATCTTTTTCGTCAACTGG
-TTCATTGAACAAGTGTTCAACGGGCCCTCTAAGAAAGTAATTAACGTCAAATGAGGCCCT
-AAGGGTGGGGCCCTGATCTGATAGAATTCGTGTCCTTATAAAAGAGGCACCAGAGCACCC
-ACTCCCTGTCTCCGACGTGTGGGGACAGAACAGGCGGCCATCTGCAAGCCAGGTAAGAGC
-CCTCGCCAGGAAAGGCCCAGCTCACACCTTGACCCTGGACTTCCAGCCCCTAGAACTGTG
-AGAAAATTAATTTCTGTTTAACCTACCCAGTCTGTGGTACAGTCATCTCTCAGTATCTGT
-GGGGCACTGATTCCAGGATCCCCACAGATACCAAAATCCACAGATGTTCAAGTCCCCCAG
-TGAGCCGTCTGCATCCATGGAGGCAGCCCCAGCCTTGGAGACCGACTGTGTTTCCTTAGG
-GCAGCCCTAGGCGCAGCGGTGCAAGGAGAGCCACATTTACCCCTGGCGCTGCACGGCCCT
-GAGGCTGGGCAAGGCTGTCCACCCCGCTGTCAGAACCCCAGCAGGGAAGGTGTCCAGAAG
-GCAGTCCTGGGAACCCTGCACAGAGGCCCAGCGGGCACAAGGTTGGGGCAGCTCTGTTCC
-CAGCAGGCCGAGCCCGGGTGGCTGGAGAGGGAGCTCTGGAAGGTCAGCCTAGGGGCCGTC
-GGCCCCTGCAGACCCTGTGCCCAGCCCAGCATCCCGGGGAGCTCCCTCCACATGCTCATC
-TCACGAGGTTCCTGCTGCACTCAGAGTGGAGGATGGGAGGCCTGGGGCGGAGGGCCGGGG
-CTTTGGAATGGCTGAGGGGGACAAGGATGCACAAGGGGCCAGTGCAGAGGACAGCGCGAC
-TCCCAGGGGCCCGGGGTCCTGGTCTTCCTGGTCCTGCCGTTTTTATTAGAAGCGAGCCCT
-CCACCCCAGTGGGTGTAGAGCCCAGGACGCAGCAGAGGGTGGGGGGGTGGGGGGCGGCAT
-CGGGGCAGGTGGCAACCCCTTGGACGCAGGCTCAGGACGCCAGGGTCAGGGCGTGAGTGC
-CGGGGCCCCCTCAAAGCCGCGGGGTCCAAAGAGGCCGCCGGCCCCGGCCCCGCCCTCTGC
-TCCTCCTCCCCCTCCACCGCCAGGCCCGGGTGGCCGCCGCCTCCTCCGAACGCGGCCGCC
-TCCTCCTCCGAACGTGGCCTCCTCCGAACGCGGCCGCCTCCTCCTCCGAACGCGGCCGCC
-TCCTCCTCCGAACGTGGCCTCCTCCGAACGTGGCCGCCTCCTCCTCCGAACGTGGCCTCC
-TCCGAACGCGGCCGCCGCCTCCTCCGAACGCGGCCTCCTCCTCCTCCGAACGCGGCCGCC
-TCCTCCTCCGAACGTGGCCGCCTCCGAACGTGGCCGCCGCCTCCTCCGAACGTGGCCGCT
-TCCGCAGCGCCCGGCGCAGGCCGCACTCCGCCACCAGGGGGCGCCACAGCTCCTCGCGCC
-GCCGCCTCCCGCAAACACAAAGAGCCGCGCGGCCACGACGGCCGCGTGCCCGGAGCGCCG
-GGGTCTTTCCTGGGCTCCAAAGTCAAGAGCTCACGTTCCGGGAGGATCTGTCCGCGGAAA
-TTCGGTTCTGAGCGTCGCCGGACTCCGCCGCGGGGAGGCGGGTGAGGGGAGGGGGCCGGA
-GGGTCGGGGGTGCCGGGGGGTGCGGGAAGGCTGCGGGGGAGGCTGTTGGGGACGTTCGTG
-GCGGGGGAGGCTGTTGGGGACGTTCGTGGCGGGGGAGGCTGTTGGGGACGTTCGTGGCGG
-GGGAGGCTGTTGGGTCCCCTCCCCGCCCCACCGCGTCCCAGGGAACCCCGGCAGGGCACC
-CAGTGAGGGGGGCCCGGGCGTCCGCCCATTCCTCACTGCTGTCCCCGCCTGTGCCCGAAA
-CCCCCGTTCACGTTCACCGAGAAAACAGACATAAACCCAGCCAGGCACATCCACTAGAAT
-GGCTGTGATTTCAGAAAAGCGGACGTAAGTGCTGCCGAGGAGATGGAGGCGTTGGACCCC
-CTCGCGCATTGTCGGGGCGGGTGCAGCCGCGGTGCAAAAGGACCTTCCTCAGAAAGTTGA
-GCACGAAGTTCCCACAGGCCCGGAAGTTCCCCTCCCGGGCGCTCCCCAGAGAGCTGAAGA
-CTGGGCGCGTGCCGGCGGCAAATGTTCACAGCAAAGGGCGGCCCAGTGCGCAGCTGGAAC
-ATCAGCCCCAGGCGGTCGCTGCGACAGGGACGAGCCTGGGAAACGTGAAAATGTCCAGAA
-CAGGGAATCCACAGATAAAGAAAAGACATCGTGGTTGCCAGAGCTCGCGGGAGGGGGCAA
-CAGGGACCGACTGCTTAACGTGTATGGTTCCCCTTCAGGGTGAGGACGTGTTCTGGGACG
-AGGTCGAGGTCAGGGTTGCAGGACAAGATGAAAGCGCTAAATGCCACTGAATTGTTTGCT
-TTAACGTCATTAATTTTGTTATGTGAATTTCATCTCAATAGAATAAATAGGTCAAGCTGG
-CTGCAGGGCCCACCCCACCGCGGCCTGGAGCAGGGTCTTCTGGGGTGTACCACCTCTGCC
-CTCACCCAGGCTCCACCACGACCAGCTTCGTCCACCCCCCAGGAGACCATGAAGGCCCAC
-GTCTGAAATCCTCACTAAGCCCACCCTCCCATCTCCCTGAACTACGGGTAGGACCCCTCT
-GGCCCCCAGCCCTGCCCTTGACCCGGCCCACCAAGCCCCCACCCAGATCCACACCACCAG
-GCACTCTTGCCCTTGGCCTGCTGCCAGGCTGGCCCCGCTCCTTCTGGGCCTCCTGGAGCT
-TCAACCCCTGCCTCCACAGCAGACCTTGGCCTTTAGCATGTTCAGTCTCCTCAGTGGCAG
-CCCCGGGAGGGCCATCTTCTTGGGTCAAAGCCCTCCTCACTACCCACCCTCTTGCCAGGA
-CTAGCTGTGTCCTGCAGCAGCCCAGCATGTGCCGTTGAGCTGGCCTTTTCTCAGGCCCAG
-TGCCCAAGGAGGAGCTGATTGCATAGGCTCAGAGTTTCCAGGAAGAGTGGGGACTCAGAT
-GTCTGCCCAGGTGTCTCCACCGCGTCCGCCAGGGCCTCCAGCTTTCCTAACCAGGACCCT
-GGCCTCTGGCCTTGGTTGAGTATTTCACCTTCTTCCATGTTTAGTCCCTTGGGCTCTGCT
-ACCCTCCTGCTGGAGGTGAGAGCATCCTGTGTGCAACCAGAGATGCCCTCTGGCTTTCAG
-ACCTGCCTGCTTTTCACCCTCAGCCCTTTCTCACTCAGCAAAATTGTGGGGGTCCCTAGT
-CAGCAGCTCCCTGGGCAGCTCTCTGAGCAAGGTGGTCTCTGTGGTCATGAAGGAGAGCCG
-GCTAGGACAGTGCCGGAAACTCAGCTGCCTCTCCCCTTCAACTCAGCTGGCCCCCCGCAC
-CTGAAGTGCACAGGAGCCGGGAAGAGAGTCTGGAGCCCACCCCGGAGGGCAGCACAGGAG
-GTGTCTCTGCAGCTGGTGTCCTGCCACCCCTGCAGGCAGCACACGTCCCGGGCATTCTCC
-TTAGCCACAGACAGAACAGCCAGTGCCAGAGTCTGCTGTCGCTTCCCCTTTAAGCACACT
-CATTCACCACACCCGAGGAGGCCAGAGGTGCAGGGAGCATGGGCTGTCGCTTCCCCTTTA
-AGCACACTCATTCACCACACCCGAGGAGGCCAGAAGTGCAGGGAGCATGGGCTGGGTGCA
-CCTCCGCAGGAGAGAAGGCTGAGCCACCGCCGTCCCGGGAGCCCGGCTCCCAGGCCTCTC
-GTTTTCCCCTACCTCCCTAAGACTTTTCTGTCACTCTCTGGCCATTGAAAGGCTTCTGTT
-CCTTAAAGTGCTGTTACACTCTCCTTTCCCAGGATGCAGCAAGCCAAAACAGTACCACTG
-CACGTCAGCCTGGGTGACAGAGTGAGACCCTATCTTAAAAAAAAAAAAAATTGGCTGGAC
-ATGATGGCTCACGCCTGTAATCCCAGCACTTAGGGAAGCCAAAGTGGGCGGATCATTTGA
-GGTCAGGAGTTCAAGACCAGCCTGGCCAACATGGTGAAACCCCATCTCTCTACTAAAAAT
-ACAAAAATTAGCATGGTGTGGTGGTGCATGCCCATAATCCCAGCTACTGGGGAGGCTGAG
-GTGAAAGAATTGCTTGAACCCAAGAGGTGGAGGTTGCAGTGAGCCGAGATCACACCATTG
-CACTCCAGCCTGGGCAACAGAGGGAGACTGTGTCTCCTAAAAAAAAAAAAAAAAAAAAAA
-AAGTCTTCTTTCCATGATGAGAATGTCAGGCCCTGCAGCCTCTTGCACTGGCCAGAGGGG
-CTGGGGTCACTGTCTGTTTCCTTGCCCACCCTCAAGGGACAAGGAGGAGAGGTGAGGCTG
-TGGGCGCACCTGATTTTACCTGCTGGAGTCTGTGTTCTCTGGGATTAGGGAGCATCTGGA
-GCTGACTCTTCCTCCATGGGACCCTCCCTTTTTCAGGAAAACTTCCCCTCCTCGGGGATC
-CCGCAGGGCTAAGAAACACCCTCTTCACCTCCCTCCTGCCCGGTCCTTCTGACCAGCCGA
-GAGAGTACAGACCCTCCCCGATCTGGGAGGAGGGCCCATCACTGGCTCCCTGCCCCCTGC
-TCGCCAAGCCCCCCGGGACTTCCCAGGCTGTTCCTTCCACCTGAAGGGTCTCCCTCTGGC
-CAAGGCGAGGCTCACAGTTCCCCTGTCAGGATGGGGCCTTAGACACCCAGACTGACCCAG
-TGACAATCACCTTAATTCTCCACAGATAACTACCTACAAGTTTTCTGATTTATTCATTAG
-TGGATTTGTTCGTGATCAGCCCCACACCTGTTAGAATGGAAGCTGCAGGCAGCAGGAACC
-AGTGTGGCCAAGTCGGAGGGCAGCACAAGCCGGTCCTCCTCGTGGACAGCAGGTGTGGAG
-CAGGCCAGGCCCACAGGAGGGCGGGCAGGAGGGCAGGCACCGAGAGGTGCGGATGGCCTC
-TCAGAACAGGGGTGCAGGCTGGTGGGGGCAGCAGCTGGAAGGGGAAGGTCACAGAGCCAG
-AAAGATAGGGTGTCCGCCACAGCCAGTTCTTTGGAAGTTTCCCTGAAAAAGGGAAAAGAG
-ACAAGATATGGTTCAAAGGAAAGCAGGGCCTGGGAGAGGCCTGTGTGCAGTGTGTCTGCA
-AAGGGAGGAGGAGGCAAAGATACTGAAGGTGAAGAGGGAAAGGAGGAAGGGACAGGGGAG
-GTGACAGAGGGAGGGGAGGGGGAGGAGGGGCGGGGGAGAGGAGGGAAAAGGGGGAGGCGA
-TGGGACGGGGGAGGGAATGGGGGAACAGGTGGGAGGGGAGGAGGGGGTGGGGGAGAGGAG
-ACAGGGGAGAGGGGAGTAGGGGGAGGGGATGAGGGGAAGGTGGGAGGGGAGAGGGGAGGG
-GATGGGGGAGGGAATGAGGGGACAGGTGGGAGGGGAGAGGGGACAAGTGGGAGGGGAAGG
-GATGGGGGAGGGATGAGGGGACAGGTGGGAGGGGAGGGAATGAGGGGCAGGGGGGAAGGG
-AGGGATGAGGGGCAGGGGGGAAGGGAGGGGGGTTTGGCCCTGCAGCAGGTGGGATTCTGC
-TCAGCCCATTTCCTGGGCCACGGGATTCATGAAGGGCACCGGGTCAGGCCCCCCGGGCGC
-ACCGTTGCTGGTATATGCGGTGATCGGGGTCAGGCCCCCGGGCGCACCTTTGCTGGTATA
-TGCGGGGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGGGGTCGGGGT
-CAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGTGGTCGGGGTCAGGCCCCCCGGGCG
-CACTGTTGCTGGTATATGCGGTGGTCGGGGTCAGGCCCCCGGGCGCACCTTTGCTGGTAT
-ATGCGGGGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGGGGTCGGGG
-TCAGGCCCCCGGGCGTTGCTGGTATATGCGGGGGTCGGGGTCAGGCCCCCGGGCGCACCG
-TTGCTGGTATATGCGGTGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCG
-GGGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGTGGTCGGGGTCAGG
-CCCCCGGGCGCATCTTTGCTGGTATATGCGGTGGTCGGGGTCAGGCCCCCCGGGCGCACT
-GTTGCTGGTATATGCGGTGGTCGGGGTCAGGCCCCCGGGCGCACCTTTGCTGGTATATGC
-GGGGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGGGGTCGGGGTCAG
-GCCCCCGGGCGTTGCTGGTATATGCGGTGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGC
-TGGTATATGCGGGGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGTGG
-TCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTATATGCGGGGGTCGGGGTCAGGCCCC
-CGGGCGTTGCTGGTATATGCGGGGGTCGGGGTCAGGCCCCCGGGCGCACCGTTGCTGGTA
-TATGCGGGGGTTGGGGTCAGGCCCCCCGGGCGCACCGTTGCTGGTATATGCGGGGGTCGT
-TTGTGGTGTCATCACTGCTATCTTCCAGGCCGGGAGGAAGGACCGAGGGTGGGCCCGGCG
-CGGGTGGGGGTCCTGGGCAGGGGCGGCGGCGCGGCCGGGCTGGTCCTGGCGCTGGGACCC
-GCAGCTGCGCCCTCTGCCTGAGCAGAGACCGGGGCCCCCACGCTCCGCGCCAGCACCCGG
-CCGCGCCGCGGAGAGGGAAGGGTTACGGCGGGGATGGGGGTGGGGGGGTTGGCGGGGGCG
-CGACTGACGGGCTCGGGATTGGCTCGGCGCGCGCGGGACCCGGGGGCAGCTGCGGGCCCA
-GACTTCCCGGACGCCCTGGCGCCTCTGCTGCCCACGGCGGCCCCGAGGCCGCGCCCGCGG
-AGAGGGGGGCCCCCATCTCCTGTCAGCCGCAGTGACTGCGGGTGCCTGACGGCGCCGCCA
-GCCCGGGGGGCCCCTCCCGGCCCCAGCGGGGTCTCCCGGGGCTGCCTCTGTCGGTCCCGA
-CCTGCCTGGTCCCTGGAGCTGGGGTGGGAGTCGTGCTTTGATCAGTCACCGGGGGCGGGG
-AGACTGGTCGACCACCCCTGAGGGCCCGGGACTTGTTTGCCACACCTGGGGAGTTTCGCG
-GCGGCATCTGGAGGGGTCCTGGTTGAGCAGCTAGGGGGGTGTCTGGTAACCAGCCGGGCC
-CCTCAGGCTCCCTCCCGGCAGGCCCTGAACAGACAGCCAGGGATGGAACTCGCCCCCTGG
-GCACCCTGTGCCTGCCCTCAGCCTCCCCACTGAGGCCCAGGACTTTAGAGGTGGGCGTGC
-CCGCCAGGCTGCCAGGCCGTCCCTCCGTGGGCAGCTGAGCAGGCCACAGTGTGGAAGAGG
-CTCCAGAAAACCCAGCCCTGCCGCTGCACACGTGCGTGGCCAGCAGATAAAGTCTTCCTT
-GTTATTGTGGGCAGCGTAGCTGCACCTGCGGTGAGGCCGGCACTGCTGAAGAGATGTCAA
-TTCACAGAGCTTGACTATGACCCAAAGGTGAGGTCAGGACTCCGGGAGAGGATGGCAGCG
-GTCTTCAGGGGAAACTCTCCTTTTCTTCTGTCTGGACACTGGAGCCACACACTCGCCTGT
-CCCCATCCTCCCACAGCATAGGGCTCCTGGGACCTCGGCCCTGGGCAGGATTTGGGGGAT
-GGCCACGTCTCTCTGAGTGGGCTCTGCTCATGGTCCTCACAAGGCCCGGGACATGGATGA
-GACCAGGCTTGCGTCCTCTGCCTCCCCGCCCCACTGTGGCTGTGCCAGCCTCCCTGACAG
-GGGCTCTTCCGTCCACGTGCCCCTCCTGGGCCACTATCCCGTTATAAACAGGCAGGAGTC
-TTCCTTCCAGCCTCCCTCTGGGGCGGGCAGGCAGCACGGCGATCACCTGCCCCCACTCCC
-TCATCTATCACCCTGAACTGTGTTCACGGTAAAATTACTCATCCTCAGCCAGTGATAAAT
-GGCATCAGTCTAGAGCCAGCCCGCGGCAGGGGGTGGGGCTCCCTGCTCAGGGTTCCCAGG
-CCTGGGCCAGATAAACCTGGTGAGCTGCGCCTTTGTGCTCACACGCAGCTGGCAATGGCA
-AGTCAGTGGATTTGTACGTGTCTGATGTGTGCCCTTGGTAAAAGCACACGTGTGCACGAT
-TCTGTGTGCATGTGCTTGCGGGGGCTGGGGGCTGAGGGAGGCCATCTGGGATGTGGGGTC
-TGGATGTGGTGGCCAGGGTGGGCGCTAGGCAGGCAGCAGAGTGGAGAAGGTATGTCACCA
-GGAGAAGGGACCCAAGGAATCGAAGAGCAGGGGGAGCCACTGAGTGGGGTGCAGGGAAGA
-TGGGGTGTCTGGGAGCTCAGCCTCGTGCAGAGGGAGGGAAGCAGGCAGCTCCTGGGTGCA
-CGGGTGGGGCATACTCTCTACAGATTCAATGCTGGATTTGTATAGTGTATAGATTTTCAA
-TAGTTATTTAAAATCATCAAAAACAATCGTGTTTACAATTTACTGGGCAGCCACTATATG
-CTGGTCAACATCTAGAATTTATCAACAATTGTACAAGCCAAGTATTTTATCCTCATTTCT
-ACAGAGGATAAAACCGAGAATAAGGAACTTTACATTGTCAATGATCAAACACCTAGTGCA
-CCCATGGCCGTGCGTCCGCAGGACAAAGCAGCCTTTGGAGCCCTGGAACTTAAGATGTCC
-AGAGATCAGCAGCTCTCGGCTCAGGCCCAGGCAGCTGGACAGCACCCAGCGCCTCCTCCA
-GGTCCTCCTGGGTCCCCTCCTTTCTTTCACTTTCAGCCCGGGAATCTCTGTGAAGTCCTA
-GCTGATAACTAAGGGGTTAATGAATAATCACAGTGATGAGCTCTGGAGGAGCCATGGCCC
-AGAGCAGCTGTGGCCTCCTTTGATTAAACCACAGAAGTCCGGAGGATCAGGCCTCAAACC
-TCCACCACCTGCCAGCTGGCACCTGTGAAGGAGGTGGGACCAGCACCCACCTCACAGTGG
-CTGCAGGGTCACCTGAGATGGTGATTGCAAAGTGCTGAGCCATCGGGACACATATTTCCA
-AGACCTCCTGAGTGCCGGCTGGCCCCTGGAGCAGAGATGAGACCCCTGTGGGGCCTACAG
-TCCAGTTATGAAGGCAGGGTTCCTGTGTAAGCCAGCAGGCCCAGTTCTGGAAAGGCCAGG
-ATGTGGGTTCAGAAGCTCAAGGACAATGGACTCATTCTGACTGGAGGGATCCAGGAAGGC
-TTCGTGGAGGAAGTGGCATTTGACATTGGCATCAAGGATGAACAGGAATAGAGAGAGGGG
-ACTGGTGTCTGCGTGAAGGATCGCCAAAGCGCTGTTCTGGGGTGAGGGCGATCAGCCCCT
-CCTGCCCCTCCTGAACTATGAGGCTCGGGAGCCTTTGGCAGAAGGTGGCTCTGCACGCCC
-CAGGTGCAAGCTTGGAGCTTCCTTTTCTGCACTCCACAGCAGGAAGAAGGGCAGTGTGAA
-CTGCTCACCACTGTCTTCCTGGGTTTGCAGCTCTGCGCCTGGCACAGAGACAGGCTCAGT
-GACGGTTGAAGGAATCGGAGAAATAATGAAAAGTGTGTTCATCCTGCAGGCAGCAGAGCC
-TCGGGTTAACCGTTAACGTCAGGAAATGACAGATCCAACGCTCCTGCTTGGGGCAGCGTG
-GAGGCCAGCGGAGGAACTGCAGGAGCCTAAAGGAGATGGCGCGCGGGCCTGGCTCAGGAG
-AGCAGCCGTCTGAAAGATGGCGGCGAAGGGTGCGGGAGGAGATGCCCCGGGCAGGGGCTT
-GGCGGGGTCTGGCACCAAACTTCCCAAAGCAGCTGCCTCTGTGAACTGTGCCTGGCAGGG
-AGGGAGCCACACCGGGAGTGACCCTAGACGCTGGCTCCCCAGGGGTGACTGGAGGCAGTG
-TCTCCCGCCCATGTGGGCCTCCGGCTTGGGGTCCCCAGAGCTCTGCCCTGCTGCTGGCTG
-CACTGAGAGAGGTGGCCTTCTGAATGGGCCCTGTCCCCGGGGAGCCTCTGGTAAAGAGAT
-TCACCTGCACCCTCAAAACACGCCATGCCCATTGGAGGCTCTGGGTGCAGGCTGCCCCTC
-AAACAGAGAAAAACCACACGCTGTTTAAGACCCAAACCAAGGAGACAGCCCCTCATGCCC
-CCTTCTATCTCCCCTTCTGTCCAGGGCCCCCTGCCTGCTCTGGTCCACCCCGTCCTGACC
-CCCTCTGCCTGTTCATCTGAGGGCCGTGAGCCAAGGCCTGGGCCTGGCCAAGGGTCAGGG
-ATCCTGGGACCTGCTTGAGACCATGCCCCATACACTCCTTCGGCCAGAAGGTCAGCCGTA
-GAGACAAACCCCCACCCTGAGCCCGCAGTGTCAGCAACGCCCTGTCCTCAGTGCCAGGCA
-GTGTCAGGCTGAGACCCGGGCCACCTGATCCAACGTCCACTCCAAGCAAGCCAGAGCCAG
-GTGCTGCCAGCCTGCCCATGTGCACACGTTAGCAGACAGGTTTCCTGGTGTGGCACACAC
-GTGTTATGACCGCGGCTGCTGCCCCCAGCCCAGAGTGCACTTCCGGGTAATCCAGCACCC
-TGAGGCTTCACTGCTCTCCTGAGAGTTTTCTAAGATTAAATCTCCTTCACAATGACAGCC
-TCCTGTCACCTGGGCCCTGGTGACAAAGCCTTTGGAGAGGCAAGGACCCAGCCGGGGCAT
-TCACAGTGGGCATGCTATCCACCCTCCGCCCCTGTCCTGGCCCCCACAGTGGAGCCGCCA
-CCTTGGGTAACAGGGGCTGCCTGAGGTCCTGGAGAAGGAAGAACCAGGTGGCCCACCTTC
-GGTGCACAGGGAACAGCAGGGACCTGACGGCAGCCCCCGCACCCCTCCCTGGGCTGAAGT
-TCAGGCTGTCTCATCCCTTGCCAGGAGCTCAGGGCTGAGCTAGGTTGGCAGGGGATGGGT
-TGAGGGTCTGTTGTCCAGCAGATTGCCCGGGCCCCACCCAGGCCACTCAGAAAACACCTG
-TGAGAGCCCCGCAGGCATGCAGGGCACTGTCGTGAGCACACCAGTGGGGACAGACGTCCA
-GGCAGGAGGGAGCAGCCAGACCCCCATCCCGCCAGGGTCACCAGGTGAGCAAGGCTGGGG
-AACAATGGAGGCGGAGCCCCGCGACTGCCCAGCTCACTGCCCCCAGTGTCCAGGCTGTGG
-TGCAGGCGTGGGGACCCAGGTGTGTTCAGGGGTCTCCTTCAGGGAAGGAGACCAAGCTGG
-GAGTCTGGGGAGGCTGAGGTGTGAGGTGACAGCAGGTAAAGAGTGAGCCACAATCAGCAT
-TTTCACATGAAAGGAAACTACAGGCCTGGGCGCAGTGGCTCACGCCTGTAATCCCGGCAC
-TGTGGGAGGCTGAGGTGGGAGGATCACCTGAGGTCGGGAGTTCGAGACCAGCCTGACCAA
-CATGGAGAAACCCCATTTCTACTAAAAAAAATACAAAATTAGCTGGGCATGGTGGCGCAT
-GCCTGTAATCCTAGCTATTCGGGAGGCTGAGACAGGAGAATCACTTGAACCCGGGAGGCG
-GAGGTTATGGAGAGCCAAGATCGCACCACTGCACCCCAGCCTGGGCAACAAGAGTAAAAC
-TCCGTCTCAAAAAAAAAAAAAAAAGAAGAAAGAAAAAGAAAAAAAGAAAGGCAACTACAG
-AAGGTGAGGAGAACCACCCGAGATCACCAGAGGGAACCGTGGAAGGTCCGTGGTCCACCA
-GCCAGGCTGGGGCACCTCAGCCCCTGGGCAGAGCACCAAGCAGGGCCGTGCCCTGGTAAA
-GGAGGGCACAGTCAGCCCCAGACTACAAGCTGCCTTGGTCCTCCCAGCAGGGCTTAAAAG
-CAAGACCCCAAAGGACCAAACAGCTTCCAAGTAACTTCCTGGAGTCCTGAGCAAAGTAAG
-CTTTTCTCAGCTTTGCTACAAAAATAGTCAGCACCCAGCAAAATTCACAATCCCTGTCAC
-CCATTCAAAAATCACCAGGCATGCGAGGAAGCAGGAAAAGGAAAATGCACCCAGAAGAGA
-AGGAGCACCCATCAACGGGGCCGCCTCAGAAGCAACAGACGACCGGGCAAGTCCAAGGGC
-ACCGAGGCACCTGCCACCACTGCGCCCAGCACTCCCGAAGCCAGAGGGCAGGTGGGACAT
-AGGTGGGGACGTTCTGAGCAAAAACGCATGCGGCCAAGCTGGGGTCGCCCGTGGGAAGAG
-GGCGAAACGCTTGCACGTGGGTAGGGCAGTCTCTGCAAAGGGCTGTGTGGGCTCCGGGAC
-CAGATGCTGTGAGGGCCTCACCAGCTGCGAGGTGGCAGGACCAGATGCTGTAAGGGCCTC
-ACCAGCTGCAAGGTGGCTGTCTCTGCCCCACCCCACACGCTCAATGCATGTTAATTTCAT
-CTTGTTTCATTCTCATTCCCATTTTACAGATTGAGGTTCAGAGAAGTCAGAAGCCTTCCC
-AAGGCTGCACAGCCAGAAGTGGGCACAGCGTCCTGGGGTGAGGGCTCACACCATCTGCGC
-CACCTGCCCTCCAGGTCCCACCATCCTCACAAATTCAAGGCAAGGTTCTGGAACCCCCAG
-CCCTCCAGAAAGGGGAAGCTGAGCCCAGGAAGCACATCTGAGAGTTCGGGTCCGTGAGTT
-TACCCTGCGCTCACGCCGATTCCTCCTGCATCCTCTGTCGGGATGTCTGGATTCCAGAGT
-CCCCACCCTGATTTTCCAACCTTGCCTCAGCCTTGGCTTCTCCCTTTTGGGGTGGGACAG
-GGAACCCCAGCAGCAGGTGTATGAGGGCATGAGAGGGCAGGAGGTGCCCTATGCCTACCC
-GCCAGACCAGGGCCCCAGCCCTGGACACAGGGAGAGAGCATGAGCGCTGTTCCTGCTCCC
-ACTCCCTCATCTGAGCAGGTGCTCCCAGGTACAGGTGCCGAGTCCCACCCAGAGGGGCCC
-TGCCACAACCAGAGGACTGACAAACCCAGACACAACTGTCTCTTCCCCCTGGTCAGGGTC
-TGGGCAAGGGTCCCTCTGGGCTGCTGTCCATGCTGTGAGTGTCCGTGCTGTGGGCCACTG
-CCGTGGGTGTCCGTGCTGTGGCCTGCTGTCGTGGGTGTCCGTGCTGTGGCCCGGTATGTG
-AGGTTGTGTTTCCAACAGGGAGTAATTTGGCTTTGGTTACCTGAGGGTCTGAGGACAGGC
-ACTAAAGCCCCACCTTTCTGGCTTCCAGAGTTGCCGGCTCCAGCAGCAGCCTCCAGGCCT
-GAGCAGGCTCTGGGGCTCCCACACCTGGGGGGCCAGGGTGGGGGTGACAAAGGGCCCCAG
-GCGACGGCTGAGAGCCGGCCCTGAGCCGGCCAGGGCGGGCAGCAGAACAGCCACCAGCTC
-CCGCCAGGCCCTGGCAGCATGAGCGATGGCAGGCCCAGCGATAAGAAACTAATAATTTAT
-GCTTCCAGCTCCCGGGGCCGGCGCCGAGGGAAGGTTGGGCCACAGCCTCCCCCGCACTGA
-GCGGCTGCAGTCCTTTATTGCACAAATTATTAACGACCAGAGAATGAATGACTCTGTAAT
-CAGATCAGGTTGCCAGCACTTTTCATTGCATTTATTTGTATAAATTCTGAAGTCGGGGTC
-TGCCCTAAGCTCAGCAAGCCAGCGTCGTGCTGGCTGGGCGCCCAGGCCCCCACCCAGAAG
-GAACACCCGTCCCTCACCCTGCCCACGGGTTCCAGAGGACAGAGGGCTCAGGAAGGGGTG
-CAGGGAACTGCTCTGAGCCAGAAGCCGAGTTCATAGGCACCCAAAGCAGCCCTGGGCCAG
-GGTCAGAGCTCTGTCCTTGAACCTGCCTCAGGGAAGATTCCCAACTGTCCTCAGAGCCAG
-GGGCACCCAGGGCTTGGGAGCTGAAGGGGGGTGGGTCTGAGACCAGGAGAAGGCTCCCCA
-GCCCTGAGGGAACCCTCATCACCCCCCTGCTCTCCTCGATCCAGGAACCGTCCCAGGGTT
-GCCCCAGGCCTCCTGGCTCTCCCGCCTCCATCCCGTGGGCTTCCCGGGAGCCCCAGGCTG
-GTCTCCCACCTGCCCCCTCCTTTTCTGGTCTTGCCTGGGCTGGGCCCAGGGGCTCTGGCT
-GTGGGTTTTCTGTGCAGCACCTCGCAGTGAGCCTGACGCTGGTCCTCTCCTGAGCCCCCG
-TTTAATCTTATTGACCTCTCGTTACGCTACAGAGCGTAAATTCAGATTTAGAGATCTTAT
-GTTCCATCATAAATTGGGCTGGCAGACTTCCGATCAACAAGATAAAGCTGTCTTCCGTGA
-GGCTGGTGTTTTATTAGTCTTGGTCCCAGTGCTGCAGGTGTGGGCTGGGGAGTGCCTGAG
-GGAGGGGCCTCTGCTTGGGACCCTTCCTGCCTGGGCGAGGGGCTGAGTCCCTCCTGCCGC
-CCGGGCTGGGCCCCAGGTACCTGGCGAACAAAGGGACCCTGAAATTGCCGCCTTTCCCCT
-GCCTCTTGGGCTCTGCATATGATTTCAGCCAATCCCTGCTGCCCAGCCTCGCCCACCCGC
-TTCTGGGGCCACCCCCGCGTTAAGCAGGGCTGTGCAGCATGGGGGTCCTGTTCTCATTCA
-GCCACCGGCACGGCCACCCCAGTGTGATTCCTCAGCAGCCACACAGAAGACAGATGGTCC
-ATAGGAGACTCAGAAACAGAGAAGCCTCACGCCAGGTCCACAGAGGCACCCACGCCCGCC
-AAAAGGATGCCACGCACTCACCCTGCCCTCTGGGGAGCACAGTGGGAGTCCAGGACACCG
-CCTTGGATGGGGTGAGGCTCCGTCTGTGACCTCAGAAAGTCAGTCTGGGGCTGGACTTGA
-CATGGGAAACAGAATAAAACTGCCTGTCCACCTGAGCTTGCCGCCCTAAAAATCCCTGAC
-ATGATACAGAAGTCAGTGCTGACAGAGGGCCTGCTACCCCCAGTGACCCTGCCGGTGGGG
-TCTCAACCCACCCACTTCTTCTGGAGCAGCCGGTCACAGCTGTGGTCCTGCTGGCGCACA
-CGGGTATGAGACCCTAAAACACACAGCGACTGCACAGTGCAACCCTGCATATCCCATTTG
-GGTACAAGTTTCATTACAGGAAGAAACACGGGGAGGGACCCCAGAGCAGCTCACGCGTGG
-GTACCCTCCGCTGTGTTAGCGTCCCGGCCCTCACACGGCACCCAGGCCTCGTTGGGGCAA
-GGCCTTGTGCAGACACGGTGGGATCTGCATGTGCACTGGGGCCTGTGCCTGGGCTGCTGC
-TCCCCGGCCACCGGTGTCAGGATCTCCAGGACCCCCATGAGTGGTCAGTGGAGCAGAGAT
-GGCACAGACGCCAGCGACCTGGGTCATTCTCTACCTGGGATGTGGGACCCCAGAGACCAT
-GCTGTGGGTCTTTATCTGCCTCTTCATGCAGGAGCAGGTGCGACCCCCGCCTGCCCCAGC
-CATGAGGCTCTGTCACAGGGGACCTCTGTGGCACCCTGTGCTGCAGGCAAGGCCTTAGGA
-CAGATGCCACGCCACTGTCCAGGAGACTGTCTCCTGAGACTGACCTCCCCTTGCACTGGG
-CAATGTCTGCTGAAGATAAGGACGTCTTCACTGGGCCAGGCCTGGAGTTCTCCCAGATCG
-TGAGCTTTCCTCTCTCTGATGAAGAGGATACCTGTGGTCAAACTCCTACAGAGCACTGGG
-GACAGGAAGGCAGGCAGAGTCCCACCTGGGCAGGTGGTAGGAGTGGAAGGAGCAGGCAGG
-CAGCAGGGCTGCCCAGGGCTAGGAGTCTGGCTGTGAGCAGGGCCCACCCTCCCCTGGACA
-CAATGGAGGACCCCGTGTGTGGTTTTCACTGACTGAGCACCTATCTCGTGCCAGACATGT
-GGGATTGCCGGTGAATTAACAAAAGCCCTGCTCTCAGGGGGCTCCCATCCCAGCACATAC
-ACCGTCACATCTGGGGTCCAGCCTGGACCCCCCCATGCAGTTGGAGAGGGTCTCAGAACC
-AGGTCTGAGAACAGCAACTTCCAGCCACGGCACCCCACCCCTCCCCAGCTGGCCTGGGCT
-CCAGCTCCTCGCACCTGAGGCTGCCTGTGCAGGGCCCCCGGCTGGTGCCCCTCTCCTCTG
-AAGCTCGGGGGTCGCCACAGCCTGGCACCCTCATCGGGCCTGTTACGCACGTTCTGGTCT
-CTCCGTGCCCACAGACCCGCCAAGCTCACCAGCCAATGTGCAGCCAGCACAAGCCCGACC
-TGCTAGGGGCCTCAGAACAAGCGGTGTGGCCCGAGGCCGTCACACAGCACCTGTGCTGAG
-AGTGAGCTGACGTGGACGGCGGCACCGTGGCCGTGGCAGAGGCACCATCCCTCCACCCTC
-ACTCATGTAGGGATGTGGGGCACACGGACTGGAGCCCAAGGCCTTCGTGCTGGGCCCTGG
-CTCTGCACTCGGCTCCCAGAGTCTCCCACCCAATGTCAGAGAGGGTGCCGCAACAGTGCT
-TCGGGGGCTCCTGTCATGAGGGCTGAGGACCACCTAGGCCCACGTCCGCCCAGCAGGTGG
-CAGCTGCATCCCCGGTCCCCTCCACAACCCGGGCCAGGTCCAGGCTGCAGGCCGCAGTGT
-TGGCAGGGGGAGGAGAGGGTGAAATTGGCTGAGCCCATCCATTGGGACAGACCCTCCCGC
-TCCTTGGGGCTCTGGAGAACTCTATTCCTTCTCTTTGCTTAACCTCAAGGTGCTGGGGCC
-TCTGGCTGCTGCAGCATTTACAGAGGAATTGTCTGGGATGTGCCGGGCCGAGCACTGTAG
-CTCTCGCCGGTGTCTGCGTCAGCACGCTAGTGACATGGCAGGTGAGGACCACGGCACCGC
-CCCTGCGATCTGGCAGTCAGAGCCCACCTGTGTGTCTGCAGGAGCATCCCTGACTACACA
-CCACGGGACGGCAGGGAAGGGTCCCTCGGGCCCCACCCCTTTGTTCTTTCAATGGTAAAG
-GTTCAGGTCGGTGGACAGACTGGACTTGGAAACACCTTCTTGCGTCCTCGAAACGACGTG
-GCACGCAGCCAGCTCACAGCACCCAAAGGCACGGGCAAGTTGCATCACGGCAGCCCCTCC
-TGTCTGACCAGGAGCAGGTGCGTTCCTGAGGTCCTGGCCACTTCTGCAGGAGCGTCCGAG
-GGAGCCCAGCTGATATACCACAGCCCCTGACCTCCCAGGTTAGCCTTTCCATCCAACAGC
-ACCAGGACTGGACAGGCCACCTTGGCTGAGGATCACGTGTGCCTGGGTCTGGGCGGTGCT
-GATGCCCACAGGCCCTGAGTCTGTGTTGCGCACAGGCCTTGGAAAGCAGTGCACATCCTG
-TCTGCACCGGTGTCTATAGTGAAGCCATCTTTGTCCGTGTGGCCATGGGAGGGTCTGTCT
-GTGCTGTGTGTGTGTCCTGCGCGCGTCGGGAGCTGCTGCGCCACACACAGGCACGCAGGG
-TGTGGGCACACCTGTGCTTCTGAGCCCACGTGCCCTTGCCGGTGGCCAGGCACACACACA
-GCTGTGCATCCTTGGCCCAAGATCAGCTGTGCCACACCTGCAGGCTGCAGGATCTTTTCT
-GTATATCTCCCTCCATCACCAGAAGTAAGCTCAGGACTGAGGCTGACAGGCTGGTCTGAG
-CGCTGCTCACCTGCACCTCCTGGCTGCACCTGTGGCCCCGGACTCAGCTTCCCCATCTCT
-CTCCTCCCCACCCCACCTCTGGGTCATCTCCGGCTGGGGCTGTACCACATCTGGGCTCAA
-TAAATGGTTGATTGATTGATGAGGGGATGGATGAGAAGGGCTCTAAGAGAAATGCTGGGG
-AGCCTGGGCAGGCACTCCCGGATGGCGGAGGCGGCATGCGGGCTGGGGCAGCGGCCCCTG
-GCGCCCCCACACTCCCCCAGGACGTCTGGGGTCACCGTCTGCTCCATGGCAGCCCCAGGG
-TTATTTATGACCTCCTCCCTCTGGCGGCGGGAGGCAGGCTCCAGCCTCAGCCCAGCGGCG
-GAGGGGCCCCAGCAGGGGGACCCGGAGCAGCGACAGAGGCACCAAGGCCCAGGCAGGCGG
-GGCTCGGTGGGCCGGAGGAGGGGCGGTGGAGTCCACACCGCCAGGTCCCTGCCTCGCTCA
-GGATGATTCCAGCGCCAGAACTCCGTTCCTCTGGCCTCTGCCGCCAGCCTGAGGAGTGCA
-GGGGAGAGTGGGGCCCAGGTGTCCCAGACCAAGACAGGTGTGTGAGTGGACATGGGACAC
-AGGTGTGGTAGTGGAGGACACGTGTGAGCAAGTGAACACATCACACAGATGTGCGAGCAG
-ACACAAGACATGGGACACAGGTGCGCCAGTGAACACGGGACTGGTGTAAGCCAGCGGGCA
-TGAGACACGGGTGTGAGCGAGTGGACACGGGACACGTGTGAGTGGGCACGGACAGTACAG
-GTGTGAGCGAGTGGACACGAGACACAGGTGTGGGAGTGGACACAGGTGTGTGGGAGTGGA
-CACAGAACAGGTGTGAACATGGACACGGACACGGGTGTGTGTGAGTGGACAGGACCAAGG
-AAGGGGCACAACCCCGTGGAAAAGGGTGATGCTGGGGGTGAGGAGCCTGGTCCTGTGGGA
-ACGTGGCCTCTGAACGGGTGCCTGCTTCCCAGGAAGACAAGGAGGTGGTGGGGAAGGCCT
-CCTCACCCAGCCCCTGGAGGGACCTCCAGAACATCAGGGAGTGGACAGTGAGGATAGAGG
-GGTGCCTCCAGCTTTGGACCCAGTCAGGGTCTTTTCTGGAAGACACCATGGGCCCCGGGT
-AGGCCCCCACACCCAGCCAGAAACCCAGGGCCAGCCCCATGCCCCTCCTTAACCACACTG
-TGGGCCTGAGCATGATGAGATGCTGGTGAACAGGGGAGGGCTCTTGGAAGGGAAAGGAGG
-CCCCTCTGCTGGCCCAGGTCAGAGGAGAGGCCTGGCCCAAGGGCCTCAGACCCTGAGAGG
-CACTGCCATGCAGACCTGCGCCTCCCCAGCCTCCCTCTCCAAATCACTGTGTGAACATCA
-GGGAGTCAGGTGCAGGCGAACCTAGAAGGAGGGTCAGGTGCAGGTGAACCTAGTAGCCCA
-CACACGGGCAGTAGGGTCAGGGCTGCATCCAGACAGTGGGCACTCAGGGCCAGTCCACAT
-GGCCTCCAGCTGGCCCCAGGAGCAGACTTTCCACATGGTATCAGACCTGGGAGAAGACAC
-AGACTTCAGGAGAGGAAGGCACAGGAACTCACTGGCAGCCACAGCTGGGGTCAGGGATGT
-GCTGGTGTCCTGGATGCAGACAGGTTGATAGGGCCAAGGGTGGCCACATAAGGAAGGGTC
-ACCGACACTCACACCCACACTCCTACCTGGCCCCCCAGACCCCAACAGACCAACGAGCCC
-CCACAGAACAGGGCCAGGATAGCGGGGGAGGCTTCTGGGCATGTTCCTTGCCTGAGCAGA
-GCACTCCTGGCCCAGACCTCACTCCGCGGGTTGGCTGTGGGACCAGCAGAAGCCTCTGGT
-GAGATAAGGTGAAGGAGCCCAGCGTGGTCACCCAGGGTCAGGTTTATGCTCAAGGAAGCT
-GGTCTGGCAGGAGGTGGTGGTGGGCTGTTCCCTCCCTCGAAGAAGGCACCTGTGCAAACA
-GGCCTGTGGCCCACTCACCCCTGGACCTGCTCTGGGAGATGCCCACAGGGACATGCCAGC
-TGCATCTCAAGGGCAGGGGCCAGGGTCAGAACAGGAGGCCCCTTTCTAGTGGATGCAACA
-CCGCACAGCAGCGCAGGACAAGGCTGTCTCACCTGCTGTTACCAACGCCCCCAGGTTGTG
-TTTCTCTTCGGAACGCTCCAGATGCAATGCCGATCTGGGCACGCAGGGAGGTGGGGGGTG
-ATGGGAAGCTCACCAGGAACCAGGGACTGGGGCCCAGACTGACCTGTCAGAAGGCACCAA
-GGTGGACGTGGTGTGGCCGGTCCTGCTTCACTAGCCTTGCTCCTCCTAGTGGGAGGCCGT
-GCACTCTGCCAACCCGCTATCCCCCACCCTCACCCTGCCTCGGATCCACACCACCTTCCT
-GCTGGGAGGTGTGGGGTGACAGGAAGCTCTTGCCCCACACCATGGTCCTGGCGCGGTCCT
-GGTGTGAGACATCCTGCATTTGAAACAGCTGTGTGACTTCAGGAGAGTTACTTGACCTTT
-CTGTCTCAGCGTCTTCTGCAAAAGACTGAACAGGAACTCCGTGGCTCGGGCGAACTCACT
-CCTGTCAAGTGCATAGGAAGGGGCACGAGTGGGCGGGGAGGTGCTGCCCTGTTATTCACA
-GAACACTTTGCCCAGGCAACACACTACAAATCCACAACCTCGCTCCCTGCAGGTGCACTG
-AGACCACCCACGCCCTCCCGGACACCAACGCCCACCATCAGATTCGCTGCGCAAAGTCCC
-AGAGCCGCCGGCGCACGCTCACACCCCGGCGAGCAGCCCCCAGCTCCCTCCCTCCGAGAG
-GAGCCCGGTCCGCGACCAGCCCAGCCCATCCCAGTCCCGCGCGGAGTCCTGGATTCCAGC
-CGCTCGCAGTGACTCGGTACTCGGGATAGTGCCGGGGGCCGCAGCCCTGTCCCGCTGCCG
-CCGCCGGATGCCCCGAGTCGGCCGTCACGCACCCCCCGCGGGAGCCCGCGCCGCCCGCCG
-CGCCGGGGCCGTTTAAATGGGCCAAGTTGTGGCGGCGGCGTCGGCGGCGGAGTCTCCCAA
-GTCCCCGCCGGGCGGGCGCGCGCCAGTGGACGCGGGTGCACGACTGACGCGGCCCGGGCG
-GCGGGGCGGGGGCTTGGGACCCCCGAGAGGGGCGGGGACTCCGCGACTCCTCGCTGCCGG
-GCTCGGCCTGGCGGGTGGGTCGGCGAGCCGGGCGTGGGACTGCCCCGGGCGCGGGCGCTG
-GTGGCCGGGGCGCGGGACTCCAGACGCCCCGGGGAGCCCCGAGGCCCTGGAACTGCGGCG
-CTCGGCGAGTCGATCCGGGATCGATAGCAGCTCCATGTCTCCGGCCTCTGAGGCCCCGCC
-GGCCGGCTGGGCAGTCCGGGGAGGCCTGGCGGGCGGCGCGTAGGCGGCGGCTGCGGGCGC
-CGGGGCGCACTAGCGGACGGCGTGGGCGCGCGGCCAGGCGCCTCCCCGGCCCCCGCGACC
-CAACTCCAGCCCGGGCCGGAATAAGTTGCTGCCGCCGGCGGAGAGCGGGGCTGCGGAGCC
-ACCGGGGCGCCATGCCGGCGGTCAAGAAGGAGTTCCCGGGCCGCGAGGACCTGGCCCTGG
-CTCTGGCCACGTTCCACCCGACCCTGGCCGCGCTGCCGCTGCCGCCGCTGCCAGGCTACC
-TGGCGCCACTGCCCGCGGCGGCCGCCCTCCCCCCGGCCGCCTCGCTGCCCGCCTCGGCCG
-CCGGTTACGAGGCTCTGCTGGCCCCGCCGCTCCGCCCCCCGCGCGCCTACCTCAGCCTGC
-ACGAGGCCGCCCCGCACCTCCACCTGCCCAGGGACCCGCTGGCCCTCGAGCGCTTCTCGG
-CCACCGCGGCCGCGGCCCCGGATTTCCAGCCGCTGCTGGACAACGGCGAGCCGTGCATCG
-AGGTGGAGTGCGGCGCCAACCGCGCGCTGCTCTACGTGCGCAAACTCTGCCAGGGCAGCA
-AGGGCCCGTCCATCCGCCACCGCGGCGAGTGGCTCACGCCCAACGAGTTCCAGTTCGTCA
-GCGGCCGCGAGACGGCCAAGGACTGGAAGCGCAGCATCCGCCACAAAGGTGCCGCCGCCC
-CTCCCTTCGCTGCCGGGACCCGCGGGCCCCGACCCCACCCCCTACCCGACTCGGACACCC
-GGGAGCCTCCGGCTCGGCCGAGGGGGCGCTGCAGCTCCAGGGCTGCGCGGGGACACCCCC
-GCCGCGCGCGGAGGCCTCGGTGAACACGGACAGATCGCCCCCCGCTGCACCTCCCCCCAG
-CTTGGGCCACAGCGCTTGGGGCTCGCGGGCCGCTCCCTCCGCTCGGAAGGTCTCTGCGAG
-GCTCCTGGGCCTTAAGGCCCGAAGGAAGTTTACGGGGACTCGAGAGAGCGGGCAGGAGGC
-GGGTTGGGAGGGCGCGGAGCCCCGGGTTCGGGGGAGACTGGAGGGGCGCACGTGCGGCCG
-GGTGCGAGCGCGCGGCGGGGGAGGCTGCGGGGCGGCGCGGGGGCGCGCGCGGAGCCCGAG
-CGGCGGCGCCAGGTCACACAACCTGTTTTGGCGCCTGCGGGCGCCTGGGCCCAAGGGTGC
-GACGCGGGGGCGCCTGAGCCGGGACACAGGGGGTGCGGTGAGCGCCAGGCGCCGCGGGGA
-GTTAAAAAGTTCGGGACCTGAGCGGTGCGTGGTTCCGCGGTGGCCGCCTCTTCCTGCCGC
-GCAGGCCGAGGGTCCCGACGGCGCCGCTCACCGCTCCGGGACTCAGCCTTTCTGGGCCCG
-GCCTGCGGTTCCCTCGGGGCCGGGGAGAGGGTGGAGCGCGGGAGGAGGGGCGCCGGGTGG
-GGACGCCCAGGCCCTTCGTCGGGGGAGGGCGCTCCACCCGGGCTGGAGTTGCAGAGCCCA
-GCAGATCCCTGCGGCGTTCGCGAGGGTGGGACGGGAAGCGGGCTGGGAAGTCGGGCCGAG
-GTGGGTGTGGGGTTCGGGGTGTATTTCGTCCACGAGCCGGGGAGGGGGTACTGGCCCTGC
-CGCTGACTGCGCGCAGAAGCGTGCCGCTCCCTCACAGGGTCTGCCTCGGCTCTGCTCGCA
-GGGAAAAGTCTGAAGACGCTTATGTCCAAGGGGATCCTGCAGGTGCATCCTCCGATCTGC
-GACTGCCCGGGCTGCCGAATATCCTCCCCGGTGGTGAGATGCGGGGCTCGGTTGGGGCTG
-GGAGTTACTCTCCCCTGCGGAGCTTGTCCCTGCGGTTTTCAGGGTTTTCAGGATCGAGAG
-TCCTAACCTCACCCCTGCGGGTGTGCTGGAGGGAGCCTCCGAAGGGCAGGGGGAAGCGGC
-TTTACCTCGTGCTCTCCCAGCCCTTCTACCTGGACGGGGGAGGAGTCCTCGGGCACCCGA
-GCGCCCTCCCCGGTGGAGACAGGGGGGCCGCGCTTGTCTTAGAGCCTCCCCTTGGGTGCC
-TTTTAGCTGCTTATCCTCGAGTCCTGGGTCAGGGTCTTCTCCCTGGGAGGAGTAATTCAA
-CGTGGGCCTGGCACTGTGCCCTGTCACCGCTTGGGGGTCACCGTGTTCTCTGGCCCAGCT
-GGTGAGGTGTGATTCTGGGACGACAGCATTTTGGGGAGCTACAGGCTTGGGTGTGAGTGA
-CTTGTGTCTCTGGGTGCTGAAGGCCAGAGGGTGCAAGGGCCTGGACGTCGAAGTGTGTCC
-TAGGGACGCAGAGGCTAGCCAGGGGCAGAGTCTTTGCAGTGTGGGCCTTTGGTGTCCAGG
-GAACTGGAGTCGGAGGCTGGTTCAAGGCCCCAACCCAGGGTAGACAGCTATGGACACCCT
-CACTGAGGGAGCAGGCAGGAGAGACGGGGATGCTGGGAGCTGCCTTCTGCTCAGGGAGGC
-ACCTGCACCCCCTACCCAGTCTCCAGCCCCCTAGTTGGGCAGCAAGGGTTAGAGGATTGA
-TCTGAAAAGGAAGAATGCCTGTTGGGAAGGACTAGTTTGGAGCCAATTAGGGCCATGGCT
-GCTGGGGGTGGGGGCTGCAATTCCTGACACACTCAGGAACCCCTTCTTCCAGGAAAGGGT
-AGGAGAGGCAGAGGTGCAAAATGGGCCTGAGGGTCCCGGGCGTACCTCCGCTTGCCTGCT
-TTGGGCCTGAGGTAGGATGGGGGAGGGGATGCCCAGGGGCCTGTGAGCCATGAGTGCCGT
-AGCCAGGGAGCTGGGCGGCTGCAGACACACCTGTGAAGACGGCTGGTCCCTCAGACATAC
-AGCATGTTGGGCAGGGGAAGGGGACACAGCCGCACCTCACCCATGTGCCCACCTGACACA
-CAATCCGACATGGACCTGCACGCACAGGCAGGCAGCTCACAGAGTTCCCAGGCAGGTGTG
-CAGACAGCCGGCAGCCCCCTGTCTGCTGTCACAGACCTACCCGGGGCAAGAGGCCCAGTT
-CCCTCCTTTCAAGCAGCTGGTGCTGGAGAGGGCTCCTCTGGGCAGCCCGCTGCCTAGCCT
-TGGGTCTCTGTTTGGATTTGAGCGGCCCCCTTGAGGGCTCCCCCAGGAGTGGGGAGCACA
-CAGCCTGAGCCCAGCGTCAGTCTCTTCCGACAGTGCTTCCGTGAGCATCTCCTCCCCACC
-CCGTGGCCACAGCCAGGAGATGCCCCCCCACCTGGGGCTCCCAGGTCCCTGCCCTGCGTG
-AGGGACGGCTCAGATCCAGGCCTGCCTCTGCCAGTCCCTCCCAGGCCTGTCCCACACCCT
-TCCCCTAGGAAGCAACTCCAGGGGCCCCTTCTTTCCAGCCCCCATGTTTCTTACTCAGAG
-GCTGTCTCCCCCAAGCCCCATGCCAAATCCGCAGGCATGTGCACCTCATGGTCACAGATG
-CTCCGGGGCAGAATATGAGTGTGTATGTGCCTTGGGGACCCTGCACAGGGGCCCTGCAGG
-CCAAGCACCTTCCAAGAGGAGGTGCTGTCAGGGGCCGAGTTTTCAGATCTGTGTGCTGTG
-GCCGAGGTCTCTAGTGTGGAGGAGGTGTGTTCTGTCCTTGGGCAGGGTGGGTGGCAGGGA
-AGCTGTCCTGGTCCTCAGCACCCCCATCAGCCACTCCAGACCTGCCCTCCAGGTGCCTTG
-GGGCGTGGCTGGGGTGCCGGTGTGTCCCCACGCCCGACTCTGCGCATCACGGGGCTGAGG
-CTGGTATACAGCCTGGGCTCCATTCCCAGCCAGCCCTGGCCTCCTTCCAAGGGGCAGTCT
-TCTGGTCCTTGCTTCCCTCTCTTCCCCATCCCACAGACAAGAAGCAGAGAGCAAAGCATT
-GTGTCTTCTCCTCAAAAGAAGGGAGGTGGGAGGCCGGGTGTGGTGGCGCATGCCTGTAAT
-CCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACGAGGTCAGGAGATCGAGACCATCCT
-GACTAACACGGTGAAACCCGTCTCTACTAAAAATACAAAAAATTAGCCGGGCGTGGTGGC
-GGGTGCCTGTAGTCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATGGCATGAACCCGGGA
-GGCGGAGCTTGCAGTGAGCCCAGATTGTGCCACCGCACTCCAGCCTGGGCAACAGAGTGA
-GACTCCGTCTCAAAAAACTAAAAAAGAAGAGAGGTGGGAGAGGAGAGGCTGTCAGAGCCT
-CTAAGCCCTGGTGCTTGGGCTGCAGAAGGGCAGAGCTAAGCGGGACTTCCCAGCACAGCA
-CACTCCGGACAGGCTGTGGCTGTTGAAGGGACCCCCGAGCTCCAGCTGACACGCGGAGGC
-CCGGGCACAGACAGGCATCATACCTTCGGCCTTGGCCGCACTCTGTGGTCATTGGTGTTG
-GGGGCAGCCCAGGGTCAGGGCAGGGTCTCAGCCTCGGACCCCAGGCCCCACCCCTTGCCC
-AGCAGTGCTGCGTTTTCCCAGTGAGCTGTCGTGGAGAGAGCAGAGGGGACCCAGCGCAGG
-CCCAGTGGCCGGTGAGGGGAGACGTGGCTCTGGGACGGGGGCCTCCACCTGGGTGGGGGG
-ATGCTCCAGCTTCCAGACCCTTGGGGAGGGGGCACTGCCCAAACTAAGCTGGCACTGGGG
-CTGTGCATTTGAAGGTGATGGTGGTTCTAGGTCTGAGGAGGACACCCTCCTAACAGCCTC
-ATCCCCAAGCTCCGGGCTGTGTTGTGGCAATGGGAGGGAGGAAGTCTGAGGAGACCCTGG
-TGACTGAACGGAGGAGGGAGTGAGTTAGACGCTCTCAAGGGCTCTGCCACCTCCCGGAGC
-CAGCGGCCTGTTACTACATTTAAAAAAGCCTCCCGCCCACTGGAAAATAATCAATAACTT
-TCCTTTATCCCTGGGGGTGGCAGGACCTAGAAACACTGGAGGAGTCCGGAAGTGCCTGGG
-GCTGGGCCGGCGCTGGTGTGCTGTGCAGGGTGCCGCGGGCACGTCCGCCGCGTGTGTGCG
-TCAGCTCGGGGCTCGGCTGTGCTCTGCAGGGACCACAGCGGGCGTGTCTGTGCTCCCACC
-CGAGGCACCCACAGCTCCACACGCTCGTTCCGTGGGTGCAAAGGAGATGGGAGAAAGAAG
-CCCTGTGAGAAATGCGGGGCAGGGTTTGCGGAACAGGGGACCTGGGCTGGTGAGGGCTCC
-TCGTCTGGTGACCTGTGAGCCCCGGGGCCTGCAGTCTGCGAGGGTTCAGCTCAGACAGTT
-GCCAGTGGCCTTGCACCAGGCTGCAGCTGCCCCTGAGCCGGGCTGTGCGTGGCGCTGATG
-AAATAGAAAAGGGCATTCGCTTGTCAACGTTGGCATCGGTGGCAGGGTGTGGTGGGCAGA
-AGGGTCACAAAGTACGGGTGGGATTGGCAGGCAGATACACGGAGGGAACGTGCGCATTTG
-AGTGCACGTCCACCAGCACCAGCCCCAGGCCACAGGCAGATCCCAGGAGACACGCAGGGG
-CCCTAAGAAGGGAGCTGGGAATGAGGGGCCACACAAGCCCGGGACGGAGGCCTGTCGCAC
-ATGGGGTGGCCCCGACTCAGGCCCTGGAGTTGGCCAGGACCCTCTAGCATCCTCAAGGGC
-TGGGCCAACCAGGCTGGCGTGGGGTGGGGCAGGGGAGGGCTGAGCCAGTGGGCGTCGTCT
-GTAGGGGGATGCCCAACTGCGGCCCCGTCTCTCGGCTCTCCTCTGGGTCTCTGGCCAGCT
-GTGGCTCCTGCTGGCCCCAGGCGCATCCCAGAGGCAGGTAGAGGGAGGATGGCTGCTCTG
-AGGGCACCTCTGCCGTGCTTGGGGCTCGGCCTGGGGTGCGAGACCAGGGCAGACCCCCGG
-GAGATGGAACGGCCCGGTCCAGCCCCACCTTCCTCTCCTCCTGCCCCACCTTCCTCTCCT
-CCTGCCCCACCTTCCTCTCCTCCTGCCCCACCAGAACCGGGGGCGGCTGGCAGACAAGAG
-GACAGTCGCCCTGCCTGCCGCCCGGAACCTGAAGAAGGAGCGAACTCCCAGCTTCTCTGC
-CAGCGATGGTGACAGCGACGGGAGTGGCCCCACCTGTGGGCGGCGGCCAGGCTTGAAGCA
-GGAGGATGGTCCGCACATCCGTATCATGAAGAGAAGGTACTTGGACCAGGGCCGGACAGG
-AAGGCGCAAGGCTCAGATGGGGCTGGAGCTTCAGGCCTTCAGCTGCTCAGATGAGAGTGT
-CCACACCGGCCTCCCACACCTTCCCTCAGATGCTGGTCTTTTTGGGGTCCTGTGTGGGTC
-GCAGGCAGGAGCTGTTTCCTCATCTGCCCCCTGTCTGGCGTCCCCTCCCACCTCTGCTCT
-GCGGCGCTCACTGGCAGAGGCAGGTTGGCAGCAGTTGGGACCCAGAGGTCTGCACCTTCC
-TGGGCCGACGCTCCAGCTACCCTTGCTGACCGGGTCCCAGTCTGGCCAGAGAGCAGCTCT
-AGCAACAGGGAGCTCCATTCAGGCTCGTGACTGGCTGTGCAGAAGCAGCCTCGGCCCCCA
-CCTGCGGTACAACAGGAGGGCTCCTCTGAGTGCACGGCAACAAGCAAGAGGGAGAAGGGG
-CCTCGGTCCTGTTCTTCCTGATGCGTGTCTGCTGAGGCCAGGAGCTGGCTTTGGCCCATG
-GGCCTGTCCTAGTGGGAGGCCCCAGCATGTTGAGCCAGTAGCAGGTGGTGCTGGGCATGG
-CAGCCGCCCTCGTTCACTGCCCAGGGCTGTGGCCCAGCGGGGCACTGACCCGAGACAGGT
-CTGCGCACGCCCTGCTATCCTGAGGCTGGGGTCAGGGGCCTCCAGAGCAACATGGACCTT
-CTGCTTCCCTTCCTGCAGAGTCCACACCCACTGGGACGTGAACATCTCTTTCCGAGAGGC
-GTCCTGCAGGTAGGAGCCGTGCTGTGCGTGCATAAGAGGGGGCCGTGACTCCCCTCCCTC
-CCTCCCACCCCTGACCGTGCCCTGCTGTCTGCTGTCCGCTGTCTCAGCGTGAGCTGATGC
-TGTGATGCTGGCTGAGTGTCTGCCAGGTTTGACATGTGCTGCAAGGTTGTCCCCCATCCC
-GGGAGGCAGACAGTGTTGCACCCAGTTGGGACTGAGGGACCCCAGACCCAGTCAGATGCA
-GCTCTCGGCAGCAGCTCAGGTGTGAGTTCTGGGCAGCCCGGCCCTGGAGTTAGAGTGCAC
-TTCCTCCCATGTGAGACTGGCCATTTGAGCCCAAAAATGAGGCTGTCACCTCCCCCTTCC
-CACCCTCCTAGAGACCCACAAGGAGGTGAGAATGCTGATGTGTGAGTGGGGCCCTGAAGG
-GTGTGTAGGAGCTCTAAGGCGAGGGGATGTCTGCAGAGTAGAGGAACAGGGAAGGGCGTG
-TAGGAGGGACGAGGAGTGAACCTGGCAGCTCTGGTTCAGTTGGATGCTGAAGAGTCATGG
-ATGCTGGGCCTGTGGGCACCGTCCTCCAGGCGGGAGCCACCGAAAGTTCTTGAGCAGGGC
-AGTGACCAGGTGTATGTTTGGAGAAGGTCCCTCTGGAGGCCTTCCTGGCAGACAGGGGAT
-TGGATTCAGGCTGTGGAAGCAGGACGGTAGGGGGTGTGATTCCAGGATGTGGAAAGGAGA
-TAAAAATGAAGAGCCCCGGGGAAGAGGTCAAGGGAGTTGGGGGACCCGAGTTCCTGGCTC
-CAGGGGGAAGCGAGTGGTAAGTCTGTGAACAGAGCCCAGCTGTGGATTCTGTCAATGGGG
-TCAGGTCTCACCCTGTGGCTTCCAGGGCAGCAAGGCAGGAAGGAGGCGTCTGCCACAAGG
-CCAGCTTCCTGGGGCCAGAGCCGTGAAGGCCCAGGGGACCTGCGTGTCTTGGCTCCACGC
-CAGATGTGTTATTATTTATGTCTCTGAGAATGTCTGGATCTCAGAGCCGAATTACAATAA
-AAACATCTTTAAACTTATTTCTACCTCATTTTGGGGTTGCCAGCTCACCTGATCATTTTT
-ATGAACTGTCATGAACACTGATGACATTTTATGAGCCTTTTACATGGGACACTACAGAAT
-ACATTTGTCAGCGAGGCCTGTAGGGAAACCCAGCCGCGGTCCCCCCGACCCCGCTCCAGT
-AACGGCTCCTCCTGCCTGCAGCCCCCTCCTCCGTCTGCCTGGCCTCGGGAATGCAGCGTC
-CCTCGGCAGCACTGACGGCAGACAGCCTGGGGTGCCCTAGGAAGAGGCCAGGTCTTCCAT
-CCTGCACGGGCCCTAGAAGGGGCTAGGATGAGTTTCTGAATCTCCCAAGGGCGAGATTTC
-GGTCAGAGGGGAGGGCGTGCTGGGGTCCCCGGAGGAGAAGGCCCAGCACACGCCTGAGTG
-GACTGAAGCCTCCGCCTGTTGACCTGACCCTGGTGTCCGGTCAGAGCGGGTGGTGGTCCC
-TGAACCCACACGGGCTCCCAGACCATGTCTGTGTTTCTTTCAGCCTGTCCCTGGGTCCTT
-CTGCCTCTGCAGGCTCCCACAGAACACACTGCCAGGCCACCTCCATCTGTGTGTTCATTT
-GCTCCCGTCCAGTGGTCTCCACCCATCTGTCCGTCTGTCCTTCCATCCCCTTCGCCCTGT
-CTGGCTGGCTCTGCAGTGACCACCTGCCTTTTGGAGCCAGCGGAGCCCCAGGCCGTCCTC
-CTCTGCCTCAGGAACCCGGGGTGGCAGATGCTCCTCGAGCCATTGTTTGCAGGCGGGGGC
-TTGGCCCCTCTCTCCTGGGCCCCTGAGCTGGTGGGAAAATGGGCAAGGGCTAGGCCGTGT
-GGTCATCAATGAGGGGCGGTGGCGGGAGGCCCATGCGTGGGCAGCTGGGGTCACACCTGC
-CAGGCTCTGGCCTCCCCCTCCCCCTCTCCTTCCTGCGCCTCCTGCCCCAGCCCTGACTGC
-TTCTCCCAGCTTCCCCACCTCCTGACCTGCAGCCCGGCCCCACCACAGAGACTCTCAGGG
-GCTTCGTCCCTTGTGCGAAGCAGGGTGCAGAGGGCATTCTGTGGTTCGAGGACCATGCGC
-TGATGTGCCCGGGCCGGGTTCCTGCTTCTCCACTCTGGGACGTCCAGGGCGTGTTTCTTT
-ACATAAAACTGGCATAACTGGCTCACTGAGTGGCCAAGTGACCAGAACAGGTTTTCAGGG
-GCCGGGCCAGGCCAGGCTGTGTCGGAACCTCAGGAGCAAACTCCAAGGCAGAGACCAGGG
-GCGGGGAGGGCAGGTGGCACCCAGCTCCCCACCAGGTGCCACTGCCCAGCCACAGCCCCT
-CCACCCAGCTATTAGGCCCTCCCTCACTTTCCTTCTGGGCGCCAGGCTCGGGGCTCACTG
-CCAGCCCCCAACCTCTGGAGTCTCTGGGAAACTAGTTCTCCTCCTGCAGGCGTCCTGGGG
-ACACCAGAGGGGGGACCCCTGGGGAGAACTCCATGGCAGCTGTGGCTACTGCCAGGCCAG
-CCCTCAGCCCCCACCCCATGCTGAGGCCAGCAGTCCTCTCCTGACACCCCCGCGTCGATT
-AGGATCATGGAAGGGATGAGTCTCGCTGCCGATTAATCCCATAAAGTACTTACTCCCACC
-CAGCTGCCTTCCTATGTGCCTGGGGGGGGCTTCCTTTCCCACTGGGAGCCGGTGGGGGTG
-GGGGAGAGCCGTCATCTAGGTCTCCTGGAAGGTTTAGAGCCCAGCCTGGGAGTCTTTGGT
-GCTGAAACGGATCTGCTTAGGGGCAGCCTTGGATTAGCCCAGCTCCAGCCAGCCCAGGTC
-AGGGGAGCCGGGAGCTATTTAACGAGGTTTAGGGTAGGCTCCTAGGTCACTGCGCAGGAC
-TGCTCCGTTACAGGTGGGCAGGGGAGGCGGCTGCGTTACAGGTGGGCAGGGGAGGCGGCT
-GCGTTACAGGTGGGCAGGGGAGGCGGCTGCGTTACAGGTGGGCAGGGGAGGCGGCTGCGT
-TACAGGTGGGCAGGGGAGGCGGCTCCGTTACAGGTGGGCAGGGGAGGCGGCTGCGTTACA
-GGTGGGCAGGGGAGGCGGCTGCGTTACAGGTGGGCAGGGGAGGCGGCTGCGTTACAGGTG
-GGCAGGGGAGGCGGCTCCGTTACAGGTGGGCAGGGGAGGCGGCTCCGTTACAGGTGGGCA
-GGGGAGGCGGCTGCGTTACAGGTGGGCAGGGGAGGCGGCTGCGTTACAGGTGGGCGGGGG
-AGGCGGCTGCGTTACAGGTGGGCGGGGGAGGCGGCTGCGTTACAGGTGGGCAGGGGGGGC
-GGCTGCGTTACAGGTGGGCGGGGGAGGCGGCTGCGTTACAGGTGGGCGGGGGAGGCGGCT
-CCGTTACAGGTGGGCGGGGGAGGCGGCTGCGTTACAGGTGGGCGGGGGAGGCGGCTGCGT
-TACAGGTGGGCGGGGGGGGCGGCTGCGTTACAGGTGGGCGGGGGAGGCTGCTCCGTTACA
-GGTGGGCGGGGGAGGCTGCTCCGTTACAGGTGGGCGGGGGGGGCGGCTGCGTTACAGGTG
-GGCGGGGGGGGCGGCTGCGTTACAGGTGGGCGGGGGAGGCGGCTGCGTTACAGGTGGGCG
-GGGGAGGCGGCTCCGTTACAGGTGGGCGGGGGAGGCGGCTGCGTTACAGGTGGGCGGGGG
-AGGCGGCTGCGTTACAGGTGGGCAGGGGAGGCGGCTGCGTTACAGGTGGGCAGGGGAGGC
-GGCTGCGTTACAGGTGGGCGGGGGAGGCGGCTCCGTTACAGGTGGGCGGGGGAGGCGGCT
-GCGTTACAGGTGGGCGGGGGAGGCGGCTGCGTTACAGGTGGGCGGGGGAGGCGGCTGCGT
-TACAGGTGGGCGGGGGGGGCGGCTGCGTTACAGGTGGGCGGGCGGTGCTGCAGGAGGACT
-GCTCAGGGAGTGGCGCCTGGACCCTGAGCCCCTTCTCTGCTGACTGGGGAGAGGCTCACG
-GAACCGGGAAGGGGTGGAGGGCCGTGCTCCACACAGTTCGTCTCATTGCTCTCTGGGACT
-CTGTGGATGTGGGATTGGGCTGAATTAGCAAGAAGAGGAGAAATGAGGGAAGAAAAGAGT
-TAAATGCATGTTGATTCCAAGCCCCCGCCTGCCGGGGGGACAGCGGGAGGTTGGAGCACG
-CAGCCCTGGTGCCTGGTGCGAGCTGCACGTGTCTGCCGGTGCCGTGTGTGCGTGGGGCGC
-GTCTCATCAGCTGCAGGACTGTGGTCTGGGCCTCAGTTTCCTCGTGTGCAGAAATCGGGG
-GTCAGGGGATGGTTCACATGTGGCACATTCTCTCCTGGGGCCTGTCCTGCAGGACTGCCC
-CTGAGCAGATCGGCCTCTTCCCGGGCGCCCGGTGGGCCCCTCGACCCCCTTTGAGGCAGG
-GAGTGAGATAACTGTGATTCCCTGTGGAGGGCGTGAAGGCAGAGCCGGCTGGCTGCTCCA
-CATAGACCCTCCCTGGAGCAGCCGTGGGGTCCCAGGTCCCAGTGCCAGGTTCTGTGTCGC
-TTTGACTCGGGTGCTGCGTGGGTGTGCACACAGTGGCGTCACGGGCCACATGCCGAGGCG
-TGGGCACAGCAACGTGGCACTCAGAGGTCATCCCCACGCTCACACACAGAGCTAGGCACT
-CCCTGTGCCCAGGCTGGGCTCCAGCCTCGCAGCTGCCCACGGGGTCAGCTTTTCCCGGTC
-TCGTTCTGCAGCCAGGACGGCAACCTTCCCACCCTCATATCCAGCGTCCACCGCAGCCGC
-CACCTCGTTATGCCCGAGCATCAGAGCCGCTGTGAATTCCAGAGAGGCAGCCTGGAGATT
-GGCCTGCGACCCGCCGGTGAGGAGCACAGGGGGCCTGAGGGCGGGGTCGGGGCTGTGGGG
-CCAGAGGACGGTGGCGTCTCCACTCAGCACCAGCAGCCTTGGCAGGCAGCCAGAGAGGCA
-GGAGGAGCGGCCTGTCCCCCAGGGGCTGCATGGGATGGTAATTGTGTTAATCCCAGCCAG
-CGGGGCAGACAGGAGGCAGAGGCGGTGGCTCCGCTGTGGCTGCCGCTGGGGTGGGCTTGG
-AGTAGCCGGGGCCCTGCCACCCCCTTTCCACAGGGCAGACGTAGGCGTGGCCTCAGAGGT
-TCAGAAACGCACACCCTGGAGGAACGCACGCACTCCCGCAGCGCACGCATGACTGGTCCC
-GCCTCCTAGGGCTCCTGGACGGAAGGGGTCCCCGGTCCCGCCTCCTAGGGCTCCTGGACG
-GAGGGGGTCCCCGGTCCCGCCTCCTAGGGCTCCTGGACGGAAGGGGTCCCCGGTCCCGCC
-TCCTAGGGCTCCTGGACGGAAGGGGTCCCCGGTCCCGCCTCCTAGGGCTCCTGGACGGAG
-GGGGTCCCCGGTCGGTCCCGCCTTCTAGGGCTCCGGGAAGGATGGGGTTCTCGGGAGGGA
-AGGGATCCGGCGCCTGAGGGAGGTGCTGCTGCCTGGTCACAGTTGTGGGGGGACCAGGCC
-CCCCTCAGAGGGCACTGCTGTAGAGAGGGGCACAGCAGAGCCTCAGCCCCAGGGCAGGCC
-GTGAAAGGAGGCGGGGGCGCCCCGAGGCCCTGTGGACCCCAGGCAGGGGTGTTCCCAGCA
-GGGCCTGCATCTCTTGGGAAGGAGGGGTGGGGGAGGCCCACCCCCATCTGTGTCCCCCAT
-CCATGGCCCCCATCCGCGTCCTCGTGCACCTAGGAAGGCCCTTGTGGGGCTGGGTGGGGG
-CAGCTTCTGATGCCGCGTTGGAGACAGCTGAGAGGCGGTTGATAAAATCTAATTGCCCCA
-TCGATCCAGCAGAGCGGAGGGAGCCCCACAATGATTGAGATATTCTGAGCCAGCAGGCCC
-TCCCCTGTGCCTTCACACAGGGAGACCTCCTCAGGTACACGCGTGTGCGTGTGCCGGCAT
-GTCTGTGTCTGGGGTCCTGTGGGGTGCACGTGATGGGGGTTGCCCGGCAGCTCTCACCCA
-TGGAGTCAGGACGTGTTCGTGCACTTCCGGGCTCACAGGCTCTACGGGGCCTCACGTGTC
-CTGGACCCGTGTCCAGGTCTCCCATACGCACTCCGTGTCAGGGTCTGGCCCGCTCCCCGG
-AGCCTCCTCTTGGAGGGGCATTCACCCTGGGGGGCGTTCACCTCTTCTCCCTTCCTGTGA
-CCCCAGGAACCACACATCCATCCTGTTCCCAGCCCGGGCCCTCCCGCTAAGCCGCACCTC
-CCTGGGCCCTGGGCTGTGAGGGACTCAGAGCAGGTCCTGCATCTGCCTCTGTGAGACCCG
-CTGGGGTCCATGAGTGAGGAGTGAGCATGGCCTCATCGGCCTTCCTGCGGTCTCATTGCA
-GGCCCCCTTCCACCTGCCCCCCCCCCCACCCAGTCACCTCCCCCAGGCTAGGAGGAGGCC
-TTAGCCCCCCACAGAACGGAGAGGGTAGTTTCCACTGTGTACAATGGAAAAGTGATTGCC
-AGGAGGTGAGAGGCCTTGCTAACCCTGAGGGCATGTGCATGGTGGGCCAGGTGGCAGGTG
-TGGAAAAGAGCCAGGTTCCCCCAGCCTTGGCCCACCCCCTCCCAGCCCACCGAGCTCTGG
-CACGGGAGGCTGTGGGGGAGACGATGGCTTCTCAGGGGCCTGAGCAGTGGTGCCTGGATC
-CGTGTGTGGCCAGGTGCCCCCCGCCGCCCGCCGGGCCCAGCCACCCGATCTGTCACCGAG
-GTGGGGACCCTGGACCAGACCGTGGGACTGACCCTCTCTCTGGGGCCGGGCCTGACAGCA
-GCCGGGCCAGGATCAATAAGTTATTAGCACCACTCTGTCAGCTGTAATGTGGGATTGATC
-GGTGTGGCCGCCGCACTTCCCCAGCCTGATAAAAATGACAGATTAAGGGAATAAGAAAAA
-GGAATTAGGCCTGGAGCTGACGGCAGGGCTTGTGGGGGGACGGGCTTGGGAGCCCCACTG
-CCTAGGCCTCATGGAGGTCTTGGGTCACAGGGGAGTGGCCCCTCACTCCACCCAGCTAGA
-GCCCTCATGAGGATGAGGAAGGGCCAGAGTCGGAGGCACTGGCTGGCCTGGGAGACCCCC
-AGGGCGTGGAGTCAGGGGCTTCGGAGGAGCTCGGGGTGGGTCGGAGATGGGTACATGGAT
-GGTGTGGTCTGGAATGGGTGCGGTCGGCAGGACCCAAGGGAGGACCTCAGGAGAGTGAGC
-TGGGCCTGGCCTGGGCCTCCCCTCTGCCACCTGCTGGGCTGTGTTTGGGGCTGAAGCTGG
-ACCTGGCCTGGGCCTCCCCTCTGCCACCTGCTGGGCTGTGTTTGGGGCTAGGGCTGGGCT
-GGCCTCGTGGCTGAGGAGGTGGGTGAAGCTACTGGGAGGTGCACCCCAGAAGCCCAGAGC
-CTGGCTGGGCTGGTGGACAAGGGCATGACAGCCACGCCAGGGTGCTAGCTCAGGCAGGAC
-TGGGCCAGAGAGGAGGACGTGGGCCTTCTGGGGGCAGGGATGGGTATGACCAAGTAGGAG
-GCCTGGGAGTGGAGGCGCCTCGAGGCGGCCTGGGGGGCCCACAGCCCAGTGACTCACAGA
-GCAGCAAGAGGTCAGGTGTGAGGTCCTTCCCGGCTTGTCTCACCCCACGCTGGCATGTGA
-CCCTGCACAGCCCGCCCTCACTCCTGTCCAGGAGGGGAAGGTGGTGCCTGGTCAAACCAA
-AAGCTTTTTATTCTCCTCTAGGGGGATGAGAGGGGGGCTCGTTAACTTGCACAAGAGGCT
-AGATGGCGGGTGGGGCAGCTGGGTGCCTGCTGTGGATCTCTTCTGCACACACGCACCAGG
-GCCAGTGTCAGAGCTCCCCTGTGCCCCTGTCCCGCCACAGCCAGGCGTGATGTCCTCTGC
-GCTGAAGGCTGGGGCTGCCAGGGCTGGGCAAGGCCTGTACTCACCAGGACCAAGGGCCCC
-CTGAGAGATGGTGGGTGCGGTCCAGGCTGAGCTGGAGCAGGGGCTGGGTTCCCCTTCCAT
-TCCTTGAGATGCAGGTGGGCACTCACTACCCTCCCGCAGGTGACCTGTTGGGCAAGAGGC
-TGGGCCGCTCCCCCCGTATCAGCAGCGACTGCTTTTCAGAGAAGAGGGCACGAAGCGAAT
-CGCCTCAAGGTAAGAGCGTGGCTGGGACGAGAGACAGGTCACCAGGGGAGGGGGCAGTCC
-CTGAGGGTCCCCTGGACCTCGAGCAGGCACTCTAGAGGGGCGTGGTCCTCGGCAGTGCCT
-GGAGAAACCTCTCACCCCGGGTCCTCCCCAGCAGAGGCGCTGCTGCTGCCGCGGGAGCTG
-GGGCCCAGCATGGCCCCGGAGGACCATTACCGCCGGCTTGTGTCAGCACTGAGCGAGGCC
-AGCACCTTTGAGGACCCTCAGCGCCTCTACCACCTGGGCCTCCCCAGCCACGGTGAGGAC
-CCACCCTGGCATGATCCCCCTCATCACCTCCCCAGCCACGGTGAGGACCCACCCTGGCAT
-GATCTCCCCTCATCACCTCCCCAGCCACATGTACTCGGCCATTCCTGTTGCTGAGGCCCT
-GCTGACACCAAGGCCAGGCTGGATGCAGGTCCCTCTGCCACACGTCCTGCCCCATGCCCC
-CTGGGGCGGGCCACACCTCCATGTCCCCTAGGTCCCCAGGGTCATGACTAGCTCACATTT
-TATATAGAGAGAAATGGAGTCTGGGGTGGACCCAGGTGAGGGTGGGCAGTGGGCATGTCA
-GCAGCACCCCCCGAGGAGAGCAAGCTCCTGGACCCTGTGGTCTGTGAGTCGTCTATGCAG
-CCAGTGGACGCCGACCTGCCAGACGCCTGCCCCAGGAGCCTGGGGAGGGGCAGTGAGCAG
-AAAGGCCGGGCTGGGTGCAGTGGGCACTTGGCCACCAGGACTCCCCAGGTGCTGAAGAGA
-CGCCAGCTGGAGGGGCTGCCCCTTCCCCCGGGTCGGCCCTGACCCTGTCCACCCCACCTC
-AGGACGTTCTCCAGGGGTCCCTCCGGGATGCACTCGGACCCCCTGCCCGCTGCACTCAGC
-CTCCCAGGCCCCAGCCGCCCGCCTGGCAGGGGAGCTTGGCTTTTCGGGCTAGAGGTGGGT
-GGGGGCGCCGGGAAAGGAGGCAGGATTCCTCACACCAGGCACCGTCCCCCAGGGCAGCTC
-AGGCACCAAGAGCCTGAATAATTCACCAAATGTTAATAATGTAAAAATCCTCCTTTTTAA
-TTGCTTTCCCTGCTCTGCCTGGGGCCGCTCTGCTGGCCGCGCGGGGGAGGGGCGCCGGCC
-GCCGGGGAGCGCGCTGTCAATCAGGCCGCGCCGCCGCCCCCCCCCCCCGCCCCGCCGCGG
-AGCCGGCCGTAAATAACCCTGTAACTAACCCGGCCGCTAGCGCGGGGGCGCTGGGCCCCG
-CTGGGATCGATGCGGGCGGCCGCGCCGGCTGGGCTCTGCGGGCTGGCACCCGGCCCGGGG
-CGGGACCCACCTCCGCTTTCGGGTAATTAATTTATAAACAGAGGCGGCGGTGGAGCTGGC
-GGAGCCTGCATAGTGGGGGCTGCGGGGACTCGGGAGGCCCGGGCGGGAGGGAGAGGCCGA
-GAGACCTGGGACGCGGCGCCTTAGACGCGGGCGCTGCGTGCGCATTGGGGCGAGTGTGGC
-CACGCGGGACAGTGACCCTGCGCAGCCGGGACTGGGCGACCCCTGTGCTAGTGTGGCGTG
-CGTGCGCGGGCGCTGCCTTGCCTTTGTGACAAGCTTTGGCCAGCCGCGTCTACTATGGGG
-ACCTCAGATTTTCTTGCCTCCCACCGAAGAGGGGGTCCCCTGGGCGGTCAGCCCCTGGCT
-GGCACTTCTGGACTCTCTCGCTGCCCCGCAGGCTCTGTGGCCTCGGGACGTCTGCACAGC
-CCCCTCCCCGCAAGGCTCAGCCGCCTCTCAGGCCGGAAGCCTCCAGGCACCCGGCTCCCC
-TTCGGGGAAGAGCTTTTCCCGACACTTCCTCGCCCAGCATCTTGTCTGCCGTCTCGGCCC
-TGTGGCCGCCCATCCTCCTGCCCCGTGCCCGAGACCAGCCCAGGGGCCGAGCACGGCCGA
-GTGGTGTGGTCAGTTCCCCACCTCAGTGTTCTACGCCAGGACGCGGGCTGGGGAGGATGA
-GGGCGCATAGCCGGGGGGATCACTGCTGTTGTCCCCCACCCAGATCTCCTGAGGGTCCGG
-CAGGAGGTGGCGGCTGCAGCTCTGAGGGGCCCCAGTGGCCTGGAAGCCCACCTGCCCTCC
-TCCACGGCAGGTCAGCGTCGGAAGCAGGGCCTGGCTCAGCACCGGGAGGGCGCCGCCCCA
-GCTGCCGCCCCGTCCTTCTCGGAGAGGTACTGGGGTGGCTGCCGTTCTCTGCTTGTTTCT
-GGGGTGCCGCCCGCACCCCCGCGCTCTCAGCCACCAGCACGCGCCCCGAGAGTGCCAAGC
-ACTGTGTTCAGCTCTAGGTTCGGGTCCGGGCAGAGCGTTTCGGGGGTGACACCGATCTGG
-GCTGCAGTGTTGAGGGCGCCACTGGGGTGCGTGAGGGAGGCTGAGGCCCATCAGGGGGTT
-CCCTGGAGGAGAAGCCAGAGAAGGGGAGAGCTCCAAGTCTGGAACCCCGGGGTCAGTCGG
-GAGGGGTCGGCCAGAGGACTCAGAGCTGGAGGCGGAGGGGGGGTCCTGGCTGGCGCTCAA
-ATGTAGACGCCGGCGCCGGATCTGTTCCCGGCACAGACAAGGCCTCCGGCACAGACCCGG
-GTTTCTCGGGTCCAGGACACGAGGCGGGGCGGGGCGCCTGGAGAAGGGAGGGGCCGCCTG
-AGGCCCGAGTCCCTGCCCGGCCGCTGAGCCCGGCGTCTGCAGCTGCCTCCACCGCCGCCC
-GGATTGCGGCTAATGACGCCCCCGCTTCCCCCGCCGCTCGGGTCCGCAGGGGAGGGGAGC
-AGGCGGGGCCGGCGCCCCGCGCAGTAATTACCGCTGCAGCCGTCGCCGCCCGCCGGGTCA
-GCGCCTCCGCGCCGCCGCCGAGATTAATTGGCGCCGCCGGCGGGGGCGGGGATGGCGCGC
-GACCTGGGGCCGTAACGAGCTGCGCATCGACCGCCCGCGGGGCCGGCAATTAGCGGAGGC
-GGCGGGGGAGGGGCGCCGGGGCCTTTACGGGAACGGGGGCGGGGGGGACGCCGCTCATTG
-CGCTGCCGTCCACAGGGAGCTGCCTCAGCCGCCCCCCTTGCTGTCGCCGCAGAATGCCCC
-TCACGTCGCCCTGGGCCCCCATCTCAGGCCCCCCTTCCTGGGGGTGCCCTCGGCTCTGTG
-CCAGACCCCAGGTGAGGAGGCGGGTGCGCATCCCCTGGGAGCCCGCGTGGAGGCTCGCGG
-ACCCGGCCCTGCCCCTGTCGGAGCCGAGACGGACCGGGTAGGGGATTGCAAAGGGCCGGC
-TCGGACCGCCTCGGACCCCCCGACCCCGCGTTGTCCCCCTCCCCACCAGGCTACGGCTTC
-CTGCCCCCCGCGCAGGCGGAGATGTTCGCCTGGCAGCAGGAGCTCCTGCGGAAGCAGAAC
-CTGGCCCGGTAGGTGCGGGGAGGCGGGCGGGGCCGCGCGGCCCGGGAGGCGGCTGACCCG
-CGTCTGCCCCCGGCCCAGGCTGGAGCTGCCCGCCGACCTCCTGCGGCAGAAGGAGCTGGA
-GAGCGCGCGCCCACAGCTGCTGGCGCCCGAGACCGCCCTGCGCCCCAACGACGGCGCCGA
-GGAGCTGCAGCGGCGCGGGGCCCTGCTGGTGCTGAACCACGGCGCGGCGCCACTGCTGGC
-CCTGCCCCCCCAGGGGCCCCCGGGCTCCGGACCCCCCACCCCGTCCCGGGACTCTGCCCG
-GCGAGCCCCCCGGAAGGGGGGTCCCGGCCCTGCCTCAGCGCGGCCCAGCGAGTCCAAGGA
-GATGACGGGGGCTAGGCTCTGGGCACAAGATGGCTCGGAAGACGAGCCCCCCAAAGACTC
-GGACGGAGAGGACCCCGAGACGGCAGCTGTTGGGTGCAGGGGGCCCACTCCGGGCCAAGC
-TCCAGCTGGAGGGGCCGGCGCCGAGGGGAAGGGGCTTTTCCCAGGGTCCACACTGCCCCT
-GGGCTTCCCTTATGCCGTCAGCCCCTACTTCCACACAGGTGGGCACCCCCACACTCTAGA
-TCCTTCCAGAGGGCACAGGACTGGCAGGCCGCCTGTGGAAGGGTCTTGGGGGGAGGAAAA
-ATTCCCCTTAGGCACCCATCCCCCACCTCAGCAATTGGGGCACACGACGGTCAGGAGACG
-GGCGGGTATGGGAAAGCCAGCCAGAGCCCTAGTAACACGCCCCACAACTCAGGCGCGGTA
-GGGGGACTCTCCATGGATGGGGAGGAGGCCCCAGCCCCTGAGGACGTCACCAAGTGGACC
-GTGGATGACGTCTGCAGCTTCGTGGGGGGCCTGTCTGGCTGTGGAGAGTACACTCGGGTA
-AGGGGGGGCCCCAGTTCCTGGGGCGGGGCTGGAGCTGGCTGGCAGTCACTACCTCCCTGG
-AAAGGATGGTGGGGTAGGGCCATTCCCCAACGCCCTCTCCCTCCCCAAAAGCAGTGCGCA
-GCAGGGACTGGACTGTGCACCCCACCTTTTTTTTTTTTTTTTTTTTTTGCCAGGTGTTTT
-CTGCCTGACACTCAAACCCAACAGATCACTGTTTTTAAAAAATTTCCGTGAGCTGCACAA
-ACAGCTCCTCTTGGCTCTGCTGGGCTGGAGGATGGAGCAGCACCCGGGTCCTGACCCTCC
-CTCCCTCCCCCTTCCAGGTCTTCAGGGAGCAGGGGATCGACGGGGAGACCCTGCCACTGC
-TGACGGAGGAGCACCTGCTGACCAACATGGGGCTGAAGCTGGGGCCCGCCCTCAAGATCC
-GGGCCCAGGTGAGACGCTGGGGAGTGAGGTCAGGGTCTCCAGACCACAGCTGGGCAGAAA
-GCTCTGGGTGGGTGTGCGACAGCCCCCACCAGGCCATCTCTCTGCAGGTGGCCAGGCGCC
-TGGGCCGAGTTTTCTACGTGGCCAGCTTCCCCGTGGCTCTGCCACTGCAGCCACCAACCC
-TGCGGGCCCCGGAGCGAGAACTCGGCACAGGAGAGCAGCCCTTGTCCCCCACGACGGCCA
-CGTCCCCCTATGGAGGGGGCCACGCCCTTGCCGGTCAAACTTCACCCAAGCAGGAGAATG
-GGACCTTGGCTCTACTTCCAGGGGCCCCCGACCCTTCCCAGCCTCTGTGTTGAGGTTGCC
-GGGGGTAGGGGTGGGGCCACACAAATCTCCAGGAGCCACCACTCAACACAATGGCCCTGC
-CTCCCACCGCTTTATTTCTTTCGGTTTCGGATGCAAAACAAAAAATTTTAAAAGAAAATG
-TGACTTCAAAGGAAAGGAACAAATTTTCAAAGACTTGGGGGAGTGAAGGCAGAGCCTGGT
-GCAGATGGACGAGGTCTGCAGACGGAGGGCAGAGGTGGTGGAAGGGGCCAGGGGCCTGCA
-GGCCTCCCCCTGGAACTGGGACTGGTCTCGGTCTGCTGACGTCAGGGTCAGCTCCCCCGC
-GGAGCTGACTTCAGCAGCCCACAGCTGTGGGGCTTCAGCAGCCACACCAGCCCAGCCCAG
-CCCAGCTCTCGATACGTTTGGTCTTTCATGCTGAAAAATAAATAATAAAGCCTGTCCCGT
-GTCTACTGCCTCCCCCAACTGCACAGACGCCAGCCTCTAGGCCTGACTGCCAGGGAGGTG
-GAAACACTGGCCACCAGCCCGGCAGCCCCTACAGGCCCCCCAGATGGGCTGCCTCAGTCG
-TCCTCTGAGAGCTGCAGATCCTCCAGCTCGTCCTCCGGCCCCTGGGCCAGCTGCTGCAGC
-TCCCCAGGGGCCAGCCCCGCCTCTGCGTCTGGGTCTCCATCTGCGGGGAGAGATGGAGGC
-TACATAAATTTTGCTTTATCAGGAAGAAGCCAGCCTTAGAGGTTACTCATCACTAATTAA
-TCACGGCACTAATTAATTTATCCCTGTTGCTGGCTGCCAGAGAACAGAGCATTTGGCCTG
-GCCTTCCCAGGGAGGGAAAAGCCTGGCCCAGAGCCCCACGCCCCCCGCCCACGTGGCTCT
-GCCCTCCCGCCAGATGGGCTCACAGGGCCACACCCTCTCACCCCAAGACCATTCACCCTC
-CGAGTTGCTGCTGTCCTCCTCGCCCTCCTCCTCGTCCTCTTCATCGTCTTCCACCCCATG
-CCGAGTGCTCAGGGGCCTCAGTATCCCTGAGGAACAAGAAGCAGAGTCCATATGACTCCC
-ACCCACAGGGTCCACCAGCAAAGTCACAGTGGGGGCAGGAGGGTGGCCAGGCTCCCAACA
-CCCTTCCCTCCGCTGACTTCCAGCAGGTGGAGAGGAGCCCTGGGGAGGAACTGGGAGGTC
-ACAGGCCTGGGGACAGAGTTACCAATCCCAGTAGGCCTTCACTTCAAGGAGGGAAGGCGC
-TGGCACCAGAAGCCTGGCAACACTGAGGTTGGCCCCAGCTGGGCCAGAGACTGGTGAGCC
-CCCTGCAGGATGGGTACAGGTGGCCCTCGTGGCTCTGGGAAGTCCAGCAGAGCCCTCCAG
-GCCCACCCTTCCCCTGGGAGCACCACGCAGGCCCCACCTCTCTCCGAGAATCCCTCGGTG
-TCGTCCTCTTCAGAGCTGTTCAGGTCAAAGAGGTCTTTAAATTGCTTCCTGTCCTCATCC
-TTCCTGTCAGCCATCTTCCTTCGTTTGATCTCAGGGAAGTTCAGGTCTTCCAGCTGGAAG
-GCCAAAGAACCAGGGGCTCAGGTGAGAGAGGGCAGGGGCTGGCGGCCACAGCAGGGCCAG
-GCATCGCCAGACCCACCACCAGGGCCCCATGTGGCCAATTTCTAGTCCCCTCTGTTCCCA
-AATCACAAAGCCATCCTCCAAGTTGTCCATCCCATGTCCAAGGTCAAAGGCAGAGCCCTT
-CCTGCTTCTCCTCACGGGCCCCTGGTGCCCACATACTGGCCTGGGTGACGAGGTCAGTCC
-AGCCACTCCACCTGCCCGGAGCCTCCAGCCCATCAGGCCTGAGGGGGCATGGCCTCCCCA
-ACCTAGTGCAGCCTGGGGCTTCCCCTCCCTGGAAACGCCTGGTTCTGGCCAGTTCTCCAA
-CACCTACCCCCTCTCCAAGTCGAATCATCCGGGCACGGCCCTGGCCGCCTGGCACTGTTT
-CCAAACCCTCGCCCTGGTCTCAAGTCATAGTGCGCTAGATCTGAAACCCAGGAAGTCACA
-ACACACCCCCAGGTCCCCTCGCCGAGCCGCACCCGCTCTTTGCCACTGATCTCCAGCTGG
-ATCTCCCGGTCACGCAGCTTGCGCCAGTGGCTGTAGTACAAGGTCAGGGGTGTCCCCTCT
-TCCCGGGTCAGCTTCTCCCAGGCTTCCTGGGGGGTTGGGGGAGTTCAGGGTCATGCCTCA
-CCCTGGGCAAACCCCCACATGTAGCTGGGGCTATACCCTGGCAGGTGCCCTCAGGTGGCA
-CTACCCCCAGGGCCCACTAACCACTGCCTGCTGCTCAGAGACGCCGAAGGAAACCCTCTG
-GCGGCGGCTGCAGATGTATGCCGAGTTCTCCTGAACCTTCCCAAGCAGCTGCTGCACCTG
-CCGGCAGTAGTTGGCCACCTTGCACTCCCGGAGGAACGACTTCAGCTGCGGAAGGGAGGG
-GTCAGCCACTGAAGCCCAGGACCGCTCCATGTGCACAGCTGGCCCAGGTCCTGTGCAAAA
-CCACGCGTGGTGGCCACGGGGATACCCCAGGAGGGGACATGGATCCCATCTCAGGGCTCA
-AGTGCATAGCTGTTGCAGCTGGGATGGCAGAGGCAGAATCAGCCCACCCTCTGGGCCAAC
-CCTGCCCACTACTCACCTCTGGAAATAAAGTTTTATGCCAGGCGTGGTGGCTCTCGCCTG
-TAATCCCAGCACTTTGGGAGGCTGAGGCGGGTGGATCACCTGAGGTCAGGAGTTCAAGAC
-CAGCCTGGCCAACGTGGCAAAACCCCGTCTCTACTAAAATACCAAAATTAGCTGGGTGTG
-GTGGTGGGCGCCTGTAAACCCAGCTCCTTGGGAGGCTGAGGCTGGAGAATCGCTTGAGCC
-CAGGAGATGGAGATTGCAGTGAGCCGAGATCGCACCATTGCACTCCAGCCTGGGCAACAC
-AGCGAGACTCCATCTCAAACAATACTACTACTACTAATAAAATACAGTCTCGCTGACGTG
-CAGCCACACGTGTGCATTGCATGGTTCTGCAGTTGCCTGTGCAGCTGAACATCCGTAGGA
-AGCCACGTTTACCATTTGGCCCCTCACCAAAAACATTTTCTGACCCCTACCCCAGACCCC
-GACCCTGGGCCCTTGAGTCCAGAAGCAGAGATGCCCCAATGCCAGGTATCACCACCCAAG
-AGGACATGGGAGGAACAGAGGCTGTGGCCCCTGCTGTGAGTGCCCCCCAGAAAGGGGGTC
-CCGGCTCTGTGCATGTGACATGTGTGGCCGTGTGTGAGTACACACACATGCACACACCTC
-TATCTGGATAAGCCTCTGACCAATTGTGGCTCATGTGAGCAGATCCCTCCTCCCCACACT
-GCACAGACCTATAGTCGGCACATCTGATTCCAGCCACCAGGGCCAGACAGCAGGGCCCCC
-ACCCCTTCCACTAGGCACAGGCCTCCCTGAGGCTGGAAACATCACGGCTGAGAGCAAACA
-GACCTCCCGTGGGGGCCCAGAAGGACCTTCTGAGGATAAGGAGAACCCCCTCCTCCACCC
-CACTCCTGCCTAAGATGAGGCTGACGTGGGGTATTTAGCGGGGCAGGCTGGGCCTTCCTA
-TGAGGCTGATGTGGGGTATTTGGCGGGGCAGGCCAGGCCTTCCTGCCACCTGAGAAGCCA
-CTCCACCCACTCCCCACACCCGGGATGGCCTGGGGAAGTGTGCGATCAGCGTACCAGCCT
-GAGCCAGGGTCGGCATGCTCAGTCCCAACCCCGAAGCAAAGATCAGCCTTGTGGTTCCCA
-CCTGGGGAGGAGGCTGTTGTGCTCCCAGGGTCCTCAGCCCACTGCCCAGGCCTGCCCCCA
-AACCTCCTGAATGGCTTAGAACCCCTCATCAGCCCCTCCAAGGGGGCCTCACGGGGCGCG
-TTGCCAGCAGTCAGGTTCCACCCCAGTCCCAGGTACCCGGGACAAGGGCACCTCCTACCA
-GCCTGGGGCAGCCAAGCCCGTTATAAGACAGTCTGAGTCGGCCACGAGCCGGTGTGGGCA
-GGACACACACCTGCAGGACCACAGGCAGCACCAGCTCCGGGAAGCCGATGCAGTGTGCCT
-GGCTGTGCAGGTACTCCAGGGTGAGGTCGTACAGCTGCTCCACCAGGCCGTCCTGAAGAG
-CAGGAGAGAGGGCCGAGTGCATCAGGGAGAGGCTGGGGCTGGGCACTCAGGCCCCTTCCC
-CTCAGGCTGTCAGGGCAGCGCCATCTCCAGGGCACGGACTGCAAGGAAGGGGCTCCTGGG
-CCCCAGCCCTGGGAGACCATGAAGGTCCATGCTTGAACTTGGAGGATGCCAGCCCCCTCC
-CATCCACCTCAGCACCCCCAACCCCACCCTGGGAACTGCCCAGGCCCCTCCCCAGGAGGC
-CAGCCTCACCCGGTACGCCTTCTCCTGCAGGTTGACATTGGACAGCTTCAGGATCACGGA
-GAAGTTGATGGGCTTGGAGCTCATGCGCCCTGGCTTCCTGTTGAAGTCGACCTGCTGGAA
-CATCTGCCCCAAGGGCCGTGTCAGGCTCTCTCGGCCCCATGCCTGGTCACCCTGGCTTCA
-CCCTGGCTGCACCCTGGTCCCCCTGGTCCCTTTGGCCCTGCACCTGGCTGCACCCTGGTC
-ACCCTGGTCCTCAGGCTTCAGCACGAGGAGACCCAACCCGAAACAAGAGATAAGCAGCTA
-GGCACGGTCCCAGCCCCATGGCCCCACACAGCCTGGCGTGTCCCCGAGTGGGGCTCTGAT
-CAGCAGGGAAGGATCAGGAACACGGGCCCTCTCCCAAAATCCTGGGAAGCACTAAGGACC
-CACGTCTGGAGACCTAGAGGTCCCTGCCACACAGAGTACCAGGACAGCCCCCATTCCTGA
-CAACATGGCACTGAGGCCCATCCTGGCCCTCAGCACAGCAATGCCACATGGGGCTCCGTC
-CCGAGCAACCAGAAGACGCAGCAGCAACAGCAAAGAGTGCCAGACACAGGACGGGACAGA
-TGGAGGTCACGGGAGGCCTGGGGGGCCCCTCCCACACCCTCCACAGAAGCCACAGGCCAT
-GCACCTCCGTAGGACATGCCAGGAGGAGCAGAGAAAGAGTCAGCCTGGCCTCTCAGTCTT
-GTGACCCCTCCCCAACCACTAGGAGCCCTCAGGCTGTGAACCAGAGAGATCCAGGGTACA
-TGCTGGGGCACCAGAGGACAGAAGCAGATTATGGGGGGCCCAAGGGTGGAGGCCCCAGCA
-AGACACCCCACTCAGCAGGGGTGGCTGCCAGACAGCTGAGCTCAGGTCCAGATGGGAAAA
-CGCCCTGGTACTGATGAACCTCTGGGAGGACACTGCCCTTCTCTAGCCTGGGCCAAAAGT
-ATGGGCAGGCGACTGGCTTCCTGTCCAGGCACCGGGGAAGGGCAGGCACGGCCTACAGCT
-GAGGGCTTTGTTTTAGCTTTTAGGGTTTGCTTTTTCCGGAGAGGAGAGGCCTGCATCCCT
-GCGTGAGAGGGGCCTACAGGGTGCGGCTGCAGTGAACCAGGGCAGTGCACAAGTGAAGAA
-ACAGACACTGCAAGAGAGTAAGAAAGCACGTAGCCAAGGAGATTGGACAAGGGAAACAGA
-CACAAAGCATGCCTGGAGCTGGGCAGCAGAGCTGGAGGCCCACAGACACAGGGGCCAGGC
-CAAGGGCTGGGCAATCAGAGACCACTGCTGGCTGCCATGGGAGTGAACATGGCTTCCTAA
-AGATGTTCAGCATCCCTGCCTCAGTGGAAGGGGAATCAGAACGTGCCTGGGGCTTCCATA
-CCTTCTGGACCCAGCAACCTGGGGACCCAGCCCCAAGGACAGCTGTGACACGACTCTGGG
-CCTTCATGAGGCTGAGAACTCATTAGATAAACAGGGTGGAGATCGTGAATTCCTAAATTT
-ACAGCGGGGTGGGGCCTAACCCACCCACTGAAAGTTGAAACTTCGGACTCCAATCTTTCC
-CTACCTGAGTGGCATGTGCACGTGCAAAGATGCATACACACAGGTACACACAGGCGCACA
-CATGCACAGGCACACACGTAGACGCACGTACATGCACACAGGTGCACACACGCACAGGCA
-CACACAAGCAGACGTGCATGCATGCACCCAAGTGTACAGGTACACGCACAGGTACACACG
-CACAGTACACACATGCAGATGCAAATGCATGCACACAAGTGCACACAGACACGTGTGTAT
-GCACATAGGTGCACACAGGTACATAGATGCACGCAGACACACATGCATGCACACAGATGC
-ACACATGCAAAGGTTCATGCATGCACAGGTAGACACATGCAGACGCAAATGCATGCACAC
-AGGTGCACACACGCACAGGTACACACATGCAGACAGGTGCACACAGGTACACACGCATGT
-GCATGCATACAGGTACACACAGGTACACACTGGTATACAAAGACACATGCACAGGTGCAC
-ACACGCAAAGGTACACGCAAAGGTACACACATGCATACACACAGGTGTACACACGCACAG
-ATGCACACACCTGCAGGCACACAGGCATTCATGGATACACGTGCATACACACATACAGAT
-GCACACATGAACTGATATGCACACACACACAGATTTACAGACCCATGCACCCAGATGGTG
-CACACACACGCATGCATGCACAGACAAACGCACCCACCCAGATGTACACACATCCCCCAT
-ACAAATGCATACACATGCACACAACTGTCAGGGCAGGGCACTGTTCAGTGTACAGTTCAG
-CAATCAGACTTGGGTTTTGGCCCATCTCGCCTCCTGCCTACTCCAGTCTTGGGCAAGCAC
-CTACAGGGTCAGGTCCCGGCATCCTCAAGCACAGCCCTAGCAGCAGCCGCCTTCATCCCC
-AGTGGTCCCACGTTCCCCAACACTGCCCCCAGCACACGGAGGAGCACTGTCCTCGTGACA
-CCCGTGACAAGGAGGCGGCCAGGGCTCCGGGAAGTCGCCGGACAACTCAGCACAGACGCC
-CGGAGCAGCAGATGCTCCCTACAGGAGCAGGCAGAGGTGCCACACGCCCACCACAGCCTC
-ACTCACCTCCAGGATGAAAGGCAGCACCGGGATGAAGGCCCCCGAGCTCCCCGAGAGCAG
-CGTCAGGGCACGGATGCAGTGCATTCGCAGCGGGTAGAAGCGGGCAGTGGGGATGAGCCT
-GGGGGTGGGAAGGCCGAGTGAGCAGAGGCCCCGGCTCTGGCAGCCCCTGCCCCTCCCCCT
-GCTGTCTTGGACCTCCTCCCCCACTCACCGACATCAGACCCCTAAAGCAGGACAAGGCAC
-GTCTGAACCCCAGGGACCTGCACCCCTTGCCCAGCTATGGGGCTGCAGGTACCTTACCCA
-GCTTTCAGCTTTATTTCAACACGGTGGCAGGGGTCATCTGTTCCTGCCTGCTCTCCTCCC
-TGTTCCCGCCTTTCCTACTTCTTCCCTTGGACTTCCCACCTCCCTTCCCAGCCTTGAGTT
-TCTAAGGCTCAGCCAGACAGATGCCCCCTCCTGGCCAAAGAGGCCACAGTACTGCTCCCA
-CCTTTTCCTGCTGCAGCCCCTACCGTGCCTGGACCCTCCTAAGCGCTCACACCCAAAATG
-CAGTTCACTGCATCAGATGTGCTCCACCCAAGAACCCCACGTAATGAACCAAACTCACTG
-CAAACTGCACACAAGCCCCCAGAACACACGCTGGGTGGCACCCGAGGCGGCTAAACCGCT
-GTTGGAGGAGCTCATGTCACAGGTGCCCACCAGCCCTAGCTCTCCAGAATCCAGAGCATC
-TCCCCGTAGCAGGTACAGGGACCCCAGCCCTTCCTCAGGGACGGCCAGGACACAGACTCA
-GGCCCCAAGGCCCTGAACGCCAGAGGCACCGCCCACACAGTCCCAGCAAATTTGCTTCTC
-CTGACCCTCCCGCACAACCCTGCCCACCCCACAACTCACTTGATACAGCCAATGATGACT
-TGGGCAAGGGGGTAGACCAAGGGCTGGAGGGCTTCGCTGGGGCCCGCAGTGCTCAGGACC
-CGGCACCACAGGAAGAGGCAGTGCACATACTGCCAGTTGTACACAGACTGGTATGTTTCC
-TGGTCAGAGAGAACCACGTCAGCTACTGGCCAGGCTGACAAGTCAGGCTGATGCACGTTC
-CTCCTGGGCCGGCACAGGAATCATTTCCTCATCTTGCACACGGGGTCTCAACCCATCCAC
-CCTTCCCCCACCTGCAAGGACCGACTGCACCAGGGTGCTGGGCTGTCTCCAGACAGGGGC
-TTCGGGGAGGCCCCAGGCCCTGCCTTGGGTCGGGCACCTGGGCTGCCCCACCCCATGCCC
-AGCATGAGCCTGGAAGGGCCCCACCACACACCTTCTTGCGAGTGGTCATGGCGTTGCGCA
-GGTGTATGGCGAGCTGGCGGATGTAGAGGAAGGCGTGCTGGTAGGCCACACCCGGCTCCA
-GGGCCAGCAGCTCCGTCAAGGTCCACTGCATGAAACTGATGAAGGGGAGGGCACCAGGCG
-AGGTGAACTTGCAGTTCCTCACATACGTGATGTACATTTGCTGCGGAGAGACCCGGGTCA
-GAGCCACCTGGGATCAGGGCCATGCACCTCCACCGCCCACTCCAGGGCCCCTGTGAACAC
-CTGGGCCTTTCCCTCAGAGCTGGGCCTCGAGGAAGAGCCGTAGCCCCTTGCACAGCCCCC
-ACCCCCAAGTGCCCACCAGCCTCAGGCCTGGGAGAAGCTGGGGCAGAAGCTCCTGCTGCA
-CACTGGGCCCCTCTGGGGGCTGAGGGTCCCCACATGCAGGCCACCCATGGCTTGGGGACG
-GGCAGTAGGACTGTACCCTGGCCATGGCCTCAGGTCCCAACACCCAGTGTCCTCCTCCAG
-CCAGAGAGGCCCTCCCCTGGGGAAGCTGTGTGAAGCAGGGTCCAGGTGGGGCCCTGAGAA
-GGCCGAGGGCTCTCTTCCCTGCCCACCACCCCCAGGTGCTCTGTGAGACATTCGTGATCC
-AAGGGCCCAGGTCTGCTCAGAGCTGCAGTGAGGGTCCAGTGAGGGGCACCAACCACAAAG
-GCAGCCCGCCCTGCCCTTAGGCCGAGATTTCCAATGCAGATGCTGAGGGACACAGACGCA
-GGGCCCACCACTACCTTGAGGACGGGGCCAAGGAAAGTGTCCTTCTTGTGCCGGCAGACT
-CTGCTGAGGACCAGGAAAGCCAGCACCCGCAGAGACTCTTCCCCAGTGCTCCATACGATC
-ACCATTCTCTGCAGAAGGTCAGACGTCACTGGTGGCCCCCCAGCCTCCTCAGCAGGGATG
-CCCCAGGGCCAGCACAGCCCTCCCCAGCCAGGCAAAGGCTCCCATGGCCACCAGCTCTTC
-CCAAAGCACCTCGGGGGAGCCGTGAGTTAGGTGCTCAGTTACAGAAGTGAACAGAACAGG
-TGTGTTGCTCCTTGTGAGAAGAGGACCACAAAAGTTTACCACGTCAGACACGCCGACGTA
-TGTGAGATCACACCGGGAAGAAGATACCTCACCGTGGCTTTGCTCACGGACTGAGCCGCG
-CTGCCCGGGCAGGCAGGGACTGCCTGAGACAGAAACCCCAGGTGGGGGTGGGGGCCAGGT
-GCTTCTGTGGCCTCTCTAGCCAAGCGGAGCCAGTGGAGTGTGGGCACCACCTGTGCCCTG
-GCCAGGAGTGGGATGTGGTGGGGGTAGCCGTGTGGCCCCCCGACCCCATGACAGACACAG
-GGAGGGGACTGGGCCACGAACCTTGAGCAGCATGCGGCACTGCTTGGGGAAGGTCAGGAA
-GCAGGGCACCAGCACGCTGATGTGCCGCAGCACGGCCGCCAACACCGTCGTCTCCGACAG
-ACAGGACACCAGCTGGGGGCAGGAGGGGACAGTGAAGCCCCAAACCCATGTATTCTGGGA
-TACAAAAAAGGACCGACCACCAGATACAGCCAGGCCCCCGTGCCCTCCCCACCAGAATAG
-CACCTGTATGGCCGAGCCCAGGTAAGCCTTGATGTCCACACGAAGCTTCCCCCAGAGCGG
-GCTGCTGGACGGCTGCAGCATCCTGCAGAGAGACCACCCACCCCTGGCTGGGAGGCCCCA
-CGGCTCGGACGCGAGGCTGCTCAGCATGTTGGCGCGTGCCCTGGCCAGCATAGCCTCTAC
-GACTCTGCAGAGACCCCCCGTCTCTCCACTCAAAAAAGCTCAGGGCCCCTTACAGCTGGA
-CAGACACAGGGGCTTAGGAGGACCCTCTCAAGTGCATTAGCTCCTCCTTCAGTGGCCTTG
-AACTCCTGTCTGCCCTGCCCAGGGTTGGCCACCGCCCTAAGAGTCCCCGGAAGTCCCAGC
-CTCCAACTCCCTCTCAGACATAAACCTTTTCTAGGTCCCCTTGATCACATCCCCACCGTG
-AGACCACACGAGGTCCCTAAGCCCAGCAGCTGGTACTCAGCACCTCTGGGGTCGCCCAGG
-CACCACCAACTGCCGCAGACTGGTTTCCTTTGGCCCACATTTGCTGCACAAAGAAAAGAA
-AATCAGAGGGCAGGTGTGGAGACTCATGCCAGTACTCACTGCACTTTGGGAGGCCAAGGC
-AGGAGGATCAAACTCCAAGCCCAGGAGTTTGAGACCAGCCTGAACAACACAGTGAGACCC
-CGTCTCTACAAAAATATACAAAATATTATCCAGGCCTGGTGGCGGAGTCCCAGTTACTTG
-GGAGGCTAAGGTGAGAGAATCACTTGAATCCAGAAGGTACGTGTCGCAGTGAGCTATGAT
-CACTGCATTCCAGCCTGGGCGACAGAGCAAGATCCTATCTCGTAAGGAAAAAAAAAAACC
-AAAAACCAAACAAACAAAACAAAACAAAACAAAACATTTACCAGAGCCCACGCAGTAGGC
-GCTCACTAAAATCTGCTGAAGCATGGGAAGGACAAAGGGCAGGGCCCCAGAAAGGCCCCC
-CGTCCTCGACCCTCCTCACACCTGTGCTGACACTGGCTGCTGGGCACCTGCAGCTGCCCA
-CCCAGACCCAGGAGGCAGCTCTGCTCCCCACGGCCTGACTCCCTCCGGTACAGCTGCTGC
-CTCGACAGGGGTCCCTGACCTGGTGGCTCAGGCTGCAGTGCGTGCTGCCTCCCAATCGCT
-GCCTGTCCCTCCACCCCCATCTGCCAGCTTCCTTGTCCCCTTCGGACAGCACTGCCTCCA
-TGTGGACATGGCTCTGTTCTATCCGTCCAGCCCCGACCACTACCACCAGCAACAGTGCCC
-CTGTCTCCTGAGCCGCTGTCGGCGAGACCTCTCCTGTGGGTCTCCTTTCTTCCTTTGAAG
-GTGTCCTGGGGCAGTTCCAACTCTAGGCCTCCACTGCCTCAAGGTCACATGGCTGCACAG
-CCCCGGAACCCCAACGTGCTCCATGCTCTACCAAATGCTTGGCCGTGCGTCTCTCTTCTC
-TGAAAACCTTCCACGGCCTTCTCTGCCCAATCTTTCTCTAAAGGGGAAGTTGAGGCCCTC
-AGGTTCTCAGCATTGATGAGGCCCCTGTCTACAGACACACACAGCTCCAGGAAACAGGCC
-AGTCATAGTGCAGAGATCAAGGAGTATGGACAGGACTTACAAGTTCTTACAAAGGGAAAT
-AGAGCAAGAACCCTAACCTGGGAAAATCTGAGAGCAAAGGCAGCTGCACACGCCACACCT
-TCTGAGACTCTGAGCAGACAACTTCCCTTTTCAGGAAGGAAAGAAGGTGGGGCCGCTCCA
-ACTGGCCCCAAGTGCCCAGCCTCTCCCAACGGTCCCTCGTGCCCCGCTGCCTTCTCAGGG
-TCCCCAAGAAGACGCTGGCTCTGTTGCCATGTCTCTGTCCTAGCCACAAGGCCTCTGGCT
-TCTCCTGTGTGTGGTCCCGACCCACCTTCCACCCTACCCCCCTTCACCCCCTCCCCTCTT
-ACCTGCTGCTATCCTTTGCCACCTTTCCAAACAGCAGCTTCTGGAGACAGCCAATGAGGT
-CTCTGATGCAGAAGGTAACCAGAGCATTGAATGCTGCAACGAAAAGGCCTGGATGTACTC
-ACGGGACAGAGAACGCAACAGACAGCCTGGATGCCAGGCTCCCCCCAAGCTCACCAGCAC
-TGTCCGTGACCTGGAATTTGTTGGCCTCAGCACTTTCCTGGTCCCCTCGGGTGGTGGCCA
-CAGCTGCTCGGAACGCCTGTACCACTTCATGGAACAGCTTTGGAGTGAGGCGTTGCTGAA
-GGAGCAAGAGTACCAGGGGCGTCAGGGGAGCTGAGACTGCACTTGGCAGAGTGGAAACGG
-CAGCCCCAGAGAAAGGCACCCTCACCCTCACCCTCAGACATAGGGCAGAGGTTGGGGGGA
-GGCACAGAGCCCCATACTGATAACAAAAATGGAAACAAAGTCTAGAATTCTCTGGGAAGA
-GGAGGGAGTCTGGCTCAGGAGCCCCAGGAAAAGGACTGGGAGTTCCAGATCCTGGACTAT
-GGCCACCTCCAGGTGGTATCTGGAGCTCTCCGTATCCTTGTCCCTGGAAAAAAACACTGT
-GAGAGGCTCAGAAGGACCCCAGCTCCACCAACCAACAAAGGCACAGTCCGTCCCACCCAC
-AGCGGGACTGACTTTGGGGAGTGGGGCGCCAACAGAGCCCCTGGAATCTACCCAAAAGTG
-AACACACAGTCCTGGGGCAACCAAGCAAGCAGGAGGAGCAACGTGTTGTCACTTGCGCTG
-AAGAAGGCTCCAAGCGTCCCCTGCGTGGAGAACAGCCCCTCCCACCAGCACAGCCTCAGG
-CGCCTCAGGTGAGGCAAGGCCAGATCTCTGCCTGGGCACCCAGCTGCCCGCCCCTCGCTG
-CTGCTCACCTCAGGTGAGGCAAGGCCAGATTTCTGCCTGGGCACCCAGCTGCCCGCCCCT
-GGCTGCTGCTCACCTTTGCTGCCTGCTTCCATCTCTCAACCATGGCGACGGTCACAGGAA
-CAGAATTCTTCTTCCCCTTCAGCCCTCTGGGGACTCTGTCCCCATCTTCTCCTTCCTCCG
-CTCCATCCTCCTCCTCACTGGCTTCCTGCACAGAAAGGCTGAGCTGAAGGAGAGTGTAGA
-GACAAGTGCCCCCCTTCTGGTTTGGCCCACGCCCTCACCTCCAGCACATCTGGCAGGGAG
-TGGAACGGCCCCTCTTCCTCCTCAGAGCTGTCCGAGTCGCTGAAGTTTAGCAGGCTCTGG
-TCATTCTCCTGCAGGAACTTGTAGAACTCGGGGTCTCTGTCCTTCAGCCGAGAGAGCTGG
-TCTTTGTGCTCAGAGGCACGGCCTTTACGCCGGCTGAGGAGGCAGAAGTCAGCGACCCCA
-GTGGGAAGTGGAAGTAGAGGGGGCGGGGAGTGGCCTACAGGGTCAGTCTACTCCCTTCAC
-AAGGGTTACCAACTAGCAAGACAGGATTGCCAGGAGGTACGTTTTTGGCAGACTCACGTC
-TCCTACCCAACAACCTCTACAACATACCCTCAAACACACTACACAGGCCCCCCAGCCGCG
-GTCTTCCCTGGACTTGCTGTGCCTGCGCCCTGCGCTACACAGGCCCCCAGCCGCGGTCTT
-CCCTGGACTTGCTGTGCCTGTGCCCTGCGCTACTTTTGCCTGATGGTGGCTTCACCCTTC
-CAGAGGCTCAGACTAAAGGCAAATCTCTGTCTCTAATACCCAGCACGCAACTTGTCATCA
-GATCTCATCAGCAACACCTTCAAAACCGTTCGTGCCTCCTCTCAAACCACCACATAGTTC
-AATTCTCAGTTAACCTAAAGGTCTCTCTGTTTCCACCCTTGTCACCTACAAGGCACTCCA
-CCGCTCAAACCCAGAAGTAACTCCCTGTTTTACGAGGCAATCTTATGACGGTCTACGGCA
-CCTGGCTCTTCATCACCCTTCTGGGCTCATCTACCCCTATTCACCCCCTCACTCCTGCCG
-TAGCCACGTTTACCTCTGTACTCTCCCCAAATGCTCCCACTGCAAGGCTTTTGCTGTTTT
-CTGCTGCCTGAAATCCTAAGACACGTTTCCCCTACTGTCTGTGTGGCCTCCTTGTTCGAG
-GTCTTTATTCAGACGTCATCTTCTCAAACAACCACCTCCGCTTTTTTTTTTTTTTTTTTT
-TCTCCTGAGGCGGAATCTCACTCTGTCGCCCAGGCTGGAGTGCAGTGGCGCAATCTCCAC
-TCACCGCAACCTCCGCCTCCCGGGTTCAAGCGATTCTCCTGCCTCAGCCTCCCGAGTAGC
-TGGGACGACAGGTGTGTGTCACCACGCCAGGCTAATTTTTGTATCTTTTGATTTCTTTCT
-TTTTCTTTTTGAGATGGAGTCTCACTCTCTCACCCAGGCTGGAATGCAATGGTGCCATCT
-CGGCTCACTGCAACCTCCGCCTCCCAAGTTCAAGCGATTCTCCTGCCTCAGCCTCCCGAG
-TAGTTGGGATTACAGGTGCCCACCACGCCCGGCTAATTTTTATATTTTTAGTAGAGACAT
-GATTTTTCCGTGTTGGTCAGGCTGGTCTCGAATTCCTGACCTCAGGTAATCTGCCCGCCT
-CGGCCTCCCAAAGTGCTGGCATTACAGGCGTGAGCCACCGAGCACAGCCTCCGCTCCTTC
-TAACAGAGCAACTCGGCTCCCCTGCAACTCTCTCTTCAGCCCCTCTGTCCTTCCTTTCCC
-TCCCCAGCACTTATCTCTCTTCTACCGAACTGCAGGCGGTGATTTCACCCAAGAACGTGA
-GAGTTCTCCTAGATCGGGAAGAGATTTTTGCACAACTCACCAACATACGCTCCCTGCCTA
-GGACAGAGTTTGGCACGGAACAGGAGCTCAGTAAACATCGGATGAAAGAGTAAGTTAAGC
-TGAAAGGACTGGGGGGCAGAGGTCGGCGATCCTTAGGCCTTGGCCCTGAGACCCCAGGCG
-AGGTCAGCAACCCAACCGGGGTGGGACAGGACGAGCAAGAGGTTCTGCTCACGCATGTCC
-CCACTAACCTGGCCGAGGGGCTCCCGCCCGGCTTATCCGGACTCCGGGCAGCCTCGCGTG
-CTTCCCGTGTCTCCGCTTGTGGAGAATTTTCGGACTCGGATTCGGACTCGGAGTCAAAGC
-CCGAAGCTAGGAACTCGTCCACCGTCAGCTCCGCCAGGCGCCTGCGGGTCACGCAGGAGT
-CACAGCTGCCCGCACGCCCAGCTCGCCCCAGCCCCGCTGAGAGGAGCAAGAAAAGCCCCC
-TTGGATACAGACACCCACCGGGAGGCCAAATCGGCCCTCGGACCCGCGGCTTACCTCTTG
-CGGCTCCCCGCAGCTGCCATGACACCAACCCGAAGCGTGCACCCCACTTCCGGCCCCAGA
-ATGCCGCGCGGCTGCGCACTTCCGCCGCCCAGGCCCCGCCCCTTTCCCCGCCCCGCCGCG
-CCACGCCCAGCCGAGTGGCTCTATGGTTCTCCGACCGCAACGCCGGCGGCCTCAGGGCGG
-GAGGGCGCGTTCGCGTGCTCGGTGCGGGCAGCCCCGGTGGGGCCCAGATGCGCCTCCCGC
-TCGGCGCCCGGCTCCGTAGGACGCGGTGACGCCGGTGTCCGCCCCGGGGAAGACCGGGAG
-TCCCGCCGCGCCCGCAGCCCACCCGGCGCTCCGAAGGCACGCGCCTGCGAGGACGCCAGA
-CTGCAACGGCGGGGCTCCTATGCAAAGAGCTCCCACAAATCAACAATAAAAAGCAGGGAG
-TCCAGTGGAAAACGCGAGGGGCAGTGGGAACCGCACTGATGTCGCCAGCTCGACAAAAGA
-CGGGCGACCCGAGGGCCAGGCTGGCTTCGCCTCCGATCCGCGGAGACCGGGCCAGCGCCA
-CGAACACCACGCAGGGCGCTCCCCGTCCATGGCCCTCTGGGTGCCGACCGCGGCTCTTCC
-CGGGGACGCCGCACGGGACGAAGACGGTGGGGAGGCCGGCGCCTTCCTTCCCGCTACCAG
-CCTGACACCCGGGCCCCCGGGCCTGGACAGCCAGACCCCGCGACAAGGGCGCCGCGGGGC
-GCAGGCACGGCTCCCCCAGCCCTGGCGCTGAGGGGGCGCGTGAGGCGAACACGGGCGGAT
-TGGCCTCGGGGTCCCATTCGACTTCTTGGTGCCGCGGGGCCCCGGGGCTCCCCGGAGGAG
-AGCAAGTTAGGGGGTCGGGGGAGCGGGGATGGCTTCCGGGGGAGGAGGAGGGCGAGGCCT
-GGGGGGCTCCTCGGAGGAGGAAGAGGGCGAGGCTTAGGGGGGCTCCTTGGAGGAGGAGGA
-GGGCGAGGCTTAGGAGGGCTCTTCGGAGAAACAGGAGGGCGAGGCCTGTGGGGGGCTTCC
-CGGGGAAGAAGGAAGGCGAGACCTAGGGGGGCTTCCCGGAGGAGGAGGAGGAGGAGGGCT
-AGGCCGGGGGCTTCCCAGAGGAGGAGGATGGCGGGGCCTGGGGGGCTTCTCGGAGAAGGA
-AGATGGCGAGGCCTAGGGGGGCTTCTCGGAGGAGGAGGAGGGCGAGGCCTGGTGGGGGGC
-TTCCCGGAGGAGGAGGATGGCGGGGTCTGGGGGTGCTTCTCGGAGGAGGAGGCGGACCCG
-GGGCGCAGCGCTGGAAGAATCCGCGTCCAACGTCTAGTCCCCGAAGCCTCTCGGGAGGCG
-GGGCGGGCGGCGCCGAGAAACAGCGGCTGCGGGCGGGAGCGGCGGGAGTGAGCGACACAG
-AGCGGGCCGCCACCGCCGAGCAGCCCTCCGGCAGTCTCCGCGTCCGTTAAGCCCGCGGGT
-CCTCCGCGAATCGGCGGTGGGTCCGGCAGCCGAATGCAGCCCCGCAGCGAGCGCCCGGCC
-GGCAGGACGCAGAGCCCGGAGCACGGCAGCCCGGGGCCCGGGCCCGAGGCGCCGCCGCCT
-CCACCGCCGCAGCCGCCGGCGTGAGTGGGCGGGGGTCGGGGCGCGGGGGGCGGCCTCGGG
-ACCTGCGCGGCCCCCGCCCTCGCGTCCGCTCGCAGAAGGGGCGGGGGCCGCTTCCGAGGG
-CCGGGGGAGGTCGGGACTCAGGTGCGGAGCGGGGTCGGCCCGGAGTAGGTTCCCCACCCG
-CGCCCCGCGCGCCCAGGACGCGACTCCCGCTGCGGTCCCGAGAGGGCGGCTAGGGACGCG
-GAGGAGCTGAGCTCGTGGGGGCGCCGGGAAGCGGGGCCGGACGCGGGGCTCTGTTCGCGG
-CTCTGACTACGCCCCAGGGGAGCAGGGGCGCAGCGGAGGCCTGGACACGGCGCGCTCCGG
-GGCGGGGGTCCTTGGCGGAGGTCAGGCGAGGGCTGCCGGCGCCCCCGTCGCACCAGGGGC
-TGGGTCCCCGCGGGCTGCCCGGGCCCCCCAGCGGCTCCAGGGCGGGCGGGCGGCTCCAGC
-GGGGCGAAGCCTGACCCGCCCGCCTCCTGCAGCCCCGAGGCAGAGCGCACGCGGCCCCGG
-CAGGCTCGGCCCGCAGCCCCCATGGAGGGAGCCGTGCAGCTGCTGAGCCGCGAGGGCCAC
-AGCGTGGCCCACAACTCCAAGCGGCACTACCACGATGCCTTCGTGGCCATGAGCCGCATG
-CGCCAGCGCGGCCTCCTGTGCGACATCGTCCTGCACGTGGCTGCCAAGGAGATCCGTGCG
-CACAAAGTGGTGCTGGCCTCCTGCAGCCCCTACTTCCACGCCATGTTCACAAGCAAGTAC
-CCGCCTGGGCGGCGCTGGGGGCTCCGTGGGTCCCTCGGGTCAGCTCGTGTAACCCGCTGT
-CCCCGCAGATGAGATGAGCGAGAGCCGCCAGACCCACGTGACGCTGCACGACATCGACCC
-TCAGGCCTTGGACCAGCTGGTGCAGTTTGCCTACACGGCTGAGATTGTGGTGGGCGAGGG
-CAATGTGCAGGTGAGGGCTCCCTCACCCGGATCCCGGTGTCCCCCGACCCTGTGCCTCCC
-TCACCTGCCTCTCGGTGCCCCGTAGACTCTGCTCCCAGCCGCCAGTCTCCTGCAGCTGAA
-TGGCGTCCGAGACGCTTGCTGCAAGTTTCTACTGAGTCAGCTCGACCCCTCCAACTGCCT
-GGGTATCCGGGGCTTTGCCGATGCGCACTCCTGCAGCGACCTGCTCAAGGCCGCCCACAG
-GTACGTGCTGCAGCACTTCGTGGACGTGGCCAAGACCGAGGAGTTTATGCTGCTGCCCCT
-GAAACAGGTAACAGCTGGCGGGCCCAGCCCTCGCCCCCCACCCCACCCCACCCCAGTCTT
-TGTCTTTGACTCCCGACCCCGTTTTGTTCCTGACACAGCCCTGCCCACAATCCTTAGTGC
-CTGCTGTGTGTCCCCGAGACCTTTCTGGATCTGGGCCCCCCAGGAGCCTCGTCTGTGGCT
-CCTGACTCTGCTCGGCCCCTCCCAGTATGAACACTCAGCCCCCACCTGCTAACCCTCCCT
-CCTAGGCATCTTCAGGGCTCCCTGGGTCCACAGGACCCTCCCCAGATCTCAGGTCTGAGG
-ACCCCCACTCCCAGGTTCTGGAACTGGTCTCTAGCGACAGCCTGAACGTGCCTTCAGAGG
-AGGAGGTCTACCGAGCCGTCCTGAGCTGGGTGAAACACGACGTGGACGCCCGCAGGCAGC
-ATGTCCCACGGGTGAGGCGCGGCCGCGGGGGGCTCCCACAGCATCCAGGAGGGCATGCAG
-GTGGCTGAGGGCCTGGTGCACCCTGACCTTCCCCGAGTTCAGGGACTCCGTGGGGGTGGT
-GCCCCCACCTGTCTGAAGAAGAATCCATCACACAGGTGGTACGGGCATCTGGGGGGTTGT
-CTCAGCCCTGACGCCCAGTGTGCCCGAGGGTCCCGCCTGACCTTGGCGTTCCCTGCACCC
-CAGCTCATGAAGTGTGTGCGGCTGCCCTTGCTGAGCCGCGACTTCCTGCTGGGCCACGTG
-GATGCCGAGAGCCTGGTGAGGCACCACCCTGACTGCAAGGACCTCCTCATCGAGGCCCTG
-AAGTTCCACCTGCTGCCTGAGCAGAGGGGCGTCCTAGGCACCAGCCGCACACGTCCCCGG
-CGCTGCGAGGGGGCCGGGCCTGTGCTTTTTGCTGTGGGTATGGCCCCCCGCCCGTTTCCC
-TCTTGCCCTGTGCCTTCTACTCCCCACCAGCACAAGCCCACCCCACCTGTGCCGGTCAGG
-TCCTGACCTGCCCCTCCGCCCCTCCATTCAGGGGCCTCTCCAGGAGCCTGGGGTGTGGCC
-CAGCAGTGGGATCCACTCACGAGTCCCGTCTCCACCTGCCCTCCCCAGGCGGCGGGAGCC
-TGTTTGCCATCCACGGAGACTGTGAGGCCTACGACACGCGCACCGACCGCTGGCACGTGG
-TGGCCTCCATGTCCACGCGCCGGGCCCGGGTGGGAGTGGCTGCGGTGGGGAACCGGCTCT
-ATGCTGTGGGCGGGTAAGCCTGGAGGCTGGACTTGGGTCGGGTCTGGCACGTGCCCGCCA
-GGCCAGTCTTGACCTGCAGTGGCTTAATTCCGCTAGCTATGATGGGACCTCAGACCTGGC
-TACCGTGGAGTCCTACGACCCCGTGACTAACACGTGGCAGCCGGAGGTGTCCATGGGCAC
-AAGGCGAAGCTGCCTGGGTGTGGCCGCCTTGCATGGACTCCTGTACTCGGCCGGCGGCTA
-TGACGGGGCCTCCTGCCTGAACAGGTAGTTGGGGTTGGGGCCCCAGTGGCTTTGTACAGT
-CCATCTGCAAGAGGCAAGTTTGTGTCACCATCACAGGGGTCGTATCTGATGGGGTGTTAA
-AGGAGGTGATCCGCGAGGCCGTTTCACCCCAGGCCACTGCCACACTGGGCCTGAACTCTT
-GGCTTTGCTGCCCCAGTGCCCTTTCCTCTCTCGGGTCCTTACCCCCAGTCCAGAGGCTGG
-GCCCAGGTGGGTGTGCACCCAGGGTTGTTCAGGCAGCCAGGGTCCTGTGCCCACCAGCGG
-GCCCTGCCTGGTAGGACTTTGCGGTCTGAGTTTGACTCCTAGGGTAAGATTTCAGCCATT
-CCGCTGGGGAGGGCAGGTCCTGGGGCCGGGACGCCTTTCTGTCTCTGCTGAGCTGTGGCT
-GCGGTCCTGGTGCCCACAGTGCTGAACGCTACGACCCCCTGACCGGAACGTGGACGTCCG
-TCGCTGCCATGAGCACCCGGAGGCGCTATGTGCGAGTGGCCACGCTTGGTGGGTGATGGG
-GCCTGCCTGGGGGGCATCCCCACCTTCCCCCACCGTGGAGACCCCACTCCCAGCAGGAGT
-GCCACGGGTGTGTTGACTTCCGGCAGATGGGAACCTGTATGCTGTGGGCGGCTACGACAG
-CTCCTCACACCTGGCCACTGTGGAGAAGTATGAGCCCCAGGTGCATAGTGCACCCCTCCT
-GGCCACCCCCTCCCGTGCGCCGCGGGGCCCTCCTCCCTCTGTTTACCCACATCCCCCCCA
-TTCCTGACACCCCACCCTGGAGTCGGGGCTGCGGCAGAGGAGGGATGCCAGTGGCGGGTC
-TGCGTCCAGCCCACGCCCTCGCCCCCAGGTGAACGTGTGGTCGCCCGTGGCGTCCATGCT
-GAGCCGACGCAGCTCAGCGGGCGTGGCCGTGCTGGAGGGTGCCCTGTACGTGGCAGGGGG
-CAACGACGGCACCAGCTGCCTCAACTCGGTAGAGAGATACAGTCCAAAGGCTGGAGCCTG
-GGAAAGCGTGGCGCCCATGAATATCCGCAGGTCCGCAGTGGGGCTGCGGGGAGGGGGGCG
-CGGGTCCGCAGTGGGGCTGTGGGAGGGGTCCGCGCGTCCGCAGTGGGGATGTGCTGCGGG
-GAGGGGGGCGCGGGTCCGCAGTGGGGATGTGCTGCCGGGAGGGGGGCGCGGGTCCGCAGT
-GGGGATGTGCTGCCGGGAGGGGGGCGCGGGTCCGCAGTGGGGATGTGCTGCCGGGAGGGG
-GGCGCGGGTCCGCAGTGGGGATGTGCTGCCGGGAGGGGGGCGCGGGTCCGCAGTGGGGAT
-GTGCTGCCGGGAGGGGGGCGCGGGTCCGCAGTGGGGATGTGCTGTGAGAAGGGAGTTCTC
-CCAACCTCAGCGAGCATGTCCCGCCACCACCCCTTTTTGTGGTGCAGCCCCTCCCCCCGC
-ATCCCTTCCTGCAGCCAGGGGCTCACCCCGCCTTCCCCCCAGGAGCACGCATGACCTGGT
-GGCCATGGACGGATGGTTGTACGCCGTGGGGGGTAACGACGGTAGCTCCAGCCTCAACTC
-CATCGAGAAGTACAACCCGAGGACCAACAAGTGGGTGGCCGCATCCTGCATGTTCACCCG
-GCGCAGCAGTGTGGGTGTGGCGGTGCTGGAGCTGCTCAATTTCCCGCCGCCATCCTCCCC
-GACGCTGTCCGTGTCCTCCACCAGCCTCTGACCCACCTACCACCAGAGGCCTGCAGCCTC
-CCACATGCCTTAAGGGGACCGTGGCCCCCACCAGGGACGTCCTGCGCCATCCGTTCACGT
-CTCTGCATCCATTCCTTCATGTCTTTATTTAGTTGTTTATTTATTTAGTTATTTATCTTA
-TTTATTGAGGGGTGAGGAGTGCCACGGCTGCCCGTTTACACCTTTAGCGTCTGGTCCTCC
-TGCGTGTCCTCCCCTCCACTGCCTGCATGGGGGGCGCGGGGAGTGACCAGGCGGGGGCCT
-CACCGCCCCAGGGCCGTTGCCTGCTCAGACCTTGCAGGCTGTGGAGCAAGAGGCCCTGGG
-TCTCTCCAAGCAGCTGCAGACCCCAGCTCGAATTTTGCACATGGCGGGGTCCCGGGAAGG
-GTGGGGAGCAGTTGTCCTTCCTGTCGTCGTCTGCCGTGTGCCATCTTTCCTGGATCTTGT
-AGTGGGTGCACACGCGTGCACTGGGACCCCACACAGCAATACGAGTCCAACTTAATAAAC
-ACATTTCTGGGGTTCCTCAGGCTGAGCATCTCTCTCTGGCATGTGGGGCAGCTGCGCAAC
-TTTGGGTCCTGTCTGGGGTCCAGGGTGAGGGGTGTGGGGGGGTGCCCTGAGATGCGCAGG
-CATCTGGGAGCTGCAAGGCAGAGCTGTGCGTCCAGGGAGGGTGGGGGCCGTGCAGTTCCT
-GTGGACCAGCGTCCCAGTGTGGGTGGCGTTTGCCTGGGCTGGGTACTGAGGCCGAGGTCC
-CCGCCACATCGTGGGCTCTGGGGTTAGGGCTGGGGAGGACAGCCTTGCCCCCGAGTGCGC
-TGACTGTCTTGGCCGTCTAGGGGGCATGTGGCCTCCCTGAGTCCCCTTAAGCCTTGGGGA
-CCCTGACTCGGGTCTGTGGCGAGGGGGCCCAGGCAGGAGGGGAGGCTGCGGTGGCTTTGG
-CCGCCGTCTCCTGTGCTGGAACTCCTGCCTCAGCCCTCCCTGCAGTCACCGGTGACTCGG
-GCCGGCCAGAGTTTAGATGGAAACAGGATGTGTGGGCACGTTGTCCCGGGGGGCCTGGAA
-GGTCGCCCCGGGTTCACCAAGCCGGAGCACAAGCAGGTGGGGTACCTCTGCACACTGGAG
-GCCTCGTCTGGGCCAGAGGGGTGCTTGCCCCAAGGCTGGCCTCTCGAGTGGAGGGCCCAG
-GGCAGAGACCTGCACGGCTCAGGTAGGGGCCAGGCCTCTTCCAGAAAGGCTCCACCCTCG
-CCCAGGCCCTGGTGCCGGGCGGGACGTCCCGGAGCCCCGCCTGCCCGCGGGAGGCGGGGG
-CAGGAGGCTGTGGACAGGGACCCAGACTTGCCGACCTGTACGACTCTGGCCATGGGGAAC
-AGCCACTGTGTCCCTCAGGCCCCCAGGAGGCTCCGGGCCTCCTTCTCCAGAAAGCCCTCG
-CTGAAGGGAAACAGGTGAGCGGGGCGTGGGTGCGGCCACCTGGGCGCAGGGCTCCCCCAC
-CCGCTCCGGGGCCAAGCCACGAGACCCCTTGCCTTGTCCCCAGAGAGGACAGCGCGCGGA
-TGTCGGCCGGCCTGCCGGGCCCCGAGGCTGCTCGAAGCGGGGACGCCGCCGCCAACAAGC
-TCTTCCACTACATCCCGGGCACGGTGAGCGCGGCGTGCACGGTGGCTGTGGTCTGGGAGC
-GTGGCTCTGCCCGCGCGTGTGTGCCGTGTGTCCGTGCAGCTCAGGGTCTTCCCCTCGCCC
-CCGGGGCGTTCAGACCCCGGTAGGTGAGGAGCCGACGCTGACTGCCCCGCCCTGGGGAGC
-TCATCCGGCCGAAAGTCTGAGCGGAGAGCGAAACCGCGACGCAGGACTGAGTCAGTCGGG
-AGAGAGCTGGGCGGGGCGGGCCGCGGGCGGGGCCTCCCGGGACCTCCTCCCGCAGGGGAC
-CAGCGCACGTGTCTCTGTCGCTGCAGTGGGGCTTGGGGTCGTGCCGGCAGGTAGTGTCAC
-TTGAGAGTAAGGGGCCTCAGATGAGCAGCGAGCCAGCCGGTCACCTACACCGGCCTTTCT
-CCCTGGGTGTCCCGCAGGAAGTTGCCGCTGGGTATGGCCGCCTGGTCCACAGCAATCCCT
-CTGTGCACGCGCCGGCCTCCTCCCAGCTTGCCAAGGCCATGCAGCAAGGAGGTGTCTCCC
-AAGCACACACTAGGCCACCTCTCCGTCAAAGGAGCAGAAGACCACCCCCATGCCCACCCC
-CCCCCCAGCCCCTGTGGGACTAAGGGTCTTCACAGGGTAGATCCCAGCCCCTTTCAGATG
-TGTCTGGTGCTGGGATGAGGGAACAGGACCAGGAACCTGGGCTTCAGGGCAGACAGGAAC
-CCCCACTGCACCCCCGTCAGGCAGCCTGGATGGGTGGGCTCCGCTATGTGCAGGCCCTAG
-GAGCATCTGCGGGAGAGGACGCCTGCCCTGCACTCCTGGGTCCAGCAGCTGGCATGGCCG
-TGCAGACCCCTTTGCCAACATGCCCCCGCCAGGCAGGAAGCTCGTGCCATACCCTCTCCT
-GACCTCCAGAGTTTCAGGGCTCCCTGCAGACAAGTACTGGTTTCGGAAACCACGCTGCCT
-CAGAGGAGTGGGCAGGGAGAGGGAGCCGGGCTGGGTTAGGGGTGGGGTCCCTGTGGCTGC
-ATCTCAGACACCACTCCCTCTGTCCAGGCCCAGGACATGCAGTGTGACCCTGGGGGGTCC
-TATGAGGTGTGGTGGGTGGCCGTAGTGGTCCTCCCTTGCCAGGACATGGTAGCCACAGAG
-GCAACAACCTGCTGAACCTCGGGAAATGGGGCTGGGGGAGGAGCTCTGGGCCAGTCCTAG
-AGCCAGTGCTCCGCGGCCCTGTACCTGGGCTCTGCACCCAGTGCTGTGAGCTGGCTCTAC
-TACGGCTCCAAGCTGAGTCCTCCCCGGGGCCCCGAGGCTGAGCTGCGCTGCAGGGCCAGC
-TGTGTGGCCCTTCCTGGTCTGTGGCCTATTTTTCATGGGTGCCAACCCGGCATCAGTTCC
-CACGCTGGGTGTGGGTACAGGAGGCCCCACCCAGAGGCAGAAGGCCGGGAAAGCCATGCG
-TCTGTCTGTTCACATTCCTGGGCCTGCTCAGGGGCAGCTAAGCTTGGCCAGGGCACAGCA
-GCTCTGCAGGTAGCTCTCGCCAGCTCCTAGAAGGAGGAGGACACCTTCCCACTTGGCCCT
-GAGCCTGTGGATCACAGAGGTCTCCAGCCCCAGGTTCACACCCGTCCCTTTTCTGACTTC
-CAACCTGGTGATCAAAGCCTGCATTTGTAGAGGACTGTGTGTGCCAGGATTGACTACATG
-TGGCGTGGATGTGGAGTCCCCTCCCCTCTCAGCACATGCAGTGATACCCACAGCACATCC
-CAGGCCCTGTCTTAGGCTCTGGGGACACAGCAGTGAACGGAATAGACAACCCCTGTTCTG
-CTAGTGCTCCCATTCCCACGGCAGAGACACACGACGGGACAAATCAATAGATCCAGTGAG
-CGGGGTCAGGTCGGTGCTAAGGAGAAAAACAGAGGGGATGAGTGCAGAGGATCAGGGAAG
-GCTGGAATTTTAGAAAGGCTTTCAGAAAAGGAATTCTTGGAGCAGGTAATGTCTGAGCAA
-AGCTGCAAAGCGGGTAAGGAGGGGGGTCAGGACTGAGCGGTCCCCAAAGCAGGAACAGAA
-CATGCAGCAGCCAGAGAGCATGGGTCTGATGTGAGGAGACAGTGAGGCCGGGGCAGCCAC
-AGAGACCCCTCGGGGGAGACCCCTCGGGGCACTGCCAGGACCCCGTTGTCCCCTGAGTGA
-GGCATACGGAGCGGCCAACACACAGAGGATCGACCCCAGAAATCTCCTCACATATTTCAG
-GCTGGGGGCTGGAAATGGGCAACGGTGAGGACACTGACACCGAGGAGATTGGCAAACGTT
-ACAAATCAGGGCATCGGTGTGTTTCTGTGTCTGTTTTTTGTAGAACCAGGTGTTAAGCAT
-TTACCATACAATACTGCAGACGTGGGAGGGTTTTGAGTGTTACCCAGACACCCCCAAATT
-CTTCTAACAAGTCTTCAGAGGTTGAATAACCCAAGCCATGTTACACAGCTTAGGAAAGAA
-TGAAGATGGGTTTAATCCACTGAGTCCAGATCTCACCATCTCTACCACTAGACCAGGCAG
-CTCTGTGTGGGGAAGTGTGTCTGTGTGTGCGTGTGTGTGCACAAGTGTGTATGTGTGCAT
-GTGTTTGCACGTGTATATGTGTGCACACATCTGTGTGTATATGCACAGGTGTATGTATAC
-GTGTGTGTTGGTGTATTTGTGTGTGTGTGGAAATGTATGCATGTATGCAGTGTGCATGTG
-TGCATGCATGTGTGTGCATGTGTGTATAGGTGTGCATGTGTATGTGTGCACGTGTGTATG
-TGCACGTGTGTATGTGTATACATGTGTATGGGTGTATTTGCGTGTGGATATGTATGCATG
-TATGCACGTGTGTGCATATCTGTGTATGTGCAACTGTGTATGTGTGCACGTGTGTATCCA
-TGCATATGTGTGCGTGTGTGTACATGTGTGTATAAGTGCGTATGTGTGTTCCCGTGTGTA
-TGCATCTGTGTCTGTATTGTGTGGCATGTATGTGTCTATTGTGTGTGTATGCATGTGTGC
-GTGTATGCATTTATACATGTGTATGTGTGCGCATATATGGATGCATGCATGTTGCCTGCA
-TGTGCACGTATCGGGTGTGTGTGCGTGTACGTGTACACGAATATGCATGTATGCATATAT
-GTATGCACGTGTGTGTAAATTCTGCCGTGACTGTTTTCCTGTGGAAAGGCTGAGTGTGCA
-GGTTCTGTGCCTGTGGGGGGCTGTTCTTCACGTATGTGTTGTGTGGCTGTGCACAGGTTC
-TGTGCCTGTGGGGGGCTGTTCTTCACGTATGTGTTGTGTGGCTGTGCACAGGTTCTGTGC
-CTGTGGGGGGCTGTTCTTCACGTATGTGTTGTGTGGCTGTGCACAGGTTCTGTGCCTGTG
-GGGGGCTGTTCTTCACATATGTGTTGTGTGGCTATGCACAGGCAGACCATGCTATAGTCC
-TGTAGCTGTGTGGATGCGAGCGGAGGGGGTGGGGGGCCCAGGGGAGGCCCCCTCCCCTGA
-GCTCTACTCCTCCTAGGACATCCTGGACCTGGAGAACCAGCGAGAAAACCTGGAGCAGCC
-ATTCCTGAGTGTGTTCAAGAAGGGGCGGCGGAGGGTGCCTGTGAGGAACCTGGGAAAAGT
-TGTGCATTACGCCAAGGTCCAGCTGCGGTTCCAGCACAGCCAGGTGGGGGCCGGGCTGGG
-TGGAGCACGCTAAGGGTGCAGCATCCCCATCAGCCTGGGGCTCCCCAGACTCCGCACTGA
-CGACCCTGCTCCCCGCGCAGGATGTCAGCGACTGCTACCTGGAGCTATTCCCCGCCCACC
-TGTACTTCCAGGCCCACGGCTCGGAAGGACTCACATTTCAGGTGAGGCGGTGGGCAATGG
-GGTGGGGCCATGGCCGCCCTTCCCTCCATGGATCCCTGAAGCTCCTCCTACCCTGTGCCT
-GGCAGGGGCTGTTACCGCTGACGGAGCTGAGTGTCTGCCCGCTCGAGGGGTCCCGAGAGC
-ACGCCTTCCAGATCACAGGTGTTTGGGATGCTTCCCGGGCCCCCAGAGGCACTCCTGACC
-CAGGACTTGGAGAGGGGCCTGCCCTGTGGCTGCGGAGCACGTGTGTGTATGTGTGTGCCC
-TCTCTGCCCTGCCCGCAGGCCCACTGCCCGCACCCCTCCTGGTGCTCTGCCCCAGCCGGG
-CCGAGCTGGACCGCTGGCTTTACCACCTGGAGAAGCAGACGGCCCTCCTCGGGGGGCCGC
-GGCGCTGCCACTCGGCACCCCCACAGGTCAGTGCCGGGGACCCCACCCCCCTCCCCACCC
-TGATCCTCGCAGCCGGCTCTGACCTCCTCCTCACAGGGGTCCTGCGGAGACGAACTCCCC
-TGGACTTTGCAGCGCCGTCTAACCCGGCTGCGGACGGCGTCAGGGCACGAACCCGGCGGC
-AGTGCTGTCTGTGCCTCGAGGGTCAAGCTGCAGCACCTGCCCGCACAGGTGGGTGGGAGG
-TGCGTGGGGCTGTAGGGGGATGGGAGGGGTGCATGGTGGTGGGCAGGGCGGTGCAACAGC
-AGCTCAGTTCCCTCATCGCCTGACCCCACCCCCACCCACCCAGGAGCAGTGGGACCGGCT
-CTTGGTCCTGTACCCAACGTCCTTGGCCATTTTCTCCGAGGAGCTGGACGGGCTTTGCTT
-CAAGGTGGGCCCCTCCCCACTGTGGGCCCGCCCCAGGGAGGCAGCTGTGTGGGGGTGGGA
-GGGGGCAGCCATGCAGGAGGAACCTGTATTTCGGGGCTTGTTGAGACAGAGCGCAGGGCC
-CTGCCCACCCAGCCCGCGGTCCTGGTCAGTCTGGTCTCCGCTGTGACATGGAGGAGCCCC
-TGCCCGCCCTGAGGTTCTCACCCTGAGGTTCTTGACCGTCACCCTGGGGCGGGCAGCATG
-GGGCTGAGAGCCCCTCCCGGGGACTCCCTTGTGTGTGCCTGCCCGTGAGGCGTGTGTGTG
-CACACGTGCGTGTGCGTGTGTCCTCCAGGGCGGGCTCCGGGAAGGGGGTGTGCACTCACG
-GTAACCTTCAGTCACTGAGGAACAAACACAGGGCCCTCCCCATGGTTCACCCGGCCCAAC
-TTCTTCTCTGGGGACCCCAAGAGGCCAGTCCTGTGGCTTTGTGTGTCTGCCCCTAGCCGG
-CGAAGGCCCCCGCGCCAGGGTTGGTGGTAGCCCCAGGAGACATGGGACCCACTGGCCTCC
-CTCAGGGTGGTGGCCTCGGTGCCCAGCTCTCCAAGTACCCAGCCAAGCTCTGGAGGGCAA
-GAGGGTGGGATGAGGCCAGGCGGGGCCCCGGGGCTGCCCCTACAAAGGCCTGGCCCTCAA
-TCTCTGCTCCGCAGGGGGAGCTCCCACTCCGTGCCGTCCACATCAACCTGGAGGAGAAGG
-AGAAGCAGATCCGCTCCTTCCTGATTGAAGGTAGGGCCCTGACCCTGGTTCTGCCTCCCG
-CCTGGCCAGGCCATGGTGGGGCGGGAGCCTGGGGGACGCCCGACTCTTTAGTGGGGGCGC
-TGAGGGGTGCACCCCCCCGCCAGCCCCTCACAGCATCTGTATGCCAGGCCCCCTCATCAA
-CACCATCCGCGTGGTGTGCGCCAGCTACGAGGACTACGGTCACTGGCTGCTGTGCCTTCG
-CGCTGTCACCCACAGGGAGGGGGCCCCGCCGCTGCCTGGTGCCGAGAGCTTCCCAGGGTC
-GCAGGTGAGGGGTCAATAGGCCCCACAGCCCAGGTCCTGGGCAGTGGTAAAAAGGGGGCA
-GCAGACCGGGCGTGGTGGCGCACGCCTGTAATCCCAGCATTTTAGGAGGCTGAGGCGGGC
-GGATCATTTGAGGTCAGGGGTTCGAGATCAGCCTGACCGACGTGGAGAAACCCTGTCTCT
-ATTAAAAATACAAAAAAATTAGCCGGGCATGGCGGTACATCCCTGTAACCCCAGCTACTC
-AGGAGGCTGAGGCAGGAGAATCGCTTGACCAGGAGGCGGAGGTTGCAGTGAGCCGAGATC
-GTGCCACTGTACTGCAGCCTGGGCGACAGAATAAGACTTCGTCCCAAAAAGATAAAAGGG
-GGGACAGCACGGTGGGTCCAGGCAGGGGCGGGTGGGGAGGGGGTCCAGCCCTCACTCACC
-CCCACTCACTGCCCATCCAGGTTATGGGCAGTGGCCGAGGCTCACTCTCCTCAGGCGGAC
-AGACCAGCTGGGACTCGGGGTGCTTGGCGCCCCCCTCCACCCGCACCAGCCACTCCCTGC
-CTGAGTCCTCAGTGCCATCCACCGTGGGCTGCTCCTCCCAGCACACACCGGTGAGCGCTT
-ACGGGGTGGCAGACGAAAGTGGGGCAGAAGGCTGTCGGGTAGGTGTGTGTTGGGGACCCT
-GGTTCCTCAGGGGAACTCAGACTGGAGGGAGCCCCTTGCAGCCTCAGAGAGTTGCACGGG
-AGAGGGGCCAAAGGGCTCTTCCTGGAAGGTTTGTGGTCCCCACAGGACCAGGCCAACTCT
-GACCGTGCCAGCATTGGCCGACGGAGGACCGAGCTGAGACGCAGTGGCAGCAGCCGGTCA
-CCCGGGAGCAAGGCCCGGGCAGAGGGCCGCGGCCCTGTCACCCCACTGCACCTGGACCTG
-ACCCAGGTGGGCCCAGCACACCCACACAGCCCCTGGCCTGGTTCCCACCGTTCCGCACCA
-CTGGTCTCTGTCTCTGGGCCCAGTTGTCCTGGAGCCACCCAGAGGCCTCTTGCACAGAGA
-AGGGGTGGCCTAGGCTGTTTCTAGCCGAGAAGCCCATTTCTCCCACCTCTGCCCTGCAGC
-TGCACAGGCTGAGCCTGGAGAGCAGCCCAGATGCCCCTGACCACACTTCGGAAACATCAC
-ACTCGCCCCTCTATGCCGACCCCTACACACCACCCGCCACCTCCCACCGCAGGGTCACAG
-ATGTCCGGGGCCTGGAGGAGGTCAGGCCCCTGCTGGGTGACAGAAAGGGTGGGAGGTGCC
-TGCAGCCTGAGGCTGGGGAGGTCTAGACCGTGCGTCTCACCCTGGGGTCTGGGGCTGCCC
-CAAGCCTGAGGTCTGTTCAGGCTCTGATGGGAGGTTGAGGTTCTGGGGGCCCCTGGCTGC
-CACCCAGGCCCCAGCCCTGGCTCTCCCTGCAGTTCCTCAGTGCCATGCAGAGTGCACGTG
-GACCCACGCCCTCGAGCCCACTCCCCTCGGTGCCTGTGTCTGTGCCTGCCTCTGACCCTC
-GCTCCTGCTCCTCCGGCCCCGCTGGCCCCTACTTGCTCTCCAAGAAGGGAGCCCTGCAGT
-CCAGAGCCGCTCAGAGACACCGGGGCTCAGCCAAGGATGGGGGGCCGCAGCCCCCAGACG
-CCCCTCAGCTTGTGAGTAGCAGCCCCCACGCCCGTGTGCCCCGGGCTCCGGGCTGGCCGG
-GGGTCTGGTGTGGGGCCTCTTGGGACTCTGAGGGAGCAGGGAGGGAAACAGGAGGACGGG
-GGCAGATGGAGGCCAGGGGGGCCAGTAGGGAGTTGGGGAGATGGGACTGGGGAGGGAGAG
-CAGGGGGACATGGGGGGCTGCACAGTGACAGGCCGCCTCCAAGCTCCCTGCCTGGGGCTG
-TGCCCGGCTCTCAGACTTGCGGTTTGGGGTTCCAGGTCTCCTCTGCCAGGGAAGGTTCGC
-CCGAACCCTGGCTGCCTCTGACAGGTGAGTAAGGATCCTGCCTCCTGAGGTGAGTGCCTG
-TTGCCTCCCACAGGCTGACACATCTCTGCCTTCCCTACCAGATGGTCGGTCCCCCAGGAG
-GAGCCGGGACCCCGGCTACGACCACCTCTGGGACGAGACTTTGTCTTCCTCCCACCAGAA
-GTGCCCCCAGCTTGGAGGGCCTGAGGCCAGTGGGGGGCTTGTGCAGTGGATCTGATGGCC
-GCGGTGAGGTGGGTTCTCAGGACCACCCTCGCCAAGCTCCAGGGTACCTGCCCCTCTAAC
-CCACTTCAAATTACAAGTCAGGGTCTGAACCCAGTGTGATGGGGGGAGTCTCTGGGGCCC
-TGAGTTCAGAGCCCGTCCCTCAGCTCCTGTTCCTTGGTGCCAGCAGCTGGGGCAGGGAAG
-GGTGGGAGGGGCCCCATCCAAAGGATGCCCTGGCCAGCGAGGCTGGGTCACAGGTCAGGG
-AGGTCCTGGCCGTCCACAGGGTCGGCCCTCAGCTCAGCCCGCCAGGAGTCAGGGAGGAGA
-CTCGCTGGGAGTGGGAGGGCAGCACGGGCGTGAAGGTCGGAGGACAGAGAAAGGTCAGCA
-GGGTCAGAGTATGTGAGGTCAGAGGGCATGAGGGTCACAGGTCAGCAAGGTGTGAGGAGC
-ACAAGCCAGGGTGCCCCGAGGAGGAGGGTGGGTGGGTCCTTGTGTGGCCTGGCGCGCACC
-ACAGGGCAGCACGGGAGACGTTGACACCACCGGACGAGAAAGAAAAAAGAGAGAAGAGAG
-AGAGGAGAAGAGAGAAAAGAAGAGAAGAGAGAAGAGAAGAGAAGGAAAGAGAGAGAGAGA
-ATAAGAAAAGGAAGAAAGAAAAAGAAAAGATAGAATTTTATTGGTGCTGCATCCATGTGT
-TCTCTGCTCAGCAGCCAGGGTCTCCCACAGTCTTGAGGACCCCCACCCAGCACCCAGCCA
-GGCAGCCCCCTTCCTCTGCCACCTCGGGCCCCTCACCGACCTTCCCACCTCATCTCTGAC
-TCCTCTTGGCTGTGGGTCCCCAGCTGCCCCACAGGAGCCCCCGGGACAACCCCAGGAGCC
-CAGCCCTCCATCTGAGGCCACCGAATTCTCCCTCTGCACCTGCACCCAGGGCTCCCGGGG
-AGGGGCTCGCGGCTCTGCCACAGACCCCCACCCTGCAGGGGCTGCTGCACTGGGGAGGGG
-CAGGCAGAGCCTTCGCTGTCTCAGGCCAGAGCCCGCAGAGGCCTTGGCCACAGTCCTTTG
-AGGATCAAGAGTGATGGGCCTTGGAGCCCTTGCCAGCCCAGCCCACCTGTGAGGAGGCTG
-CCCATCCCCTCTTTGAGGCCACCCTGTGTCCTCTCCCCTGCCTCTGCCCAGAGCTCCAGC
-CGGAGTGTCTTGCTGCTCAGACCCCTCCGAGGTCCAAGTCCTGTCCTGCCACTCAGCTCC
-CCCTGCACCCCAGAAGAAACGCAGGGTGCGGTTGCATTTGATTTCAGATAAACAACAACT
-TCTTAGTAAAATGACCTCCCCACTATTGCCTGTCTGAAATTAACCGAATGCCCTGTGTTC
-TCATCTGTGAATCTGGCCACCCTCCTACCCAGCCACCTGCCTGCCCTCCACCCACCCAGA
-CTTTAGCACCTCCCTCCCAGGCGTGGGGAGTGGCCGTGGTCACTGGCTGGATCCTCAGGT
-GAGTCGGAGGGAGCAGCACCAGGACACGCCCCCCTCCTGGACGCGGTAGAAGAGAGGGGT
-CAGAGGGCCCGGGCGAGGGCGGCACCTCGTCCTGCCCTGGGCGCCTGTGGTCGTCTCCTC
-ATCCTGCATCTCCCTGGCCCGGGCCTGGCTCCTAGGAGCTGGGGCTGGGGCTGTGGCTGC
-GGCGCCCTTGCCCCACCTGCCGGCGGAAGTAGCGGATGGCAGAGATGGTGCCGACGTTGG
-CCAGCAAGGCTGCAAGAGAAGCACAGGCTCTTCTGAGGGCCAGCCTGGCTGTCGGCACCG
-TCTGCCCGCAAGACCCAGCCCTCAAAGGGCGGGCAAGGTCGGTGCGGCCAGGGCCGCAGC
-TCAGCCTGGGGGGAGCAGGTCAGGGGTGAGCCCCGGGGCCCCCGTGCACCCCTCGTCCTG
-CCAGCGCCCCTCGGTCTGGCTTCTAGGCGCAGCTCCCTCTGCCCCCAGGCACCCAAACCT
-GTTTTCCAGGCGTCTGGGGTATGCGGATCTGACGTCCTCACAGCCCAGGTGGCAAAAGCT
-ACAAACACCAGGCACATGTCATTCTGGCTGAAGGCAAATGATGGGACAGGCCCCCGGAGC
-TCCCCTAGGACAGAAGCTCACCTTCAGCCCCACGGCTGCACTCAGAGATGGCCCCGCACA
-CGCCCGCCCCGGGAACCGCCTGCCCCCACCCCCACCAACCCCGGGAACCGCCTCCCACTC
-CCCCCGCCAACCCCGGGAACCGCCTCCCACTCCCCCCGCCAACCCCGGGAACCGCCTCCC
-ACTCCCCCCGCCAACCCCGGGAACCGCCTCCCACTCCCCCCGCCAACCCCGGGAACCGCC
-TCCCACTCCCCCCGCCAACCCCGGGAACCGCCTCCCACTCCCCCCGCCAACCCCGGGAAC
-CGCCTCCCACTCCCCCCGCCAACCCCGGGAACCGCCTCCCACTCCCCCCGCAACCCCGGG
-AACCGCCTCCCACTCCCCCCGCAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCC
-GGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCGCAAC
-CCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCAC
-CAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCC
-CCACCAACCCCGGGAACCGCCTCCCACCACCCCGCCAACCCCGGGAACCGCCTGCCCCCA
-CCGACCAACCCCGGGAACCGCCTCCCACTCCCCCCGCAACCCCGGGAACCGCCTCCCGCT
-CCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCC
-CGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGC
-CTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAA
-CCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCG
-GGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCACCAAC
-CCCGGGAACCGCCTCCCGCTCCCCCCACCAACCCCGGGAACCGCCTCCCGCTCCCCCCGC
-AACCCCGGGAACCGCCTGCCCCCACCGACCAACCCCGGGAACCGCCTCCCACCCCCACCA
-ACCCCGGGAACCGCCTCCCAATCCCCCCAACCCCGGGAACTGCCTCCCACCCCCACCAAC
-CCCGGGAACCGCCTCCCAATCCCCCCAACCCCGGGAACTGCCTCCCACCACCCCCAACCC
-CGGGAACCGCCTCCCACTCCCCCCGCAACCCCGGGAACCGCCTCCCACCACCCCGCAACC
-CCGGGAACCGCCTGCCCCCACCGACCAACCCCGGGAACCGCCTCCCAATCCCCCCAACCC
-CAGGAACCGCCTCCCAACCCCCCCCAACCCCAGGAACCGCCTCCCAACCCCCCCCAACCC
-CAGGAACTGCCTGCCCCGGGAGCCGCTTCCCCCGCAACCCCGGGAACCACCTGCCCCGCA
-CACGGCCGCCCCGGGAACCGCCTGCCTCCCCCTCCAACCCCAGGAACCGCCTGCCCCACC
-CTAACCCTGCACACTCTTGGCCTGGGAACTGCCTGCCCCGCACACGCCCGCCCCGGGAAC
-CGCCTGCCCCAGATACATCCATCATGGGACATGTCTGTCCTAAGATACATTTGTGCTGGA
-CACGTCTACCCTGGACACGTCTTCCCGAAACCCCTCTGTCATGGACACGTCTTCCTGAGA
-ACTGGTTGCCCCGGGAACCGCCTGCCCCGGGAACCGCCCGCCCTGGACGCGTCTGTCGGA
-GTCACATCGCCCCCGTGCTTCTTCTGCCTGAGATTTGGGTGACCTGGTTGAGTTGGGCCA
-GTTTGGGGGAACTGCCAGTGGAGGCCCCGTGTTCTGGTCTGTAAAGCATCTCCCAGAGGA
-CATCAGTGTGAGATGGGCCTCGTAGAGTGCCTGACCCTGAAGGTAGCCAGGCCTGGGCGG
-GAACCCTGCCAGAGGCTGGGGGAGGGACGCCGCCGTCACATGGGCCCGAACACAGGGCAA
-CGGCGGCGCAGAGCCAACCCCCTGAACAACCCGGGTGCTTGGACTGGGCCGCCCCATCTG
-GACTGTGTGCTGGGATGACTGGGGGCTGGTCCCCAGGCTCCCCTGCTAGGGGATGACCCA
-AGCCCGGCCTGCCCGGCCCCTGCGGCCCCCTGCTTGGCCAAGATCCCTGGACAGTGTGTG
-CCTGGGATCTGGACGGGCTGTGGGATCCGAGAGCACGTACCTGCCCGTCTAAGAGCCAGG
-TGGAGCCGCTCTACCACGGCTGGCTTGAGGGGGGTCCCAGGCCCCGCCCCCTCGGAGGCC
-GACCGGGGAGGCTCCAGGGCCTGCAGTGGGAGCGGGACAGCCGGCCCCAGCACGCCCTCA
-AGCCTGTCCTCCCCGAAGAAGAAGTGTTCATAGACCTCAGGGATGGAGATGGGCACGGGG
-TCTCCAGGTATGGGGGCCGGCACAGGATCAGCTCTCGGGAGCGGCTCCGGGGACCCCCGC
-CGCCTCGACCTCTGGGCTCCAACGTCTGGGAAGAAGAACTCGCACATGTCCGGCCACTGG
-ACGCCTGCCGGATCCTGACCGGCCGCTGCCGCCTCAGCCTCTTCGTTCTCCTCGATGGTG
-TCACAGAAGAAGAACTCGTAGGCCTCCGGGAGGGTCACGGCAAAGCTGCTCCCGGGCCCG
-ACCCTCGTCACGGCAGAGGGAGGGGGGCGAGGCAGGTGCTTGAGGATCCGAGGCTGGTGG
-GGCCGGGGCCCGACAGCCACAGCCTCCCAGGCTCCGGGCCCCCCGTGGGCCCCAGTTGCT
-GTCTGGGGGGCTGAGGGCCGGGCTGAGGCCTGTCCTGAGCCTGGCTTATTGGGGCTGGGC
-CCAGCCACGGAGAAGCGCACTTTCTTCTTCCTGGGGACTTGGGTGAGACCCAGTGCGGGT
-GCCCCAGAGCAGCATCCGGGGGCCCCTGCTGAGGGCTCAGACACAACCGCCTCCATCTCC
-ACCACATCAGGCCCAGCTCTGCGGGTGGGAGGCCAGGCGAGGCCAGCGGCGTCGGCTCTG
-GGAACAGGTGTAGACACAAGCCCGCTGGACTCGGTCATCCTCGGCACAGCCTCCGAGACA
-GGTGGAGATGAAGCCACCTCTAGCTTAGCCACTGGGCCTGCTGTAGGCAAGGCCACATCC
-AGGCCATGTTTGGAGGCAGGTGTGGACACAGCCACGTCCGTGTCCAATTGTGGCTTGGAG
-ATGGGTGTAGACAGAGCCACACTGGACTGAGGCTCAGAAGCTGGTGTAGACACAGCCGTG
-TCAGATTGCGGCTTGGAGGCAGGTATAGACACAGCCATGTCCCTGTCAGGTTGCGGCTCA
-GAGGCAGGTGTAGACACAGCCATGTCCGTGTCAGGTTGCGGCTCAGAGGCAGGTGTAGAC
-ACAGCCATGTCCCTGTCAGATTGCGGCTCGGAGGCAGGTGTAGACACAGCCATGTCCCTG
-TCAGGTTGCGGCTCGGAGGCAGGTGTAGACACAGCCATGTCTGACTTAGCCCTTGAGACA
-TCTGGGAGGGCTTCCCAGACAGTCGTGGACACTGTGTGCAGCTTGGCTCGGCGCGGGGTT
-CTGATTTGGTCTGTGCCTTGCTCTGTCACAGGGACAGGTGTAGACAGGCCCAAACCTGGC
-CCTGGTCTGTCTTCCTGCACAGGGGACCTGGGGCCAGGCTCAGGAGCTCCTGCAGGACCT
-GGCCCCAACTCCTCCTGCCCGGCTTTGGCCATCAGCTTTGCCGTCTCAGGACTGGCCGCA
-GGGAGCAGCGGGGAGCCCGTCTGGGCAGAAGCAGAGGCTCCTGTGTGCCCACCCCCCTTG
-GCACCCACAGCTCGCCTCTTCTTTCGGCTGGGGCTCCGTGGTGGGGCTCCAGGGCTATCG
-GGGGGCCTCTGGGAGCCAGTGCTGTGGCCAGGGGACTTGGGACTCCCAGGGGGCTCACCA
-GGGGGCCGTGGGGCAGGGCCCTGCAGAAGCCTCTGCATCTGGTCTCCAGAAGACGCCGGA
-CCAGGGCAGGATGAGAACTGGCTGGGAGGGCTGGCGCCGGGGCCGAGGGACGGTGGAGCT
-TCTGCCCGTGCGGACGTGCTGGGTGTCTGCTGACCGGTCCCCAGGGCCAAGACAGGCTCA
-CCCTGAGACCTGCTGACCGGCTGCTGTGTGGCCACGTCCTCCTCCTCGCAGCCCCGCCGG
-CTCCGCCCTCCTGCAGCTAGCTGCCCAGTTGGGAGAGGTGGGGCCCTGGGGGGACTGCTG
-CCACTGCTGTCCCCTTGGTCAATGTCACTGGACAAGAGCTCGTCCCCAGAGGCCAGGCCG
-GCCTGCAGGAGGCCACACTCATCGGCGGTGGCTGAGAACTCGGCCCAGTCCTGGTCACTC
-AGCTGGACGCTGTACTGGAAATTTTCCATGTGGAGTCAGCAGAGGCACTGGAGGGTAGCA
-GAATGGGTCCGGTGGGGTCTTCATGGGTTCAGGCCCCGGGCACCACCCTGCACATGCCGC
-CCCTGCCCCACGAGACCTGGGAGCTCCCACCGCCTCGGGGCTCCATCCATGCCCTGAAAG
-GAAGAGAACAGCATCTCGAGGGGAGGGCCGCGCTTCCTTCAAACCTAGTGGTGACGATTT
-CCAAGTTAGAAGATCCCCAGCTCCCATGACCCTAGTTCCCAACGCACCCCAAATGATAGC
-TGTGTGATGATGCGGTGTTACATTCCTAGAATCAAGGATGATTTTCTACCAGTGAAGCTA
-TAAAACCAGCCGTCCTCAGGTTTGAATGCTCTTTCCCATCACACCTCAGCTGGGGCAGCC
-TCACCTCCTCCACCTTCTGCCAGAGCTGTCTTTGCACGGCAAAGCACCTTTCAGGGTCCA
-CCCGATGGGACCAGTGCCCTCGGGGGTGGGCAGCCCTGGTCCATCCCAGTGCGCCCCAGC
-TGGCAGCCGGCCACAGGAAAGGTTTACAGGGCCCAGCAGGTGCCCAGCCCTCGGCGATGA
-CCTTCCGATCGCCTTGGCTGGGCCAGGCTATTCTCTGAGCTCACCAGGTGGTGCTGGCCA
-GAGCTGGCCCAAGTCAGCACGGAGAGCCTGGGCAGGAGGTGCAGGCTGCGGTGGGTCTCT
-TGACCCAGCAGCCACCTCGGGCCGTCCTCGAGGTCTGCACCACGATCCAGGCCTGCCCGG
-CTGCCCGGGGTGCCTTCCTTTGCCCCGTCTCAGAGAAGCAAGGAGACCCTAGCCAGCTGT
-CGGGTCTACCCCTAGAGGGGGCCGCCCTCGGCCTCAGGTCAGCCCCTCTGGACCCAGGGG
-TGGGAAGTCACTTTGGTGGGGACGGTCCTGAGACGGAGGCCAGGGCATGGTGGCTTCCCA
-CCCACTGACCTTCGCCCTCCTCTCTGGTCTCTTGAGAAGCCTCTGTGGGGGTTGTTACCA
-TTGGGGCCCCTTGGGTCAGGAGCCAGCAGCTGACCATGTCCTACCTGGGTCCCGGCGGCC
-GAGCTGGGCGTCTGAGCTGCCCGTCCTGGGTCGGCATGGTGCTAGGCTGTGGCTGCACAG
-GCTCCTCCCCCTGTGCCAAAAATACCACGTCCCTGTGGCCACATGAGACTCGTGCCAGCC
-ATCAGGGTCCAGGCCACAAATAGATGGCATTTGAGGGCCCTCCAGCTACAGTACATGAGG
-ACGACTTCCTGGCACGGGGCCGGGCTGAGGTGGGGTCAGACACGGGCCGGAGGACGCTGA
-CCAGCAGGCAGCACCGCTCAGTTCCCGTGCCTCCGCCACCCGCGGTGAAACCTCAGACCT
-GCCCTCCCTGCCGCCCCTGGAATGTTCCTGGCCTGCTTCTGAGATGGCCTCTGTGTCCCG
-GCCAGGGCTTGTGCCTCCCGGTCCTGACCTCTGGGGCTCATGTGAGGGTGAGTGACGCCA
-GGGAGCGTCAGCGTCAGAGCCCCCACGCCTGGCTCCGCTCAGCTGCACCCTCCAGGCCGT
-CCTGACCTTGGGGTTCACGGTGCCCATTCCCAGGCAGGTTCCGAGCCAGAGGGGACAAGA
-GGACAGGGCGAGGGATCCAACAATAAACATCCGATCAAACAGGCAGGTGAGCTCAGCTCC
-GATGGCAGCACGTCCTGAGAAAGAAGTAGGGAGAGGCGTGGCTGGAGGGGCCGGAGACCT
-CTCTAAGGAGGAGGCTTGGACCGAGAAGCTCCTGAGAGTTCAGGGCACGATACTAGGAGA
-CTGGGGTGTGCGCCGTGAGGGGTGGCAGTGAGAGCTGGGCGTGCAGAAAGTGCATGCCTG
-GTGCCATACGATGCTTTTCCAGAAAGTAGCTGCCACGAGACCACAGGACAAGGCGTCCCG
-CCACGCAGGGCCGGCCTGACTTGAGCTTTCACAAGTGGAATCGCACCCTGCATCCCTTTC
-TGCATCTGTGTCCTCGGGCCCACGCCGTGCTCTGGAGACAGCTGCCATGAGGGCCGCGGG
-CGACTGCCCGGGCGGGTGAGGCTGTCCTGTGTGAACGTGCCACGCGGCTGTGCCGTTTCC
-CGTGGGTGGCGATGTGGGTCGTTTCCAGTTTGCAGCTACCACACACGGTGCGGCTGTGAA
-TATCTGGGAACATTCCTTTCGGCGAACCTCTCACATTTCCAGGACGCTTGGGGTCAGCGT
-CAGAAGGTGCCGCCCCGTTCCCCAGGTGGCTGCGTGGCCGTGCTCCAGGCTGGAGTTTCC
-CAGGAGCTGCGCATCTGCTTCTGTGTGGCGTCTCTCGGCTGCGGCCGCCTCCCTGTGCCT
-CCTCCCTGTGGGTCTGTAGGAGTCCTTACGTATTCTGGACGAGCTCTTCATTGAACTCTT
-GTACTGGGGAATCTTCTCCCTCTCTGCCTCCTCTTTCCACCCTCATAACGGTACCTTTCT
-TTGCTTGTTTGTTTGTTTGAGACGGAGTTTCACTCTTGTCGCCCAGGCTGATGTGCAATG
-GCAAAATCTCAGCTCACTGCAACCTCCGCCTCCCAGGTTGAAGAGATTCTCCTGCCTCAG
-CCTCCTGAGTAGCTGGGATTACAGGCAGGCGCCACCATGCCCGGCTAATTTTGTATTTTT
-AGTAGGGACCAGGTTTCTCCATGTTTCCCAGGCTGCTCTCAAACTCCTGACCTCAGGTGT
-GAGCCACCGCGCCCGGCCTATTCCTTCATTTAAAAAAAAACTTCACTGTGTCGCCTTTCA
-CGCTCGGCTCTGCCACACACTTGGCATTGACTTCTGTGAGAGGTGGGAGGTGGGGGGCAC
-GGGACTCCTGTCTTCACGTGGACGCTCAGCTGACCCAGCAGCACATCCTGGGTGGCATGC
-ACGTGGCATCCGGGCCCCACGTGGACCATCACGAGATGAGAAGGCTTTGGGGCTTGGGAC
-AGGAGAGGCAGGGAGGCCGACGGCAAGGCTGTGGCCAGGGAGCTGTGCGAGGAGGTCTAG
-GGTGGCGGAGGGAGGGGCCCTACCCTGAGGCCTTTTCATGACGAGCTGTCACTGGAGTTG
-GCCTGAGGCTTCAGGGGAAGCCCTTCCCTGTATCCAGCCCAGTCATGACCCTTCCTGGTG
-GGAGGGTGGCTGTAGGATGAGGAATAGTCAGGGCCCCCCTGCACTTCAGGCAGCAGCACC
-CCTCAGTCCAGGGAGGAGGAATAACCCAGTTCTACGGTGGAGGCAGAGACCAGACCCGGG
-CCTGGGGGGCAAGTCGGGGGGCGGGGGGAGGTCGGGCAGGGTCCCCTGGGAGGATGGGGA
-CGTGCTGTGCCCCTAGCGGCCACCAGAGGGCACCAGGACACCACTGCGGTCGGCTCAGCG
-GCTCCTGCCCTGGTCAGGGGGCGCCAGGTCCTGCCCCTCCTGGGGAGGGCGGGGGGCGAG
-AAGGGCGATTCTGGGGGCGGTTGCTCGGCTCCCTTTCCTGAAGCCATGTGGCCCGGGTGA
-AAGTCCCGGACCTTGAGACAGTCGGGGAGCTGATCCATGAGCAACCATCGCATGCCGGGT
-ACAGCCGCAAACAATGTACACAGCTGCGGAATTATTTTTCTTTCTTTTTTCTTTTCTTTC
-TTTTTTCCTTCTTATTTATTTATTTATTTATTTATTTATTTATTTATTTATTTATTTGAG
-ATGGGGTTTCGCTCTGTCGCCCAGACTGGAGTGCAGTGGCGCAATCCCAGCTCACTGCAG
-CCTCCACCTCCCAGGCTCAAGTGATCCTCCAGCCTCAGCCTTCTGAGTAGCTGGGATCAC
-AGTCGCCATCGCCAAGCCCGGCCTCCTTTTCATTTTTTATAGCTTTATTGAAGTATAATT
-AACACGTAATACACTTCAAGTATTTATTTATTTAACTATCTATCTATCTATCGTTTGAGA
-CGGAGTCTCACTCTGTCGCCCAGGCTGGATGGAGTGCAGTGGCTCCATCTCGGCTCACTA
-CAACCTCCGCCTCCCGGGTTCCAGCGATTCTCCTGCCTCAGACTCCTGAGTAGCTGGGAC
-CACAGGCGCCCACCGTGTCCGGAGAATTTTTGTATTTTTAGTAGAGATGGGGTTTTGCCA
-TGTTGGCCAGGCTGGTCTCGAACTCCTGATCTCAAGTGATCTGCCCGCCTTGGCCTCCCA
-AAGTGCTGGAATGACAGGTGTGAGCCGCCCCGGTCTTCAAGTATTTAAAATGTGCAGTTC
-GCTAGGTTTGGACACATATACCCCCGGGAGCCACCACAAACGTCTCCAACACTCCCAAAC
-GTTCCTTTGGCCCCTTGGTGATTCTTTCCCTCCCCACACTCAGGCAACCCCGAATCCGCT
-GTCCCTGCAGAGTAAGTTGCATTGGCTAGAATTGTCCGCTGGGCCCTTCTTCGTACAGGA
-CAGAAAAGTACAACACGCCTGTCCTCTGTGACAGCGTTTCTTAGAGATTCACCCACACTG
-TGGTATATGTCAATTGTTGCTTTTCATACAAAGTGTTCCATTGTTGGATACACTACAGTT
-TCTGTATCCATGCCTCTCTTGATGGACATTTGGATTATTTCTAGTTTGGGGCTATCACAG
-GTAAAACTGCTACGAACATTTGTGTACAAGTGTTTGTACTGTGAAAGGAAAGTGAATTTT
-GGGACCCCCCAAATCACTGAGCCAAATGGAAAAGTCAAGCTGGCAACTGCTTAGGGCCCA
-CCTGCCTCCCGTTCTATTCTTTAAAAAGACAGCTTCTAAGATTTAAATAATAAACAGCTG
-CCTCCCTCCCTCAGGACGTGTTCACAGGGGAACTCCTTGCAGACACAGGATGAGCAGAAT
-TCAAAGCCGTTCCTCTGCTTGCTGAGATGAGTGAACATCTAATCAGAAACTCAAAAGAAT
-GCGACCCTCTGTTTTATCACCTGTGACCTGGAAGCCCTCTCCCCTCTTCAAATTGTCTCG
-CTTCTTGGGACTGAACCAATGTACATCTTACACATATTATTGAAGTCTCATGTCTTCCTA
-AAATGTAGAAAACCCAGCTGTACCCCGGCCACCTCGGGCACAGGTCGTCAGGACCTCCTG
-AGGCCGTGTCACGGGCACGTCCCTAACCTTTAACCTTGGCAAAATCAACTTTCTTTCTTT
-TTTTTTTGAGACAGAGTCTGGCTCTGTCGCCCAGGCTGGAGTGCAGTGGCGCCATCTCGG
-CTCACTGCAAGCTCCGCCTCCCGGGTTCATGCCATTCTCCTGTCTCAGCCTCCCGAGTAG
-CTGGGACTACAGGCACCCACCACCACGCCCAGCTAATTTTTTAGTATGTTTAGTAGAGAC
-GGGGTTTCACCGTGTTAGCCAGGATGGTCTCGAACTCCTGACCTCGTGATCAGCCCGCCT
-CGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGCCTGGCAAAATCA
-ACTTTCTAAATGGATTCAGACCTGTCTCAGATACCTGGGGTTGACCGTGTGGACACATGC
-TTTCATTTCTCTTGGGTACATACTCGGAATTGGAGTGGCTAGATCATATGATAGGTATAT
-GTTTAACTTTTTGAGAAACTGCCAGACCGTCTTCCAGTGTGGTTGTACAATTATTTATTC
-CCACTAGAGGTTCCAGGCTCCGTGTCCTCGTCCTCACCCACACTCAGCGCGGGACAGCTT
-TGTAATTCAGTCATCCCAGTAGGCGCTCATTCTGGTTTTAATTTGCATTTCCTTAATGAT
-GAACAACACTGGGCATCTTCTCACGTGTGCATTTGTTATCCATGTATCTTCTTTGGTAAA
-AAGACTGATCAAATATTTTGTCCATTTTATTTTATTTGAGACAGAGCCTCACTCTGTTGC
-CCAGGCTGGAATGAAGCAGTGAGATCTTGGCTCACTGCAACCTCCACCCCCTGGGTTCAA
-GTGATTGTTCCACCTCAGCTTCCCGAGTAGCTGGGATTACAGGTGCTGACACCACACCTG
-GCTAATTTTTGTATTTTTAGTAGGGACGGGGTTTTACCATGTTGGCCAGGCTGGTCTCAA
-ACTCCTGACTTCAAGTGATCTGCCTGCCTCGGCCTCCCAAAGTGCTAGGATTACAGGTGT
-GAGCCACTGTGGTTAGCCTATTTTGTCCATTTTAAAAATTAGTTTGTGGCCTGGTGCGGT
-GGCTCACACCTGTAATCCCAGCAATTTGGGAGGCCGAGGCAGGCAGATCACTTGAGGTCA
-GGAGTTTGAGACCAGCCTGGCCAACATGGTAAAACCCTGTCTCTACAAAAAATTAAATTA
-GAAATAAAAATTAGGTTGTTTTCTTATTTTTGAGTTTGCAGAATTCTTTTTTTTTTTTTT
-TTGAGAGTTTGACTCTTGTTGCCCAAGCTGGAGTGCAGTGGCACGATCTCAGCTCACAGC
-AACCTCCGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCCTCCTCAGAAGCTGGGATT
-ACAGGCGCGTGCCACCACGCCCTCTGGCTAATTTTTTGTATTTTTAGTAGAAACGGGGTT
-TCACCATGTTGGCCAGGCTGGTCTCGAACTCCTGACCTGAGGTGATCCACCCAACTCGGC
-CTCCCAAAGTGCTGGGATTACAGGCCTGAGCCACTGCACCAGCCCAGGTTTCTTTACATA
-TTCTGCATGTAAGTCTTTTATCAGATATGTGATTTATTTTCTTCCAGCCTGTGGTTTGTC
-TTTTCTTGTCTTTTTTTGAGATGGTGTCTTGCTCCATTGCCCAGGCTGGAGTGCAGTGGC
-ATGATCTCAGCTCACTGCAACCTCCGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGCC
-TTCTGAGTAGCTGAGACTACAGGCACCCACGAACACACCCGGATAATTTTTGTATTTTTG
-GTAAAGATGGAGTTTCACCATGTTGGCCAGATTGGTCTCGAACTCCTGACCTCAGGTGAT
-CCGCCCACCTCAGCCTCCCAAAGTGCTGGGATTACAGGCCTGAGCCGCCGCGCCCAGTCT
-TTTCATGTTTTTAACACTGTGTCTTGAAAAAGAGTTCATGCTTAACAATGAGGATACACA
-AAATTTTTTTAAAAAAGAAAAAGAAAAGTTCTTCCTTTTAATGAAGTCTAATTTGCCCAT
-TTTTCTTGATGTATTATTCTTTTGGTGTCGTATCTAAGAAATCTTTGCCTAAAGGTCACA
-AAGATTTTTAAAGTTTTCTCCAAAAAGTTTTATGGTTAGATTTTGCATTTAGGACTATGA
-TCTATTTTTAGTTAATTTGTGTATATGGTGTGAGGTAAGAATCTGTTAATTTATTTGCAT
-ATGGATATACAGTTGTTTTTGAACCACTGTTGAAAAGACTCTCCCGGCCGGGCGCAGTGA
-CTCAAGCCTGTAATCCCAGCACTTTGGGAGGCTGGGGTGGGTGGATCATGAGGTCAGGAG
-TTGGAGACCAGCCTGACCAACATGGTGAAACCCTGTTTCTACTAAAAATACAAGAATTAG
-CTGGGTGTGGTGGCATGCGCCTATAATCTCAGCTACTCAGGAGGCTGAGGCAGGAGAATT
-CCTTGAATTCGGGAGGTGGAGGTTGCAGTGAGCCGAGATCGCACCATTGCACTCCAGCCT
-GGGTGACAGAGGGAGACTCCATCTCAAAAAAAAAAAAAAAGAAAGAAAAGAAAAGAAAAG
-ACTCTCCTTTCTCTATTGAATTGTCTTTGTCAAAAGCAGCTGACCATCCATCCATGGGCT
-GGCCCATTTCTGGAGTTCTGGGTTGATTGTTTCTGGAGTTCGGGGTTGATTGTTTCTGGC
-GTTTAGGGTTGATTGTTTCTGGCGTTCAGGGTTGATTGTTTCTGGAGTTCAGGGTTGATA
-GTTTCTGGAGTTCTGGGTGGAGTGTTTCGGGAGTTCTGGGTTGATTGTTTCTGGGGTTCA
-GGGTTGATTGTTTCTGGAGTTCAGGGTTGATTATTTCTGGTGTTCTGGGTTAATTGTTTC
-TGGAGTTCAGGGTTGATTGTTTCTGGAGTTTGGGGTTGACTGTTTCTGGAGTTCTGGGTT
-GATTGTTCCTGGAGTTCAGGGTTGATTGTTTCTGGAGTTTGGGGTTGACTTTCTGGAGTT
-CGTGGTTGATTGTTTCTAGAGTTTGGGGTTGATTGTTTCTGGAGTTCGTGGTTGATTGTT
-TCTGGAGTTCTGGGTTGACTGTTTCTGGAGTTCAGGGTTGATTGTTTCTGGAATTTGGGG
-TTGATTGTTTCTGGAGTTCTGGGTTGATTGTTTCTGGAGTTCTGGGTTGATTGTTTCTGG
-AGTTCTGGGTTGATTTTTTCTGGAGTTCAGGGTTGATTGTTTCTGGAATTCGGGGTTGAC
-TGTTTCTGCAGTTCTGGGTTGACTGTGGAGTTCAGGATTGAATGTTTTCTGAAGTTCGGG
-GTTGATTGTGTTTGGAATTCTGGGTAATTTCCTTGTCAATATATATTTTGCCAACGTTTC
-CTCCCATATGTGATGTCTTTTCACTTTTTGATAATGCCATTTGAAACATAAGTTTTAAAT
-TTTGATGATGTCTAATTTTTTTCTTTGGTCACTTATGCTTCTGGTATCTGTTTTAGTCTA
-TTTTGTGCTGCCTTAATAGGATATCTGAGACTGGGTAATTTATAATGAACAGAAATTTAT
-TTCTCACAGTTCTGGAGGCTGGGAAATGCAGATGAAGGTGCTGGCGTCTGATGAGCTCCT
-TCCTTCTGTGTCATCCCTGGACAAAGAAGACAGAGTGGGAGAGCAGGAGGGGCTGGACCC
-CCCTTCCATGAGGAACCCACTCCCACGATACCAGCGTTCATCTCTTCGTGAGGGCAGAGC
-CTCCATAAGCTAAACACCTCTTAAAGGTCCCACCTCCCAACACTTCCACATGGGGGTCAA
-GCTCCCGGCACATGAGCTTTTGGGGCCATATCCAAACCACAGCAGTATCCTACCTAAGAA
-GACTTTTGCCCAAGGTCTTTCCAAACCCAAGATCATGACAATTTACTGCTATATTTTCTT
-CTAAAAGTTTTATAGTTTTAGCTCTTATGTCTGTCATCCATTCTGTTTTGTTTTGCTTTG
-TTTTTGTTTTTTTGAGACGGAGTCTCACTCTGTCGCCCAGGCTGGAGTGAAATGGCGTGA
-TCTTGGCTCACTGCAACCTCTGCCTCCCAGGTTCAAGCGATTCTCCTGCCTCACCCTTCT
-GAGTAGCGGGGATTCCAGCCGCCTGCCACCATGCCCGGCTAACTTTTTGTATTTTTTAGT
-AGAGATAGGGCTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAGTGATCC
-GCCCACCTCAGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCACCCGGCCCTT
-TTTTTTTTTTTAGATGAAGTTTCACTCTTCTCGCCCAGGCTGGAGTGCAATGGCACAATC
-TCGGCTCACTGCAACCTCTGCCTCCCAGATTCAAGCGATTCTCCTGCCTCAGCCTCCCGA
-GTAGCTGGGACTGCAGGCACCCACCACCACGCTGGCTAATTTTTGTATTTGTAGTAGAGA
-CGGGGTTTCACCATCTTGGCCAGGCCGGTCTCGAACTCCTGACCTCAGGCGATTCGGCAT
-GAGCCACCATGCCTGGCCTGTCATTCATTTTGAGTTCTCTGTGTGTGTGATGTGAATAAT
-GTGAGCAGCTTCCCTCACGGGCATGTGGATGTTCGGGTGTCTCAGCACCATTTGTTAAAG
-ATGAGTCTTTCCTCCATCGAATTGTCTTGGCACCCGTATTGAAAATCAGTTGACTGTAGG
-CCGGGCACAGTGGCTCAAGCCTGTAATCCCACCACTTTGGGAGGCCGAGGCAGGAGGATC
-ACTTGAGGTCAGGAGTTCAAGACCAGCCTGGCCAACATAGTGAAACTCTGTCTCTACTAA
-AAATACACAAATTAGCCAGGCACGGTGACCGGTGCCTGTAGTCCCAGCTACTTGGGAGGC
-TGAGGCACAAGAATCGCTTGAGCCCGGGAAGTGGAGGTTGCAGTGACCCGAGATTGCGCC
-ACTGCCCTCCCGAGACTCCATCTCAAAAAAACAAGTTTCATTTTTATATTGTTCATTGCC
-AGTGTGAACAAATACAATTGATTTTTGAAAAATTGATCTTGTGCCCTCCAAGTATTCTAT
-ACCTTGCTGTACCTGTTTATTAGTTCTAATAACTTTTTTAGTGGCTTCCTTTGGATTTTC
-TATATATGAGATCATGTCATCTGAAAAGTTTCACATCTTTTTCTTTTCTTTTGAGACAAG
-GTCTCACTCTGTCATCCAGGATGGAATGCACTGGTGCAATATCTGCTCACTGCAACCTCT
-GCCTCCTGGGCCTAAGCAGTCGCCCCACCTCAGCCTGCAGAGTAGCTGGGGCTGCAGGTG
-CACACCACTATGCCCAGCTGATTTTTGCATTTTTTTCCTTTTCTTGGTAGAGACAGGGTC
-TCACTATGTTGCTCAGGCTTGTCTTGAACTCTTGGGCTCAAGTGATCCTCCCGCCTTGGC
-CTCCCAAAGTGCTGGGATCACGTGCAGGTGTGAACCACTGAGCCTGGCCCTGGATACCTT
-TTATTTCACTTTCATTTTCTTTTCTTTTCTTTTTTTTTCTTTTTGAGATGGAGTTTCATT
-CTTGTTGCCCAGGCTGGAGTGCAACGGCGCGATCTCAGCTCACTGCAACCTCTGCCTCCC
-AGGTTCAAGTGATTCTCCTGCCTCAGCCTTCTGAGTAGCTGGGATTACAGGCATGCACCA
-CCATGCCTGGCTAATTTTGTATTCTTAGTAGAGACAGGGATCACCATGTTGGTCAGGCTG
-GTCTCGAACTCCCGACCTCAGGTGATCTGCCTGCCTCGGCCTCCCAAAGTGCTGGGATTA
-CAGGCGTGAGCCATGATGCTCAGCCTCTTTTATTTCATTTTCTTTCCTAATTGCTCTGGC
-AGGAACTTCCTGGAGTGTCAAAAGTAAGAGGCAGGAGTGAGCATTGCTGTTTTATCGTGG
-CATTTTGTTGACGTGATTGCGACGCTCCGGGAGTCTCTGTCCAGGTTCTTGTGCTGAGAG
-GCTCCTTGGATCAGTGGGTTTATGGTTCCCATCAAGCTTGGAAAAACTCCAATCATTATT
-TCTTCAGCTATTTTACCTTCTTCCCCTCTTCTGGGACCAACTCCAATTAAACGTATGTTA
-GGCCACTCAACGTTGTCTCACAGCTCACCATTCTATTTCTCTGTTTTTCAGTTTTTTTGT
-TTGTTTGTTTGTTTTTTGAGACAGAGTCTTGCTCTATTACCCAGGCTGGAGTGCAATGGC
-ACGATCTCGGCTCACTGCAATCTCTACCTCCCGGGTTCAAGCAATTCTCTGCCTCAGCCT
-CCCAAGTAGCTGAGATTACAGGTGCCTGCAACTACGCCCAGCTAATTTTTTTGTTGTTGT
-TGTATTTTTTGTAGAGATGGGGTTTCACCATGTTGGCCAGGCTGGTCTTGAACTCCTGAC
-CTCAGGCGATCCACCTGCCTTGGCCTCCCAAAGTGCTGGGATTACAGGCATAAGCCACCG
-CGCCCAGCCTCTCTGTTTTTTAAAATCTGTTTTATTTTAAATAGTTTTTATTGTTATAGT
-TTCGAGTTGACTACTGTTTTCCTTTCCAGTGTCTAACCTGTTGGTACTTCCCCCCAGTGC
-ATTTCTCAAATCACACATCATAATTTTCATCTCTAGAAGTTCCCCGTTGGGATTTTTGTA
-ACTTCAAAGTCCCTAACACATTCGATATTTCCTCTAGCTTCCACTTTTCTAGTTTATTTC
-TGTTTTTGTTTAGAGATGAGATCTCGCTTTGTTGCCCAGGCTGGCCTTGGCATCTTGAGT
-AGCTGGGACTATAGGCACACACAACCACACCTGGAATAGCTTCTTGGAGTAAGTTGTAGC
-AGCAGCTTTCATATCCTTGTCTATGAATTCTATCATCTCTAACATTGCTGGAATCTTCCT
-GTCCATGTGGGGAGGGTTCATGTGTCCGTCATCTGGGAGGGTCCATGTGTCTGTCATCTG
-GGGAGGGTCCATGTGTCCGTCATCTGGGGAGGGTCCATGTGTCCGTCATCTGAGGAGGGT
-CCATGTGTCCGTCATCTGGCAGGGTCCCCGTGTCCGTCATCTGGGGAGGGTCCCCGTGTC
-CGTCATCTGGGGAGGGTCCCCGTGTCCGTCATCTGGGGAGGGTCCCCGTGTCTGTCATCT
-GGGGAGGGTCCCCGTGTCCATCATCTGGGGAGCATCCTTGCCTGAGTGCCAGGAAGGGGG
-GACACTCTCACTGTAACGTCAGCTCAGATCCTTCATGCTTTCATTGCTGCCTCCACATGG
-AGATGGCATTTGCCCCAAGGATTTCTGTCAAGCAGGTGACAGCCTCCTGCCTGCAACCTG
-CTTGGTAACATTAAGCCCCTGGCTTGGTCAGGAAAAGTCCAGCCGAAATCCCGCATAGTA
-GGTTCATTGGCCACCTCCTGGAGTGCTGCTCTCACCCCTTTCCCAACAAACCAGCTTCCT
-GGGGACGTGCTGATGGAGCTTCCTCTTCCTAAAGCCGAACTGGAAAAACAGAAGGTGCAC
-AACGACACGATGTCCTGGCCCCCAGGCGTCTCCGCCGACAGCTTGGGCCTCCTCCCGGTG
-CATGTGAAGGAGGAAGTTTGGCCAGAGCCAGCAGACCTCATCCCTGACCGGGGCTGGGGG
-GGCCAAGACCAAGGGGGCCACTGGGCCTGGGGCTTAAGAGGCCATGGTTGGGGGGGATCG
-GCAGCTGGAGGGTCCCATGCTGGAGCACAGCCCGCCCTGCCATCTGGTGTGTTTGGCACA
-TGCCAGTCAGTGATATGGTTTGGATCTGTGTCCCCACCCAAATCTCATGCCAAACTGTAA
-TCCCCAGTGTTGGAGGTGGGGCCTGGTGGAAGGTATAGACCATGGGGGTGGGTTTCTCAT
-GAATGGCTTAGTACCATCCCCCCGCCGTGGTACAGTCCTTGGGTTAGTAAGTGAGCTCGC
-AGGAGAGCTGGTGTTTAAAAGTGGGTGGCACCCCACCCCCAACCCCATCTCGCTCCTGCT
-CTGGCCATGTGACCTGCCTGCTCCCTCTTCTCCTTCTGCCAGGATTGGAAGTTTCCTGGG
-GCCTCCCCAAAAGCTGAGCAGGGCCAGACGCAGTGGCTCACGCCTGGAATCCCAACACTT
-TGGGAGGCCAAGGTGGGTGGATTGCTTGAGGTCAGGAGTTCGAGACCAGCCTGAACAACA
-TGGGGAAACCCCGTCTCTACTAAAAATACAAAAATTAGCCTGGCGTGGTGGCACATAGCT
-GTAATCCCAGCTACTCGGGAGGCTGAGGCAAGAGAATTGCTTGAACCCAGGAGGCAGAGG
-TTGCAGTGAGTTGAGACCATGCCACTGCACTCCAGCCTGAGTAACAAAGCAAGACTGTCT
-CAAAAAAAAAAAAAGCTGAGCAGGTGCCAGCACCATGCTACCTGTGTAGCCTGCAGAAGC
-ACAAGCCAATTGAGCCTCTTTTCTGTCCCCCAGGCTGGAATGCAGTGGCAAGATCTCTGC
-TCACTGCAGCCTCTGCCTCCTGGGATCAAGCGATTCTCCTGCCTCAGCCTCCCGAGTAGC
-TGGGACTACAGGCACCGCCACCACACCCGGCTAATATCTGTATTTTTAGTAGGAACGGGG
-TCTCACCTTGGTGGCCAGGCTGGTCTTGAACTCCTGACCTCAGGTGATCCGCCCGCCTCA
-GCCTCCCAAAGTGCTGGGATTCCAGGCGTGAGCCACTGTGCCTGGCCTACAGGCAACCGA
-TTTTTCAACACAGGTGCCAAGACAATTCAATGGAGGAAAGAATGGTCTTTAACAATCACA
-CCACTGCACTCCAGCCTGGGCAACACAGCCAGACTCCATCTCAAAAAAAAAGCAACTGAC
-AAATAGAAGAGTGAGCTGTGGGACAACTTCAACTGATATACATGTAACTGGAGTCAGTCC
-CAGAAGAGGAGAGCTGCCCCAGCTCCACCTGTCCCTACCCCCAGGGTCCCCCACACCCGT
-TGCCCTGTCCAGGTCAGAGTGAGCCCAACGGCTCAGATGCCGCTGCCTTCCTCTGCCCAC
-CAGCTTCCTCTCTCCACGCTCCATGCTGAGCTTATAGGCTGACTGTAAGTTCATTCTCAC
-ATTGCTATAAAGAAACGCCTGACAGTGGGCTGGGTGCGGTGGCTCAAGCCTGTAATCCCA
-GCACTTTGGGAGGCCAAGACAGGCAGATCACTTGAGGTCAGAAGTTCGAGACCAGCCTAG
-CTTCAACAAGGTGAAACCCCGTCTCTACTAAAAATACAAAAATTAGCCAGGCACGATGGT
-GGGTGCCTGTAATCCCAGCTACTCGGGAGACTGAGGCAGAAGAATCGCTTGAACCCGGGA
-GGCGGAGGTTGCAGTGAGCCGAGATTGTGCCACCGCGCTCCAGCCTGGGCGACAGAGACT
-CTGTCTAAACAAAACAAAAGAAAACCCAATCTAACAAAGAAAACCTTACTACAAAGCTAC
-AGTCATCAAGAAGACAGTGTGATTGATAATAGAACAAGGATAGATGTATAGATCGATGGA
-AAAGAATTGAGGGTTCAGAAATAGGTCCTCACATTTACAGTCAACTGATTTTTTTTTTTT
-TCTGAGACAGGGTCTCACTCTCAGCCCATCACCTGGGCAGAACCCTGCTGATCCTGCAGA
-TCACTGGACCCTCAGGACACTGAGGTGTGAATGCCAGAAGGGGACAGTGGGACATCAGGG
-AGGCTGCCACCCCAGGGCCCTTGCCCCGGCTGCGTCCGAGGTGGGTATAACCCTGGGGCT
-CCAGGGGGCCGTGGGGCAGCAGCCAGGCATGGTGAGGAGACAGTCCTGGACCCAGGTGAC
-CACAGAACCCGGCGGGGCGAGCTTCAGCCTCACCTCTCACAAGCCCCGGCTCCAGGCAGC
-CCCAACCCCACCCCCATCCCTAACTTGCCGGCGCCCGGAGTTCATGGGCCTGGCCTAGAC
-TTCGGTCACCACAGGGACTGAGGTTCTCCAGATTTCAAAAGCCTGTGATCTGCGGTTGTG
-TTGCCCCGTTCCCCCCGCGGCAGACAAGCCCAGACACACACGGCCCAGACACCCCAGAGG
-CAAAGGAATTCAGCAAACATTTATTGACCCTTGGTCCTCATCAAGGAGGCAGTGAGAGAT
-GAACTGGAAGTGACCAGGGGCTGCCAGCCACACCCCCTCCACCGAGAAGATGACTTTCAC
-CTACTATTCAGCAGAAAACCAAAAGCCAAGATAAAAATCGCTGGGGAGGGGCAGGGATGG
-GGGACCGGGCCAGACCCCAGCTGCTGAGCAGCCGCCACCTGAGGTGGGGAGGGGCAGGAA
-ATGTCTGGAGAGTAGGGAGGGCAGAAAGGACCCCCACGTGAGGGGGCACCCCACATCTGG
-GGCCACAGGATGCAGGGTGGGGAGGGCAGAAAGGCCCCCCCGCGGGAAGAGGCACCCCAC
-ATCTGGGGCCACAGGATGCAGGGTGGGGAGGGCAGAAAGGACCCCCCGCTGGAGGGGGCA
-CCCCACGTCTGGGGCCACAGGATGCAGGGTGGGGAGGACAGAAAGGACCCCCCGCTGGAG
-GGGGCACCCCACATCTGGGGCCACAGGATGCAGGGTGGGGAGGGCAGAAAGGACCCCCCG
-CTGGAGGGGGCACCTCACGTCTGGGGCCACAGGATGCAGGGTGGGGAGGACAGAAAGGAC
-CCCCCGCTGGAGGGGGCACCCCACATCTGGGGCCACAGGATGCAGGGTGGGGAGGGCAGA
-AAGGACCCCCCGCGGGAGGGGGCACCTCACGTCTGGGGCCACAGGATGCAGGGTGGGGAG
-GGCAGAAAGAACCCCCGCTGGAGGGGGCACCCCACATCTGGGGCCACAGGATGCAGGGTG
-GGGAGGGCAGAAAGGACCCCCCGCGGGAGGGGGCACCTCACGTCTGGGGCCACAGGATGC
-AGGGTGGGGAGGGCAGAAAGAACCCCCGCGTGCCTAAGCAGGTTCTGGTGGGCGTCCTGG
-CTGGGTGTAGGCAGAGGCTGGCTCCCGGAGGCCCGAGGGGGGCTCTGAGAAGGGGGCGGC
-CTGAGGGGGAGCCCAGGACAGCCCCTATGCTGCCCCCGTCCAGCCCGGCCCCTCAGGCTG
-TGTTTCCTGAGACCTCGCTAGTCTAACCCAAACCTCCCAGCTCTGTCATTCAAAGGGATG
-GATTAGGTCCCCGTGGGTCCATTTCCCTGTTTTGGGTGCTGAGGACAGAGCTTCTGGACA
-GACTCAGCCCTCGCCCTCTGGAGCCCCGTCCAGCTGGGCCCGGATGATGCACCACCCAGC
-CTGCGGCAGATGGGATGGACGACAAGTTAGGAGGAAACAAGGGGGAAAAGCCAGGGGGCA
-GGTGGTGTGGAGCACAAAGGAACCCAGACTGCGAAGGGACTGCCCAAGGACTGTGATTCC
-CCCAGAACCTGAGTGGTCCCTGGGCAGCTATGCAGGGCCCTTTCGCCACAGTGGAGAGGG
-CATTCAAGGCCAGAGCCTGGTGGAGAGATGCCCTGCCCTCTTGGGACCCACAGCCCGGGT
-GACTTTGTGGGGTGCCTCTCTTACCCTGAGCTCCTCCCCACACTCCCAGCTTCGCTGCCC
-CAGGCCCTCCTTCCCCTTCTGCACTGATGCCTTCTCTGAGCAACTCCCCTCCCCCGGCCA
-CGCTGAGCTTCCAGCTGCCCCCAAGAAGACCGTCCCTTCCTGTGCTGCTGAGGAGGCCTC
-CCTCACGGGGTCTCAAGCTCCCAAGGGGAAGGGGGCCTCCCTCACGGGGTCTCAAGCTCC
-CAAGGAGAAGGGGGCCTCCCTCATGGGGTCTCAGGCTCCCAAGGGGAAGGGCTACTTTGA
-GGCTCTCCTGGGACCAGGACCCCCAGAGTAGGACTGCTGGGGGGACCAAGGGTGGGACCC
-CCAGCCCAATGCTACCCCGCCCAGGGTCACTGGCCTGGCCCTCGGAGCTCAGGGAGGGGG
-CAGGGCAGCCAGGGGCCAGGGGTGGCCTGGCTTGTTGGGCCTGGGAGGCTCCTACAAGCT
-GTGCACGGCTGTGTCCTGGAGGGCCCAGGGGGGCTCCTGATGGAGGCACAGACTGGGGCC
-TGGAGGGCCAGTGCTGGTGGGAGGGCTCGCTCGCCTCCCGTGGGCCCTGGTGAACTCGGC
-CCCAGTTGGGAAATGGCCCTGGGTGCGGCTCAGGGGGAGACCCTCTGCCTCGGCTGAGTG
-CCTCGAACTGCGCCGGACCCCCCCGAACGCGGGACCGGGATGGCGACCGCGGCGCTGGTT
-CAGGGGAACGTCCGGCGCTGCCTGGTAACTCGGTGGTCGACAACGGCACGTGCTCGGGAC
-GATGAGGGAGGAGCCCCCAGTCCTCACCCACTGGGGAGGCGGAACCTCCCTTACCGGGGC
-AGGGGAGGCTGCGGGCAGGGCCGACGCCCTCGTGAGCGACGTCCTTGGCCCCGGCACTCG
-GTGTCCACAGCCCAGCTCGGACCCGCGCGCTCCCGCCGGGCGCCCCCCGCACAGACGCCT
-GGAGGAGGGGTCTGCGGTGGGCACGGGCAGCTCTGCACTTAACAGGAGAACCCAGCGGGG
-GTCTTCAGGGCCAAGGGCGGCCGCCCTCATCCCAGCGCCGCTCAGGACCGCAGCCTCCGC
-CTTCCGCGGTCCGGGGACTGGGAGTCGGGAAAGGGGCCTCCGAAAAGTAACTTGCCCGGC
-GATGCTGCGCGACCGCCTTCCAGCACCGGGAAGATTCTGGGCACTCAGGGACGTTGAGCT
-TCCCACCTGAGCCTCCGGGGGGACCCCTCACAACCGCCACCGCAGAGCGAGGCAAACCCA
-ACGCGGGGGCAGAGGGCGGGTGCGCATGCGGGGCTGCAGGGATGCGGAGGGGAGGGCGCG
-GAGCGGAGGGCGCGGAGCGGAGGGGTCGCCCTCAGTCCTCGGTCCCGCCCCCAGCCCGCC
-CCCCCGGGCCCGCCCGACGCCCCCAGCCACCTGCAGACCGCGGCCCTGGGAGGAGGGCGG
-GACCCCGGCGCGGCGTGGCTGCGGGGCGCTCCCAAAGTCAACTCTTCACCAAGACAAAGA
-AAGAAAACTCGTGACGCAGACTCTGGAATAATAAATACGTTTTCTCTGCTACAGTCTCGG
-CAAAGGCCACGGCCCTAGAACGGGGCGCCGCCTCCGATGCAGTCTCAGGGCCACAGCCTC
-AGCGCAGCCACGGCCTCCAGGGCCCACCCGGGCCCTGCGGCCCCGCCCTGGGGGCGGCGG
-GCAGCGCCCGGGTCAGACCCGGCAGCAGCGGCGGCGCGAGCAGAGGGAAGGGGCCGCCGA
-GCGATGGCAGCAGCGGGCGGCCCGCGTAGACCTCGGGCGCTGGGGCCTCTGCGGGGGCAG
-CCGGGGACAGCGAGGCCGGGCGGCGGGAGGGTCCCAGCTGGCGCAGGCAGGCTGCCAGGT
-GGCCCAGCAGGCGGGAGCGCACGTCGGCCGGGACGCCCTCGCAGCCGGCCAGGAAGCGGT
-TCACCTCCGCCAGACACTCGTGGAAGCCGGCGCGGTACTTGCCCAGAACGGCGGGGTCGG
-CGCTGAGCGCGGCTGCGGGAGCGACACAGGAGGAGAGGTCGGTGCCGGGTCCCGGGGGTC
-CCGCGCCCTCCCCCCGCCTCCAAGCCGCCGCCGCCCGCGCCTCACCCGTCACCTGCACGC
-GACGCAGGCTCCGCAGGTGTCTCACGGTCATCTCCAGGATGTCCGCCTTCTCCAGCTTCG
-AGTGGCGGGAGCTCTGGGGGCGGGGATAGGCGGGAGGTCCAGGTCAGCTGCGACCCAGAC
-TCCGGGTCTCGGGCCTTCGCCCCCGACTTACCTCTTTTCTGAGGGCGTCCAGGATGAGGG
-TTTTGAGCTGAGCGAGGCTCTCGTTAATACGCGCTCGGCGCCGCTTCTCCATGACCGGCT
-TGGAGGACTGCGGGTCGGGCACCGGCTGAGTCCCGCGTCCCTCCCGCCCCCCGGTCGCCC
-CCCTCACGCCCGGCCGGGACCCCACCTTGCGGTGCTCGGCCGCGCTCCGGGGCTTGTCTG
-GGGTCCGGCTGGCGCTGGCCGGCGCTCCTGCCATCGGCGAGGCGCTCGGTTTCCCCGGCG
-TGTCTGCGGCCATGGTGCGCCCCGCGCCTCCCCGTGCCGGGTGGAGCGCGCCGCCACGGA
-CCACGGGCGGGCTGGCGGGCGAGCGGCGAGCGCGCGGCGATCCGAGCCCCTAGGGCGGAT
-CCCGGCTCCAGGCCCGCGCGCGCCTCAGGCCGTTTCCCTATTTAAGGCCTCGCCGCCGCG
-GGGTGTGTGAACCCGGCTCCGCATTCTTTCCCACACTCGCCCCAGCCAATCGACGGCCGC
-GCTCCTCCCCCGCTCGCTGTCAGTCACGCCTCGGCTCCGGGCGCGGCCTCCGCGGGCGAC
-AATGGCATGCGGGGCCCCCGCCCGCGCCCCCCTCCGACACCGCTGGGGACAGGGCCGGGT
-GATCCCGCGCTCCCCGATGCAGCCGGGGCCGAGCAACGCGCCGGGAGGGGCCGCTGGGGG
-CGAACGGGGCCCGGGACCCCCGGGGCTGGGCGGAGTCTCGGGGCTCACTCTCCCGCCCAG
-GGGGCCGGGAGCCGGGGCTGGACGGAGCTGGGGCTGTGGCCGCGCGGGAAGTCGGGAAGG
-AAATTCCCCCAGTGGCGCAGGGTCCGGCGGCGCCGAGGGGTGGGCGAGCCTCGGTCTCGA
-GCCTCTTGGCTTCCTCCGCCCGTCCCCACTCCGGTCCCGGTTTGGGCCCTGCTCGGTCTC
-CGAGTTTGATCCGACACCGGCTCGGCCTCCGGGGGTCCCACCCTCAGGTGTGCGGCCTGG
-AGCACGGAGGGCTGCAGAAAGCCTTGGGAGCGACAGAGCCGGGGGAAGGTCGGCGGCCGG
-GTCGGCAGGCGGGAGGGCGGAGTCAGCGGACGGCGAAGGGGCGCACGGGTGGCCCCGCAG
-AGCAGGGCCGGTGATGGCGCGGGCCGGGCCGGACCACGAGGAGCAGAACGTGCGCGTGAC
-GCGAGCGGGCTGGTGACGTCACCAGGCACCCGGGGCGATGACGCAAGCCTGCTGGGATGA
-CGTCATGTGGCCCGTGTCGCCACGTGCTTCCAGGTGACCCGCTGGCGAACTCAGCAGCAG
-CAAAGTGGGGCTCACAGAAAAATGAGGGGCCACTGTTAATATAACTGCAAAGGGGCAGGT
-TGCGTAAAACAGGGCTGTGGTTATTTTCGTGTTTGCTGTTTTTATTTCGAATGCCGCTGC
-GGGGCACGTTGGTCCTTTCCGCACTCGGGGTCCCCGGCGGCCTCACGCGTCCGTGCAGCG
-GAGGCTTCCTGAGCCCCCTGGAGAGCCTGGCCTGGGCCCGGGTGTGGAGACCCTCCCGGG
-CTTTCAATCCGGGCAGGAGGCAGATGGCAGACTCAGCAGTCACGTAAGAGAACCGAATTA
-GGTGGGTGGCCTGGGTGGACAAAAGCCTTCTTGACGCCGGGTGGTCCCAAAGGCTTCTGC
-GGGGTGGGGGGTCCTCAGGGGGGAAGCCTCAAGGGAGGGCGTGGCATTCCCAGGGTGCGA
-AGGGGGCGCAGGGACGAGGGAGGTGGGGAGGGGGAGCTGGGCCAGCGAGAACCGGGAGCT
-TCTGGTCGGGGAGGGAGTCGGGGAACTTTTTGGGGAGCTTTTCTGAGCCAGGGAGTCGGC
-TGATTGGCAGGTTCGCCCCTGCCCGGGCACCTGGACCCAGGGTTTCTGTGCGGAAGCTTC
-CCCTCCCCTCGGACCCCACGTCTAATCTGGCCCCAAGCAAAGTCCTGCGGCCCACGCGGG
-AAGGCGCCCTCTTCGCGGCGCTGACCCCGGCCCTCCGCGGTGCCCCTGAGGCGCCCCCCA
-CACCCCGCCGCTTGCACAGGGGCGCGGGGGGCTGCGAGGCCGGAGCGGGGGTGGCGCCCT
-CTCCGCCGAGAGGCTGTCCGCGCCCCTCGCCGACTGGGGAAAGCCGCGGGGGCTGGGCGG
-GCGTCTCGGAGGTGGCCCCGCGAGCACTTAAGCCCCGGCTCTCCTGCCCCGACCTCTCTG
-CGCGCGCCTCGGCGCTGGAGAGGCTCGGACCGGCCCCGTAGCCCAGGAGGTGGTGTGGAT
-GGTGTCCCCGTCCCGCGTCCCTCCCCGGCCTGAGCGCTGGGCCCGGGCGGGAAAGCCCGC
-GAGCGCCCCCAGTGGCCGCAGTCGCCGCCGCCTCCTGCTGGGGGTCATCCCAGGGGAGCT
-GCCGGCCTGAATCTCCCCAGCCCCTGGGCCCCGGCTTGGGAAGAAATTTGGGGGGGCTCT
-GGGCCTCCCCCAGTCCCTAGACAGGCAGGGAGTTCGGGATGGAAGGAGGAGCCTGAGGAT
-CGTTTTTATTTATTTTTTTTTTGTAGAGATGGGGATCTCCCTATGTTGCCCAGGCTGGTC
-TCGAACTCCTGGCCCGAGACGATGCTCCTGCCTCGGCCTCCCAACGTGCTGGGACTACAG
-GCGTGAGTCTCCTCCCTGCCAAGCGTGGCTGGGACTGATCATTCCCTCACTGGTTTTTAG
-ATGGGCTCACTTCCCCTCCTTGTACCTGTTTTCTCATCTGTAAAAGGGAGCTAACTTTTT
-TTTTTTTTTTTTTTTGAGGCAGCGTCTCGCTCTGTTGCCCAGGCTGGAGTGCAGTGGCAC
-CACAACCTTTGCCTCCCGGGTTCAAGCGATTCTCCTGCCTCAGCCTCCCAAGTAGCTGGG
-ATTACAAGCATGTACCACCACGCCCGGCTAGTGTTTTGTATTTTTAGTAGAGATGGGGTT
-TCACTGTGTTGGCCAGGCTGGTCTTAATAGGAGATTCTACTTTTTTTTTTTCTTTTTTGA
-GACGGAGTTTCACTCTTGTCGCTCAGGCTGGAGTGCAGTGGCACGATCTGGGCTCACCAC
-AACCTCTGCTTCCTGTATTCAAGCGATTCTCCTGCCTCAGCCTCTGGAGTAGCTGGGATT
-ACAGGCGTGTGCCGCCACACCTGGCTAATTTTTGTATTTTTAGTAGAGATGTAGTTTCTC
-CATGTTGGTCAGGCTGGTCTCAAACTCCCCACCTCAGGTGATCCACGCACCTCAGCCTCC
-CAAAGTGCTGGGATTACAGGTGTGAGCCACCGTGCCTGGCCAGGAGATTCTACTTTTAAA
-GCCACTGACGGCGTCCAACTCATAGTGAGCACCCACGCCCATCTGCCAGGGTTCCTGCCC
-CTGGGCAGCAGCTGGGGTCCTTGCTGAGCAGAGGCAGGAGGGGCCACCAGCACTTGCCTC
-TGCTCTTCTGGAGAGGAAGAGACCCCCCTGCTCCCTGCCCCCTGCCAGGGAGCCCACTCC
-AGGATCTCCGGGGACTGTGTTCCTCCCACCTTCTTTGCCACAGGACAGCTCCCATCTGTG
-TGTCTGTCTCTCTGGGTCTGTGCCCTTGGCCTCTGATGGTCCCCTCCCTGCCTCTCGAAT
-CTGGCCTCGATTTGTGGTAGGGGCCTCAGGGTTCCTGAGGGCCTTGGGGTTCCCTTGCTC
-TGAGTGTGGGGGTGGATCCTGGGCTGCAGCCCAGGATGGTGCCGACACCTGGGTTGGGGG
-CAGGTTGCGTTTTTCAGAGACGGCCGTGATAGTATCTCCCATCCCCATATCTTGAAATGC
-CTTCTACATGAGACTCTGTGACAGTCTCAGCTGGGAAGAATGGGGTGTTTGGCAGGACAT
-GACTTCTGAGGCTGACTTGGAAGACGCCATGCGTACCTCGCTGTCCTGGGACAGTCGCTC
-TTGGAACCCAGCTGCCGTGCTGGGAGGGAGCACGCCCTGGCCTCAAGGAGAGGCCCCGTG
-GAGGAATCAGCATTGGATTCCAGACTCCTGAGCAGCTTCCGGCGCAGGTCCCAGCGCGCC
-CCGTTCCAAGGCTGCCCGCACACAGTAGGGTGGTTGCTGAGCGTGCTGTTTTGGGGTGGT
-TTGTGGTGCGGCACTCAAGACTGGAATAGTGGAGGTGGGCTGGGGCCCTGACCCAGGGAG
-AGTGACCCTTCCCTCCTCACCCCTGCTCCCTCCTCGCTGATCCCTTCCTCTCTTCCACAG
-AGGCAGAGGCTCAGCGACTTCCCCACCCCTCCCCCCCATCTAACGGGTGCTTCTTGGGAG
-CCACTGAAATCCAGCCGACCTCCTGGCCCTGAGTGGGTCAAGCTCCAAATGGCGGGTGGC
-CCCGGGGCATCTGCACAGCCCCCTGTTAGCTAAGGGGGGTGACTGATGAGGACATTCACA
-CGCCAGTGGGGAGACTGTGGGGAAAACCGGGGTGTCTTCTAGGCTGGACCTGGGGGGGCC
-TCAGCCTTGTTGGGGGGTCTCCTCACATTGGGCCACTGTGGCCGCACTCCATGACCACAG
-CCAGTGTCCCCAAAAGGCCTGTGAGGTGCTGGCTGTGACCTCCCCTCCCAACCTCTGACC
-CAGAGGTGGCGGCTGCCATCTCGCCACGGCCCTCAACACCCCCCTCACACACTGACTCCT
-GACATCAGAGACCTGTAGCCACCCCCTGCAGGTGGTCCTCAGCATGGTCCCCAACTCCTG
-CCCAGGGCAGCGGGCTGTGCACTCAGGCAGCTGGGGCCAAAGCCACCGAGGAACCAAGGC
-TGGGGTGGGGGTGGGTTTCTCTCCCGGAGAGCCGAGGTGGGCGCAGAGCTGTTCCTGGGT
-GTTTGCTGGGATTGTAGTGACAGAAGGCCAGGGCTGCAGGAATCCAGGCTGCCAGAGAGA
-GACCAGGACTCAGGCAGAAGCAGCAGCACCAGGCTGGTGCCACTGCCACCCCACCTGCAT
-GCCTTCTCAGCAGCGGTGGGAGCTGTGTCTCCAAGCAGGATGGTACTGGAGTCTCCCCAC
-CCTGCCTGTCTGGGATGCCCTCCCAGCCTGTTCCTGCTCCCGGCAGGCGCTGCTTTTCTC
-TCTGCTGTACCAGGACGAGGTGGGTGCCCTTGTCCCTCCTCACTGGCACTCCCAGACTGC
-TTTCCTTTTCCACCAAAACCACCCCCGCTTTGTGACCAGACCTCACTGTGTTGAAGTCAT
-CGGCACCCCTTTCCTGCAGGAGGGGACACCTGCTCCCTGTCACTCTCCCGGCCATGCCTT
-CAAAATCCACACCAGCAATTCTCCAACTTTGACTTCCTCTCTTTCAGGGGTCCTGTCCCC
-TCCCCACTTACCCCACTGGGTCCTTTCTCCCAACTGCACCCCTCCACGGTCCAGCCTCTC
-CACTCTCTCTGCCCCCCTCCCAGCTCCCGCCTCTGCTGTCCGCCAGCCCTGAGATCTCGG
-GCAGATGCACAGCCTGCATCTGCGGCTTCCTCCTCCCCTGTCTGTTCTCTCCTTATCAAG
-AGAAGCCTATCTGGCCGGCCATTGTGTCTGCCCCTCACCCTCCCTCCTTCCTGTTCATGT
-GGGCAGACCACAGCCCGTGTGGAATCCCTACCTTCTTGGTGGCTTAAGCACCACCTGCCT
-ATTCTTTCCGTAGTGGGGATCAGGGCAGTGCCAGTGGCTTCCTGGGGCCTCTCACAGCCT
-GCGGCCCTGGGCCAAGGTCAGCTGGGTGGGAAGGGCCCAAGGGTAGCCATGCTGGACACC
-TGGGGCTGCTGTCCCTCAGCTGCCGGGCTCTCTGCCAGAGCCGTGCAGCCTGGAGTCCTA
-CCCACTCTCAGTCAGCTTCCTCCTAACACATGGCCAGCGTTCCAGGAGGGCGAAGTGGAA
-GCCTAGGGACTCTTGAGGCCAGGATCCAGAACGCACATAGTAAAATCTCCACCACACTCC
-ATCGGCCAAAGCAAGTCACAGCAGCCAGATTCCAGAGGAGTCGAAGCACACACTGACCCC
-TCCTCCCCTCCACCGCCTGCCTCTGCCCTCCCCTCGCAGGGGCAGGGCTGCCTGATGAGC
-CCCCTGGGTTTATCTGCCCTGCTGGCCCTGGGAAGGCTGGGATGAAAGTGTCATTTAGTG
-GCAGGGACTTTAGGGAGCCTGGTATGGTCAAGCCCTAGCCCCCGCAGCAGTGCCCCCGCA
-GCAGTTCCCCCCGCAGCAGTGCCCCCAGGACAGCTGGGCCTGGGTCTCCAGTGGGTCGGA
-GTTTTCTGAAGCCGGCCGTGGGTCGACCTCGCACCCGGTGACTGCCCCAGGCGGAGGGGC
-ATGCGTGGCCCAGCGCGGGGGCCCTGTCCGTGGCCGTGTGGGGTCAGGTGTCCGGCTCGG
-GGCTTCTGGGCCCCCTGCTCCCCAAAGGTGTGCAGCTCCCGCGTCCCCTGCCAGGTCCTT
-TAGGTCTAAGAGGGTCCCTCTTGTCCAGCGCACCAGGCTCCACGTACCCCCAACCCCTCC
-CCAGCTGGGTGCCTCCCCCTGGCTGGAACGGCAGCCCTCCCTGCTCATGGGCCTGCCCCT
-CCACTCTATCCTCCCTGACGCAGCCAGTGGCATGCTTCTAACCTGCAGATGCCCTCCCCA
-GGGGCCAAGCCCACCAGACACCAGGCAACTCTAAGTGGCCCACTGGGTCCACTGTGTGGA
-GTGGGACCCTCCGCCCTGTCTCAGGTCCTGCTGTCCCAGGAAGCCCTTACAGGGGGCTGC
-AGCTGGGGGGTGACATGCCTGCCGAGTGGGTGGGGAGGCTCCGGCCCGGTAAGATGGGAT
-CCAGCAGTGCGAGACTGTGGCCCAGGTCAGATGGTGGCAGCTCGGCCTTCCTGGTCCCAG
-GTGGAGAGACAGGGTGAGGCTCCTCCCCATGGGATCTGGAGGGGAGGGGCTGCCTGTGTA
-ATCAGCCCAGCCTCGGACGTCAACAATCCATGTTTCTTAGGAAAGGCGGCCAACCCAGGG
-TCTCCAGTGACACGTTTCCGGGTCATCATCCGGTGGCCACAGGGAATCACAGGCTCGGTG
-TGACTTTCTCAGAGCGCCATGGTGCCCCTGTGGGGTTTCCCAGCCCATCCTGTCCTGTGG
-GACAGGCAGAGGCCCAGCCGTGTCATCGGAGTGACCTTTGAGCTCTAACCAAAGTCCACG
-TGTCATCAGGAGCCATGAGTCACTCAGGTGCCATCCAGGGCGGCGGCTGAGGAGTGGTGA
-CTGGCCAGATGGGAAGGCGGGGAAGGGTCTGGATTTGAATGAGAGCGAGGGAGTGGGCTG
-CAGGCTGGTAGACTCCTCCAGATGGATGAGGCCAGACCCCTGCAACAGCCATCCCGAGCA
-AGGCTCAAGCCTCCCTGAGAGTCCAGGGCGCCAAGTCAGCCCTGCACCTGGCCCGGGCCT
-CGGACCCCGACGGGGCTCACCCACCTGAGATCACCCTGGCTCTGCGGGAAGGCAGGAAGC
-TTTGGCATGATCCTCCACGGGCGAGGATCACGTAGAGACGTGTAGAGACGCGACGAAGCA
-CGAAGACCCGTGTTTGACGGGTTGCCAGGTGCCTACATCAGAGCTCATTAAATTACACAT
-TAAATAGATGCACGTGTGTGTGTCAAGCTCCCCTAATTCAAGTTGTAGAAAATCAGACTC
-AGAGTTCTTACACTCGGGGGTGTTTTAGCAGCTGCGCCTCAAGATTCTAAATTCAAACGC
-ACACGGAATAAAACATTTCGGTTTATCGCCAGGCGCGGCGGCTCACACCTGCCATCCCAG
-CCCTTTGGGAGGCCGGGGTGGGTGGATCACCTGAGGTCAGGAGTTGGAGACCAGCCTGGC
-CAACATGGTGAAACCCCGTCTCTACTAAAAATACAAAGATTAGCTGGGTGTGGTGGTGGG
-CGTCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATCGCTTGAACCCGGGAGGT
-AAAGGTTATGGTGAGCCAAGATCATGCCACTGCACTCTAGCCTGGGCAACAAGAGCAAAC
-TCTGTCTCAAAAAGAAAAAGAAAAGAAAAAAGAAAAAGTTTATTCCCAGTAAAACACGTT
-CAACTCTCCAGATCGTGGTGACATTTCCAGCTTGATGTGGTAACGTGATTGTGAGCTTCA
-GGTATGACCTTCAGCATAAATACGTGTGCCATCTCCTGTGCAATTCTTTTTTTTTTTTTT
-TTTTTTTTTTTTTTTTTTTTGAGACGGAGTCTCGCTCTGTCGCCCAGGCTGGAGTGCAGT
-GGCGGGATCTCGGCTCACTGCAAGCTCCGCCTCCCGGGTTCACGCCATTCTCCTGCCTCA
-GCCTCCCAAGTAGCTGGGACTACAGGCGCCCGCCACTACGCCCGGCTAATTTTTTGTATT
-TTTAGTAGAGACGGGGTTTCACCGTTTTAGCTGGGATGGTCTCGATCTCCTGACCTCGTG
-ATCCGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACCGCGCCCGGC
-TCCTGTGCAATTCTTACAGACCCAGCTTGGCTGTTCTCCAGTGTCTCCTTTGGGAGTTGT
-ACCTGATTTTATTACCAGTTTTCATCTGAATCCACTGGGGAATGGGACGATTTTGCTTTT
-GTTTCTTGGCCAGGAATCGCTTAATTCTGAAAGTCTGGTGAGAAGACACGGCGAGAATCG
-GGGTCCAGCACAGATGATGGCGACAGCGGAGAAGGGAAGGTAAGGGAGGGGGCTCAAGCT
-TTTATCGTTATGGGACCTCCTGTGTCTATTATGCTTTCTTCCATGATCTTTGTTAGTATG
-TTAATGACTTTGTTAATATATCCACACCTGCTTCCTTTTACTTAATATTTGTGTGGTATG
-CTTCTTTCCATTGCTTGATGTTCAAACTTGCTGTGTCTTTATGTTTCAGATGATTCTTGT
-CTCTGGAAGCCACACAGAGCCAGTTGTTTGTTTTGTTTGTTTGTTTCTTTCTTTCTTTTT
-TTGAGACGGAGTTTCGTTCTTGTCCCCCAGGCTGGAGTGCAATGGCACGATCTCGGCTCA
-CTGCAACCTCCGCCTCCCAGGTTCAAGCAATTCTCCTGCCTCAGCCTCCCAAGTAGCTGG
-GACTACAGGTGCCCACCACCACGCCGTACTCATTTTGCCTTTTTAGTAGAGACGGGGTTT
-CACTGTGTTGGCCAGGCTGGTCTTGAACTCCTGACCTCAGGCGATTCACCCGCCTTGGCC
-TCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCGCGCCCGGCGTTTTGTTTCATTTTTA
-TTTTTGAGACACGGTCTTGCTCTGTCGCCCAGGCTGGAGTGCAGTGTCGCAATCTCGGCT
-CACTGCATCCTCCGCCTCCCGGGTTCAAGCCATTCTCGTGCCTCAGCCTCCCGAGTAGCT
-GGGACTGCAGGCGCCCACCACCACGCCCGGCTATTTTTTTTTTTAGAGGTGGGGTCTCAC
-TATGTTGCCCAGGCTGGTCTCAAACTCCCAGGCTCAAGCGATCCTCTAGGCTTTGCTTCC
-AAAGTGCTGAAATTACAGATGTGAGCCACCATCTGACAATCTTGGTCATTTAGTCCACAT
-GAATTTTGGGCTTTTGGCCTGGAGAACTACGAGAGAATACATTTCTGTGGTGTGAAGTTT
-AACACCCAGTTTGTGGTACATTGTTCAGCAACCCCAGGAAACTAAAGCAAGTGACTGCAG
-GTCTGGTCACCTTCCTCGGTGCCTGTGCCTGGGGTTGGTTCTGTCGAAGCAGGAAGACAA
-CTGGCAGAGATGGGATGAAGTAACCAAAAGGAAAGGAAGATTCTAGCACCGTACGTCAGC
-ATTAAGAAATCAGGAAACGGGCCGGGCGCGGTGGCTCACGCCTGTAATCTCAGCACTTTG
-GGAGGATGAGGTGGGCGGATCACGAGGTCAGGAGATCGAGACCATCCTGGGTAACACGGT
-GAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCCAAGCGTGGTGGTGGGCGCCTGTA
-GTCCCAGCTGCTCGGGAGGCTGAGGCAGGAGAATTGCTTGAGCCCTGGAGGCGGAGCTTG
-CAGTGAGCTGAGATGGCACCACTGCACTCCAGCCTGGGCGACAGCAAGACTCCGTCTCAA
-AAAAAAAAAAAAGAAAAGAAATCAGGAAACATATACCATGTTTAACAGGGCATCTAAAAT
-GATAAAAATAAATAGAAAATCCTGGGTTTTTTGTTTGTTTTGCTTGGGTTTGGTTTGGTT
-TTGAGACAGGGTCTCGCTCTGTCACCCAGGCTGGAGTGCAGTGGTGCGATCACAGCTCAC
-TGCAGCCTCCACCTCCCGGGTTCAAGCTATCCTCCCACCTCAGCCTCCAAAGTAGCCAGG
-ACTACAGGTGTGCGCCACCACGCCCGGCCAATTTTTTTATGTATTGCAGGGACAGGGTTT
-CACCATGTTGCCCAGGCTGGTCTCAAACTCCTGGGCTCAAGCCATCTGCCTGCCTCGGCC
-TCCCAAAGTCCTGGGACTGTGGTGTTTGTTTGTTTGAGACAGGGTCTTGTTCTCGTCGCC
-CAGGCTGGAGGGCAGTGGCGCGATCTCAGCTCACTGCAACCTCCACCTCCAGGGCTCAAG
-CAATTCTCCTGCCTCAGCCTCTCGAGTAGCTGGGACTACAGGTGTGAGCCACCACACCCA
-GCTAATTTTTGCATTTTTAGTAGAGATGGGGTTTCACCATGTTGGCTAGGCTGGTCTTGA
-ACTCCTGACCTCAAGTGATTTGCCCGCCTCGTCCTCCCAAAGCGCTGGGATCACAGGCGT
-GAGCCGCCACCCCGCCTCCTCTTTGGTTTTCAGATGCTGACAATTTTGGTGACCCCTGAG
-ATTTGCTGGGAGACGGGGAAGGGCCAGGATTCATATTCAGAATATGTTGATTTTTCACTC
-TTACACTTGTTTATTTAAAAATTATTTATTTATTTATTTGAATCTTATTTAAATATTTTA
-TTTATTTGTTTATTACTGAGTCTTAGCTATCCTTCTCTTGTTATGTGCTGTGTGTAACAA
-CAACAATTTGGGAACAGCCTAAGTATTCAGTGATGTGGGATGGGTTTTAACTAAATTAAC
-TCTGTACTGTAACAGGCTCATTCTTCCATGGGAAACATGCAGTTGTTAAAACAACCTGCA
-CAGATGCGTCCACCAACACGGATAGATGCGTGTTTTTGTTTTTTGGGTTTTTTTTTTTTT
-TTTTTGAGACAGGGTCTCGCTCTCTCACCCAGGCTGGAGTGCAGTGAAGCGATCTCGGCT
-CACTGCAGCCTCCGCCTCCCAGGCTCAAGTGATTCTCCTGCCTCAGCCTCCCAAGTATCT
-GGGATTACAGGTGCCCACCACCACGCCCAGCTAATTTTTGTATTTTTAGTAGAGATGGGG
-TTTCACCATGTTGGCCAGGCTGGTCTCAAACTGCTGACCTCAGGTGATCTACCCGCCTCG
-GTCTCTCAAAGTGCTGGGATTACAGGTGAGCCACTGCGCCCGGCCCATGCCCAGCTAATT
-TTTCGCATTTTTAGTAGGGACGGAGTTTCACCATATTGGCCAGGCTGGTCTTGAACTCCT
-GACCTCAGGTGATCTGCCTGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCC
-CTGTACCTGGCCTTTTTTGTTGTTGTTGTATTTTTAGTAGAGATGGGGTTTCGCCATGTA
-GGTCAGGCTGGTCTCGAACTCCTGATCTCAAATGATCCTCCCGCCTCAGCCTCCCGAAAT
-GCCGGCATTACAGGCATGAGCCGCCTGGCCTGGATAGATGTTTATGATACACTGTTGCAT
-GAATGAAGCAGGTTACAAAACAGTGAAAGTATGGTGAGGCCTTTTCACCTTTGCTTTTTA
-TTGATGTGAAATTCATATAACATAAAACTAACCATTTTAAAGAATGAAATCCAGTGGCGT
-TTAGTTATTTACCACGTTGTCCAACCATCACCTCTGTGGAGTTCTGAAACATTGTCACCC
-CCAAAGGGGCTTGTGGCTCTGAAGCAATCACCCCCCACTCCCCCTCCCTGGCCCCCGGTA
-ACGGGGTCGGCTTCCTGTGCTGCGGCTCTACCAGTTCCGGTCGTTTCCCCTGCGGTGAAT
-GGAACCAACACTCTGCGGCCTTCGTGTCTGGCTCTTTCCACTTAGCATAACGTTTTCAAG
-GTTCTTTCACATGAATCAGTGCCTCAGTCCTTTTCATGGCTGCATAATATTCCGTTGTGT
-GGACATTCCACACTTTGTGTGTCCATCCATCACTGATGGACATGTGCTCCGTTCCTGCTA
-CTTGTTTATTGTAAACTGTGCTGCCATGGACATTTGTATGCAAGTATTTGAACACCTATT
-TTCAATTCTTTTGGACACATGCCTAGAAGTGGAACTGCTGGGTTCCCAATAATTCTGTTG
-AACGTTTTGAGCATCGCGGCGGCCGCACTGTTTTACATTCTCAACAGCAATGCATGTACC
-AGGATTCCAGTTCCTCTATGTATTCCCCAGTGCTTGTTACTGCCTTTATGTTTATTTTAT
-ATTATTTTTTGAGACTGTCTTGCTCTGCTGCCCAGGCTGGAGTGCATTGGTGCAATCTTG
-GCTCACCACAATCTCTGCCTCCTGGGTTCAAGGGATTCTCCCGCCTCAGCCTCCCAAGTA
-GCTGGGATTACAGGCGTGCACCACCACGCCCAGCTAATTTTTGTATTTTTAGTAGAGATG
-GGGTTTCTACTAAAAATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTTAGGTGATCCGC
-CCGCCTCAGCCTCCCAAAGTGTTGGGATTGCAGGCGTGAGCCACCGCACCCGGCCTGGCC
-TTTATTTTTATTATTACAGTCATACCAGCAGGAAATAGCATCTCACTGGGGTTTTGATTT
-GCATTTCCCCAATTAATAATGATGTTGAACATCACTTTACAGCCGTTTCTATGTCATTGG
-AGAAATGTCTATTGAAGTCTTTTGGCCATTTGAAAATTGAGTTGCCTTTTTTTTTTATTT
-TTATTTTTTATTGAGTTGTAAGAGTTCTCTATATGTCCTGGATGCTATGCCCTCATCAGA
-TAGATAATTTGCAAATATTTCTTCCCATTCTATGGATTGTCTTTTCACTTTCTCAATAGT
-GTCCCAGAGTTCATTTTTGTAGAAAATAAAAGATAGGTCTCTTTTATTAAAAAACAATCT
-GAGGCTCCGGGTGCAGTGGCTCACGCCTGTAATCCCAGCAGTTTCAGAGGCCGAGGCAGG
-TGGATCACTTGAGCCCAGGAGTTCGAGATCAGCCTGGGCGACATGGCGAGACCCCCATCT
-CTACTAAAAATACAAAAAATTAGCCGGGCCTGGTGGTGCACCCCTGTGGTCCCAGCTACG
-TGGGAGGCTGAGGTGAGAGGATCGCTTTAGCCTGGCAGGCGGAGGTTGCAATGAGATGAG
-ATCGTGCCTCTGCACTCCAGCCTGGGCGACAGAGTGAGAGACCCTGTCTCAAAAACACAA
-AAACAACAACAAAAAAACACCAATCTGAGCAAATACTGCCCTAAACCGAGTGTTGTTATC
-TCTGGGTAGTTTGGAGTTCTTGTTTCTCAATTAACCATGGGGATGTTTTCCAAGTTTACT
-AATTTTGCAAGTTGGTAAATGGAAAATGAAACCATTAGTCCATGTGATGACAGCTTTAGT
-GCATCCTGTGAAGGATCTGGAATGCGCGATATTTAGGTGTTTCCAGGGTGTTGGGTGGGG
-GTGGGGATGCCGTCCGCTGTCCGGAGTCCCCGCCACTTTTGCTTTTCCCTGTCTTTCGGT
-CATTCGGTTTTGTTTCTTCCGCTCACTCTGGGGCATGCCTCGGGAAAGGGAAACCGAAAC
-TGAAGCCAAATTTGGCCACCAGCGCAGGCTCGGCGGCACGCCCCCTGACGTGTGTGCCTC
-AGGCTTATAATAGGGCCGGTGCTGCCTGCCGAAGCCGGCGGCTGAGAGGCAGCGAACTCA
-TCTTTGCCAGTACAGGAGCTTGTGCCGTGGCCCACAGCCCACAGCCCACAGCCATGGTAA
-GGCAGATGTCACAGGTGGGGGGAGGTGGGCTCTGTGCCAGCCAATTTTCGTCTCCCTCCC
-CCAGCCAAGGTCTCCCAGGGGTGCAGGGAGAGCGGAGCTGCTCAGAGCTTGGCCAGGTTC
-TAAGTGTGCTCCTGAAAGCAGGTCACCCCTGAGATCCTCAGGGTGGGGCACAGAGGGGCA
-CCCTAGCAGGTAAAGGGAGGCCACGGGATGGCGGTGGGCAGCTGGCCTTCTAGTAACGAG
-CCCTCAGTGCCTTCTGTGCCTGGGGTCCCTGCCGGCGGGATGTAGAGGACAGACAGGAGG
-GAGCACTGTCCCTGGGTACAGGAGCTCGCCCTGCAGCCAGTGCCTTGTGTGTGGTGGGCC
-TGGGGCTGGCGCCGCAGTCTCTGAACCTGTGTGACGCCTGCAGGGCTGGGACCTGACGGT
-GAAGATGCTGGCGGGCAACGAATTCCAGGTGTCCCTGAGCAGCTCCATGTCGGTGTCAGA
-GCTGAAGGCGCAGATCACCCAGAAGATCGGCGTGCACGCCTTCCAGCAGCGTCTGGCTGT
-CCACCCGAGCGGTGTGGCGCTGCAGGACAGGGTCCCCCTTGCCAGCCAGGGCCTGGGCCC
-CGGCAGCACGGTCCTGCTGGTGGTGGACAAATGCGACGAACCTCTGAGCATCCTGGTGAG
-GAATAACAAGGGCCGCAGCAGCACCTACGAGGTACGGCTGACGCAGACCGTGGCCCACCT
-GAAGCAGCAAGTGAGCGGGCTGGAGGGTGTGCAGGACGACCTGTTCTGGCTGACCTTCGA
-GGGGAAGCCCCTGGAGGACCAGCTCCCGCTGGGGGAGTACGGCCTCAAGCCCCTGAGCAC
-CGTGTTCATGAATCTGCGCCTGCGGGGAGGCGGCACAGAGCCTGGCGGGCGGAGCTAAGG
-GCCTCCACCAGCATCCGAGCAGGATCAAGGGCCGGAAATAAAGGCTGTTGTAAAGAGAAA
-TGGCCGCCTCTGTGTCTGTGCTTGCCCCTCCTCCAGCGTCCGCCTCAGACCCCTGGTGAT
-GGGGCGGGAGAAGTCAGGAGGGAGAACCCAGGGTCCATCCTGGTGACCAGGCCTGGGCTG
-CCAAGTGAAGGGATAAGGGTTTGCAGTTACAGCTTCGAGGGATCAAAATAGGGAGCCCCC
-CACCCCGAAACTGAAGTAAGACAGCTCTCCCCACCCTTTGGGAAATTAACTTCTAGGAAA
-AGAAAAAGAGACACAGTTGCTGGAGCCCATCCTGCCTGTCCTCCATCTGGGACAGCAGAC
-GGCTTAGGCAGGGACCCGCCTGATCAGATCAAAAGGGGAGGCTCCCAGTGGGCCCCTGGG
-AGCAGTAAGGGGTGAGTCCTTGGGGCCTGCCCGGTGGGCTGTGAGGCAGGCTCTCCATAG
-GAACTGGGGGCTGGGGACCTCAGCCGTCCCTAGCCCAGCCTACACAGCCTGCTCCACCTG
-CCTGGGCTGGGCTAGGGAGGGGTAGAGACAGGTCCTGAGCACTCACATCACCACTGGGGC
-CAGCTGCAGAAGACAGCCTGGGTGGCTAAGTACACCCCCTCAAGGCTGTGCGTGAAGGAG
-GGGCCGTGGCCAGCAGTGGAGGGCACCTGGAGTTGGGGCTGACACCGTCCAGGAAGCAGA
-GCTTGTCCCAGGTGGGGGGCCCCCAATTCAGTACAAGCTACAAGCTACACCCCTTCCCCC
-ACCCATGCACCCTTCTCTGTCTCTCCTATTCCAATTTGCTAAATGAGTCTCCTAGAAGCC
-AGCTGTTGGCCGGGAAGCAGGGAGGACGGGGCACGGATGTCGGCTGGGATGCAGCGAGGA
-CGGGGCACAGAGGGACATGCAGAGTCCGGACTCTGGGCACTTGGGCCTCAGCTTTCAGAG
-CCCTCGGGAGGATCCGGCTGGAGACACAGAGTCCCCCCTGGTCTGTGGGGGTCCATATCC
-AGGTGGGGAGACCCCCATCTGGCTGCACCAGGACCACTGTGTGTGCCCGCATGTGCCCAG
-CAGGGGGTGTCCTGGCTCCAGCCTTGTGTCCGGGTCCCCACCTCACCCCTGTGTCACAAT
-GGGCGAGTGAAGCACTTAGCCAGGGGCCTTTCCTGAACCCCCAACGGGGGCAGGGCAGGG
-CAGGGCCTCCTTTGTGGCTTCTGGCTCAGAGATCTGTAGCTAGCCTGGGGTGAGAGGGGC
-ACCACAGGCCCAGTCCTTTTTATTATTATTTTTTTTGACACGGAGTCTCGCTTTGTCGCC
-CAGGCTGGAGTGCAGTGGCGCGATCTCTGCTCACTGCAAGCTCCACCTCCCGGGTTCACG
-CCATTCTCCTGCCTCAGCCTCCCGAGTAGCTGGGACTACAGGCGCCCGCCACCACGCCCG
-GCTAATTTTTTTTTGTATTTTCAGTAGAGGCGGGGTTTCACCGTGTTAGCCAGGATGGTC
-TCGATCTCCTGACCTCGTGATCCGCCCATCTCGGCCTCCCAAAGTGCTGGGATTACAGGC
-GTGAGCCACCGCACCCGTGCTTTTTTTTTTTTTTTTGAGATAGAGTCTCACTCTGTCGCT
-CAGGCTGGAGTGCAGTGGCGCCATCTCGGTTCACTGCAACCTCCACCTCCCGGGTTCAAG
-CAATTCTCCTGCCTCAGCCTCCCAAGTAGTTGGGATTAATGGTGCCCGCCACCTCACCCA
-GCTAACTTTTTTTTGTGTTTTTAGTAGAGACAGCGTTTCACTGTATTGGCCAGGCTAGTC
-TCGAATTCCTGACCTCATGATCCGCCCGCTTCAGCCTTCCAAAGTGCTAGGGTTACAAGT
-GTGAGCCCCCGCACCCGGCCTAATTTTTGTATTTTTAGTAGAGATGGGGTTTCATCATGT
-TGGCCAGGCTGGTCTTGAACTCCTGGCCTCAAGTGGTCCGCCTGCCTCGGGCTCCCAAAA
-TGCTGGGATTACAGGTGTGAACCACTGGGCCTGACTGACCCAGTCCTTTTTTTAAAAAAA
-TTACTTACTTTTCCCAGGGTCATACTCTCAGCTAGGCTGGAGTGCAGTGGCACAATCACC
-GCTCACCGCAGCCTCCACCTCCCACACTCAAGTGATCCTCCCGCCTCAGCCTCCCGAGGA
-GCTGGGATTACAGGTGCGTGTCACCACACCTGGCTAATTTTGTATTTGTTTTGTTTTGTG
-TTTCTTTGAGATGGAGTTTCGCTCTGTCGCCCAGGCTGGAGTGCAGTGGTGTGATCTCGG
-CTCACTGCAAGCTCCACCTCCTGAGTTCAAGCGATTCTCCTGCCTCAGCCTCCTGACTGG
-CTGGGATTACAGGTGCGTGTCACCCGGCTAATTTTTTAGTAGAGGCAGTTTCACCATGTT
-GGTCAGGCTGGTCCCGAACTCCTGACCTTGTGATCCACTCCCCCCTTGGCTGCCCAAAGT
-GCTGGGATCACAAGCGTGAGTTACCGTGCCCTGTCTGTATTTATAGTAGAGACAGAGTTT
-CACCATGTTGGCCAGGCTGGTCTCGAACTACTGACCTCAAGTGATCCGCCCACCTCGGCC
-TCCCAAAGTGCTGGGATTACAGGCCTGAGCCACCACGCCCGGCCCGTCGACTAATTTTTT
-TTTTTTGAAACAGTCTCGCTCTGTCACCCAGGCTGGAGTGCAGTTGCACTGTGTCCAGAA
-TTGGTGGGTTCTTGGTCTCACTGACTTCAAGAATGAAGCCACGGACCCTCGCGGTGAGTG
-TTACAGCTCTTAAGTCGGCGCGTCTTCAGTTCGTTCCTTCTGATGTTCGGATATGTTCGG
-AGTTTCTTCCTTCTGGTGGGTTCGTGGTCTCGCTGGCTCAGGAGTGAAGCTGCAGACCTT
-GGCGGCGAGTGTTACAGCTCTTAAGGCAGCGCGTCTGGATTTTTTGTTCCTCCCGGTGGG
-CTCGTGGTCTCGCTGGTTTCAGGAGTGAAGCTGCAGACCTTGGCGGTGAGTGTTACAGCT
-CATAAAAGCAGTGTGAACCCAAAAAGTGAGCAGTAGCAAGATTTATTGCAAAGAGCGAAA
-GAACAAAGCCTCCACTGTGTGGAAGGGGACCTGACCGGGTTGCCACTGCTAGCACCGGCA
-GCCTGCTTTTATTCTCTTATCTGGCCCCACCCACATCCTGCTGATGGGTAGAGCCTAGTG
-GTCTGTTTTGACAGGGCGCTGATTGGTGCATTTACAATCCCTGAGCTAGACACAAAGGTT
-CTCCACGTCCCCACCAGATTAGTTAGATACAGAGTATCCACACAAAGGTTCTCCAAGGCC
-CCACCAGAGTAGCTAGATACAGAGTCCACTGGCACATTCACAAACCCTGAGCTAGACACA
-GGGCGCTGATTGGTGTATTTACAAACCTTGAGCTAGATACAGAGTGCCGATTGGTGTATT
-TACAATCCCTGAGCTAGACATAAATGTTCTCCAAGGTCTCACCAGAGTAGCTAGATACAG
-AGTGTCCACTGGCGCATTCACAAACCCTGAGCTAGACACAGGGTGCTGATTGGTGTATTT
-ACAAACCTTGAGCTAGATACAGAGTGCCGATTGGTGTATTTACAATCCCTGAGCTAGACA
-TAAAGGTTCTCCAAGGCCCCACCAGAGTAGCTAGATACAGAGTGTCTGTCTATTGGTGCA
-TTCACAGACTCTGAGCTAGACACAGGGTGCTGATTGGTGTATTTACAATCCCTGAGCTAG
-ACATAAAGGTTCTCCACGTCTCCACCACTCAGGAGCCCAGCTGGCTTCACCCAGTGGATC
-CCGCACTGGGGCTGCAAGTGGAGCTGCCTGCCAGTCCTGCGCTGTGCACCCGCACTCCTC
-AGCCCTTGGGTGGTCATGGGACTAGGCACGGTGGAGCAGGGGGCAGCGCTCATCGGGGAG
-GCTTGGGCCGCACAGGAGCCCACGGAGGGGGTGGGAGGCTCAGGCATGGTGGGCTGCAGG
-TCCCCAGCTCTGCCCCGCCGGAAGGCAGCTAAGGCCTGGCGAGTAATCGAGTGCAGCGCC
-AGTGGGCTGGCACTGCTGGGGGACCCACTACACCCTCCGCAGCCGCTGGCCCGGGTGCTA
-AGCCCCTCATTGCTCCGGGCCGGCAGGGCCGGCCGGCTGCTCCAAGTGCGGGGCCCACCA
-AGCCCACGCCCACTCGGAACTCCAGCTGGCCCGCAAGAGCCGCGCGCAGCCCCGGTTCCC
-GCTCATGCCTCTCCCTCCACACCTCCCTGCAAGCTGAGGGAGCCGGCTCCCGCCTTGGCC
-AGCCCAGAAAGGGGCTCCCACAGTGCAGCGGTGGGCTGAAGGGCTCCTCAAGTGCCACCA
-AAGTGGGAGCCCAGGCAGAGGAGGCGTGAAGACCGAGAGAGGGCTGTGAGGACTGCCAGC
-ACGCTGTCACCTCTCAGCACCATCTCAGCTCACTGCAACCTCCGCCTCCTGGGTTCAAGC
-GATTCTCCTGCCTCAGCCTCCCAAGTAGCTAGGACTACAGGCGCCTGCCACCACACCGGC
-CAATTTTTGTATTTTTAGTAGAGACGGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAAC
-TCCTGACCTCCCGTGATCCACCTGCCTCAGCCTCCCAAAGTGCTGGGATTACAGGCGTGA
-GCCACTGCGCCCGGCCCATCCAGCTAATTTTTAATTTTTTTGAGAGATGGGGTCTTGCTA
-TTTTGCCCAGGCTAGTCTCGAACACCCGGTGTCAAGAGATCTTGCTGCCTCCGCCTCCCA
-GAGTGCTGGGATGACAGGCGTGAGTCACCACGCCCAGCCTAGACACAGTTCTGAAGGGAC
-AAAGGGGGCCTCCGCTCCCTCCTTTCAATCTTCAGCTAGGCCAGGCTCCCACTTGGGTCC
-TCCAGCCCTCAGTTTCCCCCTGCACCCAGCCAGGCCAAGCTGCAGAGGCGCCCGGCCCAG
-AGCTGGGAAGGGGCGTGGCGGGACCCGCGCTTGCAGCCGCGGGACGGAAGGGGGCGCGAA
-CCTCCCCGCGGCGGGGCCTGGGGGGGCGGGGCCGGGAGGGGCGGGGCCGCGCCCCGTGCT
-GGCCAATCAGCGCCCGCCCCGGCACCGGGACCCGCCTCCGCGCCGCAGCTCCCGGGGGGT
-CCGGCCCGGCCGAGCCTCGGTGTCCGGCCCCGCGGGGGAGGGGCGCGGCCTGCGGAGCGG
-GATCGGGGCCGGGTCTGGGGCCCCTCCCGGCGGCCTTCGAGCCCTGCCGCCCGGCTCCGC
-GCCGCCCGGAGCCCCTCGGCAGTCCCGTCACGTCTCCTCCAGATTAGGCATTAACTCGGG
-TGCAGCCGCACTTCCGGGGGGCCGCGGCGGGGGAGGGGCGCCTGCGGGATCCAGACCCGC
-CCCCCACTCTCCTCTCCCCGCCCCCTCCCGGGCCGCCCCTTTCCCGCCCCACGGCCGCGC
-CGGGCGCTGCGTCCCGGGGCTTTGTTCGCGGCGGCGCGGGTCGCCGGCCTCCGGGCGGGC
-CGGGGGAGGGAGGAGGGAGGGGGCGGGAGGGGGAAGGAAGGAGGAGGGGGAGGAGGAGGG
-CGCGGGGAGGGGGTAGGGGGGCGGGGAGGAGAGAGGGGGAGGGGCGCCGCCCTGGCCCCG
-CCCCCCCCCGCCCGCCCGCCCGCGCTCCGCCGCCTCCGGAGCTGCGTCCCGTCCTGTCCA
-GTCCCGTCCCCGGCGCGGCCCGCGCGCTCCTCCGCCGCCTCTCGCCTGCGCCATGGCCGG
-CCGGTCCCACCCGGGCCCGCTGCGGCCGCTGCTGCCGCTCCTTGTGGTGGCCGCGTGCGT
-CCTGCCCGGAGCCGGCGGGACATGCCCGGAGCGCGCGCTGGAGCGGCGCGAGGAGGAGGC
-GAACGTGGTGCTCACCGGGACGGTGGAGGAGATCCTCAACGTGGACCCGGTGCAGCACAC
-GTACTCCTGCAAGGTGCGCCCACCCGGACCCCGGCCTCCCCTCGCGACGCCTGCCGCCCC
-GCCGGGACCCCCGCCCCAGGCCGTGGGAACCAGCCCCGGTCGCTCCGCAGCCCCCGCTCC
-GGCTCCCTTGGCGACCGCCAAGCCCCGGGAGGGGGGGTCGCCGGGTCCCGGGAAACTCGC
-GGGCGCCGGGGAAAGTTGCTGCGCCGCCGCCGTCCTCCGCCCGCCGCCGCCTCCCTCCTC
-GCGGAGACAAGTGCACCTCGCCCACGGACTGCGGCTGCCGCGCGCCCTCCCTACCGGCCG
-AGAAGGAGAGGGGCCTGGGGAGGGGGGGCCTTTGCCCGGGCGGGGAGCGGGGGCTGGGCC
-TGGGATCCGCTTGTTCCCCTCCCCAGAGGCCTTTCCCGGGGCGAGAGGGGTTGGTCAGGA
-GAGAAAAAGGGGCGCACAGCCTGAGCTCCCAACCCCGGGAGCCAGGTGGGGGGTGCCGCA
-GTGGTGCGGGGGGGGGGCGTGCAGGAGCAGAGAGGTGGGCGGGGCCGTCACCGGGCCTCG
-TGTGCTTGGGGGCAGGGCCGGTGCCCCATCGCGCTCCTGCGGGAACCGGGGCTCCCCACC
-CCGGGGAGGGGAAGTTTCCCTGGTTTCTCCTTCAGGTGCTTCTGGGAGCCCCCGGGGTAG
-GTACGCTGGGACCCCCACCATCTTCTCCTAGTAGGGGCTCGGGGGACCCAGAGCCGGCGC
-CCGTGTACCCCCAAAACCATCTCCTGGGACCAGAAATCCACTCATTTCCCTCCACGGAGG
-TGGAGAAGGTGGCAGCTTCTTTCAGACTGGCCGGTGCGGGCTACAGCTGGGCTCCCCCGC
-CGGCCCAGTCTCCTCCACAGCGGCCAGGGCACTTTGCCAGGCCCCTGCAGGATTTTCCCG
-ACTTCCTCCCCGCTGCTCCTGGGTGTGGCTGGGGTGGGGGAAGGCGATGAAAGCCACCAG
-GCCCTCCCCCTGCCTGGGTCATCTGCCTCCTGGAGCCTACTGTTGGGGGGCGTGGAAGAG
-GCTCTGCCTGCGCAACTGGAGGGGGTCCCTGCGGATGCCGCAGTCCTGAGGCTCCCAGCA
-GGGGCTGCGCAGTGGACAGGCCAACCATTGTCTCTCCCCCCATCCGGCAGCCCCAGCCCC
-CCAGATCTGAGGAAGGGGCTGCTTCTCCCGGCTTTGTTCTCAGGGGAGTGCGTGAGTGCG
-TGGGTCCCTGTCCCCGTGAGGGCCGCCAGGTCGGCTGTAGCCTTTACCACAGGCCACCGT
-CAGAGCAGCTGCCCTCAGGGCCCCAGGAGCTGAGAAGGTGGAGGGTGGGGCACCCTGCAC
-TGCCCAAACTTGATTTCGTGGTTCACAGGCTGCCCTGAGTGCACAGACTGTAGAAGCCCG
-AGGAAGGGGCGTCTCAGCCCAGCCACAGGGCCAAGCTGGCCCCTTACCCCAACGCCCCAT
-CCCCCTCCTCCACTGCCCAAGCTTGCTGGGAGGTGGGCCCTGAGCACTGGGCAGGTGGGG
-AGAAGTGTGGAAGGCAGGCACCCCAAGCCAGGTGGGCCCCCTTCCCAAATTCGGCCTTAG
-CTGATAGGGACGTTATTGGAGCTGGGGTGGCTGAAGTTGGTTAGACCTGGGGGAGGGGAT
-GTGTTCACAGGTGACGCATCTCTGAGCGTTCCCGCATGGGCTGTGGTGGCCAGTGTGGGC
-TTCCCCCAGCTTCCGCCCAGCGGGCTGACTCAGAGGTCTCCCCACATCTCTGCCCAGGGC
-TTGAGTCTACTGTGGACATTTGCCCTAAACACCTAAAGCCCCCAGTCTAGCCCCTTCCCC
-AGGAGAGGACTAATGACACCTACCGCCATGTCCACCCCAGGTTCGGGTCTGGCGGTACTT
-GAAGGGCAAAGACCTGGTGGCCCGGGAGAGCCTGCTGGACGGCGGCAACAAGGTGGTGAT
-CAGCGGCTTTGGAGACCCCCTCATCTGTGACAACCAGGTGTCCACTGGGGACACCAGGAT
-CTTCTTTGTGAACCCTGCACCCCCATACCTGTGGCCAGCCCACAAGAACGAGCTGATGCT
-CAACTCCAGCCTCATGCGGATCACCCTGCGGAACCTGGAGGAGGTGGAGTTCTGTGTGGA
-AGGTGCGTGGTGGGGGGCTCGTGTGGGGGCCTGTGGGGGTCAGGGCAGTGGCCAAGGGGG
-ACAGGTTGCAGGGGTCGCTGTGCGGGGTCCTTTCGTGCTGTGCCGGAGGCTGCAGCACAC
-GGTGTCTTGTGGTCCAACCTCATTCTCTGCTTCTCCGTCCCTGGCTCCCCAGCTGCATCT
-CCAAGCCCTCACATTAGACATCTTTGGCCCTGGGGCCCAAGGCAAGTCCCAGCCCTGCAA
-ACAGATGGCCTCCTGCCTCCTCCCCTCCTCCCAGCTCTCCATACTTCCTTCTGGAGGCCC
-CTTCTAGGGAGAAGCTGGACAGGTGAATGTCCCCAGCTGTTCAAGCCCCTGTGTTAGCCC
-AGACCTCCGTCTAGACGGGCCCGCGTGTCGAGCACTCCTCGCCGTGGAGATCGGGCGGGA
-GGGCGAGGCTGTGCGGCGAGGGCTTCTGCGGATGTGGAGGGTGTGGCATTTGCCATCGTG
-AGGTCTTGCTTGCTGTTCCCATGGCTCTGCCGAAGGGCCGAGGAGTGGCCCTCCCTGACC
-CCAGCCTGGTGGGGGCAGAAATCCCATGGCAGCCCCCGCAGGACAAGTCCCAGTTGGGGA
-CTGAGATCGTTGGCTGGGGAATGTGGCAGGGAAAATATAGGAGGTCCCTGTCGCCCCCAC
-ATCCTGTCTGCTCCCTCATGGCTGCCTGGGAAGGGATGTGTCGGTGGGGGGGTCTGGAGA
-GTGCTTCCTCCTCAAGGCAACGGTAAGGGTCCTGACTTCCCGTCTCTCCGATCTGCTCCG
-TTGGCCGGCAGGAAACTTTGCTGCCCTGACACTAGCCTGGCTCTTGAGGGGTCCTTGTGG
-GGTCCTGGACTGTCCACTGCTCTTGCCTTCTCTGTGCATGCCTGGGGGCTATGCAGGGGG
-AGGGGCAGCACCCAAAATAAGGAACGCTGCGGCCTTTTCCCCAGCCTGTGGTCAGTGGTC
-CCCAAGCTGCCTTCAGGGTCCAGGGCCTCAGTGCAGCACAGAGGAGGGTCCCCTGGGTCC
-CCCACTGGGAGGACATGATAACCTTGGTCCTCTTCTGGGCACTCATGGTCTGGGGAAAAG
-ATGGGGGCATCGTGGACTCAGGATAGGCTGTCAGGAGCTGAGGAGGGGCTGGAGAAGGGG
-GTTAGGGCGAGGAGAGGTTCCTGTCCCTGCAAGATCAGGAGAGGGGGTCACTAACCCCAC
-AGCCAGGTGGGTCCAGCCCGAGAGTCCGTGACTTAGTAGCTGAGGACTTGCTCTAGGGTC
-AGAGGGCACATGGCAGGAGAGTCACCCCGGCTGAACGAGGCTCTGCATCTTACCGAAGCC
-GCTCTACGGGTGCCAGGCACTGGCTCTGGAGCGAGTGCCCAGGCGGAGCAGAGCGCTGGG
-AGGAGGGTCCGTGGGGAGCCCCTGCCAGGTGGGTGTGGCTTAGCCCAGCTGTGGGCAGTC
-GCACTCAGGGACGAGCTCCAGGTGGGGAGCCTGGGACCCACAGCCAGTATGCAGCTTGGG
-GAGCACCCGGGAGGGGCTGTGGCCACCGGACCCCCTGGGGTGGGGCTGGCCAGGGGAGGG
-TTAGCCAGGGAGGACTGTCATGGGAGGGGCCTTGCAGGTGAGCCAGGGGCCAAGGGGAGC
-CTCAGGAGGGAAACAGCATGAGGAGTGGGGGAGCCCAGGAGCTTCCGGTGGGACATGTGG
-AGCTCTGCTGTGGAAGTAGACCAGGGATATCTCGGGTGGCTGGGGTCCCTGGCTGCCGGG
-ACAGGGTAAATGCCTCCCAGAAGCCTGGGGTGAGCCCTGAGGGACAAGGTCTCTGGAGCC
-AGTCTGGCTGGAGAAGGGACAATTCTGTGTGCCCACCCCTCCCCTCACACTGGGTGGTGT
-GGGAGGTGGGTCCATCTCCTGCTCTGTAGGAGATAAGGACATTGAACCCCACCCTGGGCC
-CTCTGGTAGCCAAGGCCTCACCCTAGTGAGGGGGATGGATGGAGGGAGCTTGAGCCTAGC
-TGACCTCTCCCCATCTGACTCCGACCCCACCTCCCAGGGCACAGGATGGCGTCTGGGCAG
-CCCCTAGTCTTCAGAAGCTACCCCTGAGACCACAGGGTCCCACCTTGTATGGGAACCCCA
-TCCTGGAGACAAAGGCCCCTCCGAGCTCCCCAGGTCGGGGAGGGCCACGCCCCTCACCAC
-CCCTGCCCGGACACCGCCTGAGGTGCACCTGCTGCTGGGCCACACCTGGACTCAGCTCTA
-CTGAGGACTTCCTTTCCTCAGTTTCTCACCTGGCCCTGCCAGATCTTCCTGGCCCTGCCC
-AGCCAAGGCCCCTCCCCCAGTCAACAACCCTCAGAAAGGCTCCTCCCCCCTTCTCTGCCT
-AGGGAGCCACATTCCTGGCATAACTAAGACAGGTATGTGTCCCTCCCTCTGCGCCACCTT
-TGGGCGGGGGAGGCCCGCTGCTCCCTCCGGAAGGAGACCCCCGCCCCTGCTTTGTCAGGG
-AAGTGGCCTGGCCTCCGCAGTGCCAGCTGCCCAGGGCTGGCGGCTGAGCGGGCGACTCCT
-CCGGCCCTCGCCACCCTGTCCTGTCTGGGCACTGCCCATGCCCTCCCAGCCCACCTCACA
-AAGGCTGGTCCTAGAGCCTCCCTGAAGCCCCCAGGAGGGACTCCTGGCTGAGGGCCGGCC
-AGGCCGCCCGGGGCCCATCCCTCCCTGCTAGGAGCCAGGAGCAGAGAAAGGGAGTGTTGT
-CTGCCCCTGCCGGGGCCTGGCACAGGGACAGGGCAGGGGGCCAGGGTCAGAGTGAGTCTG
-GCGCCTTCCCAGCCCGGCCCTGCCCAGCTCTGAAGCCCGGGGTCCCGGCGGCCTAGTCCC
-GGGCCCGCCTGTATTCCGGCGTGTGCACCCTCCCTTCCTCCCTGCCTGGCCAGCTGCCTA
-GGCCTCAGGACGGCAGTCCTAGGGGAAGCCCAGAGTCCCACGGCACCGGGGACAGCATCG
-GTGCTGGGGTTGAGGGGCCCGACAGCCCCAGACCAGGCTCCCCTCAGTGTGGGGCAGTCT
-AGGAGTTGGGGGAGGTTTCTGGGATGCAGGAGGACCTCCCATAGGGCTGGGGCCAGCCCC
-CTCTCCTGCCCAGGGCTCAGCTCCTGCCCCCAACTCCTCCGCATTCCTGCCACCCTCTCC
-TGCCCCCTCCTGACTCCAGGTTCTCATCCTGCCCCCTGGTTCCCCCACCCCCACCCCATG
-AGCCCCTCTCTGGCCCTCCCCCAGGCAGGTCTGGGCTCGAGGCTGCTGCCCCAATCTCCC
-TCCTGCAGCTGGGAGGGGGTCTGCCGGGTGGGAGGGCGGAGGGCCTACCTCTGTCCCTCC
-CCACTCACCTCTGTGTCTCCCCACCCAGGGGCTCCTGGTAGGAAGTTGGGGCCCCACCTC
-TGTTTCTCCTGGAGCTGGGAGGGGGGTCTGCCGGGTGAAGGGCCCACCTCTGTCCATCCC
-AACCCCGGGGCTCCTGGTGGGAAGTCGGGGCTCGGTGCTTCCCGCCTGCGTGAATGGACT
-TGTCCCGTCTTTGACTTCTCCTGGGCTTGCCCCTGCCTTGGCCTGGGGGGGGGCTTTGCT
-GGCTGAAACCAAAGGGAGTGAGGTGGTGGGAGGGGTAGGGGAATCGGGTTGGTCAGTTCT
-GTGGAGATGACCTCTTTGAGAGGGCCGGGCTGAGCTGGTGGAAGGAACTCTTGGCTTTTT
-CCAGACCCCACCCCACTCCCTCACTCCCCACCCAGAGAACAGCCCTGGCTCCATTGTTCC
-TGCAGACTAGAGAGGGAAGGTTGTTTTGGAACTGGGCTCGCTCCCGCTTGTCCACACTGG
-CCGCTCTGGTGGGGCCTCTGTGGGTGGTGGTGGGGATGGCACCTGCTGCAGCCTCCAGGC
-CAAGGTAGGGGAGAAGGAGGTTAGGGTGAGGACAGGTTCCTGTCCCTGCAAGATCAGGAG
-AGGGAATCATTAGCCCCACAGCCTGCAGAAGGCGGGATGGGGCTGCTCCAGGGAAGGGGG
-TGCCCGTGCCTCGGGGCCACAGGTCCGGCCAGAGGTCATTCCAGCCAGGCCCATGCAGCT
-TCCTTCCTGAAGGGCTGACTCTGCCCCCATCACTGCAGGAGGGTGGAAAACAACTGCAGA
-AGCAGACGCCCCACGCCCAGGGCTTTGCTTCCACCTGTGGGACCCAGGTCCACAGCCCCA
-CCAGCGGCCTGGGTGGGGCAGGAACGGACCCCCTCCCTGCAGTCCTGGTTCTGGCACCCC
-CTCCCCACTTGGACTGGGCTCCCCAGGGCCCCCGAAGCCCAGCGGGGCTGGGGCTGCAGA
-CGGAAACACCGTGGTGGCCTGCCCACCTCAGGATGGAACCCCGGGGTCCCAGGAGGTGCC
-TGCCCCTCAGAGATGAGAAAAAGGAAGTGCAGGGCTGAGATATCACCCCATGGACAGTCG
-CCCGCTGGAGGAGGAGGCTCTGTACCCCTGCACCTCCTGCCTGCTGGGTGAGCTGCTGGG
-AGCTGCACTGGGGCTCAGAGCAGTCCTGTGCGCCCCTCAGGCTGTGGCAAGATTGTGGCT
-GGGATCTAGGGAATGAGGCAGGTCTCTAGCGGAGCCTGCAGCACTGAGGGAAGCCCCCCC
-GAAGGGGCCTCTCCCCCCAGCACAGATCCTGGGAACTTCCTCTGAGGAAGGCCCCCTGCC
-AGGGGCAGCTCACAGCAGGACCTGGGAAAGGGAGACGGCCCCTCCCAGCCCCCTCCTCCT
-GCAGTCCCCCCACGGAGCAGAGGCGTGGGAGAAGGGGCGTGCTGTGTCCTACAGGCAGCC
-GGCTGTTTCCAGCTGTGTGGCCTGCGTGTGTGCATGTGTTTGTGTGTGTGTGTACACGCA
-TGTGTGTGCACGTGCCTGCAGCCTCAGATGTACCAGCCTGTGCACTTCAGAATTCTGCCT
-GGAGCCTCCACTAGTGGGCCATGGTTCTTACCACCCTATGTCCCTGGGTTCAGCCCGGGC
-TGGTGCTGCAGGTGTGAGGCTGGTGGTGGGTGACCCTGGCCTGTCCAGGGGGCCTCGGAG
-CTGGGCTCTTCCTCTGTCCTCGTGCACGTGTCTCGCCTCAGCTTGCTGTTGGTTGTCCAC
-TCTCCTGCCCCCTGCTCACTGCGTCCAGCACGCTGCCCCGTGTCTGGCAAAGGGCCCAGG
-ACCTTCTGCAGGTGCTGCCTCTGAGATGACCAGTGTGGTTTCTGAAGGTTTGAGATGAAG
-GCATGCTGGGTCCCTTGGGGCGGCAGTGAGGACAGGAGAGGGTCCTGGGTCACAGTCCCT
-CACATGCCTGCGGGACCTCGAGACTGACACAGATGCCCACCCCTGCCCAGATGGGACTCT
-GTCTGGGGGCAGCAGGGCAGTCTGGGAGTCAGACCAGGCCTGGTCAGGGTGGGAGCGGGG
-GTCTGTCGCTGGCCTGAGCCTCCCTGCCCCGCCGTTTGGCAGCCACCTTGGCCACCCTCA
-CACTGGGCCCTAGGAGAAGCAAGCCCCTGCGTGTCCGCAGGTGGGAGGCTCCCACGCACC
-CCCCGCTGGAGAAGCACAAGCACAAACACCGGCCCACGGCCGCCCCGGCCCACAGCAGCT
-GGTGGGGAGGGGCTGTGCCCCCTTCTCTCCCCAGGGGAGGCTGGGGTGTGAGCAGGGCTC
-ACCATGACCTTCACTGATTTCATCATCAGTGCCTTCCCCATTCACACACTCACGGTTGGC
-ACCTCCACGGGGCTTCCCAGGGAAGCCGGGAAGGAGCTGTGCATTGAGGGGTGAAAGCCC
-GTGCAGAGAACCGTGGGAGAAAGAGGCTGTGGACACGGGGCGGAAGAGAGGGCTGGGGCG
-CAGTCGTCAGCTGCCGTGACCCCACAGCTGGGAGCAAGCTGATTCCTGCCTCGGAGCTGC
-CGTCTCCCCTGCTGGCCGTTCTCTCTCCCGTGGGGAAACGCCCCCCCCCCCCCCCCGCCC
-TGCACCTGGCTGGCGGCACCTGTGGGCACTGACCACTCCACGCCAGCTGTTTTCCTTGGT
-TGGGGTTGGGGGCACCGAGCGTTTGGGTGGACCGGAAGTCAGCGTCTGCATTCGAGCCTG
-TGTGCGGTGCATGGGCCAAGGGCGCCCACACCCACGCCACCCTTTCCGAAGGAACCGAGC
-CCCAGCCCCTCATGGGCCAAGGGCACCCACAGCCACGCCACCCTTTCCGAAGGAACCGAG
-CCCCAGCCCCTCGTGGGCCAAGGGCGCCCACAGCCACGCCACCCTCTCCCAAGGAACCGA
-GCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACAGCCACGCCACCCTCTCCCAAGGAACCG
-AGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACACCCACGCCACCCTCTCCGAAGGAACC
-GAGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACACCCACGCCACCCTTTCCGAAGGAAC
-CGAGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACAGCCACGCCACCCTTTCCGAAGGAA
-CCGAGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACACCCACGCCACCCTTTCCGAAGGA
-ACCGAGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACAGCCACGCCACCCTCTCCCAAGG
-AACCGAGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACACCCACGCCACCCTCTCCCAAG
-GAACCGAGCCCCAGCCCCTCGTGGGCCAAGGGCGCCCACAGCCACGCCACCCTTTCCGAA
-GGAACCGAGCCCCAGCCCCTCTGGGGCCTGCCAATTGCCAGAGAGCCCCAGTGCTCCACC
-CACTCCAGGCCCCAACCCCCACCTTCTGAGGGCAGGATAAGTACCTGCGGGTGCCCAACC
-AGAGTGTGCCTGTGTCCACACGGGAACATATGGGTGGGAGGTGAGGAGAACGTGCCTTCC
-CAGTGTATGGGTGGGGGTTGAGGGACAAAATTAATGTTGCACAAAGATATGGGGGATGCC
-CAATATCTATGCAGGCAGGTGGGGGGATCAGTGTCTATGCAGGCAGGTGGGGGGGACATC
-AGTGTCTATGCAGGCAGGTAGGGGGAGGGGGACATCCCGTGTCTATGAGGGCAGGTGGAG
-GGAGAGAATTGAGGCTGGGGCTGGGGTCAGCAGTGGGGCTGAATGGGGCAGAGTGGGGGT
-CAAGGAGCAGGGGTGGTGCTGGGCAGGCCAGGAATACCCATTGTGTGGCCGTGTGTGTGT
-GTGCAGTGCATGGTGCTGTGAGATCAGCATGTGTGTGTGTGTGTGCAGTGCATGGTGCTG
-TGAGATCAGCATGTGTGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCATGTGTGTGTG
-CAGTGCATGGTGCTGTGAGATCAGCGTGTGTGTGTGCAGTGCATGGTGCTGTGAGTGTGA
-GATCGTGTGTGTGTATGCAGTGCATGGTGCTGTGTGAGATCAGCGTGTGTGTGTGTGCAG
-TGCATGGTGCTGTGAGATCAGCATGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGTGT
-GTGTGTGTGTGCAGTGCATGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGTGCAGCGCA
-TGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCA
-GCATGTGTGTGTGCAGTGCATGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGTGCAGTG
-CCTGGTGCTGTGAGATCAGCATGTGTGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCA
-GCATGTGTGTGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGCATGTGTGTGTGCAG
-TGCATGGTGCTGTGAGATCAGCGCGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGC
-GTGTGTGTGTGTGCAGTGCATGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGCAGTGCA
-TGGTGCTGTGAGATCAGCGTGTGTGTGTGCAGCGCATGGTGCTGTGTGAGATCAGCATGT
-GTGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGCGTGTGTGTGTGTGCAGTGCATG
-GTGCTGTGTGAGATCAGCATGTGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGCGTGT
-GTGTGCAGCGCATGGTGCTGTGTGAGATCAGCGTGTGTGTGTGCAGCGCATGGTGCTGAG
-AGATCAGCATGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGCGTGTGTGTGTGTGCAG
-TGCATGGTGCTGAGTGTGAGATCAGCATGTGTGTGTGTGCAGTGCATGGTGCTGTGAGAT
-CAGTGTGTGTGTGTGCAGTGCATGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGTGTGT
-GCAGCGCATGGTGCTGTGAGATCAGCATGTGTGTGTGTGTGTGTGTGCAGTGCATGGTGC
-TGTGAGATCAGCATGTGTGTGTGCAGTGCATGGTGCTGTGAGATCAGCGTGTGTGTGTGT
-GCAGTGCATGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGCAGTGCATGGTGCTGTGAG
-ATCAGCGTGTGTGTGTGTGCAGTGCATGGTGCTGTGTGAGATCAGCATGTGTGTGTGTGT
-GCAGTGCATGGTGCTGAGTGTGAGATCAGCATGTGTGTGTGCAGTGCATGGTGCTGTGAG
-TGTATCAGCATGTGTGTGTGTGCAGTGCATGGTGCTGTGAGTGTGATTGTGTGTGTGTGT
-GTGCGGTGCATGGTGCTGTGTGAGATGTGTGTGTGTGCAGTGCATGGTGCTGTGTGAGAT
-TGTGTGTGTGCAGTGCATGGTGCTGAGTGTGAGATCAGCATGTGTGTGTGCAGTGCATGG
-TGCTGTGAGTGTATCAGCATGTCTGTGTGTGTGCAGTGCATGGTGCTGAGTGTGAGATCA
-GCATGTGTGTGTATGTGTGTGCGGTGCATGGTGCTGTGAGTGTGAGATCAGGGACCAGGG
-GGCTAGTACTCTTTCCTGCACATGAGCCTGCGTGGGCTGGTCAGGGCTGAATGATTTTGT
-CTGAAGATCCCAAAATAGCTCATGTCGCCTGAGCTCCCTCCCTGGCTGGGCCTGGGGCCT
-CAATGGCCCTTTGTCTTTCTGAAGGCATCTGGGCCTCTGTGGGGGGCTCAGACACTGACT
-GGGGCTGGGTGGGGCCAGGCTGCCTGCCTGGTTCCCCTTCCCCTGGCCCAGCCCAAGGGG
-CCCTAAGCCTCATTCCAGTGTCGGCCTGGGGCAGCCAGGCCCCCCACGTGACTTTCAGCT
-TGTTGGGCCCCCTTTGCTGGCAGATCCCAGGGTCTCTCTGTGTGGGGGCAAACTTCCCAG
-GCAGTGTTTGAGGCCCCCTCTGCCAGCCCGTACCTGGGGCTCCCCCACCCCTCCCACATT
-GTGGTACCTGTCCTCCTCCTGCAGAGCCCGCCCAGAGATCCCATGGCTGAAGGTGGTGGC
-AGCAGGCGGGCTGGCGCGTGACCTGGTAGCACGGCCTGGGTTTGACCCTGGCACTGCCCC
-TGGGACTCAGAGCTGGGAGGTGAGAAATGGGGAATGCATGTGAACCACCTGCCTCTGCAC
-ACAGCAAGTCCTGTTCTGGGTTTTCTCATCCCTGGGTCACACCCTGCGCTGGGGAGATAA
-AAAGTCAGACCCTGCCCGGGGCACCCACAGTCAGCACCGCCGGAACACTGTCAGCCTGGT
-GTGGACAGTGCCAAGGTCCAGCAGGGTGGGGTGGTTGGGGTAGGAGCTCCCCTGAGGAGA
-GAGTGAGGCCAGCAGGGGTGGGTCTCCAAGTGCTTCCTTTGACAGCTGCTCTGGATGGGA
-CGTGGCTTGGGGTGGGTGAGAACCCTTGGCTGAGTTTGGATTTTCCTGCAGGGTTTCATT
-GGAACACCAGGTTCCAGGGCCGTAGAGATGTGGAGGCCTCCTGTCTGGGTGATGGGGCAT
-GGTGCTGGTCCCTGGCTGTGGGGTGGAAAGGAGTCCCAAGAGAGGGAGCTGGCAAGACAG
-GACCTTCCCAGCTAAGGTGGGGTTGGTGGGATTTGGCTGGGGCCCTTGGAGGAGCCTGAC
-CAGGAGGTGAGACAGGGCACCTGGAAGGAAGGAGGCGTTGGGGAGAGTCCAGATGGAGGC
-CATGGGGTTGAGGGGCCCAGACACCCGGCTGGGGGACTCCAGGAAGGCAGCAGGTGTGGG
-CAGTGGGTCCTCTGGGGTGGACTGAGGTGAGGCCTGGGTGTGACCACGCGGTGGCACTGG
-TGGCTGCCGGCAGCTGTCGTCTGCAGAGTGGGTGAGACCGAGTGTGGCAGATGGCTTGGT
-CCGCGGTGCTGGAGGGGACTGGCGGAGCAGAAGCGCCCTGGCGCCGGGTCCTTGCTTTCC
-TGGAGCTGGGGCTTGGGGAATGGGGTCGGTCATTGCAGGGACAGAGGAGAGGGCAGGGTA
-ATGGGTGCGCAGGGGTCCCTTCCAAAGGCTGCGGGTGGCCAGGGGTGTGCGGGGGCGCTG
-AGGTGCGGTCGCCGAGAGATTCTGGCCTCCAGGGTGGTCGGGCCTGGCATGGACTCTAGG
-GGATGGTGCACACACCGGACCGGACGGGCCCCTCCCTTACCCCCGGATCCCCCGGCTGGG
-CAGCGGCCAGGGAGAGGGGCGACCTACGGGGGCGGGTGTGGGGACGCCGGACTACGCGTC
-AGGAGTCCCAGATGGGCCCAGACCCCCATTCCCCGCCCCGGGCCGCAGTGACGTCAGGGC
-CCGGACGTTCCCGGAACGGCCTCTTGGGGGCGTTCCAGCCCCACGGACCCGCAGGGAGTC
-CCCGCCGCAATTTGCATGGGGCTCATTTGCATGACCCCGCCCCGCGCGGGAGTCGGGGGC
-GCCGGCGACTGGAGGAGCCACTGTCAATCCCCAGGGGAAAGTGGGCGAGGCGATTTCTGG
-GCCGCTCACCTCACTCCACCCTCCAGCTCGCGCCGCACCTGGGGCCCTCCCCCACCTACG
-CCCCGCCAGGGCGGGGCCGCGGGCGCAGACACTCGCGGGCACACGCACGACGACGCGCAC
-ACGCGGTCGCACGCGGCCCCCCGAGCCCCCTGCGGCGACTCCGATTCACCCCCGCGGGTG
-CGGGGCGCGGACCCGCCCGGCCCAGCTCCTGCTCCCCAGGCGCTTCCTCCTCCCGCGACC
-TGCCCCGGCCGCACCCGCCTCCGCTCCAGCACGCGACGCTGCCCGGCGCGACCCCTGCTC
-CCCCGGCCCAGCCCCACCGCTGCCCTCGACTCAATCCCAGTTGAACGCCCGCAGCCTCAG
-TCCCACCCCCGGCCCAGCCCCAGCGCCCCCAGTCCCACCCCCGGCCCCAGCTTCAGCCTC
-AGCGCCCCCAGGCCCAGCCCCAGTCCCACCCCCAGTCCCAACACCTTCAGGCCCACCCTC
-GGCCCCAGCCTCAGCCACCCCAGCCCCAGTCCCGGCCCAGCCCCAGCCCCAGCGCTCCCG
-GCCCCGGGCCCAGCCCCAGCCCCAGCCCCAGCCGAGCACCCCCGGCCCCGCCTGCCCGGC
-GTTCCCTTTTGTGCGGCGCTCTCCCGTCCGCATCCGCCCGATCCTCTGGAACTCCCCGCG
-GACGCCGGGGTCCCTGGAGGCGGCTTCCTTTGTCTCTGCTCCCGCCCTCCCTCCGCGGCG
-TCTTCGCCCCTCACTCACCTCCCCAGCCCCGCGGGGACGAGGGGAGCTGGAGGGAGCCCG
-GGACCCGGCGCGGCCTCCGCAGGCGGCGCTTTCTTCTCGCTCCCGACGCGGCCGCCCCTC
-CTGCCTGCCCGCTCCTATCGCCGCTTCCGCCTCTGCCGGGGACGGGGACAGCAGACCCTC
-GGCGCCCGGCCCCCGCGCACCTGCCGCGCGCACCGCCTCTCCGGCCTGCGCGGCTCCGGG
-GGCTCCGGGAAGACCGAGCGCTGGCGGCCAGCCCGGGGAGGCTGTGGGCAGCAGGGGTGG
-CTGCGGGCTCCCAGTCCCTCCTCCGCCTACCTCGGAGCCCACATTTGGGATTTCTACTCC
-GGGAGAATTCTGCCCTCCTCCCACGATGAGCCTGGAGGACTGGAGCCGGGACCTGGCACC
-CCCAGGGCTGTGACTGGGTGAACTCTGAGGGCACAGCTGCTGTCCGCCGCCCCAGGGGTC
-CCAGGATGGGGCGAGCAGCCCTGAAGAGGCCCAAGGGCACCCCGTGAGGAGCCCCCACGC
-TCTGAGAGTGGGGCGCAGAGCCGGAGCCCCGGGCCATGCCTCCGCTGCCGCTGGCGCGGG
-ACACCCGGCAGCCGCCTGGCGCCTCCCTGCTGGTGCGAGGCTTCATGGTGCCCTGCAACG
-CCTGCCTGATCCTGCTGGCCACCGCCACGCTCGGCTTCGCGGTGCTGCTGTTCCTCAACA
-ACTGTAGGTGGCCGCGGGCGGGGCGTCGCACTGGCCAAGCCCCAACCCCGAGGCCCCTGC
-ACATAGAGGCTGGAGGCCGCGGCGGGTCCGCGGGGCTCCCGGCAGCTTCCCGGGGATGGG
-ATGGGTCACTCTGCGGACCCCTCGGTCCCTGGAGGCCGTCCTTGGGCTCTCAGTGGGCCT
-GGCCCTCACCCAAAGCTGCAGAAACACTTTCTGCGGGAGCTGGGGAGGGAGGGGCAGCCG
-GCTACACTGAGAGCCGGCAGTTGGGGGTAGGGCAGGACCTGCGGTGGACTCTTCCAGGGA
-AGGGGGTCCTGCCTGCACCCCTGTGGCTGGGGCCCCATCTGACAGGGGTCAGGCCATGAC
-TATTTGGCTGGAGGGGCAGAGAAAAGCAGGGGCCTCTGTCTCAGACCTCAGCCAGCCCAT
-GGGGTCAGGGCTGGACCCTTCAGCAGCCTGGATCCCTGGGGCTAGCGGTGGGGGGGGGGG
-GGTGGGCAGGGGTGCCCCTTTCCAGGCTGGGCAAAGGGATGGGACAGGGAGGAGCCTGCT
-CAGAGGAGCCTAACTTGGGGATTTGTTTTCTTCCAGATAAACCCGGGACCCACTTCACTC
-CAGTGCCTCCGACGCCTCCTGATGGTGAGTAGGGCTGAGTTCGGGGGACCTGGATGGGCT
-GTGGCACTCTTGGGAGTCAGGGGCCATTTGGAGGTGTGCACCCAGACGTGTGGAGTGTGT
-CTGGAGTGAGGAGGAGGCTGGACAAGGGCACCTGCGTCTGTCCTGGGAGTCCGCAGCGGT
-GGGCCGCAGTAGGAACTCGGGGTCTAGAGGCCGCCGCCTGACGGCACTGGACCTCGGCTC
-TCACTTCTCTGGGCCTCAGCCCCCTCAGCCTCAAAACTGGGAACAAGTCCTGGGACCCAC
-AGGTTGTGAGGTGATGTCAGACCTGTAGGGCAGGGCCAGAGTCCGGTCAGGGGGCTCCGC
-TCTATTGTCCTCCCTTCTCCCTGTTCAGCAAGGGGTGGGGCTGGACAGAGGCTGGAAGTG
-GACAGGAGCTTGCAGGGAAGGCTGAGCTGGGGGAGGGCCCTGACCTGATCAGTGACAGCT
-GTCTGGGGAGGGGCCTGGAGGGCGGCAGTCTGTCCCTGGGACTCTGCAGGCTGTCATGGG
-GGGACACAAGTGATGGAGGGGGCGGGCTGACCTTGTTGACCTGCTTTGTGAGGTGGGGCC
-TGTCCTCCCCGGGGTGCTCCTGGTGTTTGGGCCACTGTCATCGGGGTGGTGTGAGGGTGT
-GAGGGGAAGAGAGGAAGTGGTCAGCTTTGCAGAGGAACACAGACGGGGGGACCGGTGGCT
-CCCTCGCCAGGCCTGGGGTCCTTTCCAGCAGGTGGGGAAGGAGCACCTGCCCCATCACTG
-GGTCTCACTTGCGTTCAGTTGTGTGTGCAGGGCTGTCTGTGAGGGCTGTGCTGAGGCCTT
-CCTGACCAGCACATGGGGTGGGAAGGACGACCTGGGGAATCCTGAAGTGATCTGAAGACA
-GAGCCCTGGGCTGGATAGATCGTCTCGGCCACTTTCCAGGTCTTGGGAGTGGGGGATGAT
-GGCTGGAGGAGGTGGCCAGGCCTTGGCAGGGGGCCCTGTGATGCCCGCCTGTGCTGAGAG
-GTGGGGGCAGCTTGGGATGCTCAGTGGTCTGAAAGATAGGGTGGGGTCTTCCCTCGGAGT
-GTGGAGTTTAGGCACCTGGGAACCGGAGCTGGATTCAGGGGTGTGAGATGGAGGCCCTCT
-GCTTCCTCGACCGCCTGCCAGGCTGGGGTGACCTGTAGTCAGCTGTGCTTTGCTCCTGAA
-GCCGCACACCAGCAAGTGGGCAGTGGTTCTCCCACACTTGGCTACTCAACTCCTGGTCCC
-AGGGACTCTGGCCTGGGGCAGCGCTGGGCCTGGGGTGAGGAGCTGGGCAGCGGGAATGGG
-GAATGGTGGCTGTGGGAACCCGTCCTACCCCTGGGCTCTAGCCCTGCAACCTGTCTGTTG
-GCCCCCAGCCCCTGATGGCCCTCCAACACCCGCCCCCCAACCCCACCAGGCTGTTCCTAT
-GAGATCCCAAAGGCTCCTCAGAGCACCAGGCTTCTCTTGGACTGTGGGGAGAGGAGACCG
-GTCTGCGTGGCCAAGGTGATTGAGGCCTCTGAGGGGCCTCATGCCGGTGGGGTTGCTGTC
-CCCCTTCCTGAGACTCAGGAGCCCTGTGGGTCAGGGCAGCACAGCACCATGGGTGGTTTG
-TGACCTGAGGCATTTGAGGGGACACGGGTTGCAGGGGCCTGCAACAGGCTGGGAGAGCAG
-GTAGGTGAGCAGCTGGCTTGTCCTGGAAGACCCTCTCCCTCCTGGCAGCCCCAGGACTGG
-GGGCAGGAGGGTATGGACTCAGAGAAGGACCCGAGTCTTGCAGGAAGGGGCCTGAACCCT
-CCCAGTGGGCTGGGTCCTGGGGAGGAGACAGGTCTATGCAGGTCTATGCTGGTGGCTGGG
-GCCGGGCAGGGCCAGGGCAAGAACTGCGTTTCCACCACCTGTGAGCCAGAGGCCTGGAGC
-CAACTGGATTTAAAGAGGTGCTCAGGTGGGAGGTCCCCTCTCTTAGCATCCTCAGCCTCG
-TTTCCTGACACCCAGAAGGCTGGGGAGTGTCTCCTTTTCTTTACACACTGCCCCCTTCAC
-CTGGCCACAGCCCACCCTGCCACAGAGTCACGGAGGGCTCCACACCAAGGCCATCGTGAC
-CCACATGCCACCTAACTGTGGTCATAGTTACGGGCCAGAGCTCACAGCAGGGCTGGGGCA
-TCCTCTCCATCCCCCAGCCTACCCAGGACCAGGAAGGGAGTTAAATATACCCGCTCCTAT
-AAAAAGCACTGCCGCCTCCAGCGTTGCACACAGTGGGAGGACCCGTCACGCTGCGGGAGA
-GTGGGTGGGGAGGCCGAGTGGCCGGGGAGGGGCTCCTGCAGGAGGTGGAGCTAAGACAGG
-CGTGGCAGGACCCCCAAAAATGACCCATCGGGAACACAGGGCTCTCAGGGTCCTAGGTGT
-GTCACCTGCATCTATGAGGGGCCATGTGGGCAGGTGACCGGAGCACAGATGTGTCTGAGC
-CCAGTGCTGGCATTTCTAGCAGTGTGGCCTTGTCAGGTGGCCTACCTTCCTCCTGCCAGC
-TGGCAGGGGAGACATCTCGGGGCGTGGCTGCTGCAATGCGCTGTGCCTGGCGGGTACGTG
-CGTGTGTGCCATCACCACGTGCACCTGTCTTCAGGTGATCTCGTGTGGAGCCTCTATGAT
-CCCCTAGGCCTGTGGAGACTCAGCACAGTGGTGGGAGCGGCCCCTCACCTAAGCCCGCAG
-TGTGAGCGGAGAATGGGGGGGTGGGGCTTCCCGGAGGCCGTGATTCCTGAGCTCACTCTT
-GAGGGGCAGATGTGTTTCCAGCCTGGATGGGGATAGGAGGGAGGGACCAGCACTGTGACC
-TTTAAACCCTGGGCTGGCCGGCAGTGTCACACCATCAAATGCTGTGAGGGAGATCCACCC
-CCACTCCACAGCTGGGGCCACATTCCAAGAGGAGCGGACTCTCTGAGGCCCTGGAGGCAG
-AGGGGAAGGGGCCAGGACCTGGCCCTGCACACCAGATGGGGATGGGGAGCCAGTGCTCAG
-CCTGGCTTCAAGGTCCCGCCAGGTACCCAAGGTCTCTCCACTGCCCTGCCACATTGGTCC
-AGCAGCTGGTCACTCAGAGCCTGTCCCTAAGGTACCTCTAGGCTCCCATCCCAGAGCTTG
-CTCTCCATGCCCCTGCAAGCAGTCCAGCCCCGCTCACCCTGGTGAGCTGCCATCATCACC
-TTCTTCCCCAAGGCTCTGTCTTGGGACGTAGCAGGACCTCGGGCTGGACTATGGAGGGAG
-CTGCGGGTCCTGGTGGATGAGGAGCATGCCCGCCATCCAGGAACAGTGCCCTTGGCCATG
-GTGTCAGGGCCTTGGGAGAGGTCTGGCTGAGCCAAGGTGACCAAAAGGGGAGAAAGGCTC
-AGGAGCCCTGGTGCAGGGAGGTGACTGGGTCCTTGGCCATGGGGTTGGGACCTGGGGGGA
-ACCATTGGTCCACAGGTCCAGCCGAAGCCCAGGAGAACAGCTGGCTGGGCATCAGCAGGT
-GCCCGTTGGATTTGGACTGGGAGTCCCAGGGCCTTGGACAAGGCAGGGCCAAAGGGAGAG
-GGAGATGCTGAGGGGAGAGAGAAGGGGAACCAGAAGGGAAGTGAAAGGGCCAGGGGTGCA
-TGTGGTTTGAGTTTGATTTGAGCCAGGACGGGGGAAGGCCAGTGGTGATGACAGCCCTCA
-TGACTATACTTACAGTGGCAGCAGACGGGCCACATAGCGCTGTGTGCTGGGCACCCTCTA
-AGCTTTGCAGATACTGGCCCATTTAACCCCACAATCCTGGGAGGTAGGTCCTATTGCTCC
-TATTCACCGAAGGGGATACTGAGGCCCAGGCAGGTGATAACCTGCCCACATTCTCACAGT
-GGGTAATGCAGAGCTGAGCAGCCTGGCTGTAAGACCTGAGGTGGGAGAGTAGCAGAAGAG
-GGGTGGGGGCACAGCCAAGGTTTGGGGAGGAAGACAGGGATCTGGTGGGGGGAGCATGGG
-TAGGTTGCAGGGATGGCAGGCGGATGGCCCTCACTCAGCCTTCTGGGGTGGGGGCAGGGA
-CACCCAGACAGACAGCGCCAGAGCCTGGGGTGGGCTGTTGCTATAGCAACAGCTGGCTCC
-AGCTCCCAGTGCACCCACCCTCCTTGGAGATGGGGGGGGTTCCTCCTGCCCCATTTCACG
-AGCCTGCTGGGAAGTGATGGGTGGTAGCCACCCCTCTGACATGACTTATTAATGATAATT
-GGACCCAATTAAACATTTATTAAATCCAGACAGCTGCAGCCGCTAACGGACCCTTCCCTG
-ATCCTGGGTGGGCCATGCTGGGGGTGGGGGTGCTCAGGATGGGCTGCCGCAGGGGCTCTG
-GGTTTTAACGTGCCTGAGGCAGCTTTGTTGGCCACGTTGAGGTCTGGTGATGGGACGTGT
-GTCAGGCGCTGTGGTCTGCAGCTGTAAGAACTAAAATGAGCAACAGTTCCTGCACCTCTC
-CAAGAAGGAAGTTCGCTTTGACAGAGAGTGAGGGCGATGGAGGAGGCAAGAGTGAGGTGG
-GGGGCCGGGGGATGCCCAGGGAGGAGGGGGCGTGTGGGTGCCCCAGGGATCCCAGGGAGC
-GATGGGAGGCTGCAGAAGGGCACAGGCCTGCCGCGGGTGGGGGGCTGGCCAGGGAGAATA
-GGAGATAGTAGAGGCGGAGGCCAGGAATTTGCACTTCTCCAGGGAAGCTGGGGAAGAGTT
-GGGGAGAGGGAGGCAAGAAGATTCCCCACCCATCTTAGGCGCAGGGAGCGGTCAGGGAGG
-CGCCAGAGGTGGGCCAGAGCTGTGACCTGGCCTCACACCCCGTCCCGGTGGGGCTCTCAG
-GCCCCTGAGGGCCAGACGCGGGACCTGGGTGCGACCCGGGCGGGAGGCGGCAGGGCTCAG
-CTGTGCTGGACGCTGCAGCAGCGCGGGAAGGGGCTCCCCCGGCTCCATGGGGTGAATCGG
-TGAGGGGCTCCGGTGCCGATGTGGAAGGAGCTCCTGAGCAGAACTGGGGCCTGGACTGCT
-TGTGCCCGAGTTGGTTTCGAGGCGTCTCTGCTTTTCGCTGGAGGCCCACGAGGTGGGTGG
-GAAGTGGGTGCTCGCCCGTCGCAGAAACAGAGTCGGGTGCCGCCTGCGGCAGACGCCCCT
-CTCCGCGCCTGCAGGTGCGGGGTGGGGGAGAAAGGTCATCCCTGGAGAGGCCCGGGGCTG
-GCGGGAATCCTCGGCGGGCGGGGTCTGCGAGGGGCAGGGCCGGTCCTGTGAGCGCACGCA
-CGCGTGTCCGTGTCCGTGGTGGACCCCCGATGCGGCGCGGGGGCGGGTGAATGCGCGGGC
-TGCGAGCACGGCAAGGTCTCTCAGGCTTGTGGACGTGGGTACGGGCGTCTCGGCACCCTG
-AGCTTTCTCCCCTACCCGCCCCAGCGTGCCGGGGAATGCTGTGCGGCTTCGGCGCCGTGT
-GCGAGCCCAACGCGGAGGGGCCGGGCCGGGCGTCCTGCGTCTGCAAGAAGAGCCCGTGCC
-CCAGCGTGGTGGCGCCTGTGTGTGGGTCGGACGCCTCCACCTACAGCAACGAATGCGAGC
-TGCAGCGGGCGCAGTGCAGCCAGCAGCGCCGCATCCGCCTGCTCAGCCGCGGGCCGTGCG
-GTGAGCGGGGCGGGGCCGGTGCCTGGGGCGGGGAGGGGCGGGGCCTATGAGATGGAGCGA
-GGCTGGGAGGGGCTTCGGGGCCAGTGGGGCGGGGGCAGGGGCGGGGCCCGGCGGGGAGGA
-GCGGGGCTGGGAGGGGCCTGGGGGGCGGAGCGGGGCGGGAGCGGGGGCGGGGCCTGCGGG
-GCCCGGCGGGGAGGAGCGGGGCTGGGAGGGGCCTGGGGGGCGGAGCGGGGCGGGAGCGGG
-GCGGGAGCGGGGGCGGGGGCGGCCCGTCTGACCGGCAAAGCCCCGCCCGCAGGCTCGCGG
-GACCCCTGCTCCAACGTGACCTGCAGCTTCGGCAGCACCTGTGCGCGCTCGGCCGACGGG
-CTGACGGCCTCGTGCCTGTGCCCCGCGACCTGCCGTGGCGCCCCCGAGGGGACCGTCTGC
-GGCAGCGACGGCGCCGACTACCCCGGCGAGTGCCAGCTCCTGCGCCGCGCCTGCGCCCGC
-CAGGAGAATGTCTTCAAGAAGTTCGACGGCCCTTGTGGTGAGCGCGGCGGCGGGCGCACG
-GCTCGAGCTCTGTGGGCGCGCGGCGACAGCGTCCTGACTCCTGCCCTCGACCCCCAGACC
-CCTGTCAGGGCGCCCTCCCTGACCCGAGCCGCAGCTGCCGTGTGAACCCGCGCACGCGGC
-GCCCTGAGATGCTCCTACGGCCCGAGAGCTGCCCTGCCCGGCAGGCGCCAGTGTGTGGGG
-ACGACGGAGTCACCTACGAAAACGACTGTGTCATGGGCCGATCGGGGGCCGCCCGGGGTC
-TCCTCCTGCAGAAAGTGCGCTCCGGCCAGTGCCAGGGTCGAGGTGAGCGGCTCCCCCGGG
-GGAGGGCTCCGGCCAGTGCCAGGGTCGAGGTGGGCGGCTCCCCCGGGGGAGGGCTCCGGC
-CAGTGCCAGGGTCGAGGTGGGCGGCTCCCCCGGGGGAGGGCTGCGGCCAGTGCCAGGGTC
-GAGGTGGGCGGCTCCCCTCTGGGAGGGCCGCCTGCTCCCCTGCTCCCTGCACATCCCAGG
-GCAGGGATGGAGGGTGCTCCAGCCTCTCCGTGACTCCCTCACCCCTGCGTCCTAGACCAG
-TGCCCGGAGCCCTGCCGGTTCAATGCCGTGTGCCTGTCCCGCCGTGGCCGTCCCCGCTGC
-TCCTGCGACCGCGTCACCTGTGACGGGGCCTACAGGCCCGTGTGTGCCCAGGACGGGCGC
-ACGTATGACAGTGATTGCTGGCGGCAGCAGGCTGAGTGCCGGCAGCAGCGTGCCATCCCC
-AGCAAGCACCAGGGCCCGTGTGGTGAGCGCCCCGGGGTGGAGGCCAGGCGGGGTGGGCTG
-CTCCTGCGTCAGTCCCTGCCTGGACATCACATGCCATCTTCATCCATCATGTTCCTCTTG
-GGGTCCTGGGAGTGGGCCGGTCCCTCTGGGAAGGCTCTGGGGAGGGTGGAGCCTGTGTGC
-GGAGGGTACCTGGATACCTGGGGGCTGGTGAGGCAGAGGCGGGGCCTTGTCCAGGCTCCC
-TGGTCCCTGACCTCAGCCACGCCCTCCCTGGGAGTCCTCTGGCCTGTCCGCATGTCTCCA
-CGCTGTAAGCACAGGCTGTTGGGGTGGGCAGGCTGGACACAACACCAGGGTCCTCACTCT
-TGGGACATGGGCAGCCGTCGGCCGTTTTGGAGGCAGTGTCAGGACTTGAAGGGCCAGGGG
-GAGGCAGTGGCCGTCGTGTCCCGTCGTGTTCGTCTTGGTCAGTTCGCCCATCTTCTGGTC
-TTTCTCTCTGCGTCTGTCTCTTCTCTTTGGTCTCTTCTTCCCTGTCGGCTCCGCCTCTTG
-TGTCTTCCAGCCTGACCTGCTGGCAGGATGAGGTGCCGTGCCTGCCCTCCAGGAGCCCGC
-AGCCCGAGGTCTGCCCCTGGTGCGGCAGGGGGGGTGGCTTGCTGCTGCCTGGCCTTGTGG
-TCCTCAGAGCAAGTGGACAGACACCTCCTCCCCCGTGCAGCCCTGGGTGTGACTCTGGGG
-GTGCAGGCTCCTCCCACCCACAGAGAGCCCCCCCACATGCATGGGTGTCCTGGGGATGCT
-GGTGGTCAGGGGTCAGTGGCCTGGGCAGGCTGGGGAAGCCTGGCCCTCCCATAGCCTGCT
-GTGGACAATCAGGAAGCCCCAAGCTTGGGGGCAGCCTCGCCCGCAGCCACCGGGGACTCC
-TGGGTGTGTGTTCCGCTCGCCTCTGCCGCGTGTCTGTCCCTTTCTCTGCCGTGTCTGCTG
-TGCATCTGGCCCTTCTCCTGTGTTCTCTCTTCCTCCACCATCCCCTCCCTGGAAGAGGGA
-CTGCTGCGTGGGGCTGGGGGCTTTGCCTGCAGCGGAGGGGGGGCTTGTGGGACCACTGAG
-CCCCTGTGTCCTTCCCAGACCAGGCCCCGTCCCCATGCCTCGGGGTGCAGTGTGCATTTG
-GGGCGACGTGTGCTGTGAAGAACGGGCAGGCAGCGTGTGAATGCCTGCAGGCGTGCTCGA
-GCCTCTACGATCCTGTGTGCGGCAGCGACGGCGTCACATACGGCAGCGCGTGCGAGCTGG
-AGGCCACGGCCTGTACCCTCGGGCGGGAGATCCAGGTGGCGCGCAAAGGACCCTGTGGTC
-AGTGGCGGGTGAGGGGTCTGGTGGGGGTCGGGGAGAGAGAGGTTCCTGGTCGCCTGGTGA
-TGGAAGCTCCTCCCCAGACCGCTGCGGGCAGTGCCGCTTTGGAGCCCTGTGCGAGGCCGA
-GACCGGGCGCTGCGTGTGCCCCTCTGAATGCGTGGCTTTGGCCCAGCCCGTGTGTGGCTC
-CGACGGGCACACGTACCCCAGCGAGTGCATGCTGCACGTGCACGCCTGCACACACCAGAT
-CAGCCTGCACGTGGCCTCAGCTGGACCCTGTGGTGAGTGAGGCCCTGGGGCCGGGCGGGC
-CAGGGTCCTGTGCCTCCCTCAGCCTGGGCCTGCCGACCCCTGCCTGGCTCTGTCTCCTGC
-AGAGACCTGTGGAGATGCCGTGTGTGCTTTTGGGGCTGTGTGCTCCGCAGGGCAGTGTGT
-GTGTCCCCGGTGTGAGCACCCCCCGCCCGGCCCCGTGTGTGGCAGCGACGGTGTCACCTA
-CGGCAGTGCCTGCGAGCTACGGGAAGCCGCCTGCCTCCAGCAGACACAGATCGAGGAGGC
-CCGGGCAGGGCCGTGCGAGCAGGGTAGGCCGGGGGACGCTGGCGAAAACTGCTGGGCTCT
-GGCTTTGGACAAGAAGCCCCTGGGTGACTCTGCTCCCCTTCCCCGCAGCCGAGTGCGGTT
-CCGGAGGCTCTGGCTCTGGGGAGGACGGTGACTGTGAGCAGGAGCTGTGCCGGCAGCGCG
-GTGGCATCTGGGACGAGGACTCGGAGGACGGGCCGTGTGTCTGTGACTTCAGCTGCCAGA
-GTGTCCCAGGCAGCCCGGTGAGCTCTGTACCCCTGGCTCTCGGCGGGCGGCGGGGACGGG
-GCTGCGGCCGCTCACACTGACACCACCCTCCAGGTGTGCGGCTCAGATGGGGTCACCTAC
-AGCACCGAGTGTGAGCTGAAGAAGGCCAGGTGTGAGTCACAGCGAGGGCTCTACGTAGCG
-GCCCAGGGAGCCTGCCGAGGTGAGCCGGCTGCACGTGGGGTCTCAGGCACAGGCGGGGCG
-GCGTCTGGGTTTCCGTGTCTGGATGTGGGCGTGCCCGTGTGCTGCGTTGGGCCCCTGTGG
-ACGTGTGTATTGTGTTGTAAGTGAGCATCGTCCAGTGTTGGTGCCTGTGCACATTTGTGC
-AGCTGCGTGTGTGGGCGTGTGTGTCCATCAGTCAGTGGGCGTGCACCAGGCCAGGCCTCA
-GTGCTGAGAGGCAGCGTGAACCATGCGGGGCCCCACCGTGTGGGCACTTTCTCTGCATAC
-GTCCATCCGGTCGATGTATCACATCAATTAGGTAAAAGTGGTGCCCGGTGTGTGTGATGC
-GCGTGCACAGATGTGTGTCTGCAGAGGGGCGTTAACTGTACGGTTTGGAGGAATGTGGGT
-GAGAACGCATGCTGACGTCTTCAGATGTCTGTTTCTCGATTTGCAAGGAAGCTCGCGTGT
-GTGTGTGCACAGAGCTGCGTGTCCGTGATCTTTGGATGCTCTGTGTGTTGTGTGTTCCTG
-GATCTGCATTTACAGACATGTTCTTGCGTAAGATGTGGGAGCCTCACCTGTGTCCTCAGC
-CCCAGGCTCCCGGGCTCCTCTGGGAGCTGGGATCGGGACGGCTGAGTGGTGACAGTGGGG
-GTAGGTGGAGGCAGACTGGCTGGGTCCAGGGTGGGTGTCCAGCACTGCATGAAATCTGAG
-TCCCGTACCCTTTCCTGCAGGCCCCACCTTCGCCCCGCTGCCGCCTGTGGCCCCCTTACA
-CTGTGCCCAGACGCCCTACGGCTGCTGCCAGGACAATATCACCGCAGCCCGGGGCGTGGG
-CCTGGCTGGCTGCCCCAGTGAGTACCTGAGCTCAGCCCCGACCCCGGGCCTGGTGCGGCT
-GTGCGGCCACGTGACCTTGTCCTGCCCTGGCCTTTCAGGTGCCTGCCAGTGCAACCCCCA
-TGGCTCTTACGGCGGCACCTGTGACCCAGCCACAGGCCAGTGCTCCTGCCGCCCAGGTGT
-GGGGGGCCTCAGGTGTGACCGCTGTGAGCCTGGCTTCTGGAACTTTCGAGGCATCGTCAC
-CGATGGCCGGAGTGGCTGTACACGTGAGTGACAGGGCCCAGGACTGGCCACCGGCTATGC
-CCTCCTACCTGTTCACCCCCATCACTGTGCTTCTCCTCACCTGCCCAGGCCCTGGCCTGA
-CCCACACCTGGCTGGGGGCTGGGCAGAGCCAGGGTTGGGGACCAGGCTCTGGAGGAGGTG
-GGGAAGCCCGTCCAGGTGCGGACATCACGTTCCTCCCCGATTTTCCCCAAAGCCTGCAGC
-TGTGATCCCCAAGGCGCCGTGCGGGATGACTGTGAGCAGATGACGGGGCTGTGCTCGTGT
-AAGCCCGGGGTGGCTGGACCCAAGTGTGGGCAGTGTCCAGACGGCCGTGCCCTGGGCCCC
-GCGGGCTGTGAAGCTGGTGAGTGAGGGCCAGCGCTACCCTGGGGCTTCATGGGGTGGGGT
-GGGGTCACCCGAGCCACAGAGGTTTCCCATGCCCGTGCCCCAGACGCTTCTGCGCCTGCG
-ACCTGTGCGGAGATGCGCTGTGAGTTCGGTGCGCGGTGCGTGGAGGAGTCTGGCTCAGCC
-CACTGTGTCTGCCCGATGCTCACCTGTCCAGAGGCCAACGCTACCAAGGTGAGGGGTGTG
-GGATGTGAAGGGGAGTGGGGAGGAGGCCTCGCCTTGAACATCCTTGTTCTCTGCCCCAGG
-TCTGTGGGTCAGATGGAGTCACATACGGCAACGAGTGTCAGCTGAAGACCATCGCCTGCC
-GCCAGGGCCTGCAAATCTCTATCCAGAGCCTGGGCCCGTGCCAGGGTGAGGCCTGACGGC
-CACTGCCCCAGAACTGACCAGGAAGGCCTGACGCTGCCCTAAATCCAGCCCCACCCGCCC
-TGAGCCACCTGACCCTGTCCCAACCGGTCCCCCCGCCAACCTCCCTCTCCTTGCAGAGGC
-TGTTGCTCCCAGCACTCACCCGACATCTGCCTCCGTGACTGTGACCACCCCAGGGCTCCT
-CCTGAGCCAGGCACTGCCGGCCCCCCCCGGCGCCCTCCCCCTGGCTCCCAGCAGTACCGC
-ACACAGCCAGACCACCCCTCCGCCCTCATCACGACCTCGGACCACTGCCAGCGTCCCCAG
-GACCACCGTGTGGCCCGTGCTGACGGTGCCCCCCACGGCACCCTCCCCTGCACCCAGCCT
-GGTGGCGTCCGCCTTTGGTGAATCTGGCAGCACTGATGGAAGCAGCGATGAGGAACTGAG
-CGGGGACCAGGAGGCCAGTGGGGGTGGCTCTGGGGGTGAGCAGGGATCAAGGACTTGGGG
-TGGGTGGGCAGGCGCCGAGAGGCTCCACCAGAGCCTGGGCTCAGAGCGCGTCTCCCCAGG
-GCTCGAGCCCTTGGAGGGCAGCAGCGTGGCCACCCCTGGGCCACCTGTCGAGAGGGCTTC
-CTGCTACAACTCCGCGTTGGGCTGCTGCTCTGATGGGAAGACGCCCTCGCTGGACGCAGA
-GGGCTCCAACTGCCCCGGTGAGTGGACGGCTGGGCGAGGGGAGTGTGAGGATAGCCTGGG
-CTCGGCCGAGGTGCTGCCCCCTCGCCTGGGCAGCAGGTCAGTGCCGGGGGTTATGGTCTT
-GGGACTCGGCCCCCTCAAACATGTGCGTGCCGGGGACCCCACGCCTAACCCGTCTCTCTC
-GTTGCAAGCCGGTGTGGCACACTGCTCTGAGGAGTCCTCCTGGTAACCGACACCAGCCCC
-ACCCTGGGGTCCCCACTAACCTCATGACCATCTGACTAACATCCACCTTCCCTTGCACCC
-TTGTGGCTTGCTGCTGGGGCCTGTGCCTGGGCCAGCCTGGATGCCAGGCAGATGCCAGGC
-AGGGCCTCACTGTACCTCCCCCACAGCCACCAAGGTGTTCCAGGGCGTCCTGGAGCTGGA
-GGGCGTCGAGGGCCAGGAGCTGTTCTACACGCCCGAGATGGCTGACCCCAAGTCAGAACT
-GTTCGGGGAGACAGCCAGGAGCATTGAGAGCACCGTAAGACGGGGGCGCAGCCCCCACCT
-ACCCACTGGCCTTCCTCCCCAGATACCCAGAGCAGCACCAGGGCAGCCCGGCTTGGGCGG
-CCCCCCAAGTCCTTGCCTACTCCCTGCCACAGCTGGACGACCTCTTCCGGAATTCAGACG
-TCAAGAAGGATTTTCGGAGTGTCCGCTTGCGGGACCTGGGGCCCGGCAAATCCGTCCGCG
-CCATTGTGGATGTGCACTTTGACCCCAGTGAGACCTGCACCCTGGACCCTTCCTGGGAGG
-CAATGGGTGGGGGATGCCTGGGGCTCTGCCATGCTCAGAGCTCCCTCCTCCCCAGCCACA
-GCCTTCAGGGCACCCGACGTGGCCCGGGCCCTGCTCCGGCAGATCCAGGTGTCCAGGCGC
-CGGTCCTTGGGGGTGAGGCGGCCGCTGCAGGAGCACGTGCGATTTATGGACTTTGGTGAG
-CGCCAGGCCACGAGCCACAGCTTACCTGCCCCCTCCTCTGCCCATGCCCCTGCCCCTCAC
-CCCTTCCTGGCCCTGCTCCCAGGAAACCCTAACAGCTCCCTGTGCCGGCAGACTGGTTTC
-CTGCGTTTATCACGGGGGCCACGTCAGGAGCCATTGCTGCGGGAGCCACGGCCAGAGCCA
-CCACTGCATCGCGCCTGCCGTCCTCTGCTGTGACCCCTCGGGCCCCGCACCCCAGTCACA
-CAAGCCAGCCCGTTGCCAAGACCACGGCAGCCCCCACCACACGTCGGCCCCCCACCACTG
-CCCCCAGCCGTGTGCCCGGACGTCGGCCCCCGGCCCCCCAGCAGCCTCCAAAGCCCTGTG
-ACTCACAGCCCTGCTTCCACGGGGGGACCTGCCAGGACTGGGCATTGGGCGGGGGCTTCA
-CCTGCAGCTGCCCGGCAGGCAGGGGAGGCGCCGTCTGTGAGAAGGGTAAGGATGTCCACT
-GCAGAGGAGGGCGGGGAGGCAGCAGGGTGGGGGCAAGGATTGGGGGTGGGGCTAAGCCAC
-CATCAGGCTTTGAGTTGGGGGCAGGAGCCCGGATTAAGGCGGGGTTTCGGCCAGATGCGG
-TGGCTCACGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCAGGCGGATCACCTGAGGTC
-GGGAGTTCGAGACCAGCCTGACCAACATGGAGACACTCTGTCTCTACTAAAAATACAAAA
-TTAGCCGGGCGTGGTGGTGGGCGCCTGTAATCCCACCTCGTGAGGCTGAGGCAGGAGAAT
-CGCTTGAACCTGGCAGGCGGAGGTTGCGGTGAGCCAGGATCGCGCCACTGCACTCCAGCC
-GGGGCAAAAAGAGCAAAACTCCGTCTCAAAAAAAAAAAAAAAAAAAAAAGCAGGGGGCGG
-TTTCAGGGATAAAAGTGGGGAATCCTCGGAGCTTTTCCAGCCGGCCCTCCCGGTCGCCCT
-TTGCAGTGCTTGGCGCCCCTGTGCCGGCCTTCGAGGGCCGCTCCTTCCTGGCCTTCCCCA
-CTCTCCGCGCCTACCACACGCTGCGCCTGGCACTGGAATTCCGGGCGCTGGAGCCTCAGG
-GGCTGCTGCTGTACAATGGCAACGCCCGGGGCAAGGACTTCCTGGCATTGGCGCTGCTAG
-ATGGCCGCGTGCAGCTCAGGTGGGCGGGGAGGGGACGGGGCCGGGGCAGCTCAGGTGGGC
-GGGGAGGGGACGGGCGGGGGAGGGGGGGCCGGGGCAGCTCAGGTGGGTGGGGTGGGGACG
-GGGGCGGGGCAGCTCAGGTAGGCGGGGTGGGGACGGGGCCGGGCGATGGTCCTGAGCACC
-TGCTCCTGCCCTCAGGTTTGACACAGGTTCGGGGCCGGCGGTGCTGACCAGTGCCGTGCC
-GGTAGAGCCGGGCCAGTGGCACCGCCTGGAGCTGTCCCGGCACTGGCGCCGGGGCACCCT
-CTCGGTGGATGGTGAGACCCCTGTTCTGGGCGAGAGTCCCAGTGGCACCGACGGCCTCAA
-CCTGGACACAGACCTCTTTGTGGGCGGCGTACCCGAGGACCAGGCTGCCGTGTGAGTCCC
-TTGGAGGGTGGTGTGGCCCCGACCCCGGCCCTTTGGGGTCCCGGTGTACGAGGTGGCTTT
-GCCTGTGGCCCCTGAGCCCTGACCCGGTGTCCCTCCTGGTGGCAGGGCGCTGGAGCGGAC
-CTTCGTGGGCGCCGGCCTGAGGGGGTGCATCCGTTTGCTGGACGTCAACAACCAGCGCCT
-GGAGCTTGGCATTGGGCCGGGGGCTGCCACCCGAGGCTCTGGCGTGGGCGAGTGCGGGGA
-CCACCCCTGCCTGCCCAACCCCTGCCATGGCGGGGCCCCATGCCAGAACCTGGAGGCTGG
-AAGGTTCCATTGCCAGTGCCCGCCCGGCCGCGTCGGTGAGGGTGGGGCCGGGGCGGGTGG
-GAGTGGGACCCCGGGGCCTGTGGGCGGTACCCAACCGACGCCTCCTGGGACCTCGGTCCC
-GGTCCCGTCTTCCTCCATCCAGGACCAACCTGTGCCGATGAGAAGAGCCCCTGCCAGCCC
-AACCCCTGCCATGGGGCGGCGCCCTGCCGTGTGCTGCCCGAGGGTGGTGCTCAGTGCGAG
-TGCCCCCTGGGGCGTGAGGGCACCTTCTGCCAGACAGGTCGGGGGCGTGGGGCTCTCGGG
-GCAGGGGGGGGGGGGGGGTTGAACGTTTGGGCGGGTACAGGTTCCAGGTAGCATTGCAGT
-TAGGATGCGGCTCAGTCTAGTCTGGGTTTTGAGTTAGGATCCACACACGGCTGGCATGGG
-GTGCAGGAGGCCCCGGGGGTCAGGACTGAGGCCTTGGTGACTCTCCCTACAGCCTCGGGG
-CAGGACGGCTCTGGGCCCTTCCTGGCTGACTTCAACGGCTTCTCCCACCTGGAGCTGAGA
-GGCCTGCACACCTTTGCACGGGACCTGGGGTCGGTGGGGCAGGAGCAGGGGGAAGGGCCG
-GCCCCCACCTCCGTCTCTCCTGTGGGGAGGGGACAGCAAAGACACCCCGACTCCCCATGA
-CCCCAGGGAGAAGATGGCGCTGGAGGTCGTGTTCCTGGCACGAGGCCCCAGCGGCCTCCT
-GCTCTACAACGGGCAGAAGACGGACGGCAAGGGGGACTTCGTGTCGCTGGCACTGCGGGA
-CCGCCGCCTGGAGTTCCGCTACGACCTGGGCAAGGGGGCAGCGGTCATCAGGTGGGCCGG
-CAAGGGTGGCTCTGGGAGGCCTGGGGCACTGGCCCGGGGCCGGGGCACCAGCAGGTCGCT
-CAGGCCCTGGGTGGTCGCGTGGCCGGTGGTGGACAGAGCCCACTCACGCTGCCCCTCCTC
-ACCAGGAGCAGGGAGCCAGTCACCCTGGGAGCCTGGACCAGGGTCTCACTGGAGCGAAAC
-GGCCGCAAGGGTGCCCTGCGTGTGGGCGACGGCCCCCGTGTGTTGGGGGAGTCCCCGGTG
-AGTGCTCTGGGCCGCGAGGGGACTCCCGCTGCTGCCTGCTCTTCCTCCTCGGGCGGCAGC
-CCCGCCCCTGCCGGCGCTCACGGAGCTGTTTTTCTGTCCTGTTCTCTTGGCCGCCTGCCC
-TGTCCTCTGCCTCCTCTGCCTCCCTGCTCTCTGCTCTCGCTCTGCAACCCCACCCGCTCT
-TCGGAGGCCAGAAATCCCGCAAGGTACTGTCGGCCTCTCATCCGCTCACCGTCTCTGGCG
-CCTCAACCCCTAGGGTAGCTCCTCCCCCACTAAGGACCCTGCCATTTCTGTGTGATTAAC
-GCTGCCCCCTAGATAGGCAATGGGCGGGTGGGGCGGGTGCGTGCAGGTGCCTGGGCCCTG
-GGTCTGCACCGTGGGTGGGCTCTGCACAGCCACTTACCTGGCGTCCCCGCAGGTTCCGCA
-CACCGTCCTCAACCTGAAGGAGCCGCTCTACGTAGGGGGCGCTCCCGACTTCAGCAAGCT
-GGCCCGTGCTGCTGCCGTGTCCTCTGGCTTCGACGGTGCCATCCAGCTGGTATGTGGGGG
-CGGGGCGTCCCAGCAGGGCCTCCGGGGCGGGCGGGGTGGCAGGCGGGACAAGGCCCTCAC
-CCTGCCCTGCAGGTCTCCCTCGGAGGCCGCCAGCTGCTGACCCCGGAGCACGTGCTGCGG
-CAGGTGGACGTCACGTCCTTTGCAGGTCACCCCTGCACCCGGGCCTCAGGCCACCCCTGC
-CTCAATGGGGCCTCCTGCGTCCCGAGGGAGGCTGCCTATGTGTGCCTGTGTCCCGGGGGA
-TTCTCAGGACCGCACTGCGAGAAGGGTGAGCCTGGCACAGGGCAGGGGGCGGAGGCCGGA
-TGGGCCCGGAGCCCACGAGGCCCCACCCTCACCTGCCTATCTCACAGGGCTGGTGGAGAA
-GTCAGCGGGGGACGTGGATACCTTGGCCTTTGACGGGCGGACCTTTGTCGAGTACCTCAA
-CGCTGTGACCGAGAGGTAACGTGCCATCCTCTGCTGGCTGTCGGTTCCATCTGTGCCCTC
-GGGGCGGGACACCGGACCCCCACACCAGGAGGGCCCAGGAGGGGACGGCCCGGTGCTGCC
-ACCTCTGTCCTCCCGCCTCTCTCTCACCTCCCGGTCCTCCCGCCTCTCACTGTCTGTCTC
-TTTGTTTCCAAGCGAACTGGCCAATGAGATCCCCGTGTGAGTAGAGCTCGGCGCCCCCCG
-CTCCCTCTCACTCCCACTCCTCCATCCTTCCTGGTGGGGAGCAGAGTCCGGAGCCCCCGG
-GGAACTTTCCATCCCTTGTGGCGGAGGATGGGGGTCCGGCGCTATTTGGCTGCAAGAGGC
-CGTTTCCTGCCTCAGAAGTGCAGTCGCCCCTCCCAGGGCACAGGCCGAGGGTCGCCCCAC
-AGCCAACCCCCACCACTGAGGCTGTACACACCTGTGCGCATATGCATGCATGTCTGTGTC
-CGTGTGCACTTCCGCGTGTGTGAACATGCAGCTGTGTCTGTGCGTGTCTATGTATATGGA
-GTGGATGTGCAAGTGTGTGTGAATATCCAGCTGTGTGTGTGCATGGGTCCATGTATATGT
-GTGTGTGTATATGTGGGGGGGACATGTAGATATGCGTGTGTGACTATGCGGCCGTGTGTG
-TGCATGGCTCCATGTATGTGTGTGTATATGAGGGAGACATGCAGGTATGTGTCCGTGTGT
-GTGTGTGTGCATATGGGTCCATGTATGTGTGTGTATATGAGGGAGACACGCAGGTGTGTG
-TCTGAGTGTGTGCGCACATGGGTCCATGTATGTGTGTGTATAGGTGAGGGAGACATGCAT
-GTGTGTGTCCGTGTGTGTGCATGGGTCCATGTGTGTATAGTGTGTACACATGGGTCCATG
-TATGTGTGTGTATATGAGGGAGACACGCAGGTGTGTGTCCGAGTGTGTGTGCATGGGTCC
-ATGTGTGTATAGTGTGTGCACATGGGTCCATGTATGTGTGTGTATATGAGGGAGACACGC
-AGGTGTGTGTCCGAGTGTGTGTCCATGGGTCCATGTATGTGTGTGTATATGTGGGGGAGA
-CAGGTGTGTGTCCGAGTGTGTGCATGGGTCCGTGTATATGCGTGTATATATGGGGGGATA
-TGTAGATGTGTGTGTGTATGAACAGGTGTAAGTGGGGAGCACTCAGGTGTGTCTGTGTGT
-GTTCGTGTACACGTGTGTATGTGTGTGAACATGGAGGGGTGTGTGTGTCCGTGTGTAGGT
-TTGCGTGCATGCACACATGCATGTGTGTACTGGGGCATCCAAGCCCCTGGTCTCCACTCC
-ATACCACCCTACGCCTACCTCCTTGATCTCTGCGCCCAGCCTTGGCTGTGCTCCCCTGCT
-GTCTGCACGTGGGTGTCTGCACGTGGGTGTCTGCATGTGGGTGTCTGTGCCCTCAAGTGT
-CTCGTGTCTGCACGTGGGTGTCTGCACCCTCACGTGTCTCGTGTCCGCACAAGCATGTGT
-AGGTGTCCCTGCTGGGCTCTTTGGTGGGCGGCCAGTGATCCTCGAGGTCACGCATGTCTT
-CTGTGGGTGCCTGCTCCTTGCACCCCACAGTGTTGAGATGGGTTTGCATTGGCCCCGCCT
-GTCCCCTGCTCACCCGCCTCCCTCTCTTCCTGCTTCTAAGCCCCGAAACTCTGGATTCCG
-GGGCCCTTCACAGGTGAGCACGTGGCAGCAGTGCCTGCAGACCCCTGGCTGGCCCATCTG
-TCCTCCCGCCCGTCTCTCTGATCTCTCTCTGCCAGGCTGCCCCTGTCTCCATCCCTCTTC
-TCCCTCCCACTGTCGGTGTCTGCCCACCAGCCACCCCTGGGTCCCGTCACAGCCCTTGTG
-GCCTCCGCAGCTGGGGCCCTTGTCCTCCCGCCTCCCCCACCCTGTCCTGTTGCCACCTTC
-CTAGAGGCCCTGACCTGCCCTCTGCCCTCCAGCGAGAAGGCACTGCAGAGCAACCACTTT
-GAACTGAGCCTGCGCACTGAGGCCACGCAGGGGCTGGTGCTCTGGAGTGGCAAGGCCACG
-GAGCGGGCAGACTATGTGGCACTGGCCATTGTGGACGGGCACCTGCAACTGAGCTACAAC
-CTGGGCTCCCAGCCCGTGGTGCTGCGTTCCACCGTGCCCGTCAACACCAACCGCTGGTTG
-CGGGTCGTGGCACATAGGTGAGTAGGGAACCCAGCGTGCCGAGAATAGTGGCGAGGGCTG
-CCCAGACTTGCCCAGCTGGGCTGTGTCCAGTCACTTGTGACCAGGGGTCAGGGAGGACAC
-GCCTTGCTGCCTGAGCCGAGGTCACTGCCAGTGGGAGGAGGAAGGGCCAAGAAGATGCAG
-GAGAAGCAATGATCAGTTTCCACGTCTGAAAGGCATCCCGGCCCTGCCCGGAGCCTGCCG
-GGGGTCGCTCCAGTCTGAGCCTGGCCGTCGCCTCCAGCAAAGCTTGAGCTGCAGGAATGT
-CCCCGGCCTTGGCTCCCAGTGCCCTCCTTGGGGTCAAGGCCACCTCATCCTTGCCCCCAG
-GGGTGATACCTCGGGGGTTCTCCAGGCTGAGGCACCTGCAGGGCATAGGAAGGATGCAGG
-GCTTATGGTCTAGAGGAGGCAGAGGGAACTCTGGGCCCTGATGGTCTCCCCCTCCCTGCA
-CACCCAGGGAGCAGAGGGAAGGTTCCCTGCAGGTGGGCAATGAGGCCCCTGTGACCGGCT
-CCTCCCCGCTGGGCGCCACGCAGCTGGACACTGATGGAGCCCTGTGGCTTGGTGAGTGTT
-TTGGGGAGACTAGAGAGGGATGCCCAAGGGTCTCATGATATCCGAGGGACAGACTCCACC
-CCCCAGCGCCCACCCTTGAGTCAGGGTGCATGTGAGCCGGCGGGCTGGGCTCTCTTCTCC
-CGCTGTAGCCCCTGCAGTTCCCAGTGCTGTGGGGCCGGGAGGCGGGTGCCCAGGTGTGGG
-CCCCCTGCTGGTCACCTGCTCGTTGGGGTGCCCATCAGCATCACTGAGTCACAGCCGGGT
-GACTCCCACTGTCTGTGCTGCAGGGGGCCTGCCGGAGCTGCCCGTGGGCCCAGCACTGCC
-CAAGGCCTACGGCACAGGCTTTGTGGGCTGCTTGCGGGACGTGGTGGTGGGCCGGCACCC
-GCTGCACCTGCTGGAGGACGCCGTCACCAAGCCAGAGCTGCGGCCCTGCCCCACCCCATG
-AGCTGGCACCAGAGCCCCGCGCCCGCTGTAATTATTTTCTATTTTTGTAAACTTGTTGCT
-TTTTGATATGATTTTCTTGCCTGAGTGTTGGCCGGAGGGACTGCTGGCCCGGCCTCCCTT
-CCGTCCAGGCAGCCGTGCTGCAGACAGACCTAGTGCCGAGGGATGGACAGGCGAGGTGGC
-AGCGTGGAGGGCTCGGCGTGGATGGCAGCCTCAGGACACACACCCCTGCCTCAAGGTGCT
-GAGCCCCCGCCTTGCACTGCGCCTGCCCCACGGTGTCCCCGCCGGGAAGCAGCCCCGGCT
-CCTGAATCACCCTCGCTCCGTCAGGCGGGACTCGTGTCCCAGAGAGGAAGGGGCTGCTGA
-GGTCTGATGGGGCCCTTCCTCCGGGTGACCCCACAGGGCCTTTCCAAGCCCCCATTTGAG
-CTGCTCCTTCCTGTGTGTGCTCTGGGCCCTGCCTCGGCCTCCTGCGCCAATACTGTGACT
-TCCAAACAATGTTACTGCTGGGCACAGCTCTGCGTTGCTCCCGTGCTGCCTGCGCCAGCC
-CCAGGCTGCTGAGGAGCAGAGGCCAGACCAGGGCCGATCTGGGTGTCCTGACCCTCAGCT
-GGCCCTGCCCAGCCACCCTGGACGTGACCGTATCCCTCTGCCACACCCCAGGCCCTGCGA
-GGGGCTATCGAGAGGAGCTCACTGTGGGATGGGGTTGACCTCTGCCGCCTGCCTGGGTAT
-CTGGGCCTGGCCATGGCTGTGTTCTTCATGTGTTGATTTTATTTGACCCCTGGAGTGGTG
-GGTCTCATCTTTCCCATCTCGCCTGAGAGCGGCTGAGGGCTGCCTCACTGCAAATCCTCC
-CCACAGCGTCAGTGAAAGTCGTCCTTGTCTCAGAATGACCAGGGGCCAGCCAGTGTCTGA
-CCAAGGTCAAGGGGCAGGTGCAGAGGTGGCAGGGATGGCTCCGAAGCCAGAAATGCCTTA
-AACTGCAACGTCCCGTCCCTTCCCCACCCCCATCCCATCCCCACCCCCAGCCCCAGCCCA
-GTCCTCCTAGGAGCAGGACCCGATGAAGCGGGCGGCGGTGGGGCTGGGTGCCGTGTTACT
-AACTCTAGTATGTTTCTGTGTCAATCGCTGTGAAATAAAGTCTGAAAACTTTAAAAGCAT
-TGCTTTTGTCCATCCTCACCAGCGCGCTGGCCCGTTGGCTTCTTGCTCCGCTTTGTGGTG
-GGAGCACGGACTTGGAGCTCCCTTGGGTGGCCCTGGATGGAGCCAGGCCCTGCACAGGGA
-TCCTTGTGGCTGATGAGGCCCTGAGTGGGGAGCACACACTGCTGAGCACTGTGGGAGGCG
-GGGCCGTGGAGGCAGGAGGCTCTCTGGCGTGCACGTGTGGGTGCGTGTACGTGTGGGGGT
-GTGTGTGTGTGGGTGCGGGTACGTGTGGGTGCATGTGCCTGCTCTCTGGCGTGCACGTGT
-GGGTGCGGGTACGTGTGGGTGCGGGTACGTGTGGGTGCATGTGCGTGTGGGTGCGTGTGC
-CTGCTCTCTGGCGTGCACGTGTGGGTACGTGTGGGTGTGGGTGCGTGTGCCTGCTCTCCG
-GCGTGCATGTATGGGTGCATGTACGTGTGTGTGGGTGCGTGTGCCTGCTCTCCGGCGTGT
-ATGTGTGGGTGCGTGTGCGTGTGGGTGCGTGTGCTTGCTCTCCGGCGTGCATGTGTGGGT
-GCATGTACGTGTGTGGGTGCGTGTGCCTGCTCTCCGGCGTGTATGTGTGGGTGTGTGTGC
-CTGCTCTCTGGCGTGCACGTGTGTGTGTGTGTGTGTGTGCCTGCACACATAATTGGCCCA
-CATCTGTGTCAGAGCACAGGGTTGGGAGGAGGCTGCACCCAGGACTGGAAGGGTCTGGGG
-GGAGCCAGGGTGCGTGGGGCTGTTGGGCAGCCTTTTCACTGGCCCAGGTGTGCAGAACCA
-ACCCTTGGCACTGCTGGAAGCCCCTAACTAGAAACCCCTGGGGTAGCTGGGCTCCTGGAC
-TCCCTCTAACCTGCTTCCTAAATTAGTGTGTGGGTGACAGCACTGCAGAAGCTGAGCCTC
-AGGGAAGGGCGCGGTGGCTCACACCTGTCATCCCAGCACTTTGGGAGGCTGAGGCTGGAG
-GATCGCTTGAGGCCAAGAGTGGGAGATCAGCTTGGGCAACATAGTGAGACCCCATCTCTG
-CAAAAAAATTTCTTTAATTAGCCAGGCGTGGTGGTACACACCTGTAGCTCCAGCTACTCC
-GGAGGCTGAGGCAGGAGGATCACTTGAATCCAGGAGGTTGAGGCAGCAGCAAGCTGTGAT
-TGCACCACTGCACTCCAGCCTGGGTGACAGAGCGAGAACCTGTCTAAAAAACAGAGCTGG
-CACCCAGCACCGGCAGATGTGAGCCCTGGGGAGAAGCAGGGGAAGAAGGGGTAGGGTGTG
-TGGCCAGCTGGGTGGCCCTTCGCAAACTGCTGTCTCTTATGAAAAATAACTAAGTGTAGT
-TTTCTATTTTGTATTAATGATTTTAAAAAAAAAGCCAGGTGCGCTGGCTCACACCTGTAA
-TCCTAGCACTTTGGGAGGCCGAGGCGGGTGGATCACCTGAGGTCAGGAGTTCAAGACGAG
-CCTGGCCAACATGGTGAAACCCTGTCTCTCCTAAAATACAAAAACTGGCTGGGCATGATG
-GTGGGTGCCTGTAGTCCCAGCTACTCCGGAGGCTGAGACGGGAGAATTGCTTGAACCCAG
-GAGACGGTGGTTGCAGTGAGCCGAGATCACGCCATTGCACTCCAGCCTCAGTGGCTGAAG
-GAGACTCCGTCTCAAAAAAAAAAAGAAAAAAGAAAACCACAAAAACATCGAAATAAAATA
-ACACCAATGGCTGGGCACATTGGCTCATGCCTATAATCCCAGCACTTTGGGAGGCTGAGG
-CAGGCGGATCACCTGAGGTCAGGAGTTCAACACCAGACTGGCCAACATGGTGAAACCCTG
-TATCTACTAAAAACACAAACATCTGGGCGTGGTGGCAGGTATCTGTAATCCCAGTTACTC
-GGGAGGCTGAGGCACGAGAATCGCTTGAACCCGGGAGGCGGAGGTTGCAGTGAGCCGCGA
-TTGCACCACTGCACTCCAGCGTGGGCGACAGAGCGCGACTCCGTTTCAAAAAAAAAATGA
-AAAGATAATACCCACAAGCTCCACACCCAGGAGGTCCCATGCGTCTGAGTGTTTGCTTTC
-TGGGCTTTTCATCACCTGGTCCTCTGGGGATATGCTGACCGACCCTGTGTGCCTGGCAGG
-TGTCAGGCACTGGGGGTCGGGGAGGAGAGAGTCCAGGAGCGGTGGCCACACACAGGTCGC
-TGACGGTGGGGGGCCAGGGTGGGGGCAGACTAACTTTGGTTTTCAGGAAAGGTCCAGAGA
-AAACACGCCCAAACCCAGACCCGAAGCATGAGCAGGGGGAGGGCAGGTGAGGAGGCCAGA
-GGCGGGGCATGTGGTGTGGGTCCATTGGACGGTGTGCAGGGCCCTGTGGCTTGACAAAGG
-GATCTTTCAGCAGGAAGCGGAGGCGTAGGAGCGGCCAGAGGCCAGCGTGCAGGACAGAGG
-CCACAGGTCAGAGCAGCAGAGGCTGGACAGAGATGGGCAGGGCAGGTCCAGTGGGGCTGC
-GTGGGCCTGGGGAAGAGAGCTGGGGGTGCTGCCTGAGGAGCTGTGGGAGGCTCCTGGAGG
-GCTCCAAGCAGGAGGCCACCAGATTTCATGAAGACGCCCCTGGCTAGGACAGGGTGCTAG
-GCTGCAGGGGGAGCAGAGGGAGGGATTTGGGGGAGAATGGGCGGGTCGAGGGGGGTGAGA
-AGAGGCGCTCAGGGACGTGGAGATGGAGCTGGAGGCACCGGAGCTTTGGGTGGATTCGCC
-CTGATGCGTCTGGAGGGATGGCTGGGCTGGGGAAGCTGGGGTTCCCTGAGTGGGGTCCAG
-GGGGCCGAGGGGTGCCAGGCAGGGAGAGGCTGGGCTGAAGCCTGAGGCAGGTGCTCCTGC
-TGGGTGTTGCCTAGGAGAGGAGAAAAAGCCCCGACGCCAGAAATGGAGGAGGGAGGAGGA
-CCTCGGAGGGGAGGAGGAGGGTGCGCAGAACCAGGAGAGGCAGTTTGGGGAGCAACCGCT
-GCGGAGCGCGCAGGACCCAGAGGACTCAAAGGGGACCTGGAGGGTGACGAGGCCTTCCGT
-GGCCGGGGGTGAGGAGGAGGGAAGCCGCGCGGGCGGAGAGGCGCTGGTGGGTCCCAGGTT
-GGAGGCTGTGGGTCTGAGAGGCGAAGCCCAGGGGAGCCCGGGGCCACCGCTGAAAAGGAT
-GGCAGCTGAGCGCAGGCGAGGGAGAGGCGCGCGTGTCCGGGACAGACCGCGGTGGGAGCT
-CGACTCCGGAAACCGGCGGGCCTGGGGCTGGGACCTACAGGGAGGCGGACGCGGCACAGC
-CAGGGAGGTCGGTCCCGCGGGCCCCGCCCCGCCCCCCAGCCTGGAGCGCCCCCCTCCGGC
-CCCGGTCCGCAGTGGAGGCGGCCCCGGAAAAGCCAGAGGGTCTTGGAATGGAGGGCGGGA
-CGGAGCCGCCTGCAACGCCCGCGACCCGCGACCCGGCTGCCCGCGGGACCCCCGGCTCTG
-AAGCGGGGACGGCCGGAGCTTCCGCCTGCAGCCCAAACTCCCAGGCGCCCGGCAAGAGTG
-GCGGGCGCGGACCCTTTAAGAAGGCCGGGGGGCGTGGCCTCGGGGCGTGGCCCGGGGCGT
-GGCATCGGGGCGAGGCTTCGGGGGCGGAGCCCAGGCAGCGCCTTCGCGGAGTTGCCGGAG
-GGTGCGGCCGCCCAGAGCGCACCCCGAGCGCCGGCGAGCGGCGCGGTGAGACCCTCGTGC
-AGGTGAGCCCGGCGCACGGCGGCCCAGAATCCTGGACCCCAGGAGAAGCGTCTACGGCCC
-CGACAGGTGGGCGTGGCGAAATGCCACCCGGGCCCTCCTCGCGCTCCCAGCTGGGTCACG
-CCTCAGACCCGGGGTCCTGGACGCCTGCCCCCCTCCACCCGCAGGCCCTGCCAGGACACT
-TTGGTCCCTGGCCCGCCAGGCCTGGCCTCACTCAGGCTTGGCTGTGGGGTCAGAGTCGGG
-CAGAACGGAACCAACAGTCCTGGCAGGCCCAGGCGGTTGGAGGAGAAGTGGTCGGCTCTG
-GACACCTTTGTTGTTTTTTGTTTTTTGTTTTTGAGATGGCGTCTCACTGTGTCACCCAGG
-CTGGAGTGCACTGGCGCGGTCTTGGCTCACTGCAACCTCCACCTCCCGGGTTTATGCAAT
-TCTCCTGCCTCAGCCTCCGGAGTAGCTGGGATTACAGGTGTATGCCACCATGCCTGGCTA
-ATTTTTGTATTTTTAGTAGAGACGGAGTTTCACCATGTTGGCCAGGATGGTCTTCAACTT
-CTAACTTCGTGATCCACGCTGCTGGGATTACAGGTGTGAGCCACCGCGTGTGGCCTCTGG
-GCACCTTTTGAAGGTAGGATGAGAGGAACTCATGGATCGGAGCCGGCAGGGAGCGCCGAG
-GGGGGCCGGGGGCAGGGCGGCCACCCTTGCCTGTGTGGGGAAGATGAAGAAGAGGGTGTG
-GGCCGCGGGGGCAAGATCAGGAGCTTTGGGTTTTGAAGATGTTAGGAAAGACGTGCTGCT
-GACTTTGCAAACGGAGGTGCTGAAACCGGGTGTCTGGAGCTCAGAGAAGAGGTGGCGCTG
-GACTGGCCTAGACTCTGTGCAGACACAGAAGAGCCAGGGCCTGGGGCTCCCATCGAGGAG
-GAGGACAAAGGGCCCTGGCCAGGGCAAGGTGGGAAGCCGGGAAGTGCAGCCTCCACAGAG
-CCTCGCAGAGAAGGCGCCACTGGAAGAAGGCGGCACTGACGGCCTCGGAGGCTGCTGAGG
-ACCGGCTGGGCCCCGACGTCCGTGGCAACCCTGACAGCCAAGTCCTCCGTGGGCTTGGAG
-GGCGGGACACGGCTCTGGAGATGAGGGAGAGGACGGGCCGTGCCGACCGGCACCGCGGTG
-TTCCTGAGCAGTGGCACCGTGGCTGTTGCTGAATTTTATTATTGTTAATTAATTTATTTA
-TTTTTATTTTTGATACTGAGTTTTTCTCTTGTTGCCCAGGCTGGAGTGCAGTGGCGAGAT
-CTCGGCTCACCGCAACCTCCGCCTCCCGGGTTCAAGCGATTCTCCTGCCTCAGCCTCCCG
-TGTAGCTGGGATTACAGGTGCCCATGACCACACCCGGATAATTTTGTATTTTTAGTAGAG
-ACGGGGTTTCACCATGTTGGTCAGGCTGGTCTCAAACTCCTGACCTCAGGTGATGCGCCT
-GCCTCAGCCTCCCAAAGTGCTGGGATTTCAGGCATGAGCCATCGCACCCGGCCATGAATT
-TTAATTCATTCCTATTTACAAATCACACAGCCATACAAACTTCTTCCAGAAGTTGTGCTC
-AGAGGGGAGCAGAGGGGCAGGAGCTGCAAGGAGTGGAGGCAGGGCCCGAAGGAGGAGGAG
-GAGCTGGGGCCCCGGGAGAGGGACCTGGCCAGGGTGGGCTGGAGCCGGGGATGGGGTCCC
-CAGGGGGACCAGCCAGGACCTGTGGGTGCTGCAGAGGAGGGGAGATCTTGGCTCCATTCT
-CAGGGGTGAAAGCCTGTGGAGGCCTTTATTTTTTATTTCTTCTTAAGTGAGATGAGGTCT
-GGCTATGTTGCCCAGGCTGGTCTTGAACTCCTGGGCTCAAGCAATCCACCCGCCTCCTGA
-GTAATTGGGATTATAGGCATGAGCCTGGTCATGGAGGCCTTTAACAGAGACTGCGGTGAG
-GCCTCCATTCTAGAAAGAGCCCTGCAGCTGCCCTTTGTGGGGCAGAGGGGGCAGGACCGC
-CCTCAACCTTCCTCCTCCTCTGGACCAGCCATGGGGGCCGGAGCAAGGTCTGCCCAGGGC
-ACAGCAACCCCCACCCATTCGTGCACAGGTTATGATTCCACTGACAACCAGGCCGGGCCA
-GCGTGGGGCGGAGGTCCTAGAGCCAGCAGGCCCCACCTGGGTATCATCTATGCAGCCAGG
-AGATGCCCAAGAGCCAGGTGTCCAGAAGCCGCCCCTGTGTGGACAGCACAGCTGGGGAAG
-ACAGAGGGCTGGGGGAGCCCCACGTCCTCAGTTCCTTCCTCTGCCGCCTCCCTCCCTCCC
-TCCCTTGTCCCCGTTCCCTCCGTCCCTCTCCCCCTTCCTTCCCTCCCTCCCTCACCACCA
-TTCCCTCCCTCCCACATCCCCTTCCCTCCCCTCTTCCTTCCCTCCCTCTCACACCCCTTC
-CCTCCCTCCCTCCCTCCCTCCCTCAGTCACTCACGGGTGTGGCTCTTTTTTGCTGACATT
-CTGGGCTCTGGGGCTGCCGCCTGAGTACAATGTAGTCCTGAGCTCCGGAGTCCAGTGCCA
-CAAAAGTAAGGAGCAGTTGTGATCTCGGACGTGGGCTCCGGGGCAGCCCTGACCTCATGG
-GGGGCTGCAGACTAGGAAGGTCCTGGGACGGGGGGGCTGTTCACCAGGAAGGGGCAGGGC
-TGCAGCCTCAGCCTCCCCTCCAGATGCCGGCAGCACCAGCCTCTGCCTGCATGGGGCCGC
-GAGGTTTGCAGTGACATCCCCCGAGCTTCCTGACCTGCCCCGGACACGGAGCACGGCTCC
-CAGGGGCCGCACAGGCACCCGCTGGCCTCTCGGCCCCTCCCTGTGCACCACCCCCTCCTC
-CCCCCGACCCCCATCCCTCTACTGAGTGTCTCAATTCCAGTGTTATGGACCTGGGACGCC
-ACAGTGCGGGGAACAGCTTCTGCCCTCTGGGAGATAAGAACCCGTCGTCAGGCAGCTGGG
-CTGCTGAAACAGTGACCATAAGCTGGGCGGGCAGGCGCTCCTTCCCTCAGCTCTGGAGGC
-TGGAAGTCCGAGATCCTGGCCGTGGAGGCTGGGAGGGGTGGAGTGGACGGGGCTGCTGAC
-AGCCTCGGGGGCGTGTGGAGAAGGAGGGAGCCCCAGTGGCCCCAGGCCCTGCCACTTGGG
-GGAGAATTCCAGCCCCTCTGTGTCCCTGGGACCCCACAGCCCCTGGCCAGTGGCCATTCC
-CGGCTTCGAGCACAGTGGCCTCAAGCCACCATCGTGGGTGTTACCGTGGAAACAATGAGG
-GAGGTTTGTGTGGGGCCAGATTCCTCCTCTGGGCACTGACCTGCTCTCCCCACTCCAGGT
-GGTTTCACCCCAACATCAGCAGGGTGGAGGCGGAGAAGCTGTTCCTATCCAGAGGTCAGC
-GTGGGGACTTCCTTGCCAGGCCCAGTGAGAGCAGCCCGGGGGGCTTCACGCTGTCCGTCA
-GGTGGGTGGGCCCTGGCTGGGCATGGACAGGGTCTGGTTGAAGGCCTCCTGGAGGACCGG
-TGGGCAGCTTCCTGGACACGAGGACTTGGTGCGGGGGGCCGATGCCCTGGGAAGGTGGTG
-AGAGTTGGACGTGGTGCTGGGCGGTCTCTGGGCAGGAAGGAACTATTTAGAGAGGCCCTT
-GGGGAGGGCTCATTGAGTCAGGGGCTCAGCAGGACCCTTTCCTCCCCTGTGAGGGCCCTG
-GGGACAGGCAGGGCCTCCGTGGCTGCGACCGTGTTGCCAGAGCCTGGGGGTGCAGCTGGG
-GAGTGCAGCGGGGTTCCCATTGAGCTCTGGTACCCGCTGGGCTGCCAGGACCCCGCGTTG
-GAGTGGTGAGCCCTGGCCCAGCATCCGCGTGTCAGCACACGTGTGTACGTGTGCATGTGT
-GTGTTCGCGTGTCCATGTGTGTTCATGTGTGTGCGTGTGCATGTGTGTGTGTGTGTGTGT
-GCGTGTGCCTGCATCCTGAGGGACGGCGTCTGCTAAGCACTGGTTCAGGGCACAGGGTCC
-TGCACCTGCCTCCCTCAGGCCTCCTTCCTTCAGGTCTCAGGCACTGGAGTCCAGGGTGAC
-TCAGGGAAGCCGGTGCCTCCCCTGGCCCCATCCCTGCCCTCCTGGCTGGTACCCTGGGCT
-GAGCTGGTTCCTCCAGCCTCAGTTTCCCCACTGCAGCGGGCTGCATCTGCAGAGAAGGAG
-ACCTGGTCTGGGGAGGCCCCTGGCCCCTCCTTGCTGAGGACCAGGCCGCCACCTGGTGGC
-CGCCCGCCCCTGCAGCGCCCGCCTGCCTCCTGCCGGCTCCTGGGTGGGGCGAGGGCCAGA
-AAGGCGAGCAGAGCAGCTCTGGGGCCCGGGTGGTGGTGCTGCCTGGACCCCCAAGGTCTG
-CGTATGTCTCGCTAAGCCTTCTGCCCTATCCGTGTGGGTCTCTCCCCCTCACCTGGCCAG
-GCCGTGGCCTCCAGCCTCACCTGTGCTCGCCTGTGCCTGGCCCAGGTGGTACCACGGGCG
-CCTGTCTGGCAAGGAGGCTGAGAAGCTGCTGCTGCAGAAGGGGCATCCGGGCAGCTTCCT
-GGTGCACATGAGTCAGAGCGATCCTGGGGGCTTCCCGCTGTCAGCGCTGACGCAAGGGTG
-GGACGAGGCGCAGGGCTCAGGCCGCCAGCCACAGGTCACGCACATCATGACTCACTCCCA
-GGTGGGAGGGGGCGGCGAGCTGGGGCGGCCTCTGGGAAGGGCGGGCGGCCTTGGCCAGGC
-CCCTCACCGCCACCCCCACGGCCGGATGAGAAGTGGGAGACGGGGAGCGTTTTGACACCC
-TCGGAGACCCGGTGTAGCAGGAAGAGCCCATTGATGGGGAAGGTGGGGGCGGTTGTGCAC
-CTCAAGCAGGTAAAAGCCCCTCCACAGGCACCAGGGCCGTGGGCACAGCCTCACCCAGGA
-AAGCAGCTGGGGGTCCACTGGGCTCAGGGAAGACCCCCTGCCAGGGAGACCCCAGGCGCC
-TGAATGGCCACGGGAAGGAAAACCTACCAGCCCCTCCGTGTGTCCTCCTGGCACATGGCG
-ACCTCCATGACCCGACGAGGGTGCGGGGCCCGGGGCAGGGTGGCCAGGTGCGGGGGTGCG
-GGGCCCGGGGCAGCTGCCCTCGGTGGGAGGGGTGTGGTGTGGTCTGCGGGGCCCTGGGGG
-GGTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGTGTGGTGTGGTCTGCGGGGCCCTGGGGG
-GGTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGTGTGGTGGGGTCTGCGGGGCCCTGGGGG
-GGTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGTGTGGTGTGGTCTGCGGGGCCCTGGGGG
-GGTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGTGTGGTGTGGTCTGCGGGGCCCTGGGGG
-GGTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGTGTGGTGGGGTCTGCGGGGCCCTGGGGG
-GGGTGGGGTCTGCGGGGCCCTGGGGGTGTTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGT
-GTGGTGGGGTCTGCGGTGCCCTCGGGGGGTGTGGTGGGGTCTGCGGGGCCCTGGGGGGGT
-GTGGTGGGGTCTGGGGGGCCCTAAGCTTAGATGCAGGTCTCTCCCTGGCAGCCCCTCAAG
-GCCACGAGGATCAGTGCTCGGAGCCTGGAGGGCTGTGTGCAGGAGTAGCAGGGCCACTGA
-TGCCAGCGGGAAGGCCAGGCAGGGCTTCTGGGTGGAGTTCAAGGTGCATCCTGACCGCTG
-TCACCTTCAGACTCTGTCCCCTGGGGCTGGGGCAAGTGCCCGATGGGAGCGCAGGGTCTG
-GGACTGTAGGGTCCAGCCCTACGGAGCTTAGCAGGTGTTCTCCCCGTGTGTGGAGATGAG
-AGATTGTAATAAATAAAGACACAAGACAAAGAGATAAAGAGAAAACAGCTGGGCCCCGGG
-GACCACTACCACAAAGACACGGAGACCGGTAGTGGCCCTGAACGGCTGGGCTCGCTGATA
-TTTATTGCATACAAGACAAGGGGGCAGGATAAGGAGGGTCAGTCTTCTAAGTGATTGACA
-AGGTGAAGCAAGTCACGTGATCACAGGACAGCGGGCCCTTCCCTCTTAGGTAGCTGAAGC
-AGAGAGAGAAGGCGGCAGGCATCAGCGTTTTCTTCTATGAACTTATAAGATCAAAGACTT
-TAAGACTTTCACTATTTCTTCTACCGCTATCTACTACGAACTTCAAAGAGGAACCAGGAG
-TACGGAAGGAGCATGAAAGTGGACAAGGAACGTGACCATTGAAGCACCACAGGGAGGGGT
-TCAGGCCTCCGGATGACTGCAGGCAGGCCTGGGTAACATCCAGCCTCCCACAAGAAGCTG
-GTGGAGCAGAGCGTTCCCTGACTCCTCCAAGGAAAGGAGACTCCCTTTCCCGGTCTGCTC
-AGTAACGGGTGCCTTCCCAGACACTGGCGTTACCGCTTGACCAAGGGGCCCTCAAGCGGC
-CCTTATGCGGGCATGACAGAAGGCTCCCCTCTTGCCTTCTATTCACTTCTCACAATGTCC
-CTTCAGCACCTGACCCTATACCTGCCGGTTATTCCTAGGTTATATTATTAATGCAACAGA
-GTAATATTAAAAGCTAATGATTAATAATGTTTATAATAATGATGGATAATTGTTCATGAT
-CATCGCTGTATCTAATTTGTATTATGACTATTCTTATTCTATTTTCTTTATTATACTGAA
-ACAGTTTGTGCCTTCAGTCTCTTGCCTCGGCACCTAGGTACTCTTCCGCCCACACGGGAC
-GGGCTGGGGGTGGCCATCTCGGGCTCTGGGAAGGGGCCGGGGCTGTGAGCTGAAGGCTCC
-ATCACCTCCAGATGCTGCAGCAGCAGGAATGCCGGTTCCTGTACCCTCGGAAGGAGGGGC
-AGAGTGTGGAGAACAAGCCCAAGAATCACTACAAGAACATCCTTCCCTGTGAGGGCGGAG
-GCCAGGGCGTCACCCGTCGGGCCTGGGGGAGGTGGGGGGCAGGCCGAGCATCTGCCACCG
-CTGACCTGAGGCTCCCCCTTGCATACCCTGGACCCTCCATCTCTGCTCACCACAGGGTCT
-GCGGGCAAAGAGGCAGGGTGAGGCCCACGAGCTGTGCCCTGGAGAACTGAGCGGCACCTC
-CCTTCCCAGTTGATGCTACCCTTGAGTCATCCTGCTCAACGAGGATGACAGCGGGCCCGG
-AGCCGACTACATCAGGGTGGGTGTGTGCGGGAGGCGGGGCCTGGGCCCATTGCTCCTGGG
-GGGCTCAGGAAGAACCAGGGTCCCCAAGGGAGGGGTGGGCGGCAGTCTCCAAGGGGTCCT
-CAGAGAGGCTGGACGGGCATTGGTCCTCAGCCCCTTGCTGGCCTGGAGTGAGGAGTGTGT
-TTAAGCCACCAGGGCTCTTTGCATAATATTTGTGTGTCGTTTGCATATCATTTGCATAGC
-ATTTGCATGGACTTGTTTGTCCTCTGTTAACAGCAGCAGTTGGCCTCATTCCCTTTCAGA
-CTGACCCTGAGGAGGAGCCGGGCCATGGCAGGGGCAGGGTGGACATCCCTTGTGGCCCTG
-CCCCGCCGCACCTGCACCTGCACAGCCCGCGTGGGCCCGCCCCGCCGCAGCTGAAGTGCA
-CCACCATGGGCCCGGCCCGCGGCTCGCGGCTCGCGGCTCTGGGCCCGGTTCACCTCGTCC
-CGGAAGCCGAGGACGCCGGCGGGATCGGTCCGGACGCCGTAGTCCGGCCAGCCGAAGTAC
-TGGAAGTGCTGCACCGTACGCTGTGGCTCCTCCCCGCGGGGCAGGGCCTCGCGGGCGCAG
-GGTGTACATCGCCTGCAGGGCTGTCTGCAGGCCTGTCTGCAGGCCACGGTGGCTGCTTTC
-TGGGCCACGGTGCACCAGGAGAACACGCGTGTCATCGTCATGACCACCAGGGAGATGGAG
-CGGGGCCGGGTAGGGGTGCGGTGCCAGTGCTCCCAGTGCCCATCCCACCCCGTGCATCTT
-CGGCTGCCCAAGGCCCTTCCCGACCAGGCCAAGGAGGCTGTGGGACGCCGTGGGAGTGGG
-GAGGCTCCCACAGAGCCCCGTGGCTGCACGTACACACCTGCGTCTCTGCAGGTCGCAGGG
-GCGGGGTGCCGAGGTGCTGCCAGCAAGGCTGATGCAAAGCGCTCCCCTCGGAACAAGTGT
-TTCCGGGACTGGCCAGAGCTGCCCGGCAGCCAAGAGTTCGGCCGTGTGCACATGCGCGTC
-CTCGGCAAGGGCCAGGCCCAGGGCTACTGCGTGCGGGAGCTGCAGGTGTGGCGGCCGGGC
-CAGGTGAGCCTGGCGGCTGTGGAGCGTGCCTGCTGTCGGCCTGCACTGGGAGACCCCACA
-CCTGCCTGCATCCAACCCCACTGCCTTTGGGGGCTTCCACACCCCTCAACCCAGGAGGTG
-CATTCCAAGCCTGGACAGGGGTCACTGACGTGGCCACATTCTCAGCCCTGGGCTGGCGGC
-CGCTCCTCCCACACACCTCTCCAACTGCAGCTTTGGTCTCCGTTGTATACCAGAGACGCC
-CATTTCTGCTCCGGGCAGATTACCTCGTGTTCCCTCCAGCCCCCGCCCAGTGTGTGTGGG
-GGGGTCCTCCAGGACCCCATGGACCCCTCACATTTGGTTTTTCCTTATAAAATAACTGTC
-CTCACAGCCTGCTTCGCCCGCCCCCAGCTCCCTCTTCCCTTCCCCAGGCACCTGAGCCAC
-CTGGGGCCATCTCGGCGCCCCCTCCCCATTTCCTTCCTCCTCCTCCTGCTCGCCTTGGCT
-CCCGCAGCCCCTCCGCTTGGGCACTCCCGGAAACCCAGCTGTGCCTCAGCCTCCTCCTCC
-CACCCTGGGGTCACACTCACCGCTTGCCCCGCTCAGGAGGAGCCACAGCGTACGGTGCAG
-CACTTCCAGTACTTCGGCTGGCCGGACTACGGCGTCCGGGCCGATCCCGCCGGCGTCCTC
-GGCTTCCGGGACGAGGTGAACCGGGCCCAGAGCAGCAAGCCGCGGGCCGGGCCCATGGTG
-GTGCACTTCAGCTGCGGCGGGGCGGGCCCACGCGGGCTGTGCAGATGCAGGTGCGGCGGG
-GCGGGGCCACGCGGGCTGTGCAGGTGCAGGTGCGGCGGGGCGGGGCCACGCGGGACGACG
-AGGGCGGAGCCATCGGGTGGGCGGGGGCGCCCCCGCCCCCGCCCCCCACTCTCGTCAAAG
-GCCGCCTAGTTTGTCCTCAGTGGGGGCATCGGATGCACGGGCACCATCATCGTGATTGAC
-ATCCTGGTGGACGTCATCCGCAGGCAGGGCGAGCCGCTCCACTCTGGGTCCCCCCGCCCT
-GCCCTGCTATAGCCCCACCCCTCCGGGCGACCCCACCCCTCCGGACGACCCCACCCCTCA
-GGACGACCCCACCCCTCAGGACGACCCCACCGCTACCGGCAAGCCCCGCCCCTCATCAGC
-AGCCCCGCCCCTGCCTGCCGGCACCTTCCCCCCATCCGTAGCCCCTCCCCAAGCGCGCTT
-GTCCGCAGGGCTGGACTGCGACACCGACGTCCCGAAGACGATCCAGCTGGTTTGGCGGCA
-GCACTGGGGAATGGTGCAGACGGAGGCTCCGTACAAGTTCACGTACCTGGCGCTGCAGCG
-GCACATCCGGGGCGAGTAACTGCGCCTGCGCGAGCAGGTGGGGGCGTGGCCCTGCGGGGC
-GTGGCCTGTGCGGGCGTCGCCATGGTGACCGGCGGCCCCTCCCCCCAGCGCGAGCCGCCT
-CAGGAGCGCGAGAACCAAAACGTGGGCGCCGCCCCCCGCTAATCGGGTTGCAGCCCCCGG
-CTCCCCGGGCATCCCCGGTGTGAGTGGAGCGCCGGGGCCGGTCCGGAGTCCTCTGGGAGG
-GACTGGGACGTGCGGGGTGCAGGGCTGAGCCGCTGCTCCGCGCGCAGAACCCCGCAGCCC
-TGGGACGGCGAGGACGCGAACCTGCGGAGCCGCGGGTGTCTGAGGAGCCGCAGGGAACCC
-CCGGCCTAGCCGCGCCCGCGTGTGGCCGGAGCTGCGGGCCGGGACTGTGTCCAGGACAGA
-GCCACAAGCTTGTCCCCAGCTCAGGGAGGTCCAGGGGCGGCAGAGGGAGCGACAGGCTGC
-GAAGCCCACCGGTGACCACGTGTGAACCCGCGTGCGCCCCCAGCTCGGCCACTCCGTGCG
-GGTCTGCCCTCACCGCAGCTCCGGCCTGCCGGCCCTGCCTGCTCCCGTGGTCTGGGATGT
-GGCCCCGGTGAGGACCCGGCCCCATCAGGCACAGGGTGGATGTCTGTGGAGTGAGGTGTG
-TGTGACATATTCATGTGACCACCCGTGCAGCGTCACGCGCCTGGCCCTGCCGATGACAAG
-GGTGTGGGCCTGCGTGGGCATGACTGTGTGTGTGACACAGAGTGATGTTGCTGTGACCCG
-TGGCTGCACTCCCCACATCACCGGCTTTCACAGCCTTCCGGTAAAGTGCTGTGTTCTCCC
-TTCTGTGTCTTCGCTGGGACCTGGGGCAAGGGTGGGTGTGGCCCCCACAGCTGGAGTCAG
-CTTCTGTGGGGCCTTCCCGAGCCCTCCCCACCCTGGACCAGAGGCCCAGCTGGTTGGAGC
-AGGAAGTACCTGGGCTCTGGGGTCAGGGATGGGAAGGCTGAGGAGGCCTGCGTGAGCTGG
-ACCTGGCCTGGGCCCTCCTGGCCGTGCCTGCCTGGTGGTGCAGGATTCCTGGGGCTGATG
-ACAGACGGGGTAGGGCTGGGGTTGGCGAGCCTCCTGCCGATACCTCACGTAGCTGACCTC
-TGACTCTTCCCCAGCCAGGCTGGCCCTGGGAGTTGCCGGAGAGTCAGTGGATCTGCAGGC
-TGCACGCTGGCTGTTACCTTTGCTTCTGGGTTCCCACAGGGGTCATGGTTCTGTGGTTCT
-CCAGTCAGGGACCCTAGCAGGGCCATGGGGCGTGACTTCCTGGAGGTGTGGCCTAGTATG
-GCCACGGCAGAGGATGGGGGAAGAGAAAGGCCCCCTTTGTCAGCCCCCGGGCTCTGAACC
-AAGCTGAAGCCCTCCCCCTGGTCCAGCCTGCCCTGCCCCAAGTGTCCTGGGCCTCTCCCC
-ATCTCCCTGGGGAGCCTCACATTGCTGAGTCGCCAGCCAACTCCAGAAACCCCCAGCCTG
-TCTGCAGCCAGAGGGGCTGGGAGTTGGACCCCCTAGAACCTTGGGCCCACCTGTCCCAGT
-GGCTGCTGGGAGTCTAATTCTGTCAGGGTATCCTCTGGGTTGAGGCTGCAGCAGGGGCAC
-CCAGGGTGAGGCCCTCTTGCCAAAGATGGATACAAATAATTTATTTTAAAAGGTACAATT
-CACAAGGTTGGAGGGGTAGCTGGAAGTTTCTGTGGTTACCTTGCACTGGGGGGCTGCCCT
-GCCTCCACTCTCTCCCCACAGTCCGAGGGCAAGATGAGCACCCCCACCCAATGGCAGGAC
-CAGCCCTGCGGGGAAATGTCAGCATGAGTGGAAGCACGGCAAGGCCCCTTCCTTCTTGGC
-AAGGGGCTTCCCTGGCAGGCAGTTCACAGGGTGTGTGGGTGGGGGGGATGCTGACCAGCT
-GCTCTCCTGGACCCTTCCTGTACGAGCCTGTTTTTTTTTGTTTTGTTTTGAGACAGGGTC
-TCCCTCTGTCGCCCAGGCTGGATGCAGTGGTGCAATCTTGGCTCACTGCCACCTCCACCT
-CCCCGGTTCAAGCAGTTCTCCTGCCTCAGCCTCCCCAGTAGCTAAGAGGCACCCACCACG
-ATGCCCGGTTAATTTTTGTATTTTTAGTAGAGATGGGGTTTCACCATGTTGGCCAGGCTG
-GTGTCAAAATCCCGACCTCAAGTGGTCTTTCTGCCTCAGCCCTCCAGAGTGCTGAGATGA
-CAGGCGTGAGCCACCGCGCCCGGTGAGACTGTGGTTCTTGGAGGCTTTGGGGATCCTCTT
-GTCCACCCCGTCAGGACCCAGCCTGGAGAATGAGGGGTGGACAAGCTAAATGGAGCCTGG
-TCTTGGTGGGGCCCCGGTGGAGTCCTCAGAGATGCCAGGCTCCTTTCGCGTCCTCGGGGA
-CCGACTTCCAGTGGCTGCTGTGCCCTTGGGCCCCCCAGTGGGGGACGCCCCATGGAGCTG
-GGCGAGGGCGGCTGACCTGGGCAGAGGCTGCTGGCCCTAATTATCAGTCAGAGGCCCGAG
-GGGGGAGGCGGCTGTGCTGGTGGCCGGGGGCCGGGGGGGCAGGGGCAGGCAGCGCAGGTT
-CCCGGTCTTGAGCGCGCACTGCACCGGCCAGAGTGCCACACAGAAGAGCATCAGCAGCAG
-GGCAGAGACCAGTGCCATGCGCCTCCAGTCCCTGCAGCGCGCCCAGCAGCGGGCCAGGCG
-GCCCCGGCGGGGGGCAGGGTCCCGGGCGGGCGCGGGCGGCTCGGCAGGCTTGCTCAAACC
-CACGTCCACGCATACGAAACCGGGCTCGCGGCCAGGTGTGGTGGGCAGTGGCTGGCAGCA
-CAGCTTGGTGCCCTCCAGCCACACAGGCTCCTCACGCCGCAAATGCGCCGGCATCCGGGC
-CTGCAGCTGGCGGCTGGTGCACAGCGCGGGGGCTCCGGCGGGCGGCACGGCCGTGGGCTG
-CCTGCAGAAGGGGCAAGGTACAGCCTCACCACCGGGGCGGCCCACAGGCTGAGCAGCCGC
-CAGCCGGGCCAGGCACTCCAGGCAGAAGACGTGGGTGCAGGAGAGCTCCTTGGGTGTCTT
-GAAGATGTTGTCATAGCCTGAGAAACAGATGGAGCACTCCAGGGGGGAGGCCACCCTCTC
-CGAGCCAGGGGTGCCAGGGGACCTGGGGCTGCCGGCCGAGCTGGGGGACCTGGGCATCGA
-GGCTATGGAGCTGCTCCGGCGAGGGGGTGGCACAGCCGTGTGCCACACCTGCTGGCCTGA
-CGACATGTCTCTGAGCTGTGGGACAGGGACTGTGGTAAGCAATCACCGGCCGCCCCTTTC
-TGGTGGTGTTTTATCTCTCCCTCCCCTCTCTCGCCCCAGAGATCCCAGGGAAGGACTCTG
-TTTCCTGCGCGCCACTCCAGAAAGTTCCTCCGGTGCCCCTGGAGGTCATTCTGCCCCACG
-TGCAATCCTGTCCTCTCCACCCCATCACATGGCTGCACCGGGGTGAGCCTCCCACAGGGC
-CCCAGGCCTGCTCCGGGAATGCAGGCCGTGTGTAGGGGGGTCTCACTGACCGCTCGGCAG
-ACACCTCCTGTTGGCCCTGCCCCACCTGGCTGGCCCTGCTGCCCGGGCAGAAATAATGGT
-GAGGATGACAATAGCCACAGTCGTCACTGTTTATGTCGGAGCTCTGCAAGGCTGGGCCCA
-CATCACGGGACTCACACAACGCCACAGTGTGGAAAAGGCCGCCCAGAGCATGGGTGACTC
-GGCCAGGGCCACCCCAAGGGAGCTGGCGGGCCCTGGACCCTGGCAGATACGGCTCTCAGG
-CAGGCCAGGGACTCCAAGTCAAGTGAAGTGAGTTTGAACTCAGATCCCAGGATGGGTGCC
-TGGCTTGGGCGGTGCAGGCCTGATTTGTAGGCAGCTATGTGAGGGTGGGGTGTGGGGGTC
-TCTGGGTCTGGGGACCGGGCTGAGCCCCGGGGGCTTTGGGACGACAGGGAGGGCCCAGGC
-AGGGGCAGGGGTCAGTGCCCGAGGAAGGTGCACGTCAGGCACGACCTGCGGCCTGCGGGG
-CCGGCTTGTCTAGCTGCTGAGGGTCTGATGTGCACAGTGTGGGGGTGGGACTTGGATAAG
-CCCAGCCATTCCCTCTGGGCCAGCCCACTGCCTCATGGTCAGGTGATGGTCAGGGCACCC
-TCAGCCGCCCACTGAGTGGGTGTTTCTTCTCCCTGACCCAATCCCACTTCATGGCAGGGA
-CCCTGGGGGACGGACACTGGGGGATGCTGCTCTGCCCCTGGGCATGGCTCAGGTGGGCAT
-CTCAGCTGACCTGGGACCCTGCTCCACCTCCCGCCCCTCCCCTGCACCCAGGATCCGCTG
-CAGGGAGCCACAGGGGTCCCACCTGGAGGGAAGTGGGCAAGGGTGACAGTGAGACTCAAG
-GGCCTGGCCGTGCGTCCCCGTGGGGCCCAGGAGGCTGCCCCAGAAGTGACTCCTGGCACT
-GCCCCGCCCCACCCCTGACTTGCCAGTGAGTCCCAGACAGGCTGGCGGGATGACACAGGT
-CACTGTGACCACCTGAGTCACACGCCGTCACTGTGAGGCCGTGAGTGCCCCAGGCACCGG
-GACCTGGGGACTGTGCTCTGCGGCCTGTGTACCCCACAGAACCGGTTCCTTGGCACGAGG
-CCCCACCCCTCCACGATGGTGCCCCACCCTGAGCCTGTGCAGGTAAGGGGTGAACACGGG
-CTGAGCTGGCCTTACCTGGTGGCCGGGGGTCAGCGGGCCTGGGCGTGGTCCTCCTCGCCG
-GCCACGGTTGGGCTCCAAGGCCCTGGGCTGCCCTGCCGTGGCAGTGTCTGCTTCCTCTTC
-TCCGGGCCCGGCCCGGCCTGTGCTTCACCCAGCAGGTATCCCTCCCCGGGGCCGGCCACC
-AGCAGCTGTCCCGGTGGCACTGGTCTGGCAGGTGTGGCTTCTGCTCTGTCCAAGACAGGC
-GGGGACACAAGGAATGCGTGCGCCGTCACCCGCACAGAGCTCTGGTCTGAGGCAGGTGTG
-AGTTGCTGGGTGTGGGCTCCCAAGCAGGTCTATTTATACCCTATGGGCCAAGGGTGTGGC
-CGCAAGCCTCAGGGATTGGCTGGCTTCATCCTCTCCTTGGCGGGCCAGGCAGCTGGAGGG
-CAGGGAGGGAGGGGTGAGGGTCGGAGCCGGGTAGGGGTCAGCACAGCCGCTGCAGCCTGG
-GCAGGTCTGGGCTGGGGTGTGTGCTTGGACAAAGCCCTCTCTCCCTATAGCCCCAGGAGG
-CTGGAGCACCTGCTGGAAGCTGCTCACCGCAGTTCCAGGTCCCTGTGGCCCCTGAGCTCC
-TGGGTGGGCCTCCTAGCAGGGGCCCTCCCCGAGCCCCCCACAACCTATGCCCAGCCTGCC
-CCTGCCCTTTGCTCACTGCTGCCTGCCCTCACAGCCCATTCCTGCCACTTCCCTGCCCAC
-ACCCACCCATGTGCTCACCTGCCTCATCCATACACATACGTGGCTGCTCTCACACATGGG
-CCATGTGTTCACACGCTCTATGCCCCCGTGTCCACAGGCTCTCACACACGTGCCGTGTCC
-GGAAGCTCACATATGCCATGTCCACACTCACACACGCCGTGTCCACACTCACACGCCGTG
-TCCACACTCTCACACACATGCCATGTCCACATGCTCTCACACACGTGCCCTGTGTCCACA
-CACACACACATGCCATGTCCACATGCCCTAGCAGACTACAGGACTGGTCTGTGCAAAGAC
-CAGGGCTGGAGCTGGTTGAGAGTCTGGGGGCTGAGGCTGGCAGGGCTGGGATGGAGGATG
-TGTGGGTCTCAGAGGAGCAGCCAGTGGCATGGGCTGCCCCGTCCCCCGCACACCCCGCTG
-TGGGCCCGAGGGCCTGGTGTAGAGCTGCACCCCCAGGCTGTCCAGCTGCCAGCTCCCCAC
-CTCACTGAGGCGTCTCTCTCCCAGCCCAGTGGACCTCATGCAAGGGGAGGTCCGACCCGG
-CTGCCACAGCCCCATCCCCGCCATGAGGCCTGGGCCGGACCTGAGCTGGGACTCCACACA
-CCAGCCTGGGGGGGTGCCACACTGGGTGGGGCTGGGAGTGAGGGACCCACCCTAGTGGGA
-GAGCTGGCCGGGCCACCCCACAGACTGCCCTCAGGCAACTCCCATGCAGGTGCCCGCCGA
-CCCCTCAGTAGGGACCCAGAGGCTCCCCCAGGGCTGCCGCGGGCATCCTGGAGCCCAAGG
-GATGCTGGGAAGTGGGAACCAGGACTGCAGAGGCCAGGGGGCAACACCCCGAGGAGGAGC
-ACAGGGACTTGGGCTCAGGAAGGGCCGGACCCCTGCCAGTTCCATGAGGACTCTCAGTCG
-GGGGTTGGGGGGACCCCTGCCAGTTCCATGAGGACTCTCAGTCAGGGGTTGGGGGGACCC
-CTGCCAGTTCCATGAGGACTCTCAGTCGGGGGTTAGGGGGGTTCAGAGAGCGGATTTGGG
-TGCTCAGACAGGGAGGGGTGGATGCTCAGAGAGCGGGGCGCGGGCTGGGGCTGGGCTTTC
-AGACAGGGAGGGCTGGGGACTCAAGAGCTGGGGAGGGGTGGGAGCTCTGTGAGGGGCTCC
-GTGCGGGGTGGCTGAGGCTATGGGAACTCTGTGGGGGGAGGCTGAGGCTATGGGGACTCC
-GTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGCCGGGAGGCTGAGGCTATGGGGACTCC
-GTGGCGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGTTATGGGGACTCC
-GTGCTGGGAGGCTGAGGCTATGGGGACTCCATCGGGGGAGGCTGAGTCTATGGGGACTCC
-GTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGCCGGGAGGCTGAGGCTATGGGGACTCC
-GTGGGGCAGGCTGAGGCTACGGTGACTCCGTGCAGGGCTGTGAGGCTACGGGGACTCCGT
-GGGGGGTGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGT
-GGGGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGT
-GCTGGGAGGCTGAGGCTATGGGGACTCCGTCGGGGGAGGCTGAGTCTATGGGGACTCCGT
-GGGGGGAGGCTGAGGCTATGGGGACTCCGTGCCGGGAGGCTGAGGCTATGGGGACTCCGT
-GGGGCAGGCTGAGGCTATGGTGACTCCGTGCAGGGCTGTGAGGCTACGGGGACTCCGTGG
-GGGGTGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGCCGGGAGGCTGAGGCTACGGGGACTCCGTGC
-GGGGAGGCTGAGTCTACGGGGACTCCGTGAGGGGTGGCTGAGTCTATGGGGACTCCGTGC
-GGGGAGGCTGAGTCTATGGGGACTCCGTGCGGGGTGGCTGAGGCTATGGGGACTCCGTGC
-CGGGAGGCTGAGGCTATGGGGACTCCGTGCCGGGAGGCTGAGTCTATGGGGACTCCGTGC
-CGGGAGGCTGAGTCTATGGGGACTCTGTGCCGGGAGGCTGAGGCTACGGGGACTCCGTGC
-CGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGTCTATGGGGACTCCGTGC
-CGAGAGGCTGAGTCTATGGGGACTCCGTGCCGGGAGGCTGAGTCTATGGGGACTCCGTGC
-CGGGAGGCTGAGTCTATGGGGACTCCGTTGGGGGAGGCTGAGGCTATGGGGACTCCGTTG
-GGGGAGGCTGAGGCTATGGGGACTCCGTTGGGGGAGGCTGAGGCTATGGGGACTCCGTGC
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGC
-GGGGAGGCTGAGGCTACGGGGACTCCGTTGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTACGGGGACTCCGTGG
-GGGGAGGCTGAGGCTACGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGC
-CGGGAGGCTGAGTCTATGGGGACTCCGTTGGGGGAGGCTGAGGCTATGGGGACTCCGTTG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGCGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGACGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGCGTCTATGGGGACTCCGTGAGGGGTGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGC
-CGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGCACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGAGGGGTGGCTGAGGCTATGGGGACTCCGTGC
-CGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGC
-GGGGAGGCTGAGGCTATGGGGACTCCGTGCGGGGTGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGCGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCCGTGCCGGGAGGCTGAGGCTATGGGGACTCCGTGC
-CGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGTGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGTGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGC
-CGGGAGGCTGAGGCTATGGGGACTCCGTGGGGGGAGGCTGAGGCTATGGGGACTCCGTGG
-GGGGAGGCTGAGGCTATGGGGACTCTGTGCAGGGCCGCTGTGAGGCCCTGAAAGCACTCG
-TCGGAGGCTCCTGCTTCCTGAGGTCCGTGACTCGGGTCACATGCCGCCTCCAGGAAGCAC
-CCTGGCCCCTGCAGCTCTGGGAACGTCCTCCCGACAGCTCCTGGGAATATCCTGGCACTG
-AGGTCACTCTGGGCTCCCGGCTGACACTCGTGCCGGAGGCAAAGGTGAGGAAAGGCCGGA
-GGAATGTGTGGTCTCGGCGCCAGGCCAGGCCTCCCTGTGCAGGAGAGGAGCCAGCAGCTC
-CCCTTCTCTCAGCTCAGACGGTCTCTCAGGGCTCTCGGGAGGCTCAGAGCAGCTTGGCTG
-GCAGATTCCAGGGCAGGGGGTGGGCCCGCCTGGTCCCCTCCGTCGCAGCCAGTGGGCGGG
-AGGCTGGGCTGGTGAGCGTGTGGGCGTGTGTGAGCACACGTGCCCATGCTTGAGACATGG
-ATGCTGGTGTGAGCACCTGACCCCTCACCTCCTTCACTCGGTCTCCTCACGCCCTCTCAG
-GGACTCCTTCCCCTCCAGGCCTCGGTTACGGGTCACACCTGGCACTGCCAGGCCTGGGGA
-CGTGGTGCGGCCGGTGCGGGGAGGGGCCTTCCAGGCTGCTGTGGGGCCCCCGGCCTCGCC
-CCACCCCGCCCCGCCCCGTGCTGGGCCATTGCCTCAAATGCAGCGGCTCTGTTGGCCGTG
-GGACTGGAATTCTTTCCCAAGGGCCCAGATGTGCAGAGGGGAGGCCGGTGCGGGGGAGCA
-GGGCTCCGGGACGTGCACTTGGGTCTAGCTTTGCCCCTGACGTGCTGGGGCCGCCCCTAG
-GCCCAGCTCAGTGTGTCCCTCCTGTGCCCAGTGAGGAGGGCGTGCCCCTCGCTGCCACAG
-GTCCTGGCTGACCACGTGCTGCCCAAGGGCCAATCGCGAGTGCGCAGGTGGGGGACGTGG
-GGAGCCAGCTGAGGGGGATATGTGGAGGTGTCAGGATGACCCTGGGTTTTTGGTTTGGGC
-CACTGGGTGGGAGGAGGAGGAGGGGACCCAGAATTGAGAGATGGGGCCTGGGGGGCTGCT
-CAGAGGGTGGGCTGGGAGGTGCCTGTCTGTGTCTGGCCTGGCCTCCAGACCCTGCCTGGC
-TGGACCTGCTGTTCGTGCCTGTTTCCGATTTTATCCTCCAAACCAGACGCCCAGCCTGGT
-GCAAATGCAGGAGTGGAGTTTCCAGGGGGATGTGGACTCCTTCCCTCCACCCCCACCTCG
-GTCCCTGTCTCCTTCCCTCCGCCCCCACCTCGGTCCCTGTCTCCTTCCCTCCGCCCCCAC
-CTCGGTCCCTGTCTCCTTCCCTCCGCCCCCACCTCGGTCCCTGTCTCCTTCCCTCCGCCC
-CCACCTCGGTCCCTGTCTCCTTCCCTCCGCCCCCACCTCGGTCCCTGTCTCCTTCCCTCC
-GCCCCCACCTCGGTCCCTGTCTCCTTCCCTCCGCCCCCACCTCGGTCCCTGTCTCCTTCC
-CTCCGCCCCCACCTCGGTCCCTGTCTCCTTCCCTCCGCCCCCACCTCGGTCCCTGTCTCC
-TTCCCTCCGCCCCCACCTCGGTCCCTGTCTCCTTCCCTCTGCTCCCATCTCGGTCCCTGT
-CTCCTTCCCCACAGGAGGAGTCTGGGGGCTCCCGCGTCACAGGGGCGTGGCCCAGGGCAT
-CAGGTGGGGCGGTGGGTACTGGGCTCAGAGTGGCCTTGGGCTGTCCAGTCCCTCCCTTTC
-TCCCCAGGACCAGTGACCCTCCCAGCCCCAGGACACTTCTTGGGCCAGGGCCCAGGGCAG
-AGCCAATGCTCCCCCAGATACTCCCTGGCTGCAAACCTCAGGCTGGGGGTTTTTGGGGAC
-AGGGATGCAGGTGTCTAAGGACACGACCCTCCAGGCAGTGGACGTTTCTGCCTGGGTGGA
-GGGCACGGTTACGAGAGCAGGGCCCGCGCTCTGGCATCCTGGTGCCCGGGCCCTCTGCCC
-TCAAGGCCTGTCCTGCCCCAGCTCAGCCCTCTCTGGCCAGGCCCATCACTGTCAGCAAAC
-ACCCCCACACTGCTGCCCCCCCAGATGGCCATGGCAGCCCTCCCGGGGCCCGTGTCTGCA
-GCCCCCACGCAGCCCGGCCGGCCGATGGAAACGCACACCCACACTCTGTCCCACCTCACT
-CCGAGCTGGGGGTTCGGGGACCACAGGTCCCACCTGCACAGGTTGCATCTGGGGAATGGG
-CCTGTGGCAGAAAATGTGCGGCGCGGGGCGGGGGGTCCCAACCAGGCAGCCCCAACCTGG
-ACTCTCCTCCACCCCCGTCCCACCTCCTTGCCCCCAGCACACGGTGGCGGAGTGCGTGGG
-GCCAGCCTGGCGGGGGCTTTGCTCCCCGACCTGCACTTAGAGAACAGAGCATCCTACGGG
-AGAGAGCAGCTCGGAACGCAGCTTGAGTAATGCCGACTTTATATCAGCACACCCAGTGCC
-CCCACGTTCCCGCTGGCCCAGGTCCCGGAGACCATGATGGCACCCACAGTGGACTTCGCA
-AAGGAGCGTGGGGACCCCGAAGGCCAGGCCACCCCTCAGAGGGGGGTCCCATGCTAAAGC
-AGACGGTGCCGGTGCCGCAGGGCGTCTGAGACCCACGGTGGAGCCCGGGCCTGGCGTGCG
-GGAGGCGGCCACGACGGCGCCTTTCTCCCAGGAACTCCGGGAGGGACCCCAGGACTCAGC
-GCCAGGGCAGCCTTGGCAGGTGCAGTGAGGCAGTGACTTGTGGGGGTTAGATGTGGGCCT
-GCCCCACGTGGGCAGGGATCAGCCAGGCATGGGGGTCCAGCGGATCCGAGCGGGGCCACA
-GAGCTCTGGAGGACTTTTCTGCACAATGAATTTCTGCTTAAAAACAGAGATCAAGAGGAA
-GCTCTATCCTGCAGCTCCGGAAATGGGTGGCTGCGTGCTTGGGGTCTCCGCCACGCGGGA
-GGACAGCCCAGAGGCACCCTGGTCTCAGGCAGCTGGTTCCTAGGCTGTGTCCTCCCCACT
-GGCCGGGCACCGGCTGGAACGGCACGAGGACCAGCCTCACTGTTCTCAGAGGGGTCTCGG
-GCCACTGGGTGTGGTGGTGCTGGAGGAGTCCTGCCCGCTGTGGGCTCTGGAGGGCACGGC
-AGCAGAGCCCCTGGCTTTTCTAGGCAGAGCGGCACCTGCCCCATAGATCGTGCCAGCTTT
-GGCTGCAGGCGCTGGGGCCTCACCGTGTTTCCTGGGGGGGCCCGGACCCCCCAAGGCCTC
-GATCTGAAGCTCTGAGGTCTCATGGATGCCTGCTCCTGGTCCGATAAACGAGATGGCTGT
-GGTGGGGAGGAGCCTCAGGCGGCCCGGGACCCTTTGGCGTCCGTCGCTGGGAGGCGGAGG
-GACTCAGAGCCGAGGCTGTGCCCAGGACTGTCCCGGGCGCCGGGCGATGCCAACACTTTG
-TGCTGGTTCCCGCCAAGGGGTCGGCCTCCGGGTCCCTGCCGCCAAGTGCGTGGCGTGGTC
-TCGGCCTCCAGGTCAGACATTGCTGATACGGGCCTCCCCCGGGAAGGCAGCGGGATCCGT
-GGCCCTGTCCAGGGGCCGCTCCCGCCTGACGTAGCGCGGCTTCCGTACTGAAACGGGTCA
-GAGACAGGCGAGGTCAGAGTGGGACCTGGACAGCAGGGACAGTGCAGGCCTCAGCCCTCA
-CCGGAGGCTCTCGGGAGTGGGCATATGGCACAGGCGCCCGGGGCTGTTTACTCTGACCAG
-GTGGGAACCCAGATGCCCCCTGCCCCTAAGGCGCCCTCAGAGCTCCAGCTCGGGAAAGGG
-ACGGCTTCCTCCTGCCCGGCTGTGTCCTCTCATTTACACCCTGGGCCCCGGGGCCTGGAC
-AAGGGCCAGGCGATCCCCGAAGACAGAGATGTGGGTCCCAGAGTATCATGCACCTCAGGG
-GGCGACAAGCAGGCCGTAGTCCCAAGACCTCGAATGTGACCTTATTTAGAAGAAGGGGCT
-TTGCAGGGGGTTACGTCAGGGTCTCAGGTGTGATCGCCCAGGGTTCCCCGGGCAGGCCCT
-GAAACAACGGCCAGGGCCCACCTGAGAGAGAGGCAGAGAGAGAAGACGCAGAGGTGGGGG
-AGACGCCGTGGGACCAGGGGACAGAGACGGGCAACGCAGCCACAGATGCCTGAGCCGGCA
-GGGGCTGGGAAGGCAGACAGCGTCCTCCCCGGAGCCTCGGGAAGCGTGTGGCCTTGTTTG
-CCCCTTGGTTTTGGACTTCTGAACTCTAGGATAGTCAGATTAAAGGTCTGCTGTTGAAGC
-TGGCAGCCCCGGGGCACTCGGGCACCGTGGGGTCTGCTGGGCACTTGCAGACAGGGCTGC
-TTTAGGGACGGGGCACGTCCAGCCTTGATGGAGAACGGTCTGTCCCCTAAAGGCACGGTC
-ACCTGCCCCCATGACAGACTTCTGCACAGGGGGACGGAGGCCGGGTGAGCCCTGCTCATG
-GCCTTGGAGCTGTGTGGCTGTGCGCCGGTCACTCAGCCTGTGTCTGTGGCCCCGCACATA
-AAATGGGTCCTAACCGGGCTGACTCTTGGGTCCGCCTGACCCAGCACCACTGAAGCGATG
-GCTGCTCAGGAGGGCCTGGCGGAGGCCGGCTGCGTCTGTCCTCGGGTGGAGCTGGACTTC
-AAGGAGGAGCAGGTATTGGGGGTCTGCCCTGTCGTGGTGGGTCCTCCTTTCCTGCAGACC
-CCACGTCTCGGGAACAGGAAAGAGCATGGAAGTCACGGGGATTAAAGGGGGGCGGGCAGG
-GGGCGCCGGCCAAATCCAGCTGAGATCCAGAGCAGGGGGCACCAGCCAAATCCGGCCCTG
-GCCCTGCCTTGTGGGTGGGTCTCCTGGGGACCCGGGCAGGGGTGGCCGAGATCCAGAGCC
-AGGCAAACCCGTTTGGGGACAAACCCACAGAGCACCCTGGGACTGGCCCAGAGATGGGAA
-ACCCCACAGGGGGATGCGACAGCTGCTGTTACCTGAGGACTGTGGCGGGGGGATCATTGC
-AGCCTTGAAAAGGAGAGAAAGGCAGAGTGAGGACTCGGGATGGCCTGGCACAGGCACACG
-CGGCCAGGGACGCTCAGCCCGGATGATGTGGGTTACTTACGGCTTCGCCAGGCTGCAGGG
-CCGGAGCTGTGGGGGAGAAAGCGGAGAGTCACCCTGGAGCCCAGGAGCTGCCTCAACCTC
-AGCCCAGTGCAGCGTCCGGGACAGCAGAGCGAGGAGCTGCCTCAGCCTCAGCCCAGTGCG
-GCGTCCTCGGAGCAGCAGAGGCCCCGGGGCTGCAGGGTCTCCCCCAACCTCTCCCTGCGG
-TGCATCAGCCTGGCCCTCGGTCCTGCCACATTCCTCCGGGGCACTCACAGGTGCGGGGGC
-CTCCCTAGCACCCCAGGTGAGTCCCCGCTCCCTGGACCCACCTTCCCGCCTCAGCAGAGG
-GGACAAGCCCCCCTCATGAGAAGCGTCTCCCCAGGCTCCAGGGTCCCAGGGGAAGGGCTG
-CCCTCCCACCCTCCCGGGAGGAGCCTCAGGCACGAGGTGGCTTTGAGCCCCACGGCCGTG
-GGCTTCTGCCTCCATGGTGCCCCCGCGATGGGGGTGCCGTGGCATCGTGGCCAACCTGGC
-TTCTCGTCCCGTGGCCACCAGGGCTGACCAAGCCCTGAGCCCTGCTCTGCTCCAAGGGTG
-CCCATAGGCAGAGATGCTGAGCAGGCCGGGTCTCTCGGTGCCTGGCTGTGCAGGAGACCC
-TGGCAGCGGGCTCCCGACTGGAGGCTGGGCCCTGAGACCCCGAGAGAGGTTGAGGGGGAT
-GGACAGGGGTCTCACAGCAGCCAGGTGGGGCTGCCCAGAGACCTGGGAGGAGGCCCCAGC
-TCGGCTATCACAGTCTGGCCAAGTGCTCACCTTGGGGTCCGAACTGCTGGCTGGACCATC
-TGCCTGGCAGGGACCCTGCGGGGGCCGGCCCTGGACAACGAGGGCAGGCACCACGGACCC
-TGCTCAGAACCCGCCCCCGCCTGAAGGCACCACAGTCACAAGGCCGTCTCTCCAGTGGGA
-AGGGGTCAGTGCCCAGGCCCGGGGTGACCGTGTGTACGGCGTGGCGTAGGCTGGGGTGTG
-GGCCCTGCACCAGCCTGGCCAGCCCTGACCCCAGGAGAGGGGAGGGGGGACCATGGCTGC
-TGGAGGAGCCCAGGCAAGTCCAACTGCCGAGAGCCACCCAGCCCCGCTCCACTCGCCCCT
-CGTGATGCCCTGAGGGCCCCGGGGAGACGCCTCTGCCGGAAGAGGGCTCCAGCAGAGGTT
-CTGGGCCCCGAGGAAGGCCCCTTGGTGCTTCGACCCTTCAAATCCACACACGGCTGTTTC
-CGGGAAGTGACGGGCCTTCTCACACCGGGACCCAAAAGCCACAGGACAGGCCCTGCTCCC
-TCCCGGCCTCTGCCAGCCTGCTCTGGCCTGGGACACTCCAGTCTCAGGCCCATCTCCACG
-GCTGGATGCCGCCTGCCCTGTGCCCTCCCGTGGGGCAGGTGCTGGTCCGGGAGATACCTT
-TGTTTCTTCTGTAGCAGGCCCTGGGGAGTTTACTGGAGCGCTTGAGGTAGAAGAACCCAG
-CTACGGAGAGGATGAGGCCGGAGCTAATGAAGAACGTGCCCAGGAAGAGGGAGGCGGCCA
-CGCGCGGAGCCCCTGCAAACAGACACCGCTGAGCAGACGGGCAGGACGGTGGCCCTGGCT
-CCTCGCCTGGCCCCCGGTGCCCCCTGCACATGGCAGATGCGCTGCTCTCTGAACATGCCT
-GAGCCTCACGGGACCGGCTGTGGGTGCCGAGGGCTCTGCACATGGGCCTGGGTCATCCCT
-GCAGGCTCAGCCATGCCTGGGCATCTGGCCGCGGGGTCTGGGAAAGTTACCACCTGCCCC
-GGCCTCAGCTTCTCTCAGGAGCTCGGATGTTGGGAGCGTTACAGGGGCTGACCCTGGCCG
-GGCTCTGCGGAAACACCTCTCCGATTCCAGTTGCCCCTGAAAGCCAGGGGGTTCTCAGCC
-TTGTTCCTTCCTCCGGGCTCAGCACAGGCCCTGGGGCCCCCACACAGGGCAGAGCCTCAA
-GCTGGCAGCAGGTGCTCCTGCACCCCACTCACCTCCACCTGCCTGGGCCAGGACAGGCCA
-GGGCTGCTGGCCTGGGGCTCGGGACAGTTGGCAATGGCTGCTGGGTGTGCTCTGAGATGC
-TGGGGAGGAGACTCCCCAACCCTGAGACACAGGCGTGTTTGCCAGGCTTGGGGGCCTCGC
-TCCTTCCTGCCCCAGCACAGAGCCACAGGAGGCCAGGAGCCCATCCAGGCCAACCCCACC
-CTAAAACACTGCCACTCAGGTCAGCAATGGACCCAGGCCAGCTCAGGGCCGTGAGTGTGA
-ACCTGAGAGCGTGCAGTGTGGCCGTGAGCGTGAACCTGAGAGTGTGTGGTGTCAGCGTGA
-GCCGTGAGTGTGAGCCTTAAGTGTGAACCTAAGAGCGTGCGGTGTGGCCGTGAGCCATGA
-GTGTGAACCTGAGAGCGTGTGGCTGTGAGCTGTGTGACCCTGAGAGAGTGCGGTGTGGCC
-ATCAGGGCCTCCCCTAACTACGGCCCTTTAGAGATGTGGCAGAGCCCCCCATGACGCCCC
-ACATCCCCCACCCACACCAGCTGACCCCAAGCTGCAGGGGCTGCCACGCTCCCCTCTGGC
-TGTTTTGCAGAACCCTGAGCCTGCTGTGGCTGCGTCAAGGGTGAGGGTCTGCACTGGCTC
-CGACGGCCCCCAGCCCCCAGGACACCGGCAGAGGTGGCTGTGGCCTGCTGAGACTTACCA
-GGATGTGGCCGCCCGGGGGTCCCTGAGCTTCTGTTCATGGGGAATGGCGCACCCGGGCCA
-GCAACTGTGGGATAGCAGAACTGTGGGAAGCCTGTGTGCACGGAGCCCACGGGGACACCC
-ACGTGCACCCTGAAGGGATCTCAGGACGGAAATATGAAAGCGAGGGGCTGAGGGGGCGGA
-GCAGCCCTCACCACAGAGCTGTCCCGAATGGCCCAGCAGACTCGGGAAGAGGGGGCTCCC
-GGGGCTGTTCCCCAGTGGACAGTGGCTCTGGGGCAAGGTGGGGACACAGACAGCAACTCC
-CACAGTGTCTCCCACAGCTGGAGCTGTGAGAAGGGAGCCGGGGGGAGCCGGGCAGACCTA
-CAGCTTCTACACTCGGAGCCGTTGTAGGCTGGGAGGGTTCCGTTCCCACAGCGGACGCAG
-CTGGCGCTCCCGTCCGCGTTCCAGCGCCTGTAACAGCCTGCGTGGGGCAGAGGACGGGCA
-TGTCAGCCAAAGCAAAATCCACACCAGCTGGGTCTCCTGGGAATGATTCTCTATTTGAGT
-TGGTGAGATAACTTTCATTCCAGATACTAACATGCTCTGGAGGGTAGGTGGGCGGCAGAC
-AAGGACACCCCCAGGGAGCATGGCGGGGCCGTGAGCACCCCACGCTGAGTACTCCACACT
-GCGCACCCTGACCCTGAGTACTCCGACCCCAAGTACTCCACGCTGCACTCTCCACGCCGA
-GCACCCCGGCCCCGAGTACTCCACGCTGCACTCTCCACGCCGAGCACCCCAGCCCCGAGT
-ACTCCACGCTGCACTCCACGCCGAGCACCCCGGCCCTGAGCACCCCGACCCTGAGTACTC
-CACACTGCGTACTTCAGAGAGTGGTAGGCGGCAGCATCCAGAATGAACAGGCCTGTTGGA
-GGGACTCGTGCTCTGCAGGACTGCAGGCTGGGCCCGGCTTCCACCACCCAGCCTTCACCC
-CACAGACTCCCCAAGAACCCCCACTGCAACGCCTGCCCCAGGCCTCCCCCAAGACCCCCC
-CCACGCCTCTCCTAGGATCCCCCAACGGCCTCCCCCAGGACCCCCCCCCCATGGCCTCCC
-ACAGGACCCCCGCATGCCTCCCCCAGGGTCCCCCACGCCTCCCCGGGACCTCCCCACGCC
-TCCCTGGGACCCTCCCACGCCTCCCCAGGACCCCCCCACGGCCTCCCCCAGGACCCCCCA
-CGCCTCCCCCAAGACCCCCATCTGCAGTGCCTGGAGCGGCTGCCTCGCACCCCGTGTTCC
-CTCATGCCGCCCAAGCAGGATAGGCCCACCCGCCAGCAGCACAGCCTCCTGCCCCAAGCT
-GATCCCGACCCTTGGTCCATCTGTCACCTCCACACCCTGGCACCCTCCCCCGGGTCTCTC
-TCGGGGGATCCTGCAGAACCAAGCCTCATCCCCCCGCCAGGCCGACGCTGCGCCTGAAGC
-CTCATTTCCGCCCACCGGCCAGGGCGCCTTTAAGGACAGGAATTGACTTTTACTCCTTGA
-CTTTCTAAATATCTCCAACACTCAGCCCAGAGCTGAGTAGACACACTCTTGATGCCGACT
-GCGGTGCGGCTGCTGGTGCGGGCCACGGGTGGACCACACGCCTCGACCCTTCCTCACAGA
-CTGATCTGAATACAAACGGGCCGCGGCGACACGGGGACCCCGCGGTGGAGAGTGGGCCTG
-AGACCCCGGCACGGTTGTGACAGGGGTCACTCTGCAGACACACCTCTTGGAAGAATGGAA
-GTCCACCCGCTCAGTCCTACCAGGGTGGAGCTGCGCTCTCCCAGCACTGGGGGCAGCCTC
-TGTCTCCCGGCATCTCCTGGCACAGGGCTCGGGCGACTTCAGCGAGGCTCTGTCTGAGAG
-TCTCTGCCCCGGAGGCCGAAGAACGGAGTCCACGGCAGGGAGCCAAACACCAGCGCAGCA
-CTGTCCCCAGAAGTGCCCGCTGCCTCCCCGAGCGGAGACGTGACCTGGCTTGGGGCCGCA
-CGCAGGGGGAAGCGTATCCAACACCGCAGGCCCGGCCCCTCCCCACGCGCGCCAGACGGT
-CCCCACCCTGCGCCTGTGCATGGGGCCACCTCGGCCCTTGGACTTCACGACCCGCTGGCC
-TGGCCCCTCCATGGGCACCGTGACTGCTGCACAGCTGCCTGCACCCACAGAGTGCCTGGG
-GTACACAATCCCTCACAGGAGACGCCACGGCCCCAGCACTCTTGCTGCCATGGGGTGCCA
-GGGGAGTGGTTCTCACCCAGCCACCAGGGCTTCAGCATCAGACGATGAGGACCCCAAGGT
-GCTCAGCTTCCTCCCAGCCCCTCTGTTCTCCCTCAGAGCGGTGCCCTCCTCCTCCTACCC
-TGCGTGTGCCTCAGATGTCATCACTGCCTTCCTGTGGGCTCCCCAACCCCCACGCCCAGC
-CTCGGACCCCCGCGCCCAGCCTCACTGGCTGCCACAGCCGCCGTCTTGACCACGCCCTCC
-TCACGAGGCCCCTGAGTCCCCAGGAGCAGCCCTTCTGGGTTCTTCCATCATGGGAGGGCT
-GGACCCCCAGGATGGGAGTGCCAAGGCCCTTGGAGGTACAGCTGGGGCATCTCAGCCCCA
-AGTTCACCAAGGGCCGCCAAGGAGTGGCCCTTGCACCTTCTCACTCTGTCCTCCCCTCCC
-CTGGCTGCTCCCACTGGCTGCCCTCACCAGCCTCAACCTCCTGACACCCAGCTGCCCCCA
-GACAGTCCCTTCCGCAGCCTCCCAGAACCTCTGATGAACAGGGCCTGCCCGTGGCACGCT
-GACACAGGCCGGCATCCTCGTGGCGTCCTGTTGATTGGCATTCCACTCCACGCACCAGGG
-GCCAGCAGCACCTCTGCCCGAGCACGGACAGGCAAAAATGTCTTGGGCTTTGCCAGAGGC
-CCCTGGAGCCAGGACAGCCCCGTGAGAATGGCTGAGCTCATGGGCCACTCCCCCAGACCC
-TTCTCCAGGCACCTTTCTGATCTCAGCTCCTGCCTCTGCTCCCAGCCCTCTGCTGGGCCA
-GTCTTCTCATGAGGCTGCCGCTCAAGGCCGCCCGCCAGAAAGGAGGCTCAGATGTCCTTC
-CCCAAGCTCCACAGCCCTCACTGCCCCATCCACTCCCCAGGTCCCGCAGCACAGATGAGC
-ACTGTCCTTGTCACCGAGGGGAGGGCCCTGGGCACACACACACCAGTGGCTCAGGGGCCG
-GTCTGGAATCTGCTTGGGACAAAGCGGCTTACCTGGACCACACAGACTTGCGCCTGGGCA
-GCTGGCGTTGACGCCCACCACATCCACACAGCACTCGGGCAGCTGGGCCTGGAGGGGACA
-CGGCAGTGAAACTCCAGGACGCGCCTGCCAGGCAGGCTCACGCCCAGAGCAGCAGCGGCT
-GAGGGGTGCCGTGGGAGCACATCTCAATGTCCGCAGCTCCGGCCTCTTCTGGAGTCAGCA
-TCGGGTGGCCCTCTGTCCCCTGTGGGCCTGGGAGCAAGGAGGGGCCTCACAGCCACAGTG
-CACATCCCTGTGGGACCCTGGGTGGGCGGTCTCCAAGGAAAAGCTGGGCCTGGAAGAGTA
-AACCACCCCCAGGAGGCGGCACCCGCAGGCCATGGCAGCGCCACCGACATTCTCTGCAAG
-TCTCCGGAGGCTCTCCATCAGGGGTTTCCGCTTGACCCCACAGAGGAAGTGCCCGGGCCT
-GGCTGGCATTTCAGGGGACGAATTCACGCCCAGGTGCCCAGGTACTGCACAGGTGCGCTG
-GGTGCTGGCACTTACGGTGTGTGTGAGGGCCCATTCCCTGACCACAGGCAGACTGGACAG
-GCCTGGGGGGCTCAGGGTACCCTCAGCTTGTGTGTTGATCACAGCTGTGCTGTTTCTCGT
-GACCTGAATGCAGTGAACGGTGAGGGCGTCCAGGGGTGACTGCGGAGTGCGGGATAGAAT
-CCACACCGCCAGGGAGGGGCCCAGGTCCGGTCCCTCAAACGCCCCAGCCAGGACAGTGAG
-GGGTCCCCACCCTCCACCCGCTCCGCCTGGGAGTCTGGAGCCGCCGCAGCTACACTCCCC
-GATAGCGATGCGCGGCACGCTGTGCTGTCACCGCTGGCAGAGGTGCTCCCATTGCGGGCC
-AGGATGCCTCACCGTGGGGGCCCCGCCTGACCCAGCCATTCCTGAGCAGGCGCTCACCCA
-GCAGGCAGCGGAGGGCTCCCCTCTGCGAGGCACAGGCCCCTCTGACCCCAGCAGTGGACC
-TGGTCAGCACCTCTGGGGCTGGGACATCAGTGTCCTAAAGGTGGAAGGGTTAGACCCTCT
-AGGGGAAGGGCCCACCGCCCTCCACAGAGGCTCTGGCTTAGGCCGCGTGGACACGTGAGG
-GGGGCACCTACCGTGTTCTCCATGGACTTGCTGGCGACTCCCACGAGAAGGCCAGCCAGG
-AGGGCGAGGTGCCGCAGCGCCATGCCAGGAGCAGATGCGCAGAGCCTGCCACAGGGAGGA
-GCATGCGGAGCCAAAGAGATGGAGTGGGGCTGAGGCAGGGTGGGTGGGGCCAAATGAAAG
-TGGGGTCAAGAGATGTTGGGGGGGTGCGGGCCAAGGCAAGGAGGGCAGAGCCAAATGGAG
-ATGGGTGGGGCTGTGGTGGAGGGTGGGGCCAAATGGAAGTGGGCGGGGCTGTGGTGGAGG
-GTGGGGCCAAATGGAAGTGGGCGGGGCTGTGGCAGGGAGGGTGGGGCCAAATGGAGATGG
-GGTGGGGCGGGGCCGCGGCAGATGACTGAGTTAAATGGAGATGGGGCAGGGCCGTGGCAG
-GGGTGCAGGGCCACGACAGGGAAGGTGGAGCCAAATGGAGGTGGGGTGAAAGAGTGAAGG
-CTTGGGGCCTTTGGAGGCACGGGTGGGGCGAGGTGTAGGCAGGGCCTTACCTGCCCCTCC
-AGGATGGGGACTACCGACATCAGCCCTTTGCCCGCCTGGGTGTTCAGGGGTTAGCTCTGG
-GAGCTCATGGGCTCAGCTGAGCCCTGCAGACCCCGGCCCAGTCCTGCAGATGAAGACAGC
-AGGTGAGGCCGTGGTCACGCGAGGGCAACCCAGGTGGGCCGTGGCCTACGGTGCGGGGTC
-TGGGTCCGGTCCGGGCCCTCTGTCCACACCCTTGCCGGCCCCTGGCTGTCGAGCAGGGCG
-TCCTGGAGGGGCTGTCTCCACGAGTGTTTCCCCCGAGCTGGCCTCCTGGCCTCCTGCGGG
-TGAGAGTGCCTGGGATACAGGCCCTCGCTGGGATACGGGCCCTCGGCCCGGCCTTTGCTC
-AGGGACCAGGTACGGAGCTCAGTGGCCCAGGCTGCACTTGGTGGACACCGGTCCTCCCGC
-ACAAACCCCCTCTCTCCCCCCTGCACTTCCAGCCACAGGACCTGTTACCATGGCCCTGCC
-TTCCTAAGGGAGGAAACGCCTGCCAGGCGCACAAATCCTCAAGTGGTGTCACTGCACTGG
-CTCAGGGGCCTCCCTGGCAAGTTACCCCGAGGGGGGCTGAGGCCCAGCCAGGCCTGTGGG
-GCTCCTCTTGATGGGCCTAGGCCGGGGTCCTGGGACAAGGGCTGTGAGCAGCAGGGAGAC
-GGAGGCCCTGGAGGACACAGCTCCAGTCTCTGCACAGGGACGGTCCACTCTCCGCACAGG
-GACGGTCCACTCTGTCACCCATTCCATGCTGGATTCAGGTCATGGCCTCACAAACTGACC
-AGGCTGCCCAGGTGTGAGCCTGCCGGAGGACTCTGGAAGGTGGGGGTGGTCGGAATGCTT
-GAGCTCAGGAGTTGGAGACCCACCTGGGCAACACAGCCCGTCTTTACAAAAAGTTTAAAA
-TTAGTCGAGCCTGGTGGTGGGAGCCTGAGGTCCCAGCTACTCAGGAGGCTGAGGTGGGAT
-GATCACCTGAGCCCAGAAGGTGGAGGCTGCAGTGAACGGAGACTGCACTCCAGCCTGTGC
-AAGGGGAACTCCGTCTCAAAAAAAAAAAGCATGCTCTCCTCTGATTCAGCTCCTCCTCTC
-TGATGTGAAATCCTTTCAGATGGAACGTGTTGAAGTCACAGACATGCTGCTCGCCCCACC
-CACAGAGTGCAATCAAGTCTTAGTTTGTCCTTTTGTCCCTTTAACATTTGCCCAGCAGAG
-ACCGTCTTCCCCTGCTCAGTGGAAAACTCCAGACATCACAGACCCTTCTGCTCCCTCTCT
-GGTTAAAGGGCATCCTGAGGGCCACATTAAGTCACAAAACATCATTTTGATTCAGGAACC
-AGAAGTCCAAGATTTCAATCAACACTTTCATCTGCTATTTAGTCAACTTCATGGAGATCT
-ACTTTACATACAATAAACCACATCCGTGTAAAGTACACAAGCGGGTGAGTGTGACCACCC
-CCTTGAAGCTGCCACCACAGCCAGGACGGTGCCCGGTCCCACACAGCTGCCAGCACTCGC
-TGCGGCCCCCACAAGCCCGGGCTCCCGGCAGCCAGGAGCTGACCAGACTGCAGCTGTATC
-TTCTAGGGTCTTACACAAAGGGGTTGCACACACTGACCTTTAGATCCTTCCATGTTGTTT
-TATCCGCACTTTCTTCCTTTCCACAGTCGGAGGATTTTCCACTGTGTTGGCCAAACGTCA
-CCGCCTTTGCCCATCACCTGCCAGTGGGTGCCTGGGCTGCTCCCAGTTCCTGGTGACTGG
-ATGGAGCTGCGGCCAAGGTCCTGGCACATGTCATCATGTGGACATCTGTCTTCATTTCTC
-TTGGGAGCAGAGTGGCTGGCTCACAGGGAGGTGCACGTTTAACTTTCTAAGGAACTGCAG
-CCGTCTTCCACAGTGGCTGTGCTGTATACCCTCCCACTGGCGATGTGGGTGCACGCAGGG
-TGTCCGTGCATGTGCAGGAGTATCTCTGTGTCGTTACAATCTGCATTTCCCTGAAGACTA
-ATGATGGCATCTTTCCATGTGTTTATTAGCCACTTATATATCTTCTTTCTGAAGTGCCTA
-CTCACATCTTCTGCCCATTTTGTTTAATTGGGTGGAGTTGCAACATATACCTTTTTTTTT
-TTGGCAGGGGTGGGGGGCATAGGGTTTCACTCTGTTGCCCAGGCTGGAGTGCAGTAGTGG
-GATCGTGGCTCACTGCAGCCTTGACCTCCAGGGCTTACGCGATACTCCTACATCAGCCTC
-CCGAGTAGCTGAGACTACAGGTGCATGCTGCCATGTTGACCTCCGGGGCTTAAGTGATCC
-TCCTACCTCAGCCTCTCGAGTAGCTGAGACTAGAGGTGTGCGTCACCACCACGCTCAGCT
-AAAACACATATTCTTCATCAGACTTATGTATTGCAAATATTTTCTTCCATCCTGTGGTTT
-GTCTTATCATCTTTTTTTTTTTGAATTGGAGTCTCTGTCGCCCAGGCTGGAGTGCAGTGG
-CGTGATCTCAGTTCACTGCAAGCCCCGCCTTCTGGGTTCACACCATTCTCCTGCCTCAGC
-CTCCTGAGTAGCTGGGACTACAGGTGCCCGCCACCACGCCCGGCTAATTTTTTGTATTTT
-TAGTAGAGACGGGGTTGCACCATGTTGGCCAGGATGGTCTCGATCTCCTGACTTTGTGAT
-CCGCCTGCCTTGGCCTCCCAAAGTGCTAGGATTACAGGCATGAGCCACCTTGCCCGGCCC
-CCGTCTTATCATTTTTTTATGGACATCTTTTGAAGAGCAAATGTTTTTAATTTTAATGAA
-ATTTTTAATAAAATTGAATGCATCCATTTTTCCTTTTGTGGTTCTTGTTTTTTATGTCCT
-AAGAAATCTCTGCCTTGACCTCATGGTCACTAAGATTTACTGCTTTCTTCCAGAAGTGTT
-ACAGTTTTAGCTTTTGCATTCTGAGTCACCTTTGTGTATGGTGAAATGCAGGTCAAGCGT
-CATTTCTTTCCTTATGTATAAACAGTTGCTAAAAAGACTTTTCTTTCCATGTGGAATTAC
-GTTGACATCTTCATTGAAAATCAATGGACTATAGAGGTGGGGTCTATTTCCAGTCTTTCT
-ATTCTGTTCCACTCACCTGTGTGTCTATTCTTCAGGGACACTGCGGCTGACTGGATTACT
-GAAGCTGTAAGTAGAATAGAAACTTTGAAATCAGGGCACGTATCAGCTCCACTTTGATTA
-ATTGCTTTGGCAATTCCAGGTCACATGTGTTTCCATTTTAGACTCATTGTGTCAATTCCT
-ACAAAAAAGCCTGCTGCGATTTTGACTGGCAGAGCCGATGTTTTAACAGGATTGAGTCTT
-TTCATCACGGACATGCTGTCTCTCTTCATCCCTCCGCATCTTCTTCAATTTATCTCAGCA
-GTGTTTATAGTTTTCAGTGAACAGGTCTTGTATATCTTTTGTTAAGATAATTACTAAGAT
-TTTACTTTTTGTTATTACAAATAGAATGTAATTTCTGATTTCATGTTCCGATAGTTTGCT
-GCTACTATATAACGATAAACTTTGCACCTTAGCCTTGATATCTGAAATCTTGCTAAATTC
-ACTTAATAGTTCTAGCAATTCTCTGTAGCTTTCTTAGGACCCTCTGCATAAATAATCATG
-TCATCTACAAATAAATACAGTTTACTTCTTCCTTTCTAATCCTTGTGACTTCAATTTGCC
-TTTTTTCTTACCTTATTGCAGTGGCTGGGACTTTGAGTATAATGTTGGACAGAAGAGTGA
-GAATGGGTGTCATCCTTGTTCTTGATTTTAGGGATAAAATGCTCAATATTTCGCCATCAA
-AAGTACAACGTCTAGTGTAGGTTTTTCATAGATGTTCATTTATCAGACTCAGGGAGTTTC
-CTTCTATTCTTAGTTTACTGAGGTTTTTTTAAAAAAATCATAAAACAGGTATAAATGTTT
-CCAAATGTCTTTTCTGCATCTATTTCAGTGATCATCCTTTCCTTCTTTATTCTAGTAATA
-TGGTGACGACAAAGATTCATTTATGAATCAAAACAACCTTGTATCACTAGGATAAACCAC
-ACTTGGCCGAGGTGTACTGCCCTCTTAGGCTATTGTTGGATTTCACCTGCCAATACCTTC
-GTAAGGATTTTTGCCTGTGTTCATGAAGGATAGTGGTCTATAATTTTTTTTAGGTGTCTT
-TGTCAGGTTTTGGTATTGGATTATATTGCCTCATAAAACAAGCTGGGAAATAGGCCCTCC
-TTTTTTTAAAGAGAGACAGGGTCTCACTCTGTTGCCAGGCTGGAGTGTAGTGGTGCGATC
-ATGGCTCACTGCCGCCTTGAGCTCCTGGGATCAAGGGATCCTCCCACCTCAGCCTCCCAA
-GTAGCTGGGGCTACAGGTATAATTTTTTTTGTACACAGGGTCTCACTATATTGTCCAGGC
-TGGTCTCGAACTCCTGGCCTCAGGTGATCCTCCTGCCTCAGCCTCCCAAAGTGCTGGGAT
-TACACGTGGGAGCCACAGCACCCGTTCCCCCTCCTCTTTTATTTTCTGAAAGAGTTTGTG
-TAAGAATATTGTGATTTCTTCTTTGAATGTTTGATAGAATTCACCAGGAAACCATGTATA
-TTTGCAGGAGTTTTCTTGGTAGGTAGGTTCTCCGGTAATTAATTCAATTTCCTGAACAGA
-AAGAGGACCATGCAGATTTCCATTGCTTTTGACAAGTTATATTCTTCCAAGAGTTTATCC
-ATTGCATTGAAATTGCTACATTTACTGGCCTAAAATTGTTCATCATAGTCTCCTATTATT
-TTGAGACATGGCCTCACTCTGTCACCCAGGCTGGAGCAAAGTGGTGTGACCTCAGCTCAC
-CACAGCCTCAGTCTCCCAGGCCCAGGCCATCCTCCCACCTCAGCCTCCCAAGTAGCTGGA
-ACACAAGCAAGTGCTGCCACACCTGGCTAATTTTTTGATTTTTTGTAGAGACAGGGTCTC
-GCTATGAAACAAAACTGAAGCATGATGTTGCTGGTCTTGAACTCCTGGGCTCAAACAATC
-CTCCTGCCTCGGTCTCCCAAAGTGCTGGGATTACAGGTGTGAGCCACCAGAGATGGCAAT
-AGTCTATTACTATGTCTATAGGATCCTTAGAAATAATGCCTCTTTTGTTCTTGATATTGG
-TGATTTGTGCTATCTGTTTCTTTTGAGACCGAGTCTCACTCTGTTGCCCAGGCTGGAGTG
-CAGTGGCATGATCTCGGCTCACTGCAACCTCTGCCTCCCGGGTTCAAGCGATTCTTGTGC
-CTCAGCCTCCTGAGCAGCTGGGATTACAGGCACCCACCACCATGCCTGGCTAATTTTTGT
-ATTTTTAGTAGAGACAGGGTTTCACCATGTTGGCCAGCCTGGTCTCACTTCTGACCTCAA
-GTGATCCGCCCACCTTGGCATCCCAAAGTGCTGGGATTACAAGTGTGAGCCACCGTGCTT
-GGCCTATCTTTCTATTTGTTTGTTTGCTTTTCAAACAGGTCTCTCTCTGTCGCCTGGGCT
-GGAGTGCAGTGGTGTGATCACAGTTCACTGCAGCCTCAACCTCCTGGGCTCAAGCGATCC
-TCCCACCTCAGCCTTCTGACTAGCCAGGACTACAGGCTCGAGCCACCACACCCAGCTCAT
-TAAATTTTTTTTTTTTTTTTTTTGTAGAGATGGGGTCTCCTTCTGATTCCCAGGCTGGTC
-TTAAACTCCTGGGTTCAAGCAGTCCTCCCACCTATGCCTCCCAAAGTGCTGGGATTACAG
-GCGTGAACCACCCACCTCACCTGGCTCTTTCTTCTTTCTTAAAATTGACCATTCTTAGTA
-GAGGTTTGTCAATCTTTCCAATCTTTTAGGGAAAAAATCAGCTTTTGATATTGTTAAGTT
-TCTCCATTTTTCTCATGCTTTCTATGCCACTGATTTCTGTATTTGTCTTTATTTCCCTTT
-TTTGGCTTTGTTCTTTTTTCCCTGGCTTCTGGGAGTGAATCTTAGGTCTCTGCTTTCATG
-CCTTTACACGCACTTAGTTACAGAGTTCTAAGTATTGCTTTAGCTACACCAACAATTTTG
-ATGTTATATTTTCATTATTATTCAGTTGGAAATATTTTTTCTTCTTCTGTTATTTTTTCC
-CCACCTGAGTTACAAATTTTTTTTTTTTGAAACAGTCTCGCTCTGTCACCCAGGCTGGAG
-TGCAGTGGTGCGATCTTGGCTCACTGCCAGCTCCACCTCTAGGGTTTTTAAGCAATTCTC
-TGCCCCAGCCGCCCGAGTAGCTGGGATTACAGGTGTGCACCACCACGCCCAGCTAATTTT
-TTAAACTTTTAGTAGAGATGGGGTTTCACCATGCTGGCCAGGATAGTCTTGAACTCCTGT
-CCTTCTGATCCACCCACCTCGACCTCCCAAAGTGCAGGGATTACATGTGTGAGCCACTGC
-GCCTGGCCCCAGCCTGGAAATATTTTCTAATTTCCCATTTGAGTTCTTCTTTGACCCATG
-GTTTATTCAATAGTGGGTTAATTTCCAAACATTTGAGTTTTTCCTATTTTATTTGTGGTT
-GATTTCTAATTTAATTCCTCTGTGCTCAGAAAGCATACTTTGTATGATTCTTTTAAAATT
-CGTTGGAACTTGTTTTAGGACACAGCAGTTGGTCTGTGTTGGAAAATGTATCATGTGCAC
-TTAGGAGTATTGGCGTAACTTTTTCTTTTTGTTTTTGAGAAGAGTTTTGCTCTTCTTGCC
-CAGGCTGGGGTGCAGTGGCACGATCTCGGGTCACTCCGTCTTTTGGGTTCACACCATTCT
-CCTGCCTCAGCCTCCCGAGGAGCTGGGATTACAGCTGCCCGCCACCACGTCCAGCGAATT
-TTTGTATTTTTAGTATAGATGGGGTTTCGCCATGTTGGCTAGGTCGGTCCTGAACTTCTG
-ACCTCAGGTGATCCACCCGACTCGGGCTCCCAAAGTGCCTGGATTACAAGCTTGAGCCCC
-CATGTGCAGCCTGATATGTGTAACTTCCTATAAATACCATTCAGGTCAACATGATGATAC
-TGTTACTCAGATCCCCCATGTCTTCACTGATGTGTTTGGTTTATTGTTCCAAGAATCGGA
-GACAGAGAGGTTAAAATCTCCGACTATGATTGTGGGTTGTCTATTGATGTTTTTGGTCTA
-TTCTAAGAATCGGAGAGAGAGAGGTTAAAATCTCTGACGATGATTGTGGATTGTCTATTG
-ATGTTTTTGGTCTATTATTCTAAGAATCGGAGAGAGATTAAAATCTCCAACTATGATTGT
-GGGTTGTCTATTGATGTTTTTGGTCTATTGTTCTAAGAATCAGAGAGAGAGAGAGGTTAA
-AATCTCCGACTATGATTGTGGGTTGTCTTATTGATGTTTTTGGTCTATTGTTCTAAGAAT
-TGGAGACAGAGAGGTTACAATCTCTGACTATGATTGTGGATTGTCTATTGATGTTTTTGG
-TCTATTCTAAGAATTGGAGAGAGAGAGGTTAAAATCTCCGACTATGATTGTGCGTTGTCT
-ATTGATGTTTTTGGTCGATTGTTCTAAGAATTGCAGAGAGAGAGGTTAAAATCTCCGACT
-ATGATTGTGTATTGTCTATTGATGTTTTTGGTCTATTGTTCTAAGAAATGGAGAGAGAGA
-GGTTAAAATCTCCGACTATGATTGTGGGTTGTCTATTGATGTTTTTGGTCTATTGTTCTA
-AGAATTGGAGAGAGAGAGGTTAAAATCTCTGACTATGATTGTGGATTGTCTGCTGATGTT
-TTTGGTCTATTGTTCTAAGAATTGGAGAGAGAGAGAGGTTAAAATCTCCGACTATGATTG
-TGGATTGTCTATTGCTGTTTTTGGTCTATTGTTCTAAGAATCGGAGAGAGAGGTTAAAAT
-CTCCTACTATGATTCTGGGTTGTCTATTGATGTTTTTGGTCTATTGTTCTAAGAATTGGA
-GAGAGAGAGGTTAAAATCTCCAACTATGATTGTGGGTTGTCTATATATGTATGGTTTTTG
-CAGTCACTTTCTGCCTACTTGTGTTTTTTATATTTAAAGTGCATCTTTTAGTTCAGTGTG
-ATGGCACATGCCCCTAATCCCAGCTATTCTGGAGACTGAGGCAGGAGGATCACTTGAGCC
-CAGGAGTTTGAGCAGTACTAGACTTTACCTTGGGCAAAAAGGCAAGACCCCATCTCTTAA
-AAAACAAATACATAGACGGACAGACAGACACACACACCACAGTGCATCTTTTGTAGACAG
-CATGTAGTAAATCTTGCTAATTTGTCCATTTTAGCAATCTCTGCCTTTTAACTGGAGGGT
-TTAATTCATTAATATTTAATATAATTATCATTATGGGTAGATGTAGGTATGTTAATATTT
-AATATAATTACTGTTATGGGTAGATGTAGGTATGTTAATCGTTTTCTGATTGTCCCTTTG
-TATACACACGCTGCCCTTTATTTTTCAGTGATTTTAGGTTCATAGCAAAATTGAGCAGTT
-AAGTACAAGGAGTTGTGCCTCCCCGCTGTGCCCACCCAGGCACAGCCTTACCCTCAGCAT
-CCCACTTGTTGCAGCTGACACACCGACAGTGACACATCACCACCACTCAAAGTCCATGGT
-TGACACGAGGGCGCACTCTTGGTGCTGCACGTTCTTGGTGCTGAGCTTTGGCAAGTGTAT
-AATGACACTATCGTTGGATTTCAGGTCTACCGTTTTTACCGTTTATTATTTGTTTTCTGA
-TTGTCCCTGTGTTTTTTGTTCCTCTATTCTCTTTCTGGCCCTCTTTTGCGTGATTTGAAG
-TTTTAAAAATTCCTTTCCAAGTTATCTTTTGGCCCTTTAGTTGTGCTTCTTTCCATTATT
-CTCATAGTTGTTGCTCTAGGAATTGCAATTTCAACCTTGCTTTTTCTAGTCTACTTAGAA
-CTAGCATTATACCACTTTATGCAAAATGTAGACATGTAGACACCTTGCAACTGTACAGTC
-CACGGATCCCCTCTACTACTCTTCACGTTGTGGCTGTCATATCTGCATACATTATAAACC
-CAAGAGATGTTTTAATTTTTCCCCAGATATTTACTAATTTTGATGTTCATCATTCATTCT
-TAAAGATCTGAGTTTCACTGTAGTATATACTATCTTCAGCATTTCCGGTAGCACAATTTG
-ATGGTGACAAATTTTATCAGTTTTCCTTTTTCTGAAAATATTTTCATGTAATGTTTATTC
-TTAGAGAATACAGAATTCTATGCTTTTTTTTTCTTTCAGCAGTTCCACTTTCTTCTGGTC
-TCCATAATTACTCACAAACTTGGTCGGGCGTGGCAGCTCACGCCTGTAATCCCAGCACTT
-TGGGAGGCCAAGTGGGTGGGTCACTTGAGGCCAGGAGTTTGATGCCACCCTGGCCAACAT
-AGCAAAACCCCATCTCTACTAAAAATACAAAAATTAGCTCAGCATGGTAGCACACGCTTG
-TAGTCCCAGCTACTTGGGAGGCTGAGACACAAGAATCGCTTGAACCCAGGAGGCAGAGGT
-TGCAGTAAGCTGAGACTGTACCACTGCACTCCAGCCTTGGTAACAGAGCAAGACTGTATA
-AAAAAAAATTTTTTTTTAAATCTCACAGACTCAGTCTATCAGCTCATGGTCTATCAGCTC
-AGGGTCTGTCAGCTCATGGTCTATCGGCTCAGGGTCCATTGGCTCACATCTATCAATCAG
-CTCAGTCTATTGGCTCAGGGTCCGTCGGCTCATGGTCTATCAATCAGCTCACAGTCTGTC
-GGCTCACGGTCTATTGGCTCATGGTTTATCAGCTCAGTCTTCACAGTGCTGTGCTGTGTG
-TGATCTGTTGTTTTTCTCTGGCTGCTTTCAAGATTTTTAAAGTTAATCTTTAGTTTTTAA
-TAGTTTTAGGGCTGGGTGTGGTGGCTTACACCTGTAATCCCAGCACTTTAGGAAGCTGAG
-GCAGGCAGATCCCCTGAGGTCAGGAGTTCGAGACTAGCCTGGCCAACATGGAGAAACCCC
-GTATCTACTAAAAATACAAAAATTAATCGGGCATGGTGGCACGGGCATATAGTCCCAGCT
-ACATGGGAGGCTGAGGCAGGAGAATCGCTTGAACTGGGAGGTAGAGGTTGCAGTGAGCCG
-AGATCGCACCACTGCACTCCAGCCTGGGCGACAACAGCAAAACTCTGTCTCAAAAAAAAA
-AAAAAAAAAAAAAAAACAAACTTTTGAAGTGATGGGTCCAGGTGTGGTTTTATTCTCATT
-TATCCTGTTTGGGATTCTTAAAACTAAACATTTATGTCTTTCACCAAATTTGAAAGTTTC
-TGGTTACTGTTTCTTCAAGTACTTCTGTCCACTGTGCCTCTCCTCTCCTGGACCTCTGTA
-ATTACCCATGTGTTAGACATGTTGATATCACCTAAGGTCCCTGAGGCTTAGATATCACCT
-ACAGGTCCCAGAGGCTCTGTTCATGGTTTTGTTTTATTTTCCTCCAATCACTTCCACCCT
-TTTTTTTTTTTCCAGCTTGGATGATTTCTATTCCTCTGTCTTTGAGGACTCTGCCTATTT
-TCTCTGTTATTTCCCTTCTGTTATGTTCATTCAGTGAATTTTAAAATTTCAGATCTTGGC
-CAAGCACAGTGGCTCACGCCTGTAATCCCAGCACCTTGAGAGGCTGAGGTAGGTGGATCA
-CCTGAGGTCAGTTCAAGACAAGCCTGGCCAACATAGCGAAACCCTGTCTCTACTAAAAAA
-AAAAAAAAAAAAAAAAAAAAAAAAAAAAATTGCCAGGCGTAGTGGTGGGCACCTGTAGTC
-CCAGCTACTCAGGAGGCTGAGGCAGGAGAATCACTTGAACCTGGGAGGCAGAAGTTGCAG
-TGAGACGAGATCGTGCCACTGAACTCCAGCCTGGGTGACAGAGTAGAACTGTCTCAAAAA
-TAAATAAATAAAATAAAATTTCAGATCTTGTTTTTTTTTGAGACAAGAGTTTCACTCTTG
-TCCCCCAGCCCCAGGCTGGAGTGCAGTGGCATGATCTGGGCTCACTGCAGCCTCTGCCTC
-CTGGGCTCAAGTGATTCTTTGCCTCAGCCTCCCGAGTAGCTGGGATTACAGGCGACCACC
-ACCAAGCCCTGCTAAATTTTTGTTGTTGCTGTTTGTATTTTTAGTAGAGACGGGGTTTCA
-CCATGTTGGTCAGGCTTGTCTTGAACTCCTGACCGCAGGTGATCCACCTACCTCAGCCTC
-CCAAAGTGCTGGGATTACAGGCGTGAGCCACCACGCCCAGCCAGATCTTGTGTTTGTTTG
-ACCTAAAATTCCCATTTGGCTCATTTAAACATGTTTCCTCGCTGAGATTTCCGGCACTTT
-GTTCATTATGCGTGCATTTCCCTTTTCTTCACTGAGCACAGACACTAAACCTGCTCCAAA
-GTGCTTTTTTGACTATTCCAACAGCTAGGTCATAACACAATTGATATCTGTTGTCTTTCC
-CTTCGAGAATGGCTCACATTTTCCTGGCTCTTCATATGTTGAGTGATTTTGAACTGTACC
-CTGTACATTGCAAACGTTACATTGTGAAGACACTGGAATTCTGTGATATTCCTCTGAAGA
-GAATCAATGTTTCTACTTAGCAGGCAATTAATTTCATTAGATTCAAACTGCAAACGCTGT
-CACACCTGCGGTGAGCGGTGGCTCAGGTCACTGCATGGCACAGGGTGCACGCAGGGGTCA
-GGGGTCTGCCAGAAACGAGCGGCATCTATACACAGGACTCCTCCCCTCTGGCTCTTTCTG
-GGGCTTCTACTCTCTTTTTCGAGGAGCTATGGGTGCCTAGCTCCTTCCCCTGCCTGCTCC
-TGGAACAAGGAAGATAGCGTACTTTCTTTTTTGCTTGTTTGTTTTCTGGAGACACATTCT
-CCCTCTGTCGCCCAGGCAGAAATGCAGTGGCAGCGATCCTCTCACCCCGGCCTCCTGAAT
-AGTTGGGACCTCAGGTGCACACCATTACACCCAGGTAACGTCCTTTTCTTTTGTAGAGAC
-TGTGTTGTCCAGGCTGGTCTCAAATGCCTGGCCTCAAGCAATTCTCCGTCTCAGCCTCCC
-AAAATCCTGGGATTACAGGAGTGAGCTGCCCTGCCAGATAGTAGAATTTTTACTTTTTTT
-TTTCTGAGACAGAGTCTCGCTCTGTCACCCAGGCTGGAGTGCAGTGGCGCAATCTCAGCT
-CGCTGAAGCCTCTGCCTCCCAGGCTCACGCGATTCTCCTGCCTCGGCCTCACGAGTAGCT
-GGGATTACAGGCACCTGCCACCACACCTGGCTAATTTTTTGTATTTTTAGTAGAGACGGG
-GTTTCAGCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCGTGATCCACCTGCCTCTG
-CCTCCCAAAGTGCTGGGATCACAGGCGTGAGCCACTGCACCCGGCCCAGACAGTGGACTT
-TCTATCAGTGCGTTAGTCACCCCACACTATCATGTGGGGACTGTGGCTGCCCTCAGGGCA
-AAGATGCAAAAACAGGAAACTGTGCTGGTTGCTTCCTCCAAGTCAAAACTTCCCTCCAAA
-ATCTGCCACTCTCCAGAGCCCTCAGGGAGCTGTTTTTCATACTCTGTCCATGGTTATAGT
-TGTGCTATGGCAGGGTCACTCTGTTAGAAGTTTACTCTTTCCCACTGAAGTAGAACCCCA
-TCATACGGCTTTCTGTGTCCAGAAACCAAGGCGATTTTAGTTTCTAGACGGTGGGCGCTG
-GTGTTGCTTCCCAGGTGCTCAACTCTGGGCAGTAACAAGCCTGCATGGTCTGGACATGGT
-GGCTCACACCTAGAATATCAGCTACCTGGGAGGCTGATGCAAGAGGACTGCTTGAGCCCA
-GGAGTTCGAAGCCGAAGTGCAGACGCATTCAAGCTGGTCGAGCCGGGAACGCACCTGCAC
-TCCAGCCTGGGCAACAGAGCGAGGCCCTGTCTCAAAGGAAAAAAAAAAAGCTTTGGCAGC
-AGGGAACTTGGAGAACATGGGCTGAAAGGATAAGTCTTTTTGTGCTACAGATCCTGGGTC
-TCCAAGGGATGTAAACCTGTTCACTGTCCAACAACAGCAGCAATCAACACTTCCAGAGCA
-CTTGCCACATGCCAGACACCACGCGAAGGGATTTATACACACAAACTGATTTCACTAATT
-TCAACAATGCCCCTTATCGCCCCACTTTAAATATGAGGAAAAGACTTGCATAAGACCACA
-CTGTGAGTAGGCGGCAGGGTTAGGCCCAGGCCAGGCCCTCTGGCTCCAGAATAAACTGGA
-GTCTGATGGTTTTCAACTGCAACACTCAACAAATATGTTCAGTATGTCTGGCCAACTACC
-GTAAAAGTTTATAGAAATTTTCAATTTAAGAAGTAAAGGCCAGGAGCAGTGGCTCACACC
-TGTAATCCCAGCACTTTGGAAGGCTGAGGCTGGAGGATCGCTTGAGGGCAGGAGTTTTAA
-GACCGGCCTGGGCAATACACCGAAACCCCTTACAGAAATCAGCCAGGCGTGATGGCACAT
-GCCTGTGATCCCAGCTACTTGGGAGGGAGGTGGGAGGATCGCTTGAGTCCAGGAGGTTGA
-GGCTGCAGTGAGCCGAGATCGCGCCACCACACCCTAGCCTGGATGACAGAGTAAGACCCC
-ATCTCAAAAAAAAATAAATAAAAAGTAAAGGCATTGGATTTAAAAAACAATATACCCTTA
-AATATTAGACTATTAACTAAAGTAAAAATAATAAGTGTGGACCACGCATGGTGGCTCACA
-CCTGTAATCCTAGCACTTTGGGAGGCCGAGGTGGGTGGATCACGAGGTCAGGAGAGTGAG
-ACCATCCTGGCTAACATGGTGAAACCCTGTCTCTACTTAAAACACAAAAAAATTAGCTGG
-GCGGGCGCCTGTAGTCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATAGCATGAACCTGG
-GAAGGTGGAGCTTGCGGTGAGCCGAGATAGCACCACTGCACTCCAGCCTGGGCTACAGAG
-CGAGACTCTGTCTCAAAAACAAACAAATAAATAAATAAATAGATAGATAAATAAATAAAA
-TAGTAATAAGTGTGTTGTAGAATTTTCTAGCATACCTAGAAGTGAAATGCGTGCCGACAA
-GAGCACGGAATATAACTGGAGTCCGCTCGCTGAGGTTCTGTGAAGTACATTTAATCTCCA
-GAGGAACCACTTAAAAAACAACACAAAGAGGCAGAACTAAAAAGTCAGCAGAGGAGATAA
-AATTGAAGACAACTTGATCCCTCTACCTACAAAAAAGGAAGCAAAGGAGGAGCAGGGAAA
-AGCAGGTGGAAAAACAGAAATCGAACATAAAGATGGTAGACTCCAACCCAAACACTCTAA
-CACCTACATTAAATACAAATGGTTAAATTAAATACTTCAATTAAAAACTATCGATTAATG
-TCACTATTAGGGAAATGCAAATCAAAATCAAAATGAAATACTCCACACCCATTAGAATGG
-CTATTACCAAAAAAACAGAAATAAATGTTGGCAAACGCATGTGGAGAGAATGGAACCCTT
-GTGCATGCTGCTGAGAATATAAAATGGTGTGAAAAACAGTATGTCAGTTTCTCAAAAAAC
-TAAACACACACACAAAATTAAACACAGAATTACTCTATGACCCCGCAACTTTACTTGTGG
-TTCTACACCCTGAAGAACTGAAAACCAGGACTCCAAGAGACATTTGTACAACCATATCTT
-AGCAGCATTGTTCACCACAACCACCATGTCTTAGTGAAAGGTGACAACATGCTAGCAGCC
-CTCACTCACTCTCAGCACCTCCTGGGCCTCAGCATCCACGCTGGCCACACTTGAGGAGCC
-CTCCAGCCCACCGCTGCACTGTGGGAGCCCCTCTCTGGGCTGGCCGAGGCCGGAGCCGGC
-TCCCTCTGCTTGCAGGGAGGTGTGGAGGGAGAGCTGCAGGCGGGAACCGGGGCTGCATGC
-AGCGTGAGTTCTGGGTGGGTGCAGGCTCGGCGGGCCCCGCACTCAGAGCACCTGCCGGCA
-CCCCCGGCCCTGGGCAGTGAGGGGTTTAGCACCTGGGCCAGCAGCTGTGGAGGGTCCCCC
-AGCACTGCCAGCCCCCCTGCACCAGGTTCGAATTCTTGCCGGGCCTCAGCTGCCTCCACG
-CGGGGCAGGGCTCGGCAGCCTGCCATGCCCGAGGCCCCCCGCACCCCCGCCCGTGGGCTC
-CCACACAGCCCGAGCCTCCCCAACGGGCACCACCCCCTGCTCCGCGGCACCCGATCCCAT
-CAACCACCCAAGGGCTGAGGAGTGTAGCGCACGGCACTGGACTGGTGGGCAGCTCTGCCT
-GCGGCCAGGCGCTGGGTCCATTAGGCAAAGCCAGCTGGGCTCCTGAGTCGGGTGAGGACT
-TGGAGAACTTTTATGTCTAGCTGGAGGATTGTAAATGCACCAATCAGCACTCCGTGTCTA
-GCTCAGGGTTTGTGGATGCACCAATCAGCACTCTCTGTATCTAGCTAATCCGGTGGGGAC
-TTGGAGAACCTTTATGTCTAGCTACAGGATTGTAAATACACCAATCAGCACTCTGTGTCT
-AGCTCAAGGTTTGTAAACGCACCAATCAGCACCTTGTGTCTAGCTCAAGGTTTGTAAATG
-CACCAATCGCTGCTCTGTGTCTAGTTAATCTAGTGGGGACTTGGAGAACTTTTACGTCTA
-GCTAGAGGACTGTAAATATCATTCTGTGTCTAGCTCAGGGATCGTAAACGCACTAATCAG
-CACCCTGTCAAAACAGACCAATCAGCTCTCTATAAAATGGACCAATCAGCTGTCTGTAAA
-ATGGGCCAATCAACAGGATGTGGGTGGGGTCAGATAAGGGAATAAAAGCAGGCTGCCGGA
-GCCAGCAGCAGCAACCCACTCGGGTCCCCTTCCACACTATGGAAGCTTTGTTCTTTCGCT
-CTTTGCAATAAATCTTGCTGCTGCTCACTCTTTGGGTCTGCACTGCCTTTATGAGCTGTA
-ACACTCACTGCAAAGGTCTGCAGCTTCACTCCTGAAGCCAGTGAGACCACGAACCCACCA
-GAAGGAAGAAACTCCAAACACATCTGAACATCAGAAGGAACAAACTCCGGACACACCATC
-TTTAAGAACTGTAACACTCACTGCGAGGGTCTGCGGCTTCATTCTTGAAGTCAGTGAGAC
-CAAGAATCCACCAATTCTAGACACATTAGCAGCACCATTCACCACAGCCACCATGTCTCG
-GCAGCACCATTCACCACAGCCCCATGTCTCAGCACTGTTCACCACAGCCACCATGTCTCA
-GCAGCACCGTCCACCACAGCCACCATGTCTCAGCACCGTTCACCACAGCCACCATGTCTC
-AGCAGCACCGTTCACCACAGCCACCATGTCTCAGCAGCACCGTTCACCACAGCCACCATG
-TCTCAGCAGCACCGTCCACCACAGCCACCATGTCTCGGCACCGTTCACCACAGCCACCAT
-GTCTCAGCAGCACCGTCCACCACAGCCACCATGTCTTGGCACTGTTCACCACAGCCACCA
-TGTCTCGGCACCGTTCACCACAGCCACCATGTCTCAGCAGCACCGTCCACCACAGCCACC
-ATGTCTCGACACCGTTCACCACAGCCACCATGTCTCAGCAGCACCGTCCACCACAGCCAC
-CATGTCTCGGCAGCACCGTCCACCACAGCCACCATGTCTCGGCACCATTCACCACAGCCA
-CCATGTCTCGGCACCGTCCACCACAGCCACCATGTCTCGGCACCGTTCACCACAGCCACC
-ATGTCTCAGCAGCACCGTCCACCACAGCCACCATGTCTCGGCAGCACCGTTCACCACAGC
-CACCATGTCTCAGCACCATCCACCACGGCCACCATGTCTCAGCAGCACCGTCCACCACAG
-CCACCATGTCTCGGCAGCACCGTTCACCACAGCCACCATGTCTCGGCACCGTTCACCACA
-GCCACCATGTCTGCAGCAGCATTGTTCACCACAGCCACCATGTCTCGGCACCATCCACCA
-CGGCCACCATGTCTCAGCAGCACCGTCCACCACAGCCACCATGTCTCGGCAGCACCGTCC
-ACCACAGCCACCATGTCTCGGCAGCACCGTTCACCACAGCCACCATGTCTCAGCACCATC
-CACCACGGCCACCATGTCTCAGCAGCACCGTCCACCACAGCCACCATGTCTCGGCAGCAC
-CGTTCACCACAGCCACCATGTCTCGGCACCGTTCACCACAGCCACCATGTCTGCAGCAGC
-ATTGTTCACCACAGCCAAAAGGTGGGAGCAAGTGTCCACCCACAGATGAATGGATAAACA
-AAAGGTGGTCTATACAGACCGTGGAATATTCTACAGTCCTGAAAAGAAATTTTGGACGCA
-TGCTACAACAGGAATGAACCTTGAAAACACTATGCTAAGTGAAAGCAGCTCATCACAACA
-GGACAAATACTGTATGATTCTACTCATGAGGTTCCCAGGGTTGTCGAATTCATAGAGACA
-GAAAAGACAACGGTGGTTGCCAGGGGCTGGGGGGCAGGGAGGAATGGGGAGTTAGTGTTT
-AATGGGAACAGTTTCCTTTCCTTTTTCCTTTCCTCTTTTCTCCTTTCTTTCCTTTCCTCC
-TTTTTAAAATTTCTTTCTTTCTTTTAGAGATGGGTTTGCTCTGTTGCCCAGGCTGGAGTG
-CAGTGGTGCAATCATAGCTCACCGCCATCTTGAACTCCTGGGCTCAAGCAACTCTCCCGC
-CTCAGCCTCCCAAGTAGCTAGGACTACATGCCTGCCACCATATCTGGCTAATTTTATTTT
-TATTTTTTGGTAAAAAGGGTGTCTTGCTGTGTTTCGCAGGCTGGTCTTGAACTCCTGGGC
-TCAAGCGCTCCTCTCTCCTGTCTTAATGCATGTGTACTAGATAAACATGCATGTAACGCA
-GGACCCATGTTCACTGAGAGGTGAGATTTCACATTTACATGTAAGACAATTAGGCCCTAT
-ATGGCCAAAGGTGAGGCGCGGCCCGGGAGTCACTCCAGTCACATCCTCCATAGACCAGCA
-GAACCAGTCCGTGGCCAGTGGTGTCTTATCAGGAGGAAGTTATGGAAAGTGACGCTGTAG
-TTATGGCCGTGAAATGGGGGGTCAGTTAGTGCCTGGCAGCGAGCCATCACTGTTTCCATA
-CCGCTTGTCTCAGGCCAGTGCCTGCTTAACTGCTAGAGGAAAAGAAAACCCAAGCCTTAT
-TCTTTAACTGTAAGGGTGTGTGACTTAACCCCGGCCTGGCACGGCCTTAGGTCCTGATTA
-TAACTCGGCGTCTTATTGCCGCAGAGTCTGTCAGTCTCGTGATCTCCACTTTAACACTAA
-TGTTGGTCAGTTGTGTCTAAACTGAAAAAGGGTGGCAGTATAACCAGGTGTGTCCAACCT
-CCCATCCTTTTATGGCCGGAAACTCAATTTTTAAGGTTTCTCTGGGGTCCCCTTGACCAA
-GAGGGAGCTCGTTCAGTCGGCGGGGGACTTAGGATTTTATTCTTAGTTTACAACATCAGT
-AATAAAATTAATAGGCAAATCAAAGAATGGGAGATAGTCACAGTACACGTACCAGACAAA
-AGCCCTGAATATGGAATATATAAAGGACTTTCACAATCTGGTCATCAAAAAAATGGGCAA
-AAGACATCCTCGGACACTCAGAAAACGTGTGCGAATGGCAACAGATGAGTGGACAGTGCT
-CAACACGGGTGAGCGTCAGGGAAATGCAAACTAAAGCCTCCACGACCAAACGGCACTCAG
-CCTCTCGGCTGTGGGGACACACAGAACCGCTGGGACTTCCACACCTGGGATGCAGCCTTC
-CCCCCGGGCACGTTCCCAAGAGAAACAACACACGCCCGCCAAACACGTGCACAAAAATAG
-GCCCAACTCTTCAGACAGCGGAAACCCACCCGGGCGCCCTCAGAGACGACGAGCACGCAA
-CAGCGCATCCCACACCCACTCCTTGTGCAGCACCTCAGAGGAAGCTCAACAACAGTTCTC
-TGCGTGAGCCGTGGCAGACGCAAAACCGCCCGCACGTGTGACTCCTAACACTCAGAGTGT
-CGGTAAAATCACAGCAGCGCTCCTGTCTGGCGCGGCAGGCGGGCGCTGGAGCAGCCTGCG
-AGGCAATCTCCATGGATCACAGGCAGATTCTACATCACGACAGGAGTCTGGTGAATCCTT
-TGTCAAAACAATTGAACTGGACACAAGCTCTGTGTGTTTCACTGCATGTAAATTATGCCT
-TAGTAACTAAACACATGCATTTTCTATTTTGAAAATCTCATTGGAGCCAAAAAGCTAAAT
-AATGGGATGAAAATTTCTACAAGGCAATGAAAAATTTAGTGAGAATTTAAATTGTGCTAT
-ACACTCTTTGACCACTCTTATTTTCCCTTAGAAGAACTGGTTTCAGGGCAGGTGTGGAGG
-CTCAGGCCTGCAATCCCATCATTTTGGGAGGCCAAGGTGGGAGGATCGCTTGAGCCCAGG
-AGTTCAAAACCAGCCCGGACAACAGAGTGAGATCTCATCTCTACCAAAAAAAAAAAAAAA
-AAAAAATAGCTGGGCTTGGTGACGTATACTTGTGGTCCCAGCTATTTGGGAGGCTGAAGT
-GAAAGAATCTCTTGAGCCTGGGAGGTCAAGGCTACAGTGAGCCATGATCGCACCACTGCA
-CTCTACCTGGGCGACAGAGCCAGACCCCGTCTCAACAACAACAACAAAGAACTGGTTTCA
-AGAAAAAAATGATGCCTCAGGTCACTGTGATTTTAAATAAGTAACATCTTGCAAAACAAC
-CCTGTAAAAGCAACCACCGGCTGGGGCAGTGGGTAGACCACACCCACGCTCACCGTAACT
-CCAGCCGCCCAGGCAGCAGTAACTGAAAAGGGGAGGCGGGAGGGTCCACTGGCGGGTTTC
-TCACGCTGCTGAACCTCGGTAAACACAGCCCCGAGGGCTGGCTGGAGCTTCCACTGCATC
-CGTGTAGCTAATGCTGGTCATCTTCGTAGCAAGCAAAGGAAGCCAACGTGAAACGTAGCT
-TTAAGGGCCCAATAAGAACTGTCTGGGGCCTCTCTACCTAAAGATCCCTCTCGTGCTTTG
-ATAGAAAACAAATACCGCAAACCCCTTGATGGGGTGTAAAGGAGACATCCCCCTTTGTTG
-ACATGCATGGTAGTCGCTGCCCACCTACCCGTGGGCTCAGCACACCGGAGTCGGGCGGTT
-GCCGTAGGTGGCTCAGCAGACGTGAGCAGGGCAGGATCGGGCCCATCCCCCCACCGGGAA
-TGTCAGGCCACCATCAGGTGATGGTCAGGTGGCTGTTAACTGTCTAAAAGAACTGGTTGC
-ACCCAGCGCCAGGGAAAGACAGGCTCCCAATAGCTAGAAAACACATGAAATCCGGTGATG
-GGCAGCTTCCCGATACGATCTCAGGAACTGGGCGAGTTGGCTCAAGCGTGTGCACTGAGA
-GGCAAAATGGCGGCGTGTAACCGTTCTATGACCTTCTAGGGACGTTTGACAGGTAACGGA
-AGAACGCCTCAGGTGAGCATGGGCACTACTCCAGTGAACACACGGCGCACGGTCCCTCCC
-TCCAGTGAACACAACGCACACGCTCCCTCCCTCCAGTGAACACACAGCGCATGCTCCCTC
-CTTCCAGTGAACACACGGCACATGCTACCTCCCTCCAGTGAACACACGGCACATGCTCCC
-TCCCTCCAGTGAACACAACGCGCACGCTCCCTCCCTCCAGTGAACACACAGCGCATGCTC
-CCTCCCCCCAGTGAATACACGGGGCATGCTCCCTCCCTCCAGTGAACACACCGGGCATGC
-TCCCTCCCTCCAGGGAACACATGGCGCATGCTCCCGCCCAAGTACTAGCAAGATGCTGCA
-TGGGTGGACAGCCCACCCTGAAGAAGGATCAGGGGAGAAGGGGTGCAAGACCCCAGAAGC
-CTGCCAGGCTATAAAACCCCAAGTCAAAAGGTGAAACCGCACACCTGATCTCTCACATCG
-CCCGTCTGGCCCTCCTCCAAGGGTACTTCCTTTCCTTCCTGCTCTAAAGCTTCTTCAACA
-ACTTTCACTCCTGCTCTAAAACTTGCCTTAGTCGGTGGGGTGCGGTGGCTCACGCCTGTG
-ATCCCAGCACTTTGGGAGGCTGAGGTGGGTGGATCATCTGAGGTTGGGAGTTCGAGACCA
-GCCTGACCAAAATGCAGAAACCCCTTCTCTACTAAAATACAAAAAATTAGCCGGTTGTGG
-TGGCAGGCACCTGTAGTCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATGACATGAACCC
-GGGAGGCAGAGCTTGCAGTGAGCCGAGATTGTGCCACTGCACTCCAGCCTGGGCGACAGA
-GACAGACTCCATCTCAAAAAAAAAAAAAAAACTTGCCTCAGTCTCTCCTTCAGCCTCATG
-TCCTTCCATCAAATTCTTTCTTCTGAGGCAGCGAGAATCGAGGCCGCTGCTGACATACTT
-TGGTGCTGAAACTCAGATACATTCTGCCAGTAATAGAGCTCTGAAGGCTCACCTGAGCTC
-CACACTCCACCTCGGCACACGCAACCCTCAGCCAGAGTGGTGAGAAGAGGTGGCTCTTTC
-TTTTCTTTGTGAAACAGGCTGGAGTGCATCGTTGCGATCTCGGCTCACTGCAGTCTCCAC
-CTCCGGGGCTGAAGCGATCCTCCTGCCTCAGTCCCTCGAGTAGCTGGGACTGTTAGTGGC
-AGAATATGTCCCACTTCTGACACCAAAGCATGTTAGCAGCAGTGAACCTCAATTTTTCCC
-TCCTCAGAAGAGTTTGATGGACGGGTAGGAGGCAGAAGAGACCTTAGAGCAGGAGCAACA
-GTTTATGAAGAAGCTTTAGAGCAGGAATGAAAGGAAGTAAAGCGCCCTTGGAAGAAGGCC
-AGGCAGGAGACCTGAGAGATCAAGTGCGCAGTTTGACCTTTGACTTAGGGTCTTCCACGC
-TGGAGGCTTCCGGGGTGTTACGTCTCCCGATTCTTCCCTCGGGGTGGGCCGTCCACCCGC
-ACAGCGGCTGCGGGCACTTGGGAGGGAGCATGCACAGAGTTTACTGGAGTTGTGCGCACG
-CTCCCTCGAGGCCTTTTTTTTTTTTTTTTTTTTTGAGATGGAGTCTCGCTCTGTCACCCA
-GGCTGCAGTGCAGTGGCGCAATCTCGGCTCACTGCAACCTCCGCCTCCCGAGTTCAAGCG
-ATTCTCCTGCCTCAGCCTCCTGAGTAGCTGGGACCACAGGCGCCCGCCACCATGCCCGGC
-TAATTTTTGTATTTTTATCAGAGACGGGGTTTCACCATATTCGCCAGGCTGATCTCAAAC
-TCCTGGCCTTCTGATCCGCCCCCCTCCCCCCACGGCCTTGCAAAGTGCTGGGATTACAGG
-TGTGAGCCACCGCGCACAGCCAGGGCCGCCTTCTCTTACCAGCCAAATGTCCCTGGTAGA
-GGGGGGCCCCTCTTCTGCCCTGCTCATGTCTGACTAGCTACCTACTGTAACGGGCCACAG
-GTGCTTGCCCCCATGCCTGGATAATATTTTTTATTTTTTATAGAGACGAGGTCTCCCTAT
-GTTGCCCAGACTGGTCTCAAGCGATCTCCCACCCCAGCACCCACAGCGCTAGCTGTTCTT
-TAAATGAGCTACCCAGTAAGTCAAAGCTCAGGTGGAGAGCAGCCGCAAGGCAGGGAGCAG
-CTGGGAGGTATCTCAGGGGTTCCCGGGATGCTGCCTGTGCACCCCAGGGCTGAGGTGACT
-GCGTGTGGAAACACCTGCCTGACTGGCTTTTAGGAGGAGTACTGGGGGCGGGATGTGTGT
-CAGGAAAACAACGTTTCTGTATAATTCATAAACATGTATGTTAAAAACAACGTGGCCATG
-ACGGATCCTGGCTGAATGCAAACGGGGAACATAAACCTGAGTAATCAGGCGCATCACTGA
-ACATCCCAGGCGGCCGCCCCTACCCTGGGGCTCAAAACCGGCTCCCTCTGCGAGGGTTTC
-CCAGGTTAAGCCATCAGGAAACAGGAAGACGCCTAAGAACGATACACTGGACTTTGGGGA
-CTCGGAGGGAAGGGTGGGAGGGGGACAAGGATAAAAAGCTACAAATAGGGTGCAGTGCGT
-ACTGCTCGGGTGATGGGAGCACCAAAATCTCACAAATCACCACTAAAGAGCTTACCCATG
-TAACCAAGTAACCAAACACCACCTGTACCCCAGTAACTTACGGAAAAATAAAAGAGGAAG
-ACGCAGCTCTGCCTTCTCTGCACACCCTGGTAATACTAAGAAAAATGAAAACCAAAAAAA
-GGAGGCCAAGTTTGACATCCTGAAATTTAACAGGACGAGGCGGCTAAGAATTCAGCCACA
-AAATAGTTCCCGGGGAAGAAGCCGCGTTTGCTTTGAAACGCGGTAAGAAATGCCCCCGAA
-CACCTGGGCTTAAATTACACCCAAACTCAATCATCGACTCGCTGCCACCGGAACACGCGC
-TCCCGAAAAACTGCACCCCGACTAGCCCTCGGCTACTCCAGGTGACAAACGGACAAAAAC
-AAATCCTAAAGCCTCGCGGGAAAAAGACCTGAATCGTGGCCGACTTCTAGGACACCGGGG
-ACCGCGCCGGTGCCCCCACTCCCGGCTGCCGGGAAGGCGAGGCGAACGCGCCCCCTTTCT
-TCCCCCGGGCGCCCGTCCCATCCCCTCCCCAGGGACCCCCTCCCTGCCCCGAGAACCCCC
-TCCCCTCCCCAGGTGCCCCCTCTCCCCCAGAGACCCCCTCCCCTCCCCAGGGACCCCCTT
-CCCTGCCCCGGGAACCCTTCCCCTCCCCAGGGACCCCCCTCCCTCCCCAGGGACCCCCTC
-CCCTCCCCAGGGACCCCCTTCCCTGCCCCGGGAACCTTTCCCCTCCCCAGGGACCCCCCC
-TCCCCGCTCCGGGAACCCCCTCCCCTCCTTAGGGACCCCCTCCCCACCCCTCCCCGGGGT
-CCCCCTGCCCTCCTCAGACGCCCCTTCCCCTCCCCAGGCGTCCCGCTCAGCCCGGGCGCC
-TTTCCCCCATAGGACCGCGGCCAGGCTCGTTGGGAGGCGGCGACGAGGACGCGGGCCCAG
-GCGCTGGCGGCTCCTCCGCGCGCCGCACAATGGGGGACGCGCAGGGAACGTCCCTCGGGC
-CGGGCCAGGGCCGCCGACCTTTGTCTGCCTCTCGCACTCCCTGCGCCGACCCGGCCGCCC
-AGACGGACCCCAGCGCCCCAACCCGCTACCCTCACGCCTGCCCCCAGCCCCTCACTCACC
-CCGGCGCCCTCCGGGTTTCTCTTTCGTACACCCCGCCCTCAGGCGGTGGCGCCGCGCCCC
-CTGGGACTTGTAGTCTTTCTTCCGCCCCGGCCCCGGCGCCAGGCCCCGCAGCTCCCAAAG
-AAAACTACAACTCCCGGCGGCCCGCGCGAGAGCCGCCCTCGCCTGGTGGTACCATCGCGC
-GCGGCCGTGGGTGGGGCGCCGGGGCGGGGCGCGAAGCGCCCTGGGAAATGTAGTCCTAGA
-AGAACCAGCGCATGTCTCGGGTCCCTGACACGGAGGGACTACATTCCCCCGGATTCCTCG
-CGCGCCGGCTGCTTGGCGTTGCCGGGAGACGGGGCGGGGCGTCGTCGGGGTCTCCCGGGC
-GACCGCACAAGCGTCGGCGTCCTTAGCGTTCCGCCGGTTTAGGCGGAGGCGGAGGCGGAG
-CGTTTGGGGGCGGCCGGGGCGGCTTCGGCTTCATCGGAGAAGGCGGCGCGGCTGCACCAG
-GTTTGGCCGCGGGCGCGCGGGGCCAGCGCCCTCCAGACCCACGGAGCGCCCCGAGCGCCT
-CGCGAGCCGCCGCCAAATGCGCCCCAGGTCCGCGGCCGGCGCCAGTGCTGGGACCTCGGC
-GGCCGGTGTCGGAGCGCGGCGGGAGAGACCCTGCCTTGGGTGCGGGACTGGGACGGCTCG
-GACCCAGAGGGCTCCCGGGGCTTCGCCTCTCGGACGGGTCAGGGCTCTGCGGTCTCAGGA
-CGCTCCCCCGTGAGTCTCGGCGGCCCCGGGGTCTGGGCGGCGTCGCTGCCCCACAGGCCG
-GGCGCGTGGGTTTTTCCGGGGCTCTGCCTCTGAGCCACCCTCGGAGAAAAGACAGCTCTG
-TGCGTCCCGCGGCGCCCGCAGCTTTCGGCAAACATGTTTAAAGGAGCTCCCCGAAGGAAC
-TGGGGACGTCCGTCCGCTCATCAAAGGCTTCAATCCTGTCGGTGTCCCCGGGCCCTCTCC
-TAGCTGGGCCAGCGCGCAGGGTGGGGGGGCGCTGCAGGTGTCGCGGCCCCCCCCAACCTC
-CGCAGACCCTTCCAACCCCTCAGACCCCCCAAAACCCCCAGATCCCCCAACCCCCCATAT
-ACCCCCAACCCCTCAGACCCCCCAACCCCCCAGACCCCCCAACCTCCCAGGCCCCCAGAC
-CCCCCAGCTCCCTTGCTCCCGGGAGCTCCCAGGCCCGTCCTGCATGCGCCTTGGGGTTGT
-TCCTCCTTGATGGACGCCGCCTCCGGGTTCCATCCCAAGTTTAAATGCCAGAGATTTCAA
-TGGAAATAAAGCCCCCATCTTAACAGCGTGAGGATGTTTTGTAAACAGTATTGGGGACAG
-CTGGGGAAGTCACATTTGTGTCTTCTCTTTAGAGGGACAGTGTTCGCCTGAGGGTCCATC
-CCAGGGTTCCCTCAGGGCCTCTGGAGGAGTTGATGCCACCAGTGTCTGGCCGTGGGACAC
-CTGGGCGTGGGCGCCCAGCACCAGGGGTTCGCTGACAGCTGCAGGGTTTCCGGCCATGCG
-CCCGCGGACGTGCAGCTTCTGTGTCGGTCCCATTAAGAGGAACCTGGCCTGGGCGACGTT
-TGAGGACCACGGGGAGGACACAGTCGCGGTCCCCTTCTCGGAGTCCAGTCTGTGCCACAG
-GCTCTTGCCGTCTGCGGCAACTCATTGTGGAGCTGAGCCAGTGTTTCCACTTCCTTTTTG
-TTTTTTTGTGTTTGAGAGGATTTCACGCTGTCACCCAGGCTGGATGCAGTGGCATGATCG
-TGGCTCACTGCAGCCTGGACCTCCTAGGCTCAAGCGATCCTCCACCTCAGCCTCCAGAGT
-AGCTGGGACCACGGGTGTGTGCCACCATGCCTTGACACATATTTCTTTATTTTTTTGTAG
-AGACGGGGGTCTGTTTTGCCCAGGCTGGTCTCAAACTCCTGGGCTCAAGCAGTCCTCCCG
-CCTGGCCCTCCCAAAGTGCTGAGACTACAGGCGTGAGCCACCATGCCTGGCGTCCACTTT
-CTTGACTATTTCCTGAAGACCAGCGTTTCCCGGGTGGTTTCACAGCTGCGGAAGCTGCCT
-GTGTCAGTGTCAAGTCCCTACCCCTCGGCTTGGCCTGGGGCTGTGGCCCTGGGTGACCGT
-GTCCTTATGCTGGAGCTTGGTCCACAAGTGTCCCCGCCCCTTGTTCCGTCACTCATGGTG
-GTCTGCACCTCTCTACACGTTGGCCCCTGTCAGAGGGAAGAAGGCAAAGTCCTGGAGCTG
-CGGGAAGCCGTGCAGTGCATGTGTGTGTGCCTCGGGCCCGGGCTGCAGGCCCCAACAGGG
-CCCACCCAGCACCTGCTGAACTGTGCTCTGAGACCAGCACCCACCTGATCTCTGGGAGCA
-GAGCCCCTGCCGGCGTGGGCCAACCTGACAGCAGCTGCCTGGGCACTGGGCACTCCCTCG
-TCTGTCAGGCGGGCAGTGGATAGCTCGTCCTCTCCCTGGGGAAGGGAGACGAGGCCATGC
-GAGATGTCCCTGGAGGCTCCCTCCTGAGTAACCGCACGGGGTGCACATTCCCGAGAACAC
-GAAAGGGTGCAGGATTCCACTAGGCCAGGTGGAAACATAAGGACACCGTAGGGTCGCATC
-AAGTTGAAGGACAATCTCTAGACTAAAACAGAAACGACATTTACTCCCCTAAGGGCCACA
-CGGGCTGAATCCCATCCTCAGGTTATAGCAGGGATGCTAGGTCTGAAAGCCACAGGGGAG
-CATCGTAAGTCGCAGGTGCCCACAGATCACACCAGGGACCCCACCTCTGCCAACCGGGCT
-GTTTGTGTCCCCGAAAGGGAGCACTTTCCTCCCCAGAGACTTCAGGTGCAGTATGGGAAG
-GTTGGGGAACTAAAAAGCTGTGCACTAATATTTTTTGTATTAAAATAGAACCATCTTATG
-TTTGTAATGCATGGGGTTTTGTAGGGGCGGGATGTTTTGTTGAGATGAGGACTCGCTCTG
-TCGCCCAGGCAGGAGTGCGGTGGTGCCATCGTAGCTCACTGCAGCCTCGACCGCCCGGGC
-TCAAGGATCCTCCTGCCTTGGCCTCCCACAGCACCTGGGGCCACAGGTGTGAGCTGCCGT
-GCCCAGCCCGGCATTCATAATGCTCAAGAGAACTTGTCCTGAGAGAGGGTCGGCTTTGCC
-ACTGAATCATCTTTCAAATGAGGAAATTATTTAGGCTCTGTAGTGTAAGTGGAATCTTAC
-TGCATTTATGTAGGGTCTTGGAAAACTTAAGAGATTTTAGGAACAAACTATATGTTTAAC
-GAGTCTGGAGGTATATCAGTGATTTAGTGGGGAAGATTTTGTTAATTCAAAGTGTTTGCA
-AACGAGTTAGAACATACGCATTTGTAAATACAGTGTAAAATGTTTGCTGGTGGGCTGTGA
-ATTAAGAGCAGAAGGAGATGCCACCGCCTGTCCAGATGGCCAGGATTTAAACAGCCACAG
-CTGGTCCCTCATGCACTGCGGGGGTTGCGGAATGGTGCGGCCCCCTGGAGAGCCCTTGGC
-AGTTCCTTAAAAATTGGAACATGCAGGTGCCGTGGAAGGCAGCAGTGGCATTCTGGGGCA
-TTCATCTCAGAGAAATAAAAACTTCACACACTCGCCGGCAGCTTCATTTTAATAGCTCCA
-AACTCGAAACAACACTCCCCCCCAGGTGGGTGGTGAGCCCACCCCGTGCAGACACCCTGA
-GGAGCGGGCACCATGAAGAGGCCAGGATCCGGCTGGGCGCGGTGGCTCACGCCTGGAATC
-CCAGCACTCTTGAGAGGCCAAGGCGGGCGGATCACTTGAAGTCAGGAGTTTGAGACAGGC
-CTGGCCAACATGGTGAAACCACGTCTCCATTAAAAATAAAAAAAAATTAGCCAGGTGTGG
-TGACACACGCCTGTAATTCCAGCTACTCAGGAGGCTGAGGCATGAGAATCACTTGAACCC
-AGGAGACAGAGGTCTCAGTGAACCGAGATCGCGCCCCTGGGCCACAGAGCGAGACTCCAT
-CTCCAAAAAAAAAAAACCCAAAAAACGAAAAAAAAAAAAAAACCAACAACAACAAAGGAG
-GCAGCGTCCATCTGGGGGGACCTGAACAACTCCAAGGGCCTTGGCTGGCGAGAAAATCCT
-GCCTCAAAAGGGCGCGTGCTCGGTGGTTCCACGGTCTACCATTCCCTCTTAAAAATGTTT
-TTAAGCAGAGACGGAGACTTGCTGTGTCGACCCGGCTGGTCTGGAACTCCCAGGCTCATG
-CGACCTGCCCCCCTCCCACCGTGCCTGGTTCTACAGCTCTTAAAGGGCAAAACGGTGAAG
-CTGGATCACAGATCACAGTGGTGAGCAGGGGTGGGGCGGGCACCCCAGGGGTGCGGGAGG
-TTGGACCACTCACATGGGCCTGGATGCCTCCTGGTTATGACACTGCCTTCCTGTTCCTGC
-CGTTCCGCTGGGGGAAGCAGGGGTGGGGGGTGGGGGTCCCTGAGCTCCGCTGGGGGAAGC
-TGTGGTGGGGGATCCCTGAGCTCCTCGGCCCTGACTGGGCTTAATGGTCTCTGGGCCTTT
-GACTTTGTCCTTTATTCTAGGACATGGCTATTTGGACAAATAGTTCAAAACCCCTAGAAG
-ATGCCGGGCTTGGTGGCCCAAGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGCGGGCGG
-ATCACCCAAGGTCAGGAGTTCAAGACCAGCCTGACCAACATGGTGAAACCCCGTCTCTAC
-TAAAAATACAAAAATTAGCTGGACATGCTGGCATGCGCCTGTAATCCCAGCTACTTGGGA
-GGCTGAGGCAGGAGAATCACTTGAACCCGGGAGGCAGAGCTTGCAGTGAGCCGAGATCGC
-GCCACTTCACTCCAGCCTGGCAACAGAGCGAGACTCCGTCTCAAAAACAAACAAAAAGCC
-TAAGAGATGACTTCGGAAAGAGGGAAACTGAGGCGGAGCTCCCAGCCGTGCCAAACAGCA
-GCTCCTCCTGAGGGCTCCTGGGGACCTCAGTGAGGCTCGGTTTTGGGGGCCTCGGTGGGG
-CTCGGTTTTGGGGGCCTTGGTGGGGTTCGGTTTCTGTTGCGTCACCTCTATGCGGTCCCT
-GGGGCTGGCGTGCCAAGGCTCGCTGGCTTCCTACTGCACTGGGACTCCAATTATCCGCAG
-GCCATTCCCAGAAGGGCTGCTCTTCCCAGCAGGCCAGGCCGTGCCTCCCTGATGGGGGGT
-GCTCTTCAGCTCACGGGGAAGGGGCTCAGTCCCCACATAGCTACACCAGGACGTGCGTGG
-ACGAGGGAGGCTCAGAACTGCAGCTGGGTGCCCTTTACCCCCGGCAGTGCTGAGCCTGGA
-CACCTTGTCCACCCCCCCACACCGACATGCAGGGCCCAGAGGCCTCCTTGCCTAAGGGAG
-GAGCAGGTGGAGGTGTTAGCTCTTCCAAACAGGCAGGTGCTGGGGGAGGCTCAATTATCA
-GCACGCAGTTAATCCCCTAATTAAAGGAGGCAAGTGCTGTTCATGGCCCCACCTCCTCCC
-CAGCCAGGCTGCTGCCCTGCAACGAGGCTGAAGCCTCCTGCTCTGCGGAGGCAGGCCCTG
-TGTTCTGCGCTGAACAGGGCTGTGGCGACCCCCAGCCCCTCCCGGTGCCCACGCTGCCCC
-TCCCCCCATTGCCCCCTGGGATTGCCCCCCCTCCCCCACCCCACCCCATCTGGGACTCCT
-GCCCCTACAGCAGCCGCAGCAGGCCCAGGGGTGAGGCCAGCCTCACGTGGCGCCTGTTCT
-GTGGGTGGGGTGGGGCCTTCCTTGCTCTGGGCAGAGGGGTGCCAGCCCTGAGGTCCTGGA
-GCCTCCCAGGCTGAGCCACTGGCCCTGATGCCCACTGGGCTCTCGGCCGATGGACGACCA
-GGAGACGTGGGGACCAGCGGGCTGGGCTGTGGGTGCTCCCTCCTCAGAGCTTCAGGAACC
-CTCTGTGTGGGGGGCGTCTCTTCCCTAGAAACTGTCCTGTGCTGGCTAAAGAGCCTCCGG
-CGGCTGTGGGACAGCCTCAACCTTGCCAGGGCTGAGATGACGATGGTTGCAGCTGCCTTT
-GGAGCTCGGCTGCCTGGCTGGGCAGGAGGCTGGGGGGCCTCTGTCCCGCCATGGCTTCCC
-CGGGACCCCACCCTCCGCCCTCCCCTGTGGCCTCAGTGGGCCTGGCACCCAGGCAGAGAC
-TCTCGGGTTGGGTCGTGGGGCCCTGGGAGCACAGGCTGGGGCATCCGCGGACCCTCGTCT
-CCCCAGTGCCAGGTCCCTGAGCCCGCCTGCAGGTGGCGTCTCTCCCTCACGGGTGCCGGG
-CCCGGACCTGGGCACTGCACTTGGCGTTGCCGACCCAGCCGCTCCGACTCCTGCCCGGGA
-AGTCAGGCAGTGTGGCCGGGACCTTCCTCAGGAGACCCTGAGCAGGGGTTCTCAGGACCT
-GGGGGATCTTCGGAGCTGATGGGAGGCAGCCCCGCCGGGCTGGGTGGGTGGCAGAAGGCC
-CCCTGGCCTCGGCCTGTGAGGCCGGCTCCCTCGGAAGTGAAGCTACGGCACCTCGAAGCT
-CAGACCACAGCCATCCTCACATCCCCCGACGGCCCCCGTGCCTCAGGGGCCCCCCTTCCT
-ACCTGCTGGCGACTCAGCGAGGTGGGGGCGTCTTCCCGTGCCCATGGCACCTCTCTCTGT
-TGCCACATTCTACCTCCTGAATCAAGGGGTGCCCCTCGCCCGTGGGGAGGTGGGGCCTGT
-GACCAACACCCTTGGGGCCAGCGTGGGGCAGACACCCCAGCTTCGAACCCCAGACGCCCA
-CCTGGGGCCCCATCCACCAGCCCCTCTGCCTCACGCGGGTCTCTATGCACCAAAGTCCTG
-CGTCCACACAGGAAACCCTGGTTCACCGTAGGGACGCCAGTCACTCAGACGCAGGCCAGA
-GCTTTGGCCGTGCAAGGATGCAGTTTAATTACATATGACACAGATGGTGAAATACGTGCA
-AAGCACGGAGCTGTGTCTGTGAAAATGAAGAGGAACACTGAGGAGCAGCACGAGGACAAG
-CCCCACACTTCTGCGGTTGCTGTTGGCCTCAGCTCTGCCGCCTCAGGGCACAGCCTTCTC
-CGCAGTTGCTCTCCTGGCCCCGCAGGGTCGTGTGTGCCTGCATGAAGCTAAAACAAAATG
-CAGAGCTTCTCAAAACTGCTCTACTTCATACCATTAACCGGTCAGCCACCAGTACCAGCA
-AACCCGCAGATGGGACGCAGAGGCTTCCAGGAAAACAGCAACACCAAACACACCGGACGG
-GAGTCCTGGCTGCAGGCCGTTCTACATCCAGGGCCCCGGGTAGGCAGCGCTTACTCTTCC
-CCCATGCAAGCCCCTCCCTTGTGGACAAAGGCAGAAGTGAAGGTGGTGCTCTCCAGATGG
-GGCTGTAAACGCTGCGTCCTGTGTGCTCTGCCTGGGATGGCTCGCCCTGGACACCAGCCC
-TGGCCAGTGAGAAGCCCAGGAGCAAGTACGGAAGCTCATGCAGCACACACTTGAGCACAC
-ACCTGCACGCACACCTGCGCACACGCCACACACACCTGCGCACACTCCTGCACACACAGT
-GCACACACCTGCACACACACCTGTGCACACACACCTGTGCACACGCCACACACCCGTGCA
-CAAACCTGAGCACACCTGCACACACACCTGAAAACACACCTGCGCACACCTGAGCACACA
-TCTGCACTCACCTGTGCACACACCTACACACACACCTGAGCACACCCCACCCACACCCCC
-ATGCACACACCTGTGCACACCACACACACCTGCACATACACCTGAGCACACATCTGCACA
-CACCTGAGCACACACCTGCGCACACACCTCAGCACGTATCTGCAAACACTTGAGCACACA
-CCTGAGCACACACCTGCACACACTCCTGCGCACACTCTACATACACTTGAGCACACACCT
-GGGCACACACCTGCACACACCTGCGCACACACCTGCACACACTCCTGCACACACCTGCGC
-ACATGCCACACACACCTGAGCACACACCTGTGCACACTCCTGCGCGCACACACCTGCACA
-CACGCCACACACCTGTGCACACACCTGCGCACACCACTGCATACACACCTGAGAACACAC
-ACCTGTGCACACACCTGCGCACACCACTGCATACACACCTGAGCACACACCTGCACACAC
-ACTTGGGCACCCACCTATGCACACACGCCTGGGCACACACCTGCACACACACCTGGACAC
-ACACCTGGGCACACACCTATGCACACACATGCCCTGCAGTTGAGCTCTGAGAAACCACCA
-CCCTGTCCACTTCGCAATTGTGCTTCCTGCTACGTCCACAGCTCTGAGTTTCTGAGCTCT
-GGAAGCAGACGTGGTAAACGTGCATGTTCCAGCCACTGCATGTGGGGTCACTTGTTACAC
-GGCAGCAGCTAACTCATGCAGGAAGCCACGTGAATTCTGGGCGTGGTTGGGGCCTCCTCC
-TGCACCCAGTCCGCTCACTGCTTGGGGCTGCCACATGCGTGGGGTTGCTGCCTCTGAGAC
-CTCACATTCCCGGGTTCCCTCAGCCTCTGTTCTATTGGAAACTGCAGCCCTGTGGGCACA
-GGCAGGGCAGGCACTGCAGGTTCTCTTTGGAAGGAGCTTCGCAGGCTGAGGGTGGGGCCC
-TTCGCCACCCACTGCCCCACCCAGGGAGAGGCTGCCTCGCATCAGCTCCGGGGTCTCCAC
-GTTCTCCAGACCCCAAGAACCCCTTGGCCTTGCAGAGTCTCTGTGAGTCAGGAGCTCAGC
-GCTGGAAGATGCATCCAGGTCAGGCAGAGACCCCTGGTCCAGCCTCCCCCTCACTTGCTG
-CTGGCCTGGGCCACGGCACTGCTGCAGGCTCCGCGGACTTTAGGCTCATTTAATGCCTGA
-CCCTGAGTGGCAAGCCCCACCCTGGGCAAATATTTATTTGACAAATAAGGGCTCACCAGG
-ACGAAGGCCATGGAAGGCTTTCCCCAGGGCAGCCGCTGAGCGGCTGTGGAGGCCGAGGGG
-TCTGTCCGCCTGGGGGAGGCAGGAGGGATGTGGGGAAAGGGGGGCCTCTGACCGTGAGTC
-CCCAGATCGGTTCAGGGGCGGTGGGAGCCCCGGCTGCTGGAGCCTGGTCTGCGTGGTACA
-AGACGGCCCCCGTGCCTGCTCTCTCTGTTCTGATGAGAGGATAGGGAAGGCCATGGTGCT
-GGAGGAGCTCCCGGCTCCCGGGGCTGTGGCCCAGAAAGACGCCCCAGGGTGGCACTCAGA
-CAGTGAGGTGGCCTGTTGACCCCACAGGGAAGTGCTTGGTCTCAGGGCCCAGTACAGCTG
-CCCCCACAGGAGCCTCTACCACAGAAGCAGGCATGGAGGAGCTCGGAGGACCGTGGCGGG
-GACAGGGGAGGGTGTGTGTCTGCCTCGAGGCCTCTCCTCCAGGCCTTCCTCTCCTTCAAA
-GGGACTGCCGCGGCCGAGGTGTGGCCTGCAGGGGTGGACTCTGAGGCCAGCAGGGGCCCG
-CCCGACACCTCACCTGAGCTACACTCTTCCCCTGACAGAGGTGGCCGATGGGGCTGGCTG
-AGCTGGGCCTTTTATGCAGGAATGGACGCCCTTGGGGTCAGCCTCAGGGGTTAACCCTTA
-GCATCCTCTCAGGCCAGGATTCCAGGAAAGATGTTTCCTCCACAGGCCCTCAAGTTACCC
-CAGGGCAAAGAGTGGATGGCCCAGGCCCTGTGCAGAAAGAGTCCTGGGTCCTCCGTCCTC
-TTCCAACCTCCTGCTGAGAGTCCCAGGCAAGCACAGATTCCCAGGCTGGGGTATCCCATC
-CAGACTTTCGCCCTCTGTACCCTTCGTGCTGGGCCTGGGGTGGAGTGTACTTGGAGGGGA
-CCCATCCTCAATCCACCTCGTTCCGGAGAGCTGAGCCCTCAAGAAGCCCAGGAGAGCAGC
-TCGGGGGAGCACGGACCCTGCTTCCAGCCCTGGGCCATTCGCCCGCTGGAAAAAAATCCC
-CAAAATTTGCTGATAAATATAAGAAAGTCACAGCAGCCTTCAAACAAGCAGACTCCATAG
-ACAGACTCCAGAACCGCTCCGCAGGCACAGGAGACACCAAACACACTGCTGTCCGTCACA
-GTCAGGGACCCCCCGGGAAGGACGGGGGACGGAGGAGGGCAGGGGCCGCGGGGTGGGGGC
-CGAGGGCCTCCCCGTCAGCTGGCAGCAGCGGCCCCTCAGCAGCCTGGAGTGCTGGCCTGC
-CAGCCGGTCTGCCTGTCCTGCGCCATGGCCTCCCTGTGCGTCTGTGAAGTCAGTGTGAGC
-TGCTCCCGGGGCGGCACCGGCGTGGTGACCTCCTCCCTGGAATTCTCTCTGTTTTTTTTT
-TTTTTTTGAGATGGAGTTTTGCTCTTGTCGTCCAGGCTGGAGTGCAGTGGCACAATCTCG
-GCTCACTACAACCTCTGCTTCTTGGGTTCAAGAAATTCTCCTGCCTCGGCCTCCCGAGTA
-GCTGGGATTGCAGGCGCCCGCCACCACATCCAGCTAATTTTTGTATTTTTAATAGAGACG
-GGGTTTCACCATTTTGGCTAGGCTGGTCTCGAACTCCTGACCTCAGGTGATCCGCCCGCC
-TTGGGGGAGGCGGGGTCTTTCTCTGCCTTGGGGGAGGCGGGGTCTTTCTCTGCCATGGAG
-GAGGCAGGGTCTTTCTCTGCCATGAGGGAGACGGGGTCTTTCTCTGCCATGGGGGAGGCG
-GGGTCTTTCTCTGCCTTGGGGGAGACGGGGTCTTTCTGTGACTTGGGGGAGGAGGGGTCT
-TTCTCTGTCCCCAGTGGGGAGTCTCGCTCACCTCGCTGCGGCTTCAGCGGCCCTCCGCGA
-GCAGCGGGTGTGAGGTTTGCTGGTTTGGGTGTCGGAAAGCCAGCACACCCGAGGTCCGGC
-TGCTGCACCCACAGGGTTCGCGCTTTGACTTGTTGATGAGTGGTGGGCACGCTGGGCCCT
-CGCTGCAGTTTTTTTATTATTATTACTTTTATTTTATGTATTTATTTGTTTTTTGAGACG
-GAGTCTCGCTCTGTCACCCAGGCTGGAGTGCAGTGGTGCAATCTCTGCTCACTGCAAGCT
-ACGCCTCCTGGGTTCAAGCAATTCTTCTGCCTCAGCCTCCTGAGTAGCTGGGACTACAGG
-CACGTGCCACCACGCCCAGCTAATTTGTTGTATTTTAGTAGAGACGGGGTTTCACCATGT
-TGGCCAGGCTGGTCTCCATCTCCTGATCTCGTGATCCACCCACATCGGCCTCCCAAAGTG
-CTGGGATGACAGGTGTGAGCCACTGTGCCCGGCCCGCCGCAGCTTTATTGATCTGAATAA
-GCTTTTCCGCGTGGATGCTTTATGGTTCTTTATGGTTGTGTTTCTTTAGTGCTTGGTGGA
-TATTTTCCCAAATGCAGCTCCCTGGAGGCGCTTGCCTTGTGAGGAGCAGGAGCCTGAGAG
-TGCGGAACCGAGCGTGTCCTTCTCGCCGTCCCCTGGAAAAGATGAGCTGTGTCTGGTCCC
-AGCACATGATGCTCTGTTTTCTGAAACGGCACCCCTGGGTCTCTGGACAAGAGCCCTCCC
-CATCTTGCCCCTCCAGCACACAGGATGCCCTCCACAGCCACTCCCAGGGGGCTGGACAGA
-GTGGGGCTGAGCAGCGGCCACGGGAAGCCACCGGCCACCCAGACCCCCGTCCTCCCCGGG
-TGCTGCCCTGGGCCTAGGTGGCCAGGTCTGGGGGGCCGATACCACGGGCTACGCCCAGCC
-CCACCCGGCTCCTGTGTGGTGTCAGGGGCTCTGGCATGCCGGCAGGCCAGTGCTCTCGTG
-AGAGGTGGGTCCCCAAGCCGGCCCCAGCGAAACTCAGTTAAAGGACGAGTCTGCTTTTGG
-GCCTTATGTTTCCCAACTCCATGGGCAGAGCCACAGGGCCGCTGCCTCCTCCACCGTGGC
-TGGAGACAAGGCGGCCCCGGGTCTCTGTGAAGCCCTGGCCACGTTCAGCCGCAGGGCCCT
-GGGTGTCATCGCCACCGCCCCACTGTGGCCCAGGACTGGGGCTTTGGTGGCCCGTGCTGT
-GGGAGTGGGGGCAGCCAGCAGCCAGGGTCACAGGCCTGAGCCTCGGACAAGCACAGAAGG
-ACCCCCAGGTCTGGTGCTCGTGCTGACTGCCAAGGGCAGCGACTGCAAGACGGGGGTGCA
-GGTTTCGGGCGTGGCGCGGGCTGCGTCGGGTTCTGGCATTCAAACATATCATGCGGGACC
-AGGCCTGGGGTTACAGGTGGGGCGGGCGCGCAGGAGAGGGGAGCCGTCCCGGAGCCGCTC
-TGCACCCAGAGAGGTGTGAGGTGCAGCCTTTCCCCCCTGCCAGGAAGCGCAAACCCTGCT
-TTAGACCCCAGGGAGTTGGTGCCCCCCCCAGATGCCCGCGGCTTCTCCCACATGGGGAGC
-TGTCCATCTGTGAGGTCAGACCTGGGCTGCGGGCTTGGCCACCGCTGGATGCCAGCCAGA
-CCTGCCCCTCTGACTTTTCTTGCTCTTTTCTCTCTGCTTTTCCGAGGCCGGCTTTCCGCG
-AGGCACTTACTTGAAAATGGAGCCCCGGCATTCCTGCATGCACGGACACTAAATCCAAGG
-CCAGCTCCTCTCTCAGAGCAGAAGTTAAAAATTATTCAATGCCAAATTCCTGGGCTGTGG
-AGCAGTAGTGGTTGTACCAGGCAAAGGTTCCCGCCGCCTTCCGCCGGCCGGGCAGAGATA
-AGACCATGAGGGCGCCCGGGGGAGTCCGCGCCTGGCCCACACTGCCCTCCGCCGTCCTGG
-GACCAGGCCCACACCGCCCTCCGCCCTCCCAGGACCAGGTAGGACTGAGGCTCTGTGGGT
-CTGACCCACAGCGTCTGGGAGGTTTTGTCTCAAGGGCTGGTGGCTTCTGATGAGCCGAAA
-GCCCCCGCACCCACGGCCCCACAAAGCTTTTCTTCCGGGACCAGCCCCTCCCCAGTCGCC
-TGGCCAAGGCCCAGCCCTTAGGGGCCTCCATGGTGTGCTGGGGAGGACCTGGGGGTCCCG
-CTGGTGAGCCCAGGGCACAGTTGTGGCAGGCGGAGCCCGCGGGGAGGGCAAGGCCTCAGA
-AGAGGAGGGATTCAGCCGGAGGGCCTTCCCCAGGGCTGGCGGCTTCTGCTATTGGCTGGG
-GGGTGGTGAGGGTCAGCTGGGGCCTGCAGGGCTGTGCTGGCCAGGTGGGCCGGGCCTGGG
-GTCCCACAGCCTGAGCGGAGATGCCTGGAGGGGGCCACAGGGTGACCATGTGCCCCCCGG
-GAGAAGCTGGGGTCTTGGGTCCCCGTGATGATTATGGGTGTCTGGGGGTTCCTGTAGGAA
-AAGATGGCTGCGAAGGCCCCAGAGTTCCTCGGGGCCTGTGAATGACCCAGCCAGGGGGCC
-CTCAGAGGGGGAGAGAGACTGAGAAGCCATGATTTACATTTCCTGGCAGAGAGCTCTTGC
-AGGGAAACCAAATTTATTCCAGTTGACAAGGTGCGTGGGCATTGGGAACAACGTGGGTGG
-GGGCACAGCCTCCTCTGTCCCGGCCGAAATCCAGTCCTGCAGAGATTTGGAGCACAGAGC
-ATCAGGGCCGCCTGTGAGGCACAGAGCGAATGGGGCACCAGCCTGCCCTCGGCCTCAGAC
-ACGGAGAGGCTCCCACGGCACTGAGCCACGCATGGCCACGCGACAGAGGGACAGAATGCC
-GTGGCCGTGTAGGGGAGCTGCACTCTGCGTGGCCCTGGGATGGGAAAATCCAGGGAAACA
-GACACTGTTATGGATGTGAGCATCGGCTGCCAGAACGAGAGGAAGCAGAAGAGGGGAAAA
-GGCCGATTATCGTAGAAGAGTTAGGAAAATCAATCAAAGATACCCCCTTGAGAACAGTTA
-AGTTCACAGCTGTGAGTTCTGGAAACCTTTATGTTTTAAAAATGATTCCGAGGACTCAGA
-GGGTAAAGCTCGCACCAACTTAATTTGTTATTGCCTTTTCTATCAAAGTTATGCTTGTGG
-CCGGACACAGTGGTTCGCATTTGGGAGGTCAAGGCGGGCGGATCACTTGAGGTCAGGAGT
-TCGAGACAAGCGTGGTCAGCATGATGAAACCCTGTCTCTACTAAAAATACAAAAAAATTA
-GCTGGATGTGGTGGCGGGCACCTATAATTCCAGCTACTCTGGAGGCTGAGGCAGGACAAT
-CGCTTGCACCTGGAAGGCGGAGGTTGCAGTGAGCTCAGATGGCACCATTGCCCTCCAGCC
-TGGGCAACAGAGTGAGACTCTGTCTCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACCAG
-TTATGCCTGTAGGTTGCTTGAGAGTCAAACACTTCTGCAAGGCTTGGACACATATGATCT
-TCAGGCCGCGCCGAGGCCACCAGCTCCGTGTGCTGGGAGGCTCCTGTGTTTACTTCCAAC
-GTCACTGGCAAACGGCAGCTTCTCAGCACTCCAGCTTCAGGGTCAGCCCTGAATCTGCCC
-TGTGGAAGGGGCTGTTTGCCGCCCTCCCACCTCTCGTCCCGCCGTCACGCGCCGCGCCTG
-GTCTCTGCTGTCACTCTGCTGGGCGCCGGGGACTAGCTTGGTGCCAGGTCCACCGTGGCC
-GCCTGTTCTCACCCGAACTCTGAGCTGTTTCCCTGAAGTTAATAATCGCCTTTGCTTTTC
-TTCTTGCTTAGCTTTCTCTGAACTCATTACTAATTCAGCCTCAGACTCTCCCCCATGACT
-TAAATTCCGGCACGCCAGGTATTTCTGAGGGGCCTCCGGGAGCCTCCTGCCCTGCCCGGG
-GCTGGTCGGCTCCCTCGGGCCTGGGGCAGGGCTGGCGTCTTGCAGGCTTCGTGGTCCGTG
-TCACAAAGGTCCCATTGCTTCTCCCCTGGGTGGGATTTTCCCGGGCCCCACACCTCCCCT
-TTCTTGTCTTCTCAGTGTTTTGGTGGAACAAGCCCCTCGCAGCTCCCCGTGAGGTGCAGG
-GGGTGGGCCCCCACCACGCCCACAGCTGCAGCTGCCTGTGAAGGGCACAGGGCGGGCCCC
-CACCAAGGCCTTCGCTTCCCTGCGAGTTGAGAAAACCTCGCCGCAGGGTCCCCGGCTCCC
-GAGGCTGCTGTGGGTCCGGCAATGGCATCCCAACCCCGGGGCCTTGGTATGGAACCTGTT
-TCTGCGGGTTTTTTCCTGAAAGTTTTTGGGGCCTTCTTTTTGTCTCCATCTCTGCTGTCC
-TGTGAAGGTGGATCTTTGTGTGGTTCCGTTTTCATCCCTTTCACGGGGTCCTCAGTGGCT
-CTTTCTGTCTGGAAATGCCTGAGCTTCGGCTCCAGGAAATGTTCTTGAATTACAATTTTT
-AAATGATTTTGTTCTTTATCTTTTCTTTTTGTTGTTGCTCTCTCTTTCTCTGGTGAATAT
-TGCTGCAATTTGGAGCAGGTCCTCTAATCACCTTTTCTATCCCATTTTCTTTGCCTTTTC
-ACGTCACGTTCGGGGAACGTCCTGGCTCCGTCCCTTCCAGCGCTTTTCGTTTCTGTCCTC
-GGAGTCATTCTTTTTAAGACGGAGTCTCGCTCTGTCGCCCAGGCTGGAGTGCAGTGATGT
-GATCTCGGCTCACTGCAAGCTCCGCCTCCTGGTTCACGCCATTCTCCTGCCTCAGCCTCC
-CGAGTAGCTGGGACTACAGGTGCCCACCACCATGCCTGGCTAATTTTTTGTATTTTTAGT
-AGAGACGGGGTTTCACCGTGTCGGCCAGGATGGTCTCGATCTCCTGACCTCATGATCCGC
-CCGCCTCGGCCTCCCATAGTGCTGGGATGACAGGCGTGAGCCGCCACGCCCGGCCCCTCG
-GAGTCGTTCTTTCTGTTGCATCCTCATGGTTTTCTGTGGCCACGTGCTTTCGCTCATCTC
-TTCGAGGACGTTCCTGATAGTTTGTGCCTCTTCTTTTCAAGGCTTCTTCTCCTTGCACAA
-GACGGTCTGGAGAAAAACCCGCATTTCCTTCCGTCACACTGACCACATTTAACTTAAAAT
-GGGAAGAGAGCAAAACATTCCACAGGCAAAGTCAGGGGACTATTTTAATGACAGAGACAC
-ATGGTTGAAATCAATGCTGCACTCTGAGCCCTTAGAAACCGTCGCAAAGGACTCCACGGA
-AGGGTGGGGGCAGCCCCAGCGAGGTCGTCAGGGAGCAGAGCCCGAGTCATGGGACACAAG
-GCCGGACCCCTCACCGCCAGGGAAGCGGAGTCACAGGCACGTGGCCCTCTGCGCCCAGGG
-TCAGGGCACGGGAGGCAGAGCCTGAGACGGGGGTGCCCATGCAGGGTGTGCTGGGGGTGG
-GGTTGTGGGGCCTCTCAGGGGCAAGGGGCAGGACCGGACAGCAGAGAGATCCCACTCCTG
-CCTGAGACCCGCCGCCATCGCCGCCGCGAGCCCTGCGTTGGGCATTGGGGCCAGGCACCT
-GCCAGGAGGGCCTCTTCCGAGGTGGGGTGTCACCTGGGATGTGTCCGCTGGCAAATGGGA
-GAAACACCAGGGCGGCTGCCGGGGAGGTCGATGTCAGGGAGCCCGTAGCCCTGAGCCCAT
-GTGTGGAGGAAGCCCTTTGTCTGAGGAGCCTGCGGCCGCCTTGGACCCTGGATGCTTGCA
-GGGAATCTACACAGGGTTGTCAGGTACGACAAGGGTGCCCAGGGCTGAGGAGGGTGCCCA
-TGCGGCCTCCTACAATGCGTATGGGAAGCCGGTGAACGCCCTCCCTCAGGGCTGGCCGGG
-TGCGTCTGGGGTTGTCCTAGCTCCAGCTGCTGGAACAAAATACCGAGCCTGGGGACTTAA
-GCAACAGAAATGTATTTTCTCACAGCCTCGGAGGGGGAGGGGAAGGTCCGGTGTCCCAGG
-GTTGCCGGGCTGGTTCTGCGGAGGCCTCTCCCGCTGCTGCCTTCTCTCAGGCGGCCTCTG
-CGCAGGTCCGTCCCGTGTCCCTCTGCCCTAACCTCCTCCTGCAACTAGGACACCAGTGGG
-ACCCGGCCAGGGCTCATCCTCACGGCTGCTTCCCACATACTCACCTGTCTCGTAGCCCCT
-TCTCCACACACGCTCGCGTTGTTGGTACTGAGAGTTTGGATTCTAACCATGAACTCTGGG
-GGCACAACCTGCCAGAGGGGTCACTGTGTAGCCCGGGGGACCTTGCAATGTCTCATCCTT
-AAAACCCCAGGAAGAGCAGAGCTCTGCTGCGTGTGCTCGCGGGTTCCGCCTGAGAGCAGG
-GTGGTTCCGGGCTGTGTGTTCCGCCTGAAAGCTGAGTTTTAGGAGCAAGCAGGAAACACA
-GAGGAGAAGGACCAGGAACCCTGGGGAGCCCGGGGGAGCTACAGGTGGAGAAAACTGCCC
-TGAGAGTGGTGGGGAGGGCAGGTCACACCCACCCCAGGGAAGGTCGCTTGGGTTTACGTG
-GAGACGTTGTTTTGGGGTGGCGGGGCCTGGGTGTCCAGCATCCCTGGTACATCCCTCCTG
-GTGGGGTCCTGCCAAGGATGACGCTCCGGCTGGGTGGGCACTGCAGTCTCAATGCTCGGG
-GTCCGGTGTGGGGGGCTCCCGGTGGCTGCACCCCTCGCCCTGCGCCCTGCCCGCCGCCTG
-CCTGCCCGGCCTCCTCAGCAGATGCTGGGCTCTGACCCCAGCGTCAGGCAGAGGCTGGGC
-CGGCGGCCAGGACGACTCCGCCTGGGGTTTAATGTTCCACTTCCTCCCCGCTGACTGACC
-CTACGCAGGCACTGGCCCTACTCTGAGGCCTCCCAGCCTCCCTTCCACAGGTCTGGCTGG
-GGAGGTGGTTGACGTGGGGAGGGAAAGCTTCCCAGGACGTAGATTTTGTTTTCTTTTCCT
-GGAAAAGGGCGGCTGCTCATGCTTCCTTGCTGAGGTCCCCTCCTGTGTCCAAGAAAACTT
-AGTGGTTTTCTCTCTCTCCTAAGAAATACAGGCCTCAGGTAAGGCCGGGCACAGCGGCTC
-ACGCCTGTTATCCCAGCACTTTGGGAGGCCGAGGCGGGCAGATCACGAGGTCAGGAGATC
-GAGACCATCCTGGCTAACACGGTGAAACCCCGTCTCTACTAAAAATACAAAACATTAGCT
-GGGCGTGGTGGCGGGCGCCTGTAGTCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATGGC
-GTGAACTCGGGAGGCGGAGCTTGCAGTGAGCCGAGATGGGGCCACTGCACTCCAGCCTGG
-GCGACAGAGCGAGACTCCGTCTCAAAAAAAAAAAAAAAAAAGAAAGAAATACAGGCCTCA
-GGTAACCAGTGCTGTCAAAACATCCCCGCATGGCGAAATCCCTCACGCCCCCCTCCCCAC
-ATGCCCGCGTCTGCTTTCTGCCCTGTCCCAAACCATTCACCTCCTCACCCCGCCACCCCA
-ACTCCACTGTCAAACCGTTCACCCCCTCACCTCGCCACCCCGACTCCACTCTCAAAAACC
-AGAACAGGTCACCAGTGCTTCCCTCCCTAAACAGTTCTGTGCTGTCCTGGGAGCACCAGT
-AACATCCAGTTCCCCGAGGGACCAGGGGGCTGCCTCAGGGGGGAGGGGTCTCCTGCAGGC
-CTGGCATAGTGTGGCTGTCCCTACACCCAGACCCTGCACACGGCCCCGCGACACGGGGAG
-GCTGAGGCCTCGCAGGGCCCTGGGTGTCTCCACCAGCTCCTCGGGGTCCGCTGTCCTGCT
-GAGGTGCCCGCAGGACCCTCAGTGGGATGGGCACCAGCCCTTTTCAGCGTTCCGCCGAAC
-AGGGGCCCAGAGTGCCTGAGAGGCGCCTGTGTTTGCACATTTGGAGGCCGGTGGGGGTCC
-GTGCAGGCGCAGAGCCCCACAGTAGCAGGTGGCCCCGTGGGGAGGCTCCCCGATGGGTAC
-ATCCCGCAGCAGCATCTGACATCTGAGTCTGCAGCCCCTCTCAGGAGGGGGCACCGTGAG
-GGGTGTGGCTTCCTCGCCATCTGAGGCTGCAGCCCCTCTCAGGAGGGGGACACCGTGAGG
-GGGTGGCTTACTCGCCAGGCTCCCTGGGGGCTGGGCAGCGATGGCTGGCTTCCCAGGGGC
-CTTCCTGAGTCACGGACCCATGGGGTCCTGGCTGACTTTGCCTGCGGCGTCAAAGGGCTT
-GAATCTCCGTGTAGCCACCGAGGCCTCCACTCCTGGAGACCCCACCCGTGATCCCACCTC
-CCCCAGGCAGATATCTTGGCTGCAGCCATTGTCCATCCCCCGGGGTCACCGTCCCCTCCC
-CGCCCCGATGCTCTGACCACCCGGGGGCTCCTCCCGTATCCTTTGGGCCTTCGGGAGACC
-CCACTCCACCACGGGGGCCTGGATACAGGGTCTTGCCACCTCCCTCCCCAGGGAGGGGCC
-TGGGAGAGTCTGGAATGGGATGGTCGCAGGCAGTGGGGGCCCTCAGGGTAGGGGCCTGAT
-CTGTGCATTTGGGCACAAATTCCCTGGGCGTAAATGTCACCGGAAAGGGATCCCAAAGAG
-GGCTCTTGGACCTCGAGCAAGAAACAGTTTGGGGGAGTCCACTGATAAACTGAAAGCAAG
-TTTAATAGGAAAGTAAAGGAATAAGAGAAGGGCTGCCCCATAGGCTGAGCAGCGGCCTGG
-GCTACTCCACTGAGAATACTTATTGTTGTTTCTTGATATGTACTAAACATGGTGTGGATT
-ATTCCGGACTTTTCTGGGAAAGGGGCAGGCAATTCCCAGAAGTGAGGGTTCCTCCCTCTT
-TTAGACCATCTAGGGTAACGTCCTGGCGTTGCCGTGGCAACTAAACTGTCCTGGTGCTGG
-TGGGCGTGTCTCTCATGCTAATGTATTATAATCAGCGCATAATGAGCAGTGAGGACTGGC
-TGTCTTGGTTTTGGTGATTTGGGGCCGGCTTCTTCACAGCATCTTGTTTTATCAGCGGGG
-TCTTTGTGACCAGTCTTGTGCCAACCTCCTATCTCATCCTGTAACTAAGGATGCCTGACC
-TCATGGGAACGTGGCCCAGCCGGGCTCAGCCTCATTTTACCCAGGCCCTGTGCAAGATGG
-AGTTGCTCTGGTTCAAAGGTCTCTGACATAAAGACCTCAACCAGGCTGGTCTCACGCTGC
-CAGGACAGCTGGTGAGTGCAGGTGGGCAGGGGCCACTGCCCCAGCTCCCGTGGGCAAGGC
-TGAGGGTGAGGGGTTCCGGAGCGTTCCACATTCTCCTTGCAATGCTGGAAGCACGGGTGT
-CTCCCATCCCGACACGCCTCATTCTGTCTGCAGCTCACAGGGCCCGGCTTCTGCAGCTCA
-CAGGGTCCGGCTTCTGGAAATTCTGCTTTTGCATTTTGTACTCTGTCCAGGGGCCAAAAC
-CCAGGTCTGGAATTGGTGTGGTCCCTGGTGGCACAAACCAGTCCTGGCTAAGAGGCCGGC
-CCCTCTCACTCCACTGAAGAGACAGGGGGCTGCATGCTGAGAGGGCCAAGGCCAAAAGGA
-GCCTGCTGCTGTTCACAGCCCCCTGTGTGCCTGGGGCCCACTGTTCACAGCCCTCTGGGT
-GCCTGGGGGCTGGGCTGGGGGCTACTGCAACCCTTGGCCTATGGTGTGGTCGAGGGAAGG
-GGAAGGGACAGGGCTTTGAGAAACACGGTGATGGGGGTGAGGGTGGGGACTGGGGACGGT
-GGGCGTGGAGGTGGAGGCCCTGTGGGTGCTGGGCAGGGCAGAGGAGCTAGGCCAGATGCT
-GTGTTTGTGTGGGGTGCTGAGTGGCCAGCCTAAAACCTTCTGAGAAAGTAGGATCCAGCA
-CAGGGAGCTTCAGCTTCTCTGATGGGAGGCAGGAGGGGGTCAGGTGGGAGCTGCAGGGCG
-TGTCGAGCCGGCCCTGCCCTGGGTCCCTGCGGGCCGCCTGGCACACAGGAGGGCGGTTCC
-TTTCCTGTTGGACCCGGTCTCACTTCATTTGCCCACGTTAATTGGGGCGCAGGTGCAGCT
-CTCGGGCAAACAAAGGTGCGGTCGCCAGGTGGACTTAACCCTTTCCCTGGCACTGGCGGG
-GCCTGGGGGGAGGCAGCAGGAGGGGCGGCCGGGTGGTCAGTTTGAGGACCTGGCCCCACG
-TGCCTTTGTGGGATGGTGGGGACCCCACACCCCCGCTGGCTGGGCTGGGATGGTCGGGCC
-CTGGGCGGGGCAGGGGCTGCACCTGGGCCTCTGGGCCACCTGCCTGGCTCGGTCGCGCCC
-CTTCTTTGGTTTCCAGCTAACGACGCGGCGCCCACCGAGAGCTGGGGGAGCCCAGGGCGG
-GGAGGGCGCGGCCGGAGCGAGCGCCGCCCGGGAAACCCGAGCCCCGCCAGGTGCGCGGGG
-ACAAAGGCGGTGCCGGGAGGGCGGGTCCTGGGGGTCCCCCTGCCCCCTCTGCGGTGCGTT
-GGGAGCTCCCGTCCTCCTGCGCACACTCAGGGAAAGACCGGAGGAACCGTGGCGGGGGTC
-GAGGCCGGCGTGGGGTGGGGGCGCCAGGGGGGCGGGCGGGGCCCAGAGCCCGGGACACGC
-GACGAGGGGCCGGACCCCGAGGATGCGAGGATGCGGGGACCCTGCCCCCGCTGGGCCGGG
-TTTTGGGGGCCCGGGACACTCAGCCCCGCCCCCCGCAGGCTCTCTGTGGCCCTGGGGTGG
-GAGGGCTGCGGTCGAGAACCCCCCACGCGGCCCCTCCCCGGAACCCGCAGGCTGTGCACC
-CTCTGGACTGAAGTCACCCGTCAGTCCCGGCTGGGGGTTTCCGGGAACAGGGCAGGTGCT
-TTAAAGCAGGGGTGGCCGATCTTTTGGCTTCCCTGGGCCACATTGGAAGAATTGTCTTGG
-GCCACACATAAAATACACTAACGATAGCTGATGAGCGAAAAAAAAATTGCCAAAAAAATC
-CCATTATGTTTTATGTTTTAAGAAGGTTTACAAATTTGTGTCGGACCCCATTCACAGCAG
-CCTGCTGCCATTGGACAGCTTTAAAGCCTGGAGGGCTTGCGACTGGGCGTGTACCCTCCC
-CGCCTCCCTCCCCCTCTCCCTCCCAGCCCAGCCCTTGGCTGGGTCCTGGGGCGGGGCCCG
-GGGTCCTCTGTCCAGGAGGTCTGGTTCCCCCAGCAGTGAGTGGGGTGGGCCCTGCAGGGG
-GTCTTGGCCATTGCAGTGGGGACCCCTGAGCCTGCCAGCAGGAGTGAGGACTCTCAGAGG
-AAGGGGTTCCCTAAGGGATTCGCACCCCTCCTCTCCCACCAGGCACATGCTCAGGTGTGG
-CCCAGCCTCTGGGTTCAGGCTCACGTCCTGTGTGGCCTGGAGGGAGTTCACGCCTCAGGG
-GTGTCTTCCCATCCCAGGAGCCCATGGAGGCCTTCAGGACAGGGCTGTGCGAGAGGAGGT
-CGTGCCCACGAGTTCCTGCCCGGTGGGAATGAGCAGGGGGCGGGCGGGGGGTCTCAGGGC
-GAGATCTCCGCTCACCGCAACCTCCGCCTCCCAGGTTCAAGCCACTGTGCCCGGCCTGGG
-GATTCATTTTAGAAAAGACAAAATGCTGGCTGGGTGCGGTGGCTCACGTCTGTCATCCCA
-GCACTTTGGGAGGCCGAGGCAGGTGGATCACCTGAGGTCAGGAGTTCAAAACCAGCCTGG
-CCAACATGGTGAAACCCCATCTCTACTAAAAATACAAAAATTAGCCGGGTGTGGTGGCAC
-ATGCCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATTGCTTGAATCTGGGAGG
-CAGAGGTTGCAGTGAGCTGAGATCACACCACTGCACTCCAGCCTGGGCGACAGAGTGAGA
-CTTCATCTCAAAAAAAAAAAAAAAAAAAAGTGACAAAAGGCCAAGGAAAGGAGAAGGGGC
-AGGAACATCCTCTGGGCGGTGGGATGGCCACAGTTGGTCCCACCTGGCAGCGAAGGTGGC
-TGGAGTGACCCATAGGGCCTGGCCCACTCAGACACAACTGTCGGTGCCTCAGGCAATGGT
-CACCACAGCAGAGGGCTGGGGCACCACACGCTGTGCTTGGGGGAGGTCTGGGGGGATTCT
-GCGGTGTGAGAACTTAGGGAGAAGCTCTCTGAAGACGGACCTGCCCGTCTGGGGACAGGT
-TGGGGGGCCTGGGGCTTGCAGTGTTGCAGGTGAACTCTAGGGCCCTATCTCTGCAATGGG
-ACGGCCTCCAGGTCATGGGAGGGCCCAGCCTGCGGGTTCTGGACCCCAGGGGCCACACTG
-GGCGGGACCCCGTTCACAAGGCGGGAAGGAATCCTGCCCCAGGACCACCCACAGAGGCAT
-CCTGAGCTGCATCCGGGGGAAGCAGGACTCCGAACCGGGGGACCTGGGTCCTGGGGAGCT
-TCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAACCGGGGGACCTGGGTCCTGGGGAGT
-TTCCTGGGGTCAGAAGGTAGGGGTGTCAATGTCGAACCGGGGGACCTGGGTCCTGGGGAG
-CTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAACCGGGGGACCTGGGTCCTGGGGA
-GCTTCCTGGGTTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTCCTGGGG
-AGCTTCCTGAGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTCCTGGG
-GAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTCCTGG
-GGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTCCTG
-GGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTCCT
-GGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTCC
-TGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGGGTC
-ATGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAACCGGGGGGCCTGGGT
-CCTGGGGAGCTTCCTGGGGTCAGAAGGTAGGGGTGTCAACGTCGAACCGGGGGACCTGGG
-TCCTGGGGAGCTTCCTGGGTTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTGG
-GTCCTGGGGAGCTTCCTGAGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCTG
-GGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACCT
-GGGTCCTGGGGAGCTTCCTGGGTTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGACC
-TGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGAC
-CTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAGCATCGAACCGGGGGA
-CCTGGGTCATGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAACCGGGGG
-GCCTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTAGGGGTGTCAACGTCGAACCGGGG
-GACCTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAACCGGG
-GGACCTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAACCGG
-GGGACCTGGGTCCTGGGGAGCTTCCTGGGTTCAGAAGGTGGGGGTGTCAGCATCGAACCG
-GGGGACCTGGGTCCTGGGGAGCTTCCTGGGTTCAGAAGGTGGGGGTGTCAGCATCGAACC
-GGGGAACCTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAAC
-CGGGGGACCTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTGTCAACGTCGAA
-CCGGGGGACCTGGGTCCTGGGGAGCTTCCTGGGGTCAGAAGGTGGGGGTTTCAATGTGTA
-AAGCAGTGAAATGGGTCCCAGAGAGTCCACAGGTGGAGAACGGCCTTCACCAGGCAGCCA
-GGGAACGGTGTGGGGTGCTCACCAACACCCCGTCACTGCTCCAGAACCCCTGGCAGCCAC
-AGAGCTCAGGCTTCAACGCTGGCCCGACACCAGGGCCAGGCCAGAAATCAGCCTGGGAGA
-AGCTGGGTCCGGCTCCGAGGCTGGTGGGCACGGCCCCACCCGGCTTTGTTCTTCGCGGCG
-CTGAGGCGGTTAGTTTAGCCTCCCACCCACCAGACAAAGGTGCGGGAAATGGGACCGGTT
-TGACTTGTTCAGGTGGGCACTCGGGGGTCCCGGCAAACCGTCTCCTCAAAAGCCCCCCGT
-GCACTAGCACGCCTCCCCAAATCCCGTCCCCAACCCCATCCCCACCCCCATCCCCACCCC
-CGTCCCCGCCCCCAGCCCCATCCCTGCCCCCATCCCCAACGCCTTCCTCACACCATCCCC
-CGATCCCCATCCCTGTCCCCACCCCCGCCCCACCCCCATTCCCCCATCCCCACCCCCGTC
-CCCATCCCATCCCTGTCCCCATCCCCTACCCCTTCTTCACCCCATCCCCCCGCCCTCACC
-CCCACCCCATCCCCACCCCCATATCCACCCCCGTCCCTGCCCCCATCCTTACCCCCATCC
-CCGCCCCGTCCACAACCCCATCCTTACCTCTATCCCCACCCACATCCTTACCCCCATCCC
-CGCCCCGTCCACAACCCCATCCTTCCCCCGCCTCCACCCCCCGCCCCCACCACATCCCCA
-CCCCTGTCCCCACCCCTGTCCCCACCCTCATCCCCACCCCTGTCCCCCCCATCCCTGCTT
-CCCCAACTGCATCCACCTGACTCCCTCCTGTCCCCACCAACCCGGCCAAGCGTCCTCCCT
-CTCAGAGGCTCTCGCTTGCCCCCCACAGTGCCCCTCCAACCCCCAGCCTCAATGAACGTC
-CCCCGGCCTGGCCTCCTGCACCCAGAGAGTGGCCTTCGGAGGCCGCAGCCGTCTCGCCCA
-CGGTCCCCGGTCCATGCTGCTCCCTCCTCTCAGCTCCCCTCAGCCCGAGCCCCAGGAGAC
-AGGCACCTGGGCCCGTGGGCCGACCGGGGGAGACCCTGCATGGTTGTGGATCCCTGGGGG
-CAGCTTCACGCTGGGCTTTGGTCCCCAGGGCCCAAGACCACTCCCCTACCCTCGGCTCCA
-CAGCTGACCTGGCTACAGGAAACACCGGCCCCTCTTTGGCTTCTGAAGACCCCACAGGCT
-CTTGCCACCCCCGCCTGCCTCCTCCTCACGTCAACCCGTCAGTCCTCGGCGTGGACGCTG
-TCCTCAGGAGAGGGGAGCCCCCAGGCCTGGACCCCTCTGTGCTCGGGAGAGGGGAGCCCC
-CAGGCCTGGACCCCTCTGTGCTCGGGAGAGGGGAGCCCCCAGGCCTGGACCCCTCGGCTG
-GGGCCCTGCGCTCCCACTGAGCCGTGTCTGCCCTCAGTCCCCAGCACACCATCCCCGTCT
-CTCTTTTTTTTTATTTTTTCGAGATGAAGTCTTGCTCTGTCACCCAGGCTAGAGTGCAGT
-GGCACGATCTCGGCTCACTGCAACCTCCACCTCCCGGGTTCAAGGGATTCTCCTGCCTCA
-GCCCCTGAGTAGTTGGGATTACAGGTGCCCAGCATCACACCCGGCTAATTTTTGTATTTT
-TAGTAGAGATGGGGCTTCACCATGTTGGCCAGGCTGGTCTCAAACTCCTGACCTCAAATG
-ATCCGCCCACCTCGGCCTCCCACAGTGCTGGGATTACAGGCGTGAGTCACTGTGCCCGAC
-CCCGTCCCCGTCTTTCAGTCAAGACCGTCCTCCCCACAGCACCCCTGCACTGCCGCCCTC
-TCAGCCTCCCGTTTAGCAAAACGGTTCCCCCACTGCCTCCTGCCACGACCCCAGCCTCCC
-CTCGGCCTCTGAAGGCAGCCGGGACCCCTGCTGTCCTCCCACCTCCCCACCTGCACGCTC
-TGCTCCTCCTACCTTCTAAAAGGATCTTCCTTCTCCAGGCACATGGTCACCCTGCACGTC
-AGGGGCCGGCTCACCCCTGATATTAGCAACCCCAAGCGTCTTGGCGCAGGGAGGGATCCC
-CGTCAGCCAGGTCCCCACGCAGCTCCAGGCAGCGCCAGCGTCCACCAGGGAGCAGGGGCA
-GCAGAGCCCTTCTCCCCAGACACCCTTGTGTCTTCGGAAAATGCCAGGTCCCCCCCCAGC
-TGCTGTTCTCGTCTTTGGAGGACCCGGCTTTACTGGTGCCACATGCCTGCTGCGGGCTGT
-GCCATGGAGGGCGGCACCTGCCTCTTCTCACGTGGCAGCTCTGGCACCGGGAACTTCAGA
-GACCCCAGCTGGGCTGAGCCACCCCGGGCTGAGGCCTTGTGGGTCGCCTCAAATTCAAGC
-CTCATGGGCCCGGCCTCCCGCCCTAACGGTCGCTGAAGTGTCCTGCTCTCATACGAACTT
-GTGTCTAAAACTGTGGTCTTTGCTTTTCTCCCAAACCCGCCTCCCCGCGCTGCCTACCTC
-AGGCCTGGGGGCTCCCCCGACTTGTTCTCTATTCCCCCAGCCCCTCACTGCCTGGGGGCT
-CCCCCGACTCACTCTCTAGGCCCCCAGCCCCACACTGCCTGGGGGCTCCCCCGACCCTCT
-CTCTATTCTCCCAGCCCCGCACTGCCTGGGGGCTCCCCCGACCCTCTCTCTATTCTCCCA
-GCCCTGCACTGCCTGGGGACTCGCCTGACTCGCTCTCTATTCCCCCAGCCCCACACTGCA
-TCTCGGGAGCAGTTCCAGGCCGACCTCTGCTCTCCACGGCCGGGAGGTGTCCAGGTGTGG
-ACAGAGCCCCGGCTCTCCATCAGGGCACCCAGCCGCCCCACGCTCAGCCCTGCGTGGCTT
-CTCCCGTCCTTCCTGGGCATCCCCTGAGGGTGTGGCCCTGTTGCTGGGCCCCCTCCTGCC
-CCCTTGCCCTGCCAGTTCCTAGAGCCTAGGCTGAGGGCAGGGCCATTGCTGTGAACAAAC
-TGGACAGGCTCCGCGGGAGCTCAGAGCTGCCCCGTGTCTGAGGGCGCGGCTGTGTGGAGT
-GGGGTCCCCTCGGCCAGGCGGGAAAGGCCCTGGATCGTGTGTGTGACCCTGGTACTGGGC
-AACCCCTGGGACAGGCAAGTCCGTGGAGACAGAACGGGGCGGTGGCTGCAGCCTGGGAGC
-TCGGCCTCCCTCGGGGTGACGGAATGTTCTGGACCTTGATATAGGTGGTGGATACTCAGC
-CCTGTGAGTGCAATAAATGCCACCAAATTCTCACTTCAAAATTATTTTATGCTATGTGAA
-TTCTGCTCCAATTAAAACACAAACTCTCTTGCAAAATGCACCTTGTCTCCGCCCCTTCTC
-CCATCACACGCAGCCCCTTGAGAACAGCCAGCACCTGCCTCCCAGGTCCGGGCAAGCAGC
-CTCCCCTCTCGACGGCCCCGGGCAGCCCCATCACCCTCGGCGGCTGCCCAGGCCCAGGCC
-TGTTTCCGGCCCTCCTCTGAGCACCTGGAGAGGAGGAAGTGCGTCTTCTCTCCGGTGCCT
-CTGAGAGACAAGCCTACTCCCCCCGGGCTGGGTGGCCCAGGGCACAGTTAGACCCGGGAG
-TGGAAAAGGCGGTGGCGGTTTTCTTGCTGTTGTCCCGGCAGCGTCTTTGGTGACACTTTC
-CCGCCTTTGGAGACCAATTACCCGGCAGAGGCCCAGTGGCCTCATTAACTCTGCTGCGGC
-GTCGAGAAAGGGGGAAGGAGCCAGCCCACGGGCAGGGCAGGGCGGCTGCAGACTCTCCCG
-CAGCTCAGGGGCCTGGAGAAACCTGGCCACACCTGGCCCAGCTGGGTCAGGCCTCTGCCA
-ACAGGAGCCCAGGGCCCCAGCGCTCCCCTCCCTGCCAGGGAAACAGCCCATAACGACAGC
-CTTTCCTGGAGCCTGGGTTGCATCAGCCGAGCCGCCAGCCACAGGGCCCCAGCAACGGCA
-CCTGGGCCCGGGGCCTGGCCTGCCGGGGACACTCGGCTGTGCGCACCTCGAGGGGCTCTA
-CAGCCTGTGGGGCCGCGCCTGCCTCTCGGGGCTTCCGGGCGATTCCTCCTTCTCCTCCGT
-GGTGTGTGCTGTGCAGACGGGGACCGGGCCAGGCCAGACGCCGGATCCAGAGCAGCTTCC
-CAGACAGGCCACCCACCCCTCCGAGGCCTCCCTCAGTCCCCTGGCGGGAGTCCCCGGCCT
-TCCGGGCCTCTCTCCCCTCCCTTCCCACCCCCAGGAGGGGAGAGGACTGAGGCCTGGGGT
-CACTGCCGCACCTGCGCTCTGAGACCTGCACTCGCCCAGGCCGGAGTCCCCACGAGGCAG
-GAACCCTGGCATGCGGCCGGCAGTGCCCACAGCACCCAGTCAGCCGGGAGGGGTCTCACC
-CCACAGCCCCCCGCTCCTCCCCTCCACACCCAACCACAGTCCCTCCTGGCTGACACCGTG
-GCCCCTCCTGGCCTGTGCTCCCCGGGAACCTCAGTCAGTGTCACTTGAACTCCAGCACCG
-GACCTGGCCCCGTCCATCCAGCCTCTGCCCCGAGAGCCCCGCCCGTATCTCCAGAGGACA
-CGCCCTGCCAGGGGACAGGCGGGAGCAGCTGAGGGCCGCCCGGGGAAGGAAGGCAAGGAG
-GGCATGTAATCGCCTGACCACATGGCCGACCCCCTTGTGACCTCATGACCCCCACCACCT
-TCATGGCCGACCCCACCTGACCTCATGGCCGACCTGACCTGACCGCACGGCTGACCCAAC
-CCCATCTCATGACTGACCCCACCTGACTTTATGGCTCACCCCAGTGACCCCATGGCCAAC
-CCCACCTGACCTCATGGCCGACCCGATCTGACCTCATGGCTGATCCTCATGACCTCACTG
-ACCCCCCTGACCTCATGGCTGACCCCCCAGGAGGGCTCCCAGAAGGCCGAGGGCTGGGGG
-CAGGGGCAGAGCCCAGGTGAGTCCAGGAGGCCGGAGGGGCTGCAGGTCCGGCAGAGCCAG
-GGGGAGCGGCCTTTGACGTTGGCAGAGGTGGTGCCAGGGTGGGGCCTGCCAGGGCGTCTG
-AGGCTCAGGGGCAGACCTTCTCCACTGGCTGACCCAGGAGGGTCAGGGGTCAGAGGCCAC
-AAAGCAGCATGGAGAGGCCGGGAGTGCAGGGGCTGGGAGGGCCAGGAGGCCACAGGGGAT
-CCCGCAGAGCCCTCTCGGCCCCATCCTGGTGGGAGAGGAGCCTGTCCACTGCCTTCCTGG
-CACCCTCTGGGGTCTGGGGGCCGGTGGGCAGCCCTGGGAGGGCCCATTCTCAGTACTGCC
-TGGCACTGCGTGGGGTTCCAGAGCCCCCCCTGCCCCGAATCTGAGAATTCTCACTCAAAT
-TAGATGCTGATGCTGCCACCACTGCTGCTTTGGGAAGCAAATCTGTCACCTGTGCAAACG
-TGGCTGTGTCCGAGTCAGGTCTGGGGGAGCCCTGGGCCCGGCCGGTGCCAGGGCAGGGTC
-CGCACCAAGTCGAGGCCTCCAGGGAGCAAAGCTGCCCCCCAGCCTGGGAGTGCCATGGGT
-CTGTGGGTTCCAGCAGGGGACAGTGTCCAGCCCCTCCAAGGGTGCACAGAGACGCCTTCC
-TGTGGCCACCTCTGGCCGGAATTTCCCACGGGGGTCCCGGCCGTGGCCTCAGAAAGGGGC
-TCAGCTCCTCCTCCTGCTGGGGCAGCCCTGTGCCTTGAGGGAGGAGAGTAGTCAGCGGTG
-GCGGGAGGCCACTGTTAGCTAGAAGCAGAGCCGGTTAGAAGTTGACCTTGAATGGGTTTT
-TTGGGGATTTTGGGGTTTTTTTAACTGTCGTTTCACCTCCGCTTGGGGAAACATCCAGGT
-GGCTTTGCTGGATCTGCTGGGCCGGCCAGGAGAGGCATGAAGGCTGGTGCTTGGGCCCAA
-CCCAGAAATGCACAGACACTGGGGGCTGCTCTGGAGGGGCTCTGCCTGGGCAGAGGGCGG
-GAAGCGGGTGCAGGGAGTGGGGACTGGGCAATAAGGACTCTTAGGGACTTGGGCCTGCTC
-TGAGTGCAGGGCTGGCCCAACTCACGCATCCTTACTGGCTGCACTGGTGCAGGGTGGCCA
-CGGGGCCAGTGGGCGTCGTGGCACCAGCCAGGCTGCGGGCATCGGCCGTCGGGGGCAGTG
-CCTTTAGCTGCGAGGACCCAGGGTTCTGGGCGCACTTTGGAAGCACAGCCTGCTCTCCCG
-AGGGCTGGGATGTGGAGGATCCCAAGGTTTGGGAGGCTGGCGGGGGCAGGTCCAGGGAAG
-CTCGGCATCTGTGCTCAGGTTTACATGGACCTGGGTGGCCCCTGGCCACTTGCACTTGCA
-GAGGGCGTTAGAGCCTAGGGACCAGGTGACACCAAGGACAGCCCTGGGGCGGTGGGTTCA
-GAGGTCAGAACAGGAGGGGCCAGAAAAGGAGCCACCAGGGGCAGAGAGGTGGGAAGTGGG
-ACCTCCGGTGCCTGGAACCCAGGTAGGAAGGTGGGGACCCCCGGTGACTGGAACCCAGGT
-AGGAAGGTGGGGACCCCCGGTGCCTGGAGCCCAGGTAGGAAGGGGGGGACCCCCGGTGCC
-TGGAGCCCAGGTAGGAAGGTGGGGACCCCCGGTGCCTGGAGCCCAGGTAGGAAGGTGGGG
-ACCCCCGGTGCCTGGAACCCAGGTAGGAAGGTGGGGACCCCCGGTGCCTGGAGCCCAGGT
-AGGAAGGTGGGGACCCCCGGTGCCTGGAGCCCAGGTAGGAAGGTGGGGACCCCCGGTGCC
-TGGAGCCCAAGGGGAAAAGTCCTCAAGGCAGAGGTCCCAGCCCGAGGTGCCAGCCCTGCT
-GAGGGGCCGAGCAATGTGGGGTTGGGGGATTGGAGTCAGTGAGTCTGGACCCATCTTCCA
-GGCCCTGCAGCGGCCCCAGCCTGCTCCCCACAGGTGGACGACAGGACTCAAGCTGCAGTT
-TGCAAGGGGTCTGATAAAAAGAGGGAGGGTTGGGGGGCACAAGGGCCCTCCTGCCGGGAC
-TCAGTGTAAGTTGCTGAGGAGAGAGGATGGCGCCCGTCTTGGCTGTTGAGGCTCATATTG
-TTTGGGGCTCTCCTTAAGAAAAAGCACAGGCCGGGCGCGGTGACTCACACCTGCCATCCC
-AGCACTTTGGGAGGCCGAGGAGGAAGGATGGCTTGAGCTCAGGAGTTTGAGACCAGCCTG
-GGCAACACAGAGAGACCCCGTCTCTACAAAAAATGAAACAACTTAGCCACGTGTGGCGGC
-GCCTGTGGTCCCAGCTACTACCCAGGAGGCTCAGGTAGGAGGATCACTTGAGCCCAGGAG
-GCTGAGGCTGCAATGAGCCGAGATCATGCCACTGCACCCCAGCCTGGGAGACACAGTAGA
-CCCTGTCTCAAAAAAAAGGGAAGAACAAGAGTTCAGAATAAAGCATGAAAAATTGGAAAG
-AAGTGAAATATTTATTTACAACCTGAAACAAAATCACAATAAATGGCAAGTTTTGAAAAA
-AAGCTGATGAATACGCCACAAACGTCACACAATCTAGAAGGCTGGATGGGCCGGAGCCCG
-TGGATCCCGCCACAGCAGGTGGGGGTGGAGAGCCGAGGTGCCGGTGCGTCCCTGGGTTGC
-CGCACGTATATCCCTGAGCTCGTCCACCCAGCAACACCCCAGGAGCCGCAAGTTCACCCA
-CACCCAGCCCTTGGCTTCTAAATCCCATTCTCCACCGGGAGGAACCAGGCTGATTCCTGG
-GCTGTGCAGAAAAGATACAGGAGGAGCCTGGAGCATCTTGCAGTACTGGGAAGCAAGGAA
-GGACTCAAGGAATGACGGAGAGGACAGGAGCAGAGCTGGACAGCCCGTGACCCGCAGCGG
-AAGCAGGAGTGCCGGGGTCGCCCTGAGGGCTGTAAAGTAAGTCAGTGGGGAGCAGAGAAG
-CTTCTCCTCACGGTAGAATGCGGCTGATGGTGTGGAAGGAATGAGGTTCCTGGGAAACCG
-CCGTGGGTGACTGTCGGGAGCAGGACTCAGCACCACTCTGTGCCTTCCTAGGGCCACGAG
-GACCTGAGCCCCGCGTGCGACGTCCTGGCCCGGAACCTGCGAGGGCGTCGGGGAATGGCC
-CAGGCACGTCCCGGGCTGATGGAGATGAAAGAAAATAATGGCTCATCATGTGACCCGGGT
-CCTGCCTACAAATGGGGACGAGGTGTGGGAAGGTTGCAGCCTGCACTCGGACTGCGGGTG
-TTTGGGGGTGTGGGAAGGTCTCAGCCTGCACTCGGACTGCGGGTGTTTGGGGGTGTGGGA
-AGGTCTCAGCCTGCACTCGGACTGCGGGTGTTTGGGGGTGTGGGAAGGTCTCAGCCTGCA
-CTCGGACTGCGGGTGTTTTGGGGTGTGGGAAGGTCTCAGCCTGCACTCGGACTGCGGGTG
-TTTGGGGGGCCTCTGTTTGCAGCATGGACACCCGAGTTTCAGGATAAGAGCGTCAGGCCC
-AGAAGAAGCAGCACCTGCAACTCTTCTGCAGAAATTATTTCAGAATGAAAAGAAAGAACT
-CCCACGAAGGAAAGTCTCTAAAACTAATAAACGAGGAACCGAGGCCCCAGCCAGTCCTCC
-AGCCCCCGAGGGAAGGAGGAGGGAATGAAGTGGGGTCCGGGATCAGAGGTCAGGGGGGTG
-CAGTTGCCACGGGGGCACCCTGTGTGGCATGAGCAGCCGAGGGGGACCCAGGGACCTGGT
-GAGGGTGCGAGAGGGAGGGGCTGGGGCGAGTCACCCCAAACAGGAGGCCTTGCGGAGAGG
-AATAGACAGGGCCAAACACCCCGGAAATTCAGGCAGGTGGGTGAGGAGGCTGGGACACAA
-GCTGCGGGGCCTGGAAGCTGAAGGTGGGGACAACTGCAGACCCCTCCCCAGCCCGAGGGG
-AGGAGGTGGCTGAGTGGCTGGGGTGGGTTTGCTGGAGGGCTGAGGGTCCGCGGGCCCGCC
-CCGTGGTGGGAAGGGGCAGAGGAGGGCAGGTCCCGTGGTGGGAAGGGGCGTGGTGGGAAG
-GGGCGCCCCATGGTGGGAAGGGGCGTGGTGGGAAGGGGCAGAGGAGGGCAGGTCCCGTGG
-GTCGAACGCCAGTGTCCTGGGAGTCTGGGGGTTCCTGCAGGTGACACAGATGTGGGGTTG
-GGACGTCAGGAGGTTGGTTTTGGGGATGCAGCAGTCGGAGGCTATGAGGATGGGGAGTGT
-CTGCAGCCCTCCCTTGGAGGAGGGGGAGGCGTGGGGGCTGGTCAGAGACCCCATGGGGGT
-GCTGAGTGTGGGCTGCAAGGCTGGCAATGGAGGGGGGCTGCCCAAGGCCCCCTTCCAGGT
-ACTCTAGGCCCTGCTGAGCAGTGGAGAAGTTTGCTGTGAGAGCACGGGGCTGCAGGCCAG
-GTGAGGGGTGGCCAGTGGAGGCCTGAGCTCAGGAAGATCCTCGGCCTCCAAGGCTCCCCA
-GCCAGGCCGCTCCGGGTCTGGGGCTCCTGGTGCCCTGGAAAGGTGGGAGGTGGTGGCCCA
-GGGGTGCACAGAGGCCTCCAGGTCCGCCGGCCGGGTAGGGCCGCTTCCCGTCTCCCCAGC
-GGGTGCATGACCTCAGGCCCAAGCTGCACACCTGTTTGCAGGGCACACACAGACACACAG
-GCCCACCCAGGTGGGTCCCAGCACCTGCAGGAAGGCCTTGCCTGCCCTGTGTTCCTTCCT
-GGAGGCTGGTGAGTCATCAGCCGTCCCCACCTAGAAAGCCTCCCAGCAGGGCTGGCCCCA
-CCCGGCGAGGGGCAGGAGGGCTCACCCTGTCGGCTTGGGCCCCCAAAGCAGGCCCCGGTT
-TCCCCAGCAGAAGACTGGGAGCCCCAGACCCAGAGCTTCTCGGTCTGGCAGGGGGCAGGC
-CAGGACCATCCGAGGGCTAGGGGGACACATGGGGCTGTCTCGTCCTCCCCAGGGCCCCAT
-TTGGGAGGAGGCCAGACCTAGGGCCTGAACCCTCACAGGGGCTGCAGGGGGATGCAGAGC
-TGGGGCCCCCTCACTGGCCTCTTCCAGGGCGTCCACCCCAAGGCCTGAGGGGGCCGTCCT
-GGTAGCTTTCACGGCTGTTCCTCCCAAAGACAAAAAGTGGCCGCCCTGGAACAGCTCTGA
-CCCCGGGTGTCCTGTCACCCACCGGACCTGAGGGCAGCCTCGGACTCCCTGGGGACCCTG
-GGGCAGCCGCCCTCATCCCTCTCTCAGGCCCCAAGTCCCCAGATTCCCTCTGGGCCTCTA
-GGAGCCTGGGAGGGGGTGCCGGGGAGCAGAGGTGAGGGGCCGGGAGGGGTCCTGGCGAGC
-AGCAGGGCTGCGTCTAGGGCCTGCGTGCCCGGTGGGGCTGCTGCCGGGTGATTTGCCTGA
-GACATTTCCATGGCTGCTTTGGTTCTGCGGGCTGGGATTTCCATGCCTGCTCCCTCCCAG
-GCGTCGTGAAGCCTGCAGCCCTAGGTTCTGTTTCCGCCAGGTGCCCTCACCTTCTGGGAC
-CCGGCCGAGCCCTGGGAACACTGGCTGGGGAGCAGTTACCCAGGGCCCATGGTGCTGAGG
-GTCACCGACCGTCCCTTGAGGCTCCCCGAGTTTGGTCCTAAGGGCTTGGTCTGGAGGCAT
-CTCTGGTCCAGAACCTCAGGACTCACGGTGTGTTTAAGAACCAGGTCAGCAGCCCCTGGG
-GTGGGCCCTGCCCGTCTGTTCCGAGGAGCCACCTGGGGGCCCTTCCTGCGCAGCTCAGGA
-TGTCTGAGAAGCCCGGGGTCCTCACCGCTCAACGGCCTTCTCCGGCACCCAGATCTCGGG
-CTCCAGGCCCCTTCCGCAGTTCACCTGTCCCGGGCCCCCCACCCAGCAGGAGTGCCGCCT
-GCCTCCCGCACGGCCGGCCTCCGTGTCCCAGACAGGGTTTGCCTCCAGGGTCCCCTCCCC
-ACAGTCTCTTGGGGCAGGACCCCTGGCGAGTTCCCCGGAGTCGAGGCGGCAACCCCAGCA
-GACAACACGTGGAGGTGACGGTGGCACTGCCAAGCCCAGGCCAGGCTCTCAAGAATGCTC
-GGGCCCAGCCAGAGCCTCAGGGTGAGCTCAAGGCACCAAACCCAGAACGGCCCCACCCAG
-GGGGAGCGTGGAGTGCGAGGAGGGGCAGCCACGGTCCGTTCTGTGGCCTCGGCTCTCCAG
-GACTCGGAGGCTCCACGCCCCTTCCTGCTCTGCCCAGCCTGGGGCTGCCCCGCTCCCCTC
-TGCCTCTGTCTCCTGCTGCCCCTGGGGCCTCCGTCTCTGTCTCCTGCTACCCCCGGGGCC
-TCCGCTCACAGCAGCCACTTCTGCCACCAGCAAGACATCAACAAAGGTCACTGGTGGGAC
-TTTAAATACACATTTAAATAGACTTTTTATTTCTAATAATTTCTGATCAACAGAAAAGTT
-GCACAGGGGTTTCAAAGATCACAGAGACCTGGCGTCACTGTGAGACCCGCACGTCAGCTG
-GTCCGTCTGTCGCAGCAGCCAGTGATGACCAGCAGCTAAACCCCACACGCTGGCCAGCCT
-TTTTCCCTCCTGTCCTTTCCGTCCCAGAACCCCATCCAGGCCCCGTGGCCTCGTCACCTC
-TCCTTGGTCTGTGACAGCTTCTCAGACTTTCCTTGGTTTAGCAACCTTGACAGTTTTGAG
-GAGTGCTGCTCAGGTGTTTTGTAGAGAGTCCCTCAGTTTGGGTTTGTCTGATGTTTTTCT
-CATGATTATACTCTGGGGTTATGGGTTTTGCGAAGAGGAGGATGGAGTCCTAAGTTCCAG
-AGCCCAGTGTCCCATCACCCCATTGAGTCCGGGTTCCAGGCTCTCCACACAACCCAGCTC
-TATCATCCCATCGGGGATCCACGCTCTCCACACGACCCAGCTCTATCATCCCATCGGGGA
-TCCAGGCTCTCCACACAACCCAGCTCTATCATCCCATCAGGGATCCACGCTCTCCACACG
-ACCCAGCTCTATCATCCTCTCAGGGACCCAGGCTCTCCACATGACCCAGCTCTATCATCC
-CATCAGGGATCCAGACTCTCCACATGACCCAGCTCTATCATCCCATCGGGGATCCAGGCT
-TTCCACACGACCCAGCTCTATCATCCTCTCAGGGACCCAGGCTCTCCATACGACCCAGCT
-CTATCATCCCATTGGGGATCCATGCTCTCCACATGACCCGGCTCTATCATCCCATCGGGG
-ACCCAGGCTCTCCACACGACCCAGTTCTATCATCCCGTCAGGGATCCAGGCTCTCCACAC
-GACCCAGTTCTATCATCCTCTCAGGGACCCAGGCTCTCCACATGACCCAGCTCTATCATC
-CCATCGGGGATCCAGGCTCTCCATACGACCCAGCTCTATCATCCTCTCAGGGACCCAGGC
-TCTCCACATGACCCAGCTCTATCATCCTCTCAGGGACTCAGGCTCTCCACATGACCCAGC
-TCTATCATCCCATTGGGGATCCAGGCTCTCCACACGACCCAGCTCTATCATCCCATTGGG
-GATCCACGCTCTCCACATGACCTGGCTCTATTATCCTCTCAGGGACCCAGGCTCTCCACA
-CGACCCAGTTCTATCATCCCATCAGGGATCCACGCTCTCCACACGACCCAGCTCTATCAT
-CCTCTCAGGGACCCAGGCTCTCCACACGACCCAGCTCTATCATCCCATCGGGGATCCAGG
-CTCTCCACACGACCCAGCTCTATCATCCCACCGGGGACCCAGGCTCTCCATACGACCCAG
-TTCTATCATCCCGTCAGGGATCCAGGCTCTCCACACGACCCAGCTCTATCATCCCATCGG
-GGACCCAGGCTCTCCATATGACCCAGCTCTATCATCCCATCAGGGTTCCGCGTTCTCCAC
-ACGACCCAGCTCTATCATCCCATTGGGGATCCAGGCTCTCCACATGACCCAGCTCTATCA
-TCCCATCAGGGATCCACGCTCTCCACATGACCCGGCTCTATCATCCTCTCAGGGACCCAG
-GCTCTCCACACGACCCAGCTCTGTCAACACTCCCCTCCATCACCCAGCTGAGGCTGTGCC
-CATCAGGTTTCTCCACTAGTGGGACTGTAAACAATTGCATTTTATTTTTTTATTTTTGAG
-ACAGGGTCTCACTCTGTCACCCTCCTGGGCTCAGGGGATCCTCCCGCCTCATCCTCCCAA
-GTGCTGGGACTCCATTGCGCACTCCCATGCCCAGCTAATTTTTTGTATTTTTTGTAGACA
-CAGGGTTTCACCATGTTGCCCAGGCAGGTTTCCAACTCATCCCCCAGTCTTGGCCTCCCA
-GTGCTGGGGTTACAGATGTGAACCATGGCACCCAGCAAACAATTGCATTTTAATTCCAGA
-TATTGAAAAATGCCGCAATTCATTGTTAGTATTATTGCTGTGCAAAGCCAAAATCAACTG
-GGATTTCATCACTTTTCACACAGCAGACCTTCTGCCTGGAACCGTCCCGTGGCTGTGTGT
-GCTTTGCACATTCTCTTAGCAAACGTTTACTGGTGGCAAATGTTCTCAGCTCTCTTCTGG
-TTGTTGTTTGTTTTGCTTTCTGGCCAGTGCATATTGTAAAGCAGCTGTTCCACTGTCTTC
-TGTCTCCATCATGCTGTGGGCATGTCTGCCACCAGTCCCACCACTGGTCTTTGGAAGTGA
-ACCTGTCTCACTCTTCCCTGGCTGTTTTCAACTCTTCATTGTTGGCTTTCAGGATGGCTC
-ACGTGGGCGGCAAGCTGGGGATTTCTGTGTATTTATCCGGCTTAAGATTCATGGGGCTTC
-TTGAATCTGTGTTTGGATGTCTTTTAACAGTTCTGGAAAATTCTCAGATAGTATCTCTTC
-AAATATTAATTTCTCCCATTCTCTCTTCTTCCAAGTCTCTATATTTTATATATGTATTTC
-ACCCTCCCACCCTTATCCATATTGTCTTTTAAAAATATCTCTAGCCAGCCAGGCATGGTG
-GCTCAGGCCTATAATCCCAGCACTTTGGGAGCATGAGGTGCATGGATCACCTGAGGTTGG
-GAGTTTGAGACCAGCCTGATCAACATGGAGGAACCCCGTCTCTACTAAACATACAAAATT
-AGCCAGGCGTGGTGGCGCATGCCTGTAATCCCAGCTACTTGGGAGGCTGAGGCAGGAGAA
-TTGCTTGAACCCCGGAGGCAGAGGTTGCAGTGAGCCAAGATTGTGCCATTGCACTCCAGC
-CTGGGCAACAAGAGTGAAACTCCATCTCGAAAAAAAAAAAAAAATCTCTAGCCTTCATTC
-TGGATAATTTACACTTACCTGTCTTCCAGTTCCCCAATTTTCTTTTGCTTCCTTCCTACC
-TTCTTTTTCTTTTTTTTTGACAGAGTCTGGCTCTGTCACCCAGGTTGGAGTGCAGCGGTG
-CAATCTCGGCTCACTGCAACCTCCGCCTCCTGGGTCCAAGTGATTCTTCTGCCTCAGCCT
-CCTGAGAAGCTGGGATTACAGGTGCCTGCCACCACACCTGGCTAATTTTTGCATTTTTAG
-TAGAGACAAGGTTTCACCATGTTGGCCAGGATGGTCTCAAACTCCTGACCTCAGGTGATT
-CTCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCATGAGCCAACGCGTCCAGACCC
-CAGTTTTCTTTTCAGCAATTTTAAATCTTCTGTTAAGCCTATCCATTGAGTTTTAAATTG
-TGGTTATATTTTCATTTCTAAAAGCTCATTGTCTTTTTAAATCTACTACATAATTTTTAT
-AAGCTAAAGTTCTCTGCAAATATAAAACGTCTTTTTTTGTTTTCAACACACTGATTTTAG
-TGTTTTTTGGTCTGTGTCTGATAATCCAATATCTCAGGCCCCTGTGGGGCTTGCTGGTGT
-CTGATTCCATCCGTTCTTGCTTATATCATATCTTTGCGAGACTGGTTATCTTCGACGGCG
-TGCTGGTCATTGTACTTGAACAAGTATCTGTAGGACGATTTGATGCCTCGAGCAAAGGCA
-CTGCCCCATTCGGCTTTCCTCTGCCAGACACCTGGGACAATACTGCCTGGGCCTGAGTGG
-CCTTTGGAAGACCACTGTGGAAGTGACTTGAACTGGGGCTGCGAGGATGGAGTCACTTCA
-CTTCGTCCTCACTTTGGGAGTGGAGCCCTTTGGGACTCCCAGGTTTTGTGGGGAGGGTCT
-CCTGGTGGATGATTTCCACATTGGAACAAAAGTTCACATCTGCTGACCCCCGAGGAACGT
-GGCAGAGTGCTCTAGGCAATATTTTATCCATGGCTTTGGCTTAGTGAGTTCTTACCAGCT
-CCTTGGCTCTTCGAAGCTTTAATCGGATGGTTGAACATTTCAGTACTTTTCAGCCAGCAG
-GTGGATCTGAGAACCTCCGCCAGCACGCCTGCAAACAGGCCACCCCTGTGGGCACTGGCC
-ATGTCTCCTGCCTGGGGCACTCTCTCCCTTTGGCCTTCAGGACCCCACACTCTTCCCATC
-CAGGAGTCCTGGGATTCCTCAGGGCACCGCCAACCTGACCACAGCCTCCGTTCCCTCGTC
-ATCAGGCGAAGCCAGTGCACTTCCACCCAGGCTCTGCCGGGCGCCGTAACCAGCATGGAG
-TCCCCACTCGGGAAACTCCCACTCAAACTACACCTGCTCAGCTGGAATCTGCAGGAAATC
-TGTGCCGACGACACCAGGGAAGAGTGTGCACATTCTTCCCAGCCTCCAGACGCCTTGTCC
-CCATCTCCATCCACCCCCTCCATTTCCCCGGCACCAGCACCCCAGCCCGCTGGTTCCCAG
-GAATGCCTGTGCTCCGGTGGCTGAGTGGGCTGAGCCTCAGAGGCACGTGGTGACCGGCTG
-CCCACAGGCTGGGCTGGGAGGCCATAGGGTCACCTCTGGATTTGAGCCTCAGAGGCACGT
-GGTGACCGGCTGCCCACAGGCTGGGCTGGGAGGCCGTAGGGTCACCCCTGGATTTGGCGC
-CCTAGAGGCCTCTGGGGACGAGGGTGGCTGTGGAGGACTGGGGCAGATCTCAATGAATAA
-CTGAGAAGAAAACAAAGGGACAGGCTGCAGATCAGGCTCCCGGGAGAGGGCTGTGTCTCA
-GACCACGGGCAAAGCTTCCAGACTTTTGGTTAACGCCTTTCTGAGAATTCAGTAGAGGCC
-GTGGCTAAGCCTCACAGCTATCAGGGATACAGCCCTGGGGGAGGACATGGGAGCTTCAGG
-GCCTCAGGTGGAGGTGGGTCCGGTCAGGGTGAGCCAGGCTGAGGAGGCTGTGCTGACCCA
-CAGGCCCCAGCTGGACACGGGCAGGTCCCAGAGCTTGGTTCAGGGCAAGAAGGTGGGGGG
-AAGGTGGGCCAGCACTTGCTTAGGGGGGCGGGGGGAGGTCCCGGGCACTGGGCTGGTCCG
-CCCTGTGGCAACCCTCTGTGGGCAGACCCAAGGTCGCACAGCAGGACCAGGACCCAGGAC
-CTCGGGCTGGGGACAGAGTGACCTTCTGGCTTGAACCGTGGTGCCCTGAGCTTGCAGTGG
-CCAACAGGTGCCTGGGGTCTTGGGTCAGGTGGGAGGAGCCGGGACAAAGTGGGAGAAAAG
-GTAGCTAGCTGGAAGAGGGTGCAGGAGGCCCCCCGCTCTGTGCAGCATTAAATCATGGTG
-GGGTCACCTGCCTTGTCTGGCAGCATGGTAGAAGGGCATGGCCTGGGCGGGGAGCACTGG
-GCCCTGGAATCAAGGTCCAGAGGCAAAGGCAGCAGGTGGATCCAGCGAGCCCTAGGGACT
-GCAGCCCCGCCCCCAGCCCACCCATCCCGCCCCCAGCCCACCCATCCCATCCCCGCCCAC
-CCATCCCATCCCCGCCATCCCCGCCATCCCCGCCATCCCCGCCATCCCCGCCATCCCCGC
-CATCCCCGCCATCCCCGCCATCCCCGCCCCCAGCTCCGCCCCAGCCCAGCCCCTCCATCC
-CCGCCCCGCCCGCAGCCCCGCCCCAGCCCTGCCTCCCATCGGCCTGGAGGCTCCCTGGCC
-TTCCTGCCGGGGTGGAAACGGGTGTCTGCTACCGGGGTTCGTGTGGAGCAGGAAGGGGGA
-AGGCGACGAGGTGGAAAAGACCGCTGGGCGCCCCGAGGAGGCGGAGCTGCTGGGAGGGGC
-CTCCCTCCGCCCGATCCTGTTTAATCTCAAACTCTAGGCCCTGGGGACGCGCCACCCTTC
-CCGCCGAGGAGACTGGGTTTTCCTCCCAGGGTTCTCCAAGCAAAGCCTGTCTGTGTTCCA
-GGCTGGTGCTGACTAGAGGAGGCAAAGCCAAAATTAGCCCCAGGCCCTCCCTCAAGTAGT
-GAAGGGGCCACCGGGCCTCCCCTCAACCCGTAGGGGGTCACGGGCCCCGCCCCGCTCCCG
-GTCAAGACCCTGACATTGCGGAGGGTCAGGAGGGGGGAGCGAGGATCCGGGGCCTGGCAC
-CCTGGGTGGGGCACCGTCCCCAGGGAGGGTTGGGCAGGCGCCCCCAGCCTCCAGCCATCC
-CGCCCGCTGTGGGCGCCCCGGTGGCCGAGGAGCCAGGAGCGGCTCCCGGGGCTGTGCGCG
-GAGAACCCGGAAGAAGCGGAGGAGCCCCGGGCGGCGCTGAGCTGTGTCCCTGCCTGAGGG
-GGGCCCCAGCCCTGAGCCCGCAGCTCCAGAGGCTCCTGGGCCCTCCCCTTCTTCCCAGCA
-CCGTCCCAGGGGGAAGGTAGCCCCCGGCGCAGGCGGGACCCTCGGCAGTCTGGCCCAAGA
-AACGGGGACCCTGTGGCTTCCTGTGTCTGGTGCCATCAGGAAGTAGCCCCGAGCCAGAGC
-ACAAAGGGCCTTTGTCCTGCCTGCCCCGCCCAGCGAGACCTCGGGCCCAGCCAGGGCTGG
-GGGCTGGGGGCTGGGTACCCTCTGGCCGGCTCTGCCACCAGCCGCCAGCCTGGTCCCCGG
-AGAGCCACACCCCCTCCCCTCCACGGTCCCCACCCGGCTGCCATGACAATGTCCTACCCA
-GCAGGAGGACCAGGCCGGAACCTTTGGCAGCCACCAGTTCCTGGAGATTCCGACACCAAG
-TGCAGCCACTGTGCGGGGCCGGGTGTGGAGTGGCCCCACACCGACCAGCTCACGCCAGCT
-GGCAGAGCCACTGGGCCCCCTCCGTGGAGGAGGAGAGAGGCCTCGGGCGCCACGCGCTGT
-GCCCCAGGGCCACTCACTTCCTTGGTAGGTGGGGGATGCCGGCCTGGGCCTCCCGAGACT
-TGAGCCCTGCCCCTGCCCTTGCCCCCAGAGAGACCTGTGCCAGCGAGCGTCCCAGGCCTC
-CCCTCCCTGAGCCTTGCACCCGGGCGGTGCGGGGGCCCTGCTGCACCCCAGAGCGGGCAT
-CAGCCCTCAGCCACTCCGTTAGCAATCCTCCCCCCAGCTCAGGGCCTCAGAACTGGCCAT
-CCACGGAGCTCAGAGGCACCCGAGGGCCCTGGGGCCTGGGTAGGGACTGGCCAGCTCGGG
-GTCCTCCAGCAGCCATACCCAGGTTCATCCAGGATGAAAGCAGGGCAGTGGGAACCACGT
-GATTGGTTTAAAAGCAGGTGAGGGGCCGGGCATGGTGGCTCATGCCTGTAATCCTGGCAC
-TTTTGGAGGCCAAGGCAGGCGGATCACCCGAGGTCAGGAGTTTGAGACTAGCCTGGCCAA
-CACGGCAAAACCCCTGTCTCTACTAAAAATACAAAAATTAGCTGGGCATGGTAGTGCACA
-CCTGTAGTCCCAGCTACTCTGATGGCTGAGACAGGAGAATCACTTGAACCCGGGAGGTGG
-TGGCTGCAGTGAGCCGAGATCGCACCACTGCACTCCAGCCTGGGCAACAGAGCCAGACTC
-CATTTAAAAAAAGAAAAGCAGGTGAGGACGTGTGAGCAAGTCTGGGCCATGCTGCCAAGC
-TCCCGCTTCTCCGAGCAGCTCCACACAAGGAGCAGAGGCAGCTCCAGTTCCACAGCCAGA
-CACAGTCATTTTCCCTCTACTCAGGAATTAGGCAGGATGGTGTGGGGCCTGAGTGTCACC
-ATGAAGCCGGGAAGCAGGTGTTCAGCCAGACGCAAATATTCCTCCTCAAAGCCAGGGGAG
-CGGCCACAGTGGATTTTATTATGGGGCGACGGGGGCACGCCCAGTGCCCCGCCACTCTCC
-ATGTCCACAGCAGCGAGGGTGGAGGGCCCTGTGCTGTGCAGGGCAGAGCTCGGCTGCACC
-TGGGCCAGGACACAGCTGCCCAGGTGGGAGGAACCGTGGACGGGGCTGGGGCCTTCCTCG
-TCCCAGGGCTGGTGAGCTGCTCGCTCACTGTTTCTCAGTTCCAGGTAGACACAGTTTATA
-ATTCTGCAGAAAACTCTGGGGCCTTTTGCCTTTGTGTTTTCTTTTTTGAGACAGGGTCTG
-ACTCTGTGGCCCAGGCTGGAGTGCGGTGGTGCGATCACGGTTCACCGAAGCCTCCACCTC
-CCAGGCTCAGCAATCCTCCCACAGGTGGGCCCACAGGTGTGCACCACCACAGCCAGCTAA
-GTTTTAAATTTTTTGTAGAGACGGGGTCTCACCATGTTGCCCAGGCTGGTCTCAAACTCC
-TGGGCTCAGTTGATCCGCCCGCCTCGGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCC
-ACCGCACCCGGATGGTGTTTTACCACTGAGGTCAGAGGGCAGACGTTGCTCCAAGCGTTT
-CGTCTGCGGGTGGAGCTTTGGAACTGATGGAGAAGGCAGAGTCCTGACCAGGGGCCGCCA
-TCAGAGCGCAGGGACGGTCGGGGGGGATGCGCAGGGAGGAGGGAAGGGAAGGAAGGAGGT
-GCCAAGCCCTCCGCTCAGTGGAGGTCAGTGGAGGTTTGCTTCCTGCTCACACTGGGCCTG
-ATTGGGTCGGAGGGCACGCGGGGGCCGCTGTCTGTCCTCCGTGGGGCCTTGGCTTGTGTC
-CAAGGGAGGGAGACAGTAGAGGGACCCACGGCTCTGTGAGGCGTTCCCTGGCATGACCTC
-ACCTGTGTGCTCTCTCTCCCTGTCTCAGTCAGAGCTGAACCCAGGCTCCTGTGGACCAAG
-AGGGGGTCCAGGAAGAACTGCTCCTGGGACCCGGACAGAGCGGAGGCCGTGTGCACGAGC
-AGCGTGGACCAGAGGGGCCTCGGGGGCCACCTGCTCCGTCCGACCAGGCACCAGTCCTTC
-CAGACTCGCCTGAGGATGCCCGTGGGCCCCAGCGACACCTGGGGTGCCCCCCACACCCCT
-GCACCTACCTGAGACCAAGGGTGGTGGTGGGGCTGTGTGCCTGAGTCCTGGCCCTCCCAG
-GGCCACCCTCAGGAGCGGCTGCACAGGCTCTGGCTGGCCGGGGCTCAGAGCAGCCCACGG
-AGCCAGGCCCATCCTGGGAGGCTCAGGGCTGCAGCCCATGGACTCATGAGGGGGGCTTCT
-GGGGTCTAAGGCCAGAAGTGACCTTTCTTCTCACGGAGGCACCCCCACATCACAGGCCCC
-AAGCTCCCACCAGGAGTCCCCAGGCAGCAGGTTTTCCACCACAGCCGGGAAGAGCCCCGC
-CTTCACCACCCACCACCAGCCAATCCCGAGACCACCGAAGCCCCCAGACCGGGCCCTTTG
-CCCCTCCTGCCCCCCGGCTCTCCCTACTGCCCAGAGCCTCCGCCAGCACCCAGGGACCCA
-CGTCCACCTCCCAGAGCGGCCCTGCCCAGGGTCCTTCCCTGCCCTCCACGATTCTCCGTG
-GCCCTTGGAGAAAGAGCAGCTTCTCCCCAGGCTCTGCCCCCAGCCCTTCCACCCCAGAGC
-CTCTGCCCAGACGTCCCGTCCCATCCCGGGGGGCTGTCACGCTTCCGCCCCACCTCTCGC
-CCATTCCCGGACAGTCACAGCCGTGGAACAACGCAGCGTGTGGACACAGCCCCAGGGAAG
-CTTGACTCTGCCTGGTCCCCATGGCGTGCGGTGGCTCACCAGCCGCCCCCATCGCTCCAT
-GAAATCTGACTACACCTGTCCCAAAAATCAACCAGCTCCCAGGCAGGTCCCGCCGTGCAG
-GGGGCCAAGGGCCACACCTGGGACCAGTGAGTGAGGCGGCGTGCGGGTAGTGGGGGTGTG
-AGCCCGAGACGGGGGTCCAGCCTTCTCCCACTTGGATGCCAACAGCAGACTCTGGATTTG
-GAGGTGTGGGCGGTGCCTTAGTCTCCCCAGAAGACAAGAGCCCACCCGCCGGGTGTGTCC
-TGACCCCACCCCCACCTGCCCCACACAGACACCTGAGTGGGCATCAGAGTGGGCCGGGCC
-CTGACTGTCCGGGGGAGGGACTGTTGGGGCAAGGGCAGTGGGTCAGAGGTCACCGGTGCC
-CCCAGGACCAGTTTCCAGCGAGAAGAGAGCCAGGAGCCCCGGGCACAGGCCCACGGTGAT
-GAGGCTCCTGACCGAGCTCCCAGAGCTCATTATGGAAAACCGTGGGGTCCGCTGGGACCT
-CTCTGCTGGTCGGGCTAATTACAGACCGTTTGTCGTTTCATTATGGGCTCTTCCTCTGGG
-AGATGCGAGAAGCAAACACTTTGCCATGGGAGGGGCGCTTCCCGGACCGGGCGGGGGCCC
-TGCCCTCCCCACCCCCAGACCCCTGGTCCCCCAGGCCTTCCAAGCTCCCAAAGAAAACTT
-GAACCCCCACTCCAGGGGCTCCAAAGTAACCTCCAGAGCCCAGATGGGGATGTTCCGGGA
-GCTGCTGGGGCCTCTCAGCTGTCCCTGCCTCGCAGGGAGGCTCAGGAAGGCACCCACACC
-CCTCCCTCATTCCCCCAGCTGTGGGTCTGTGGGGTCTCGGAGCCTCTTGCCCATTGGGGT
-GGGACTGGGGGCACGTAGCTCCTCCGAGCCCCTGGCGAGGAGACCGATCCTGAGACCCAC
-CTGGGCCTACGGGGGGTCCCTTCATTGCTCCAAAATTAAGGGCTGCGGGCCTGGAGCAAA
-GACAGGCAGGTATGGCCCCTGCCCTCTGTCCATGAGAGGCCTCAGCCCCATGGGACAGGG
-CACCACCGCTGCAGGGAGGCGGCGGGCAGGTTGTGACCCCTCACCCTGGGGCCACCCTAC
-CCGCTTCTAAGGCAGCCTGGGAAGGAGCCCTGCGGAGCTGGGGGGTGGGGAGGCAGAGGT
-GGAGAGGCGAGAGTTGCCCGCGGCTGCCCCTACCCCTGCCCATGTCGCCCACACTCCACA
-CGGGCCCCACAGAAGCCTTCCCATCCTGGCTTTTGTTCAACCTCGGTGGGCGGCAAGGTG
-GGGGCGGGACGGAGTCTGCGGGGCCTGCGGGGCCCGGGCCTGCGTCACCGTCACTGGCCC
-GCCTCCCGCCCGGCCTATGGGAGCCCAGGGGACACACCTGTCGGGGGCCAGGAGCGGAGA
-TTGGCCAGCGGGAGCTCGCACCTGTGTGGGGCGGGGAGCACTGCTCCTTGTAAGGCGAGC
-CCCCGCCGAGCCGGCTCTTCCCTCCCGAGGCCCCCACCTCGCCACCGCCTCCCATTGTCC
-CGTCGCCCTCGAAACTCTCCCAGAGACGGGCGAGTTGTCCACCTGTGCAGGTCTGAACTG
-ACTTCCTGTGCCAGGGCCTCGCCTGAGCGGGGGCAGGAAGCTCACCCTTGCAGGTCTCCC
-CGCGCCAACGGACGCCCTGAGGCCTGACCCTGGCTGAGGCAGAGCACCCAGCTCCGTGGA
-CCGGGACGGACGGGCTCAGGTGCCCCCCATTCCTTCCGAAGCCGGTTCACACCCACCCGG
-GCCTGGCACAGGGGAGGCGCTGGCTGCAGGGTCGGGGCGGGAGCAGCCTCAACCCGGCTC
-CTGGGCCGCGGCCGCAGCAGTGGAACCTGTCGGGGCAGGTAAGGGCGGGCAGCGGGGAGG
-CTGAGGCGCAGGGGGAGGCGGCTCCCTGCAGGGGGGCCCTCGCCAGCCCCCGCCGTGGCC
-GACGTGGGGCAGGGGCGCAGGTGACAGATGGGCTGTCGCCAGCCTGGCCAGCGTCCAGGG
-GAGCTCCGGTCACTGCAGACACAGGCTGGAGCGGGTCCTTCCCCCCCCCAGGGAAAGGTG
-GGCCCCTGCGCAGATGCGGCTGGGTTTCGGGTGTGGAGCCATCTTGGACCCACGGGCTGC
-GTCTTCCGGGCACGGGCACAGTGTGTGGGCTCCAGGCATGGGGTGCCCTCAGGGCAGGGC
-CTGGGCAGAGGGCAGGCTCCGAGAGGGGTCACGTTCTTGCCGCCTACCTGACAGCAGGCC
-TTCTAGAAAGTTCTCTCCAGAAGCAGCCACCGCCGTCCTGAGGCACTTTGTGCGGAGACG
-GGAAGCTGTCGCCTCAGAGGTGGGTGCGTAGAAGGGTTTGGCCGGGTGCGAGGATGACCG
-CGTCTCCCTTGGGCTCTGGAGTCTGCGGTGGGAAGGGCTTGGTTTCAGCACCCTCTGGTC
-AGAGGCCGGCCGAGCCCATGGGCGGTGAGGTTGGTGCCTGGGGTCGTGGCTGGTCTGGTA
-CAGGTGGGGCTCAGCCCGGAGAAGCTGGAGCCGGTTCCCAGGCCCCGCGCTATGACTGGG
-GTGGGGGCAACGTCTCTCGTGAGGTTTTTTACTTAAATGTGAAACGGCTCAGTACGGTGG
-CCGCAGCCGGGAACAAGGTCCGACCCACCGAGGCCCAGCCTTGAACTTGCCGCGGGGGCA
-CCTGAACACGGTTTTACAGCCCGGATCACTGGCTTTCTTGAAGTTTGGGAACTGATTGAT
-CATGGTGGCGGGAGGTAAGGTTCATTGTTCTTGATGAACAAAATTCTTAGGGCGTGAAGA
-GCCGATGCTTTAATTAACCCCCCGGGAGCGTCTCAGGCCTCCCCCCGGGAGCGTCTCAGG
-CCCCGTTTACGCTGAGTGTCTGGGGAAAGACGTGGTTTGGTTTTGTTTTTCTAGTAACCC
-AGATGAAATGTTTAAAAGCATGGTTGGCAGCACATTGAATTTGGCAAAATTAAGGTTTGC
-ATTTGTGAAAATGCGGATGCAGTTTGCGGTTCTTTTCAGACATTTTGGTAATTTGCAAAT
-ACTTATTTGCGAAACGAGTTTGTCAGAACATTTTTTAGTATCTAGAGGAAGATGAGATGG
-GCCGAGGAGGTCGCGCACCCCTGGATCCCTGGAGGAGCTGGTGTGTTCTCTGTGGGGCGG
-GTGGACGTGGCCCGGACACACGGGCCGTGCTCACAGCCGGCCTGCGAGGGCTGCAAATCC
-ACGCCCGCCGTGTGGGTGAAATGGCGGCTTTGCCTCCCAGACGCGTAGCTCCGGCGACGC
-AGAGGGAAGAACCTGAGTGCCCGCCAGGCCGAGCTCCGCACCCCACCCCCCGGCAGCCTC
-TGACTCCCGGCTCGGCTCCCGCGGTCGGGGAGGGTTGGATTTCACACTTTGTTCTCGAGG
-CCGCACCATTGATTAAGCCCGTCGGGCAGGTTAACCAACAAGTTAGGTTTTCACGCCGGG
-ATCACATTCCTCGCCGGGCGCTCCCACCCCACCCCAGCCTGTGCAGGTGGGACCCGGCCA
-GGCAGGCGGGCAGGGCGGCCAGGTGCGCCGAGGGGCGCCTCCACGGGGAGTGTGCTCCGC
-AGAGAACCCCTTGCTGGGGCGGCTCTGGGCCTCCTGACTCACTCCTGGATTTTCCCAAGC
-TGAGTCTGGCCCCGCGGTGATGATTAACCCAACACCTCAACCGGCACCGCCACGCTAGCT
-CCACTTCCCGGCGACGGTTGACAAGAAAGCGCCGCGTGGGGCTCTCGGAAAACAGGGAAG
-GTCCGTTTTCGCTTTTCATTTCTTGACCTGTGGCCACGGTAAGACTCGGCCGCCTGCCCA
-CCCGACTCCTTGCCCCTCACCCCTGTGCCAGGCACAAGGCCCTGCGAAATCCTTGGTCCC
-CCAGCTGAGCCTGCCGGCCCAGGCCACCATCTCCCCACCCAGCCCTGGAGCCAGGGTCGG
-CCTCTCCTGCTAGCTGCTCGTTGGCTTTACAGCTTCTGCACTCAGGAGGCGCCTGGGAAT
-CCTGCCCTGGAACTTAGGAAGGAGGCTTCTCCCACCTGCCTGCCACACGGGTCTGTCCCT
-GGGTCCCAGCCTCTGCCGTGTGCCCCTCAGCCTCCCGGGTGAGAACGCAATGACTGATGA
-GCCTGGGGTGGCCAGGCCAGCTCTGGCCCTGTGGGGTTCCTGAGAAGGCTGGCCCTGGGT
-GGCCAAGGGCCTGGGGACACTGGCCCCGGGCCCTGAACCTGGCAGTGGGAGGCCGGCCCG
-TCCGCCGGGTGGGCTGGGAACTGTGTTTGGCCCCAGCTGCAAGGGACGAGTGCCGGGCAC
-CTGCTGCCCTCCCCACGTGACCTGGCAGCCAGGAATGGAGCTGAAATTCAACTCTGCTCT
-GAACGGGAAGTCTTAGTTTCCTTTAGCTCAGAAAACAGGTGAAATTGTGTTCCTGAAGCA
-CTGATTTGATGGGATTTGATGGCATTGGTGGCGAAGGCCTGTGAGGTGATGGAAAGGGAA
-AGCCGGGTGCCCTGGAGCCTGACAGGCTGGGGCCAGGGCAGGGGACCTGGTGTGGGGTCT
-CCGGAGAGGGTCCAGGCGTGAGGGAAGCTGGGTCAGGACCTCGGAGACGTGGCCTTTGGA
-GGAGGAGACTGGAACCGGGTGGACCCGGCAGCAGGCGGGGGCGGGCGGACACGACCTTTG
-TTGTGGTCGGCGGGCAGACAGGGGAATCGGCACAGGGCCTGCGCCCCACCTACAGCCTCT
-GTGGGTGGAAGGTGCCAGAAAACTTGAAGAGTGGCTCTGGCCAGCTCTCTGGGCCCAGTT
-GGCACCAGGTGGTTGCAGAGAAAGGGTGGGAAGGAGGACAGGAAGGACGGCGTGTCCAGC
-GGGCGGGGAGCCTTGGTCTGGCCTGAGGGCTGAACCTCCCTCGGGTCCTGAGTGTGCCTG
-GAGTAGAAGCCTAGGGTCTCTGGGCTCCAGGCAGGGCCCTGAGCAAGGAGGGGCCACAGG
-GCTGCCCACTTCCTCCTGCCCCCCTGCAGAGGCGGCTCAGCCCTCGCGGCGTCTGAGGCT
-TGACTGCCTGTGTCTGTGTTTGTGGCCGGTCTGCCTCTGTGCCTGGGTCAGACCCCAGAC
-CAGCAGACACACAAACCGCAGGGACGGCTGGGCAGGGTCAGGAGCCTGCCCCGCCCGCAC
-CCCCACCCACACCCCCACCCCCACCCCCGCCTGCACCCCCTGCCCTCAGACGCTGTGCAG
-TGAGCGGGGCAGCATGGGAGAGGGGTCTCCAGGTGGCGGGGACCGTTCTGTCTCGAGAGC
-CTCGCAGACACCGGGCCTTTGAGAAGAGAAGGGGCTGGGCAGGGAAGCAGCTCCTGGAAC
-ACCATCCTGGAGACAGAGGCCCTTGTCCCCTGCCTCAGACAAGGCAGCACGTGGGGCCCG
-GGGGGCTGGGGCTGCTGTCCAGGCCTTCCTATGGGACCACCCAGAGGGAAGGTCCCCCGC
-AGAGGGGTGGGGGCAGAGGGCCGAGCGGGGCGGGCAGAGGGCCCGTGTCAGCCCCACTCC
-GACCTAGTCCTCGGCCGTCTGGCCAGGACACTTCGGCCCCCCAGGTGCCCACCCCAGGAC
-CCAAAGCTGGTGGCTGCTGGACTCGGCAGGGCTGGCGGGTGGGGCTCACCCGGGCCCCTG
-CCCTCCGGCGATGCTGTCCTCAGTGCCCCAGGAGGACGAGGCCCCCCAGCTACTGAGCTT
-CCCAGCGAGTCCCATGCAACCCTCAGCCGGGCGGCCCCCGGACCCAGCTCGGGCAGCCGT
-GGCCATCTTACTGGGCAGCATTGGATGGAGTCAGGTCTCTAATACTGCCTGGTAATGATG
-ACGGCGGAGCCCTGCACGCAGCGACCGGCCGACCCCGTCCCGGCCCCCAGGGCCTCCCGC
-CGAGCCCCACACTCCCCTCCCACACAGCCCGCTCACCGGACCCCACCCCGTCCGGGCCAG
-ATGGCTCTGGGGAGAGTGACGGGGGGACGTGACCTTCGGAAGGGGGCTGGGGCGCCCCCC
-ACCAGCATCTCAGAGACCCCGGAATGCAAGGCCTCCTGCAGCTGCACCCAGGGCGCCCCA
-CAGTGATCTGGGGATTAGGACGCTCAGGTGTCCGGGCCCTGCCCACAGCGCCTGGGCGGG
-AGCTGCTGTCACACCCAGCAGGTGCGGGCCGAGCAGGACCCAACAGAGGGCTCAGGAGGG
-CAAGGCCCAACCGGGAGCCACGTGGAACCCAGAGGAAGCCGCCCCACCCAGCTTGGCCAC
-AGCCATCTTCCCTCCTGCCGGACAGGGTGGGCCGGCCACCGAGCAGACCAGTGCCCCCGC
-CTTGGTCCCGGGTCAGCAGCCCCAGGGTCCCCTTGCCCTGGAGGAAGCAGGGAGGGTGGG
-CCTGTGTGCAGTCTCAGGGCCCCCAAGCCCCTCTCCGCCAGCCCTGTCCGGTCCCGGCAC
-CACCCCTGGCTGCTCACCGCTCCGGTTCTTCCCTGGGCTTCCACAGCAGCCCCTGCCTGC
-CTGGCGGGACCCCACGTCCCTCCCGGGCCCCTGTGAGCATCTTACCGGACAGTGCTGGAT
-TTCCCAGCTTGACTCTAACACTGTCTGGTAACGATGTTCAAAGGTGACCCGCCGCTCGCC
-GGGGACACCACCGAGGCACATCCGGAGCTCCTACTCCAGGGATGGGCTGGGGCGGAGGGC
-CGAGCGGGGCCAGCAGACGGGTGAGGGCGGAGGGCCGAGCGGGGCCAGCAGACGGGTGAG
-GGCGGAGGGCCGAGCGGGGCCAGCAGACGGGTGAGGGCGGAGGGCTGAGCGGGCGGCAGA
-GGGCCTGTGTCAGCTCCGAAGTCCAGCCCCCAGGGGAGGGGCCGGCCTCTGCCGGGGGTG
-CCCCCGGGGTCACTCACGCCCAGGCTGGGTCTGACACCTTGAGGACCCCTTGGTGCCTCC
-ACAGGTGGCCTGGAGGGCATCCTGCTCCCCCTCCCGGAGCCGCTGTGCCTCCCCCACCCA
-ACCTCCCAGGCTGGGTTTTAGGGTGACCTGGCTCCAGGAAAGGCCATAGGGCTGGGATGC
-CAGGGCTGGAGAGGGAAGAGCAACAGTGGCCTCTCTCACGTGGTCCGGGCTCCGTGGAGG
-GTCTGCTGGGGGCGCAGGAAGGACAAGGTGGGTTCAGATTCCCGAGCCCCACCATGCAGG
-GGAGCGGGGACGCTCTGCGCTTGCCCTCTGAGGGACAAGGGGTCTCATTCCTTCCCCCAG
-TCAACAAGAACAGGAACTTTGTCCAAAACCCACCAGGCCAGGATGACCCATTGTTTCATC
-TTTTCCATCTGCAACCAGGGCGCCTGGGACCGCACCCCCACACAAGGCCCCAGCCTGGGG
-AGGGGGCAGCCACCGGGGAGAGGCTGCCCTTCACTGTTACTCATTAACCCGACCGAGCTT
-CAGGAAGCCAGCGAGGGGCTGCAGGGAACCTTTGCCAAGAGCAGGGCCTGGGTGACCAGG
-TGGCTCCCGGGTACCCCCACACAGCCAGGCTGGGCTGGGACCAGGTGCTGGGATGGGGGC
-TGTCAGGGAAGTGCCTCGGGGGCTCGTTCTGCAGACCCAGGAGGGATCAGGGCAGCTGCA
-GGAGGTGGCAGGAGCCGCCCCCGGGGCCTTCCCTTCACAGGCCCCGCAGACACCAGCCCA
-GGACCCGGAGGCCACCCACACCACCGCCGGCCGATGGGCGTCTTACCAGACATGGTTAGA
-CCTGGCCCTCTGTCTAATACTGTCTGGTAAAACCGTCCATCCGCTGCCTGATCACCGTTA
-GAGGAGAGAGCTGCCTGCCCTGCAGCTCATCAGTGCAAAGCCGCCCGGTCTGGGGCTCTC
-ATGCCCCCCTCACTATGGCCTGTGCCCATCCGCAGCCCATCAGTGCAAAGCCGCCGGGGT
-CTGGGGCTCTTGTGCCCCACCCTCGCCATGGCCTGTGCCCACCCGGCCTCCTGGGGCCCT
-CGAGCTGTAGTCCCCGGGCAGATGCTGTGGACCCCGTGCTATCAGCCTGGCCCCTGGGGT
-CACAGTCACAGATACCCGGAGCCCCACCCCACAGCCCCAGCCCCCTCGCCACCTGGGGAG
-GCTGAGACAGAAGCAGCTGGGCCCCCCAAAGTGCCTGAGCCCAGGGCACGGAGGAGCACA
-AATGCCCAGCAGGGACAATGTCACAGCGTCTCAGCGGCCAGGCAGCAGGACGCAGAGACC
-TCTGGGAGGTTCCCGGGGCCAGCCCTGGCCCTCCTCCTCCAGGGGCCAGCCGTGGGATGC
-AGACCACACTCTCCCTCCAGGGCCCATCTCTGGGGCTGAGGCGGGCGGGGCCGGTGCCCA
-GCTGCAAGACCATGGGATAGGGAAGGCAGGTGCTTGGGGCCACGCAGCCCTGCACTGGGG
-GCCCCTCCACCCCAGGCGGCTCACGAGGTGTCATCTGGAGCTGTCCCCAAGCCGGGATCT
-GCAGGTTGACCTCCCCCACCCGGGGCTATCTCCAGACCCTCTTTCCTCCCTGGGGAGATG
-GGGCAGTCCCCCGCAGGGCCAGCTGAAACCACCCCCATGCTGCTGCCGCCTGAGCGACGT
-GTGTGGGGAAGAACTTGGAGTGCCACCCCCAGAATGTGGCGTCCACCTCACCAGACCGCA
-CGGGTGAGCCCTGGACTGCAAGGTGCATATAACACAAGGTTTGGACACACCTGGAGAGCT
-CGGGCCAGGCAGGGCCACACCTGTGAGCCTGAGCTCATCCAACACCGCCCGGAGCTCGGG
-GACCTTCCCCATCCCAGCACCTCCTCACCGCTGTGCCCGTCTGGCCAGTCCCTCCAAGCA
-CCCCTCGGATGAAGTTGCGCCCCACACTGCAGTGGGGCTCACTCTCCACAGCGCCTGCTG
-CGTTGCACGGGGTGTGACAGGAAGGACCCTGCTGGGGCTGGCGGGGCCGTACCCAGAGCC
-TCCCTGTGCGGTTTCTCCTCCTCCTCCTCCTCTCCATAAGCACCGGGAACAAAACAGAAA
-AAAGTCTTTGTATAGTAATAAAGTCTGCAGTTCACGCACCCATGCTTGGACCAGCTCCTT
-ATTTTAACCACACGTGCACAGACCCCCGCCGTGCAAAGGGCCCAGCTGAGGACAGAACCC
-CAGACACTGCATCCGGCCCCGGAGGCCCCCAAGGTTCCTGGGAGAGGCTCCCTCCCTCCC
-TTCCCTCCTCTTTCCCTCCCCCTCCTCCTTCCTCTCCTCCATCCCTCCTTCCCCCTCCTC
-CCTCCTCCTCCTCTCTCCGTCCCTCCCTCCCTCCTTCTTTTGCTCAGGAATCTTCCCTGA
-CTCTCCTGTGGTCAGCTCAGGTCAAGGTTCTGGGGGAAGGGGGAGTCCCTGAGTGGAGAC
-ACCTCAGCCTGTGCTGAAGGGAGCTACCGAGGGGGCAGCCGGTGGCCCTGGGGGGCCTCT
-CTGAGCAGGTGACCAAGAGCGTATGGTGCCGGCCAGCAGGAGCGAGGGCTGCGGACAGGA
-TGGAGGCAGCCAGGCGCCAGCCAGGAGGGCTTCCTGGTCCAGCCACACCTGCCCCGGTGA
-CAGCCACAGGTTGGTGGCAAAGGGGCCACCTCCCTTCCAGTGGCAGGGCCTGGCCTGCCT
-GGAGACCCCACCCACTGCCCGAGAGGTGCCAGGCCTCCCCCATTCTGCCTGGCCCTGGGG
-GCTGCACCCACCTGGACACGCGGGCCGGGCACACCCACGGCCCAAGGTCCTGCTCCCACC
-TGCCCTGCGCAGGAACCTTGCTGGGGCTACAGGTATCCGTGGCTGCCACACCACCCAGAT
-TTTGGGATTAAGGGGCAGAGTTTTCAAGTTTGAACTCAGGAAAGCTGTGAGGGACGAGGT
-AGTGCCTGGCTGGGGAGCCTGGGGGCTTCTGAGGGCGGTGGGGAGTCCTCAGGCCTGTGT
-GGGGCCCCAGGGAGGGGAGGCTGCAGGGGTTGGGGGACCTGCCCGCTGCACCCCCTCTCC
-CCCCACACAAGGAAACCCGTCCTCCGAGGTGTGTGTCCAGATCACATCCTCCAAAGGCCG
-GTGCGCCACAAAGATGAACACGGGGCTCTCCCTCCCAGCCCAGGGGCAAGGACCCTGCCT
-TGCTCTGTTCCCGGAAGGGCCAGTTCTGGAGAGGAGCTGGGCGAGTCCTTCCCATCCCCA
-TCAGCTCCTGTCAGGCCACCTGCCTCAGCCTCAGGGAGGAGGGGACACACGTAGGCCCCT
-TCCCAGAGTCAGAGCTTCCGAACCCGGATCTGCTGCTCCCAGCCTGGAGAGCCACAGCAG
-CCACCGAAGGAACCCCCCACCCGTCACCCCCACCAAGTGGGCCCTGCTCCCCGAAGGCCC
-AGCCACTCAGCCCAGGACCTGCCCCAGCCCCACCTGCCACCTGACCTGAGGCTCCCAGAG
-GGCAGAGGGGCCTCCTGGGTCTGCTCCGCACCAGGGTCCAGCGGGACCATCTCAAAGCTT
-GAGCACCAGGCGCAAGGTGGGAGTGCGGGGAGGGGACGAGGACACTGTTCCCAGCTGGAC
-AGAACCAGGAGGACGGTGGGAGACGCCCCCCACCGCCCCGCTTCCGAGAGCTCTCTCTTC
-CTTCCAGGGACTCCCCAGGGACAGCCGGGGCCCCTTCTTCCCCCACAGCTCAGGCCCCAG
-GGACACAGAGCGGGGAACCCCCAGGCTGCCGCCCCGGCGTGGGTCGGGGAGGCGGCTCCG
-GAGCGGGCACCACACTCTCGAAAGGGTGGCTTCTCCTCCCGGCTGCTGAAAAACCACACA
-GGCAGGCACAACAACAGACGCTTACGCCCGCATCTGGAGGCCAGAACTCCAAAGCCACAG
-GGCAGGCAGGGCTGCACCCCTCTGGGGGCTCCAGGAGAGGACCCTGTCTGCCTCCCCAGC
-CCCTGCCAGCTCAGGCATCAGTGGCTGTGGCCGTGTCACCCATCTCTGCCCCCCAGTCCC
-ACGGCGTCTCCCCCACGTCTGCGTCTCCTCTCTCCACCTCCCTCTCAGGGGGGCAGAGGC
-CATTGATTCAGGGCCTGCCCTGGGTGATGTCACTAGAGATCCTGACGTAACCCCACCTGC
-AAAGCCCCTTCTTCTAAATAAGGTCACATTCGAGGTTTCAGGGCTATGATGTGGTTGTCT
-TTTGGGGGCACCACCAGCCCCCTGCAAGGGGACCCTAAGCACAGAGGCCCTCGTGACCCA
-CGCAAAGCTCTGAAGGACACGGATGGGTAGGGGACACGTGGCTGGAGGCTCAGAGTTTGA
-GGCAGAGGGGATCAGACCGTGCCATGGGTCATGCCAGGAGCCCAGGACTCCCAGACCTCG
-TATCATTAGGTGTTTTAAAGAGAAGGCGAGGGCAGGCCAGGCGCAGTGACTCACGCCTGT
-AATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACCTGAGGTCAGGAGTTCAAGAGC
-AGCCTGGCCAACATGATGAAACCCTCTAAAATTAATAATAAATTAATAATAAAATAATTA
-TAATAATATAGAAAATAATATATAAAATAATAAATATATAAAATATAAAACAAAATAAAA
-ATAAAAAATAAAATTAATATTAAAAATACAAAAATTAGCTGGGCACTGTGGTGGGCACCT
-GTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATTGCTTGATCCTGGGAGGCGGAGG
-TTGCAGTGAGCCGAGACCGTACCATTGCACTCCAGCCTGGGCAAAAGAGTGAGACTCCGT
-ATTTTGAAAAAAAAAAAAGAGAGAATGTGAGGGTTAAACAAAGACACACAGAGATGGAGA
-AAGGGCAGCCTTACATCAACACGGGTACATTGCAAACACCTGCAGAGGTGGGGGACCAGC
-TGGATGCCAGAGCCCACTGCCGCCTACGGGCTGGGGTGCCTATAGGTATGGGTGGGAGCG
-GCCCGGGCCACACGGCTTCAGGATGAGGCCGTTTGTTTGGCCCTTGTTCCCGCAGAAGGT
-AATCGTGATGTTCCTCGGTGTTTTTCCCCGCAGAGTGTTCAAGTCAGGTGTCGGGCAGGC
-TGTTCCTCACGGCCCAAACCCCTGCGGAATGCTTCACTTTGGCCGAGGTCTGTGACACAG
-CGAGGGGCTTACAGAAAGGTGCAGTTTGGACCGATAGATGTGAGTCCCCCTCTGGGGGGC
-ACTCACTTTGTGGAGCCCCCGGTTCCTGTTTGCAGAGGGGGGCACAGTGGCACCTCGTCC
-GCTGTGGAGTGAGAACAGGGACCCGACCACGTGAAGCACAGAGAATGCTCAGGGATCGGC
-AGCCGTGTATCCAGCCAACATCACCAGGGTGCACGCAGAGCCTGGCCCGGGCCAGGTCCT
-GGGGTGCTGAGCATGGGTGGGGCCTGAGAGACGGCTCAGGGACCATCCTGGGAGGGCCGG
-GCGGAGGGGCAGCAACTGGGGCTCAGGCTCAGGCAGTCCCAGCAGTGACTGGGAGGCAGC
-TGTGCCCATGAAGCTGTGCCCTTCTCCAGCCTCAGCCCTCAGCCCGGCTTCCCGGGCTGG
-CCCCGCCACTCAGCAGCCCCTCCCCATCCTCCGAAAACCCAAGCTCACCTCTGGGTTCCG
-GCTGGGTGGGGGTTGCCAGGAGACGGTTGCCAGGTCACCACTGTTGTTTCCTGGCCCAGG
-CTCCCAGGACCTTGTGGGCTGGGCAGGTAAGAAGCGCCGGCGGCCACCAGCTGGGGTCCA
-GTGGGCTCGGCCCCGCCCTCCTACGCCCTGCCTGCGGGTCCCCTCGGGAGGCTGCTCAGG
-AGAGGAGGAGGCTGGGGAGGGGACTGGACAGGGATCGGGTAGGGTGGGGCCAGGCTGAGC
-CTGCTCTGCGGGTCCCGGACCCCAGCGCCACCGTGCGAGAGGCTCGGGTCCAGGCCAGGC
-CGGGGAACGGTGTGTGTACCCGGTGGGGTGGGAGGGCTGGGCAGCCCTGGGACGAGCTCC
-GTGGCCTGGGACCAGGTCTGCCTCCGCAGAGCAAGTCCTGGACGGACGGCTGCTTGAGCC
-CACAGGTCGTGCGTCCTTTGACAGCGGCCTCCGGCCGGGAGGCACCAGCTCTTCGAACAA
-TGTCAGTACCTTCCTAGGGCCCCACGTGGCCAAGCTTGGATTCTGGGGGGAGAACTCGCA
-GCAGGACACTAACATGTGGTCGCTTTTTGGATGATTTCTTCAGGTTTAAAAGTCTCTTCT
-GTTCATCCTACCGGGGTGCCGTCTCCTGCCGGTCTTTTCATCTCACCAGGTAAAACGCTT
-ATTTTACAATTTATTGTAAGGTCGTGCACCAAGTTTCCACGCCGCCTTTACACCGTGTCC
-CCACCGAGGGGCGTCACAACCGTCCTCCACACCGGGCGTCACCGGCTTCCCAAGTCCCAC
-CGCTATAAAGGACACGTCAGTCAGCATCTCGGAGTGAGACGCTTTCCTTCTGGATTCAGA
-ATCGCGTCCGTCAGAGACTCCAAAGCACATTTGCTAGATCGACAGGCGTGAGGAGCCAGC
-GGCTCCCGGCGCTTGGGAGGCTGCGTCCCACCTGCATTCAGGCCCCGGGTTCACCACACA
-CACAGCGGGCAGCTGCTTAAGAAACCTTTGATTTCAGTCCGGGGCGGTGGCTCACGCCTG
-TAATCCCAGCACTTTGGGAGGCCGAGGTGGGCGGATCACGAGGTCAGGAGTTTGAGACCA
-GCCTGGTCAACATGGAGAAACCCTGTCTCTACTAAAAATACAAAAATTAGCCGGGCATGG
-CAGCAGGCGCCTGTAATCCCAGCTACTCAGGAGGCTGAGGCGGGAGAATTGTTTGAACCT
-GGGAGGCGGAGGTTACAGTGAGCCGCGATTGCGCCATTGCACTCCAGCCTGGGCGACAGA
-GTGAGACTTCGTCTAAAAAAATTAAAAAAAAAAACACCTTTAATTTCAATGACAAGAAAT
-AACAGCTCACAACTTATTTAGTTATTTGTGAACATCATAAGGACATAAAGTTAGAAAAGC
-CCAAAGGAGGCCTCAGGCTTACGATGAAATCAGCACCTGGCTGCCTCTTCCAGCTGCTGC
-TTCTTCTGCAGCAGAAGAGACGGAGGCAGTTTCCTGGGTGGGGGGGTGGGTGCTGTGCTT
-CCGCTTTCTAACTGCCTGTTTCCAAAAAGCACCTGATGCTGCTGCTTCTGGAGCTTCCAG
-TGCAGAAATTCCCCGTGGACGGTGAAAGGGGCTTGTCTTCCACACGCTGCCCTGTCCATA
-TCATCCCGGCACGAATGATGTTTGGGGCAGAGCTGCCCGGCCTCCCCGGGTGGTGCCCAT
-TTGTTTTCCTCAGAGTTGGCGATCGCCTTGCTTTTCACATGTGCTTGTGTTCCCGCCTAT
-CCTGAGCTGTCCCTGAGCTCTCTGCCTCCCGTCACCCCCACAGTCACCATCACCACAGCC
-CTGCAGACTGCGCAGTGTGTGGCGGGTGCTGTCCTGACATTACATGTGGAAACTCCATCT
-TTGCAGCAACCCTGCGAGGCTGCTGCTCCCAGCTGCTGTGCAGGTGGAGAGAGGCTGCTG
-TTGTGCAGGTGGAGAGGCTGCTGCTCCCAGCCGCTGTGCAGGTGGAGAGAGGCTGCCACC
-GTGCAGGTGGAGAGAGGCTGCCGCTGTGCCGGTGGAGAGGCTGCTGCCGTGCAGGTGGAG
-AGAGGCTGCCGCTGTGCCGGTGGAGAGGCTGCTGCTCCCAGCCGCTGTGCAGGTGGAGAG
-AGGCTGACGCTGTGCAGGTGGAAAGAGGCTGACGCTGTGCAGGTGGAGAGGCTGCTGCTC
-CCAGCCACTGTGCAGGTGGAGAGAGGCTGACGCTGTGCAGGTGGAGAGGCTGACGCTGTG
-CAGGTGGAGAGAGGCTGCCGCTGTGCAGGTGGAGAGACTGCTGCTCCCAGCCGCTGTGCA
-GGTGGAGAGAGGCTGACGCTGTGCAGGTGGAGAGAGGCTGACGCTGTGCAGGTGGAGAGA
-GGCTGCCGCTGTGCCGGTGGAGAGGCTGCTGCTCCCAGCCGCTGTGCAGGTGGAGAGAGG
-CTGACGCTGTGCAGGTGGAGAGAGGCTGACGCTGTGCAGGTGGAGAGGCTGCTGCTCCCA
-GCCGCTGTGCAGGTGGAGAGAGGCTGACACTGTGCAGGTGGAGAGAGGCTGACGCTGTGC
-AGCTGGAGAGAGGCTGACGCTGTACAGCTGGAGAGGCTGGGGCACACAGTCATCAGGTCA
-GCTGCAAGCTCACAGCTGCTGCATCTTTTCCCTGACAGCTCACTCCTGTGAGAGTCTTCC
-AGGCTTCCCGGAGGGACGGATGTCTCCTCACCTTTTCCCACCTCCACACCTTTTCCCACC
-TCCACACCTGGTAGGCCAGGTATGGAATTCCTGGAATTCCCGGCTGGGAGCCTCCTGGGC
-CGGTTCCAGCCCTGTGTGTCCCCAGGAAGGCTGGAGGGCTGCTAGTGGCCTCGGTGGGCA
-CCCAGGGCTGGCCAGGACCACACCTCCTTCCTCCGGCTCTGTGCCTGTATCTCCCCGGGC
-CTCCCCTCTCGCCTGGGGCTCCACGGTGACCCTGCTGTGCGGCACCTCGGATTTACACCC
-ACAGTCCCATCCCCAGGGTTCCCTTCTGGGCAGTTTCCTTGACTTAAATCCCAACCCCGG
-TGTTGCATTTTTAATTCCCACCGGCTCTTTTGTATTCTCTGTGCCTTTGCTTTAAAAGCA
-CGCGGCTCTCTGAGGGGTCCTGTCTCCATCACCCCAGCCTTTTCCAGGCTGGTTTGTTTC
-CCTGTTTCTCCCCTTTTCTCTTCCTCTGTGTGCGTCTGTGTGTCTGTGTGTCTACATGTC
-TGCGTGTCTGTGTGTGTCAGCGTCTGTGTGTGTGGGTGTCTGTGTGTGTGTGTGGGTGTC
-TGTGTGTGTGTCTGTGTGTACGTGTGTGTGTAGACGTGTCTGTGTGTAGGTGTCTGTAGG
-TGTGTCTGTGCATGTTTATAGGTGTGTGTGTGCATGTCTGTAGGTGTGTCTGTGCATCCA
-TGTGTCTGTGTGTGTAGGTGTGTCTGTGCATCTGTGCAAGTGTCGACATGTCTGTGTGTG
-TCTGTGTGTAGCTGTGTGTCTGTGCGTGTGTGTGTGTAAATGTGTCTGTGTGTCATTCTT
-TTTTTTTTTGAGACGGAGTCTCGCTCTGTCGCCCAGGCTGGAGTGCAGTGGCACGATCTC
-AGCTCACTGCAAGCTCCACCTCCCAGGTTCAAGCTATTCTCCTGCCTCAGCCCCTCAAGG
-AGCTGGGACTACAGGCGCCCAACACCATGCCCGGCTAATTTTTTGCATTTTTAGTAGAGA
-CAAGGTTTCATCATATTAGCCAGGATGGTCTCAATCTCCTGACCTCATGATCTGCCCGCC
-TCAGCCTCCCACAGTGCTGGGATTACAGGCGTGAGCCTCCGCGCCCGGCTGTCCTTGTGT
-CACTCTTCTTCACACTTGGGAGTCCCTCTGATGATGCCTGTTGGGCCTGGGCAGCCCCTT
-TGGCTGAGAGTCAGTACTTTAGAGGATCCCCTTCCCCAGCAGGAATCCTGGGTGCTGAGG
-GCCCATGAGAAGGAGCTGAGGTCTCCCATTTAATGCAGAGTCTTGCACGCACACACCTGC
-TCCGTGCCTGCGCAGGGTCCAGCCTCTTCCAAAAGTCCTCCTGTTCTGGGTGGGGAGGGG
-TCTCAGGGCTCCTGACTTCTTCCATTCTTGCCCAGCCCACCCTAGGAAGAGGGCGTGAGG
-CTCTCCCAGACACAGGTGGGGGGCCCAGCCTGTGTTCCGCTCCTCCCTGAGGACGGGTCC
-CAGTGGCCCCACCCGACTGGGTCATCGTGCAGACGGCTGCCTCAGTTTCCCCACCTTCCC
-CTGCCCGTGGGCTTCCTCGTTGTCTCCTTCCCTCCTGTCACTCAGGCGGGGCAGGGAGGG
-GCAGACACAAAGGCTTCCTGCGGGTGAGATTGGTGCCGAGCTCTGTGCCCAGCCTGGAGC
-CTCAGGCCTACCCCAGCCTTCTCCAGCCTCAGAGCCCCCACAGCCTCTGCCCAACACTGC
-CGTGTGCTCCCCTGTCTCCTGGGCGAGTTCCTTCAAACCCTTGAAAGCCCTCACCTAAGC
-CGGGCACAGTGGCTCACACCTGTTATCCCAGCACTTTCAGAGGCCGAGGCAGGCGGATCA
-CCTGAGGTCGGGAGTTTGAGACCAGCCTGACCAACATGGAGAAAACCCATCTCTACTAAA
-AATACAAAAAGTTAGCTGGGCATGGTGGTGGGTGCCTGTAGTCCCAGCTACCTGGGAGGC
-TGAGGCAGGAGAATCGCTTGAACCTGGGAGGCAGAGGTTGCAGTGAGCCTAGATCGCCCC
-ATTGCACTCCAGCCTGGGCCACAAGAATGAAGCTCCGTCTCAAAAAAAAAAAAAAAGTTC
-TCACCTCCCAAGCAGCCCCAAGATGGGTTTGTTTGCTGGAGACAGAGGTAGAAAGATCTG
-TCGAGGAACTGGCTGAAAATTCCTAAGTTGCAACATGGGAAGGTGTTGCTGGAGACAGTG
-TCCTGGGGGTCGGGCCTGGCACCCAGGGGCGGCCGCAGAGGAACCCTGATGGCAGGTACC
-AGGCGGCTGCACACAGCCCACAGCTGGGCTCCGGGGTCAGCAGCGGAGACAGAGAAGACC
-CCTGCTCAGGCCAAGGAGCCCTCCCACCCTCCATTCTTCAGGCAGGCGCCCCACCCAGCA
-GGCCTGACGCTGCCCCTCCTTCCAGCCGGCACCCAGGCCGAGCTCAGCCACACCTGAAGA
-GCCGCTCCGGCCAGGGAGGACATGCCCGGCAGAGACAGGGTGCAGAGACAGCCTCGCCCC
-CACACGGCGCCAGGCCCCACAGCTGCCACAGAGACGGGAGCCAGCCGCACGCAGAGGCTC
-AAGCCCACGGCCCTGGGAGGCGCCCTTTCCTGGGCAGGGTGGGCCTGACTGCCTGCTCCA
-TCCAAGCACTGGGGCCTCGGGCCGCGCGGAGGTCCCACAGGAGGGTCAGAGCGGCATCTT
-CCCTTCAGGGCCCTCGCCCGGGCACCCCCCGGCCAATGGACCACAGCTGCACCCGGTTCA
-TCCACCGCCGGGGACCACCCACTCGGACCCGAGCCGGCTTCAAGAGGGGCAAGAGGCCAA
-GGATCCAGCAGAGGCCTCGGGCTCGAGTCTCAGGTGAATAGAGCAGCCCTGGGTGGCCTC
-CTACCTCTCCAAGGCCAAGGCCTCCCTGGGACGGGTGCCCCATACCCAAGGAAGTCAGTC
-GGCCTCATGGGGCAGGGGCAGGATCCACACATGGCCATGCCCCGCTGCTCCGAGAGAGGG
-GCCAGCTGTGGGCGCCGGGCTCTGCAGGCACAGAGGGGAGCTGTCGCGCTCCGCGGCCCA
-GGGTTCCGCCTGGCTGGCACCACCCCTGGAAGGGCAGCCCCTCGTCTCCCGGCCTGACAA
-TGGCCCCTTGGGTCACCCATGACATCATCATGGACATTGTGACCCCTGCCCTCCAGGGAC
-CATCCCTGCGTCACGTCTGCACCCAGCACCGGCCTCACAGCCCGGCCCCTGCCCTGCACC
-AGGCCACTGCCCTGTTGGTGAGGAGGGTCGGAGGGGCGACCTCCCTGCCCCCTGCTCCAA
-GCTCCCCACCCCCACCTGGAACCTGCCGGCAGGAAGCCTGGCCCTGGAGGGTGGTCACGG
-CCCCTCCCCAGATGTAAGCAGTCCCCAGGCCGCCTGGTGGGGCCAGAGCTCGGGCTGAAC
-TTGAGCCCCAGACGGGCCAGGGGGATTGTCCAGGGTATTGGAGAAATGGGCTGGGAGCAA
-ACTGGCTGAGCCATGTCCGGGCTGAGTGGGCAGCTCCCGTAGCCACCCCGGTGGGACCCC
-ACCCCGTTCACAGGCCCGGCCCACGAGAGGCCAATGGGGAGCAGCCAGGAGGAGGGACTC
-CGGTGTCAGCCAAGCCAGCCAGACCACGACGCAGATGGACACTGTGGGCCGGACCTGGAG
-GGGGCAGAAAGAGCCTCTGCCACACCCGGACCCCCTGGGCTCCTGAACAGCCACCGGCCT
-GCAGACTCGGATGACACTAACGCCGCCGGGCCCTCAGCTGCCCTCCTGGAGGGGCTCCTG
-CTGGGGGGTGGGAAGCCATCGCCCCACAGCACCCGGCCGGGGCCCTTCTTCTACATTGGA
-GGCAGCAACGGGGCCACAATGTGAGTAGCGGCCCTGGGCGCCCGTGGTCCCACTGAATAC
-CCACCGCCTGCTCCCGGGGCCCAGCCCGGCCTCCGCTGGCCGCCCGCCATCCCCAACCCC
-TTGCCTCGGCCCCCAGGTCACCCCCGCCCCCACCCCTCGCAGCATCAGCTCCTACTGCAA
-AAGCAAGGGCTGGCAGCGCATCCATGACAGCCGCCGGGACGACTACACGCTGAAGTGGTG
-TGAGGTCAAGAGCCGAGACAGCTACGGCAGCTTCCGGGAAGGTAGCGGGAGCCGGCACCA
-GAGGCGGGCAGCCTGCAGGGGCCTCCTGGGCCGGAGCACAGGGCAGGTTGGAGGGGTGGG
-GACCGAGGTCCTGCGCTCCCTCCACACGAGCCCTGGCCTCTGACCTCCAGGAGAGCAGCT
-GCTGTACCAGCTTCCCAACAACAAGCTCCTCACCACCAAGATCGGGCTGCTCAGCACCCT
-TCGGGGACGGGCACGGGCCATGAGCAAGGCCAGCAAGGTGCCGGGGGGGGTCCAGGCCAG
-GTGAGTCTGCCCCTGCCCCTGCCCCCGTCCCTGCGCCCGCCCCTACGCCTGCCCCTGCCC
-CTGCCCCTGCACCCGCCCCACCCCTGCCCCTGCGCCCGCCCCTGCCCTTGCCCCTGCCCC
-TGGCCACCCAGGCTCCCAGGCTGGCTCCAGCCCCTGCCCCTGCCCTTGCCCCTGCCCCTG
-GCCACCTGGGCTCCCAGGCTGGCCCCAGCCCCCACCCGTCAGCACCTGCCTCCACCTTCC
-ACCTGTCCTTTAAAGGGCCAAACCCCTGTCCCATAAACCCACCCTCTTCCTCGTGGCTGA
-ACGGGGAAGATCCCACACGTCCCCAACCCACTGGGCCTGACACCCACCCACCTGTCCATC
-TCACAGACCCACCCAGGTACAACCCACCTGTCAATCTGCCTTCACCCCAAACATCCATCC
-AATCCATCCACAATCCCACACCGTGCCCACCGTCACCTGTGGGTGCCCTGAGTGAGGCCG
-TCCATCGCTCACCCAAGTCTGGGCCATCCATCCTAGCGACTTCGTCCTCCTGCTCCCAGC
-CCTGCCCACTGCCCTTCTATGGACCCACCTATCCCTCCTCACTTCATTTGGCCCAGACAT
-TTTTGCACCAAGCACCCGCCCAGCCAACCGCAGCTGCCTCCATCTGCACCCCCCGCCCCT
-GGTTGCCTGTGACACCAGCTTTACACCATGTCCAGCGTCCACTTCCAGCCTAGAGCAACA
-CAGCTGTTTCCCCCAGGCACCGCCGTCCACCCAGCCACCTCCTTCCACCACAACTCACAG
-TCCGCCCACTCACCACCCATGCCCCATCCCCCAGTCCCCACCCGCTCCAAGCACCATGAG
-CTGGCCCCTCAGTCCAGGCCCTCTGTCCCCTGGGCTGCAGGCTGGAAAAGGACGCAGCAG
-CGCCCGCCCTGGAGGACCTCCCGTGGACAAGCCCAGGATACCTCAGGCCACAGAGGTAGA
-CTCAGCCCAGCTGTGAGGGGCCCTTCAGACCGAAGTTCAGACCTAAACCTGGTGTCGTCT
-GAAAAGGAGAAAGCGGGGCGGGGGTCCCACACAAAGGAAAACCACGAGCTAGAGTCAGAG
-GTTCAGCCAGGCCAGGCCGAGATCCACGCTGACCCCCCAGTGCACACAGAGCTGGGGCAG
-GGCCAGGGGCTCAGGCCACGCTCTCCGCCCATCCCAGCCGTGAGGACACTGCCATGAGGT
-GGTGGCTCACAAATGGCTGAGACGGTGCCAGCCGGGAGAGCAACCATGAGGGAAAAAGCA
-GCCAGCGGGAGGGGCCCGGGTGGGGGTCAGCGGCCAGAAGGATGCAGCCAGCAGCACAGC
-CCGTTGGGGGGGTGCTGCAAAGGGGCAGGAAACGCAAAGTCCCCACAAGGAGAACGGCCG
-CGGGCGCCAGGTGCCACTGCCCACACTCCCTCCCGCCGGGCCACAGGCTGGGCCTCAAAC
-CGCCCACCCAGCCAGGGGCGAAGGGACAGCAGCTCATCCTCCTGCCTCCCTGCCCTGCAG
-GGTCCTGAGAATGGAAGAGTTTTTCCCAGAGACCTACCGCCTGGACCTCAAACACGAGAG
-AGAGGCCTTTTTCACCTTGTTTGATGGTGAGACGCTGCTGGCCGGACACCAGGCTGGCCC
-TGGGGAGACAGGGTGAGGGCTGGACCAAGGCGGGGGCTGATGAGGGCAGGGCTGGGTCTG
-GAGGGGCTGCGTGGGGCTGGGACGAGACGAGGTGGTCAGGAAGGGGCCAGGGCTGGGCCT
-GGTCTGGGTGGGGACTGAGGAGTTGGAAAGGGGAGGGTCTGGCCTTCGTGGAGGTTGGGG
-TATGAGGGCACTGGGGCCAGGGCTGGAGCTTGGTCCGGGTGAGCGTGGTCGAGGCACGGG
-CAGGAGCTGGGGCCAGGCGTGTGGTTAGCGCAGGGCCAAGGTTGGAATGGCCGGGCCGAG
-GGTCGCAGCCTGGAGGGGAGGGTCCTGGTCGGGCCCTAGGAGGGGCGTGGCTGGGTTGGG
-GGCGAGGCCAGGGGCTCAGGCCGCGCTCTCTGCAGAAACCCAGATATGGATCTGCAAGCC
-CACAGCCTCCAACCAGGGCAAAGGCATCTTCCTGCTCCGGAACCAGGAGGAAGTTGCCGC
-CCTGCAGGCCAAGACCCGGAGCATGGAGGACGACCCCATCCACCACAAGACGCCGTTCCG
-GGGGCCTCAGGCGCGGGTGGTGCAGAGGTGCGGCGGCGGGTGCCCGGAGGGGTGAGGGTC
-TGGGCTGGCTGACCCGGGCCCCACTGGTGCAGTCAGCAGGGCCGCCGAGGAGCCCTTGGT
-CGTGGAAAGCAGCCGCACCACCAGCCCCTGTGCAGACCACAGCCGGGCCCCCGTGTAGCC
-AGCAGAGGGGAGGGGTCACACCAGGCCGGGGTCACAGACACAGGATCCAGGGTTGAGGGG
-TTAGTCAGTTTGTCCTTCAGCTGGGGCCCCCTCTGTCCTGCAGGTGGCCTGGCCTGGGTG
-GCCTCCCGGCTGCCAGCCCCCCTACTCCCCGGCCCAGCCAGCCAGCTGCAGCCTTCAGGC
-CTATGGCCAAGCTGACCACTCCTTCCCTGAGTGGGAAGGCTTCCTCCAGAAAGCCCCGTG
-GCTGCACGAGGCTGAAGGTTTAGACCTGTCGACCTCACCCCCGGCCCTCGTAGAGCCTCA
-CTCTGACCACAGCTGCCGTCTGCCGTCCCCAGCTTCCATCGGCTCCTCCCTCGCGTCCCT
-CCACCTGGCGAGCTCTCCGCCTGGCGCACCCCCTCTGCCTGCTGTGCTCCCTCTGCCTAG
-CGCCCGCCTGGCGCGCTCCTTCCCTTCCTCTCCAAAGCCACCTTCATGCCCTCCTCCTCC
-AGGCAGCCCTCCAGGCTCCTACTGCGGTTATGCCCTGGAGCACCCATCAGGGTGCCAGGC
-CTTTCCTCCCAATTCCCCTGACATATTCAGGCCCAGAAATGCCCCCTTTCCCTGGAGGTC
-ACACCTGGGACAGAGGCGGGGCGCTGAGGAAATGGAACAGGCCCGGGGTGGGGTGTGAGG
-GGATGCAGGCCAGGCTGGCCCCGTGGCTCAGCCCAGCAGCCCCGACATGGTGCCCCCAGG
-TACATCCAGAACCCGCTGCTGGTGGACGGGAGAAAGTTTGACGTGCGCTCCTACCTGCTC
-ATTGCCTGCACCACACCCTACATGATCTTCTTTGGCCACGGCTATGCTCGCCTCACCCTT
-AGCCTTTACGACCCCCATTCCAGCGACCTCGGCGGCCACTTGACCAACCAGGTGAGTCTG
-CCATGGGTGAGGGCCCTCCCTGCAGCCTTGGGATGAGATTAGAAGGAGGTTCTCACTGCT
-AGGGGGTGCAGAGGGGGTGCAGCTACAGAAGGAGGTGGCCCAGGCCGGGAGGTGTCTCAG
-GCCTGGAAGTAGCCTGGGCTGCCCCCGCTGGCAGTGAGCACTGCCTCTCACCTCCCGCTT
-TTGGCCACGTCAGAAGAAGGGCGTGGCAGGGACCCCGTTAGCTGGTGAAAGGGCTCAGAG
-CCCTGTAGCCCTCAGCGTGCAGCCTGGCTCCCAAGCCGCAGCTGAGTTTTCTGAGGATGG
-GGTGCGGGTGGGCGTCGGAACCGAGGGGATTCTGAGGCTGTCAGAGGAGGGGCCCTGTGG
-GCAGAGATTTCTGGGGACGGGTCTTCATGGGAGAGTCCAGGGTAGGGACCTTCTGAGAAG
-ATCTGTGGGGTCCTCACGGCTGAAGGGGGGTCTCAGCGGATGAAGGTTTTTGTGGGAGGG
-TCTTTGCAGGCAGGTCAGGGTGGGGCCGGGGGAGCAAGGTTAGGGGCGGCTGTCTCAGGG
-ACCCCCAGAGAACAGGCCTTCTAGGTTAGGGGGATGTTCTCTTGGGGACCCCCGTGAGGA
-CAGGCCCTCCGGACAGTCTGGGAGCCAGTCTCCAGGCACCGTGTGCCCCCAGTTCATGCA
-GAAGCCTTCTAGGTTAGGGGGATGTTCTCTTGGGGACCCCCGTGAGGACAGGCCCTCCGG
-ACAGTCTGGGAGCCAGTCTCCAGGCACCGTGTGCCCCCAGTTCATGCAGAAGCCTTCTAG
-GTTAGGGGGATGTTCTCTTGGGGACCCCCGTGAGGACAGGCCCTCCGGACAGTCTGGGAG
-CCAGTCTCCAGGCACCGTGTGCCCCCAGTTCATGCAGAAGAAGAGCCCTCTGTACATGCT
-GCTGAAGGAGCACACGGTGTGGAGCATGGAACACCTCAACCGCTACATCAGTGACACGTT
-CTGGAAGGCCCGGGGCCTCGCCAAGGACTGGGTCTTCACCACCCTCAAGGTGCGTCCACT
-GTGCCCTCCAGTCTGGGAGTGAGATCCCTCGGGGCGGGGGTGTGTGGTCAGGCTGGGCAC
-CAGGCACACAGATGTCCGTGGCGTGCGTGGGCGGCTGCGCTGAAGTGTGACCTGACCGTG
-TGGAACCAAACCCTTCCAGCGTCTCTGCTCACTTAGCTGGCAGTGCCTGTCCCCAGCAGC
-CAGCAAAGGCCCGGACGGAAAGCCCAGTCGGGGGTCTGTCGGCACGAGTCCCGCGGGCAG
-CCTCGCCGTAGGGTCAGGGGACAGCTCGGCTTCAGTGACAGCCACCATGTGAAGAGTCTT
-TGTTCCTTTCAGATCCTCCACTTGGCAGGCAGGGCCAACAGCAGCCCCCGGGCCAGGTGT
-CCTGGAGCAGCAGCAGCTGCCCGTGCAGGCCCGGACTCTCCCTAGCTAAGGGCCATGTGC
-GGTGGAGTGTCCTAATTTTGCAGGGTTCCTTTCTGTGGGGGTACCTGTGGGGTACTTCAA
-ACAGCCCTAGCAGCAAAGGCCCTTGAGCAGCGCGGTGTGAAACTGGGATAAAAACGGGGC
-TTGGCCGAAGGACTTTTATCTGTCTTGGTCACCCCGGCCAGGCCCCGGAAGCAGCAGCCA
-GGGATGGTCCTTCCTCACCCACAGGCGTGTGTCACTGTGGCTGGGACGGCAGCGCTCAGA
-GGAGCCTCCAGTTACTTTCCTCACATCTCCCAAACTCTCTCTTAATTGCGATAATTCACA
-GAACATAAAATTCACGATCTTAAAGTGTGCAGTTCAGTGGCTTTTAGTATTTCAAAAGTT
-GTGCAATTATCACCACCAATTCCAGAACATTTCATCACCTCAAAAAAGAAACACTACTAA
-CGAGCCATCACAGCTACATTGCCGGCCATTCCTGGTCACCGCTGATGGACCTTCTCTCTC
-TCTCCTGTCTCCTTTCTCTTACCGTGGTGTTTTCAGGGTTCATCCACGTAGTTCACGTAT
-CCTTTTCTTTTCTTTTTTTTTTTTTTGAGACAGAGTCTCACTCTGTTGCCCAGGCTGGAG
-TACAGTGGCACAATCTCAGCTCACTGCAACCTCCACCTCCTGGGTTCAAGCAATTCTCCT
-GCCTCAGCCTCCCAAGTAGCTGCAACTACAAGTGCCCGCCACCACGCGCGGCTAATTTTT
-GTATTTTTAGTAGAGATGGGGTTTTGCCGTGTTGGCCAGGCTGGTCTCAAACTCCTGACC
-TCAGGTGACCCGCCCGCCTCAGCCTCCCAAAGTGCTGGGATTACAGGCGTGAGCCACTGC
-ACCCAGCCATGTATCCCTTTCATACAACGTTCCGTCATATGGATGGACCATATTTTGCCA
-TCAGCTGGTGGACACAGTTTTATTATTGAGCTGTTATGAATAATGTTGCTATAAATATTC
-ACACAAAAATGTTTGTATGAATATATATTTTCAGTGCTCCTGGGAAAATACCCAGGAATG
-GAGTCGTGGGTCACAGGGTGACACACTTAACTTTCTGAGGAACCAGGAATCACTTTTCCA
-GTTTCTCCAGATCTCGCCAACACTTGTTATTTTCCTTTCTTTATTAAAGAATCACCATCT
-GGTCGGTGTGCAGGGATATCTCATTGTGGGTTTGATTTCCATTTTGCTAATGACAAATAA
-CTTCATGTGTTCACTGGCCAGCTATGTATATTCTTTAGAGAAATGTCTATTCAAACGCTG
-TGGCTGTTCTTTACCATCCAGTTGTGAAAGTTTTTTTTGTTTGTTTTTTGTTTTTTTTTT
-TTTGAGACAGAGGCTCGCTCTGTCGTCCAGGCTGGAGTGCAGTGATGTGATTCTCGGCTC
-ACTGCAAGCTCCGCCTCCCGGGTTCACGCCATTCTCCTGCCTCAGCCTCCCGAGTAGCTG
-GGACTACAGGCGCCCGCCACCACGCCCGGCTAATTCTTTGTATTTTTAGTAGAGACAGGG
-TTTCACCGTGTTAGCCAGGATGGTCTCGATCTCCTGACCTCGTGATCTGCCCGCCTCGGC
-CTCCCAAAGTGCTGGGATTATAGGTGTGAGCCACCGCGCCCGGCCAAAAGTTCTTTACAT
-ATTCTAAACACTAGGCCTTTATCAGACATATGATTTGCCAATATTTTTCTGGAATATTGT
-GGCTGTCTTTTCACTTTCTTGATAATGTCCTTTGACCACAAAAGCTTTTAGTTTTGATGA
-AATCCAGTTTATCCATTTTTTTCCTTTGGTTACTCATGCTTTTAGTATCATATCTAAAAA
-TCCATTGTGCCAGGTGCGGTGACTCACGCCTGTAATCCCAGCACTTTGGGAGGCCATGGT
-TGTTAGATCACCTGAGGTCAGGAGTTCAAGACCAGCCTGACCAATATGGTGAAACCCCAT
-CTCTACTAAAAATATGAAAATTAGCCAGGCGTGGTGGTGGGTGCTTGTAGTCCCAGCTAC
-TTGGGAGGCTGAGAAAGAAGAATTGCTTGAACCCGGGAGGTGGAGGTAGCTGTGAGCCAA
-GATCGTGCCACTGCACTCTAGCCTGGGCAACAGAGCAAGACTCCATCTCAAAAAACAAAA
-AAATAAAAATCCATTGCACTTTGGGAGGCTGAGGAAGGTGGATCACCTGAGGTCAGGAGT
-TTGAGACCAGCCTGGCCAATGTGGAGAAACCCCATCTCTACTAAAAATACAAAAATTAGC
-TGGGTGTGGTGGCGTGCACCTGTAGTCCCAGCTACTCAAGATGCTGAGGCAAGCGAATCA
-CTTGAACCCGGGAGGCAGAGGTTGCAGTGAGTGGAGATCGCACTGCTGCACTCCAACCTG
-GGTGATGGAGCAAGACTCCATCTCAAAAAAAAAAAAAAATTGCCAAATCCAGCAGAGTGA
-AAATTACACTTATGTTTCTTTCTAAAATGGTATAGTTTTAGCTCTTATATTTAGGTCTTG
-GATCCATTTTCAGTTAATTTTTGTGTATGGTGTGAGTTAGGGATCCAACAGCATTCTCTT
-GCATGTGGCTATCCAGTTATCCCAGCACCATTTGTTGAAGAGACTATTCTTTCCCCCATG
-GAATGGTCCTGGCATAGTATCAAAAACCAATTGACCAGAGCTGCAAGTGTTTATTTTTGG
-ACTCTCAGTTCCATTCCATTAGTGTATATGTCTGTCTTTATGCCAGTACCACATGGTTTT
-GATTGCTGTAGCTTTGTAGTAAGTCCTGAAATTGGGATATGTGAGTCTTTCAATATTGTT
-CTTTTTCAAGATTATTTTGGCTATTCAGGGGCCCCTTACAATTCCACAATTCCATATGAA
-TTTTAAGATTGGCTTTTCCATTTCTGGGGAAAAAGTCCAATGAAATTTTTTTTTTTTTTT
-TTTGAGACAGAGTCTCATTCTGTTGCCCAGGCTGGAGTGCAGTGGGGCAATCTCAGCTCA
-CTGCAGCCTCGCCTCCCAGGTTCAAGCGATTCTCCTGCCTCAGCCTCCCTAGTAGCTGGG
-ATTACAGGCACCCACCACCACGCTCGGCTAATTTTTGTATTTTTAGCAGAGACCAGGTTT
-CACTGTGTTGGCCAGGCTGATCTCGAACTCCTGACCTCAGGCGATCTGCCCACCTCAGCA
-TCTCAAAGTGCTGGGATTACAGGTGTGAGCCACCACACCCAGCCTCATCGAAATTTTAAT
-AGGCATTGCATTGAATCTGTAAGTCACGTAGCAGTGGCATCTTAACAATATTTAGTCTTC
-CGATCCATGAATATAGGATGTCTTTCCATTTTTCTAGGTCTTCTTCCATTTCTTTCAGCA
-ATGTTTTCTAGTTTTCAGCATACAAGTCTGTCACCTACGGTAAATATTATTCTAGGTATT
-TTATTATTTTGACACTTGTGAATAGAATTATTTTTTAAATTTCCTTTTTGGATTGTCCAT
-TGCTAGTGTATAAAAATAAAACTGATTTTTGTGTGTTGATCTTGTATCCTTCAACTTTCC
-TGAATTCACTTATTAGCTCCGTGTGTGTGTGCACTCTTCAAGATTTTTATATAAGGATCA
-TGTCATCTGGAATAGAAACAGCTTTACCTCTTCCTTTCAAATTTATATGCATTTTATTTC
-TTTTCTTACATATTGCCGGCTACTTCCAGAACAATGTTGAATAGAAGTAGCAAAAGCAGT
-CATCCTTGTTTGTTCCTGATCTGAGGAGGAAGGCCGTGGGTTTCTCATAAATGCCCTCGT
-CAGGTTGAGGAAGTTCCCTTCTGTTCCTAATTGGTTAAGTGTTTTTTGTTAATATCCTAG
-AAGGATGTTGAAATCTGTCAAATGCTTTTTCTGTCTCCACTGAGATGAGTGTGTCTTATT
-TCCCCTTCATTCTATTAATGTGTTGTATCGCACTGATTAACTTTCATATGACAAACCCCG
-CTTGATGATGGTATAGAACCATTTAAATTTAAATATGCTGTTGGATTTGGTTTGCTAATA
-TTTTAATGAGGATTTTTGTGTCTGTGCTTATAAGCAATACTGGTCTGTAGTGTTCTTTTC
-TCGAATGTCTTTGCCTGGGTGGTATTAAGGTAACCCTGGCCTCATAGCATGTTAGGATGC
-ATTCTTTCCTCTTTTATTTTTGGAGTCTTTGTGAAGGATTGCTGTTAATTCTTTGTTTGA
-AATAATTCACCAGTAAAGCCACCTGGGTTTTCCTCTGTGGGAAAGTTTATTATTATTATT
-ACTAATACTGCTGCAATCTTTACTTGTTATAGGTCCATCCAGATTTTCTAATCTTTAGTC
-TGCTTTATTTTGCTAAGAATTTGTCCATTTCACCAGGCACGGTGGCTCATGCCTATAATC
-CCAGCACTTTGGGAGGCCGAGGAAGGTGGATCATGAGGTCAGGAGATCGAGACCATCCCG
-GGTAACACGGTGAAACCCCGTCTCTACTAAAAATACAAAAAATTAGCTGGGCGTGGTGGC
-GGGCACCTGTAGTCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATCGCGTGAACCCGGGA
-GGCGGAGCTTGCAGTGAGCCGAGATCGCACCACTGCACTCCAGCCTGGGGGACAGAGCGA
-GACCCCGTCTCAAAAAAAAAAAAAAAAGAATTTGTCCATTTCTTCTAGGTTATCTAATTT
-GTTTAGTGTACAAAGTATTCCCTTGTCATCCTTTTAATCAATATAAAGTCTTTCTCCCCT
-GATTTTAGTAATTTGATTCTTCTCTCCTTTTTTTTTTTTTCTTTTTGGTCAGTTTCTCTA
-AGTCCTTATCAATTTTGTTGATCTTTTCAATGAACCAACTCCTGGTTTCACTGATTTTCT
-CTACTGTTTTCTATTCCATTTATTTCCACTCTATCTTTATTATTTCCTTCTTACTACTTG
-CCTTGGGTTTAGTTTGCTCTTCTTTTACTAATTTTTTTTTTTTTTGAGATGGAGTCTTGC
-TCTGTCGCCCAAGCTGGAGTGCAGTGGCACGATTTCAGCTCACTGCAACCTCTGCCTCCC
-GGGTTCAAATGATTCTCCTGCCTCAGCTTCCCGAGTAGCTGGGACTAAGGGCACGTGCCA
-CCACTCCCAGCTAATTTTTTTGTATTTCTAATGGAGATGGGGTTTCACCATGCTGGCAAG
-GCTGGTCTCAAACTCTCTTTTTCTAATTTCTTAAGGTCAAAAGTTAGGTTATGATTTCAG
-TTTTTTCTTCTTGCTTAAGGTAGGTGCTTAGTGCTATACATTTTCCTCTGACCACCACTT
-TTGCTGCATCCATAAGATTTTGCGTGTTGTCTTCATTTTCATTTGTCTCAAAGTATTTTT
-ATTTTTATTTTTTATTTTATTTGAGATGGAGTTTCGCTCTTGTCACCTAGGCTGGAGTGT
-AATGGCGCAATCTCAGCTCACTGCAGCCTCTGCCTCCCGGGTTCAAGCGATTCTCCTGCC
-TCAGCCTCCCGAGTAGCTGGGATTACAGGCACCTGCCACCACGCCTGGCTAATTTTGTTT
-GTATTATTAGTAGAGATGGGGGTTTCACCATGTTGGCCAGGCTGGTCTTGAACTCCTGAC
-CTCAGGTGATCCGCCTGCCAAAGTGCTGGGATTATAGGCGTGAGCCATGATGCTCAGCTG
-CAAAGTATTTTAAATTTCCTTTGTAAGCTTTTCTTTGACCCATTGGTTGCTTAAGGGCCT
-GTTATTTAATTTCCACATATTTGTGATTTTTCCAATTTTCCTTCTGTTATTGACTTCTAA
-TTTCATTCCATTGTGTCAGAGAACATACTTTATAATTTCAACCCTTTAAAAATTATTGAA
-AAATTATTGGAGCTGGTGTGTTGGCACATACCTGTAATTCCAGCTACTCAGGAGGCTGAG
-ATGGAAACATTGCTTAAGCCCAGGAGTTTGAGTCCAGCCTGGGCAACACAGCAAAACCCC
-ATCTTTAAAAAAACAACAAACTTACTATTCATTAAGTGGATCATTAAAAAACAAAAACAA
-AAAACACTTGAAACTTGTTTATGTCCCAGCATATGGTCTATCCTGGAGAATATCCATGTG
-CACTGGAGAAGGAGGTGTATCCTGTTTTTGGGTGTAGTGTTCTGTAGATGTCTGTGCCGA
-GACCAGCTCGGTCGGGGAGACCCTAACCCGGCGGCGCTAGAGGAATTAAAGACACACACA
-GAGAAATACAGAGGTGTGAAGTGGGAAATCAGGGGCCTCACAACCTTCAGAGCTGACAGC
-CCTGAACAGAGATTTACCCACATATTTAGTAACAGCAAACCAGTCATAGCATTGTTTCTA
-TAGATATTCAGTTAACTAAAAGTATCCCTTACGGGAAACGAAGGGATGGGCCAAATTAAA
-GGAATAGGTTGGGCTAGTTAACTGCATCAGGAACACGCCCTTAAGACACAGATCGCTCCT
-GCTATTGTTTGTGGCTTAAGAACGCCTTTCAGCGGTTTTCCGCCCTGGGCGGGCCAGGTG
-TTCCTTGCCCTCATTCCCGTCAACCCACAACCTCCCAGCGTGGGCGTTAGGGCCATTGTG
-AACATGTCACAGTGCTGCAGAGATTTGTTTATGGCCAGTCTTGGGGCCAGTTTATGGCCA
-GATTTTGGGGGGGGGCCTGCTCCCAACATGTCTGTTAGGTCTGTTTGGTTTATAATGTTG
-TTCGAGTCTTCTATTTACTCGTTAATCTTCTGTCTCTGTATTGAAAGCGGGATATTCAGT
-TGTCTACTTCTCCCTTCAGATCTGTCAGTTTTTTGTATATTTCGAGGCTCTGTTGTTGGG
-TGTGTGTATGTTTATGATTATTAGATCTTCTTGGTTTATCGTTATAAAAATTTTCCTTTA
-ATCTGCAGTAATAATTTTTGTGTAAAGTCTATTTTCTGTGATATGAGTGTAGACACTCCA
-GTTGGTATAAGTGTAGACACTCCAGTTGATATGAATGTAGACACTCCAGTTGGTATGAGT
-GTAGACACTCCAGTTGGTATGAGTGTAGACACTCCAGTTCGTATCAGTGTAGACACTCCA
-GTTGATATCAGTGTAGACACTCCAGTTGGTATGAGTGTAGACACTCCAGTTGGTATGAGT
-GTAGACAATCCAGTTGATATCAGTGTAGACACTCCAATTGATATCAGTGTAGACACTCCA
-GTTGGTATGAGTGTAGACACTCCAGTTGGTATGAGTGTAGACACTCCAGTTCGTATCAGT
-GTAAACACTCCAGTTGGTATGAGTGTAGACACTCCAGTTGATATCAGTGTAGACACTCCA
-GTTGGTATGAGTGTAGACACTCCAGTTGTTCATATCAGTGTAGACACTCCAGTTGGTATG
-AGTGTAGACACTCCAGTTGGTATGAGTGTAGACACTCCAGTTGGTATGAGTGTAGACACT
-CCAGTTCTACTTTGGTTACCGTGTGTGGTACATCTTTTTCCATCCCTTTACTTTCCACCT
-ATTTTTGTCTCTGAAACTAAAGTATCTTTTGTAGATGGTATATCATGTTTTTTTAAGAAA
-CTCCGTCAATGTCTATTAATTGGAAAGTTTAATTCACTTACATTTAATATAATTACTGAT
-AAAGGGCCGGGCACGGTGGCTCACGCCTGTAATGCCAGCCCTTTGGGAGGCCAAGGCAGG
-TGGATCACAAGGTCAGGGATTGAGACCATCCTGGCTAACACGGTGAAACCCCGTCTCTAC
-TAAAAATACAAAACATTAGCCAGGCGTGGTGGTGAGCAACTGTAGTCCCAGCTGCTCGGG
-AGGCTGAGGCAGGAGAATGGCGTGAACCCAGGAGGCGGAGCTTGCAGTGAGCCAAGATTG
-CGCCATTGCACTCCAGCCTGGGTGACAGAGCGAGACTCCGTCTCAAAAAATAATAATAAT
-AATAATTACTGATAAGGTAGGATTTACATATGCTATTTTGTTATTTGTTTTCTATGTCTG
-TCTTTTTTTGTTCCTCAGTTTCTCCATTACTGCCTCCTATTGTTTTAGAGAGATATTTTC
-TAGTGTAGCTTTTTTTTTTTGAAACGGAGTTTCGCTCTTGTTGCCCAGGCTGGAGTGCAG
-TGGCGTGATCTCGGCTCACTGCAGCCCCCGCCTCCCGGATTCAAGCGATTCTCCTGCCTC
-AGCCTCCCTAGTAGCTGGGATTACAGGCGCATGCCACCACACCCGGCTAATTTTTTGTAT
-TTTTAGTAGAGACGGGGTTTCACTATGTTGGCCAGGCTGATCTCAAACTGCTGACCTCAG
-GTGATCTACCCGCCTCAGCTTCCCAGGGTGCTGGGATTACAGGCGTGAGCCACCACGCCT
-GGCTTAGTGTAGCATTTTAATTACCTTGTCATTTATTTTACTATATGTTTTTGAGTTATT
-TTAGTGGTTGTCCTGAGGATTACCATTAATATTGTATCTTAATTTACTACAATTAGGGTG
-AGTGTGGTGGCTTATGCCTGTAATCCCAGTGCTTTGGGAGGCTGAGGCAAGAAGATCATA
-TGAGGCCAGGCATTTGAAAGCAGCCTGGGCAACATAGTGAGACCCCATCTCTAAAAAACA
-AAATTAGCTCAGCATGGGAGTGTGCACCTGTAGTCCTCCTAGCTATTTAGGGGGCTGAGA
-TGGGAGGATCACTTGAGCCCAGGAGGTCAAGGCTGCAGTGAGCCACAATCAAACCACATT
-ACCCCAGCCTAGGTGACAGAACAAGACCCTGTTTCTAAAATAAAAAATGTTTTAAAATAA
-ACAATTCAGTTTTTTATTAATACCAAGTTAATTTCAAAAGCATACAAAAACACACTGCTC
-CTAAAAGTATACAAAAACACTCCTCCTACACAGCCCCACCCCTCTCATGCTGTTGTCACA
-AATTACAGCTCAGTATATTTGTGTCCATCAACATGGATTCATAATTATTGTTGTATACAG
-TTGTCTTTTAGGACAAAACAATCACATACAAAAAAATACATGTATGCTGTCTCTTATATT
-TAATTACACAATGACCTTTTCTGGGGCTCTTTATTTCCTCCTGTGAGTTCCAGTTACTGT
-CTAGTGTCTTTTCATTTCAGCCTGAAGGACGGTAGGGCGGGTCTACCTTTGTTTATCTGG
-GAATGTCTTAATCTCCCCTTCATTTTTGAAGCAGCTTTTGCTAGATGTAGAATTTTTGGT
-CAACAGTATTTTTACTTTTGGGAATTTGTGCCATCCCACTGCCTGCCCACCTCACGACCT
-CTAATGAGAAACTGGCTGTTCATCTTTCTGTGGATGCCTCATACATAACGAGCGGCTTCT
-CTCCTGCTGATTTCGACGTTCTCTGTCTTTTGGAAGTTTGCTGATGAGGTGGTGGATCTC
-TGAGTTTATCCTACTTTGAGTTCATTGAGCTTCTTGAATGTGTAGGTTGTTTTTCATTAA
-ACTGGGAAGTTTTCTGCCATTATTTTTTCAAATATTGTTTCTGCTCCTTTCTCTTCTCTC
-CTTCTGGGACTCCCATTATGCATATGTTGGTCCATTTGACAGTGTCCCACCCACAAGTCT
-CTGAGGCTTTATTTTTCTTCCCTCTCTCTCTCTCTTTCATTTTTTGTTTTGAGACAGGGT
-TTCTGTCACCCAAGATGGAGTGCAGTGGTGCAATCTCAGCTCACTGCAGCCTCCTCCTTC
-TGGGCTCAAGCAATCCTCCGGCCTACCAGCCTCCCAAGTAGCTGGGACTACAGGCACGCA
-CCATCACATCTGGCTAATTTTTGTATATTTAGTAGAGACGAGGTTTCACAATGTTGGCCA
-GGCTGGTCTCAAACTCCTGACCTCAAGCGATCCCCCTGCCTTGGCCTCCCAAAGTGCTGG
-GATTACAGGTGTGAAGCCACTGCACCCGGCCTCCTTTTTCTTTCTGTTCCTCAGACTAAA
-TAATCTCAATTGGCCTATCTGCAAACAATTCAAATCTGCTGTTGAGCACTTCTAGTGCAT
-GTTTTATTTGTTCTACTTTTGTTCTACTTTTCAACTTCAGAATTTCTATTTGATTCTCTT
-TTATAATTTTTCTCTCTTCACCAGTATTCTCTATTATTTGATAAGACATCATCGTCATAC
-TTTTTTTTTTTTTTTTTTAGTTTTAGTAGAGGCAGGGTTTCACCATGTTGGCAAGGCTTG
-TCTCGAACTCCTGACCTCAGGTGATCCACCCACCTCAGCTTCCCAAAGTGCTGGGATTAC
-AGACGTGAGCCACTGTGCCCGGCCCATACTTCTTTTTTTTAGACAGTCTCACTGTGTCAC
-CCAGGCTAGAGTGCAGTGGCACAATCTCAGCTTACCACAGCCTCTGCCTCTTGGGCTCAA
-GCAGTCCTCCCACCTCAGCCTCCCAAGTAGGTGGGACTACAGGCATACACCACCACGCTT
-AGCTAATTTTGCTAATTTTTTGGTAGAGACAAGGTCTCCCTATATTGCCCAGGCTGATCT
-CAGACTCCTGAGCTCAAGCGATCCTCCTGCCTCAGCCTCCCAAAGTGCTGGGACTACAGG
-TGTGAGCCACGCGCCCGACCAACTTGTGTATTTCTAGTAGAGATGGGGTCTCACCATGTT
-GGCCAGGCTGGTCTCAAACTCCTGAGCTCAAGCAATCCTCCTGCCTCAGCCTCCCAAACT
-GCTGGGACTACAGGTGTGAGCCACGTGCCTGGCCCTCACACTTTCTGTTAGTCCTTTCAA
-ATGGGATCTTCCAAGGAACTACTAGACATAAGAAAACAAATAATGACAATTTTTTTTTAT
-AAATGAGGTCTATTTTGCTATCTCCAGTTCTGGGGATGCATGCTGTTGGTTTTTTGAGGC
-AACCATTGAGCTGGGGAGCAGAGGATGAAACCAGAGCACGTTAAAATACAACATAATTCA
-CAGTTCTTACCAAGATTCGAGATTTTACGTATCCCATTTGCTATCCGTCTCTTCTGCTCA
-AGGGCAGAGATTTCCTGTGAGTTTTCCTCACTCTCGTATCTCCAGTGCCTGACACAGGAC
-AGGAGCTGCACGAGTTTGTTGAGTGAGTTTCTGGCTGTGAACCTGTGAGGCTGAGTGCAC
-GAACGTGTGGGCAGGTGTGGCTGTACAGGTGCGGGTTCAGATGGGAGTGCAGGTGAGGGA
-TGTGGCTGTGGCTGTTCAGACCTGGGGTGTGATCAGGGCCTACGGGCCGCAGCCAGGATG
-CCTCCCTGCCTCCCTGCAGAAGCGGATGCAGCAGATCATGGCCCACTGCTTTCTGGCCGC
-CAAGCCCAAGCTGGACTGCAAGCTGGGTTACTTTGACCTCATTGGCTGTGACTTCCTGAT
-TGATGACAACTTCAAGGTGCTGTCCTGGGCGGCGGGGGGCACAGTAGACAGATGCAAGGA
-GGCAGGGGCCATCTGTACACCCTGACCACACTGGCAGGCCCCAGGCAGAATCTGCAGTCA
-GCCCCCACCCTGCCTGCATGCAGCCCTGGGGATGGGTGTATCCATGAGGCTCACCCCCTG
-TGCAGCTAGGATGGAACTGCACCCCCTCCTCAGAGCAGCCCCCTCAGGCCAGAGCTTCAG
-ACCCTCAGAGCTTCAGTGGACAAACAGGGGAGCAAGGCTATAGGAAGGAAGCAATCTCCC
-AGAGCCATCTGTCTGAATGAGGACCAGGGCCTCTGCCTCCTGCTGGCCCAGTGGGCTCGG
-GGTGAGGAGGGACTGACTGGCGTCTGGGGCAGGTATGGCTGCTGGAGATGAATTCTAACC
-CAGCCCTGCACACCAACTGCGAGGTCCTGAAGGAGGTCATCCCAGGTGTGGTCATCGAGA
-CCCTGGGTGAGCCTCCAAGCCCCCACCCCACACCCCCACAACCTGCCCAGTCTTGAATGC
-CTACCTGCCCTCTTCCCAAGTTCAGACCCCCACAGATGGGGCTCTTCCACCTCCCGAGGG
-CCTGTGTGGCAGCGCCGCCCCCTGCCCCAACCTTCCCCACACCTCAGCTCACCTGGGTCC
-CACCCCTCACACCCTCCCCACCCCCTCCAGCCCCAGCCTCTGCCCCCCACTCACCCTCTC
-TCCCCCACCCGCACCAGACCTGGTGCTCGAGACCTTCCGGAAGAGCCTGCGCGGCCAGAA
-GATGTTGCCTCTGCTGTCCCAGCGCCGCTTCGTGCTCCTGCACAACGGTGAGGCCGACCC
-GCGGCCGCACCTGGGGGGCTCGTGCAGCCTCCGCCGCTGGCCGCCCCTGCCCACCCGCCA
-GGCCAAGTCCTCCGGGCCACCCATGCCGCATGCCCCAGACCAGCCGGGCGCCCGCAGGCC
-TGCGCCACCTCCCTTGGTGCCGCAGCGTCCCCGGCCACCCGGCCCCGACCTGGACAGCGC
-CCACGATGGGGAGCCCCAGGCCCCGGGCACGGAGCAGTCGGGCACAGGCAACAGGCACCC
-GGCGCAAGAGCCTTCCCCGGGGACAGCCAAGGAGGAACGCGAGGAGCCTGAGAACGCGAG
-GCCCTAGGGGCAGCCACCCGCGCCCAGCGCCCCGCGCCCCGCGCCCCAGCCGTGCTGCCT
-GCCCTCAGGGACCTATAAAGCCCACTTTGCTACAAACACAGTCTCTGCAGCAGAGTCCTG
-CCACCTCAGCGCCCCTGAGCCCATGCCCACCGGGGTCACCCCCACCACACCAGCACTGGC
-CTGAAAGATGCTCCCCTGGGACTTCCCCAGGCCCCCACTAGCCCCCAGTCCATGGCTGGG
-CCCTGTCCCTGGGGAGACTGTGCTGAGGGAGGGGGTCTCCGCGGCTGGGCCCAGTCCTGG
-GGGGCTGTTCTGAGGGAGGGGGTTCCCCACGGCTGGTCTATACTCCCTCCCGGGCTGCCC
-CATCCTGGGCTCCCGCCCACCACCCTGTGCCCCTCAGCACCTGGGCCCTCCTGCCGCCCT
-GTGACCCCACGGCCCCCATGGCCTGGCCGGTGATCCACCATTGCCTGTCATCCCCAGGAA
-GGGTCTGAACCCCTCTGGAGCTCCAAAGGAGGAGCCCCTTGAGCCCAGGATTGCTGCCGT
-GGGCACCCACAGAGCTCGCCCCAGCCTGCCTGGCACAGAACCTTCCTGGGCCTTTAAGCC
-CCAAGCCTGGCGCTCCAGCTCCCTGAGCCCCCAACCTTCCTGCAGTGGCCCCAGGACTTA
-GCCAGGGGTGAGGGGCACAGGGCAGCTAGCCCCAACAAGAGGGTCCCACAGAAGACATGC
-TAAGCCCACACTGGCCAGGCCCTGGTCAGCCCTGTGTAGCCGCTGATGGTTCTGTTCCCC
-ATGGGTCTGGGGGTTTGCGAGGAGAGCTCTGGCGTCCCGGGGCCTCTGAGGCGTCCACAC
-TACCCACCCCCTCACTCATCTCCCACCCAGAGAGCTAAAGTGTATGGGCCTCTTCCCAAT
-GGCTGGCTCAAGGTGTCTGTGCCCCCCAAGTCGAGACCTGAGGATCGGGGGGCCCCGCCC
-CCAGGCCCACCCCCCACATGCCCTGCCTCCGACTCCACACGGTCACGGCCAAGTCGCCGG
-TCCCTCCTCCTGCCCTGCTCCGCAGCCACGGGGGACTGAGGGGCCAGCAGAATCTGCTTT
-GGCCACGTGGCCACCCTGCGCTCCACAGGGACAGCAGCTCCATTCCCTGGGACTCGGCAG
-CCCCGGCACTGCTAGAAGGCACCGTCGGCTGTGGTCTCTGGCCAGCACAGCAGGTGGGGC
-ACAGCCAGGGCGCCAGGAAGAGGAGAAGGCAGGACAGAGGGAACTGGGGACCACAGAGGC
-CAAAGGAGGCCCCAGGTCTCAGAGCCAGTGAGGAACCACCCCAGGCCAGGGGCAGCCCCC
-ACCAACATGGTCCTTTCGCTGGGGCCTGGAGTGGGGGTTCCCAGGTGAGGGGCTGGGAAC
-ACACCTGTCATTGTGATGGGGTCCCCAGTCCCCTCCCAGCAGGTCTGTTGGACCCTCTGG
-GGGCCAAGGGCAGCAGCGGCCTGTTCTGCAGCCCACTGAGGCCAGGGAGGGGTGAAGCAG
-GAGGGGCCTGGGAGGGGTGAAGCCTCCATGGCTGGCCAAGCACCCAGGACTTGGTTAATC
-CACACCTGCTCTTAGGGGTCAGGGCCACACTGCCTGACGGCTTCCAAGGCCGCTAATGGC
-CACATCACCTCAGGGTCCTCCCTCTGCTCTTGCTACCCTGATGCCCCTGGGGCCCCTGTG
-CCCTCCGGCCTCTGCCCTCGGCTCTGCCCCACATGCCTGGTGCTGTGTCGCGCCATGATC
-CCAGGTCAGGACTACATCCCCTGGTGACATTGGAACCGTCCAGCTCCCCTCCCTGTGGCG
-CGTGTGGTTACACCCCCAGGCTCAGGGGCCCCACGACGTCAGCAGAGGTCACCTGAGCCC
-GAGGGGACAATGGAACCTTTGCCGCCCCTGGGCCCTGACTGGATGTGTCACCGCCAGAAC
-CCATGAGGAGGGTGCACGCTGGCAGTGGCCTGCCCTGGCGTGACCGAGCCCCACCCCCTG
-CAACCCAGGGCCCCCTGAAGACCTAAGCTGAGGACCCAGATACTGTTCAGGAGTCCTTGG
-TGCCCCAAAGAGCCCAAAAGTCAATGAATAAACAAGGTTTCCAGAGAACCCAGGAACAAC
-GGCCACATCCCCGCCGCCCAGCCCGTAAGCACCCGTCTGCGAGGTCACAACAGCATGGAC
-CACCAGGGAGAGGGGGACTGTGGGTGCCTGAGTATCTGGCAGTACAAGGTGCTCCCCAAT
-ATTCAAGTGAAGTGACCAGCCAGGGGCCACAGGAAAGGCATCAGAACTCCTCGGGGACAC
-GAGAAGTTCAGGCAGGGTCAGGGCGCTTCCTGGAGACGGCGCCAAGCTGGAGCCTGGGAC
-CCAAGGTGGAGGTTCCTGACAGCTGACCCCCCCACCTCCCTCTCCCCCTCTCTCTTCCAC
-AGGTGAGTCCTGGGTCCTGCTGCCAGGTAGCGGACTCAAGGGGAAGGTGTGGGGGATTAA
-GCTGCCCCCCACTCGGACCCAGGTACAGCCACACACCCTCCATCCCCACAGCCTCCATCG
-TGGGGCCTGGCCAGCACACTCTCACCAGCAGCGGGGGCCTGGGGTCTGCTGAGGGCCAGT
-GGGCCTGCGTGTCTGTTTCAGCTAAAGAGACCTCGGACCCCGGAGGACTCGAGGCCTGCG
-TGTCCATGGGGCCCCCTGTGCCCCCGCCCCCTCCAGCCCGTCTCCCCTGAGTGTGTCTTT
-AAGACGGGGACCAGGACAACTGAATTACCAACTCCGGAAAGACCCCCAATTCCTGGTTTC
-CAGGAAGATGAGATTTGTGAGAGGCGGGGGTCTGCTTCCTCCCCAACGCCAGGCGCCACC
-GCCTCCCATGAGGGTCACTGGCCGAGAGGAGCTAGCCCTCTCCTGTCCTGTCCTCAGAGC
-TCAGCCCAGCATCGGAGGGGACAGCAGTGATGACCCAGGTCCTGGTCAGCGGGCACAGAT
-CCCAGCAGCTGGGGCAGCCGGGGACCACCTGTCCCTCAAGGACCTCCCCACCTGTCCTGG
-CGCTGGGAAAGGCTGTGTCCAGCTCTGTCTGCGAAGGGGCCCCCGCCATAGGTGTCTCTG
-TCAGCTGCGGGGGGTTCCCGCAGGGCCAAGTCCAGATCTCAGTGGAGGGTGGGGAGGGGG
-CTGGCTGGGAGGGGAGGCTCCGCAGCGGCCGGAAGCGCTTCTGGGAACAGAGGTGGCCTC
-CGGCCCTTTTCTCAAAAGTCCGACCCCAGCGGGAGGTTGGGGCGGCTGCGGTTTTCCGGG
-CAGATGGAGGCCGCCCTGTGCGAGTGGCTCGGGCTTCCAGGGGGAGCAGAGAGGGGCCCC
-TCCCCGTGGAGCCGAGACCACTGCGCCCCGAGTGGGAGGGGGCGGCGGCCTCTCCGCCGC
-GACCCCGGCCCCTTCTCCGCACCCGGCCCCGCCCGACCCTCCGCGCCCTTGGGACCCCCC
-CCTCCATGGCGGGTTCGCGCTGGCCTCGGCCTCCCCCACTGAGACCCCTGGAGGCGCCCC
-CGCCCCCACGCGCGAGAACCCGCCCGCCTCCCCCGGGCTCCGCGACGCACGCTGGGGCCC
-CCGCCAGGCCCGGAGGGTCGCGCTCCAGGTAAAGCGCGCGGGGCGGGCCCGGGAGGAGCC
-GGAGACTCCGGAGACCCCGCCCAGAGCCCGCTCCGCCGCCCGCGGAATCCCCCGCCCGTC
-CGCTGTGCGTCAGCCCGGCCGCCCCCGCGCTGACGTTTCCGCGCCGAGGCCCACGCGAGG
-CCGCCCACGAGGAGTTTCCGCGCTGAGTCAGCCCCGCGGGACCCGCGCTACGCGGGCCGC
-CGGTGTTTTCTGGGGCCGGTGCGGGACAGCCCCGGTGTGGGGGGCGCGTGGGGAGAGCCG
-GGGCCAGGCGGGGAGGATCCGGGCTGCAGGCAGGAGTGCGCGGGGCAGGGCCCGACCGCT
-CAGCCTCCCCGGGGCTCACACGGGAGGAGCGCGCCGAGCCAGTACCCAGCCCCGAGCCCA
-GTACCCAGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTA
-CCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCC
-AGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGC
-CCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTC
-CAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCCCGAG
-CCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCC
-AGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGT
-ACCCAGCCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACC
-CAGCCCCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCCCCAGCCCAGTACCCAG
-CCTCCAGCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCC
-CGAGCCCAGTACCCAGCCCCCAGCCCAGTACCCAGCCTCCAGCCCAGTACCCAGCCTCCA
-GCCCAGTACCCAGCCCCGAGCCCAGTACCCAGCCCCCAGCCCAGTACCCAGCCCCGAGCC
-CAGTACCCAGCCCCGAGCCCAGTACCCAGCCCCGAGCCCAGCACCCAGCCTCCAGCCCAG
-TACCCATCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCATCCCCGAGCCCAGTAC
-CCAGCCTCCAGCCCAGTACCCATCCCCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCA
-GCCCCGAGCCCAGTACCCAGCCTCTAGCCCAGTACCCAGCCTCCAGCCCAGTACCCATCC
-CCGAGCCCAGTACCCAGCCTCCAGCCCAGTACCCATCCCCAAGCCCAGTACCCAGCCCCG
-AGCCCAGTACTCCACGACGCCGAAGGGCCGGGTCCTGCCTCCAGGGCTGAGCACCTTCCC
-CAGTGTCCCTGTGCCACCCTTGGGCTCTCCACACTCCAGGTCCCATGTTGGGGGGGGAGG
-GGAGCAGACGTCCCCTCTGCCCCGTCCACCTACTGTGAGCTGGGCCCACCGCCCCACTGG
-GAGCTGAGCTGGGGGCCAGGTGTGCTGTGCCTCCAGGGTGCTGCTGAGACGCCTGCACCA
-GCCTGCCCGCCACTCCCCGGCAGCTGAGGGAGCCTGTATCAGATCTCACCTGGAGCCTGG
-AGTGGGAGGCTGGGCGGGCCGAGGGTGGGATGGTGAGGAGAGAGGGCTGGCCTGGAGACG
-GGGCCGCCCAGCACCAGAAAGTGCTGGATGGCACCCGGGGGCCGGCAGGCTGTGTGGCCA
-GAAACCAGAGACCCAGGGGCACCAGAGAAGAGCCCCAGAACGGGGGAAGCCGCTGAGCCT
-GTATCCCTGAGGAGCGCTGGGCCCAGGACTGGAATGGCCCCTCCTCGGGCCCCACCCCCA
-CCCAGCCAGGAGTTCCCAGAATGGGCCCTGGCTGCCCTCCGCTTTGCCCCCTGTGGAGGG
-GACCACGGCCAGGCATGAGCACGGTGCCCCAAAGCCCAGCCCCGGGTGCCCCGTCCTCCC
-CCAGCACCCAGCATGCATCCACTCAGGTCACTGGACAAGTGTTTATTGAAGGTCCCCTGC
-AGCCGGGTCCCGTGCTGGGCACTGCACACCCACGGACACAGCCTCCCGTCCTAAGACCCC
-ACCCCATCAGGGCCAGCAAGGGAGGAAGGGGGCCATGACTGTGTCTCTCTCTCCCTCCTG
-CAGGGCCCAGCCGCGGCCGCCGAACTGCATGGTCCAGGGCGCTGGTCACTGCCACCTTCC
-TGCACCCACTTCTGCTGCCAGGGGAGCAGGGCCCGGCCCAGAGCAGAACGCAGAGCCCCT
-GCGGCCTGGGGAGCTCCTGGGGAGGGGCTGGCTGCGGTCGGTGGCCCCGGAGGACGGCCA
-GGCTCACACCCACAGGTCTCCCAGCCGCCCCTTCTCCTCTGCCGATCGCTCGCCCCGCTC
-TTCCTCGGGGAACTGGCAGCTTCTGGCGTCTTCGGTCGACGGCGGCACCTCCAGCAGCAG
-CTGGGTCTCTGCAGGGGGGCCACGGTCAGCAGGCAGCCATGCTCCCACCTCCCCGCACCA
-GGCTGTGACAGACCTCGGGGCCACATGCACTGACTCCTCAGCTGCCAGATGTGCAGTCCA
-AGCTGGGCCGAGGTCAGGAGGAGGACGCAGGCGGCCACGGCCAGGAGGACGACGGTCAGC
-CACCCAAGCGGCTCTGCCGGCGGGGACCCTGGGACGCACACAGCGTTGTGGGTCTTGTTC
-CCAGGGAACACAGTGAGAAACCCGAACTGGGTGCAGCTGGAATACATGGACGCGGCCTCC
-TATCAGCCCCCGGACACGGCCTCCGATCAGCCCCCGGCTGCTGCCCTCCGTGCTGTCTGG
-GGCAAGGGACAGGAGAGGACCCTTCCTCAGAGTGGGCCTGGACCACCCGGCCACCGGCAG
-GGCCCACCCAGGACTCACTCTGTCCAAGGTTTGCAGTGGCCTTCGTGGCCCCCGGAGAAG
-GTCCCCGAGGCACAGTCGATACACTGGAAGCCAAAACTGAATTTCCCTGGTGTGGGGTGT
-GGGGGGAGGGAGGGAGGGAGGCTGGTGGAGTTGCTGGGATGGATGAGGAGGGCGTCAGGC
-CAGTGCAGGGGTCCATCTGGGGTCTGGGTGCTGAGTAGAATGCCCCCCCCATCATCCATT
-CAACAGAGTTCTTCATGGCCCAGGACTGGGGCCCATGTCTGCCCGTCCCAGGTGGGGCGT
-CTGGGGTGGGGCCCAGTGAGGGCACCTGGGGGAGGTGCGCAGAGTGCAGTGGGCCTGCCA
-GGGAGGGGAAAGGCCTGCCCATTGGGGGCTGAGGGTGGGCAGAAGCCAGGCAGGACCCAG
-TAGAACAGAGGGTGGAGAACAGTGAGGGTCCCAGAGAGAGTGAGGCTGGGTCCCAGTTGA
-CCCCAGACCCTGCCCCGTCCAACCTGACACAACCTCCCCAGTTGTACCTTCTCCCAGCTC
-TCATGTGCCCAGCCTGACCTCTCCTGTCAGGTAAACAAGCCGCTAAGAGGACTTGAGCTG
-CTCCTTCCAGAACAGGGTGCAGCCCCAGGCCCCAGACAGGACTCCGGGGGGCACAGGGCA
-GGCTCTTTCAGTATGTGGTGAGGACAGACAGGATGGGTGTCCCGGGCCTGAGAGCCAGAC
-AGCTCCTGGAACCCGCCCCCACCTCCCCGCAGGGTTCTCACAGCCCTCGTGCTGGATGGA
-GAAGCCCAGGCTGAGAAAGCAGGGACAGGACACCCCCAGAGCTTCATGGCCTGTGGTGCC
-TGAGCATGGCCTGGCCTGCCCGGCCTCACAGGACTCCGGACCCCACACACCACATGTCCT
-CGCCGGACACCTGTGCCCACGAGCTCTGCCTCGGGCCCTAGTGGAACCCCTGGCCTGTGT
-GGACTCCCAGAGGCACCTCCAGGACTTACCCTGGGACTGTACCCCCTGGCCTGGGGGACA
-AGGGTGGTGCCGGCAGGTCGTGCAGCAAGGGTCTCCGCAGTGGAATTCAGGCTGGACACA
-CATGCAGTCCCACTCGGAACAGCACTCCTCGCCTGGGCAGGAGACAGGCCAGCCCCCCAG
-CAGCTGGGCTGAGGCCCCCTCCTCCCCAGGCCTCCCCTCGGCCCTCCAGGGGAGTGAGGT
-TGTCCGTTCTCCACCCACAGTTGGCTCCAGGGAGCAGAGGGCTCCTGGCTGGGAGTCTGG
-ACCCTGGGTTTATCCAGCTGTCTCTTTCTCCTGGGGCCATGTGGCCTGGCTACTCCCCCT
-TTGCGCCCCACAGCTGCCCCTGCCCAGGTGCTAACTCCATATGCAACCAGGAGCTGCCCC
-TGCAGGACCCAGGGGTGGCCCCCAACAGTGCACAGTCCCCTGGAGGCCCGTCGACACCTC
-AGAGGCCGCCTGCCTGGTGTCTGGGCGCTGCTGTCCCCACCACCAGCCACACTGGGCCTC
-CGGACAGAGCCTCCCTTCCCAACCCACAGGCCCTGGAGGAAGAAGCTCTGGGGTGACTTC
-CCTGCCAGCTTCCTCTCCAGACCAGCCGTGTCAGCTGAACCCTCATCCCCAGGTGCAGGT
-CAGAGGCAGGCAGCAGGCCAGACGGTGGTGCAGGGGGGCCCTCAACTGGGCAGGAGGGGG
-CTGGGCGATGGCCAAGGGCTCACGACCCGCCCAGCAGGACCTGGAACAGCCGTCCTCCAC
-CTCCAGACCCCAGACCCCTCTTGAGGGCGCTCCCACCTGGCTCACCCCTGCTCCCGGCCG
-GGGCCACTGGCTGGAGCTGGCACACCTCCGCCTCCCTCTGGGATCCTGCCTCCCTCCGGA
-AGGCTCCCGCTGCTGGCGGCTCTGTGCCCACCCTCCTTAGACCTCAGCAACGCCGGTCTG
-AGCACGGGAAGGGGGGCGCCCACCCATCCCGGCTTCCGCGGGACGCCTTGGCCGGTCCGC
-GTTAAGTAAACGCGGTTTACTTACCCGGGTAATCGCGGCAGCAGCGCGTCGTGTGAACCC
-GGCAGCAGCGCGCGTCCGTTCCCGTCCCAAGCAGGAGGCGCCCAGGGCCGCACCCGGGAC
-CCCCGGTGGGGCGCTGACCCAGGCTGAGCGCGCACAGCAGCGCCAGGCCGCACAGGGCCC
-GAAACGCGCCCATCGCCCCGTGCTGTGCCATGCTCGGGTTTCAAGAGCCCACAGCCAGTT
-GGACACGCCCCGTCCCCGTCCTCACCCGCCCTGCCCGGAGGTGGCTGGGACCGTTCATGA
-CCTGAGAATCCCGACCCAGGTGAAGTGCGTGTGAGGAGGGGGTGTAGACACTGCGGACAC
-AGCCCGGTCCCCCGCAGGTCGCCGGCAGGGGCGGGGAAACCAGGCTGGCGGGGATCAGAA
-AGGTTTTCTATGCAAAGTCTGCGGCCACATTGGTGTCCCCAGTGCAGGGGGCGGCGTTTA
-TAGCACCTTGTCCCATGGGGGCCCCTTGGAGGGCGGGGGTCAGCCAATCACTCCTCCATC
-CCACTGCCTCCGGGTGGTATCTGCGAGTCCCCGAGAGGTCTCCACAAATTCTGGCCACCC
-CCAGAGAGCCTCAACCATGGAGCCCCGTGCTGGGGAACCCCACAGAATGGGGACAGGGAC
-CCCTCGGCTCAGCACACCCCACCTGGCTGGCTTCAGGTGTGAAACTCACCATGGGCTGCA
-GGCCTGTGGGCTCCCCTCCCCCTTGCTTGCAGCTCTCCAGGACCCCCCTCAGGCCAACCT
-GGGAAGTTCCCCGGGGCTTGGGAGGGGCACCAGGAGGAGCTGGTGGGGAGACGAGAGGGT
-GCTGGCGCCTCCTCGGGACAGTGTCAGCCGCCCCCGCGGGCACCCAGGGCCCGGTCTCTC
-AGAGCCACCTTCATCCGTCACACCAGACAGATCCAGGTCCCGGAGGGAGTTGAGGAGGAG
-CCCCTCGCAGAGCTCTTGGGAGACTGTCCTATGTCTTTCTGAGCCTCAGTTTCCCCTGTG
-GGCACCGAGGGGTTCTGGGACCCTGCCTCCACCAGGAAGCCTCCCTGGATTGCCCAGCCC
-TGCTTCTGCGCCGTCCAGCACAGGTGGAGACCCCCATGAATGCTGGGGGTGGGGGCTCTC
-GGGAACGTGAGCGTGGATGTGGTTCAACACCCTTTTGAGACCTGCAGCCACCGCCTCACC
-CCGTAAGGCGGTTCCTCCTTTTCCAAGGTAAATGACAGGAATTAGCTGTTTGTGACACCC
-CGGAGTTCTCAAATCCAAGATGTAGGAGCCTGCCTTGGAGAGGCAGCCCTCAGACACTGC
-AGAGAAGGAAGGGGTCTCTGCAGCTCCAGGCCGCCCCGACGCTCGGAAGGAAAGGGGTGG
-GGCCAGCTGGGCCTGGGGGCCTTTGAGAGGCCTGGAGATCTTCAGCCCCGAGGCTGGGAG
-GGGGTCTGGGCCCCTGGATAGAAAGAGGCGCCATCAGTGGCTCACGCCCGTAATCCCAGC
-ATTTTGGGAGGCCGAGGTGGGCCTCGGATCACCTGAGGTCAGGGGTTCGAGACCAGCCTG
-ACCCACATGGAGAAAGCCCGTCTCTACTAAAAATACAAAAAAAATTAGCCAGGCGTGGTG
-GCGCACGCCTGTAATCCCAGCTACTCGGGAGGCTGAGGCAGGAGAATTGCTTGAACCTGG
-GAGGCAGAGGTTGCGGCGAACCAAGATGGCACCATTGCACTCCAGCCTGGGTGACAGAGC
-GAGACTCCATCACAAAAAATAAAGAATGCTCATCAGACCACACGGTGTGAGTCATCCATC
-TAGAGGCAGGGACAGAGTTAGAGGAGCGAGCAGTTTATGGGGCCAAGTGGGAGGCGGCCA
-GCGGGCAGAGGAGCCCCTCCCCCCCGCCCCGTGGCGCAGCTGACACTTTGAACAGCCGGA
-GAGCAGCTTGCCACACAGGGTGGTCCCCGGAGGGGCTGCAGGGGTGTGACGTCCACCCTC
-CCATCCCTCTCGCCGCAGAAGGCCCCTCCCCGGCTCCCCGTGACTCCTATCCTTGGGCTG
-CGAGGCTGGAGGTGACTTGTTCATCTTATTGAGCAGCTCACCGGTGACACAAATGACGGG
-GCATTCACACAGCAGAGCAGCCCACGGGCCGGGCGAGGGACAGCCCTTGCGTACGTCCAG
-AAGGGCAGCTGTGAGGCCCCACGGGGAGGGTGCAGATGGGCACTGAGCCAGAGTTCAGGC
-AGGGCCTTCGGCACAGATGGCACAGGAGTTGCCAGCAGAGATGGCGTCAGGCGAGGGGGC
-GGGGAGGGTGAGCATGGAGACCAAGAGGAGGTGGCCCCGTGTCCATCTGGGGGTGCGGCA
-AGGGGTCCTGCTGGGGAATAAGTCCCACGGGGCCTGGGGGGTGCTGTGCCCAGAGGGGAG
-GAGACAGGAAGCGATGGGTATGGGCGCCAGGTTTGGGGAGGAGGCCCCTTTCCCATAGCC
-GTCGACCTGCGGGCCCCACAGGATCTGGCCGCTCCAGTCCCGGCCACCTGACCCCTTCCC
-CCACCCACCCGCCATCCTGCCTGGAGGTCTGGCCTCGCCTGCCCCACGGGGCGGGGGGCG
-GGGGGCTCTCAGAGGCGCGGCCCCAACCCTGTGCAGGGCCTGCAGGCTGAACCGTGTGCA
-GGAACCCGGGGAACTCGGTGAAGGTGCTGGATGGGGGACAGGACGGCCTCTGACTTCCCT
-ATGCTGCGGGGGGGGAGGCTTGTGGTTAGCAGAGAGTGGGTGGAAGACAGAGGTTTGAGG
-AGAGAGAGACCCAGGGGAGAAAACCAGCTGCAGAGGCAGGAGGGGTCCAGGGCAGCCCGA
-GGCCAGAGATGGGCGTCTTCCTTACAGCCACCTGTGGTCCCGGCACCTTGGGCTGTTGTG
-AGTGGCGCGTGGCGCTCCCACTGTGCACCCCCGGGGCCGGTTCCCCACTTCCACGACACC
-GGCAGGGGGGAGCCATCCGCCAGGCACAGGAGGCCTGGACAGCCGTGGGCAGCGTGCGCT
-GTTGGAGGACGCAGGGAGAGGGAAGGCTGGCCCAGGGACGCTGTGTGGGGCAGCGGGTGC
-AGCTGCGGGGCTGGGCCACACCAGCCACGGTAGCCGGAGTGTCCAGGCTGTGCCAGGCCC
-TCAGCAAAACCTTCCATGAGGCTTCATGTGTTTCTTCTTAAGTAATTTTTTTAAATTTCT
-TTTTTTTTTTCCAGTCACGTCTCACTGCAGCCTCCATCTCTTGGGCTCAAGTGATCCTCC
-CACCTCGGCCTCCCAAGTAGCCGGGACCACAGGCATGCACCACCACACCCGGCTGATTTT
-TTCTATTTTTCATAGAAAAGGGTCTTGCCATGTTACCCAGGCGGGTCTCAAACTCCTGAG
-CTCAGACGATCGTCTGGCCTCAGCCTCCCAAAGTGCTAGGATTCTAGGCGTGAGCCACCG
-TGACCGGCCTCGGCTGTGTGTTTCTTGCTCATGAGTGCAGTGAGGGCCAGGCGTGGTGGC
-TCACACCTGGAATCGCAGTACTCCAGGGCACCGAGGCAGGTGGATCACCTGAGGTCAGGA
-GTTCAAGACCAGCTTAGCCAACATGGTGAAACCCTGTCTCTAATAAAATACAAAAATTAG
-CCGGGTGTGGTGCTGGGCGCCTGTAGTCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATG
-GCGTGAACCCGGGAGGCAGAGGTTGGTGAGCTGAGATCACACCACTGCACTCCAGCCTGG
-GTGACACAGCAAGACTCCGGCAAAAAAAAAAAAAGAAAGAAAAAACAAGTGCAGTGAGAC
-GTCTTAGCCCTCGGGAGTGTTTCTCTTCAGCCCCTGACACCATGGAGGCGAACAGGCACC
-TCCGCCTCCCGAGGGACACAGATGTCGCTTAGACGCCCGGGGTGTCTTCCCTGCGGGAAG
-CCTGCAGGGCTGCTCCCGCCTTGTTCCCGAGCTGTGGCCTCGGGCGTGACTGGCGCTCGG
-GAGCAGGCTCTGTGCTGCTCGAAGGATACCCCACTCCCAGACACCAGCTTGAGAAGATTC
-CCGCACGGCCGGGGACGGCCCCAGGGCCTTGGGAGCGTCTGTGGACACCTGTGGTGTGGG
-CCGAGGAGCTGGGAGCTCATCTGAACACGCCAGCACTCGCGCATCCACGCTGCTGGCGGA
-TGCCTGGGTTTCTCCACTGTGGGGCCACGTTACATGAAGTCGCTGTGGTCATTCTCATTC
-AGATCCCAGGACTCTTAAGTGCGCAGGAGTGGGACGGCCGGGGCCCAGGGTGGACAGAAA
-GTTGGCTCAAGCAGAAACTGTGGTTTCCAAGGTGACTGTCCCCCTGGACACCTATGGCAG
-GGACATAGGGGCCGTGTGGGCCCTTTGCAGGGACTCCTCGGGGTGCTCAGGGGCCCTGGG
-ACCCCCTTCCAGGTGCAGCAAGGGGTGGGCGTAGGTGTGGAGGGGAAGAGGGGCAGGTCT
-CTACACTCCTCCTCCAAGGACACAGAGCCCCGGGGGTCAGCCACTCCCAAGCTCCTTGGG
-CAACCCGGGGCTCAGGGGCCAGCTGCCCTTGTCAGCGCCTGGCCAGGAACCTCCACCCCA
-GGCAGCCTTGGGCCTGAGCTTTCCCAGTCTCTCCCCCCGCTCCCCACTCAATCTGGAACT
-CGCACCCAGGGACCAACCTCCAGGGTCCCACTTGACCCCGCTACCCTCACCTCCACCCTG
-GCCCAAGACCCCTCTCCAGCCACAGGTTGGCACAGCCCAAGTCTCCCAAGACCCCTCTCC
-AGCCACAGGTTGGCACGGCCCAAGTCTCCCAAGACCCCTTTCCAGCCACAGGTTGGCACG
-GCCCAAGTCTCCCAAGACCCCTCTCCAGCCAGAGGCGGGCACGGCCCAAGCCTCCCAAGA
-CCCCTGTCCAGCCAGAGGCGGGCACGGCCCAAGCCTCCCAAGACCCCTCTCCAGTCAGAG
-GCGGGCACGGCCCAAGCCTCCATGCCACAGGTGTGCAGCCCACAGTGCCGGTCGGAGACT
-CCCGTCTGCCAAGGTTTTTATTGTGGTCCCGCGGGGCAGGAGGTATGCATGGCATACGTA
-AGCAGAGAGCCGGAGGCAGCCATCGGCACCTAGAACGGTGCAGAGTTGGCCCAGGAGCGT
-GGCGGGGCAGGCGGCCTGCACCTGCCCTGCTCGCCCAGCAGACCCTCCGGGCTCCAGCCT
-GGCGGGGCCCAGCGTCCACCTTGGTGGGCCCAGGTCAGATCTTGGCCAGGGTGGAGTGGG
-CGTCGGCCTGCTCCTCTTGGATGGGGGTCCGGAAACTGCCTCCCCCTGGGGAGGAAAAAA
-GGAGAGATTGGTGGGTGGGCCTCACCCGCCAGGAGCAGTGCGGCAGGGCCATGAGGCACT
-CACCAGGGGGCTTGTGGGCATCGGGGGGCAGCCTCTGGTCCCTCCGGAGCAGGTACAGGG
-CCAGCAGGATGGCCAGGGGGCCCAGCAGCCCCAGCACCAGGCCCAGGCCCAGGATGGCGG
-CAACCGCACGGCCTGCAGGAAGGGGTCTGCTGGGTGGGGTCCACAGGAGGGGCCCCCATG
-CCGCCCTCCCCTTCTCCTATTCGGGTTGGGGGCCCCGCTGGGCTGGGCCAGGCGCCCTTA
-CCCCCGGGGACCTCCACGGGCCGGGTGGAGGGTCCCTGTGAGGTTCTGGGCCAGGCTTCA
-GTGGGCTGGACAGTGATGGGCCTGGCCGGGGGGCCCTGGGTCTCCTGGGGCTGCGTGGCT
-GGGGGGTCCCTGTCCTCACAGATTGCGTCCGAGCTATTGCTGGCCGGCTGCAGGGTGTGC
-TTCCCAGCCAAGGTGCAGCTGTTGGGGAACAGGAGGTGTTGCTCAGGCCAGAAACCCCCT
-GGGACCCGGGAGATGCGGTGGGGATAACAGGGTCCACGCTGGCCAGCCACAGGCAGCATC
-TACCACAGACACCAGGCCAGTGACAGCCAAGGACGCTGCCCAGCCCCACGTGCCCCCCAC
-AGGGGCCTCCAAGGCCACACACCCTTCTCCCACATCTACACCCCCCACCAGCACCTCCCT
-GTCCTGTGCCCCCAGGGCCTCCCAGCTGCGGAGGGTGAGGGTCCCACACACCCAGCTCCA
-CCCACAGGGAAAGGCTGCCCCCAGGCAGCAGCTTCCTGCTCCCCAACCAGGTCCAGCCAC
-ATAGCCAGGCCCCCAGGGCCACCAGCACCTCCCCTTCCCCCAAAACTGCCCCCACCCCAC
-CTGCCCCCCCAGCCCCTCCCAGCTCCCCAGCTCCTCCGCCCTCCTAACCACCCCAACCCC
-CCCCCAGCCCCTCCCAGCCCCTGGCCAGGCCCCTCACTTGGTCCAGGGCTTGCAGGCCTG
-GTTGTCGCCTGGGGAGAAGTGCCCTGGAGGGCAGGGGGCACAGTCTGCAACAAAGATAGG
-GTGGTCAGGGGCTGCCCACAGGCCCCGGGTGCTGGGGACATGGGGCAGAGCCTGTGGGGC
-AGGCACTTGCCCCCCATGGCTGGGTGGTGGGTTTGGCCTCTGGAAGCCCTCCCTGCCCAC
-ATCCCACCCGTGGGCCCTGACCCGGGAGCTCGGTCTTGAGGATGCCAGAGGAGGCACCGG
-TGGGGCCAGGTCCCTGCGGCCCACGGCCCATCTGCGTCACAGACAGCCGCTATGCACACC
-CCCAACCGCCGGCCGCAGCCACCGAGCTCACCAACTCCAGGCTTGTAGCTGTCCAGGGGC
-TGGGTGCCCGCCCGGCAGCGGCAGACTGTGTCCTGTGTGGCCGTGCACAGCTGCTTCCGC
-TCACTCCCACTTCCTGAGCAGGGGCCGGATGGGGGGGTGGTCAGGTGGGGGCTGTGGACA
-GGGTCCTCAGGAAGCGTGGGCACTGGAGGACAGGTTGGCCTCCCCACCACACAGAGGGCC
-GTGGGCAGGGGTCTGCGGCCTCCCCTGAGACTTGGAGCCCCTGCAGCCCCCGAGGCTCCT
-GGGCCCTCCCTTCCTGGCCACAACCTGGGGCTGGTTCCGTGGCAGCCCCAGCCACCCTTC
-CCTACCCCTCCACCGCCTCCAGCCGCCAGCCCCGCCTGCGGCAGGGTCTCCATGGCCCAA
-CCCCCCAGCCTCACTGCTCAGGCCAGCAAGGCCAGGCCACATGGCCAGCGTGGTCTCCCC
-GACTCCACGTGGCCTGGGCCGAGTCTGGGCCCCCGGAGGGAGAGGGGGTGCCCCTGGGAG
-ACGCCTCAGCTCCTCGAAGGACCCCTGTGGCGGAGCAGACCCCGCTGTGGTTTGAGGTTC
-GTTTCTGCGGCTGTGGGAGCCCCATGCTGCTGCGTGGGAATGTGGGTGCCAGGCTGCCGC
-CCCCTGTGCTGGGTGGGGCTGTGGGGCCAGGTGGGAGCTCACTGAGGTTACACCACGTGC
-AGGGCTTGCACGGCTTGGAGCTGACCACGTCGTTGTAGAAGCCCGGCCCGCACGGACGGC
-ACACCGTGTTCTGGGAGCGGCTGCAGCGGCTCACCATCCCGTTGCCTGCAGCAGAGGCCG
-GCGTCAGGCAGCGGTCAGGCCCCAGGCTTGCGCCCGTGGACCCCCCCAGGCGGCTCCTCT
-GCCAGGCTTGGCCGGCCCCTCACCCGCCCCCTCCCCAGGACCAGCCTCCTGGCTGGCCCA
-TCCCTGCCCCAGCCCCCAGTCCCTGGAGTGCCCGTGCGTGGCGACCCCTCCTGAGGCCTC
-ACCTGGCCTGCACTCGTGGCAGCACCGGTCGTTGCTGGGGTAGGTGTCCCCGACACAGTG
-GAGCCCCGTCACGGTGCTCAGCCCCAGGCCCAGGAGGAGCAGAGCCGCACACGGCCCGCG
-GCCCAGCCGCCGAGCCCCCACGCACATCCTCGTCTCTGCTGTCGCCAGAGTCTGGGTTTT
-CCTTGCGGGGTGTGGCTATAAGGACTGTGGAGGAGGGGAGGGGAGAGGGGAGGAGGGCAG
-AGGAGGCGGGAGGAGGAAGGTGGCAGGCCGGGGACCCTGGCTGTGGGCTGGGCACAAAGG
-CGGGGTCTGGGCACCCCCAGCATTGGCTTATTCTGCCTTCTGACCTCTTCTGCCCAAGAC
-CACCGTGTTCAGACCCCAGGGCACAGTAGGGCCTGGCCTGCGGCTCGACCCTCAGCAAAA
-AGGTCCATGGAGCACGTGGGTAAACTGAGGCAGCACTGAGTCAGGAGAGGCAACTCCTCA
-GTCTGGACCTTCAGGGCTGTGGCACTGCTGAAGCATGGTCCCCCTTGTATGCCCAAGACT
-AGCTCTGAGCAGCAGTGACCACAGCCATGGTAAGACAGACACCCATGGCCAGGCACGGTG
-GCTCCCGCCTGTAATCCCAGCACTTTGGGAGGCCAAGGCGGGTGGATCACCTGAGGTCAG
-GAGTTCAAGACCAGTCTGGCTAACATGGCGAAATCCCGTCTCTACTAAAACTACAAAAAT
-TATTCGGGCGTGGTGGCGGGCGCCGGTAATCCCAGCTAGTCAGGAGGCTGAGGTAGCAGA
-ATCACTCGAACCCAGGAGACAGAAGTTGCAAAGCAGAGGTGGCGCCACTGCACTCCAGCC
-TGGGCGACAGGGCGAGACTCATCTCAAAAAAAAAAAAAAAGACACCCGTGACCACAGCCC
-ACGCTGAGTGTGCCTGAGCACGGCAGGTGTCTATGGCTGAACTGTGCCCCTTAAATTCCT
-GCGTGGAAGCCCTAACCCCCATGTGGCAGTGTTTGGAGACAGGCCTCTGAGGAGGTGGTG
-AGGGTGGGTCCTGGATGGCCTGGCGCACACGGGCACGCAGGCAGGTTTCCACCTTCTATG
-CAAACAGTTCTCAGGTTCCAGGTTTGCCCAGAGGATGCGAACTGCCCGGAGAGCTGGGGA
-GCAGGTGCGGGGCTGGGGGCTCCCTGGGCCCTTTCTGCACCTTTCAAATAACTGTGACCA
-GCCTGTGATTATCCAAAAGTTCATTTTTGAAGTTGCAAGTGGAGAGGGGCCTCTAGGAAC
-AGAGCAGCAGGGAAGGGGCTGGAAATCCCCTCCTCCCAGGAGCACAGGAAACAGCTGCCT
-GTCCTCGGCCCACCCGTGGGGAAATTCCCAGCCGTGGAGCCCGCTGGCCCTGGAGAGGGA
-GGGAGTGGAGGGAGAGGCCACCCGCCCTCGGACTGAGGGTCCCTAAGTTGGTCACCCTCC
-CCACGTCCCCACAAGTAGAGAGGACCCTGGAAGGGCTCAGAGCATCCCAGACAGTGTGTG
-TACCTGCATGTGCACACCCCAACCCAGGTGGGCAGAGGAGGAAAGTTCTGGCATTTTGTG
-GAAGGTTCCACCCAGCGTTCACAAGGGTTTCCCACTGACAGTGAGAAAAAGCTTACATTT
-GCAATTGGTTCCTTGGAGGTTCAGGTGAACTGGGGGTCTTGGTGGGCAACACTGCTCTCC
-TGGGGCCTAAGTGGCCACATCTGCCCACAGGTGCAGTGAGTGGGGCCCGTGCACCATGGA
-GAGGGCACCCCCAGCATATTGCTGGCAACTGCAATGGCCCCAGGATGGGGCACGGCCCCT
-CCTGCTTGAAGCTGCCCAGGAAGCTCAGGTCTCCTTGTCCTGGGCTTAAGGTCACAGGTC
-CAAGAAAGCCCTGCTGTGTCCATGGAACCGGGTGTGGCGTGGCCACAGGAGGCTGGACAC
-TGACCCAGAGCTCAGGACCCCCAAGGTCTGTAAGGCAGCCTGCAGCTCGAACCACATCCC
-CAGGAGCTGGGCTCCCCGCTCCACACAGTAGTGTCGCGGGCGGCACAGGGCAGCCCATGA
-GTGGCCACTGCTCCTCCAGTACCAGACTGGAGCTGGCTGGGGCCTCTGAAGGGCCAGGTG
-CCACCACATACCCAGCTGTCCCCCCGCCTTCATGTCCAGCACAGCATGGCCTCAGCTCAC
-ACCTCCCACCTCTGGGTGCACGGCCCTCAGCACAGGGCGTCGAATGCTGCTGCAGCTATG
-ATGGTCCCTGGCTGTGGCCTGGGGCCACGGATGGGGAAAGACAGAGTCCAGGCCACCGAA
-GGTTGGCTCCAGGGAATTACAGCCCCTTAGAGCAGGGCGTGGGACCATCCTCCCACCACC
-TGCGCTGGCCGTGGCTCTGTGAATCTCGTTTGCCTGGGAACCAGCCCAGGTGCCAACCCG
-CCCTCTCGGCCCCACAGGGGCCCCTGGGCAGGTGGGCTCAGGGCAGAGGCCGGTCACATG
-GGCACCACAGGGCAGACTGAAGAGGACACACTCCCGGCTTCCCTGAGCTCCCACTGGGAG
-AGCCAGGACACAGCCTGGGCCCCCACACGCCACAGAGCAGGACCCCCACCAGCCGTCCTA
-ACACACCCCATTCTCTGCCCCATCTGGGGCTAGGCCTGCCCCACTGCACCCAAAGACCTT
-GCCATCCTCCACCCAAAACCCCCAGGCGGCTCTGTCTCCTGCCTTAAATGTCCAAACCCC
-AAACTCAGTGGGCACGTCTGCTGCCCCCTGACCCCTACTCACAAACGCAGCGCTGCCCTC
-CGTCCTCCCAGAGCCCCTGCCCGTTGCCACCTGCCAGGAGAATCACCTCGAACCGGCCAT
-GACCTCCAACCCTCCACGTGACCCAGCACCAGCCTCCAGCGCTCCAGTGGAAACTGTAAC
-CACAAACCTAGCACGCTGCTGTTGTGTTTTGTTTCACGCCCAAAGAATGAAGCTGACCAA
-AAAAGGCAACTATATTTAAAGTAAATGTATGTGATTCTTGTCACAACAAATATTTGCATT
-TTCTCAGCGGCAGCTGCGGGACCTGGGTGGCTCCGACACGCCAGGCCCGGGAAGGACCCG
-GCACCCTCCCCTGAACTTCCTGGCTACTCATTTCCAGCGAAGTTTAATCTATTTTTAATA
-ATCGTTCAGTTTTCAAGGAAATGGAGGAGCTGTTTTTTCCCACGGAGCGGCGGCCCTGGG
-AGGGGCCGGGCCCAGAGGTTCCGGCCGCGATGCCGTCAGCGCCTTCGGCAGAGTGACTGA
-AGCGAGATTTCGTTCTCAGAAGTGAGATGCCACGATTTCGAGGGACCAGGGAGGAGGCGG
-CGCCGCGGGGCCACAGCCCAGCCCCGCGCCCCGACCGCGTCACAGCCAAAGCCCCGCCGG
-GGTGCGCGCTGCAGAGGGGACACGCCGCTCATCAACTGGGGCAGCCGCGGTCGGTCGGCC
-GGTGGCGGGCGGCAGGGAAGAGGTGGGGTCCGGGACAGCCACGGAGCCCGGAGTCACCCG
-CGAGGCCGCCCCGGTGGTGCGTGGGGGGCGGCGCGGGGCGCGGCCGGGCGCTCAAAACTC
-CTCGTGCACGCTGCGCGCGTAGTCCACCAGCTTGCTGCCCGTGAAGAACTCGCTGTACTT
-GAGCACCTCCTCGGGCTCCAGGTGGTGGTTCTGGTTCTCGTCGGCGACGGCGATCATCTG
-CTTGGCCTCGTTCAGCGCGTTGTACTCGTTCATGGGGTCCATGTAGCTCTGCGGGCGAGC
-GGGGCACAGGTCAGCGTCGCCTTTCCCCCTCCGAGCTCCGCGGCCAGCCGCACGAAGTGG
-CTATTTAAGGTGCCTATTGGCTGCAGCGGGAGTGTGGGCACGTTCTGGAAGGTTCCCGAA
-GGGAGGCGGCACAAATGAAAACACAGGGCAGGGAGAAGCCGGGGGCCCCGGAAGGCCTGC
-CCGGGGCCAGCAGGGGTAACGGGGCACAGGGGCTACACAGGCCTGGACCCCAGTTCTGAA
-GGATCCCTAACCTGGGCCGGGCCCACTGGCTGTCGCCAGGAATCACAGGATTCTACATAA
-AAACAAGATGACTCACTCAGCAGTGGGAGAAAAACAAGCCTACACATGATACCAGTGAAA
-ACGCTTCAGAGGAAGGTGGTAAATTCCAGCCATGTGGCACAGGCCGCCCCGCCCACCTGC
-ACCTGCTGGGCCTTGGACCTGCCTCCATGCTGGGCCCAGCATGAGCTTCCCCTTGTGGTC
-CCGTTAAAAAGGGGCTGTGAGAACCCTGACGCCTCCGCAAGGGGCTGAGGATGGAGCCCG
-GCCAGGCTCGCCTGTCTCTGATCCGTCTGAACCTAAACGCCAACAACGGCCATGCAGCCT
-GGTGGACACCGCTGAGCAAACGCCCCAGTGACCAGCCCAGATGGAGTCTCAGGCCAGACA
-CCAGCACAGCTTCCTGCCTCAGGCCCAGATCCACCAGCCCCTCCCGCCACAGCACCTCGC
-AGGGCCGGCTCCGGGACACGGCTGCGCCAGGGCTCACCTCCAGCTCCTCGGCGGTCACGA
-TGCCGTCGTGGTTGGAGTCAATGAGCTCCTCAAACTCCTTTTTTCTGTCTTTCACCCAGT
-TGTCGTCAATGTCCTGGCCCTGCTGGTTCTCCACGGTGCCCACGGGCAGGGAGATGAACT
-CGGGCACAGAGAGCTGCTTGTCACCGTCCTGGTCTGCGAGACGGGAATGGGTCAGCCCAC
-ACCCAGGCTGGGGCTCCCGCAGGACCTGCCCCGACCTCCCGACGATGCCCGGCCCCTGCC
-AGTCGGTCCTGGGTCCTGGCGTGCCGGCCAGGCTGGACCCAGCCTCACCCAGGTCCCGGA
-CGATCTCCTTCACCATGAACCTGAGCATTCCCCGGCTGTGCTCGGGGTGGAGGAACGACA
-GGAACTCCTCCTCCGTCAGCAGCAGGTCTGCAGGGGGGCTGTCCGCCTGGTACCAGCGGT
-CCTTCAGGTTCTCCAGGACTTCCTGTGCTGAGAGGGGCGCAGCCTGTGGGTATCGAGGCC
-GACAGACGCCAGCACGCAAATCCAGAAAGTTCCGAGAGGTGCTGCCTGAACTCGAGGGAC
-ACAGCCACCCGCGAGACCGGGGCCCCACCCTCCAGGATTCACACGTCCCCAGAACATGGC
-CCAGCCCCTAAGACACAGCCTGGACCCCCGCCAAGACATAACCCAGAGCCTCCCACAGGC
-CTGATCCCCAAAGGCATAGCTTGGACCCCTCCACACAGCCCGGACTCCCCAAGACAGCCT
-GGACCCCCCCCTGCCCCAGACCCCCAATACATGGATGGCCCTGACTCCCCACAGACACAG
-CCCAGACCCCCAGGACATGGCCTGGACCCCCCACACAGCCCAGACCTCTCAAGACATGAT
-CCAGAACCTCCCCATGGCCCAGACCACCCCAGGACACAGCTCAGAGCCCCTCATGCCTGG
-GACCCCTCAGGATGGGCCTGGGCCCCACCCCCCACACCCGCGCCTGCCCCTCTGGAGGAG
-CGGAATCACCCTGAAGGCTGACGTGCGCACGGCGCCGCGGGGCGAAGGACTCACTGCCCT
-TTTCCGTTTCCTTCACGTGTGACGTCACAGGGAGGAAAACACAGTTTCTAGAAATGACTG
-AGACTGGGGCTGAGCAGAGCTTCCCAGGAACCCTCCCAGCCGGGACACGGCACTGCCTCT
-GGGTGTGTGGCCCCCGCTCTCCTGCCGTGCCCACCCGGCCCCAACGGGCCCTCACCCCGA
-GGTCCCCACACATCCCAAGGACCCAAGCCACCCTGGGTCTCCAGGACAGAAACACCACCT
-CCTGCCCCATCTTGGGGCTCACTGCAGTCAGTGGCCAAGTCCAGTGTTGAGGCCCACACT
-CAGCCCCCTGCACGTGAGGCCCGACTCTGCCCTGGCCGAAGCCCCTGCCACAAGCCCGGC
-AGCCTCTGCGTCGCGCTCACTGCGGGATGAGGCCCAGCTGCCGTCCCATCTTATCCCTTT
-CTGAACAACCTCCATCTACACGACCGGTTCACTTAAAGGAAGACAGGAGTGACGGGGCTG
-TGGTTCCTGGGGCACCCCTCCCTGTCTGCTCCACCGCAGCTCCTGGGATGGATGGACGGG
-GCCAAACTGAGACCCATCCAGGAGAGGCACAGACGCCCCAGACAGGCCGGCCGAGAGACG
-CTTTCTCCAGCACAGGATTCTCACAGCCGCCGCCGAGCCCCAGCACCAACCTCAGGCTGG
-TGAAGAAGCCTTGAGTCCCAGTCCCTCCCCACGAGCCGGGCCTCTGCTGTTAGGGAAGGA
-TCTGGAGAGACCCTCCTGGATCAGGGAGAGTCAACGACTGCTGTCCCTGTGAGAAGAGGA
-CGCAGACCCAGAGAGAGGCAGCGATGGAGGCGGGGGAAGGGAGTGATGCCCGCCTGCCAC
-GCCTTCACCGCGGTCCCCAGAATCAGGTCTGAGGCGCGAGGACAGCAGCCCCCGGACTCA
-CGCGGTGACCCTCGCAGGAGCCATGCAGGGAGGGGTGGGAGGTCGCAGGAGTGACGCCTG
-CCAGCGCTTCCCAGGCCCCTCCTCCAGGACCCGGCAGCTGCTCTTCCTGAGCCAGAAACC
-AAATACCCAAAGAGGTCGGGGGGTCCTAGGCACCCTGAGGTCGGGGAGGCCAAGACGGAT
-CGGACACGGGTGGGCAGGGAACAGCACCTCAGCATGCATGGGGACCCCCAAAACGCAGAG
-TGAATTCTAAACACACCTCTGCTGAGTCCCAAAGGTAGACGGAGGCTTCACAGAAATGTC
-ACAGAGCTCTAGGTCCAGGTGGGCCATGTCCTGGGCAGAAAAGACCCAAATAAAGTGGCA
-CCAAGGAAAGACAGACACAATCAGAGTTGGGGGGCGGGCACGGGCAAGGCCTCCTGCCCC
-AAGCACATCGCCAACAGGCCGGACCAACGGGATGAAGCTTAAAGACGCAGTCAGGACAGC
-AGGGAACGCGGGACCGGGGTGGAGGCACGAACCGTGTGTGGGGAGGAAAATGTAAACCAC
-TCTTTTGGAAAGGAAGTAATAACGTCCAATTTGGCCGGGCACTGGGGCTTGTGCCTGTAA
-TCCCGGCATGCTGGGAGGCTGCGGCAGGCAGATCCCTTTAGCCCAGGACTTTGAGACCAG
-CCTGGGCAACACAGGGAGATCCTCTTACTTTTAGTTTTTTTAATGTCCAATTTGCAGGAT
-TTAGAACGGACAGGACCAAACTCCAGATAAGAGTACGTGAACTGGGAAAAGAGCAGGCAG
-AGCCAACAGGCTCAAAAGTCTCCGCGTCATTCTAGAAGGTCAAGGCCAGGCACAGGGGCT
-CATGCCTGCAACCCCAGGATGGGGAGAGGCCAAGGCAGGCGGGTCACTCGCGCCTGCAAC
-CCCAGGACGGGGGGAGGCCGAGCGGGTCACTTGAACCCTCTGAAATCCAAGAGTTTGAGA
-CCTACCTAGGCAACATGGGGAGACCTTGTGTCTACAAAATATATGTTTTTGAATCAGCTG
-GGCATGGTGGCACACACTGGTGGTCCCAGTCACTCAGGAGGCCGCCCCCATGGGGGCTGG
-TCACATGATATGGGCCGTTCCTGGCAGGAACGTATCTTACACCTTTATTTTTCTGTCCTC
-CAAGGAGGATAGATTGAGCCCAGGATGTGGAGGCTACAGGTGAGCTGAGATCGCACCACT
-GCACTCCAGCCTGGGCAACAGTGAGGCCCTCACTCTTAAACAATTAAAAATTAAAAATTA
-AAAAAAGAAAGAGGCTAAGACTAGGCGCAGTGGCTCACGCCTATAATCCCAGCACTTTGG
-GAGACTGCAGTAGGCGGATGACTTAAGTCCAAGAGTTTGAGACCAACCCGGCCAACACGG
-CAGAATCTATCCGTACAAAAAATACAAAAATTAGCCAGGCGCGGTGATGGTGCCTGTGGT
-CCCAGCTTCTGAGGTAGGAGGATCGCCTGAGCCCTGGAAGGTACAGCTGCAGGGAGCCGA
-GACTGCACCACTGCACTGCAGGCTGGGTAGCAGAGTGAGACCGTCTCATGAAAAAAGAAA
-GAAGAGGTGGTTTGCCTTGAGACTCTGGTGAGGAAATGTGTGTTACTGATAAGTTAAGCA
-GGCACAAAAAATAAAGGTGTAAGATACACCCAGCCTGCCAGGAGCAGCCCCGTATCACGT
-GACCAGTCCCGTGGGCGACACGGGCGCCCTGCAGGGCAGCAGAGAACCCACCCCAGGATG
-CCGGGCAGCGACGGAGCAGGCGACTCTGCACGTTCTCCTCAAAGCCCCAAACCAGACCAC
-GGGCATGACCGGGAAGGGCACACGGAGCCCCAGGGTGGCAGCAACGCCACGGTACCCGCT
-CAGCTGTGCCTCACAACTGGGCCAGCAGGGGCTTCTGCCTGGACGGCTCTCCCAGACCTG
-GCCCCGTGCAGGGTGGCCCGGCTCTCCCCTCACCTGGCCTTAGCCCGGGTGCCGGGCCCC
-ACCCGGCCCCACCCTCTTCACGCAGAGGCACCAGCTTGGACCCGCCCAGGGCTGAGGCTG
-CCCTGCTGGCCAACGGCCACACCCCAGACCCAAGGAAGAGCCTCTCCCTGGGACCTGACC
-GCTCTCTGGTGACCACCTGACGGCCACACAGATGTCTCCAGCAGACCCAGGCCTCAGGGC
-CAGGCCCTCAGGCACAGGCTGTGCCCTCTCCCCAGGAAACTCTGCCTCACGTGGCCTTCA
-GAGTACGGGGCAGGCCCCAACCCAGACTCACAGCCTCAGATTCTCTGCAGGACCTAACTG
-AGTAACGGCCGTGAAGGTGCCGTGACCAGCAGAGCTGAAAGCTGCCCAGGCACAGCTCAC
-ACGCTCCCCACCGGACTCCTGGGCGGCGCCTAGGTCAGCAACGGCTTCACCCACTTCCCT
-CCTGACAGCCACCACCAACCAGGTTGGGCCATGCTGTTAAGACGAACACGTGTGCACACA
-GCGGGTGTGAGGGCGCACTCACCTGCATGTACTCACGAGCCTACATGAACAGCTACCTGG
-ATGTACTCACAAGCACACGCACAGCGCACTCGTACACACGACACGCACACACGTACAAGC
-ACATGCACAGTGCACTCGTACACACGACACGCATACACATGTACTCACGAGCACACACAC
-AGCACACGTACACACAACATGCACACACGTACTCACGAGCACGCGCACAGCACACTCGTA
-CACACGGCACGCACACACGTACTCACGAGCACACGCACGGCACACTCATACACGACACAC
-ACGGCACACTCATGTACACACAACACACGCGCGCACACACAGGATGCCTGAGACCGGTGG
-CGGGAGCCTGGCTGAGCACTCACTTTCCTCATCCACTTTGAGTTCCTCGTTGAGCCTGAT
-GGCGTCGGCAACCTCCTTCTCGCTATGGCCTTTACTCGCCAAAAACTTCACCTTATACTC
-GTCCCAAGACACGTGACCTGGAAGAGCAGATCACACCTGTCAGGGCCTCTGATACTGAGC
-TGAACTTCCTTCTCAACTGAGATGGGGTCTTGCTCTGCTGCCCAGGCTGGAAGCGGCAGG
-ATGCCAGCGTCTGGAGCCCCAGGGCCCCGGCCAGCACCCCACACCCGTTTCCTCACCTGT
-GAGGCCAGCCGGCAACGTCTGTGCCTCGGGGCCACCAAGAGGCATAGACACCACCAGATG
-AAGGCCCCGAAGACATAAGAGGCGCCCTCCATGGGCCACGCCCAGTGCTTGGCACACACA
-CCTCTGTCACCAGGATTCTGGCATCATGAACCCAGCTTCCGTGCACCCCACCACACCTCG
-GGGTCTCCGGCTGACACTTCCCCACCGCCCGTCCCTCAGACAGGGCCTGTCTGCCCTCCA
-GGCACCAGGCAAGGCCCATGGCCCTGCCCGCCCCGCCCACCGCCCCACCCACCCCGGCCC
-AGCCACAGTACCGTCCCCGTCAGGGTCCACGGCGCGGAAGTGTGTCTTGCTCTCCTCCAT
-GGCCTCCTGGAAGTGCTCGGCCGTCTTCTCCATGATCCAGCGCTGCATCTCCTTGGCACT
-GATCTTCCGGTCAGTGTTCACATCCACCCTGCAAGACAGCAAATGGGCAGGTGGCCGTCA
-GACTGGGCCCCCAGGACCCCGAACAGCCAGACGGATGCCGCCGGCCCAGGACTCCATGGC
-TGCGTGAACCTGCCACCAACAGCGACAGGCTCCACCAGGCAACGCGAAAAGCGTCCGGGA
-CGTGGGGCTTGTGGGGTGCCGGGCCACGCCAGAGACACTGGGGAAGGTGGATGCCACGGT
-CCCCTCCCCGGGGAAACACATGGACCCTCCCCCTCTGTCACACAGAATCACCACCAGACC
-CCACTCTCCAACCACAGCTTCCAAAAGTCACACTCTTCACGTTTTATTTTATTTTTTGAG
-ATGGAGTCTCACTCTGTCACCCAGGCTGGAGTGTGGTGGCGCAATCTTTGCTCACTGCAA
-CCTCCGCCTCCCGGGTTCAAGCGATTCTACTGCCTCAGCCTCCCGAGTAGCTGGGATTAC
-AGGGGTGCACCACCACGCCTGGCTAATTTTTGTATTTTTAACAGAAATACGGTTTCACCA
-TGTTGGGCAGGCTAGTCTCAAACTCCTGACCTCAAATGATCCACCCACCTCAGCCTCCCA
-ACGTGCTAGGATTACAGGTGTGGCCACTGGGCCCGGCCCATGTTTTATTTTCGATGCTTC
-AGGTATGGCTACACAAAAACCTTCATATAGGCAGGACGCAGTGGCCACACCTATAATCCC
-AGCCCTTTGGGAGGCTAAGACAGGTGGATCACTTAAGCCCAGAAGTTCAAGACCAGCTTG
-GGCAACATAGGGAGACCCCACCTCTACAAAAACAATTACGAAAATTCGCCAGGCGCGGTG
-GCGTGCACCTGTGGTTTCAGCTACTCAAGAGGCTGAGGTGGGAGGCCTCCCGAACCTGGA
-ATGCGAAGGTTGCAGTGAACTGTGATCACACCACTGCACTCCAGCCTGGGCGGCATACCG
-AGACCCTGACTCAAAACAAGACAAAACAAAATCCTTCATATAAATTTAAGTTGTGAGATT
-TAGGAAGAAGACCGTGTGGGGACTTAACATTGTGTGCAAGGATGGAAGAGACCACAGACT
-TGGGGGATAGGGACACAGACTGGGGACACGGGGCCAGCGCAGGCCAGGTCAGGAGGCCAC
-AGGCCCCAGGACAGGTCACTCCCGTCCCAGCTTCAGAGCTCGGCTTCACCATTATGTCTT
-TGTGGAAGCCACAGGCTCCTACCCCTGCTGCAGCCGCCCGTGTCCTGAGCTCACCTGTTG
-GAAACTTAACCCCCAGGGCAACAGCACTGGGAGGCAGGGCTTCCAGAGGTGCGAGGTCTT
-GAGACCCCGGCTGGTGCGTTTGCCGGAGGCATCCCCGAGAGTAGGGTGCCCTGGCCCCTT
-GCCTCTATGCTCCGCTCAGGGGCAGCCGCGGCCACGTTATGAGGTGGCAAGCAGGCCCTC
-GTCAGGCAGGTGTGGCCTCTGGGACCTGGGCCAGGCAAGCTTCGAGGGTGCACACACCGC
-AGGCACGGCTCAGAAGCACTGGGCAGAGATCCTCATGGAAGAAGGCCAGGCTGCCGCTCA
-CACGCGCCCCTCCCTCAGCAGCCGCAGCAGCCCAGAGGTGGACGGGCCTGGGAGGCACCC
-TCAGCTCCACAGTCCCCAAAACACACCGGCTGGGGACGGGGCCACCCGGGTGGCCATGTG
-GCAGGTGGGGCACCTGGTGGGTCTCACGTGGACACGTGCATCCTCGAATGCTCCGGTCAC
-GCTCCACACGCGCCACAGACACAGGCCACACGCTCCACACGCCACAGACACGGGCCACAC
-ACTCCACATGCCACAGACACGGGCCACACACTCCACACGCTCTACACACTCCACAGACAC
-AGACACACACGAGGCAGAGCAAAAAGCAAAAAGGTGGAAAGAAACCACATGGCGCAGGAT
-TCCAGTCAAGATGTCGGCAAGGAGTCACTCATCCAAACTCAGGTGCCTGAAGACACGGCT
-GCAGGGCGGTGCACGTACATGGAGCTGGCACGCACACACGCAAGTGCACAGGCCGGTACC
-CACGTGTACACAGCACACACACGTGAACAGGGCTGGCAGAACACAGATGTGACTGGGCTG
-GTGCACACACGCATGTTATCAAGTTCTGGCTCCTGAGAGAACAAGGGCAAGACGCCCAGT
-GCCCAGACCCTGGCTTCCAGCTCCAGCCACGGGAGACAGGGCTTCCTGGAAAGGCGGCAG
-CTATTGCACTGGGGCAGGTGGCACGGAGGCGAGCCCAGAGCATCTCACCGTGCCAGGAAG
-CGGGAAGGAAAGCCTGGAGCATCTCGTGGTGCAGGGAAGCGGGAAGGAAGTGAAGCTCAA
-AAGCCCCTAGGACAGGGCACCTCCCCTCTGGATGCTCTTTCCAGAAACCCTCAACCCTGT
-ACGGTCAGGAGGAAACATGGCACCTCCCCTCTGGGGGCTCTTTCCAGAAACCCTCAACCC
-TGTACGGTCAGGAGAAAACACATCCCACAAGCCCAAACTGAGGGACAGCCTAAAACCTCC
-TACCCAGCCCTTCTCAGAACTGTTACGTCCTCACAAAAACGGGAGAGTCTGAGACACCGT
-TCCAGCCCAGAGGAGACAGAGGAGACAGGACAGCTGAGTGAACGTGGGTCCTGGAGGGAC
-GGGGCCCTACGCAGGAGAAGGGCGAGAAGGGACCCGCGTGTGGGAAGGGAAGTCTAAACA
-CCCACAGCGGCCGCTGTCGCCGCTCGGCGCAGGAGTCAGGGAGACCCGGAGACCTGCTGT
-TACTTCCCACTCCCCATGCCCACCTCCTCAAACGAGACAGCTTGGGGTTTCGTTACAGGC
-ACCAAAAAGAAACCCCGGTCCAGCTGGAGACGCACCGAGCAGAAGCCTCAACTCCCCTCG
-CCCAGGCGTGCAGCCCACCCCCAGCACCGGCTGAGCAGGGACGGGGACCCTTCCCCTGTG
-ATGCCGCGAGCCAGGCCTTCGTGAGCTCAGGGGTGGTGAACCTGACAGGCCCCAGGGGCA
-CCAGCAGCCTCTTCGTGGGTTGGTCAGCTCACCACCAAGTGAACTCAGGCCACGCAAGGA
-CCCCCGAACCGTACCATCTGAGGAGAGGTGCAAGGGGACACCACACCTGGTGCCCAGGTC
-CTCCAGCTGGCACCGTGCCTCCGTCCCACCAGCTCACCTGTGCTCCGCCCGAAAGCCTGG
-ATCCTCAGGGCCCTCCCGCCTGGCCCTCAGCCCAAGGGCCGTGGCACAGCCAGACCAGTC
-CTCACACCTTTCCTACCTGCTCCTGCACCCCAGGACCCCAGCCCTGCCCAATCCCCTTGC
-TCACCAGCTTTGCCACCTGCCCCTCTGCACTGGTCCTGGAGCACCAGGCCCGGCGGGAAG
-GCGAGCTCGTGGCCAGGCCCTGCGGGAAGGCGAGCTCGTGGCCAGGCCCGGCGGGAAGGC
-GAGCTCGTGGCCAGGCCCGGCGGGAAGGCGAGCTCGTGGCCAGGCCCGGCGGGAAGGCGA
-GCTCGTGGCCAGGCCCTGCGGGAAGGCGAGCTCGTGGCCAGGCCCTGCGGGAAGGTGAGC
-TCGTGGCCAGGCCCTGCGGCGGGGGCTGCCTCCTTGTGCCCAGGTCTCGCAGGTCCCAGG
-AGGCCCAGGGTGTTCTCTCACCTGCACCTCGGCTCCCTGCCCGGCACCCTGGCTGGCCTG
-GGGGACTCACGGGCACGCCCTGACCCTGCTCTGCCTCCAGGGGTGAGGCCAGCGCTGAGT
-GCAAGTAGGTTCCAGGGCCACACCGCAGGGCACCCCGGCCGTGCCGTAAGGAGTAAGGCG
-CCCGTGCAGGACCTGGCTCCTTGTGGGTGAGTGGTCAGGTTGACCCATCTTGGACCCCTC
-ACAACAGGCTCTCGAGACTCAGGGATGGGGTCGGGGGAGAAAGCTCGGCACTAGGCACAG
-AGGCAGCAAGAGGGTCTCGGGACTCAGCAGGGTGGGGGCAGTGACGGCCAAGGATGGGCC
-ACTGACAGCACAGCTCTGCTCCCGACCAGGCCAGCAAAACAAGCCAACCCCACACACCCC
-CAGCCTGCGTGTGATACGCGGCCCGTGTGTGACAGGGACCCCAAACACACAGGGTAGAGG
-GCGTGTCAGGAGGAGCCCAGAGCACCCTGTACCAGCTCTCCAGCCACCTGTGGCAGCCCC
-TCACTCCTCAGCCAGGCCTCGTCCAACTGGGGCTGCAGCCTGCGGAGGCTGCCCGTGGCC
-GGCGTCTGCCCCTCAGCATGGAGGACGCTGACCACTGCAGTGCCGCGTGGGCTCCTCCAG
-GCTGTCCTAGGGACGGCCACACAGGCCCACTCTGGCCCTCTGAGCCCCCGGCGGACCCAG
-GGCATTCAAGGAGCGGCTCTGGGCTGCCAGCGCAGGCCTCCGCGCAAACACAGCAGGCTG
-GAAGTGGCGCTCATCACCGGCACGTCTTCCCAGCCCGGCAGGTCCCGACACAGGGCCCGG
-CGCCCCCCACCGCGCAAAGCCAGGATAGGAACACACAGGCGAGCGCACGCGGACAGCCCC
-CCAGTCTGGGCACATGGCGGCACCTACTTGGAAAAGATGACCATCAGCTTCCTCCGGCTC
-CGCCGCGGCTCCGCGTCCTCATCAAAGCCACCCAGGTCCTTGCCTAGGAAGACCTCCTGG
-TGGAAGCCGCGATTGAGGTGCCCGTCCATCTCCAGCTTCACCCCGTTCAGGTGGTCTGGG
-GGCAGGATCTCATTCTCCTCCCTGTTGGCTACTCTCTCTCGAGTGGACGAGTGGTTGGCA
-GGCCGTGCAGACGCGTCCATCAGAAGGACTGCCCCCAGGAGCCAGAGGCAGCACGGAGCC
-AGGCCAATGAGGGGACCCCACCTGGACGCCATCGCCACCCAGGGCCAGACCATGGGGCGG
-GCTGCAGGGTGTGGGCCAGGTGCTGGGAGGGGCAGGGGCAGGGGCAGAGGAGGAAGTGAG
-GTCCTGGCTCCAATCCAATCCCCGGGCACCACGGAGGGCTCTGTGTCCCCAGGACGGCCG
-CAGGATGGGGACAAGCAGCTCACAGTCTGCAGAGAGACACAGACACATCATTAGCAAGAC
-TCAGCAAAGACTTCCCCAAGCACGTCTATCCTGCAACATGAAACATATCCTCGATTCACA
-GGATCCAGACATGTGGCATCGCCTTCTCCAGACCACACGTGGCACTGCCTTCTCCAGACC
-ACACGTGGCATTGTTTTCTCCGGGCCACACGTGGCATTTGTTTTCTCTGGACCACACGTG
-GCATTTGTTTTCTCCGGACCACACGTGGTGTTTTTTTCTTTATTTTTAGAAACAGGGTCT
-TGCTCTGTCACCCAGGCTGGAGTACAGCGGTGACCACAGCTCACCGTGACCACGAACTCC
-TGGGCTCAGGTGATGCTCTGGGCTCAGGTGATGCTCTCGCCTCAGCCACCGGAGCAGCTG
-CGACCACAGGCGTGCACCCCCACGCCCAGTAATTTATTTTTATTTTACTCTTTGTAGAGA
-CGGGTCTCGCTGTATTGCTCAGGCTGGTCTCAAACTCCTGGCTTCAAGCGATCCTCTTGC
-CTCAGTCTCCCAACGTGCTGGGATTACAGGCGTGAGCCACTGTGCCCGGTCTTTTTTTTA
-CAGACACTGAGTTTTCAGCCCTGTCTCTCCGTCTTTCCATCTCTCTCTCGAGCTGTCAGC
-ACCTCCAGGGGCTAACCTGTCCCCATCGCCCAACACCTGCAGCACAGCTTTCCTGTGGGG
-CCCGGCTCTGTCCCTCCTGGCATCATGCCACTGACCCATGGGGTTAGGGTCACTCTCCAG
-ACCCTGACTTGAACATTCTTGAGATCTATGACCTTAGCTAAGTCATGTGGCCTCCCCGGC
-CTCAGCTTCTCACTAAGAAACAGGAGGCTCCCCCTCTCCCCCCGACTGACCAGGCTTTGC
-GAAGACAGCCAACCCTAAGTGCAGAGGGCGTCAGGGCCTGGTCCCAGCAAACAAACACAC
-AACCCCCACACACAGATGTGCACACACACATCCACACTCACGCATGCACGTATTACACAC
-ATGTGCCCTTGCCCACACTCGCGAGCGAACGCCAAGGCCGAGGAGCCCAGAAGTCTGTCC
-TGCCGTCCGAGGCGTGGCCAGTCCTGGTGGGAAGCAGGGGCTCACAGGGCCTCATGCCTC
-ATGTATCCCAAAGGGAACTCGGGGTCCTTCTCACCCACGAGCCTACTCCTTTCACAGTCT
-GCCCCTCCGGCAAACACCTGCGGGTCCTTTCGGGTGCCGCTGAGGCCCCGCCATGTCACA
-GCTGTTCCCTCAACACACATGGACTGAGACTCCTGTTCTGTGGCCGTCTTATTCAGCTTC
-ACTGTTCTGGCACCTGCCACTCTGCCTGCACACAGTAGGCGCTCAACGAATGCTACCCTG
-GGTAATATTAAACGAAAAAATGCTGCCTCCAGGTATCGAGAAACACCAGTGGGGCCGCCA
-TGAAAGTGGTCCTGAAGTCAGTGCAGTCTGCCACAAACCAAGAGGGGTACAAGCCTGAGT
-TCCCCCAAGGAAGGAAACCCTGGGTGAGGGGCTCATGTCTGATTTTTTTTTTTTTTCTGA
-GACAGAGTCTCACTCTGTCGCCCAGGCTGGAGTGCAGTGGTGCAGTCTCGGCTCACTGCA
-ACCTCCACCTCCCAGGTTCAAGTGATTCTCCTGCCTCGGCCTCCCAGTTAGCTGGGATTA
-CAGGCACCCACCTCCACTCTCCACTAATCTGTATTTTTAGTAGAGATGGGGTTTTGCCAT
-GTTGGCCAGGCTGGTCTCTAACTCCTGACCTGAAGTGATCCTCCTGCCTCGGCCTCCCAA
-AGTGCTGGGACTATAGGCGTGAGCCATGCACCCGGCCTGATTTTCTGAACATGGCTGAGG
-GCTTTTCCCTTCCCTAGTGGTGGCATAATTCTATTCCTGTCGTCCCAGATCGCCTGACCA
-GGGGAGAGTCCTGGATAAGAACCAAGACACCTCCTCCTGGTGCTGACTCCACTAACTACA
-GTCGTAAAACACACGCTGTGTGCAAAGAGACTGTACTTTGTTCCTAGAGAAAATAAAGCT
-AGTTCTTGATTCTACATATCTTGATGAGTTACACGGTTTACTTGAGGCAGGAGGATCGTG
-AGACCAGCCTGGGCAACACAGTGAGACTGCGTCTCTTTAAAAAACAAAAACAAAAAGATA
-AGACCCTGTCTCGAAAAAGGGGGAATAAAAAGTAACCCAAAAGTAACTATAAATATCAGG
-AGTCCATCAAGTGGCGCTTCCTCTCCTGGCTTCAGAGTATCTATTCATCACGGTGTGCCA
-GGTTCGCAGCACAGCGGAGCGGGCCGGTCCCACCGGAATGGGGTTTCGACTTCGCCATCC
-CCTAGCAGCTCAGTTCCCAGCAAGGAATCAACACACCCTTGCAAAACGGACGTGGGAAAC
-AGCTTAGGCAGAGACGCTATTTCTTTGCCATCCCTGGGCTTCAGCTCTGGTGGAACGAGG
-CTATTTCTGGCAGTTAACAACACACACGGTTAGATTCTAAAAGCTCAACAGGGTTCATAA
-CACCGCCTCTGAGCCAGACATCAAGGGCTCCACACAGCCGACTTCACATCTCCAAATCCT
-ACTAACTGGGGATGAGGGTCCACGCGGTTCAGAAGCGGAAGCGCAGGCGCAGGGAAGCGG
-GGCAGCTTGTCCAAGGTCGCCTCGCCGATAAACGCGAGTCCAACCAGACCCCTTGGGCCT
-CCGTTTCCCGGTGGCATTCGTAGGTTTTGGCCAGTAGGAGACCAGACGTGCCGGCGGCCG
-GGGAGGCCAGCGTCGTCGGCCTGTCCCTGCCCCCGGGAACCCCGGGAGCCCCGGTGGCGG
-CGGAGTCTCGCCAGGGCTCAAGGCCGAGCGGACGGACGATGCCCCAGCCCAAGGCGGGAG
-GCGGCGGCGGCCTCCAGACCCGCCCTCGCCGTCCGGCCGGCGTACACTTGGCCCCGCGGC
-CTGCAGCGGCCGTCCCGGGCCCCTCACTCACCGGTCTGCCTCCCCGCGCTCGGGATCCGA
-GGACCGGAGCGAAGCGTCAGTGACGCCGCCAACGGGCCCGGATCAGGCCACTGCCATCTT
-TCTTGCGGGCGGGGGCGGTGCGAACGGGCGCGACCTCACGGAGGGGACGCCGGCGCCACC
-ATCTCTCCTCCGGGCGGAAGCGGTCGCGGGGCCGCTCCGAGGTTGACCAATGACAAGGGT
-GCCCGAGGCCACGTGACGGCCGCCGATTGGCCGCCGGCCTCCGAGCGCCCCGGGGCTCGG
-CGTCTGCGGAAGGCCCCGGCGCGCTCCCAGGAGCGCCGTGCGCACGCGCACCGCCCCGAG
-CCGGCGGCGCCTGCGCACTCGCGAGTCCGGCCTGGGCCGCCGGCCCGGCGCGGGCGCCAT
-GAAGCTGCTGCGGCGGGCGTGGCGGCGGCGGGCGGCGCTAGGCCTGGGCACGCTGGCGCT
-GTGCGGGGCGGCGCTGCTCTACCTGGCGCGCTGCGCGGCCGAGCCCGGGGACCCCAGGGC
-GATGTCGGGCCGCAGCCCGCCTCCCCCCGCGCCCGCGCGCGCCGCCGCCTTCCTGGCAGT
-GCTGGTGGCCAGCGCGCCCCGCGCCGCCGAGCGCCGCAGCGTGATCCGCAGCACGTGGCT
-TGCGCGGCGCGGGGCCCCGGGCGACGTGTGGGCGCGCTTTGCCGTGGGCACGGCCGGCCT
-GGGCGCCGAGGAGCGGCGCGCCCTGGAGCGGGAGCAGGCGCGGCACGGGGACCTGCTGCT
-GCTGCCCGCGCTGCGCGACGCCTACGAAAACCTCACGGCCAAGGTGCTGGCCATGCTGGC
-CTGGCTGGACGAGCACGTGGCCTTCGAGTTCGTGCTCAAGGCGGACGACGACTCCTTCGC
-GCGGCTGGACGCGCTGCTGGCCGAGCTGCGCGCCCGCGAGCCCGCGCGCCGCCGCCGCCT
-CTACTGGGGCTTCTTCTCGGGCCGCGGCCGCGTCAAGCCGGGGGGGCGCTGGCGCGAGGC
-CGCCTGGCAACTCTGCGACTACTACCTGCCCTACGCGCTGGGCGGCGGCTACGTGCTCTC
-GGCCGACCTGGTGCACTACCTGCGCCTCAGCCGCGACTACCTGCGCGCCTGGCACAGCGA
-GGACGTGTCTCTGGGCGCCTGGCTGGCGCCGGTGGACGTCCAGCGGGAGCACGACCCGCG
-CTTCGACACCGAATACCGGTCCCGCGGCTGCAGCAACCAGTACCTGGTGACGCACAAGCA
-GAGCCTGGAGGACATGCTGGAGAAGCACGCGACGCTGGCGCGCGAGGGCCGCCTGTGCAA
-GCGCGAGGTGCAGCTGCGCCTGTCCTACGTGTACGACTGGTCCGCGCCGCCCTCGCAGTG
-CTGCCAGAGAAGGGAGGGCATCCCCTGAGCCGCCGCGGCCCGGCCCTCCGGGACACCTGC
-TTCACCCGGCGGCGCCTTGGGGCAGGTGCCGAGCGGGCGCACTACGCCCGGGCCCCAAGG
-CCCCCGTCCCGCAGCCACGCTTGTGGTCGCTGCGTCCCGGTCTGCGTTTGGGAGACCCCT
-GGGGGTTGCCGGGGCAGCGCGCCGTGTCCAGGTGGAGGTGCCCGTTCCTGGACCTCAGCG
-AGCCTGAGCCGGGCCCGGCCGCACGCTGACCCCCGTGCTGTCCCCGACCGGCTCACGGGG
-CTGGGCTCCGATCTTCCGTGTCTCTTATCAGTGGCGTTTCTCACGTCTGCGTCTCAGATC
-TAACGTGGTTTCACATCAATCCGCTTTCATGGGATTTTGGTCTCTGTCCAGTGACTTCGT
-GGTAAATGTAACTCAGTGTTTGCTTGCGACTTATTTATAAATATTGTAAGTTTGTGTCGA
-TGAGTGTAAGTTGGCAGTGCGCACGTCTCGGTTTTTTTACATGATTTAAGGAAAGACTTT
-TATGTCAGAACTTGGTGCCTGTACCGTCAACCCCGCTGCTGCCCGTGTTTAAACGCAGGA
-GAACTTTAAAACTGGCCATCTATCTTTTCAGTGTACAAGTCACTGAACCCATTGTTTCTT
-TCTGAAGAGACTTTCCTTTCAAGGCTTCCCATGGGTCCGCGCCACACAGGGCCGGTGCTG
-CTTTATTTCAGACTCTGCCCCAGGTTCCAGGAATCCGAACCCCGGAGTGCTGACGCGGTT
-CCCCAACTTCCGCCTTAAGAAAACAGGACCAGCCGGCACCAGGCCCGTCTCTCACGTACT
-TTAACACATCCTTGAAAGCCCCTCGTTTAATGAGAAAAGCGAACACTGCGGTCCTTGCCA
-AAGTAAAATGAAGCTGCCCCAGGACAAGGGGTTACCATGAGCTCCCTGGAGTCCGACGCG
-GGTTTTCTCTCTGGGGGACCTGGGTGGTCCCCGCTGTGGTCTTTGTTGTCCCACTTTGGG
-ACCGGGTCCAGTCTGGGGTCTAGTCTCGAGCATCAGGGTCAGGCTCGGGGCAGGGCTGGG
-TTAGGCTCCGGGTCAGTCTTGCCATGGGTTTGGGAGCAGGTTTGGGTTACTTGCGTTTGA
-AGGCAGCAGTGGTCTCAGGAGGAAGAAACGGGGGCGGGAGAGAGTGGTGATCTGTGGTCA
-GTGGGTCAGTGACCTGCACGGTGATTCTCCCACCTCCAAAAGGTAGGGGTGGGACTGGAG
-GCGTCCCTAGGTCAGGCCGTTGAGTTCGAGCTCCGATGGGCCACCTTGAATCCAGGACTG
-ACCGCCCGTGTGTGCACAGTTTGTTCTTGGACGAGGACTCGTGAGGATCGAGGGCTGGGG
-ACCCCGGTGTGAGCAGGATGGGGCCCTGCCCTCCCGTGGGAGTTGTGGACTCGAGCCCAG
-GGGCTGCCCGTCACAGCGGTGTCCCAGGTCCCTGCCATCCGATTTTACCTGGGATGTCTT
-CTCTGGAGTTTGGAATTGCTTGAGGAACCCTGCGTGTGCTTGGAGAGGCCAGAGGGCTTG
-CTGAGAACCCCATGGACAGTGGAGAGCGGGATTCGAACCAAGGGCTGGACTCCCACACCT
-CTGGCCTGCGTCGCCCAGTTCTTTGTGGCTCTGAAGAATTGGCCGCTGTGGAAAAGAGCA
-AATGTCCGAGACCCCCAACAGGAAGAGTCTAAAAATCCAGTTTGCAACCACTTCTGACCT
-ACAAAAAAATGGAAATTTAGTGTTTTTCAGCCTAAGACATTAAATTTCATATCAGAACAA
-AGCCTGCCCCAGGCTGACCCTCCCCAGCCGTACCGTGGTGAACGGGTTCAGAGGATACGT
-GGGCTGAAGGCTGGGCCTCGGGAGGGCTGGGGGCTTCCAGAGCCGGGGCAGCTGCAGCTC
-TCTCTGGTCTCACCTGGAACTTGCCCTGTAGATCCTCCCTGCCCTGCGGCTCCAATCGAC
-CGTGCACGGGCCGTGGCATCCGTCCCCCAGGCGTCCTTCCCTGGTCTTAGCTTGTACAGC
-TCCCCACCCACCCAGGTACTCGGTTCCCGGAGACCAGGGCCAAACCAGGAGGCCCTCGGG
-AGATGGGGGGTCACCGAATTCATTTCCATGTGGGAACTTGGGATACAAAACAGCCAACTC
-TTCCTCAGCCACACGGATGTTTCTCCTCTAGTGGCCCCGAGAACCTACCATGGAGGGGAC
-AGTGTCAGGGCTGGACGGGCACGGCGCAGCCACACGCACACAGCCCCCAGGAGGCACAGG
-GCCGGCAGGGAATGCAGGTCAAGCCAAGAGGATGGGCTCTGGTCCCTTCAGGATCCCCCA
-GGAGGAGAGCACCCCCTTCTGCCCTCTTCCTGGGGACTATGGTCCTGCCTCTCTGCCCCC
-TGAGGCTGGCATGCAGGCACCTGACGTTGGCTCCAGCTCTCTGGGCCAGCCCTGGGTACC
-CGCCGGGCCTGTGGCCTGGTTGGTCACCCCCAAGATGCAAAGTGCTACCTGCATCCGGAG
-GCACCCCCGCCCCTGAGGCCTCCAGGTTCCCACCTGCCCACCTGTGTCTGGCTGGGATCC
-TGGCTGTCAAGGCTCCTGTTACGGGACTGAACTGTGCCCCCTAAAAGATATTCCAAGCCC
-TAACCCAGCAGCTACAAACTGACCTTGTCTGGAAGTCGGGTCTCTGCAGGTGGAATTGCG
-TTAAGGCAAGGTCCTGAGGTGGCCTTACTCCCACGGAACTGGTGTCCTTACCAGAAAAGA
-CCTGGGAAAAAGCCACTGTGTGGCTAGAGACTGACACCCAGGCGATGCCTCTGCAGGCCA
-AGGATTGAGGACCCTCCACCCCCACCCCACCAGGCAAGGAAGGGCTCTACCCAGAGTCAG
-GAGCGTGGCCTCCAGGGCTGCGAGGGAAGACGCCCCGTCCAGCAGCCCCAGGATGCCAGC
-CCAGTTCCCTGTGCCCGGCGCTCTTCGGTGCAGACGCAGGCAGGGGCTCCTGCAACCTTG
-TGGCATCACAGACGCCCAGCACTGACTGGGCCCAGATCTCCTCCCCGCAGGGCTCAGCAC
-ACACCCTGTTCCCGGCAGGCCTCCATCAGTCCAGCCTGCAGCAGGGCTGCCCCCGCGGCC
-TGGGTCACCCCAGACTCTTCCACCCTCTCCCTGGCTGACTGTCCCAGCTCAGAGTCCTCA
-GGTCTAAGGGGGTCACGGCCCTCCTGTGGCCCCACCGGCCCCAGGCTCCCCAGCTGTGGC
-ACTGTGAGACCAGCTGACGTTGCAGGAATGGAAGCCCCAGCGGCCCAGACGGCTTGGGGA
-GTCCTCGGGAGCAGGTGGCCAGAGACAGGTGCGTGCCAGGCCCTCCGCACCCAGAGCGGG
-GCCGGGAGGAGAGAGGAGGCCCCTTGTTCGCGCAAGGCCCTGCTTCCTGGGCCCACAGCA
-GCCTGTCAGAAGTTTCCAGCTCCTTGGACTGGCTGTGTGGGGCCTGCTCCCTGGTTTCAG
-GGGCCTGGGAAGGGCTTGGCGCTTTTTCCTGGTTTCCTACTCTGAGGTGAGCTGGCGTCT
-CCCTCTCCCACTGTGGGCTGAGGGGAAAGACCTCTGTGTCCATCCCACAGGCCTGGCCAA
-TCTCTGGGGTCCTCAAAGAGGAGGCTTTTGAGGGGGCACAGCCCAAACCCCTGGGCCTCC
-CCTTGAGGTCTCCTCCCAGCCCCCACCCAGAGGACCTTCCCACAGCCTTGGGAGCTGAAA
-CCCAGGCCACCCCATCAAGTTGGCCTCTGTGGGTGTACACACTCCTTTCCCTCAGGGCCA
-GGGTGGGTCCCCACCCCCAGCACTCACAGCCCCTCCTTCTCTGGCCTCCCTGCCCTCCGC
-ACCCTCCCTGCTAGATGCTGGTGCCGCTAGCCCTGCCCTGATGGCCACACTGCACCACGC
-TGGCCAGGTCAGAACCACCCGAGGAGAAGAACCAAGATCTGGCCCCACCCTGTCCTCCTC
-GGAAGGTCTCTCTGGGGCCCACCCCCTCCTCCCTCCCCAAGGATCTGAGCCTCCCTCACC
-GAGGTTCCCAGTGGAGGTAGACAGTGGATGAGTGATCCCAGGAGAGCTGGCTGCAGCCAA
-GGGGCTGAAGGGAGGTGGAGGCGGGAGGGGCAGGAAGGAGGATCTGGAAGGCCCCAGGCG
-CTCCCCACCCATCCAGCCTCGGCCTCTGTCCTGGTCGCGTTGCCCAGCGAGGCCTCTCCT
-TGGGCTGGGGCTCGGGTACTCTGCCCTGGTCGGGGCCACAGATGCCGCAAAGTCCCCTCA
-ACTCAGCTAGCCAGGGTGCAAGACCGCGCCCACAGCTGAGAAGCCAGGGGTTACGAGTGT
-GGCCCTGCCAGGACCTCCTCAGCTGCATCCTCCAGAGTAAACACAGGTGGCCGCAGATCT
-TCCAGGGCCGGCCGGGCAGGCAGGACAGGAGCCCAGGAGGGCCGCAGTCCAGCTCCCCTC
-CCCGCTGACCCAGGGCCGGACCCAGCCCGGTGACTGGAGCAGAAGGAAACCCAAGCCCCA
-GGCCCTCCCTCCGGTGGCATCCGAAGGTCTCAGCGGCCCCAGCCTCCCCCAGGGGCCCCG
-CACCCGCCACCGCCCACCTCAGACCGGAGAGAGAGTGAGGGATGGGCAGAGCCAGGCCCA
-AGTCCCCGCCGGGGCGACGGTCACGGTGCCTCACCCTCAACCGCCTCACCCAGACCTTCC
-GACCCAGGAACAGCTGAACTCAGCCTAAAAAGCACCCGTCCCGAGGGCCTGAGTCCGGCC
-GTGGTGCCTCCTGCTGCAGAGATGTGTTTTGCACACTCCTGTGTGGCAGGGAGAGGCCCG
-GGCGTGCGGGCTGGGGGCCCAAGGGGTCTGGAGACGCTTCCCTGCGGAGACGGGGTTTGC
-CCAGCCCCCACCTGTCACGCTTCTCGTCACCCCCAAGTGAGGGCCGTGGGCGCGGGCGGG
-GTGGGCAGGAGGCCCTGCTGGGCTGGGTCACACGCATGACACCTGGCTGTCGCAACACAG
-ATATCATCACGCCCGGGCACCCGTGAGTCACTGGCCCAGAGCAGGGGCTGCCCCCAGCCT
-CCCAAACAAAGACCCTTTGTCCCCAGGCCTCTGGTGCCAGGCCCACCTGTACAGCAGTCA
-GATGCGCAGGCGGACAGACACGCCGGTGGCTCGGCAGGCACAGGCAGGGCCAGGGCGTGT
-TCCCGCAACCAGACACGCTGCCATTCCTGGGTCAGGGTCAGGCTGAGGGAGACCCCTGGG
-GGACAGGCCCTGAGGTCACCATAGCTCAGAGTGACCTGAACTGGGAGTCCAAGCACAGAC
-TGGCCAAGCCCAGCCCGTGAGCGACGGCCCCAGGACGCGGCGCCGAGCTCTGCCCCCAGC
-TCCAGCTCCCAGCGGCGTCGGAGCACAGCAGATCCCAGGGCAGCGCTCTGCAGGCAGGAA
-AGAGCTTCCCCTTGGGACAGCGCGCTGAGCAGCCCCCAGCTGAGGGTGGGAGCCCCGTCC
-CTGGACCCCTTCACGCAGTTCAGGGAGCCCCACATGCCGAAGCAGCCGTCACAGCTCCAT
-GGGCCCCTCTGCTGTCCCTGGCAGGACCGAAGCTATGTGGCCTCCCGGACGCCAGGGACC
-CCGGCCACGCCCGCTCCAGGCACTGAGTGGCCAGCCAAGCGCTCGGGCCCGGGGTCCTGG
-ACGGCTGTTCTGGGTTTGTTCTCAAGGGGGCCGTGCTGCTGGCTCTGTAGAGAGTCCCAG
-TCCCAGGGCAGAGACCCACACAGATGTGCAGACACGTGGGCACACACGCACCAGTCGCAG
-GGACACACAACTGTCAACCCGGGGTCAACACGGGGCACCTGGGTACATAGATTTTTACAA
-AGCAGGGCAGGCAGGTCTGTTTGGACCCTACACAGCCCCTACATGCCCCCAGGCCATTCT
-TGTTCCAAGGCCCAGATGACAGTGGTCACCAGGTGTGGTGTGGTCTGGGGTCTGGGACAG
-GCCCCAGGAACGCCCTGGGCTTACTCCAGAGAGGCTGGCAGGCAGTCCGAGGGGCCTTTG
-GAGCAGACACCCTCCCAGCTGCAGGGCGGCAGGGGCGGCAGGGGTGACAGAGGCGGGGAG
-AAGGATGCGAAGACAAGATGCCAAAGCTGGGCCTCCAGCGCCTGCCTGTCCTGGCTGCAG
-CCCCAGGGTCCACACCCAGGCGCCCCCAGGGGCCAGGCCAGGGCAGCCGCATCTCCTACG
-TACCCCAACAGTGGGGCCCTTGAGGCACCGGGGACGGATGGGCAATGGTGTCCACACCTG
-ACAGGCGGGGCCGGAGCGGGGCCCAGCCTCCTCCTCACAGCCAGGAGCCCCCAGCCCTGC
-CTCCCCTGGCTCCTGCTGCCCCCTCAGGGTGGCTGCCGCACCTGGCCCCAAGAGGACTTC
-CTGGCTGCCCTGAGCTCCCGTCCGCATTTCTGTCCATTCAAGACCAGGACAGCACCAGGG
-CTGGGAATACTGGCTCCGACCCAGCCGAGGCAGCCCCGGGGCAGGGTGGGTCAGGCAGGT
-CCAGCGCTGGGACTCTAGGGAAGGGCTGGTCCTGTGAGCAGACGAGCTGGAGGGTTGGTG
-GGGGGAGTGTCCCCGCACCGGGCATGGCCCCTCCCAGGATGGCAGGGAGCCCACGGCAGG
-AGTGTCCGATGCCCCCAGCCCCGGCCAGGCAGCAGGGTCGGCCTGCGGTTCTGGGAAGTC
-AGCCCTGGTGGAGGTCACGGAGAAGCCGGCAGCTCCCTGCCGCTCAGGGCATGGGGTCAA
-GGGTCAGGGGTCAGGGGTCGGGTTGAGGCCGTCCGGCACGTAGCCGGCTGCTCTGGCTTT
-GCTCCTGCCAGGGTCCACGAAGCTGCCAGACGCTTGGGACACTCAATACCCCAGCTCCCA
-AACCGGGGGGCACAGGCCTGAAGAGATCCGTTTCCCTGGGCTCCCCAGGTCCCCCAGCCA
-GCCCAGACCCCAAGCAACAGCAGCTCTGGCTGGCCTGCACCTGCCCCGGGGACCCCACGC
-TCCGGCTGGGTGAGTGACAGGCATCTCCCACCCTCGTCAAGAGTCCAGGGTCCCTTCTAT
-GGCAAACATTGCAGTGTGGGTCCAGCCCAGGAGGTGAGGCTGAGAGAGAATGAAGGGGTG
-CAGCTGGGCTGGGCCAGAGGATGGAGCCTTGGCTGGGTGGGCTGGGAGCCTGGACCCTCC
-TGTGAGGCCGCCCACCCCACCCCGACCTGTCCATTCCTTTGCTCCTGGGTGCCCAGAGGG
-GGCTAGAGATGGCACATTCCAGGGGAATTGCGGCTAAGTGGCTGATCACCTCCCACTGGG
-GCAGAAACCAGGAGGCAGAGGCCAGGGAGGTGGTGCCAGCACCAGGACATCCCCACGCCC
-CCCATTCACCCTGGCCCCAGCCCCCCCCATTCACCCTGGCCCCCATGCCAGCCCCCAGCC
-ACCCCCGACCAGCCCCCATCCCCCACCTCATTCACCCCGGCCGTGGTCCCTGCCCCAGCC
-CCCGCCGCCCCCATTCACCCGGGCCCTGGCCCCCAACTCATTCAGCCCCGGCCCCCCGCC
-CCACCACTCCACGTCTCTTTGTCTCTCATCACCATCTTGCTCTACGCGGCCCTGGGTCCC
-ATTTCTGGCATGTCCATCTGTCATCACAGCTCCTACCTCCGGGACTGGGTAGGGTGGGGG
-ACTGGCTGCTGCTGAAGAACCTAGAGGGCCCCCATTCCCGGATGGTGAGGCCCCAGGCGG
-TGTTCAGAAAGGCCTGGCTGGGTGCTGCCTGATCCTGGGTGCCTGCCCCCAGCCCGTTCT
-TGCCCAGGGTTGGCCCGTCAGTTTGGGGAGGAGCCACTGAAAACTGGAAGCAAACAGGGG
-AGTCCGCAGCCCAGGGCTCACGCCAACCAGGAAGGTGCAGGCCACGCTCCTGCCTCTGCC
-TCCTCAGGGCCCCCACACTGCTGTCCCCGCTGACCCAGCTCCAGGAGGGCCCGGCACAAC
-CTTGGTTCCCCCTGTACAGATGCACAGCTGCCCGACTCTCTGGAAGGGAGCACTCTTGAG
-TGCTGTGGCCAAGCAGGGCAGGGGCTGCAGAAGGGAGACCCCCCGTTCCAGATCCAGGCC
-CCAGGGGGCAGGCCGTGCCCACAGAAGGGGTGCTGAGGGCAGAGAGGAGCCCCTAAGCCG
-GGGCCACAGCCTTGGCAAGTGAAGCAGAGGCCCCTCCAGACAGCCCCAGCCCCTGACGCC
-ACTCTGGGGGGCCCAGGGAGAGAGGTGGGGACGGGTCACCACCCAAGCCCACCTCGTGCC
-GATTGGCGCCTGCCCACACACCTCGTCGCAGGGCTGGGCTGTCCCGCCTCACTGCCCAGC
-AAGCCTTGGGGAGGGCCCCTTCTGTGCCAGCCCCGGCAGCTCCAGGTCCCAGGGGAGGGG
-TAACAGCCGTGGGCTCTGGCCTCTTCCAACCTCCCCAACCCCACCAGCGACTAAGGGCTC
-TGGATGCCAACCAGAGATGGCATCTCCGCAGCTCAGCAGAGGCCTGGACGTCCTGAGGCC
-AGTTTACACTCTTTGGTGTGGGTTTGCCAGAGCCAAAATGGGGTGGGGGTGGGGCCCAAA
-TCCACAGGACCTGCCAGGGAGCAGCAGCATGATGGTCACATATGGGGCCCACCCCACCCT
-CCATGGGGCAGTTCTGGCCCCTAAGGCCCCCGAGAGGCCCTGGTCATTAGAGTGCGGCCA
-TACCGAGAGCAGGCGAGGAGAAGCCTGCTGGTTCCAGCCCTGCTCCACCTGGGTGCCCCG
-GGCACGGCACGGTCTGGGCGCACCTGAGCCCGCAGGGGTGCCTTTCAGCTCCACACGCCT
-GCGGCGGCCAGCACATGCAAGCACGCGGTCCCGTGTGTGGCATGCACGTCCTCTTGCCCT
-GCACAGAGCCCCCCACAGGACGCAGGCCTCCCGAGGGCCCAGAACAGTGCTGCTCTCCAA
-CCTCTGGGGCTTCCAGTGCCCCACGGCCTGCTGCTCCCCCAAGGCTGGACAGGCCGTGGG
-CAGAGCTGAGTGGGGCCGGCACGGACAGTGGTCCTTGTCCTCAGGGTCGACGTGGCCCCT
-GCAGGGGCTACCAGGGCAGCGCCCAGCCTCTTGCCATCACCATAATCCCGGGCCAGGTAA
-GTCGGCCCCGAGGGAGGCTCTACGGCCCATACCCCAAGCTACCGGGCTCCCCTGTGAACA
-GCACCCTTCTGCCCCCACCCATCTCCCGCCGACCTCGGCAGCCTGGCTTCCACCCCCAGT
-GAAACATCCAGGCAGCACTCGAAGGCAGTGGGGAGGGTGGAGGGCTCTTTATTGTGGTGA
-CCACGGGCATCAGTAGGAGGGTCCCCGGGATCCGGCGGCAGCTCCTCGCCAGCCCCCCTG
-GGCGCCCTCACGTGCCCAGGAGCAGCCCGGAGAAGCTGGAGCCCGCCTGGATGGTGAGGA
-CGGCCCCGGAGCCATTGTCCACAAACACAGAAGCGTACTGTCCAGCCTGTAAGAAGCACG
-GGGACGTCACAACCGCAGCCACAGCCCAGCCACTCGGTGGCCAACGTCTGCCCACCTGCC
-CTGCGCTAGGAGGTGCCGAGGCCCCAGAGGTCTGCGCCCTGAGTGCACCGAGCTCACACC
-CGGCCCAGCCCGAGTGCACCCGAGCCCTCCCGCTCACACCCGGCCCGGACTCACCTGCAG
-CTGCAGCAGCCCCTGCACCTGTAGCGTGAAGACCCTGCTGTTGCTCTCCAGGCCTGAGAC
-GGCCTCCAGGCACCTGAACACAGCCCCACAGGGCAAGAGGGAGGCGTTGCAGGTCCAGGG
-GGCCAAGACCTGCTCCAGTGCCCAGAGACCCCTGTGGCCTGTGAGCCCCTCCAAGGGTGG
-TCCGGGGGCTGCCGCCTGGAGCGGGGGCTGAGGTCACTCACGTGTGGCGCTGGCACAGGG
-ACTCAATACAGATGAGAACACACACCACGTCCCGGGCCCGCAGCCGGGCCTTGCCCTGCA
-GCTCACTGTGGTCTGCGGAGAGAGCCCTGGGGAGGGTGGTGCATGGGGGGCGGGGTGGGG
-GCTGGTGGGGAGGGGCTTCAGGGCACACATCCCAGGACAGGCCCAGGAGTGGCTGCTGGG
-GCTGGGGAGGGGGCGCCTGAGGCCAGGCGTGCAGCAGGGACCCCATGCCCAGTCCAAGGC
-CCCCCATGGGGCAGGGGATAGGTCCCTAACAGGACCCGCACCCGGGGCCGGCGATGCCAG
-GCGCCCCCAGAAAGCTCAGCCCCAGCCCCGTCACAGCACACGGCACTGCCCCATCCGGCT
-CACCCACGTGCAGACTGGCAGAGAACTGGAAGATGCCGGACACGGGGGCCGTGAACCGAC
-CCGAGGCCAGGCTCAGACCGGAGCCTCGCAGGAAGGCACCTTGGGCAGCAGGCTGTGAGG
-GGCAGTGGGTGAGCGGCCAGCGCAGGGCCTGGCCCCCACCCCACAGACCCCGCCTGGGGA
-AGGTGCCTGCAACCGACAGCCCCTCACTCGGAGCAGCTCTCCCGGGACCCTCACGCTCAC
-TGTGGGCACCAGCAGGACTGACCCTCGAGTCCACACCCAGGAGGGTCTCCCTGCCTCCCG
-GCTACCGGGGACCCACGCTCCGTCTGGGCATAAAGTGTGATCTGGGCCCCCAGGGCCTCC
-CAACCCTGACCCGAGGCAGCCCCTCGCCCTCCGAGCCCCGCCCCCAGCCCCCAACCCACA
-TGCTGCCCCATGAGTGTCAGGCGGTGTGTGTGGTCCCGTCTTGCCTGTGGGGCCCCACCC
-AACACCCCGCTCTAAGCTCCCGGCTCCACTCACAGCCTGGAAACCATGCAGCTCCACCAG
-CGTCCGCTTGTCCACCCGGCGGGGACCCTGCAGCCGGCAGTGAAAGGCCTCGCCCACCAG
-CCGCAGGCCCGCCCCCTGGGGCAGCAGCGGGTCCAGAAGCCCTGAGAACCGGCGCTCCGT
-GGCCTCTGTGGGGAGGAGGGCACAGGCGGCCAGCAGGGTCAGCACAGGGCCCAGGCACGT
-CTGGTCTCTGGGCAGTGCAGGGCGGCTGACCTTTCAGCAGCTCCTGAAACTCGTGAAGCA
-GAGTCTCCGCGGTCACTTCTGCACCTGGAGGTCCTGGGGGACCGAAGAGATCCCGCTGGG
-GGGAGAGAGAAGCAGGTGAGGGGCCCAGTGGGACCCGGTGGGAGCTACCACCACACCCTG
-TCCGGGGCTCAGACCCTGCAGCAGCCCGGGCGGGGCTCACCGGCTTCTTGTCCCTGCTTC
-CGCACCGCTTCCTTAAGGCGCCGTCGTCCGGCCGCCGGACAAAGTTCAGCCATGTCATGT
-GGGCGTCGGAGAACTCAGGTCCTGAGGCCTGGGATGGCTGAAGGGACGGGACGGGGCTAG
-CGCACTGAGGCTGCACCCTGCAGAGAGCTGGGACCCCAGGGCAGCGGGGAGCACTCAGGG
-CAGAACCAGGGAAGGCATCGCCGGCCAGGAGAAGGACCCACGGCCGCCCTTGGGGGAGTC
-AGAACCCTGACGTCCCAATGCCACCAGCAGGGCAGGCATGCGGGGCTTCTGTGGACACAG
-CCAGAGCCTGATGCCCTGAGCCCCTCACTCCTCCCCCACTCCTCCCCCTCCTCCCCCCAC
-TCCTCATCCCACTCCTTCCCCCACTCATCTCCCTCCTCCCCCACTCCTCATCCCACTCCT
-TCCCCCACTCATCTCCCTCCTCCCCCCACTCCTCATCCCACTCCTTCCCCCACTCATCTC
-CCTCCTCTCCCCTCCTTTCCCACCTCCCCCTCCTCCTCCTCTTCCCCCTCTTCCCCCCAC
-TCCTCCCCATTCCTCTCCCCTCCTCCCCCACTCCTTCCCCCACTCATCTCCCTCCTCCCC
-CACTCCTCTGCCCTCCTCTCCCACTCCTCCCCCTCCTCCCCCCACTCCTCATCCCCCTCC
-TCCCCCACTCCCCCCTCCTCCCCCTACTCCTCATCCCACTCCTTCCCCCCACTCCTCATC
-CCACTCCTTCCCCCACTCATCTCCCTCCTCCCCCACTCCCCCTCCTCCCCCACTTTTCAC
-CCTCCTCCCCCCACTCTTCCCCCTCCTCCCCGCACTCTTCTCCCCTCCTCCCCCACACCT
-CTCCCCTCCTCCCCCCACCCTACCCTCTCCTCCCCCCATTCCTCCCCCACTCCTCAGGCA
-TCCGCTATCCGCTTGCTGTCCTGTTGACCACCACCGCAATGTGCTGAAGGGACCCGGCGC
-CCTGGAGGGGCCTGTACCTCAGCCTATCTGGGGGCTGAGAGCCAGAGGCAACAGAGAGCA
-GGCTGCAGGAGAACCGCCCAACCCTGGAAGCCTGGAGGGCCAGCCTGAGCACACACCTCA
-CAGCCCTCCAGCCGGCACCCTTTGAGGGAGGCCCGCCACCCTGCAGGGTCTCTGGAGGAG
-TGGCCCTGGGCAGTGGGGTGCCCCCTCCCTTCCAGGGGGACTGGCCCGGACTGCTGAAGA
-CCCCCCCACTGCCCCGCCCCTGCCAGCACTGCCAGCCTGGCCCTAGCGCCGGGAACCAGC
-CCACTCTTCCTGAGCTGGCAGAGCCGCGGCCTCAACCCTCCTCAGCCTTCCCATCTGGGA
-AACGGGACCTCGGGCTCCAGCGGGGCCGCGTGGGCTGAGAGGCAGCCGGGCTGGCTGCAG
-CAGAGACGCCCTCGGGAGGAGGGAGACCAGCATCAAAGGTGTGAGGGCCGGGGATGGGGG
-CTGCTCTGGCAACTGCGGCTCCCCTCCCAGTCCTGGGGCCCACGACGGCGGCAGCAAGAC
-CTGCCCTCCAAGACCCCTGGAGAGACCCTGAGCAGGAGAGAGGAAGCCCAGGGTTGAGGT
-GGGCTTGGGGCCTTCTGTCTTTGTGAGGACGCCCGGCCTGACTGGGGCCCCAGGACTTAA
-CCCGCAAGAGGGGGTGCTAGCTACACAGGACCCCCAGAAAGCACAAGGGACAGGCTCGCC
-ATGGCGTCTCCAGCCGCAGGAGTCATGGGGCGCTGGACTCCCAAGGGGTCTGGTGAACCA
-TCCAGCAAGCAGCCGGAACCACCCCACCCCCGCCCCCAAATCAGCAATTAACCTAATAGC
-AACAGGTTCCTCAGAGCGCGGCAGGCCCACGCTTCAAAGGGTTAACTGCGGCCCCCAACC
-GCGGGAAGCCCCCTTCACCCACCCACCCCAGGCCAGCTGGGGGCCAGGTCTCCGCTGCAG
-AGGAGGAGAGGGCTTCCCAGAGGCCGGCCTGGCTGGGCTGCAGCAGATTCTCAAGGCGGG
-ACCGTGGCCGAGGCCTCGAAAAGGGCGACCCGGAGGCAGAGCCGGCAGGGACAGAGCCTG
-CTGGGGGAGGACGCCCCAGAGCCCCAGCTCCGAAGCTGCCCCGCGAGGGCCCACGTGCGT
-CCCGGCCGCGTACCTTGGGGGCCTCGGGCAGCCCCTCGCGGGAGGACGCGCTGGCGGTGG
-CGTTGGGGGGATCTGCGCGCTGGCCAGGCTGCTGCGTCCTCTGTGCCTCCCGCCGGGCCC
-CGACGCCCCCGAGGAGCACGAGCTGCGGCCCGAGGAGGACCACGACCGCGGCCCAGGCCC
-AGCGCCGCATGGCTCCGTCCCGAGGCGGCTCAGCGCGGCGAGTCTCGGCGCCAGGGCGCA
-GTCATGGGGACGGCCGGCGCTCAGAGCCCCCGCGCGGGGGCGAGGCCCAGGGGCGCGCCC
-GGCCTCCGCCGCTGCATGTCTGCGCGGACCTGCCCGGAACGGCGGCGCGACGGCGCTCAG
-GTCCCCCCGGGGTCCCGCTCCAGCCCCCGCTCCCAGCCCCCGTCCTCTCTGGCCTCCTCA
-CTCCGCCGCCCAGTAAATCCTCCCCTCGCCTCCTCCTCCCCAGACCTCGCAGGCTCCAGG
-GTGGGGGCTCACACTCGGACGATCAGCCAGCCGCCCGGGCGCCCCGACGGCCAGGGACGG
-AGACGGGGCGGAGACCCCCACTGACCCCGGCCGCTGCTTCTTGCCTCCCGTCCCCAGACC
-CCACCCTGCCCCCATTGCTTCCCCAAAGGTCCACCTCATTCTGGGAACCGTGAAGACAGC
-AGCCTACCTCCTCGCCCTCCCTGCCAGCTGAACTCAACCTGGCTCCCCTCACAGCAGCCT
-CTGCAGCCAGCCACCGGAGGGCAGCTACCAGCCAGCCAAAGCCCCAGCCCCTTCCCACGA
-CCTCCTCACCCAGGCTCCCCCGGGTGCCCCGCCCTGACTCACGGCCCCGGCCCAGGGTCC
-TGGGGGTGCTGGCCGGCCTCGCTGGGGCCCCACTCGGGGGAAAGGTGAGGCCAGATCATG
-GCGACAGGCCCCTTGGGCTCAGTGGCTGGAGGAATGGGGTGGCCAGGTGGGGCTGGAAGA
-CCCTCCAGCCGCTGGTCCTGGCCGAGGCTAACAGTGGCCCAAGGTCAACATGCCGGCCCT
-GATGGACAGCTCGGAACACTCCAGACCCTCCCCTCTTGCCAGACACGAAGGTAGCCACGC
-CGAGACCCCAGCGTCAACCCCAGCCCCAGGCCACATCCACAGGCAGAGCCACGGGAGACC
-AGGCTGGGATGGGGATGACGCTTGGGAACCCACCAGGGACCCCGGCTGCCCCCTCGCCCT
-CCGGGCTCTCAGGCACTGACTGGCATCTCCAGAGAGCACTGTGGAAGCCTCCCGGCCCCG
-TGTCCGCTCGTGAAGGTGGTGGAGGACCCTGGGGACACGGCACAGCGCCCACACAGTACC
-AGCCCTGCTGGACCCCCGCAGGTGAGCCCTGGATGTGGCCTGCATCTAGCATGGGTCGGG
-AAAGGCAGCCCCAACACCCCTCAATCCAGGCTTGGGGCAAAGGGAGGGGTGGGCAGGTGC
-CCTGGCCAAGGAGACCCCCCGCCCAGGGCTACCAGACCCCTCCTCACAGGCAGGGCATCC
-AAATTTTCTCTGTCACCCACTGGCAATGAGCTCCCCTGTGACTCTAGACAGAACAGGCTG
-GATCTCCAACTCTGACCTACAGGCAGGAAAGTGGGCAGCCCTGGGAGGCTGGACTGAGGG
-AGGCTGGACTTCCCACTCAGGCCTACACGCAGGAAAATGGGCAGCCCTGGGAGGCTGGAC
-CGAGGGAGGCTGGGCCTCCCACTCCACCCTACAGGCCAGGACACGGGCAGCCCTGGGAGG
-CTAGACCGAGGGAGGCTGGGCCTCCCATCTACCCTACAGGCCGGGACACAGGCAGCCCTG
-GGAGGCTGTACCGAGGGAGGCTGGGCCTCCCCCTCTGCCCTACAGGCAGGAAAACGGGCA
-GCCCTGGGAGGCTGGACCAAGGGAGGCTGGACTTCCCACTCTACCCTACAGGCAGGAAAA
-CAGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGGGCCTCCCACTCTGCCCTATAGGCC
-GGGACACAGGCAGCCCTGGGAGGCTAGACCGAGGGAGGCTGGGCCTCCCACTCTGCCCTA
-CAGGCAGGAAAACGGGCAGCCCTGGGAGGCTGGACCAAGGGAGGCTGGACTTCCCAATCT
-ACCCTACAGGCAGGAAAACAGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGGGCCTCC
-CACTCTGCCCTACAGGCCGGGACACAGGCAGCCCTGGGAGGCTGGAGCAAGGGAGGCTGG
-GCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTGGGAGGCTAGACCGAGGGA
-GGCTGGGCCTCCCACTCTGCCCTACAGGCAGGAAAACGGGCAGCCCTGGGAGGCTGGACC
-GAGGGAGGCTGGACTTCCCACTCTACCCTACAGGCAGGAAAACGGGCAGCCCTGGGAGGC
-TGGAGCGAGGGAGGCTGGGCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTG
-GGAGGCTGGAGCGAGGGAGGCTGGGCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCA
-GCCCTGGGAGGCTGGAGCGAGGGAGGCTGGGCCTCCCACTCCGCCCTACAGGCCGGGACA
-CGGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGGGCCTCCCACTCCGCCCTACAGGCC
-GGGACACGGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGGGCCTCCCACTCCGCCCTA
-CAGGCCGGGACACGGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGGGCCTCCCACTCC
-GCCCTACAGGCCGGGACACGGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGGGCCTCC
-CACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTGGGAGGCTGGACCGAGGGAGGCTGG
-GCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTGGGAGGCTGGACCGAGGGA
-GGCTGGGCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTGGGAGGCTGGACC
-GAGGGAGGCTGGGCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTGGGAGGC
-TGGACCGAGGGAGGCTGGGCCTCCCACTCCGCCCTACAGGCCGGGACACGGGCAGCCCTG
-GGAGGCTAGACCGAGGGAGGCTGGGCCTCCCCCTCTGCCCTACAGGCAGGAAAACGGGCA
-GCCCTGGTGTAGAGGGCAGCCCTACAGGGTTTGTGGGTTTTTCTCCCCGTGTGCGGAGAT
-GAGAGATCGTAGAAATAAAGATACAACACAAAGAAATAAAAAAGACAGCTGGGCCCGGGG
-GACCACTACCACCAAGATGTGGAGACCGGTAGTGGCCCCGAATGCCAGGCTGCGCTGTTA
-TTTATTGGATACAAGACAAAGGGGCAGGATAAGGAGCGTGAGCCATCTCCAGTGATAGGT
-AAAGTCACGTGGGTCACGTGTCCACTGGACGGGGGCCCTTCCCTGTTTGGCAGCCAAGGC
-AGGGGCCAGGGAGAGAGAGAGACAGCTTACGCCATTATTTCTGCTTATCAGAGACTTTTA
-GTACTTTCACTAATTTTGCTACTGTTATCTAAAAGGCAAAGCCAGGTGTACAGGATGGAA
-CGTGAAGGCGGACTAGGAGTGTGACCGCTGAAGCACAGCATCATAGGGAGACGGTTAGGC
-CTTCGGATAACTGTGGGTGGGCCTGACCCTCCACAAGAGGTGGAGGAGTAGAGTCTTCTC
-TAAACTCCCCCGGGGAAAGGGAGACTCCCCTTCCCAGTCTGCTAAGTAGCGGGTGTTTTC
-CCTTGACACTGACGCTACCGCTAGACCACGGTCTGCTTAGGTCACGGGTGCCTTCCCAGG
-CGCTGGCGTTACTGCTAGACCAAGGAGCCCTCTGGTGGCCCTGTCCGGGCGTAACGGAAG
-GCTCGCACTCTTGTCTTCTGGTCACTTCTCACCATGTCCCCTCAGCTCCTATCTCGGTAT
-GGCCTGGTTTTTCCTAGATTATGATTATAGAGCGAGGATTATTATAATATTGGAATAAAG
-AATAATTACTACAAACTAATGATTAGTGACACATATGGTCTATACCAAGTATAACTCTTA
-TTTTATATATTTTGTTACACTGGGACAGCTTGTGCCCTCGGTCTCTTCCCTCGGCACCTG
-GGTGACTTGCTGCCCTCACCCTGGGAGGCTGGGCCTAACTGGGAAGGATGTGGCTTCGTG
-TTCCCAACCCCAGGCACCTTTAAAATGAGCTGAGCCTGGCACCCAGGCAGGAACACTCAG
-CCCCCATGCTCCCTCTAGAAGACGACCAAGAGGACCCCACCCTCTGGGTCACCCACCAAG
-GATCCAGGGTACCCTGGGCCACAGCCACGAGCTGCTCACAAGGGGAGGCTCAGGTGCAGC
-TGCTGGCTCTGCTCACCCCCTGCACCCCCCAACGCAGACACCCTGACACCCCCCGGCCCT
-GGAAAAATGGCAAAGGACCACGGTGCCCTGCCCAGCCGCCTGCTGCAGGGAGAGCAGCTC
-CCTCAGACCCGGAGTGCTCTGCTGTGCCGGCTGGTTCATCAGCACTCAGGCAGGCCTGGG
-CATGCGCTCACAGAGAAGCTCGAGGTTGCCAGAACACAGGAAACGCCTCTTCTTTCCTGT
-GACCACGAGGCCACGTGCTCACCTGTCTGCAGAATATCAACTTTTAAGGGGCTTTTCTCT
-CCTCATTAAAAGACTTCACAGTGTGCTCTGCATGGCGAGGGGACACACCGTGCTCCCAGG
-GGGAAGTCAAGGACGGCCTCCACCGGTGACAACACAAGAACAGAGGGGCCCACGATTCCT
-CTAAGGGAGACGGGGACAGAGGGTCAGACGTGCCCGGCCCAACAGGCCAAACATCATTTT
-TTTTTTTTTTTTAGACAGAGTCTCACTCTGTCAGCCAGGCTGGAGAGCAGTGGCACGATC
-TTGGCTCACTGCAACCTCCACCTCCTGGACTCGAGTGATTCTCCTGCCTCAGCCTCCTGA
-GTAGCTGGGATTACAAGCACATGCCACCATGCCCGGCTAATTTTGTATTTTCAGTAGAGA
-CAGGGTTTCACCATGTTGGCCAGGCTGGTCTCGAACTCCTGACCTCAGGTAATCTGCCCA
-CCTCAGCCTCCCAAAGCGCTGGGATTACAGGAGTGAGCCACCACGCCCGGCCCAAACATC
-ATTTTTTATTTTGGGCCAGTGCGGACAACATGCCACGGGCACCACCTTCACTGCTTGACC
-GATGATCGCTAAAAGTTGAGATTTCAGTTGGGCGTGGTGGCTCACGCCTGTAATCCCAGC
-ACTTTGGGAGGCTGAGGCAAGCAGATCACGAGGTCAGGAGTTTCAGACCAGCCTGGCCAA
-TATGGTGAAACCCCGTCTCTACTTAAAATTAGCTGGGTGTGGTGGCAGGCACCTGTAATC
-CCAGCTACTTGGGAGGCTGAGGCAGGAGAATCACTTGAACCCAGGAGGCAGAGGTCACAG
-TGAGCAGAGATCACGCCACTGTACTCCAGCCTGGGCGACAGAGCAAGACTCCGTCTCAAA
-AAAAAAAAAAAAGTTGAGATTTTAGTCGGGCGCGGTGGCTCACGCCTGTGATCCTAACAC
-TTTGGGAGGCCGAGGCAGGTGGATCCCTTGAGCTCAGGAGTTCAAGACCAGCCTGCGCAA
-CATGACGAAACTCCATCTCTACAAAAAATACAAAAATTAGCCAGGCATGGTGGCGCACAC
-TTGCGGTCCCAGATATGTAGGGGGCTGAGTTTGGAGGATCCCTTGAGCCCAGGAGGTCAC
-CGTTACATGTGGGCGGCAAGCCACCCAGGTGCCGAGGCAAGAGACCGAGGGCATGAGCTG
-TTCCAGTGTAATAAAGAAAATATACACAATAAGAATAGTTACACTAGAAATAGATTATAG
-ATGTGATGATATATGAATATTCTTAATCATTAGTTTCTAGCATTACTCTTCATTCCAATA
-TTATAATAATCTCTGTTCTACAACTATAACCTAGGAAAAACCAGGCCATACAGAGATAGG
-AGCTGAGGGGACATAGTGAGAAGTGACCAGGAGACAAGAGTGTGAGCCCTCTGTCACGCC
-CGGACAGGGCCACCAGAGGGGTCCCTGGTCTAGCGGTAGCGCTAGCGCCTGGCAAGGCAC
-CAGTTACTTAGCAGACGGGGAAAGGGAGTCTCCTTTTCCCCGGGGGAGTTAGAGAAGACT
-CTGCTCCACCATCTCTTGTGCAAGGCGACATCAGTCAGGCCCACCCGCAGCCATCCAGAG
-GCCCGTCTCCCCGTGATGCTGTGCTTCAGCGGTCACACTCCTGGTCTGCTTTCGTGGTCC
-GCCCTGTACACCGGGCTCCGCCTTCTAGATAGCAGTAGCACAATGAGTGAAAGTACTAAA
-AGTCTTTGAAATACATAGAAGAAAGAATGGTGTAAGCTGTCCTCTCTCTCTCTCCGCCTC
-GGCTGCCAAACAGGGAAGGGCCCCCTGTCCAGTGGACACGAGACACACGTGACCTTACCT
-ATCATTAGAGATGGCTCACGCTCCTTACCCTGCCCCCTTGCCTTGTATCCAATAAATAAC
-AGCGCAGCCAGGCATTCGGGGCCACTACCGGCCTCCACATCTAGGTGGTAGTGGTCCCCC
-GGGCCCAGCTGTCTTTTCTTCTATCCCTGTCTTGTGTCTTTATTTCTATGATCTCACATC
-TCTCCGTACACAAGAAGAACCCACAGGCCCAGTAGGGCTGGACCCTGCAGTTACAGGGAG
-CCATGATAGCACCATTGCACTCCACACTGGGCAACAACAGAGCAAGACTTTGTCTCCAAA
-AAACAAAAAAACAAAGTTGAGATTTCACATCTAGACGACATTTGAGACAGGGTCTGGCTT
-CGCTGCCCAGGCTGGATTGCGGTGGCTCCATCATGGCTCACTGTAGCCTCCACCTGCCGG
-GCTCAGGCAATCCTCCCACCTCAGCCTCCTGAGTAGCTGGGACCAAAGGTGCACATCACC
-ACACCAGGTAGTGTTTTGTATTTTTTGTGAGATGGGGTCTCACTACATTGCCCAGGCTGG
-GTTCAAGAGATCCACCCCTCAGCCTCCCAAAGTGCTGGGATTATAGGCGGCAGCCACTGC
-ACCCGGCAGTAGCGTGTTGAGTAAACACTCTATTCGTTAGCATTCCCCCTCCCATGAGCC
-TCGGGAGACACCGGGCTTTGGAAGTGATGCTGGCGGTCACAGAAGCGGAGATCAGGGCAG
-GGCTGGCATCCAGTACGGGATGGGGAGAGAGCCCTGCAGAGGGCTCTACACCATGGCTCC
-AGCGACGCGATTCCCTGTGGGGACCCACCTGCCCTGCAGCTGCCACACCACCCCAGGCCA
-GCAGGTGTGACCCCCTGGTCACGGGCCACCCCAGCCCTGAGCACAGAGATGGACACACAT
-CCCGGCCCACACAGACACAAGCAGCATGAAATTCAGAAATAAAGATATAATGAAAGACCT
-TTTTTTTCCACAAGAATAGGTTAAATACATACAATTGGTAAATTATAGAGCAATTCTGAA
-TAAACTGATCAAAAAACGAAGAAAGATGAGCGCGTGCGGGCTGGGCTTGTCTCACGCCCG
-CCTCCGGACAGGGTGGGTTTCTTGCCGGCGGCCGTGCCCCACCTCGACGCGATGCACCTG
-CGGTACATCCCACCCAGGCGAAGTCACGGAACAGACGCAGAAGAGGGGAGACGGCCGAGA
-CCCGGGGAGCCACGCGGCCCGAAACAGCCCCTGCTGGCTCTGGCGTCTTTCCGGGCCGGG
-GTGCCCCTCTGCCATGTTCCGTGGACAGCGAACACCCGGGCCGGAGCCATTACCTACTGT
-GAAGGCCAGCGCAGGGGGCACGGGATGTGAGGGAGGCCCCCGAGTGCACGGGGCCTTCTG
-CAGGGACTCCGGTCCTCCGCCTTCCACCAGCATAGGAGGACGGGCTTCTGGCCCACCGGA
-CATAAGGAATTCAGAGAAAAGGCTCTGCAGGTACCCAAGGCCCCCCAGCCTGCAGCACCG
-AGGGGCGCCCAGGAGGCCCGGCCTGCGGAGGGCACCGGCAGCCCCCGCCCCGCTCGCGGC
-CGCCGCAGTCAAGGGCGACTTGTGGTTGGAGTGAGCAGGCTCCTGGCTTCCAGGGCAGCA
-AAAACCCCCAAGCACTTTCTAGAAGGAATGTGTTTCATTCTGACTGTAAACACATTTGTA
-AATGCTGAGACCAAACCCCGACTTATGGATCCTGAGCCACGGCCGTCACTGGCCCCGCTA
-AGCCTCATCACCACACGGCCAGGCCAGACCAGCACCCGCGGACGCCAGCTCCACCCCTGG
-GCCCCGAGGTTCCCACCCGCTGAGGAGCCGGGAGCTCCGAGAAACGCGCCAGGAGCTCCA
-AGAACGCAGGAGCAGCCCGCGGTCGGCAGCAAGTTTGCATTTCTAAGTGACCACATCTAA
-TAAAATGAAAAACGGGTTTACTAAAACAGGTCCAAAGACAACACGGAAGATAAGCTACAA
-ATCCAGCACACAAGGCCCACCCACACCAGCCCCAGCGGCCCGTGGCCAGGACAGGGCTGA
-GGCTCCAGTCTCCTCCAAAGCCCAGTCACACATTTTGGTTTTTGCTTCCCCTTTCAGGTT
-TTTAAAAGCTAAACCTAGGAGCCTGGTGGGTCTGCCTGTGCTGGGCAGTGTGTCCAGCCT
-GCCGAGGTCACGCTCTGGTGCGCGGTGCCCTCAGTGGCGCCTTGGGTCTCGGCGCCTGGG
-CCTCACTCCTGCGCGATGCTCCTCAGCACGTACTTGACCGTGTAAGCAAAGGCTGCAAAC
-CCAACTATCACAAACAAGTTCGCCAGGGCGCCACCCAGGAGTCCGTGGTGCCGGTTGGCC
-TGCTGGAGCCCTGCGAGGTTTGGGACGGCCCCCGGCGCATGCCCGTTGAGCAGCTGAATC
-CCGTTCTGGACGAGGTGCGTCTCCCCGTCTGGAACCACGTCTGGCAAGGGGAGAGTCTGG
-GGTCTGCTACTGAGTTCGTCTTGTGCTTTCTGTTTTTGTTTAATCTCCTAAGAGAAAAAC
-AGCGAGAAAAGCAGCTGGTCTCCAACCAGCGCCTTTCAGGACCAGCACTCCCGTTCTCAG
-GAGTCCACGGTCCACCACCAAGAACCAAGCCCTAGGCTGTGTCAAATTCCGACCCCATCT
-CACAGGTGAGGGCCCGAGCGTGGCCGGCCTCACTGGCCCTGTGCCCCTTGGCCCCTGCAC
-TCAGGCAGACCAGAGCAAGGCTGAGCCACAGAGGCCAAGACCAGGGAGCACTCCAGTCCC
-AGTCCCACATGGCAGCCGCTGTGCCTCCCAGCTATCCCCAGACACCACCCAGCTGGCTGC
-TCAGAACCACGAGCTCCACGCCCCTGTGGGACAGGCCCAGCCCCCGGCCCACCAGCACAG
-CTGTCCGCAGGCCACCCCCCAGAGCCCAGGCTTTCTGCCTCCCCTGCCTCGGGGCTCCTG
-GGGGAGAGGAGCCATCCCCTGGGGAGGTCTGCAGCTTCAGGACACAGATTTTACTCTTTG
-GAAAGAGGTGAAACTCAAGTGTTTTAACGCAGGGGAAGGCGAAACCCACTTCCGTCTTTC
-TTACCTCCACGACTTCAGGAAATAATTCACAAAAGACTTTATCTTTCAAATTAAATGCTA
-AACTCTGCACTGCCAGTTGTCTTTTCTAGGAAGGAAGGGAAGGGAATCAGCCAGAAAACT
-AATTTCAATTCTTTCAAGATTCTAAAAACAGATGATTTCAAAGTCAAGGGCTGCAGTCTT
-CGTGTTGCAGAAAGCATTTAATAAGCACACTCTTCACAGCAAACTAACTTATAGTCTTAC
-AAAGCCTTCTTAATCTTCCCCCCATCAATTCATGATATCACACTTGATTCCTATTAAAGA
-CAGGGAAAAACAAGCCACCAAAGCACCGGGCTCCCCGCTGACAAGGCCCGGGCCGTCTGT
-GCAACTGGTACCGCCTTGGCCCACCCCAAGATCCCAAGGAGGAGCCCCTGGCGGGTGTGG
-ATGAGGCTGGATGTGGATAAAAGCAAGACCGAGAGGCAGCGGGGAACACGAGGCCACAGA
-GCAAAGCAGTCTCCACGACAGTGCCTGGGACAAGGTGGGAACTCCACCCAGCCCCGCCTA
-CTGAGAAGAAAGGCAGCTGCGGCCGGGCGCGGTGGCTCACGCCTGTAATCCCAGCACTTT
-GGGAGGCCCAGGCGGGCGGATCACGAGGTCAGGAAATCAAGACATCCTGGTTAACACGGT
-GAAACCCCGTCTCTACTAAAAATACAAAAAAAAAAATTAGCCGGGCGTGGTGGCGGGCGC
-CTGTAGTCCCAGCTACTTGGGAGGCTGAGACAGGAGAATGGCGTGAACCCCGGGGGGCGG
-AGCTTGCAGTGAGCCGAGATTGCGCCACTGCACTCCAGCCTGGAGACACAGCGAGACTCC
-GTCTCAAGAAAAAAAAAAAAAAAAAAAAAAAGGCAGCTGCAACTCAGGAACAGAGAACAG
-CCCCCCAGACACAAGGCTGACGGCCCACCAGGGAGAGGCTCTAAAACTTACCGTGAAGTC
-CGACGTCTCTATACTGCCCAGGGTGGGGCCCTTCTCCACCATGAAGCTCAGGAGCCCAGT
-CAGGATGGTGGAGACAGACCAGGCCGGGTTCCACGTGTCCGGGTGGAAATCCGTGATAGA
-AAGACACAGCCTGCAAAACGGGGGCCCCGTCAGTGCACACTCCCCACCGCAGCCAGAAAG
-CCTCCGCGGCCCCTCCAGGCACCTTACCTGGTGTTGCACTTAAACCTCCCGTTGGGAGTG
-ATCATATAGATACTGGGAGGTTTGAAAGGAAATTCTCTGGGAAAAATTAGTTTTCCATGA
-TAATAGCCACCTACATGGAAACAAAACAGAAAGGGCCTTGTCGTCCGCCACAGCAGGGGC
-TCCTGGAGACCTCGTCCCCATCCCCCCACGCCACCCCCCCCCCCCCCCTCAGCTCGGCTC
-CCGAGTCCTCATTGCACTCTCCGTCCCCAGCCGGCTCCCAGGCTCAGTCCCCCACTGACC
-TTGCTCTCCACTACCACCCACTGTCATGACCACCCAGACCCAATGCCCCTCCCCACCCCA
-CCTGTACCCACCACCCGACTGGACCCAGACCCCCACTGCCCCGGGAGCTCGAGACAACCA
-CAGCTACTGCACACCCCTCTCCCTGGAGTGTCCACACACACCCCCACCAGGAGCAGAGGG
-GTCGGAAGAGGCATGCAGGGCCTCCTTGCAACACCCCCAGCACAGCAGGAGCTCCAGGCC
-CAGCTGAGGCCGCCCCTCTCAGGACTCAGGTCCAGACCCAGCGACTCTCCAGCACCGTTT
-GCTTCCCCGACCCAACTGCACCCAAAGGCCAGCAAAACGCACCTCAAACACACCACTCTC
-CACCACACACCCCTCCAAGTTCTGCCAAATGCCCCCTGCCCTGACCTGATCCCCTGGATT
-CGGGCCTCATTCATGGCTCTTCACACGTCCTCCCCTCCCAAGCTCTCAAATCCACCTGAC
-CAGGCTTTCTCCCTGCTCTACCAAACCTGACCTGAAGATCGACCTCAGGGTCACCCACAC
-GTTCCCACTTTTTTTTGTTTTGTTTTGTTTTTTTTTTGAGACAGAATCTTGCTCTGTCGC
-CCAGGCTGGAGTGCAGTGGCTCGATCCTGGCTCACTGCAACCTCTGCCTCCCAGGTTCAA
-GTGATTATTCTGCCTCAGCCTCCTGAGTAGTTGGGACTATAGGCGCGCGCCACCACACCC
-AGCTAATTTTTTTTTTAATTTTAGTAGAGACGGGGTTTCACCGTGTTAGCCAGGATGGTC
-TCTATCTCCTGACCTCATGATCCGCCCGCCTCGGCCTCCCAAGGTGCTGGGATTATAGGC
-GTGAGCCACCTCCCCCAGCCATACCACTGGTTTCTGACCACCCAACGGCATAGCCTTATA
-AGGGGCCACTCCTGGCTCCGCCTCTCCAAAGCCCCACCCTGGTCTAGCTCCTCCACTCCC
-CACCCCCTCTTCCCACTCCAGCCAGCCCCTCTTCGCCCACCCAAGCACAGGGTGCTCTCC
-TCTCAGTCCTGGCATCCTCCTGGGGTCGCCCTAGTTTCACGGCCTCCCATCAGGAGCCCT
-GCAATGGCTGCTCAGCCACTTCCCCCACCCTGCACCCACGGGCCCTGTGCACACTCCAGG
-CCACTACACTGACCGTCCACAGCACAGCGCCCAGACGCCCCCATCCAGGACAGAAATCCG
-GCCACTTCCACCAAATGGCAACTTGGCAACTCCATCCTCCTGGTATCACACCCACTCCAT
-GAGCAAATCCTGTTGGCCCCACCTTCAAATCAATCTAGAGCCGCACACCCTGTGTGGCTT
-CCCCTGGCCCTGCTCCCAGGCCCTCTATGAGCTGCCTCATGGCAGCCCCGCCCCAGCCCG
-AGGCCCACACGCTGGCTGCCCAGGCTGCACCTGGAGTTGGTTGGAAATTCAGAGCTTGGG
-GCCAACCCCAACCAGAGGACCACAAGTGCACAAGCCAGGACTCCCTGGCCACACCTGCAT
-GCGTTGACGTGTGTGTGCATGCCATCAGGACGCGTGTGTGCGTGTCTGAGTGTGTGCATG
-CCATCAGGACGCACGTGTGTGCATGTGTGTGTGCATGCCATCAGGACGCACGTGTGTGCA
-TGTGTGTGCATGCCATCAGGACGCACGTGTGTGCATGCCATCAGGACGCGTGTGTGCGTG
-TCTGAGTGTGTGCATGCCATCAGGACGCACTTGTGTGCATGTGTGTGTGTATGCCATCAG
-GACGCATGTATGTGCGTGTCTGCATGCCATCAGGACACGTGTGTGTGCATGTGTATGTGC
-ATGCCATCAGGACGCGTGTGCACGTGCGTGCCATCAGGACGCATGGGCGTGGGCATGTGT
-GTGCGTGCCATCAGGACACGTGCATGCGTGTGTATGCGTGTGCATGCCATCAGGTTTGAG
-GAGCACTGGCCTCTGTCCTCCCTTGGGCTCCCTGTGCACAGCCCTGCCCCAATGCGAGTC
-CCCAAATCGCCACGGGCTCTTCTGCTCTAGACCCACCCTGTGTAGGATGCAGCACCCCTG
-CCCCTCGAGTGCTTTACATCTTGCAGGAACGCTCATCATCTTAGGCCGCCTCGGCATCCA
-CTCTGAATCTAGGCTGGACTTTCTCTGACCAGAAGCGGGGCTGCCACCCGCAACAATTTT
-CAGTTCACATCCCCCTTCCTCGAGCTGATCCACCCAGACGCCCGCCCTACGCACTGTCCC
-CTGGTGACCACCCCCCATGTCCCCACGGACCCCACGCCCCACATGGACTGTGCAGCCACA
-CCACGGAGTCCCCCACAGTCACAGCGTGGCCCCACGGGGCTCGTGCCCGCTTGTATTAAA
-CCCACCAGTTAAAACTCCCCAAGGGAAACCTGTGTGCAGAACGCCCTGGACCCAATAAAG
-GGTCGGCCTGGGGGTTCCAGTCTCTCTCCACTTTCCCTGGCCTCCCTGCATGTGTGGCCT
-CCCGCACGTGTTTCCCTCGTGTCTCTCTCTTGATCACTAGGGGCTGCTCTCCCTCCCATA
-GATCCTAAATGAAAACACGGCTTCACTGTCTGCCTCCCCTGAAGACACACATGGCCAAGC
-AGGGGGACGCTGCAGCTTCCTCTCTGCACTCTGCTCAGGGCTGGCATTCGAGGACACGCA
-GGAACAGGGGTGGAGTCAACAGTGGAGGGACGGCATGAGCAAGTGCCACTGTCACCCATC
-CTGGCGTGCGGCCACATCCACCAGGGAGAGGCGAAGCCCAGGAATGACACCCAGAAGACA
-CAAGAGATCATAAGGAAAGGCCAAACTGGAAAGTGAGTGAAAGAAACAGGCTTGCTTAAA
-AGAGGAAGCGGGAACAGCCAAAGCGAGGCTGGAACGATGTTTAGCTCGGTGCTAATGGGC
-AAGAGTGACTTACACGGCAGGAAACAGCCAGTTGAGCGCAGAGGGTGCTGGGAGATGGAC
-ACCCTGCTGCCTCACTGCGTGCGCACACCTGTCGGGATGGGAGACGGGCGCCCTGCTGCC
-TCACTGCGCGCACACCTATCGGGAAGCCCCAGACGGCTATCCCACTGCTTGTCACCCGCC
-AGAGAAACCCAAGACAAAGGCACCAAGAGCCACACACACACAGACGTTCACAGCACCAGA
-TGAAAATCAGGAAGCACCCACTTGTCCTGAAGTGGGTCCCTGGCAGCTTGAACATCCCCA
-CACCCCAGGCCATCTGCTGAAAAGCCTGAGGCAAAGGCCTAGCTGGCTACTCTGCCCCAT
-GGCCTGTCCCTCCTCTACCACTGCCTGACCCTCATCACTGGGGTAAGTCTTGAAACCACA
-GACTCCACTTCATTCTTTAGAAAAATGGTTTTAACTGTTCTAGGTCCTTTGCCTTTGCAT
-GTAGCTTGTGTAGTATAAAAAACTGAGATTTTGTTAGGACTGTGTGAAATCTACAGATTC
-ACTCAAGGGGAATGATTTAGCAACATTTGTAGGAAGCCAGCTCTGAACTGTCAGAGTGGG
-CACGCCTGGGCAGCACCAGGGGCAGAACAGCCACGGAACCCAGTGCACGGAGGGGACGCA
-GCTAATGCACAGGCAGGAAAAGGGGTCAGAAATCCCGAAGTCAGGAAGGAAGCTGTCGTC
-AGCAGCATCAGATACCAGAGGCTAAGAAACTGAGGACTGAGAACAGCCCCTCGGCAAGTG
-GCAATTCGGAGGGGTTCCCTGGAGACCCTGAAGGAGAGCAGAGGGCAGGGCTGCAGAGAG
-CAAAAGGCATCCCCCAGTGAGGGGGAGGTCCGCGGGGACGGGAGCAGCAGTGCCATAGAG
-GGAAATGGGAGGGGCAGTAGGAACACACATTCTCTCTCTGAAGGGAGGCTTTCCTGAGAC
-CCAGGACCAGCACAGAGCCACACACGGTTGTGGGGAACAACGGAAGCGATGGGAGGGGAC
-CAAGATAAAAGCACAAGTGACAGGGTTGGGGCTGGCAACGGCCGCACCACACCCAGGGGC
-TGCCCCCTCTTCTCCCAACTGTGTCCAGCCCTGTTGGGGGAGTAGCTCATCTCCACCAGC
-AACTGACCTAGCTGGTGAAGTTGAGGGAGACTGGGTGTGGATACAGAATTAATATTCACT
-ATTTATTTTTAAAAAACTAAAACCACAAAACAAACAAAAAAAATGTAAAGCTGGCATAAT
-TTTGCTTGTCAAAGACCACCACCCATTTTGGTTTTTTTTTTTTTTTTTGAGATGGAGTTT
-TGATCTTGTCACCCAGGGTGGAGTGCAGCGATCTCGGCTCACTGCAAGCTCCGCCTCCTG
-GGTTCAAGCGATTCTCCTGCCTCAGCCTCCTGAGTAGCTGGGACTACAGGGCCCCACCAC
-CACGCCCAGCTAATTTTTTGTATTTTTTTAGTAGAGACAAGGTTTCACCGTATTAGCAAG
-GATGGTCTGGATCTCCTGACGAGTTTCACTCTTGTCACCCAGGCTGGAATACAACGGCAC
-GACCTCGGCTCACTGCAACCTCCGCCTCCCGGGTTCAAGTGATTCTCCTGCCTCAGCCTC
-CCGAGTAGCTGGGATTATAGGCATGCACTACCACACCCGGCTAATTTTGTATTTTTAGTA
-GAGATGGGGTTTCTCCGTGTTGGTCAGGCTGGTCTCGAACTCCTGACCTCAGATGATCCG
-CCCACCTCAGCCTCCCAAAGTGCTGGAATTACAGGCGTGAGCCACCGCGCCCGGCCGACC
-ACTACTCACTCGGTGGTATATATTCTTCAGATCAGCTGAAGGCACACACACGCATCGTAA
-CAAGTACTTTAACACGCCCTGGACACCTGCTCCCGGGCCTTATCTCACCACGGCCTGCTG
-GCATCCCCAACGCTGGTCATGGGCAATGACACGATGATGGAGGGCCCACCCTACAGATGT
-ACTCCCGCACTCTGGCTGCCCTAGTTGCAGATGATCCAGAACTGGGATTCCTGGGCCAAA
-GGAGAGTCCACAGGTGTGGCTGTGTTAACTCGGCCAAAATGCCTTCAGGAGAGCCTTTTT
-CATTCTTACCCACCCACAACCCTCCCGACAGTCCAAAGCAGGGGTTGCAAACCTTCTTCT
-AGCAGCAGCACTCTCTTCTAGTGAAATCTCATCCAAAGCCTCCACACACAGGCAAACAGA
-GCCTGCTGCTCCAGCCACCTGAAGCCGGGGCCCTGTGGCTGGACAGCAACTGCTGACCTG
-GCCCTGCTCTGCCTTGTGCTTGCCGGCGGGACAGTATTCACGGGCACACTGACTACTGAC
-CTGGTCCAGATCGAGGCTGGCGCCAGCCTCCGCCAAAGGCCCCAGAAACTTACTGACAGC
-TCCAGCATCTTCTCTATAAATGACACTAGGTCTCTAGGTGGTGTCTGCTGACCTGGAGGG
-GTCAGGCTGCTGGATCAGCCTTGGTAGTCGATGAAGGGCTGAGGTGCTGGACAGGTCCTG
-CAGCCTACCGAAGCCCCAGGTGCCACCACACAGGGGTACTTCCACTTAGCTCAGAGACCG
-TCCTGGGGATTGCGAAACCCTGGGGGCGCCCAGCACAGAAGGCACACTGAATAACTGAAT
-ATATGTGCCTTTCCTTTGATGATATGCACTGGGTCTTAAGAAATAGTAGAACAGGCCAGC
-TTCAGTGTTTACCCCGGTCTGGTTTTCTCAGCTATGGCCCTATGGTGTCAGAGGCTGGTG
-AACACAGACGCTACAGGCGGCCCTGCAGGCTGAGACACATCAGCAGAGCAAACACTTCCA
-GCGTGTGGAGAAGCAGACGAGGAGGAGTTCCAACTAAGCCAATTTAACTAGCACACATCC
-AAAGTAGAAAGGCTGCTGTTTGCAAATAAAAGATGTTGAACAGGCAAGGCTGACTGAGAA
-TATAAAAACCGCCTGGTGTTCTTCTCCTAAGCACAGAATCCTTACCTTCATAAGGGGTCA
-TCTCTGGGCCTCGGACGACATAGTGCCTAAGGGAGAGAAGAAAATTACTTGGGATTTGAG
-GACAGCAAATTCTCCAAAATCTGAATCATTCCAAGCCTGGGGTTTATAGAACCCAGCCAA
-AATTACATTCACATTCAGGCAGTGAACAAATGAAGGTGAAATGTCACACAGCCACACGGC
-TTCAAAACCCCCGTCTCTTCTACCGTGGGTGCTTTTAGTCTCTTGTAACAGGATCTTAGA
-GACTATACTTTATAAGTTTACCATAAAGTACCTTTGTTTCGACAATATAACATGCACGAA
-GCTCATCTTAATAATAACTGAAATCTTAAATAAATTTTAATTTCACAGTACATTACTAAG
-ATGTACTTGAAGACTGTAATCCCAGCACTTTGGGAGGGCACGGTGGAAGATCGCTTGAGC
-CCAGGAGCTTGACACCAGCCTAGGCAACATAGCAAGACCCCACCTTTATTTAAAAAAAAA
-AAGTTAGCCGGGTGTGGTAGTGCATGCCTGCAGCCCGCCTACTCAGGAGGCTGAGGCGGG
-AGGATCACTTGAGCCCAGGAGTTTAAGGCTGCAGTGAGCTATGATTGTGCCACCACATCC
-CATTTGGGCAACAGAGTGAGACCCTATCTCCAAAGAAAAAACGATGTACTTTGAAATGTA
-TATTCTTAAATGTACTTATATATAATGTGTTTTTTGATATCACACATGCAGGCTAAACAG
-AACACAGCTAGTGATGCGGGGCCGGCTCGGTACCCCCAGCCCTTTCTCGTGCTCCTGGAA
-AAACCATAAGTGACTTGAGCAGCTGTCCTGGAGCAGAAGGAACAGGAACTGCCGTGATTG
-TGTCCAAAGCCACAGTCCCCACACAGAGCTCACCCTCAGACCAGGGGCAGCAGCAAATCG
-ACTAAACACTCCTCCACACAAATAAATAAGGCTTCTGCTTTACGTAAAGAAGTGTCTGGG
-CTTTACAGATTCCCAAACGAAACAGAAGAGCACAGAGAAGAAAGTAAAACCAGCTAGAAA
-TGCCAGAAACCAGACATGGCTTCAACTGCCAACACCGGCCAACACCGGCCATCATCTTTC
-CCCTTGCTCTGCCCCAGGACATGTGTGCCATCACTTTAAAACTAATGGGGGCTGGGCTCG
-GTGGCTCATGCCCGTGATCCCAGCACTCTGGGAGGCCAAGGTGGGTAGATCACCTGAAGT

--- a/test-data/chr1.small.fa.fai	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,1 +0,0 @@
-chr1	1199940	55	60	61

--- a/test-data/test.out.vcf	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,53 +0,0 @@
-##fileformat=VCFv4.1
-##fileDate=2013-03-04 09:59:35
-##source=SoftSearch.pl
-##reference=chr1.small.fa
-##Usage= SoftSearch.pl -l 5 -q 20 -r 5 -d 300 -m 5 -u 0 -s 4 -b Small_test.bam -f chr1.small.fa -o output.vcf
-##INFO=<ID=SVTYPE,Number=1,Type=String,Description="Type of structural variant">
-##INFO=<ID=EVENT,Number=1,Type=String,Description="ID of event associated to breakend">
-##INFO=<ID=lSC,Number=1,Type=Integer,Description="Length of the longest soft clips supporting the BND">
-##INFO=<ID=nSC,Number=1,Type=Integer,Description="Number of supporting soft-clips">
-##INFO=<ID=nRP,Number=1,Type=Integer,Description="Number of read pairs overlapping Soft-Clips">
-##INFO=<ID=uRP,Number=1,Type=Integer,Description="Number of unmated read pairs nearby Soft-Clips">
-##INFO=<ID=Summary,Number=1,Type=String,Description="Number of each type of variation found">
-#CHROM	POS	ID	REF	ALT	QUAL	FILTER	INFO
-chr1	525967	.	BND_krm	]chr1:524013]T	.	PASS	SVTYPE=BND;EVENT=TDUP,15;ISIZE=1954;lSC=39;nSC=7;nRP=15;uRP=0;MATE_ID=BND_bzd;Summary=CTX,1:DEL,0:INS,0:INV,0:TDUP,15:NOV_INS,0	
-chr1	524013	.	BND_bzd	T[chr1:525967[	.	PASS	SVTYPE=BND;EVENT=TDUP,15;ISIZE=1954;lSC=39;nSC=7;nRP=15;uRP=0;MATE_ID=BND_krm;Summary=CTX,1:DEL,0:INS,0:INV,0:TDUP,15:NOV_INS,0	
-chr1	773905	.	BND_bxl	]chr1:773905]G	.	PASS	SVTYPE=BND;EVENT=INV,39;ISIZE=-7663;lSC=32;nSC=8;nRP=39;uRP=1;MATE_ID=BND_dek;Summary=CTX,10:DEL,0:INS,0:INV,39:TDUP,0:NOV_INS,0	
-chr1	781568	.	BND_dek	C[chr1:781568[	.	PASS	SVTYPE=BND;EVENT=INV,39;ISIZE=-7663;lSC=32;nSC=8;nRP=39;uRP=1;MATE_ID=BND_bxl;Summary=CTX,10:DEL,0:INS,0:INV,39:TDUP,0:NOV_INS,0	
-chr1	773905	.	BND_qok	]chr1:773905]G	.	PASS	r_SVTYPE=BND;EVENT=INV,93;ISIZE=7663;lSC=14;nSC=7;nRP=93;uRP=12;MATE_ID=BND_epk;Summary=CTX,16:DEL,0:INS,0:INV,93:TDUP,0:NOV_INS,0	
-chr1	781568	.	BND_epk	C[chr1:781568[	.	PASS	r_SVTYPE=BND;EVENT=INV,93;ISIZE=7663;lSC=14;nSC=7;nRP=93;uRP=12;MATE_ID=BND_qok;Summary=CTX,16:DEL,0:INS,0:INV,93:TDUP,0:NOV_INS,0	
-chr1	773966	.	BND_vej	]chr1:773966]G	.	PASS	SVTYPE=BND;EVENT=INV,39;ISIZE=-7602;lSC=37;nSC=12;nRP=39;uRP=1;MATE_ID=BND_yqd;Summary=CTX,10:DEL,0:INS,0:INV,39:TDUP,0:NOV_INS,0	
-chr1	781568	.	BND_yqd	G[chr1:781568[	.	PASS	SVTYPE=BND;EVENT=INV,39;ISIZE=-7602;lSC=37;nSC=12;nRP=39;uRP=1;MATE_ID=BND_vej;Summary=CTX,10:DEL,0:INS,0:INV,39:TDUP,0:NOV_INS,0	
-chr1	781562	.	BND_hoa	]chr1:781562]G	.	PASS	r_SVTYPE=BND;EVENT=INV,34;ISIZE=6;lSC=35;nSC=9;nRP=34;uRP=7;MATE_ID=BND_gtg;Summary=CTX,0:DEL,0:INS,0:INV,34:TDUP,0:NOV_INS,0	
-chr1	781568	.	BND_gtg	A[chr1:781568[	.	PASS	r_SVTYPE=BND;EVENT=INV,34;ISIZE=6;lSC=35;nSC=9;nRP=34;uRP=7;MATE_ID=BND_hoa;Summary=CTX,0:DEL,0:INS,0:INV,34:TDUP,0:NOV_INS,0	
-chr1	781620	.	BND_rbh	]chr1:781620]A	.	PASS	SVTYPE=BND;EVENT=INV,11;ISIZE=7696;lSC=37;nSC=5;nRP=11;uRP=9;MATE_ID=BND_hwz;Summary=CTX,0:DEL,0:INS,0:INV,11:TDUP,0:NOV_INS,0	
-chr1	773924	.	BND_hwz	A[chr1:773924[	.	PASS	SVTYPE=BND;EVENT=INV,11;ISIZE=7696;lSC=37;nSC=5;nRP=11;uRP=9;MATE_ID=BND_rbh;Summary=CTX,0:DEL,0:INS,0:INV,11:TDUP,0:NOV_INS,0	
-chr1	781620	.	BND_pff	]chr1:781620]A	.	PASS	r_SVTYPE=BND;EVENT=INV,27;ISIZE=-7696;lSC=37;nSC=12;nRP=27;uRP=2;MATE_ID=BND_axj;Summary=CTX,0:DEL,0:INS,0:INV,27:TDUP,0:NOV_INS,0	
-chr1	773924	.	BND_axj	A[chr1:773924[	.	PASS	r_SVTYPE=BND;EVENT=INV,27;ISIZE=-7696;lSC=37;nSC=12;nRP=27;uRP=2;MATE_ID=BND_pff;Summary=CTX,0:DEL,0:INS,0:INV,27:TDUP,0:NOV_INS,0	
-chr1	813647	.	BND_qzw	]chr1:813647]G	.	PASS	SVTYPE=BND;EVENT=INV,51;ISIZE=-3145;lSC=22;nSC=5;nRP=51;uRP=7;MATE_ID=BND_zle;Summary=CTX,0:DEL,0:INS,0:INV,51:TDUP,0:NOV_INS,0	
-chr1	816792	.	BND_zle	T[chr1:816792[	.	PASS	SVTYPE=BND;EVENT=INV,51;ISIZE=-3145;lSC=22;nSC=5;nRP=51;uRP=7;MATE_ID=BND_qzw;Summary=CTX,0:DEL,0:INS,0:INV,51:TDUP,0:NOV_INS,0	
-chr1	813647	.	BND_ngc	]chr1:813647]G	.	PASS	r_SVTYPE=BND;EVENT=INV,31;ISIZE=3145;lSC=18;nSC=10;nRP=31;uRP=3;MATE_ID=BND_are;Summary=CTX,0:DEL,0:INS,0:INV,31:TDUP,0:NOV_INS,0	
-chr1	816792	.	BND_are	T[chr1:816792[	.	PASS	r_SVTYPE=BND;EVENT=INV,31;ISIZE=3145;lSC=18;nSC=10;nRP=31;uRP=3;MATE_ID=BND_ngc;Summary=CTX,0:DEL,0:INS,0:INV,31:TDUP,0:NOV_INS,0	
-chr1	816790	.	BND_fca	]chr1:816790]G	.	PASS	SVTYPE=BND;EVENT=INV,56;ISIZE=3142;lSC=29;nSC=12;nRP=56;uRP=10;MATE_ID=BND_efc;Summary=CTX,0:DEL,0:INS,0:INV,56:TDUP,0:NOV_INS,0	
-chr1	813648	.	BND_efc	G[chr1:813648[	.	PASS	SVTYPE=BND;EVENT=INV,56;ISIZE=3142;lSC=29;nSC=12;nRP=56;uRP=10;MATE_ID=BND_fca;Summary=CTX,0:DEL,0:INS,0:INV,56:TDUP,0:NOV_INS,0	
-chr1	816790	.	BND_pes	]chr1:816790]G	.	PASS	r_SVTYPE=BND;EVENT=INV,49;ISIZE=-3142;lSC=34;nSC=14;nRP=49;uRP=8;MATE_ID=BND_yag;Summary=CTX,1:DEL,0:INS,0:INV,49:TDUP,0:NOV_INS,0	
-chr1	813648	.	BND_yag	G[chr1:813648[	.	PASS	r_SVTYPE=BND;EVENT=INV,49;ISIZE=-3142;lSC=34;nSC=14;nRP=49;uRP=8;MATE_ID=BND_pes;Summary=CTX,1:DEL,0:INS,0:INV,49:TDUP,0:NOV_INS,0	
-chr1	855226	.	BND_rki	]chr1:813648]T	.	PASS	r_SVTYPE=BND;EVENT=DEL,104;ISIZE=-41578;lSC=35;nSC=18;nRP=104;uRP=11;MATE_ID=BND_mln;Summary=CTX,0:DEL,104:INS,0:INV,0:TDUP,0:NOV_INS,0	
-chr1	813648	.	BND_mln	G[chr1:855226[	.	PASS	r_SVTYPE=BND;EVENT=DEL,104;ISIZE=-41578;lSC=35;nSC=18;nRP=104;uRP=11;MATE_ID=BND_rki;Summary=CTX,0:DEL,104:INS,0:INV,0:TDUP,0:NOV_INS,0	
-chr1	863643	.	BND_ldx	]chr1:854833]G	.	PASS	SVTYPE=BND;EVENT=TDUP,97;ISIZE=8810;lSC=39;nSC=14;nRP=97;uRP=10;MATE_ID=BND_trp;Summary=CTX,0:DEL,0:INS,0:INV,0:TDUP,97:NOV_INS,0	
-chr1	854833	.	BND_trp	A[chr1:863643[	.	PASS	SVTYPE=BND;EVENT=TDUP,97;ISIZE=8810;lSC=39;nSC=14;nRP=97;uRP=10;MATE_ID=BND_ldx;Summary=CTX,0:DEL,0:INS,0:INV,0:TDUP,97:NOV_INS,0	
-chr1	903616	.	BND_enp	]chr1:903616]C	.	PASS	SVTYPE=BND;EVENT=INV,60;ISIZE=-12375;lSC=19;nSC=10;nRP=60;uRP=14;MATE_ID=BND_kju;Summary=CTX,0:DEL,0:INS,0:INV,60:TDUP,0:NOV_INS,0	
-chr1	915991	.	BND_kju	T[chr1:915991[	.	PASS	SVTYPE=BND;EVENT=INV,60;ISIZE=-12375;lSC=19;nSC=10;nRP=60;uRP=14;MATE_ID=BND_enp;Summary=CTX,0:DEL,0:INS,0:INV,60:TDUP,0:NOV_INS,0	
-chr1	903616	.	BND_gxr	]chr1:903616]C	.	PASS	r_SVTYPE=BND;EVENT=INV,64;ISIZE=12375;lSC=19;nSC=13;nRP=64;uRP=6;MATE_ID=BND_aad;Summary=CTX,0:DEL,0:INS,0:INV,64:TDUP,0:NOV_INS,0	
-chr1	915991	.	BND_aad	T[chr1:915991[	.	PASS	r_SVTYPE=BND;EVENT=INV,64;ISIZE=12375;lSC=19;nSC=13;nRP=64;uRP=6;MATE_ID=BND_gxr;Summary=CTX,0:DEL,0:INS,0:INV,64:TDUP,0:NOV_INS,0	
-chr1	915990	.	BND_yjv	]chr1:915990]C	.	PASS	SVTYPE=BND;EVENT=INV,61;ISIZE=12373;lSC=23;nSC=11;nRP=61;uRP=9;MATE_ID=BND_oqn;Summary=CTX,0:DEL,0:INS,0:INV,61:TDUP,0:NOV_INS,0	
-chr1	903617	.	BND_oqn	C[chr1:903617[	.	PASS	SVTYPE=BND;EVENT=INV,61;ISIZE=12373;lSC=23;nSC=11;nRP=61;uRP=9;MATE_ID=BND_yjv;Summary=CTX,0:DEL,0:INS,0:INV,61:TDUP,0:NOV_INS,0	
-chr1	915990	.	BND_gqz	]chr1:915990]C	.	PASS	r_SVTYPE=BND;EVENT=INV,64;ISIZE=-12373;lSC=38;nSC=12;nRP=64;uRP=5;MATE_ID=BND_taa;Summary=CTX,0:DEL,0:INS,0:INV,64:TDUP,0:NOV_INS,0	
-chr1	903617	.	BND_taa	C[chr1:903617[	.	PASS	r_SVTYPE=BND;EVENT=INV,64;ISIZE=-12373;lSC=38;nSC=12;nRP=64;uRP=5;MATE_ID=BND_gqz;Summary=CTX,0:DEL,0:INS,0:INV,64:TDUP,0:NOV_INS,0	
-chr1	938005	.	BND_qky	]chr1:938005]A	.	PASS	SVTYPE=BND;EVENT=INV,60;ISIZE=-20303;lSC=32;nSC=6;nRP=60;uRP=13;MATE_ID=BND_abd;Summary=CTX,0:DEL,0:INS,0:INV,60:TDUP,0:NOV_INS,0	
-chr1	958308	.	BND_abd	T[chr1:958308[	.	PASS	SVTYPE=BND;EVENT=INV,60;ISIZE=-20303;lSC=32;nSC=6;nRP=60;uRP=13;MATE_ID=BND_qky;Summary=CTX,0:DEL,0:INS,0:INV,60:TDUP,0:NOV_INS,0	
-chr1	958307	.	BND_gju	]chr1:958307]A	.	PASS	SVTYPE=BND;EVENT=INV,59;ISIZE=20301;lSC=15;nSC=10;nRP=59;uRP=6;MATE_ID=BND_cwc;Summary=CTX,0:DEL,0:INS,0:INV,59:TDUP,0:NOV_INS,0	
-chr1	938006	.	BND_cwc	C[chr1:938006[	.	PASS	SVTYPE=BND;EVENT=INV,59;ISIZE=20301;lSC=15;nSC=10;nRP=59;uRP=6;MATE_ID=BND_gju;Summary=CTX,0:DEL,0:INS,0:INV,59:TDUP,0:NOV_INS,0	
-chr1	958310	.	BND_rsp	]chr1:958310]A	.	PASS	r_SVTYPE=BND;EVENT=INV,52;ISIZE=-20304;lSC=18;nSC=11;nRP=52;uRP=7;MATE_ID=BND_xxl;Summary=CTX,0:DEL,0:INS,0:INV,52:TDUP,0:NOV_INS,0	
-chr1	938006	.	BND_xxl	T[chr1:938006[	.	PASS	r_SVTYPE=BND;EVENT=INV,52;ISIZE=-20304;lSC=18;nSC=11;nRP=52;uRP=7;MATE_ID=BND_rsp;Summary=CTX,0:DEL,0:INS,0:INV,52:TDUP,0:NOV_INS,0	

--- a/tool_data_table_conf.xml.sample	Sat May 31 11:23:36 2014 -0400
+++ /dev/null	Thu Jan 01 00:00:00 1970 +0000
@@ -1,82 +0,0 @@
-<!-- Use the file tool_data_table_conf.xml.oldlocstyle if you don't want to update your loc files as changed in revision 4550:535d276c92bc-->
-<tables>
-    <!-- Locations of all fasta files under genome directory -->
-    <table name="all_fasta" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/all_fasta.loc" />
-    </table>
-    <!-- Locations of indexes in the BFAST mapper format -->
-    <table name="bfast_indexes" comment_char="#">
-        <columns>value, dbkey, formats, name, path</columns>
-        <file path="tool-data/bfast_indexes.loc" />
-    </table>
-    <!-- Locations of nucleotide (mega)blast databases -->
-    <table name="blastdb" comment_char="#">
-        <columns>value, name, path</columns>
-        <file path="tool-data/blastdb.loc" />
-    </table>
-    <!-- Locations of protein (mega)blast databases -->
-    <table name="blastdb_p" comment_char="#">
-        <columns>value, name, path</columns>
-        <file path="tool-data/blastdb_p.loc" />
-    </table>
-    <!-- Locations of indexes in the BWA mapper format -->
-    <table name="bwa_indexes" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/bwa_index.loc" />
-    </table>
-    <!-- Locations of indexes in the BWA color-space mapper format -->
-    <table name="bwa_indexes_color" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/bwa_index_color.loc" />
-    </table>
-    <!-- Locations of MAF files that have been indexed with bx-python -->
-    <table name="indexed_maf_files">
-        <columns>name, value, dbkey, species</columns>
-        <file path="tool-data/maf_index.loc" />
-    </table>
-    <!-- Locations of fasta files appropriate for NGS simulation -->
-    <table name="ngs_sim_fasta" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/ngs_sim_fasta.loc" />
-    </table>
-    <!-- Locations of PerM base index files -->
-    <table name="perm_base_indexes" comment_char="#">
-        <columns>value, name, path</columns>
-        <file path="tool-data/perm_base_index.loc" />
-    </table>
-    <!-- Locations of PerM color-space index files -->
-    <table name="perm_color_indexes" comment_char="#">
-        <columns>value, name, path</columns>
-        <file path="tool-data/perm_color_index.loc" />
-    </table>
-    <!-- Location of Picard dict file and other files -->
-    <table name="picard_indexes" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/picard_index.loc" />
-    </table>
-    <!-- Location of Picard dict files valid for GATK -->
-    <table name="gatk_picard_indexes" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/gatk_sorted_picard_index.loc" />
-    </table>
-    <!-- Available of GATK references -->
-    <table name="gatk_annotations" comment_char="#">
-        <columns>value, name, gatk_value, tools_valid_for</columns>
-        <file path="tool-data/gatk_annotations.txt" />
-    </table>
-    <!-- Location of SRMA dict file and other files -->
-    <table name="srma_indexes" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/picard_index.loc" />
-    </table>
-    <!-- Location of Mosaik files -->
-    <table name="mosaik_indexes" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/mosaik_index.loc" />
-    </table>
-    <table name="fasta_indexes" comment_char="#">
-        <columns>value, dbkey, name, path</columns>
-        <file path="tool-data/fasta_indexes.loc" />
-    </table>
-</tables>