changeset 9:276f5d8712d5 draft default tip

"planemo upload for repository https://github.com/bgruening/galaxytools/tree/master/tools/flye commit 7c956f5b897dc366b2e5b7e37a2fea4b51a814f3"
author bgruening
date Tue, 23 Nov 2021 08:35:32 +0000
parents e27815e82dd4
children
files flye.xml macros.xml test-data/result1.log test-data/result1_assembly.fasta test-data/result1_assembly_graph.dot test-data/result1_assembly_graph.gfa test-data/result1_assembly_info.txt
diffstat 7 files changed, 7512 insertions(+), 7424 deletions(-) [+]
line wrap: on
line diff
--- a/flye.xml	Wed Jun 30 20:02:51 2021 +0000
+++ b/flye.xml	Tue Nov 23 08:35:32 2021 +0000
@@ -20,15 +20,15 @@
             ln -s '$input' ./input_${counter}.${ext} &&
         #end for
         flye
-        $mode
+        $mode_conditional.mode
         #for $counter, $input in enumerate($inputs):
             ./input_${counter}.$ext
         #end for
         -o out_dir
         -t \${GALAXY_SLOTS:-4}
         -i $iterations
-        #if $hifi_error:
-            --hifi-error $hifi_error
+        #if $mode_conditional.mode == '--pacbio-hifi' and $mode_conditional.hifi_error:
+            --hifi-error $mode_conditional.hifi_error
         #end if
         #if $min_overlap:
             -m $min_overlap
@@ -37,55 +37,58 @@
             --asm-coverage $asm.asm_coverage
             -g '${asm.genome_size}'
         #end if
-        $plasmids
         $meta
-        $trestle
+        $scaffold
     ]]></command>
     <inputs>
         <param name="inputs" type="data" format="fasta,fasta.gz,fastq,fastq.gz,fastqsanger.gz,fastqsanger" multiple="true" label="Input reads" />
-        <param name="mode" type="select" label="Mode">
-            <option value="--nano-raw">Nanopore raw</option>
-            <option value="--nano-corr">Nanopore corrected</option>
-            <option value="--pacbio-hifi">PacBio HiFi</option>
-            <option value="--pacbio-raw">PacBio raw</option>
-            <option value="--pacbio-corr">PacBio corrected</option>
-            <option value="--subassemblies">High-quality contig-like input</option>
-        </param>
-        <param argument="--iterations" type="integer" value="0" label="Number of polishing iterations" 
+        <conditional name="mode_conditional">
+            <param name="mode" type="select" label="Mode">
+                <option value="--nano-raw">Nanopore raw (--nano-raw)</option>
+                <option value="--nano-corr">Nanopore corrected (--nano-corr)</option>
+                <option value="--nano-hq">Nanopore HQ (--nano-hq)</option>
+                <option value="--pacbio-raw">PacBio raw (--pacbio-raw)</option>
+                <option value="--pacbio-corr">PacBio corrected (--pacbio-corr)</option>
+                <option value="--pacbio-hifi">PacBio HiFi (--pacbio-hifi)</option>
+            </param>
+            <when value="--nano-raw"/>
+            <when value="--nano-corr"/>
+            <when value="--nano-hq"/>
+            <when value="--pacbio-raw"/>
+            <when value="--pacbio-corr"/>
+            <when value="--pacbio-hifi">
+                <param argument="--hifi-error" type="float" min="0" max="1" optional="true" label="Expected HiFi reads error rate" help="Default: 0.01"/>
+            </when>
+        </conditional>
+        <param argument="--iterations" type="integer" value="1" label="Number of polishing iterations" 
             help="Polishing is performed as the final assembly stage. By default, Flye runs one polishing iteration. Additional iterations 
                 might correct a small number of extra errors (due to improvements on how reads may align to the corrected assembly). If the 
-                parameter is set to 0, the polishing is not performed."/>
-        <param argument="--min-overlap" type="integer" optional="true" label="Minimum overlap between reads" 
+                parameter is set to 0, the polishing is not performed"/>
+        <param argument="--min-overlap" type="integer" min="1000" max="10000" optional="true" label="Minimum overlap between reads" 
             help="This sets a minimum overlap length for two reads to be considered overlapping. By default it is chosen 
                 automatically based on the read length distribution (reads N90) and does not require manual setting. Typical 
                 value is 3k-5k (and down to 1k for datasets with shorter read length). Intuitively, we want to set this 
                 parameter as high as possible, so the repeat graph is less tangled. However, higher values might lead to assembly gaps.
                 In some rare cases it makes sense to manually increase minimum overlap for assemblies of big genomes with long reads and high coverage." />
-        <param argument="--hifi-error" type="float" min="0" max="1" optional="true" label="Expected HiFi reads error rate" help="Default: 0.01"/>
-        <param argument="--plasmids" type="boolean" truevalue="--plasmids" falsevalue="" checked="False" label="Rescue short unassembled plasmids" />
         <param argument="--keep-haplotypes" type="boolean" truevalue="--keep-haplotypes" falsevalue="" checked="False" label="Keep haplotypes"
             help="By default, Flye collapses graph structures caused by alternative haplotypes (bubbles, superbubbles, roundabouts) to produce longer 
                 consensus contigs. This option retains the alternative paths on the graph, producing less contigouos, but more detailed assembly."/>
-        <param argument="--trestle" type="boolean" truevalue="--trestle" falsevalue="" 
-            checked="False" label="Enable Trestle" 
-            help="Trestle is an extra module that resolves simple repeats of multipicity 2 that were not bridged by reads. Depending on the datasets, it might 
-                resolve a few extra repeats, which is helpful for small (bacterial genomes). On large genomes, the contiguity improvements are usually minimal, 
-                but the computation might take a lot of time" />
+        <param argument="--scaffold" type="boolean" truevalue="--scaffold" falsevalue="" label="Enable scaffolding using graph" 
+            help="Starting from the version 2.9 Flye does not perform scaffolding by default, which guarantees that all assembled sequences do not have any gaps" />
         <param argument="--meta" type="boolean" truevalue="--meta" falsevalue="" checked="False" label="Perform metagenomic assembly" 
             help="It is designed for highly non-uniform coverage and is sensitive to underrepresented sequence at low coverage (as low as 2x).
                 In some examples of simple metagenomes, we observed that the normal mode assembled more contigious bacterial 
                 consensus sequence, while the metagenome mode was slightly more fragmented, but revealed strain mixtures"/>
         <conditional name="asm">
-            <param name="asm_select" type="select" label="Reduced contig assembly coverage">
+            <param name="asm_select" type="select" label="Reduced contig assembly coverage" help="Typically, assemblies of large genomes at high coverage require a hundreds of RAM. For high coverage assemblies, 
+                        you can reduce memory usage by using only a subset of longest reads for initial contig extension stage (usually, the memory bottleneck)">
                 <option value="true">Enable reduced coverage for initial disjointing assembly</option>
                 <option value="false" selected="true">Disable reduced coverage for initial disjointing assembly</option>
             </param>
             <when value="true">
                 <param argument="--asm-coverage" type="integer" min="0" value="30"
                     label="Reduced coverage for initial disjointing assembly" 
-                    help="Typically, assemblies of large genomes at high coverage require a hundreds of RAM. For high coverage assemblies, 
-                        you can reduce memory usage by using only a subset of longest reads for initial contig extension stage (usually, the memory bottleneck). 
-                        The parameter --asm-coverage specifies the target coverage of the longest reads. For a typical assembly, 30x is enough to produce good 
+                    help="This parameter specifies the target coverage of the longest reads. For a typical assembly, 30x is enough to produce good 
                         initial contigs. Regardless of this parameter, all reads will be used at the later pipeline stages."/>
                 <param argument="--genome-size" type="text" optional="true" label="Estimated genome size"
                     help="For example, 5m or 2.6g. No longer required as input. However, it must be used in conjunction with --asm-coverage option.">
@@ -106,10 +109,11 @@
         </data>
     </outputs>
     <tests>
-        <!--Test 01-->
+        <!--Test 01: pacbio-raw-->
         <test expect_num_outputs="5">
             <param name="inputs" ftype="fastq.gz" value="ecoli_01.fastq.gz,ecoli_02.fastq.gz,ecoli_03.fastq.gz,ecoli_04.fastq.gz,ecoli_05.fastq.gz,ecoli_06.fastq.gz,ecoli_07.fastq.gz"/>
             <param name="mode" value="--pacbio-raw"/>
+            <param name="iterations" value="0"/>
             <param name="generate_log" value="true"/>
             <output name="assembly_info" file="result1_assembly_info.txt" ftype="tabular" compare="sim_size"/>
             <output name="assembly_graph" file="result1_assembly_graph.dot" ftype="graph_dot" compare="sim_size"/>
@@ -117,10 +121,11 @@
             <output name="consensus" file="result1_assembly.fasta" ftype="fasta" compare="sim_size"/>
             <output name="flye_log" file="result1.log" ftype="txt" compare="sim_size"/>
         </test>
-        <!--Test 02-->
+        <!--Test 02: nano raw-->
         <test expect_num_outputs="4">
             <param name="inputs" ftype="fasta.gz" value="nanopore.fasta.gz"/>
             <param name="mode" value="--nano-raw"/>
+            <param name="iterations" value="0"/>
             <output name="assembly_info" ftype="tabular">
                 <assert_contents>
                     <has_size value="95" delta="100"/>
@@ -142,14 +147,15 @@
                </assert_contents>
             </output>
         </test>
-        <!--Test 03-->
+        <!--Test 03: reduce coverage-->
         <test expect_num_outputs="4">
             <param name="inputs" ftype="fastq.gz" value="ecoli_hifi_01.fastq.gz,ecoli_hifi_02.fastq.gz,ecoli_hifi_03.fastq.gz,ecoli_hifi_04.fastq.gz,ecoli_hifi_05.fastq.gz,ecoli_hifi_06.fastq.gz,ecoli_hifi_07.fastq.gz,ecoli_hifi_08.fastq.gz,ecoli_hifi_09.fastq.gz"/>
-            <param name="mode" value="--pacbio-hifi"/>
-            <param name="iterations" value="1"/>
+            <conditional name="mode_conditional">
+                <param name="mode" value="--nano-raw"/>
+            </conditional>
             <conditional name="asm">
                 <param name="asm_select" value="true" />
-                <param name="asm" value="100"/>
+                <param name="asm" value="30"/>
                 <param name="genome_size" value="3980000"/>
             </conditional>
             <output name="assembly_info" ftype="tabular">
@@ -159,27 +165,27 @@
             </output>
             <output name="assembly_graph" ftype="graph_dot">
                 <assert_contents>
-                    <has_size value="2135" delta="100"/>
+                    <has_size value="1840" delta="100"/>
                </assert_contents>
             </output>
             <output name="assembly_gfa" ftype="txt">
                 <assert_contents>
-                    <has_size value="114351" delta="100"/>
+                    <has_size value="420752" delta="100"/>
                </assert_contents>
             </output>
             <output name="consensus" ftype="fasta">
                 <assert_contents>
-                    <has_size value="116191" delta="100"/>
+                    <has_size value="427580" delta="100"/>
                </assert_contents>
             </output>
         </test>
-        <!--Test 04-->
+        <!--Test 04: metagenomic mode-->
         <test expect_num_outputs="4">
             <param name="inputs" ftype="fastq.gz" value="ecoli_01.fastq.gz,ecoli_02.fastq.gz,ecoli_03.fastq.gz,ecoli_04.fastq.gz,ecoli_05.fastq.gz,ecoli_06.fastq.gz,ecoli_07.fastq.gz"/>
-            <param name="mode" value="--pacbio-raw"/>
-            <param name="iterations" value="1"/>
+            <conditional name="mode_conditional">
+                <param name="mode" value="--pacbio-raw"/>
+            </conditional>
             <param name="meta" value="true"/>
-            <param name="plasmids" value="true"/>
             <output name="assembly_info" ftype="tabular">
                 <assert_contents>
                     <has_size value="95" delta="100"/>
@@ -192,20 +198,22 @@
             </output>
             <output name="assembly_gfa" ftype="txt">
                 <assert_contents>
-                    <has_size value="418051" delta="100"/>
+                    <has_size value="418729" delta="100"/>
                </assert_contents>
             </output>
             <output name="consensus" ftype="fasta">
                 <assert_contents>
-                    <has_size value="425000" delta="100"/>
+                    <has_size value="425667" delta="100"/>
                </assert_contents>
             </output>
         </test>
-        <!--Test 05-->
+        <!--Test 05: nanopore HQ mode-->
         <test expect_num_outputs="4">
             <param name="inputs" ftype="fastq.gz" value="ecoli_hifi_01.fastq.gz,ecoli_hifi_02.fastq.gz,ecoli_hifi_03.fastq.gz,ecoli_hifi_04.fastq.gz,ecoli_hifi_05.fastq.gz,ecoli_hifi_06.fastq.gz,ecoli_hifi_07.fastq.gz,ecoli_hifi_08.fastq.gz,ecoli_hifi_09.fastq.gz"/>
-            <param name="mode" value="--pacbio-hifi"/>
-            <param name="iterations" value="1"/>
+            <conditional name="mode_conditional">
+                <param name="mode" value="--nano-hq"/>
+            </conditional>
+            <param name="min_overlap" value="1000"/>
             <output name="assembly_info" ftype="tabular">
                 <assert_contents>
                     <has_size value="286" delta="100"/>
@@ -213,26 +221,28 @@
             </output>
             <output name="assembly_graph" ftype="graph_dot">
                 <assert_contents>
-                    <has_size value="2135" delta="100"/>
+                    <has_size value="1248" delta="100"/>
                </assert_contents>
             </output>
             <output name="assembly_gfa" ftype="txt">
                 <assert_contents>
-                    <has_size value="114351" delta="100"/>
+                    <has_size value="420252" delta="100"/>
                </assert_contents>
             </output>
             <output name="consensus" ftype="fasta">
                 <assert_contents>
-                    <has_size value="116191" delta="100"/>
+                    <has_size value="427129" delta="100"/>
                </assert_contents>
             </output>
         </test>
-        <!--Test 06-->
+        <!--Test 06: hifi error option-->
         <test expect_num_outputs="4">
             <param name="inputs" ftype="fastq.gz" value="ecoli_hifi_01.fastq.gz,ecoli_hifi_02.fastq.gz,ecoli_hifi_03.fastq.gz,ecoli_hifi_04.fastq.gz,ecoli_hifi_05.fastq.gz,ecoli_hifi_06.fastq.gz,ecoli_hifi_07.fastq.gz,ecoli_hifi_08.fastq.gz,ecoli_hifi_09.fastq.gz"/>
-            <param name="mode" value="--pacbio-hifi"/>
-            <param name="iterations" value="1"/>
-            <param name="hifi-error" value="0.02"/> 
+            <conditional name="mode_conditional">
+                <param name="mode" value="--pacbio-hifi"/>
+                <param name="hifi_error" value="0.21"/> 
+            </conditional>
+            <param name="min_overlap" value="1000"/>
             <output name="assembly_info" ftype="tabular">
                 <assert_contents>
                     <has_size value="286" delta="100"/>
@@ -240,25 +250,28 @@
             </output>
             <output name="assembly_graph" ftype="graph_dot">
                 <assert_contents>
-                    <has_size value="2135" delta="100"/>
+                    <has_size value="1273" delta="100"/>
                </assert_contents>
             </output>
             <output name="assembly_gfa" ftype="txt">
                 <assert_contents>
-                    <has_size value="114351" delta="100"/>
+                    <has_size value="420252" delta="100"/>
                </assert_contents>
             </output>
             <output name="consensus" ftype="fasta">
                 <assert_contents>
-                    <has_size value="116191" delta="100"/>
+                    <has_size value="427129" delta="100"/>
                </assert_contents>
             </output>
         </test>
-        <!--Test 07-->
+        <!--Test 07: keep haplotypes-->
         <test expect_num_outputs="4">
             <param name="inputs" ftype="fastq.gz" value="ecoli_hifi_01.fastq.gz,ecoli_hifi_02.fastq.gz,ecoli_hifi_03.fastq.gz,ecoli_hifi_04.fastq.gz,ecoli_hifi_05.fastq.gz,ecoli_hifi_06.fastq.gz,ecoli_hifi_07.fastq.gz,ecoli_hifi_08.fastq.gz,ecoli_hifi_09.fastq.gz"/>
-            <param name="mode" value="--pacbio-hifi"/>
-            <param name="iterations" value="1"/>
+            <conditional name="mode_conditional">
+                <param name="mode" value="--pacbio-corr"/>
+                <param name="hifi_error" value="0.21"/>
+            </conditional>
+            <param name="min_overlap" value="1000"/>
             <param name="keep-haplotypes" value="true"/>
             <output name="assembly_info" ftype="tabular">
                 <assert_contents>
@@ -267,17 +280,44 @@
             </output>
             <output name="assembly_graph" ftype="graph_dot">
                 <assert_contents>
-                    <has_size value="2135" delta="100"/>
+                    <has_size value="1273" delta="100"/>
                </assert_contents>
             </output>
             <output name="assembly_gfa" ftype="txt">
                 <assert_contents>
-                    <has_size value="114351" delta="100"/>
+                    <has_size value="420252" delta="100"/>
                </assert_contents>
             </output>
             <output name="consensus" ftype="fasta">
                 <assert_contents>
-                    <has_size value="116191" delta="100"/>
+                    <has_size value="427129" delta="100"/>
+               </assert_contents>
+            </output>
+        </test>
+        <!--Test 08: scaffolding mode-->
+        <test expect_num_outputs="4">
+            <param name="inputs" ftype="fastq.gz" value="ecoli_hifi_01.fastq.gz,ecoli_hifi_02.fastq.gz,ecoli_hifi_03.fastq.gz,ecoli_hifi_04.fastq.gz,ecoli_hifi_05.fastq.gz,ecoli_hifi_06.fastq.gz,ecoli_hifi_07.fastq.gz,ecoli_hifi_08.fastq.gz,ecoli_hifi_09.fastq.gz"/>
+            <param name="mode" value="--nano-hq"/>
+            <param name="min_overlap" value="1000"/>
+            <param name="scaffolding" value="true"/>
+            <output name="assembly_info" ftype="tabular">
+                <assert_contents>
+                    <has_size value="286" delta="100"/>
+               </assert_contents>
+            </output>
+            <output name="assembly_graph" ftype="graph_dot">
+                <assert_contents>
+                    <has_size value="1248" delta="100"/>
+               </assert_contents>
+            </output>
+            <output name="assembly_gfa" ftype="txt">
+                <assert_contents>
+                    <has_size value="420252" delta="100"/>
+               </assert_contents>
+            </output>
+            <output name="consensus" ftype="fasta">
+                <assert_contents>
+                    <has_size value="427129" delta="100"/>
                </assert_contents>
             </output>
         </test>
@@ -301,8 +341,7 @@
 
 Input reads can be in FASTA or FASTQ format, uncompressed or compressed with gz. Currently, PacBio (raw, corrected, HiFi) and ONT reads 
 (raw, corrected) are supported. Expected error rates are <30% for raw, <3% for corrected, and <1% for HiFi. Note that Flye was primarily 
-developed to run on raw reads. Additionally, the *--subassemblies* option performs a consensus assembly of multiple sets of high-quality 
-contigs. You may specify multiple files with reads (separated by spaces). Mixing different read types is not yet supported. The *--meta* o
+developed to run on raw reads. You may specify multiple files with reads (separated by spaces). Mixing different read types is not yet supported. The *--meta* o
 ption enables the mode for metagenome/uneven coverage assembly.
 
 Genome size estimate is no longer a required option. You need to provide an estimate if using *--asm-coverage* option.
--- a/macros.xml	Wed Jun 30 20:02:51 2021 +0000
+++ b/macros.xml	Tue Nov 23 08:35:32 2021 +0000
@@ -1,5 +1,5 @@
 <macros>
-    <token name="@TOOL_VERSION@">2.8.3</token>
+    <token name="@TOOL_VERSION@">2.9</token>
     <token name="@SUFFIX_VERSION@">0</token>
     <xml name="requirements">
         <requirements>
--- a/test-data/result1.log	Wed Jun 30 20:02:51 2021 +0000
+++ b/test-data/result1.log	Tue Nov 23 08:35:32 2021 +0000
@@ -1,97 +1,99 @@
-[2021-06-30 16:00:39] root: INFO: Starting Flye 2.8.3-b1695
-[2021-06-30 16:00:39] root: DEBUG: Cmd: /usr/local/bin/flye --pacbio-raw ./input_0.fastq.gz ./input_1.fastq.gz ./input_2.fastq.gz ./input_3.fastq.gz ./input_4.fastq.gz ./input_5.fastq.gz ./input_6.fastq.gz -o out_dir -t 1 -i 0
-[2021-06-30 16:00:39] root: DEBUG: Python version: 3.9.2 | packaged by conda-forge | (default, Feb 21 2021, 05:02:46) 
+[2021-11-22 18:13:09] root: INFO: Starting Flye 2.9-b1768
+[2021-11-22 18:13:09] root: DEBUG: Cmd: /usr/local/bin/flye --pacbio-raw ./input_0.fastq.gz ./input_1.fastq.gz ./input_2.fastq.gz ./input_3.fastq.gz ./input_4.fastq.gz ./input_5.fastq.gz ./input_6.fastq.gz -o out_dir -t 1 -i 0
+[2021-11-22 18:13:09] root: DEBUG: Python version: 3.9.6 | packaged by conda-forge | (default, Jul 11 2021, 03:39:48) 
 [GCC 9.3.0]
-[2021-06-30 16:00:39] root: INFO: >>>STAGE: configure
-[2021-06-30 16:00:39] root: INFO: Configuring run
-[2021-06-30 16:00:39] root: INFO: Total read length: 7249289
-[2021-06-30 16:00:39] root: INFO: Reads N50/N90: 11150 / 5790
-[2021-06-30 16:00:39] root: INFO: Minimum overlap set to 5000
-[2021-06-30 16:00:39] root: INFO: >>>STAGE: assembly
-[2021-06-30 16:00:39] root: INFO: Assembling disjointigs
-[2021-06-30 16:00:39] root: DEBUG: -----Begin assembly log------
-[2021-06-30 16:00:39] root: DEBUG: Running: flye-modules assemble --reads ./input_0.fastq.gz,./input_1.fastq.gz,./input_2.fastq.gz,./input_3.fastq.gz,./input_4.fastq.gz,./input_5.fastq.gz,./input_6.fastq.gz --out-asm /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/00-assembly/draft_assembly.fasta --config /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg --log /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/flye.log --threads 1 --min-ovlp 5000
-[2021-06-30 16:00:39] DEBUG: Build date: Mar 27 2021 19:08:40
-[2021-06-30 16:00:39] DEBUG: Total RAM: 15 Gb
-[2021-06-30 16:00:39] DEBUG: Available RAM: 11 Gb
-[2021-06-30 16:00:39] DEBUG: Total CPUs: 8
-[2021-06-30 16:00:39] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg
-[2021-06-30 16:00:39] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_defaults.cfg
-[2021-06-30 16:00:39] DEBUG: 	big_genome_threshold=29000000
-[2021-06-30 16:00:39] DEBUG: 	meta_read_filter_kmer_freq=100
-[2021-06-30 16:00:39] DEBUG: 	max_coverage_drop_rate=5
-[2021-06-30 16:00:39] DEBUG: 	max_extensions_drop_rate=5
-[2021-06-30 16:00:39] DEBUG: 	chimera_window=100
-[2021-06-30 16:00:39] DEBUG: 	min_reads_in_disjointig=4
-[2021-06-30 16:00:39] DEBUG: 	max_inner_reads=10
-[2021-06-30 16:00:39] DEBUG: 	max_inner_fraction=0.25
-[2021-06-30 16:00:39] DEBUG: 	max_separation=500
-[2021-06-30 16:00:39] DEBUG: 	unique_edge_length=50000
-[2021-06-30 16:00:39] DEBUG: 	min_repeat_res_support=0.51
-[2021-06-30 16:00:39] DEBUG: 	out_paths_ratio=5
-[2021-06-30 16:00:39] DEBUG: 	graph_cov_drop_rate=5
-[2021-06-30 16:00:39] DEBUG: 	coverage_estimate_window=100
-[2021-06-30 16:00:39] DEBUG: 	max_bubble_length=50000
-[2021-06-30 16:00:39] DEBUG: 	loop_coverage_rate=1.5
-[2021-06-30 16:00:39] DEBUG: 	repeat_edge_cov_mult=1.75
-[2021-06-30 16:00:39] DEBUG: 	weak_detach_rate=5
-[2021-06-30 16:00:39] DEBUG: 	tip_coverage_rate=2
-[2021-06-30 16:00:39] DEBUG: 	tip_length_rate=2
-[2021-06-30 16:00:39] DEBUG: 	low_cutoff_warning=1
-[2021-06-30 16:00:39] DEBUG: 	hard_min_coverage_rate=10
-[2021-06-30 16:00:39] DEBUG: 	kmer_size=17
-[2021-06-30 16:00:39] DEBUG: 	use_minimizers=0
-[2021-06-30 16:00:39] DEBUG: 	reads_base_alignment=0
-[2021-06-30 16:00:39] DEBUG: 	assemble_kmer_sample=1
-[2021-06-30 16:00:39] DEBUG: 	repeat_graph_kmer_sample=1
-[2021-06-30 16:00:39] DEBUG: 	read_align_kmer_sample=1
-[2021-06-30 16:00:39] DEBUG: 	meta_read_top_kmer_rate=0.40
-[2021-06-30 16:00:39] DEBUG: 	maximum_jump=1500
-[2021-06-30 16:00:39] DEBUG: 	maximum_overhang=1500
-[2021-06-30 16:00:39] DEBUG: 	repeat_kmer_rate=100
-[2021-06-30 16:00:39] DEBUG: 	assemble_ovlp_divergence=0.10
-[2021-06-30 16:00:39] DEBUG: 	assemble_divergence_relative=1
-[2021-06-30 16:00:39] DEBUG: 	repeat_graph_ovlp_divergence=0.08
-[2021-06-30 16:00:39] DEBUG: 	read_align_ovlp_divergence=0.25
-[2021-06-30 16:00:39] DEBUG: 	hpc_scoring_on=0
-[2021-06-30 16:00:39] DEBUG: 	add_unassembled_reads=0
-[2021-06-30 16:00:39] DEBUG: 	extend_contigs_with_repeats=0
-[2021-06-30 16:00:39] DEBUG: 	min_read_cov_cutoff=3
-[2021-06-30 16:00:39] DEBUG: 	short_tip_length=20000
-[2021-06-30 16:00:39] DEBUG: 	long_tip_length=100000
-[2021-06-30 16:00:39] DEBUG: Running with k-mer size: 17
-[2021-06-30 16:00:39] DEBUG: Running with minimum overlap 5000
-[2021-06-30 16:00:39] DEBUG: Metagenome mode: N
-[2021-06-30 16:00:39] INFO: Reading sequences
-[2021-06-30 16:00:39] DEBUG: Building positional index
-[2021-06-30 16:00:39] DEBUG: Total sequence: 6702247 bp
-[2021-06-30 16:00:42] INFO: Counting k-mers:
-[2021-06-30 16:00:42] DEBUG: Updating k-mer histogram
-[2021-06-30 16:01:29] DEBUG: Hash size: 32
-[2021-06-30 16:01:29] DEBUG: Total k-mers 6159182
-[2021-06-30 16:01:29] INFO: Filling index table (1/2)
-[2021-06-30 16:01:32] DEBUG: Mean k-mer frequency: 2.59564
-[2021-06-30 16:01:32] DEBUG: Repetitive k-mer frequency: 259
-[2021-06-30 16:01:32] DEBUG: Filtered 0 repetitive k-mers (0)
-[2021-06-30 16:01:32] INFO: Filling index table (2/2)
-[2021-06-30 16:01:35] DEBUG: Sorting k-mer index
-[2021-06-30 16:01:35] DEBUG: Selected k-mers: 333758
-[2021-06-30 16:01:35] DEBUG: Index size: 866317
-[2021-06-30 16:01:35] DEBUG: Mean k-mer index frequency: 2.59564
-[2021-06-30 16:01:35] DEBUG: Peak RAM usage: 8 Gb
-[2021-06-30 16:01:35] DEBUG: Estimating k-mer identity bias
-[2021-06-30 16:01:39] DEBUG: Initial divergence estimate : 0.235584
-[2021-06-30 16:01:39] DEBUG: Relative threshold: Y
-[2021-06-30 16:01:39] DEBUG: Max divergence threshold set to 0.335584
-[2021-06-30 16:01:39] INFO: Extending reads
-[2021-06-30 16:01:39] DEBUG: Estimating overlap coverage
-[2021-06-30 16:01:42] INFO: Overlap-based coverage: 11
-[2021-06-30 16:01:42] INFO: Median overlap divergence: 0.235584
-[2021-06-30 16:01:42] DEBUG: Sequence divergence distribution: 
+[2021-11-22 18:13:09] root: INFO: >>>STAGE: configure
+[2021-11-22 18:13:09] root: INFO: Configuring run
+[2021-11-22 18:13:10] root: INFO: Total read length: 7249289
+[2021-11-22 18:13:10] root: INFO: Reads N50/N90: 11150 / 5790
+[2021-11-22 18:13:10] root: INFO: Minimum overlap set to 6000
+[2021-11-22 18:13:10] root: INFO: >>>STAGE: assembly
+[2021-11-22 18:13:10] root: INFO: Assembling disjointigs
+[2021-11-22 18:13:10] root: DEBUG: -----Begin assembly log------
+[2021-11-22 18:13:10] root: DEBUG: Running: flye-modules assemble --reads /tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_0.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_1.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_2.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_3.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_4.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_5.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_6.fastq.gz --out-asm /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/00-assembly/draft_assembly.fasta --config /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg --log /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/flye.log --threads 1 --min-ovlp 6000
+[2021-11-22 18:13:10] DEBUG: Build date: Aug 22 2021 04:46:17
+[2021-11-22 18:13:10] DEBUG: Total RAM: 15 Gb
+[2021-11-22 18:13:10] DEBUG: Available RAM: 9 Gb
+[2021-11-22 18:13:10] DEBUG: Total CPUs: 8
+[2021-11-22 18:13:10] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg
+[2021-11-22 18:13:10] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_defaults.cfg
+[2021-11-22 18:13:10] DEBUG: 	big_genome_threshold=29000000
+[2021-11-22 18:13:10] DEBUG: 	meta_read_filter_kmer_freq=100
+[2021-11-22 18:13:10] DEBUG: 	chain_large_gap_penalty=2
+[2021-11-22 18:13:10] DEBUG: 	chain_small_gap_penalty=0.5
+[2021-11-22 18:13:10] DEBUG: 	chain_gap_jump_threshold=100
+[2021-11-22 18:13:10] DEBUG: 	max_coverage_drop_rate=5
+[2021-11-22 18:13:10] DEBUG: 	max_extensions_drop_rate=5
+[2021-11-22 18:13:10] DEBUG: 	chimera_window=100
+[2021-11-22 18:13:10] DEBUG: 	chimera_overhang=1000
+[2021-11-22 18:13:10] DEBUG: 	min_reads_in_disjointig=4
+[2021-11-22 18:13:10] DEBUG: 	max_inner_reads=10
+[2021-11-22 18:13:10] DEBUG: 	max_inner_fraction=0.25
+[2021-11-22 18:13:10] DEBUG: 	max_separation=500
+[2021-11-22 18:13:10] DEBUG: 	unique_edge_length=50000
+[2021-11-22 18:13:10] DEBUG: 	min_repeat_res_support=0.51
+[2021-11-22 18:13:10] DEBUG: 	out_paths_ratio=5
+[2021-11-22 18:13:10] DEBUG: 	graph_cov_drop_rate=5
+[2021-11-22 18:13:10] DEBUG: 	coverage_estimate_window=100
+[2021-11-22 18:13:10] DEBUG: 	max_bubble_length=50000
+[2021-11-22 18:13:10] DEBUG: 	loop_coverage_rate=1.5
+[2021-11-22 18:13:10] DEBUG: 	repeat_edge_cov_mult=1.75
+[2021-11-22 18:13:10] DEBUG: 	weak_detach_rate=5
+[2021-11-22 18:13:10] DEBUG: 	tip_coverage_rate=2
+[2021-11-22 18:13:10] DEBUG: 	tip_length_rate=2
+[2021-11-22 18:13:10] DEBUG: 	output_gfa_before_rr=0
+[2021-11-22 18:13:10] DEBUG: 	low_cutoff_warning=1
+[2021-11-22 18:13:10] DEBUG: 	kmer_size=17
+[2021-11-22 18:13:10] DEBUG: 	use_minimizers=0
+[2021-11-22 18:13:10] DEBUG: 	reads_base_alignment=0
+[2021-11-22 18:13:10] DEBUG: 	meta_read_top_kmer_rate=0.40
+[2021-11-22 18:13:10] DEBUG: 	maximum_jump=1500
+[2021-11-22 18:13:10] DEBUG: 	maximum_overhang=1500
+[2021-11-22 18:13:10] DEBUG: 	repeat_kmer_rate=100
+[2021-11-22 18:13:10] DEBUG: 	assemble_ovlp_divergence=0.10
+[2021-11-22 18:13:10] DEBUG: 	assemble_divergence_relative=1
+[2021-11-22 18:13:10] DEBUG: 	repeat_graph_ovlp_divergence=0.08
+[2021-11-22 18:13:10] DEBUG: 	read_align_ovlp_divergence=0.25
+[2021-11-22 18:13:10] DEBUG: 	hpc_scoring_on=0
+[2021-11-22 18:13:10] DEBUG: 	add_unassembled_reads=0
+[2021-11-22 18:13:10] DEBUG: 	extend_contigs_with_repeats=0
+[2021-11-22 18:13:10] DEBUG: 	min_read_cov_cutoff=3
+[2021-11-22 18:13:10] DEBUG: 	short_tip_length=20000
+[2021-11-22 18:13:10] DEBUG: 	long_tip_length=100000
+[2021-11-22 18:13:10] DEBUG: Running with k-mer size: 17
+[2021-11-22 18:13:10] DEBUG: Running with minimum overlap 6000
+[2021-11-22 18:13:10] DEBUG: Metagenome mode: N
+[2021-11-22 18:13:10] DEBUG: Short mode: N
+[2021-11-22 18:13:10] INFO: Reading sequences
+[2021-11-22 18:13:10] DEBUG: Building positional index
+[2021-11-22 18:13:10] DEBUG: Total sequence: 6471580 bp
+[2021-11-22 18:13:12] INFO: Counting k-mers:
+[2021-11-22 18:13:13] DEBUG: Updating k-mer histogram
+[2021-11-22 18:13:56] DEBUG: Hash size: 29
+[2021-11-22 18:13:56] DEBUG: Total k-mers 5958598
+[2021-11-22 18:13:56] INFO: Filling index table (1/2)
+[2021-11-22 18:13:59] DEBUG: Mean k-mer frequency: 2.57396
+[2021-11-22 18:13:59] DEBUG: Repetitive k-mer frequency: 257
+[2021-11-22 18:13:59] DEBUG: Filtered 0 repetitive k-mers (0)
+[2021-11-22 18:13:59] INFO: Filling index table (2/2)
+[2021-11-22 18:14:01] DEBUG: Sorting k-mer index
+[2021-11-22 18:14:01] DEBUG: Selected k-mers: 319695
+[2021-11-22 18:14:01] DEBUG: Index size: 822885
+[2021-11-22 18:14:01] DEBUG: Mean k-mer index frequency: 2.57397
+[2021-11-22 18:14:01] DEBUG: Peak RAM usage: 8 Gb
+[2021-11-22 18:14:01] DEBUG: Estimating k-mer identity bias
+[2021-11-22 18:14:05] DEBUG: Initial divergence estimate : 0.237684
+[2021-11-22 18:14:05] DEBUG: Relative threshold: Y
+[2021-11-22 18:14:05] DEBUG: Max divergence threshold set to 0.337684
+[2021-11-22 18:14:05] INFO: Extending reads
+[2021-11-22 18:14:05] DEBUG: Estimating overlap coverage
+[2021-11-22 18:14:07] INFO: Overlap-based coverage: 10
+[2021-11-22 18:14:07] INFO: Median overlap divergence: 0.235584
+[2021-11-22 18:14:07] DEBUG: Sequence divergence distribution: 
 
     |                                              *                    |                                
     |                                              *                    |                                
-    |                                            * ***                  |                                
+    |                                              ***                  |                                
     |                                            * ***                  |                                
     |                                           ******                  |                                
     |                                           *******                 |                                
@@ -103,7 +105,7 @@
     |                                           *********               |                                
     |                                           **********              |                                
     |                                         ************              |                                
-    |                                         *************             |                                
+    |                                         ************              |                                
     |                                        **************             |                                
     |                                        **************             |                                
     |                                        ****************           |                                
@@ -114,327 +116,361 @@
 
     Q25 = 0.22, Q50 = 0.24, Q75 = 0.25
 
-[2021-06-30 16:01:42] DEBUG: Assembled disjointig 1
-	With 86 reads
-	Start read: +S1_371
-	At position: 35
+[2021-11-22 18:14:08] DEBUG: Assembled disjointig 1
+	With 83 reads
+	Start read: +S1_395
+	At position: 40
 	leftTip: 1 rightTip: 1
-	Suspicious: 3
-	Short ext: 2
+	Suspicious: 5
+	Short ext: 3
 	Mean extensions: 9
-	Avg overlap len: 10074
-	Min overlap len: 2570
+	Avg overlap len: 10043
+	Min overlap len: 4225
+	Inner reads: 0
+	Length: 434635
+[2021-11-22 18:14:08] DEBUG: Inner: 1024 covered: 1014 total: 1152
+[2021-11-22 18:14:08] DEBUG: Assembled disjointig 2
+	With 6 reads
+	Start read: +S1_921
+	At position: 4
+	leftTip: 0 rightTip: 0
+	Suspicious: 0
+	Short ext: 0
+	Mean extensions: 4
+	Avg overlap len: 8689
+	Min overlap len: 7703
 	Inner reads: 0
-	Length: 433999
-[2021-06-30 16:01:42] DEBUG: Inner: 1040 covered: 1110 total: 1236
-[2021-06-30 16:01:42] INFO: Assembled 1 disjointigs
-[2021-06-30 16:01:42] INFO: Generating sequence
-[2021-06-30 16:01:43] DEBUG: Writing FASTA
-[2021-06-30 16:01:43] DEBUG: Peak RAM usage: 8 Gb
+	Length: 34343
+[2021-11-22 18:14:08] DEBUG: Inner: 1040 covered: 1056 total: 1152
+[2021-11-22 18:14:08] INFO: Assembled 2 disjointigs
+[2021-11-22 18:14:08] INFO: Generating sequence
+[2021-11-22 18:14:08] DEBUG: Building positional index
+[2021-11-22 18:14:08] DEBUG: Total sequence: 470346 bp
+[2021-11-22 18:14:08] DEBUG: Mean k-mer frequency: 1.00134
+[2021-11-22 18:14:08] DEBUG: Repetitive k-mer frequency: 100
+[2021-11-22 18:14:08] DEBUG: Filtered 0 repetitive k-mers (0)
+[2021-11-22 18:14:08] DEBUG: Sorting k-mer index
+[2021-11-22 18:14:08] DEBUG: Selected k-mers: 469680
+[2021-11-22 18:14:08] DEBUG: K-mer index size: 470312
+[2021-11-22 18:14:08] DEBUG: Mean k-mer frequency: 1.00135
+[2021-11-22 18:14:08] DEBUG: Minimizer rate: 1.00007
+[2021-11-22 18:14:08] INFO: Filtering contained disjointigs
+[2021-11-22 18:14:09] DEBUG: Computing transitive closure for overlaps
+[2021-11-22 18:14:09] DEBUG: Found 0 overlaps
+[2021-11-22 18:14:09] DEBUG: Left 0 overlaps after filtering
+[2021-11-22 18:14:09] INFO: Contained seqs: 0
+[2021-11-22 18:14:09] DEBUG: Writing FASTA
+[2021-11-22 18:14:09] DEBUG: Peak RAM usage: 8 Gb
 -----------End assembly log------------
-[2021-06-30 16:01:43] root: DEBUG: Disjointigs length: 434844, N50: 434844
-[2021-06-30 16:01:43] root: INFO: >>>STAGE: consensus
-[2021-06-30 16:01:43] root: INFO: Running Minimap2
-[2021-06-30 16:01:48] root: INFO: Computing consensus
-[2021-06-30 16:01:57] root: INFO: Alignment error rate: 0.196236
-[2021-06-30 16:01:57] root: INFO: >>>STAGE: repeat
-[2021-06-30 16:01:57] root: INFO: Building and resolving repeat graph
-[2021-06-30 16:01:57] root: DEBUG: -----Begin repeat analyser log------
-[2021-06-30 16:01:57] root: DEBUG: Running: flye-modules repeat --disjointigs /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/10-consensus/consensus.fasta --reads ./input_0.fastq.gz,./input_1.fastq.gz,./input_2.fastq.gz,./input_3.fastq.gz,./input_4.fastq.gz,./input_5.fastq.gz,./input_6.fastq.gz --out-dir /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/20-repeat --config /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg --log /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/flye.log --threads 1 --min-ovlp 5000
-[2021-06-30 16:01:57] DEBUG: Build date: Mar 27 2021 19:09:05
-[2021-06-30 16:01:57] DEBUG: Total RAM: 15 Gb
-[2021-06-30 16:01:57] DEBUG: Available RAM: 11 Gb
-[2021-06-30 16:01:57] DEBUG: Total CPUs: 8
-[2021-06-30 16:01:57] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg
-[2021-06-30 16:01:57] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_defaults.cfg
-[2021-06-30 16:01:57] DEBUG: 	big_genome_threshold=29000000
-[2021-06-30 16:01:57] DEBUG: 	meta_read_filter_kmer_freq=100
-[2021-06-30 16:01:57] DEBUG: 	max_coverage_drop_rate=5
-[2021-06-30 16:01:57] DEBUG: 	max_extensions_drop_rate=5
-[2021-06-30 16:01:57] DEBUG: 	chimera_window=100
-[2021-06-30 16:01:57] DEBUG: 	min_reads_in_disjointig=4
-[2021-06-30 16:01:57] DEBUG: 	max_inner_reads=10
-[2021-06-30 16:01:57] DEBUG: 	max_inner_fraction=0.25
-[2021-06-30 16:01:57] DEBUG: 	max_separation=500
-[2021-06-30 16:01:57] DEBUG: 	unique_edge_length=50000
-[2021-06-30 16:01:57] DEBUG: 	min_repeat_res_support=0.51
-[2021-06-30 16:01:57] DEBUG: 	out_paths_ratio=5
-[2021-06-30 16:01:57] DEBUG: 	graph_cov_drop_rate=5
-[2021-06-30 16:01:57] DEBUG: 	coverage_estimate_window=100
-[2021-06-30 16:01:57] DEBUG: 	max_bubble_length=50000
-[2021-06-30 16:01:57] DEBUG: 	loop_coverage_rate=1.5
-[2021-06-30 16:01:57] DEBUG: 	repeat_edge_cov_mult=1.75
-[2021-06-30 16:01:57] DEBUG: 	weak_detach_rate=5
-[2021-06-30 16:01:57] DEBUG: 	tip_coverage_rate=2
-[2021-06-30 16:01:57] DEBUG: 	tip_length_rate=2
-[2021-06-30 16:01:57] DEBUG: 	low_cutoff_warning=1
-[2021-06-30 16:01:57] DEBUG: 	hard_min_coverage_rate=10
-[2021-06-30 16:01:57] DEBUG: 	kmer_size=17
-[2021-06-30 16:01:57] DEBUG: 	use_minimizers=0
-[2021-06-30 16:01:57] DEBUG: 	reads_base_alignment=0
-[2021-06-30 16:01:57] DEBUG: 	assemble_kmer_sample=1
-[2021-06-30 16:01:57] DEBUG: 	repeat_graph_kmer_sample=1
-[2021-06-30 16:01:57] DEBUG: 	read_align_kmer_sample=1
-[2021-06-30 16:01:57] DEBUG: 	meta_read_top_kmer_rate=0.40
-[2021-06-30 16:01:57] DEBUG: 	maximum_jump=1500
-[2021-06-30 16:01:57] DEBUG: 	maximum_overhang=1500
-[2021-06-30 16:01:57] DEBUG: 	repeat_kmer_rate=100
-[2021-06-30 16:01:57] DEBUG: 	assemble_ovlp_divergence=0.10
-[2021-06-30 16:01:57] DEBUG: 	assemble_divergence_relative=1
-[2021-06-30 16:01:57] DEBUG: 	repeat_graph_ovlp_divergence=0.08
-[2021-06-30 16:01:57] DEBUG: 	read_align_ovlp_divergence=0.25
-[2021-06-30 16:01:57] DEBUG: 	hpc_scoring_on=0
-[2021-06-30 16:01:57] DEBUG: 	add_unassembled_reads=0
-[2021-06-30 16:01:57] DEBUG: 	extend_contigs_with_repeats=0
-[2021-06-30 16:01:57] DEBUG: 	min_read_cov_cutoff=3
-[2021-06-30 16:01:57] DEBUG: 	short_tip_length=20000
-[2021-06-30 16:01:57] DEBUG: 	long_tip_length=100000
-[2021-06-30 16:01:57] DEBUG: Running with k-mer size: 17
-[2021-06-30 16:01:57] DEBUG: Selected minimum overlap 5000
-[2021-06-30 16:01:57] DEBUG: Metagenome mode: N
-[2021-06-30 16:01:57] INFO: Parsing disjointigs
-[2021-06-30 16:01:57] DEBUG: Building positional index
-[2021-06-30 16:01:57] DEBUG: Total sequence: 418806 bp
-[2021-06-30 16:01:57] INFO: Building repeat graph
-[2021-06-30 16:01:57] DEBUG: Mean k-mer frequency: 1.00896
-[2021-06-30 16:01:57] DEBUG: Repetitive k-mer frequency: 100
-[2021-06-30 16:01:57] DEBUG: Filtered 0 repetitive k-mers (0)
-[2021-06-30 16:01:57] DEBUG: Sorting k-mer index
-[2021-06-30 16:01:57] DEBUG: Selected k-mers: 415069
-[2021-06-30 16:01:57] DEBUG: K-mer index size: 418789
-[2021-06-30 16:01:57] DEBUG: Mean k-mer frequency: 1.00896
-[2021-06-30 16:01:57] DEBUG: Minimizer rate: 1.00004
-[2021-06-30 16:01:58] DEBUG: Computing transitive closure for overlaps
-[2021-06-30 16:01:58] DEBUG: Found 0 overlaps
-[2021-06-30 16:01:58] DEBUG: Left 0 overlaps after filtering
-[2021-06-30 16:01:58] INFO: Median overlap divergence: 0
-[2021-06-30 16:01:58] DEBUG: Sequence divergence distribution: 
+[2021-11-22 18:14:09] root: DEBUG: Disjointigs length: 470346, N50: 436173
+[2021-11-22 18:14:09] root: INFO: >>>STAGE: consensus
+[2021-11-22 18:14:09] root: INFO: Running Minimap2
+[2021-11-22 18:14:14] root: INFO: Computing consensus
+[2021-11-22 18:14:23] root: INFO: Alignment error rate: 0.197031
+[2021-11-22 18:14:23] root: INFO: >>>STAGE: repeat
+[2021-11-22 18:14:23] root: INFO: Building and resolving repeat graph
+[2021-11-22 18:14:23] root: DEBUG: -----Begin repeat analyser log------
+[2021-11-22 18:14:23] root: DEBUG: Running: flye-modules repeat --disjointigs /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/10-consensus/consensus.fasta --reads /tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_0.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_1.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_2.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_3.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_4.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_5.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_6.fastq.gz --out-dir /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/20-repeat --config /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg --log /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/flye.log --threads 1 --min-ovlp 6000
+[2021-11-22 18:14:23] DEBUG: Build date: Aug 22 2021 04:47:01
+[2021-11-22 18:14:23] DEBUG: Total RAM: 15 Gb
+[2021-11-22 18:14:23] DEBUG: Available RAM: 9 Gb
+[2021-11-22 18:14:23] DEBUG: Total CPUs: 8
+[2021-11-22 18:14:23] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg
+[2021-11-22 18:14:23] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_defaults.cfg
+[2021-11-22 18:14:23] DEBUG: 	big_genome_threshold=29000000
+[2021-11-22 18:14:23] DEBUG: 	meta_read_filter_kmer_freq=100
+[2021-11-22 18:14:23] DEBUG: 	chain_large_gap_penalty=2
+[2021-11-22 18:14:23] DEBUG: 	chain_small_gap_penalty=0.5
+[2021-11-22 18:14:23] DEBUG: 	chain_gap_jump_threshold=100
+[2021-11-22 18:14:23] DEBUG: 	max_coverage_drop_rate=5
+[2021-11-22 18:14:23] DEBUG: 	max_extensions_drop_rate=5
+[2021-11-22 18:14:23] DEBUG: 	chimera_window=100
+[2021-11-22 18:14:23] DEBUG: 	chimera_overhang=1000
+[2021-11-22 18:14:23] DEBUG: 	min_reads_in_disjointig=4
+[2021-11-22 18:14:23] DEBUG: 	max_inner_reads=10
+[2021-11-22 18:14:23] DEBUG: 	max_inner_fraction=0.25
+[2021-11-22 18:14:23] DEBUG: 	max_separation=500
+[2021-11-22 18:14:23] DEBUG: 	unique_edge_length=50000
+[2021-11-22 18:14:23] DEBUG: 	min_repeat_res_support=0.51
+[2021-11-22 18:14:23] DEBUG: 	out_paths_ratio=5
+[2021-11-22 18:14:23] DEBUG: 	graph_cov_drop_rate=5
+[2021-11-22 18:14:23] DEBUG: 	coverage_estimate_window=100
+[2021-11-22 18:14:23] DEBUG: 	max_bubble_length=50000
+[2021-11-22 18:14:23] DEBUG: 	loop_coverage_rate=1.5
+[2021-11-22 18:14:23] DEBUG: 	repeat_edge_cov_mult=1.75
+[2021-11-22 18:14:23] DEBUG: 	weak_detach_rate=5
+[2021-11-22 18:14:23] DEBUG: 	tip_coverage_rate=2
+[2021-11-22 18:14:23] DEBUG: 	tip_length_rate=2
+[2021-11-22 18:14:23] DEBUG: 	output_gfa_before_rr=0
+[2021-11-22 18:14:23] DEBUG: 	low_cutoff_warning=1
+[2021-11-22 18:14:23] DEBUG: 	kmer_size=17
+[2021-11-22 18:14:23] DEBUG: 	use_minimizers=0
+[2021-11-22 18:14:23] DEBUG: 	reads_base_alignment=0
+[2021-11-22 18:14:23] DEBUG: 	meta_read_top_kmer_rate=0.40
+[2021-11-22 18:14:23] DEBUG: 	maximum_jump=1500
+[2021-11-22 18:14:23] DEBUG: 	maximum_overhang=1500
+[2021-11-22 18:14:23] DEBUG: 	repeat_kmer_rate=100
+[2021-11-22 18:14:23] DEBUG: 	assemble_ovlp_divergence=0.10
+[2021-11-22 18:14:23] DEBUG: 	assemble_divergence_relative=1
+[2021-11-22 18:14:23] DEBUG: 	repeat_graph_ovlp_divergence=0.08
+[2021-11-22 18:14:23] DEBUG: 	read_align_ovlp_divergence=0.25
+[2021-11-22 18:14:23] DEBUG: 	hpc_scoring_on=0
+[2021-11-22 18:14:23] DEBUG: 	add_unassembled_reads=0
+[2021-11-22 18:14:23] DEBUG: 	extend_contigs_with_repeats=0
+[2021-11-22 18:14:23] DEBUG: 	min_read_cov_cutoff=3
+[2021-11-22 18:14:23] DEBUG: 	short_tip_length=20000
+[2021-11-22 18:14:23] DEBUG: 	long_tip_length=100000
+[2021-11-22 18:14:23] DEBUG: Running with k-mer size: 17
+[2021-11-22 18:14:23] DEBUG: Selected minimum overlap 6000
+[2021-11-22 18:14:23] DEBUG: Metagenome mode: N
+[2021-11-22 18:14:23] INFO: Parsing disjointigs
+[2021-11-22 18:14:23] DEBUG: Building positional index
+[2021-11-22 18:14:23] DEBUG: Total sequence: 452437 bp
+[2021-11-22 18:14:23] INFO: Building repeat graph
+[2021-11-22 18:14:24] DEBUG: Mean k-mer frequency: 1.05543
+[2021-11-22 18:14:24] DEBUG: Repetitive k-mer frequency: 105
+[2021-11-22 18:14:24] DEBUG: Filtered 0 repetitive k-mers (0)
+[2021-11-22 18:14:24] DEBUG: Sorting k-mer index
+[2021-11-22 18:14:24] DEBUG: Selected k-mers: 428642
+[2021-11-22 18:14:24] DEBUG: K-mer index size: 452403
+[2021-11-22 18:14:24] DEBUG: Mean k-mer frequency: 1.05543
+[2021-11-22 18:14:24] DEBUG: Minimizer rate: 1.00008
+[2021-11-22 18:14:24] DEBUG: Computing transitive closure for overlaps
+[2021-11-22 18:14:24] DEBUG: Found 10 overlaps
+[2021-11-22 18:14:24] DEBUG: Left 4 overlaps after filtering
+[2021-11-22 18:14:24] INFO: Median overlap divergence: 0.0343169
+[2021-11-22 18:14:24] DEBUG: Sequence divergence distribution: 
 
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
-    |                |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
+    |      *         |                                                                                   
     ----------------------------------------------------------------------------------------------------
     0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
 
-    Q25 = 0, Q50 = 0, Q75 = 0
+    Q25 = 0.034, Q50 = 0.034, Q75 = 0.034
 
-[2021-06-30 16:01:58] DEBUG: Computing gluepoints
-[2021-06-30 16:01:58] DEBUG: Added 0 gluepoint projections
-[2021-06-30 16:01:58] DEBUG: Created 4 gluepoints
-[2021-06-30 16:01:58] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
-[2021-06-30 16:01:58] DEBUG: Initializing edges
-[2021-06-30 16:01:58] DEBUG: Edges length checksum: 18446744073013520505
-[2021-06-30 16:01:58] DEBUG: Filtered 0 singleton segments
-[2021-06-30 16:01:58] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2021-06-30 16:01:58] DEBUG: Collapsed 0 edges
-[2021-06-30 16:01:58] DEBUG: *	1	+disjointig_1	0	418805	418805	
-[2021-06-30 16:01:58] DEBUG: Total edges: 1
-[2021-06-30 16:01:58] INFO: Parsing reads
-[2021-06-30 16:01:58] DEBUG: Building positional index
-[2021-06-30 16:01:58] DEBUG: Total sequence: 7249289 bp
-[2021-06-30 16:01:58] DEBUG: Building positional index
-[2021-06-30 16:01:58] DEBUG: Total sequence: 418805 bp
-[2021-06-30 16:01:58] INFO: Aligning reads to the graph
-[2021-06-30 16:01:58] DEBUG: Mean k-mer frequency: 1.00896
-[2021-06-30 16:01:58] DEBUG: Repetitive k-mer frequency: 100
-[2021-06-30 16:01:58] DEBUG: Filtered 0 repetitive k-mers (0)
-[2021-06-30 16:01:58] DEBUG: Sorting k-mer index
-[2021-06-30 16:01:58] DEBUG: Selected k-mers: 415068
-[2021-06-30 16:01:58] DEBUG: K-mer index size: 418788
-[2021-06-30 16:01:58] DEBUG: Mean k-mer frequency: 1.00896
-[2021-06-30 16:01:58] DEBUG: Minimizer rate: 1.00004
-[2021-06-30 16:02:00] DEBUG: Total reads : 618
-[2021-06-30 16:02:00] DEBUG: Read with aligned parts : 610
-[2021-06-30 16:02:00] DEBUG: Aligned in one piece : 610
-[2021-06-30 16:02:00] INFO: Aligned read sequence: 6562529 / 6702247 (0.979154)
-[2021-06-30 16:02:00] INFO: Median overlap divergence: 0.129507
-[2021-06-30 16:02:00] DEBUG: Sequence divergence distribution: 
+[2021-11-22 18:14:24] DEBUG: Computing gluepoints
+[2021-11-22 18:14:24] DEBUG: Added 0 gluepoint projections
+[2021-11-22 18:14:24] DEBUG: Created 12 gluepoints
+[2021-11-22 18:14:24] DEBUG: Artificial loops removed: 0 left, 0 right, 0 both
+[2021-11-22 18:14:24] DEBUG: Initializing edges
+[2021-11-22 18:14:24] DEBUG: Edges length checksum: 2261029433
+[2021-11-22 18:14:24] DEBUG: Filtered 0 singleton segments
+[2021-11-22 18:14:24] DEBUG: Removed 0 simple and 0 double chimeric junctions
+[2021-11-22 18:14:24] DEBUG: Collapsed 2 edges
+[2021-11-22 18:14:24] DEBUG: *	4	+disjointig_1	0	419576	419576	
+[2021-11-22 18:14:24] DEBUG: Total edges: 4
+[2021-11-22 18:14:24] INFO: Parsing reads
+[2021-11-22 18:14:24] DEBUG: Building positional index
+[2021-11-22 18:14:24] DEBUG: Total sequence: 7249289 bp
+[2021-11-22 18:14:24] DEBUG: Building positional index
+[2021-11-22 18:14:24] DEBUG: Total sequence: 419576 bp
+[2021-11-22 18:14:24] INFO: Aligning reads to the graph
+[2021-11-22 18:14:24] DEBUG: Mean k-mer frequency: 1.00888
+[2021-11-22 18:14:24] DEBUG: Repetitive k-mer frequency: 100
+[2021-11-22 18:14:24] DEBUG: Filtered 0 repetitive k-mers (0)
+[2021-11-22 18:14:24] DEBUG: Sorting k-mer index
+[2021-11-22 18:14:24] DEBUG: Selected k-mers: 415865
+[2021-11-22 18:14:24] DEBUG: K-mer index size: 419559
+[2021-11-22 18:14:24] DEBUG: Mean k-mer frequency: 1.00888
+[2021-11-22 18:14:24] DEBUG: Minimizer rate: 1.00004
+[2021-11-22 18:14:26] DEBUG: Total reads : 576
+[2021-11-22 18:14:26] DEBUG: Read with aligned parts : 566
+[2021-11-22 18:14:26] DEBUG: Aligned in one piece : 566
+[2021-11-22 18:14:26] INFO: Aligned read sequence: 6321188 / 6471580 (0.976761)
+[2021-11-22 18:14:26] INFO: Median overlap divergence: 0.129819
+[2021-11-22 18:14:26] DEBUG: Sequence divergence distribution: 
 
     |                        *                         |                                                 
-    |                        *                         |                                                 
     |                        **                        |                                                 
     |                        **                        |                                                 
-    |                        **                        |                                                 
+    |                       ***                        |                                                 
+    |                       ***                        |                                                 
     |                       ***                        |                                                 
-    |                       *** *                      |                                                 
-    |                       *** *                      |                                                 
+    |                       *****                      |                                                 
+    |                       *****                      |                                                 
     |                       *****                      |                                                 
     |                       *****                      |                                                 
     |                       ******                     |                                                 
     |                       *******                    |                                                 
     |                       *******                    |                                                 
-    |                      ********                    |                                                 
+    |                       ********                   |                                                 
     |                      *********                   |                                                 
     |                      *********                   |                                                 
     |                      **********                  |                                                 
-    |                      ***********                 |                                                 
-    |                     ************ *               |                                                 
-    |                    *****************             |                                                 
+    |                     ************                 |                                                 
+    |                     ***************              |                                                 
+    |                    ****************              |                                                 
     ----------------------------------------------------------------------------------------------------
     0%        5%        10%       15%       20%       25%       30%       35%       40%       45%       
 
     Q25 = 0.12, Q50 = 0.13, Q75 = 0.14
 
-[2021-06-30 16:02:00] INFO: Mean edge coverage: 14
-[2021-06-30 16:02:00] DEBUG: 1	len:418805	cov:15	mult:1.07143
-[2021-06-30 16:02:00] DEBUG: -1	len:418805	cov:15	mult:1.07143
-[2021-06-30 16:02:00] DEBUG: Unique coverage threshold 26
-[2021-06-30 16:02:00] INFO: Simplifying the graph
-[2021-06-30 16:02:00] DEBUG: Read coverage cutoff: 3
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2021-06-30 16:02:00] DEBUG: Finding repeats
-[2021-06-30 16:02:00] DEBUG: Read coverage cutoff: 3
-[2021-06-30 16:02:00] DEBUG: Repeat detection iteration 1
-[2021-06-30 16:02:00] DEBUG: Writing Dot
-[2021-06-30 16:02:00] DEBUG: Writing FASTA
-[2021-06-30 16:02:00] DEBUG: [SIMPL] == Iteration 1 ==
-[2021-06-30 16:02:00] DEBUG: Splitting nodes
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Split 0 nodes
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Masked 0 heterozygous loops
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Masked 0 simple bubbles
-[2021-06-30 16:02:00] DEBUG: Finding repeats
-[2021-06-30 16:02:00] DEBUG: Read coverage cutoff: 3
-[2021-06-30 16:02:00] DEBUG: Repeat detection iteration 1
-[2021-06-30 16:02:00] DEBUG: Total unique edges: 1
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Resolved repeats: 0
-[2021-06-30 16:02:00] DEBUG: RR links: 0
-[2021-06-30 16:02:00] DEBUG: Unresolved: 0
-[2021-06-30 16:02:00] DEBUG: Removed 0 simple and 0 double chimeric junctions
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Collapsed 0 haplotypes
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Resolved 0 simple repeats
-[2021-06-30 16:02:00] DEBUG: Read coverage cutoff: 3
-[2021-06-30 16:02:00] DEBUG: [SIMPL] Removed 0 paths with low coverage
-[2021-06-30 16:02:00] DEBUG: Finding repeats
-[2021-06-30 16:02:00] DEBUG: Read coverage cutoff: 3
-[2021-06-30 16:02:00] DEBUG: Repeat detection iteration 1
-[2021-06-30 16:02:00] DEBUG: Writing Dot
-[2021-06-30 16:02:00] DEBUG: Writing FASTA
-[2021-06-30 16:02:00] DEBUG: Peak RAM usage: 0 Gb
+[2021-11-22 18:14:27] INFO: Mean edge coverage: 14
+[2021-11-22 18:14:27] DEBUG: 4	len:419576	cov:14	mult:1
+[2021-11-22 18:14:27] DEBUG: -4	len:419576	cov:14	mult:1
+[2021-11-22 18:14:27] DEBUG: Unique coverage threshold 24
+[2021-11-22 18:14:27] INFO: Simplifying the graph
+[2021-11-22 18:14:27] DEBUG: Read coverage cutoff: 3
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Removed 0 paths with low coverage
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Masked 0 heterozygous loops
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Masked 0 simple bubbles
+[2021-11-22 18:14:27] DEBUG: Finding repeats
+[2021-11-22 18:14:27] DEBUG: Read coverage cutoff: 3
+[2021-11-22 18:14:27] DEBUG: Repeat detection iteration 1
+[2021-11-22 18:14:27] DEBUG: Writing Dot
+[2021-11-22 18:14:27] DEBUG: Writing FASTA
+[2021-11-22 18:14:27] DEBUG: [SIMPL] == Iteration 1 ==
+[2021-11-22 18:14:27] DEBUG: Splitting nodes
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Split 0 nodes
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Clipped 0 short and 0 long tips
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Masked 0 heterozygous loops
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Masked 0 simple bubbles
+[2021-11-22 18:14:27] DEBUG: Finding repeats
+[2021-11-22 18:14:27] DEBUG: Read coverage cutoff: 3
+[2021-11-22 18:14:27] DEBUG: Repeat detection iteration 1
+[2021-11-22 18:14:27] DEBUG: Total unique edges: 1
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Resolved repeats: 0
+[2021-11-22 18:14:27] DEBUG: RR links: 0
+[2021-11-22 18:14:27] DEBUG: Unresolved: 0
+[2021-11-22 18:14:27] DEBUG: Removed 0 simple and 0 double chimeric junctions
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Collapsed 0 haplotypes
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Resolved 0 simple repeats
+[2021-11-22 18:14:27] DEBUG: Read coverage cutoff: 3
+[2021-11-22 18:14:27] DEBUG: [SIMPL] Removed 0 paths with low coverage
+[2021-11-22 18:14:27] DEBUG: Finding repeats
+[2021-11-22 18:14:27] DEBUG: Read coverage cutoff: 3
+[2021-11-22 18:14:27] DEBUG: Repeat detection iteration 1
+[2021-11-22 18:14:27] DEBUG: Writing Dot
+[2021-11-22 18:14:27] DEBUG: Writing FASTA
+[2021-11-22 18:14:27] DEBUG: Peak RAM usage: 0 Gb
 -----------End assembly log------------
-[2021-06-30 16:02:00] root: INFO: >>>STAGE: contigger
-[2021-06-30 16:02:00] root: INFO: Generating contigs
-[2021-06-30 16:02:00] root: DEBUG: -----Begin contigger analyser log------
-[2021-06-30 16:02:00] root: DEBUG: Running: flye-modules contigger --graph-edges /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/20-repeat/repeat_graph_edges.fasta --reads ./input_0.fastq.gz,./input_1.fastq.gz,./input_2.fastq.gz,./input_3.fastq.gz,./input_4.fastq.gz,./input_5.fastq.gz,./input_6.fastq.gz --out-dir /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/30-contigger --config /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg --repeat-graph /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/20-repeat/repeat_graph_dump --graph-aln /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/20-repeat/read_alignment_dump --log /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/flye.log --threads 1 --min-ovlp 5000
-[2021-06-30 16:02:00] DEBUG: Build date: Mar 27 2021 19:09:32
-[2021-06-30 16:02:00] DEBUG: Total RAM: 15 Gb
-[2021-06-30 16:02:00] DEBUG: Available RAM: 11 Gb
-[2021-06-30 16:02:00] DEBUG: Total CPUs: 8
-[2021-06-30 16:02:00] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg
-[2021-06-30 16:02:00] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_defaults.cfg
-[2021-06-30 16:02:00] DEBUG: 	big_genome_threshold=29000000
-[2021-06-30 16:02:00] DEBUG: 	meta_read_filter_kmer_freq=100
-[2021-06-30 16:02:00] DEBUG: 	max_coverage_drop_rate=5
-[2021-06-30 16:02:00] DEBUG: 	max_extensions_drop_rate=5
-[2021-06-30 16:02:00] DEBUG: 	chimera_window=100
-[2021-06-30 16:02:00] DEBUG: 	min_reads_in_disjointig=4
-[2021-06-30 16:02:00] DEBUG: 	max_inner_reads=10
-[2021-06-30 16:02:00] DEBUG: 	max_inner_fraction=0.25
-[2021-06-30 16:02:00] DEBUG: 	max_separation=500
-[2021-06-30 16:02:00] DEBUG: 	unique_edge_length=50000
-[2021-06-30 16:02:00] DEBUG: 	min_repeat_res_support=0.51
-[2021-06-30 16:02:00] DEBUG: 	out_paths_ratio=5
-[2021-06-30 16:02:00] DEBUG: 	graph_cov_drop_rate=5
-[2021-06-30 16:02:00] DEBUG: 	coverage_estimate_window=100
-[2021-06-30 16:02:00] DEBUG: 	max_bubble_length=50000
-[2021-06-30 16:02:00] DEBUG: 	loop_coverage_rate=1.5
-[2021-06-30 16:02:00] DEBUG: 	repeat_edge_cov_mult=1.75
-[2021-06-30 16:02:00] DEBUG: 	weak_detach_rate=5
-[2021-06-30 16:02:00] DEBUG: 	tip_coverage_rate=2
-[2021-06-30 16:02:00] DEBUG: 	tip_length_rate=2
-[2021-06-30 16:02:00] DEBUG: 	low_cutoff_warning=1
-[2021-06-30 16:02:00] DEBUG: 	hard_min_coverage_rate=10
-[2021-06-30 16:02:00] DEBUG: 	kmer_size=17
-[2021-06-30 16:02:00] DEBUG: 	use_minimizers=0
-[2021-06-30 16:02:00] DEBUG: 	reads_base_alignment=0
-[2021-06-30 16:02:00] DEBUG: 	assemble_kmer_sample=1
-[2021-06-30 16:02:00] DEBUG: 	repeat_graph_kmer_sample=1
-[2021-06-30 16:02:00] DEBUG: 	read_align_kmer_sample=1
-[2021-06-30 16:02:00] DEBUG: 	meta_read_top_kmer_rate=0.40
-[2021-06-30 16:02:00] DEBUG: 	maximum_jump=1500
-[2021-06-30 16:02:00] DEBUG: 	maximum_overhang=1500
-[2021-06-30 16:02:00] DEBUG: 	repeat_kmer_rate=100
-[2021-06-30 16:02:00] DEBUG: 	assemble_ovlp_divergence=0.10
-[2021-06-30 16:02:00] DEBUG: 	assemble_divergence_relative=1
-[2021-06-30 16:02:00] DEBUG: 	repeat_graph_ovlp_divergence=0.08
-[2021-06-30 16:02:00] DEBUG: 	read_align_ovlp_divergence=0.25
-[2021-06-30 16:02:00] DEBUG: 	hpc_scoring_on=0
-[2021-06-30 16:02:00] DEBUG: 	add_unassembled_reads=0
-[2021-06-30 16:02:00] DEBUG: 	extend_contigs_with_repeats=0
-[2021-06-30 16:02:00] DEBUG: 	min_read_cov_cutoff=3
-[2021-06-30 16:02:00] DEBUG: 	short_tip_length=20000
-[2021-06-30 16:02:00] DEBUG: 	long_tip_length=100000
-[2021-06-30 16:02:00] DEBUG: Running with k-mer size: 17
-[2021-06-30 16:02:00] DEBUG: Selected minimum overlap 5000
-[2021-06-30 16:02:00] INFO: Reading sequences
-[2021-06-30 16:02:01] DEBUG: Building positional index
-[2021-06-30 16:02:01] DEBUG: Total sequence: 7249289 bp
-[2021-06-30 16:02:01] DEBUG: Flipped 0
-[2021-06-30 16:02:01] DEBUG: UPath 1: 1
-[2021-06-30 16:02:01] DEBUG: Final graph contiain 1 egdes
-[2021-06-30 16:02:01] DEBUG: Extending contigs into repeats
-[2021-06-30 16:02:01] DEBUG: Covered 0 repetitive contigs
-[2021-06-30 16:02:01] INFO: Generated 1 contigs
-[2021-06-30 16:02:01] DEBUG: Writing FASTA
-[2021-06-30 16:02:01] DEBUG: Generating scaffold connections
-[2021-06-30 16:02:01] INFO: Added 0 scaffold connections
-[2021-06-30 16:02:01] DEBUG: Writing Dot
-[2021-06-30 16:02:01] DEBUG: Writing FASTA
-[2021-06-30 16:02:01] DEBUG: Writing Gfa
-[2021-06-30 16:02:01] DEBUG: Peak RAM usage: 0 Gb
+[2021-11-22 18:14:27] root: INFO: >>>STAGE: contigger
+[2021-11-22 18:14:27] root: INFO: Generating contigs
+[2021-11-22 18:14:27] root: DEBUG: -----Begin contigger analyser log------
+[2021-11-22 18:14:27] root: DEBUG: Running: flye-modules contigger --graph-edges /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/20-repeat/repeat_graph_edges.fasta --reads /tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_0.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_1.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_2.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_3.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_4.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_5.fastq.gz,/tmp/tmpakmcmxzn/job_working_directory/000/8/working/input_6.fastq.gz --out-dir /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/30-contigger --config /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg --repeat-graph /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/20-repeat/repeat_graph_dump --graph-aln /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/20-repeat/read_alignment_dump --log /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/flye.log --threads 1 --min-ovlp 6000
+[2021-11-22 18:14:27] DEBUG: Build date: Aug 22 2021 04:47:48
+[2021-11-22 18:14:27] DEBUG: Total RAM: 15 Gb
+[2021-11-22 18:14:27] DEBUG: Available RAM: 9 Gb
+[2021-11-22 18:14:27] DEBUG: Total CPUs: 8
+[2021-11-22 18:14:27] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_raw_reads.cfg
+[2021-11-22 18:14:27] DEBUG: Loading /usr/local/lib/python3.9/site-packages/flye/config/bin_cfg/asm_defaults.cfg
+[2021-11-22 18:14:27] DEBUG: 	big_genome_threshold=29000000
+[2021-11-22 18:14:27] DEBUG: 	meta_read_filter_kmer_freq=100
+[2021-11-22 18:14:27] DEBUG: 	chain_large_gap_penalty=2
+[2021-11-22 18:14:27] DEBUG: 	chain_small_gap_penalty=0.5
+[2021-11-22 18:14:27] DEBUG: 	chain_gap_jump_threshold=100
+[2021-11-22 18:14:27] DEBUG: 	max_coverage_drop_rate=5
+[2021-11-22 18:14:27] DEBUG: 	max_extensions_drop_rate=5
+[2021-11-22 18:14:27] DEBUG: 	chimera_window=100
+[2021-11-22 18:14:27] DEBUG: 	chimera_overhang=1000
+[2021-11-22 18:14:27] DEBUG: 	min_reads_in_disjointig=4
+[2021-11-22 18:14:27] DEBUG: 	max_inner_reads=10
+[2021-11-22 18:14:27] DEBUG: 	max_inner_fraction=0.25
+[2021-11-22 18:14:27] DEBUG: 	max_separation=500
+[2021-11-22 18:14:27] DEBUG: 	unique_edge_length=50000
+[2021-11-22 18:14:27] DEBUG: 	min_repeat_res_support=0.51
+[2021-11-22 18:14:27] DEBUG: 	out_paths_ratio=5
+[2021-11-22 18:14:27] DEBUG: 	graph_cov_drop_rate=5
+[2021-11-22 18:14:27] DEBUG: 	coverage_estimate_window=100
+[2021-11-22 18:14:27] DEBUG: 	max_bubble_length=50000
+[2021-11-22 18:14:27] DEBUG: 	loop_coverage_rate=1.5
+[2021-11-22 18:14:27] DEBUG: 	repeat_edge_cov_mult=1.75
+[2021-11-22 18:14:27] DEBUG: 	weak_detach_rate=5
+[2021-11-22 18:14:27] DEBUG: 	tip_coverage_rate=2
+[2021-11-22 18:14:27] DEBUG: 	tip_length_rate=2
+[2021-11-22 18:14:27] DEBUG: 	output_gfa_before_rr=0
+[2021-11-22 18:14:27] DEBUG: 	low_cutoff_warning=1
+[2021-11-22 18:14:27] DEBUG: 	kmer_size=17
+[2021-11-22 18:14:27] DEBUG: 	use_minimizers=0
+[2021-11-22 18:14:27] DEBUG: 	reads_base_alignment=0
+[2021-11-22 18:14:27] DEBUG: 	meta_read_top_kmer_rate=0.40
+[2021-11-22 18:14:27] DEBUG: 	maximum_jump=1500
+[2021-11-22 18:14:27] DEBUG: 	maximum_overhang=1500
+[2021-11-22 18:14:27] DEBUG: 	repeat_kmer_rate=100
+[2021-11-22 18:14:27] DEBUG: 	assemble_ovlp_divergence=0.10
+[2021-11-22 18:14:27] DEBUG: 	assemble_divergence_relative=1
+[2021-11-22 18:14:27] DEBUG: 	repeat_graph_ovlp_divergence=0.08
+[2021-11-22 18:14:27] DEBUG: 	read_align_ovlp_divergence=0.25
+[2021-11-22 18:14:27] DEBUG: 	hpc_scoring_on=0
+[2021-11-22 18:14:27] DEBUG: 	add_unassembled_reads=0
+[2021-11-22 18:14:27] DEBUG: 	extend_contigs_with_repeats=0
+[2021-11-22 18:14:27] DEBUG: 	min_read_cov_cutoff=3
+[2021-11-22 18:14:27] DEBUG: 	short_tip_length=20000
+[2021-11-22 18:14:27] DEBUG: 	long_tip_length=100000
+[2021-11-22 18:14:27] DEBUG: Running with k-mer size: 17
+[2021-11-22 18:14:27] DEBUG: Selected minimum overlap 6000
+[2021-11-22 18:14:27] INFO: Reading sequences
+[2021-11-22 18:14:27] DEBUG: Building positional index
+[2021-11-22 18:14:27] DEBUG: Total sequence: 7249289 bp
+[2021-11-22 18:14:27] DEBUG: Flipped 0
+[2021-11-22 18:14:27] DEBUG: UPath 1: 4
+[2021-11-22 18:14:27] DEBUG: Final graph contains 1 egdes
+[2021-11-22 18:14:27] DEBUG: Extending contigs into repeats
+[2021-11-22 18:14:27] DEBUG: Covered 0 repetitive contigs
+[2021-11-22 18:14:27] INFO: Generated 1 contigs
+[2021-11-22 18:14:27] DEBUG: Writing FASTA
+[2021-11-22 18:14:27] DEBUG: Generating scaffold connections
+[2021-11-22 18:14:27] INFO: Added 0 scaffold connections
+[2021-11-22 18:14:27] DEBUG: Writing Dot
+[2021-11-22 18:14:27] DEBUG: Writing FASTA
+[2021-11-22 18:14:27] DEBUG: Writing Gfa
+[2021-11-22 18:14:27] DEBUG: Peak RAM usage: 0 Gb
 -----------End assembly log------------
-[2021-06-30 16:02:01] root: INFO: >>>STAGE: finalize
-[2021-06-30 16:02:01] root: DEBUG: ---Output dir contents:----
-[2021-06-30 16:02:01] root: DEBUG: out_dir/
-[2021-06-30 16:02:01] root: DEBUG:     367.0 B     assembly_graph.gv
-[2021-06-30 16:02:01] root: DEBUG:     415.0 K     assembly.fasta
-[2021-06-30 16:02:01] root: DEBUG:     92.0 B      params.json
-[2021-06-30 16:02:01] root: DEBUG:     26.0 K      flye.log
-[2021-06-30 16:02:01] root: DEBUG:     409.0 K     assembly_graph.gfa
-[2021-06-30 16:02:01] root: DEBUG:     10-consensus/
-[2021-06-30 16:02:01] root: DEBUG:         415.0 K     consensus.fasta
-[2021-06-30 16:02:01] root: DEBUG:         37.0 B      chunks.fasta.fai
-[2021-06-30 16:02:01] root: DEBUG:     30-contigger/
-[2021-06-30 16:02:01] root: DEBUG:         409.0 K     graph_final.gfa
-[2021-06-30 16:02:01] root: DEBUG:         0.0 B       scaffolds_links.txt
-[2021-06-30 16:02:01] root: DEBUG:         111.0 B     contigs_stats.txt
-[2021-06-30 16:02:01] root: DEBUG:         367.0 B     graph_final.gv
-[2021-06-30 16:02:01] root: DEBUG:         414.0 K     graph_final.fasta
-[2021-06-30 16:02:01] root: DEBUG:         414.0 K     contigs.fasta
-[2021-06-30 16:02:01] root: DEBUG:     00-assembly/
-[2021-06-30 16:02:01] root: DEBUG:         429.0 K     draft_assembly.fasta
-[2021-06-30 16:02:01] root: DEBUG:     20-repeat/
-[2021-06-30 16:02:01] root: DEBUG:         414.0 K     graph_before_rr.fasta
-[2021-06-30 16:02:01] root: DEBUG:         183.0 B     repeat_graph_dump
-[2021-06-30 16:02:01] root: DEBUG:         367.0 B     graph_before_rr.gv
-[2021-06-30 16:02:01] root: DEBUG:         367.0 B     graph_after_rr.gv
-[2021-06-30 16:02:01] root: DEBUG:         414.0 K     repeat_graph_edges.fasta
-[2021-06-30 16:02:01] root: DEBUG:         129.0 K     read_alignment_dump
-[2021-06-30 16:02:01] root: DEBUG: --------------------------
-[2021-06-30 16:02:01] root: INFO: Assembly statistics:
+[2021-11-22 18:14:27] root: INFO: >>>STAGE: finalize
+[2021-11-22 18:14:27] root: DEBUG: ---Output dir contents:----
+[2021-11-22 18:14:27] root: DEBUG: out_dir/
+[2021-11-22 18:14:27] root: DEBUG:     367.0 B     assembly_graph.gv
+[2021-11-22 18:14:27] root: DEBUG:     416.0 K     assembly.fasta
+[2021-11-22 18:14:27] root: DEBUG:     92.0 B      params.json
+[2021-11-22 18:14:27] root: DEBUG:     28.0 K      flye.log
+[2021-11-22 18:14:27] root: DEBUG:     409.0 K     assembly_graph.gfa
+[2021-11-22 18:14:27] root: DEBUG:     10-consensus/
+[2021-11-22 18:14:27] root: DEBUG:         1.0 K       minimap.stderr
+[2021-11-22 18:14:27] root: DEBUG:         449.0 K     consensus.fasta
+[2021-11-22 18:14:27] root: DEBUG:         3.0 K       minimap.bam.bai
+[2021-11-22 18:14:27] root: DEBUG:     30-contigger/
+[2021-11-22 18:14:27] root: DEBUG:         409.0 K     graph_final.gfa
+[2021-11-22 18:14:27] root: DEBUG:         0.0 B       scaffolds_links.txt
+[2021-11-22 18:14:27] root: DEBUG:         111.0 B     contigs_stats.txt
+[2021-11-22 18:14:27] root: DEBUG:         367.0 B     graph_final.gv
+[2021-11-22 18:14:27] root: DEBUG:         414.0 K     graph_final.fasta
+[2021-11-22 18:14:27] root: DEBUG:         414.0 K     contigs.fasta
+[2021-11-22 18:14:27] root: DEBUG:     00-assembly/
+[2021-11-22 18:14:27] root: DEBUG:         61.0 B      draft_assembly.fasta.fai
+[2021-11-22 18:14:27] root: DEBUG:         465.0 K     draft_assembly.fasta
+[2021-11-22 18:14:27] root: DEBUG:     20-repeat/
+[2021-11-22 18:14:27] root: DEBUG:         414.0 K     graph_before_rr.fasta
+[2021-11-22 18:14:27] root: DEBUG:         183.0 B     repeat_graph_dump
+[2021-11-22 18:14:27] root: DEBUG:         367.0 B     graph_before_rr.gv
+[2021-11-22 18:14:27] root: DEBUG:         367.0 B     graph_after_rr.gv
+[2021-11-22 18:14:27] root: DEBUG:         414.0 K     repeat_graph_edges.fasta
+[2021-11-22 18:14:27] root: DEBUG:         119.0 K     read_alignment_dump
+[2021-11-22 18:14:27] root: DEBUG: --------------------------
+[2021-11-22 18:14:27] root: INFO: Assembly statistics:
 
-	Total length:	418805
+	Total length:	419576
 	Fragments:	1
-	Fragments N50:	418805
-	Largest frg:	418805
+	Fragments N50:	419576
+	Largest frg:	419576
 	Scaffolds:	0
-	Mean coverage:	15
+	Mean coverage:	14
 
-[2021-06-30 16:02:01] root: INFO: Final assembly: /tmp/tmpicy_msib/job_working_directory/000/8/working/out_dir/assembly.fasta
+[2021-11-22 18:14:27] root: INFO: Final assembly: /tmp/tmpakmcmxzn/job_working_directory/000/8/working/out_dir/assembly.fasta
--- a/test-data/result1_assembly.fasta	Wed Jun 30 20:02:51 2021 +0000
+++ b/test-data/result1_assembly.fasta	Tue Nov 23 08:35:32 2021 +0000
@@ -1,6982 +1,6994 @@
 >contig_1
-AATAAACCGTTCCAGGGATAACAAAACTGAAACGTGTTCCTTTTCCTACTGTACTCTCCA
-AATATTCAGGCGACTTTCTGATGATTCACAGCATGTTTCACGAATTCGCTAACCCTAATC
-CGCTACCGCGGTTTAGCCGGCGAGACCCCGCTTTATCAACGCGATAAAAACGCTTCGGGT
-CAGGGCGCGGAATAATGCTCCGGTGCAATGCCCGGGTCCGTTATCTTCAAACGCTAAATT
-CGGCACCGTGCGGCACTCGCTGCCAGCGTACGGTGATATGCGTGCCCTTCCGGCGTATGG
-AATCACGCGTTATAGACCAGGGTTGAAATCGCACTGCGGTAGCTGATCTTCGTTGCCAGA
-CACCTTGAGGCCGTTATCTATCTCAAAGGTAAATGTCTGTTTTTCTGACTCAGAGTCTGA
-CCTCGCGCTCAACAACGCGCAGCATCATCGGACACATCAACCTTTTCATTTGAGCAAATG
-CGTCGGTGCGGCTTCTATTTTCGACAGCGTCAGCAATTGCTTCACCAGGTCCTTCCATCC
-CGCTGGGTCTGCTCGCGCATGATGTGTGCAACGCTTTTTCCGCTACCGCGCCTTCCAGCG
-GCTGCTCATTCATCATTCCCAGGTAACCCTGTAACACGGTCAAATGGCGTACGTAACTCA
-TGGCTCACGTTGGCAAAAAAGTTACGCCGCGCCCCCTTCCAGTTGATGCATTTGCGTGAC
-ATCACGCGCCACCATCAGCAACTGTTTGTGGGTATAAGGCATGACGCGAATTTCCAGATG
-CCGCCCCACGGTGTTGAGCACCAGATTGAGCGGGGCGAGAAAAATCACGCGTTTTCAGAT
-ATTGCGTAAACTCCGGGTAACGCAGTAGGTTAAGGATGTTCTGCCCGTTATCTCGGCCAG
-CGCAAACCAAGAATTTGTTGCGGCCAGACCGTTACACCAGGAAAATACCGCCCTCTTCCG
-TGGTCAGCACCACCGCGTCGGGCAGCGACTCCGCGCCGCTACGAAAGCGTTTTAATCAGA
-TTGCCCAAGTTCACGGCGGCGTTTTTTATTTCCGCAGCTGCATCTGGTGTAAGCCGTATA
-GTAGCGGTTCCCAGCTACCACGCCCCGGTGGCGGGGTCATACTGCGATCCCACCCAACAG
-CCACCATGAAAGGCGCAATAAATTCCAGAAATGCCAGATAAGCAGTCCTGTTAACCGATG
-CCAGCAAAAACCAGGGCAGGTAACCAAAAAATGCACCCAGGGATGAAAGCCGGGAGGCAG
-CAAAGTAGCAGCTCCAGCACCAGCCCTTTTCCACGACAGCCGTTCCAGCAACGTAAGATA
-CTCCAGTTAAGAAAACATAAGCCCTGCTCTGCGCCCGATGAGCAAGGCGTTAAAAGCGGG
-GTTGAAAAACGATTATCCTGTACCGCGCACGGTCTGCACCATGCGGTCATGCCCGCCGGG
-CTCCAGTGCTTTACGCAGGCACGAATGTGGACATCGACCGTGCGGTCTTCCCAATACACG
-TTAGTTCCCCAGACGTGTTTAACAGCTGCTCGCGGCTTCACGCCGCTCAGGATGCGTCAT
-AAAAAAGTGCAGCAGTTTAAATTCTGTCGGCCCCATCTCCAGCGGCTCTTCGCCCGCCAT
-CACTCGGGGAGATGTCGGGTCGAGACTTAATCCCTGCATCTCAATCACCTCTTCCACCGC
-CATTGGGAAATACGGCGCATTACCGCTTTGATTCGCGCCACCAGCTCCTTCGGCGAAAAC
-ACGGCTTGGTGATATAGTCATCCGCGCCGGTTTCAGGCCGCGCACGCGATCTTCTTCTTC
-CCCTCTGGCGGTCAACATCACAACTGGAATATCCCGGGTCATCGACTCGCGCTTGAGGTG
-TTTGATGAACTGGATACCGGAGCCGCCAGGTAACATCCAGTCGAGGAGAATTAAAATCCG
-GCCAGGGTTCATTCAGTTTGATTCACAGCACTGTCATAATCTTTCCGCTTCGACCGGCTG
-AAGCCATTTTGTTCGAGCACGAAGCAGACCATTTCGCGAATTGGAGCTTCATCTTCTACG
-ACCAGAATTACGTCTCGCCATGATTTGCCCTGTTGTAATAAATAGGTTGCGATCATTAAT
-GCGACGTCATTATGCGTCAGATTTATGACAGATTTATGAAAAGCCTCGTCGCACATATCT
-TCAGGTTATTGATTTCCGTGGCGCAGAAAAAAGCAAATGCACATTCGTTTGGGTATAATC
-GCGCCCATGCTTTTTCGCCAGGGAACCGTTATGCGCATCCTTCACACCTCAGACTGGCAT
-CTCGGCCAGAACTTCTACAGTAAAAAGCCGCGAAGCTGAACATCAGGCTTTTCTTGACTG
-GCTGCTGGAGACAGCACAAACCCATCAGGTGGATGCGATTATTGTTGCCGGTGATGTTTT
-CGATACCGGGCTCGCCGCCCAGTTACGCCCGCACGTTATACAACCGTTTTGTTGTCAATT
-TACAGCAAACTGGCTGTCATCTGGTGGTACTGGCAGGAACCATGACTCGGTCGCCACGCT
-GAATGAATCGCGCGATATCATGGCGTCCTCAATACTACCGTGGTCGCCAGCGCCGGACAT
-GCGCCGCAAATCTTGCCTCGTCGCGACGGGACGCCAGGCGCAGTGCTGTGCCCCATTTCG
-TTTTTACGTCCGCGTGACATTATTACCAGCCAGGCGGGGCTTAACGGTATTGAAAAAACA
-GCACATTTACTGGCAGCGATTACCGATTATTACCAACAACACTATGCCGATGCCTGCAAA
-CTGCGCGGCGATCAGCCTCTGCCCATCATCGCCACGGGACATTTAACGACCGTGGGGGCC
-AGTAAAAGTGACGCCGTGCGTGACCATTTATATTGGCACGCTGGACGCGTTTCCGGCACA
-AAACTTTCCACCAGCCGACTACATCGCGCTCGGGCATATTCACCGCGCACAGATTATTGG
-CGGCATGGAACATGTTCGCTATTGCGGCTCCCCCATTCCACTGAGTTTTGATGAATGCGG
-TAAGAGTAAATATGTCCATCTGGTGACATTTTCAAACGGCAAATTAGAGAGCGTGGAAAA
-CCTGAACGTACCGGTAACGCAACCCATGGCAGTGCTGAAAGGCGATCTGGCGTCGATTAC
-CGCACAGCTGGAACAGTGGCGCGATGTATCGCAGGAGCCACCTGTCTGGCTGGATATCGA
-AATCACTACTGATGAGTATCTGCATGATATTCAGCGCAAAATCCAGGCATTAACCGAATC
-ATTGCCCTGTCGAAGTATTGCTGGTACGTCGGAGTCGTGAACAGCCCGAGCGTGTGTTAG
-CCAGCCAACAGCGTGAAACCCTCAGCGAACTCAGCGTCGAAGAGGGTGTTCAATCGCCGT
-CTGGCACTGGAAGAACTGGATGAATCGCAGCAGCAACGTCTGCAGCATCTTTTCACCACG
-ACGTTGCATACCCTCGCCGGGAGAACACGAAGCATGAAAATTCTCAGCCTGCGCCTGAAA
-AACCTGAACTCATTAAAAGGCGAATGGAAGATTGATTTCACCCGCGAGCCGTTCGCCAGC
-AACGGCTGTTTGCTATTACCGGCCCAACAGGTGCGGGGAAAACCACCCTGCTGGACGCCA
-TTTGTCTGGCGCTGTATCACGAAACTCCGCGTCTCTCTAACGTTTCACAATCGCAAAATG
-ATCTCATGACCCGCGATACCGCCGAATGTCTGGCGGAGGTGGAGTTTGAAGTGAAAGGTG
-AAGCGTACCGTGCATTCTGGAGCCAGAATCGGGCGCGTAACCAACCCGACGGTAATTTGC
-AAGGGCCACGCGTAGAGCTGGCGCGCTGCGCCGACGGCAAAATTCTCGCCGACAAAGTGA
-AAGATAAGCTGGAACTGACAGCGCGGTTAACCGGGCTGGATTACGGGCGCTTCACCCGTT
-CGATGCTGCTTTCGCAGGGGCAATTTGCTGCCTTCCTGAATGCCAAACCCAAAGAACGCG
-CGGGAATTGCTCGAGGAGGTTAACCGGCACTGAAATCTACGGGCAAATCTCGGCGATGGT
-TTTTGAGCAGCACAAATCGGCCCGCACAGAGCTGGAGAAGCTGCAAGCGCAGGCCAGCGG
-CGTCACGTTGCTCACGCCGGAACAAGTGCAATCGCTGACAGCGAGTTTGCAGGTACTTAC
-TGACGAAGAAAAAACAGTTAATTACCCGCGCAGAGCAAGAACAACAATCGCTAAACTGGT
-TAACGCGTCAGGACGAATTGCAGGCACAAGCCAGCCGCCGTCAGCAGGCCTTGCAACAGG
-CGTTAAGCGAAGAAGAAAAAGCGCAACCTCAACTGGCGGCGCTTAGTCTGGCACAACCGG
-CACGAAATCTTCGTCCACACTGGGAACGCATCGCAGAACACAGCGCGGCGCTGGCGCATA
-TTCGCCAGCAGATTGAAGAAGTAAATACTCGCTTACAGAGCACAAGGGCTTCGCGCGAGC
-ATTCGCCACCACGCGGCGAAGCAGTCCGCAGAATTACCAGCAGCAGCAACAAAGCCTGAA
-TACTGGTTACAGGAACACGACCGCTCCCGTCAGTGGAACAACGAACCGGCGGGTGGCGTG
-CGCAGTTCTCCCAACAAACCAGCGATCGCGAGCATCTGCGGCAATGGCAGCAACAGTTAA
-CCCATGCTGAGCAAAACTTTAATGCGCTTGCGGCGATCACGTTGACGTTAACCGCCGATG
-AAGTTGCTACCGCCCTGGCGCAACCTGCTGAGCAACGCCCACTGCGTCAGCACCTGGTCG
-CGCTGCATGGACAGATTGTTCCCCAACAAAAACGTCTGGCGCAGTTACAGGTCGCTATCC
-AGAATGTCACGCAAGAACAGACGCAACGTAACGCCGCACTTAACGAAATGCGCCAGCGTT
-ATAAAGAAAAGACGCAGCAACTTGCCGATGTGAAAACCATTTGCGAGCAGGAAGCGCGCA
-TCAAAACGCTGGAAGCTCAACGTGCACAGTTACAGGCGGGTCAGCCTTGCCCACTTTGTG
-GTTCCACCAGCCAACCGGCGGTCCGAGGCGTATCAGGCGCTGGAGCCTGGCGTTAATCAG
-TCTCGATTACTGGCGCTGGAAAACGAAGTTAAAAAAGCTCGGTGAAGAAGGTGCGACGCT
-ACGTGGGCAACTGGACGCCATAAACAAAGCAGCTTCAGCGTGATGAAAACGAAGCGCAAA
-GCCTCCGACAAGATGAGCAAGCACTTACTCAACAATGGCAAGCCGTCACGGCCAGCCTCA
-ATATCACCTTTGCAGCCACTGGACGATATTCAACCGTGGCTGGATGCACAAAGATGAGCA
-CGAACGCCAGCTGCGGTTACTCAGCCAACGGCATGAATTACAAGGGCAGATTGCCGCGCA
-TAATCAGCAAATTATCCAGTATCAACAGCAAATTGAACAACGCCAGCAACTACTTTTAAC
-GACATTGACGGGTTATGCACTGACATTGCCACAGGAAGATGAAGAAGAGAGCTGGTTGGC
-GACACGTCAGCAAGAAGCGCAGAGCTGGCAGCAACGCCAGACAGAATTAACCGGCCGCAA
-AACCGTATTCAGCAGCTGACGCCGATTCTGGAAACGTTGCCGCAAAGTGATGAACTCCCG
-CACTGCGAAGAAACTGTGGTATTGGAAAACTGGCGGCAAGGTACATGAACAATGTCTCTC
-GCATTACACAGCCAGCAGCAAGCGTTACAGCAACAGGATGTTCTGGCGGCGCAAAGTCTG
-CAAAAAGCCCAGGCGCAGTTTGACACCGCGCTACAGGCCAGCGTCTTTGACGATCAGCAG
-GCGTTCCTTGCGGCGCTAATGGATGAACAAACACTAACGCAGCTGGAACAGCTCAAGCAG
-AATCTGGAAAAACCAGCGCCGTCAGGCGCAAACTCTGGTCACTCAGACAGCAGAAACGCT
-GGCACAGCATCAACAACACCGACCTGACGACGGGTTGGCTCTCACTGTGACGGTGGAGCA
-GATTCAGCAAGAGTTAGCGCAAACTCACCAAAAGTTGCGTGAAAACACCACGAGTCAAGG
-CGAGATTCGCCAGCAGCTGAAGCAGGATGCAGATAACCGTCAGCAACAACAAACCTTAAT
-GCAGCAAATTGCTCAAATGACGCAGCAGGTTGAGGACTGGGGATATCTGAATTCGCTAAT
-AGTCCAAAAGAGGGCGATAAATTCCGCAAGTTTGCCCAGGGGCTGACGCTGGATAATTTA
-GTCCATCTCGCTAATCAGCAACTTACCCGGCTGCACGGGCGCTATCTGTTACAGCGCAAA
-GCCAGCGAGGCGCTGGAAGTCGAGGTTGTTGAACCTGGCAGGCAGATGCGGTACGCGATA
-CCCGTACCCTTCCCGGCGGCGAAAGTTTCCTCGTTAGTCTGGCGCTGGCGCTGGCGCTTT
-CGGATCTGTCAGCCATAAAACACGTATTGACTCGCTGTTCCTTGATGAAGGTTTTGGCAC
-GCTGGATAGCGAAACGCTGGATACCGCCCTTGATGCGCTGGATGCCCTGAACGCCAGTGG
-CAAAACCATCGGTGTGATTAGCCACGTAGAAGCGATGAAAGAGCGTATTCCGGTGCAGAT
-CAAAGTGAAAAAGATCAACGGCCTGGGCTACAGCAAACTGGAAAGTACGTTTGCAGTGAA
-ATAACTATTCAGCAGGATAATGAATACAGAGGGCCGAATTATCTCTTGGCCTTGCTGGTC
-GTTATCCTGGCAAGCTATCACTTTATTGGCTACGGTGATTGGGTAGCCGTTCTGGTGGTT
-GTGATGGTGGTATGAAAAAAAGTCATTTTATCTTTGGCTCTGGGCACGTTGGTTTGGGGA
-TGGCCGAATTTGGCATTATGGGCGTGCTCACGGAGCTGGCGGCATAACGTAGGAATTTCG
-ATTCCTGCCGCCGGGCATATGATCTCGTTTTATGCACTGGGGGTGGTGGTCGGTGCGCCA
-ATCATCGCACTCTTTTCCCAGCCGCTACTCACTCCAAACATATCTTGTTGTTTCTGGTGG
-CGTTGTGCGTCATTGGCAACGCCATGTTCACGCTCTCTTCGTCTTACCTGATGCTCGCCA
-TTGGTCGGCTGGTATCCGGCTTTCCGCATGGCGCATTTTTTGGCGTCGGAGCGATCGTGT
-TATCAAAAATTATCAAACCCGGAAAAGTCACCGCCGCCGTGGCGGGGATGGTTTCCGGGA
-TGACAGTCGCCAATTTGCTGGGCATTCCGCTGGGAACGTATTTAAGTCCAGAATTTAGCT
-GGCGTTACACCTTTTTATTGATCGCTGTTTTTAATATTGCGGTGATGGCATCGGTCTATT
-TTTGGGTGCCAGATATTCGCGACGAGGCGAAAGGAAATCTGCGCGGAACAATTTCACTTT
-TTGGCGCAGCCCGGCCCCGTGGTTAATTTTCGCCGCCACGATGTTTGGCAACGCAGGTGT
-GTTTGCCTGGTTCAGCTACGTAAAGCCATACATGATGTTTATTTCCGGTTTTTCGGGAAA
-CGGCGGATGACCTTTATTATGATGTTAGTTGGGCTAGGGATGGTGCTGGGAAATATGCTA
-AGTGGCAGGATTTCAGGACGTTATTCACCACTGCGCATTGCAGCAGTGACTGACTTTATA
-ATTGTACTGGCACTGCTGATGCTCTTTTTCTGCGGCGGCATGAAAACAACGTCGCTTATT
-TTTGCTTTTATTTGTTGCGCGGGATTATTTGCCCTTTCAGCACCGCTACAAATATTGTTA
-CTACAAAAACGCCCAAAGGCGGAGAGTTATTAGGTGCCGCAGGTGGCAAAATAGCGTTTA
-ACCTCGGTAGCGCCGTCGGCGCATATTGCGGAGGTATGATGCTGACGCTGGGGCTGGCAT
-ATAATTACGTGGCGCTGCCTGCCGCCCTGCTTTCGTTTGCTGCGATGTCGTCGTTGCTGC
-TGTATGGGCGCTATAAGCGCCAGCAAGCGGCGGATACTCCGGTGCTGGCGAAACCACTGG
-GGTAGGTTATAGTCTCGGTGCTCATTACTTATTGCCGGATGCGGCGTGAACGCCTTATCC
-GCCCTACGCGGTTCTGGCACATTTTGCAGGCCTGATAAGACGCGGCAAGCGTCGCATCAG
-GCATCGGAGCACTTATTGCCGGATGCGGCGTGAACGCCTTATCCGGCCTACGGTTCTGGC
-ACCTTTTGTAGGCCCTGATAAGACGCGGCAAGCGTCGCATCAGGCATGATGCGCCAATTG
-CCTACGTTTTTTACTCTTGTGGCCATAACCACGCAGCGCCGCGTACGCCGCTGGAATCAC
-CGTGCTTCGCCTTACGCACCGGCGTTTCACATTCGCCGCCGAAGACAAATTGTTTAATCA
-ACTGCCCAACCGTTGATATAAACGGTCTACATTGCTCATCCCGCCCCCCAGGACAATCAC
-ATCCGGATCGAGAATATTCACGACATGTGCCAGCGATTTTGCCAGCCGCAGCTCGTAGCG
-ACGCAATGCCAGTTCCGCTACCGGATCGCTTTCTTCAACCAGGCGGATAATTTCACTGCC
-TTTCAGCGCATGTCCGCTCAAACGACGATAATCCATCGCGAATCCCGTGCCCGAAAATAA
-GGTTTCAATACAACCTTGTTTACCGCAATAACAAGGGACTTCCTCGCGATAACGCAGTTC
-GTCTTCGTCCATCCACGGTAGCGGATTGTGTCCCCACTCACCTGCCGTGCCATTGCCGCC
-GATATGCGCCCGCCCATTGAATGCCACGCCCGCGCCGCATCCCGTGCCGATAATCACGGC
-AAATACCGTCTGCGCCCCCGCTGCCGCGCCATCTACTGCTCCTGAAACCGCCAGACAGTT
-AGCGTCATTTGCCAGCCGCACTTCCCGCTGCAACCTCGCGCTTAAGTCTTTATCGAATGG
-CTGACCTGAGCCAGGTTGAATTGGCATTCTTCACCACACCGGTGTAAGGCGAAATTGAGC
-CAGGAATGCCCATACCTACCGTTCCCGCGCTGCCCCGTCGCCTGCTCCGCCATATCAACC
-AACGTGGCGATCGTTTCAAATAGTCTGCCGGTAATCATCACGCGGCGTGGGCAGACGATG
-GCGGTACAACTGCTCCCCTGCAATCGCCCCCAGTGCAATCACTTTCAGTTTTGGTGCCGC
-CTAAATCGATACCTATACGCACGGTACTCCTTATTTTTTTCAATATCAATAGCGTAGAGA
-CGGACAACCGGATTGGCAATGCAAGGCCGCCGACAATTCGTTATCATGCCCGTAAAATTT
-AACGACAAGGCCGTGGAAATTATCATGCTGTGGTTCAAAAATTTAATGGTTTACCGTCTT
-AGCCGCGAGATTTCGCTGCGTGCAGAAGAGATGAAAAAACAGCTAGCCTCGATGGCATTT
-ACCCCATGCGGCAGCCAGGACATGGCGAAGATGGGCTGGGTTCCTCCGATGGGATCGCAC
-AGCGATGCGTTAACGCACGTTGCCAATGGTCAAATTGTTATCTGCGCGCGCAAAGAAGAA
-AAAATCCTCCCGTCTCCGGTGATTAAACAGGCGCTGGAAGCGAAAATCGCCAAACTGGAA
-GCGGAACAGGCGCGTAAGCTGAAAAAAACCGAAAAAGATTCGCTGAAAGACGAAGTGCTG
-CATCTCTCTGCTGCCGCGTGCTTTCAGCCGTTTTAGCCAGACAATGATGTGGATCGACAC
-GGTTAACGGTTTGATTATGGTGGACTGCGCCAGTGCCAAAAAAGCGGAAGATACGCTGGC
-ATTACTGCGTAAAAGCCTGGGGTCGTTACCGGTTGTACCATTGAGCATGGAAACCCCGAT
-TGAACTGACGCTGACCGAATGGGGTTCGCTCCGGTAGTGCGGCACAAGGGCTTCCAGCTG
-CTTGATGGAAGCCGAGCTGAAATCGTTGCTGGAAGATGGCGGCGTGATCCGCGCGAAGAA
-CAAGATCTGACCAGCGAAAGAGATCACCAATCACATTGAAACCGGAAAAAGTGGTGACTA
-AACTGGCGCTCGACTGGCAGCAGCGCATTCAGTTTGTGATGTGCGACGATGGTTCGCTCA
-AGCGTCTGAAGTTCTGCGACGAGCTGCGCGATCAAAACGAAGATATCGACCGTGAAGATT
-TCGCCCAGCGTTTTGATGCCGATTTTCATCCTGATGACTGGTGAACTGGCAGCGTTAATT
-CAAAACCTGATTGAAGGATTAGGTGGCGAAGCACAACGTTAATTGCTGATTTTCCTTTAA
-TGCCGGATGCGACGCCTGCCGCGTCTTATCCGGCGTACGAAGCCACACCAGGCATATAAT
-TATTCGCTACGGCGAGCAATAATTTTTAGCGCAGCAATATTATGCGTTTTACGCTGTAAC
-TTGCTCCATGGACGTTGTGTCATTGTTTTTCCTCAAGGCCGGTGACGCGCTTCACTGCGA
-ATTTTCCGCGTTGCCCCGGTTTTCACTAATCACGTAACAGCGAAAGATCGGGTTGTTCGA
-CAAATAAGAGTAATGATGGATCCTCTTTTAACCACGCGTTTTCACATCGGCAGCCAGCTG
-TGGATTATTAATAGCCAGCGACCGAACCTTGAGGCTCAGTCAATGTCGTTAACAACAACC
-CGGGGTATGTGCGTTGCGCAATGCCGTTTGGGCGTAAATGATCATTGGCACTTTGCAGCA
-ATGCACGCCACCATTCATCATCTGATTTATCTTTTATCGTAGCCAGTTCCGCAACAATAT
-CTGGAGATCTTCACTGATATTTATATCAACCTTGATAAATTATGAATATATCGGAAATTG
-AAAAAATCGCAGCAAAGGAAATATTATTATGGGCTAAAGAAAGGATATTTCAGAAAAATG
-CCCTCCCGTTCAAGGGGAAGGCGAGGAATTACAGATAGCGGCACAGATAAGAGGTGGGTT
-CGGCAACTTGCAGATGAAACTCACTGTGACCGGGAACATTAAACACCGAACCGGCTTCAT
-ACACCTGCCAGTCGGTCGCGTCAGGCAGTAACACATTCAGCGCGCCACTGAATTACCGTC
-ATCTCTTCCGGCTCAGCGGTGCTGAAGGTGTATTCGCCTTCAACCATAACACCCACGCTG
-GCGCGACCAGTGCTGCTGCTGGAAAAGCCGATTGATTTCACTTTGCCGGAAAAGTACTCA
-TTACTTTGAAGCATAAACTGGCCCTGTTTGGTAGTTGACACCTCTACTTCACTATAGGGG
-CCAGAGGCGCTGGCTGTCACGCAAAATTACACCAGTAATTCCGCAGCCAGCCGTGCAATC
-AATACGTTAGACAGCAAGACGGAACATCGAGCTGTTTTTGCAGTAAAATCGCGATGACGT
-TGGTGAAATCCTAAACAATCCAGCATGGATGACATCAGGCCCCTTTTGCCAGTAATTCTT
-TCCCCGGGCATCAATGAATTTTTTGTTCTGAATCATGAATGGGGTTACCCAATGAAAATA
-CCGGCGATTTCTGCAAAATTTGCCATTTTTGCCCGGCCTGAAGGGCAGCATCTCCTCAAC
-CAGGAACGATAACCCCCACCTGATGATCTTCAACAATAGAGGAAACCAGTGGAGGCAATA
-TTCGCGACGGCTCAAGAAAGATCGTATTACGCGCAGTCATACTACTAATGTTTGCTGTAC
-TCATTAATAAAATGACGTCATAACCCCTGATTATCGAGCACTTCAACCACACCTTGCAGG
-TTCACGCTCCACTTTGCGACGCGAAACATGGGCCAGCTGGTTGTCATTTAATAATGTGAG
-AATGGTGTCTTCGCCTGCTTCTGGCGCGTACTCCGCCATCACTTCTTCACGACTTAACTT
-CCCCAGCAGGCTATGATGGGAAATATTATCTTCGTCAATGTATTCCGTCAGGAGCGCAAA
-AACTTCCTGCATAGGTACAATGCCGGATGGTCAGGATCGCCAACGACGGCACTCATTGTT
-CATCCACCTTACTTTTCTTTCGTCGTTAATTACCGGGCAAGTGTGAAGCACCACTGCTGA
-CACTTACTTGTGCTACAAATGACAAAAAAAGCGTAGCAGCAGACGTGCACGGCATAATGT
-AAAGATTCCAAATGATTCCAGTAATGGATTGTTATTGTTTAATATTCTAATTATTAGAAA
-AACATGAATTATGAAAAATGTGACGCAGATCCCTTGTAGTGGCACTCAGAATCCCTTCCG
-AGCAGTCTGATGCGGTCACTCTTTGTCAGGGTCCTCATAGCGTTTTTTCGCATCCATCGC
-TTCCTAAGCGGGTCGGATGTTCACTGATCAACGAGTCTGGTTTAGGATGATCGGCTCTGA
-GTTGGTACCAGGTTACCGTCTGTCCTGGCTTTCCTTTTTCAATCGTCACTATATATGCTT
-CACGAGGATAAGGCGGTTTCGTTGGCATCGTTCTTCCTTATTTCACGGGATGAACGTTAA
-GTATAGGCGCTCGAAAATCAACAATTGATCGTCTGTGCCAGGGCGCTGCGAATTTCAGAA
-ATCACCTGGGCTGGGTTCGTTTGTTGCGTCGATGATAATATGCGCAACTTCGCGATATAG
-CGCATCGCGTTCTTCCAGCACTTCCTGAACTTCTTCGCTCAGCGGTTTTCCCGTTAAGGT
-TGGCCGTAAATCTTCTTCCGGTGCAGCTTGCAGTCGGTTAAACCAGGACTGATACTGGCG
-CACACAAATAAACCACGATCCCGTTATTTTGCATGAAGTGACGATTTAAATTCCGTCAGA
-ATAATGCCGCCGGCCTGTAGCGATAACGGTGGATGGCGCAGTTACCGCTTCCAGCGCCGC
-CGTTTCTCTGGCGCGAAATCCCCGCCCACCCTTCCCTTTCCGACGATCTCCGCGACCGTC
-ATATTGAGCTGTGATTGCAACCACTGATCGGTATCGACAAACCGACGGTTAAGCGAATCG
-GCAAGGGCCATTCCGACCGTTGTTTTACCACAGCCCCGAGGCCCGATCAGAAAAAGAGGT
-TGTGTCATCGTGGGTTTTTCCCCAATAGGTCGCAAATGCGGCGAAAGCCGGTGTCATGAG
-AATAGCGATCATACCATCAAACTAGTACAATTTCGATTGTAAAGAAAAATTCCACTTAAA
-GTGAAAATCTCAATACACCCCTTACTATACCAATAAATATTCAAGAATGAAGTGTAAATA
-ATAAATTACATTTAGCCACGACTACGTTGGCCTTCCAGCCACCACTTCTCCAGCTCCGCG
-GCAAAGGCCTGGCGGTCACGTTGTGAAAGGCTATCTGGTCCGCCGGTCTGGATCCCACTG
-GCACGTAAGGTATCCATAAAATCGCGCATCGTCAGGCGCTCACCGAATGGTCGCTGGCGT
-GTAACGTTCGCCGCGCGGATTAAGCGCCGCAGCGCCTTTCTCGATGGCTTCAGCAGCCAA
-AGGTATATCTGCGGTGATCACCAAATCGCCCGCTTCCACCTGCCGGACAATTTCGTTATC
-GGCAACGTCGAAACCTGCCGCGACGCGCAGCGTACGAATAAATCGCGATGGCGGCACGCG
-TAAACCTTGGTTTGCTACCCAGTACCAGCGCATCTGCATACGTTTCCGCCGCGCGATACA
-AAATCTCTTTAATTACATTGGACACGCGTCGGCATCCACCCAAATTGTCATAAAGTCATC
-CTTTGTTGGGTAATCCTCTATTGTGTCGCGCTTTTGCCTTCCGGCATAGTTCTGTTTATG
-CTTCTGCCAGCGATTATCAAACAATGAATTTCACGGCAGGAGTGAGGCAATGGAAAAGAA
-AATCGGTTTTATTGGCTGCGGCAATATGGGGAAAAGCCACTTCTCGGCGGTCTGATTGCC
-AGCGGTCAGGTGCTTCCAGGGCAAATCTGGGTATACACCCCCCCCCCGGATAAAGTCGCC
-GCCCTGCATGACCAAGTTCGGCATCAACGCCGCAGAATCGGCGCAAGAAGTGGCGCAAAT
-CGCCGACATCATTTTTGCTGCCGTTAAACCTGGCATCATGATTAAAGTGCTTAGCGAAAT
-CACCTCCAGCCTGAAATAAAGACTCTCTGGTCGTTTCTATTGCTGCAGGTGTCACGCTCG
-ACCAGCTTGCCCGCGCGCTGGGCCATGACCGGAAAATTATCCGCGCCATGCCGAACACTC
-CCGCACTGGTTAATGCCGGGATGACCTCCGTAACGCCAAACGCGCTGGTAACCCCAGAAG
-ATACCGCTGATGTGCTGAATATTTTCCGCTGCTTTGGCGAAGCGGAAGTAATTGCTGAGC
-CGATGATCCACCCCGGTGGTCGGTGTGACCGTTCTTCGCCAGCCTACGTATTTATGTTTA
-TCGAAGCGATGGGCCGACGCCCGCCGTGCTGGGCGGGATGCCACGCGCCCAGGCGTATAA
-ATTTGCCGCTCAGGCGGTAATGGGTTCCGCAAAAATGGTGCTGGAAACGGGAGAACATCC
-GGGGGCACTGAAAGAAATGGTCTGCTCACCGGGAGGCACCACCATTGAAGCGGTACGCGT
-ACTGGAAGAGAAAGGCTTCCGTGCTGCAGTGATCGAAGCGATGACGAAGTGTATGGAAAA
-ATCAGAAAAACTCAGCAAATCCTGATGACTTTCGCCGGACGTCAGGCCGCCACTTCGGTG
-CGGTTACGTCCGGCTTTCTTTGCTTTGTAAAGCGCCAAATCTGCCGATTTCAACCACTCA
-CGATAGTGACTCATTTGTGGGTTCAGCGGCGCAACCCCCCACTAATCCGTAAAGTTACCT
-GTGGCGTATTCGGCAAACGTAATGTATTTAGCCCTTCATGCACCCGTAACATGGCGGTAA
-TGGCGCTCTCAGCTGGCGTACCGGACATGATTACTGCAAACTCATCGCCGCCAAACCGAC
-CAATCACATCGCTACCGCGCAGGGTAATTTGTAACTGTCGGGTAAGCGCCACAATCGCTT
-CATCGCCCACATCATGGCCCCAGGTATCGTTGATGCTCTTGAAATGGTCGATATCGATAA
-TCAGTAACGTTGCATCGCGATTATGCCGCCGACAGTTATCAAATTCATTGCGTAACATAG
-TTTCCCAATGACGTCCGTTATACACGCCCGTCATGCCGTCGCGGGTACTCAGTGACCTGA
-AACCTGCGTTTATGTTCCGCCAGTTTGGTTGCCGTCTGGTAGCTGACCCAGCCAAACAGC
-AGAGGATAAATGACAATAATGGGAAGGGAGAGCCACCATTCCAGCGGCGCACTATTGAAC
-GACACGGTAATGCCCGTCAGCTCGAGGGTGACAAGGCAGGAAACCACCATCAACACCAGA
-CCCGCGACAAACAGACGGGGCCGCCTGCCCCCATCAAATTCAGACACATAATCATCAACA
-TCGCGGTGGAAGGCAGCACGTTTACGCCCATTACGCCTACCCACATTCCCGCAAATACTG
-CATCGGTTTTTAAGTTGTAAATTTCCCGGCTAAGCGGATCGACGGCCCTGCTCGCTATCT
-GCCAGGCTAAATGCGGCCAGACGAACGCCCAGCCGACCAACACCAGCCACCACCAGCCCG
-GCGGCGGGTGTGAAACCAGCGTTGAAGCAATCGGTAAAAACATGCCAGCCAGGCCAACCG
-CACGGGGTAGTCTGACGCGACGGGCGAAGCGCAGCCCGGACCGCTGATGTTCGTTTTGAG
-GAGTTAAAGGAGGTTCCTCCCCGTGCGCCCCCGCTTTTTTGAAAAGTTTTCATCATTCAT
-TATTTTTGGGAACATTCAGAAACAATTTTCCAAATTATAGAGACGGAGCTAAAGGCAGAA
-GTATGATATTTCGGGTGAGCCATTTTCGTAGCTCACCCGTTAGCACTATCAGGTATCAGG
-CGGCTTTTCTTGAGGCAGGCACTCATAAACTTATTACGATCATCACCTTTCAGAGATTGT
-TGTGTTGTTTGATTATTGCATTCGCGCCTTCTTTTGCTGCTGTGGCGTCAAACTTTTTTC
-GCCAGGCGCAGACTTGCTGTTCTTCAGGCAATCACTCATGTAGGTCTTACGAGCATCCCC
-TTTCAACGCCTGCGCCGTCGCCTGCTGATTACAGGAGGTCATACGCTGTTGTTGTGGGGT
-TAAAGTTCTCTCGGCACGCGCCGACGGTGGTTAAAAAAACCAGACCGAAAAGGCAGGTAA
-CCAGTATGTTAATTTTCATAGCCCATCCCTCTTTCATGTTTTAACCATGAGCGTATGCGC
-CCGTGATCTGCCATTAAGTCTGGTTGCTAACAGCAAAAAAACCACCCGGCAGCGAAAATT
-CACTGCCGGGCGCGGTTTTATTTCAGCCCCAGAGCGGCTTTCATGGTGTAGAAGAGATCG
-GTCTGGTCGGTCAGTCCAACAACATTGGCGGCATGCGGGCCATACGCCGCAATACGCAAC
-TGACTGCCGGTATGTTCTTGTGAATCCTCTTCGGAGTTCCCGTAACTCACCACCCATCAC
-TGCGCATTCTTTGGTATTTAGCGCCTGGGTGAGGCCCGGAGCTTTGGTATCCGGCGCAAC
-AATCTGGCTGGCGTGGGCGTGATCAGCGGTGACTATGACCAGCGTGTTACCCTCCTTTTT
-AGCGAATTCCAGCGCCCGTTGTACGGCTTCATCGAGATCGACCGTCTCGCCAATTTGCCC
-ACAAGGATTCGCAGCATGATCCTGTTTATCGATTGACGCACCTTCAACTTGCAGGAAAAA
-AGCCTTTCTCATTTTTACTCAACAATTCAATGGCTTTGTCGGTCATCTGCGCCAGGGTTG
-GTACACTGTCATTACGTTGCGGATTTGGCGTACAGGTGACTGCGGGCTTATCGATATTGC
-CATGGTACGTTGCTTTCGGTCCTAGCCAGCGCACTGGCATATTGCCGTCAGCAAACAGGC
-CAAGCAGGGGTTTTTGCTGATTCGCTTCCGTCACCGAATTCAGTGAGGCAGCATCGCTCA
-CCAACTGATAACCACGCGCCTGTGCCTGTTCACGCAGCGTTTTTCCCTGCCATTCACCAG
-CGGTTGCCGTTTCAGCACAAGGTTTTTGCGCCGCCGCCAAGCGTAACGTCGGCACGAGCG
-TTAAGCAGCTGTTCGGTAATCGATCCTTTTCCGCCTTTTTCCAGAGCGTTACCCGGGACA
-TTTTTCACTGGTCGCGCTCGGACCGTAGCATTTGCGCGAGGTCACCATTGGCCACCAGCG
-GCAGCGGGCGTGGCATCCTGCAACTCTGCGGTAGAACGTTACCGGTCGCCAGACCTGCGG
-CTTTTGCCATTTCCAGAATCGTTGGGTGATCTTTTTCGTGAATATCGACGCCCAGCGCGC
-CGTTATAGGTTTTGACACCGGTTGACCAGGCGGTTGCTGATGCAGCCGAGTCGGTGACGT
-AGTCCGGTTTGCCGGTTTTTTTATTCAGCGCATAGTGAGTGTATTGCCCGGTAAGCGGTA
-AGGCATCTATACCTTTAAAAAAAGCCGCCCGCACCTTCGGCATAATTACGTGCGGCAGTA
-ATTTCCGAGTCCCCCATCCCATCGCCAATCAGCAAAATAATATTTTTTGCAGGTTTATCG
-CTAAGAGAATCACGCAGAGCGGCAGTCTGATCACCCGTTAAACGGCGAGCACCGCCGGGT
-GCAGTAATATCGCCCTGAGCAGCCCGGTTTTCCAGAACAGGCATTTTCTGGTGTCCGGGC
-TTTTGTCACAGGGGGAAACAGTAACGGTAAGAGTGCCAGTGCAATAGTGCTTTGTTTCAC
-TTTATTTTCTCCATGTACAAATACATTAAAAAATAAAAACAAAGCGACTATAAGTCTCGG
-CCGTGACAACTTTATGACGCGCTTGAAAAGATTAACTTTTTACTGACGAGGATGCTTCAA
-TAACTTCTTTACGTAATCGCGCAGCAGCTCCGTATCGTCGTCAGGAATGCTGGCATCGGG
-CTTTACCTCGTACAGCGCCCCCTCTACCTGATCAATCAACCGCTGTTGGTCATTTTGCGC
-CAATATTGCGAAGCATTTGCAGTGACGATAATCTCCAAAGCTTCTACCTGCGCAACACAG
-TTCTTTCGACTCTTCTTCTTTTTGGGCAAGCTTAAATAACAACTCAGCAATGAGATTTTT
-CATGTCTGTTTTTCCTTATCCAAAGTATGGAGAAGTTAACATTATGTTTCACAACTTCAT
-AGTGTCTGGAAGTATTAATTTTTATGACCAAAGGAAATACTTTGCGCAAATATTTTTTGT
-TTGATTACCAGCGAAACGTTTCTCTTATTTAAAATAATTACCCACACAAAATATAGGCTT
-TTTAATTATCAACCTTTATTATAAATAAAAGTTATGAAATATATTCTCTTCGTTAAACTT
-ATAATTAAGAAGAAAAAACTCACCGCATGGCCATTTAAGCCAGGAATAAATAGCTTCCCG
-TTCATCATTTTTGTGATCTTGCGCACATCCTTGAGATAACGCACTTTCTTCACAGTACGT
-TGCACGCTTTGTCAGCAGAAGATTGCAACAATCTTTTCAGAAGGCCGCGAATCCCCCGTT
-TTGTCGTGGTAATGTATGCACTTTGTGTTAGACGGGATAGGTTTTTAAGATGAAAAACTG
-CGGGTAGGAATCGTTTTTGGTGGTAAATCAGCGGAACAATGAAGTGTCTCTGCAATCGGC
-AAAAAACATTGTCGATGCCATTGATAAAAGTCGCTTCGACGTTGTGCTGCTGGGCATTGA
-TAAACAAGGGCAATGGCACGTCAGCGATGCCAGCAATTATCTGTTAAATGCAGACGATCC
-TGCCCATATTGCGTTGCGCCCTTCGGCGACCAGCCTTGCGCAGGTGCCAGGTAAACATGA
-GCATCAGCTTATCGACGCGCAAAACGGTCAGCCGTTGCCGACGGTGGATGTCATTTTCCC
-GATTGTCCACGGTACGCTGGGCGAAGATGGTTCCTTGCAGGGAATGCTGCGGGTCGCCAA
-TTTACCGTTTGTAGGTTCTGATGTTCTGGCTTCAGCAGCCTGTATGGACAAAGATGTCAC
-CAAACGTCTGCTACGCGATGCCGGGCTGAACATTGCGCCATTTATTACCCTGACGCGCGC
-CAATCGTCACAACATTAGTTTGCCGAAGTGGAGTCTAAACTGGGGTTACCACTGTTTGTA
-AAACCGGCTAATCAGGGCTCTTCTGTTGGTGTCAGCAAAGTAACCAGTGAAGAACAGTAC
-GCAATTGCCGTCGAATTGGCGTTCGAGTTCGATCATAAAGTGATCGTTGAGCAAAGGGAT
-CAAAGGTCGTGAGATCGAATGCGCAGTTCTGGGCAACGACAATCCGCAAGCCAGCACCTG
-TGGAGAGATCGTACTCACCAGCGATTTCCTATGCCTACGACACCAAGTACATTGACGAAG
-ATGGCGCGAAAGTGGTAGTTCCGGCAGCCATTGCGCCAGAAATCAACGATAAGATCCGGG
-CGATTGCCGTTCAGGCTTATCAAACGTTGGGATGCGCAGGCATGGCGCGGGTAGACGTGG
-TTTTTAACCCCAGAGAACGAAGTGGTGATCAACGAGATCAACACCCTGCCTGGCTTCACT
-AATATCAGTATGTATCCGAAGCTGTGGCAAGCCAGCGGTCTGGGTTACACCGATCTGATC
-ACACGTTTGATTGAACTGGCGCTGGAGCGTCACGCTGCGGATAACGCATTGAAAACCCAC
-AATGTAATATTTTAACGCCCGATAATATTCTTATTGGGCGTTTTCAGTTTCTTCATCGCG
-ACGACGAATAATCAACCCCGCCAGCCAGAAACTAATCACCCACGTCACCAGACCGACGGC
-ATAGGTCTGCCAACCTTTTGCTTCAAATCCCAGTAACCCCACCACGCCATTAAGAATGAA
-TATAAGGCCAATGGCGAACGCATAGTAGTGCCAGTCACGGCGGATTTTACAGGCAGATTC
-ATGGGCAGCTCCGTTAACGAAAAACAACATCCTTGCATATTCTGCAACAACCGTCTGTGG
-TGTAGACAACATTTTCGTAATTGTTAATAAATTTAACTTAAGGTTGCCATTTTGTGACTC
-ACAACGAAGATTCACGCTTCGGGAATATTTCCAACATCAATTTAACCATGATTCTGATAT
-TGACAATCTAAATGACCTGTCAGACTTGCCATAAGCCGCTGGTATACACCAGAAGAGAAG
-CAGATGACTTCCGGAGGTTTTTATGGCTGGATTCACCCTGTCAAAATCGCTGTTTAGCGG
-AAAATATCGCCATGCCTCTTCAACGCCTGGCAACATTGCCTATGCGTTGTTTGTGCTGTT
-TTGCTTTTGGGCTGGGGCGCAATTGCTGAACCTGTTAGTGCATGCGCCCGGCGTCTATGA
-GCGTTTAATGGCAGGTCCAGGAAACAGGTCGCCCCACGGGTGGAAATTGGTTTAGGTGTC
-GGCACCATTTTCGGGCTGATCCCGTTTTTAGTAGGCTGCCTCATTTTTGCAGTGGTGGCG
-CTATGGCTGCACTGGCGACATCGCCGCCAGTAAGTTTTACATTGTCAGATGCGGCCTGAA
-ACGCCTTATCTGGCCTGACATTCCTGTTTGATCACTGTTTTCATACAACGCGCCCGCCGT
-TCGTCTACGCGCTTCGCAAACCAGGCCGTAGTCAGGTTGCGGGTGATTTTCGGGCTTTCC
-AGTTGAATGCCAGGCAACATTTCGCGGGGGAGTGATTTACCCGTTTTCGTTTCGGCAAGT
-TGATAAACTTTCTTGTACAGCGCCGTCTCCTCAAAGAGAAGCTGTCACCTTTCTCTAACT
-GACGGCGAATTTCGCTGTCGCTCATCCCCAGTTTTGCAGCCAGTTTTGCGCGTTGCCAGT
-TCGGTTTCCCCGGGTTCTTTACTGTCGTAACGAATTTAAATCACCGTCCAGTGCCAGCCT
-TCACGCCGCTGGCCTTACTGACCGCGTTCTGAAACGCGGCATTACGCGGGCGTACCAGCC
-AGCGTTAAAATCAGCAAAACGGTATATCGGTGCGCTATAACTGGCGGGATAATTCAGTAA
-ATGGTAAGTACCAAACCACAACCCGCCGGCGGCGACTGAAAACTTCCTGACGGACTGTAC
-CGTCCATTTTCCACGGATACCCTTTGGTATGCTGTTCCGGCAAAAGCAAATGCTGACCTG
-CATCGGCCCACCGGTGCGCACCGGTTGAGCGAACCAAACAGCGTCCGCCCCATTGGCACC
-AATGTGATCAGATCGTCAAAAATCGCGCTCAATTGCTTTTTCTGTACGCACCGAATCTAA
-CCGTTCGCTATAACTTTTGCCGTTTTGGCGATTTGATTTTAGCGCGGTATGAACCAGAAA
-AGCAGGAATGTGCATCCGTTCAGCACGACGGTCAATCTCTTGCCAGGCGATCTTGCTTAA
-GCCCGGAACGGCCGGATCTGCCTGATAATTTTGACTCCTGCTGCGCCACCGCCAGCACCG
-AGCAGACGTTTTCCAGCGTCGGTGCCAGCCCCTGACTTTCAAAGGTGGTGGGCGAGATCT
-TTCGCCCAGGCATCGCGGTCTTTCACGCTCGCAGGCATCTTCTGCCGCACGACGCTCGCT
-ACATCTATCGCTTTTTCGCCCTTTTTCAACGGTTGCGGAGCCTGACTACTACCCCCGCTA
-AAACCAGAACCGCCAACAATGACAGCGAAGATAGAGGATTGACGCGCGACATTACTTCTC
-CTTTTTAGCTCAAGGTATGGGTTACTTCCTGAAATTTTGTCACCATCCAGCTCATGTTCA
-AAGCTGCCGCCAGACGTTTGTAGATAGACATCAACTCAACCAGTGTGGTCCATGAGTTAA
-TCAGGTACTGGGAAAGCACCGCGAACCTGACCAAAAACGTTGGTAATCTGCGTCATCAGG
-CCGAGCGTAATCGTACCGGCAACAATTGACGGAAACAGCAAGAACAAACCGAAAACGTTA
-TCGACCTGCAAATAGAGAATGCGGGCGATGTTGAAATACATTATAGTGGAAAATAGAGGC
-GGAAATAGTTTTTCCGTACGGCGCTAAACAGCTCCCGTACCGTAGGCGCCGTCGCGCGCG
-TGGCATCGTCTTCACCATAAACCAGCTCTTTACGGTAGGCAGCCTCTACACGCTGGTTTT
-TAAACTCCAGCCCCGGCAGTTTGATCCCTACCACTGCCAGCAATCCGGTCCCCATCCAGC
-GACCAGACGATTGCGGCAATCACCAGACCATACGGAATGTGCCCGATAATCGGCAGCTCC
-GGCACATGCGGCGGAGAGCGTTACCAGCACCGGCAGGAAGGCGATCAACGTCATGATGGC
-GTTGATAAAACTTGACGCCAATATTTCTCCAGCGTTGAAGCAAAACGCATGGTGTCTTCC
-TGCACACGCTGTGCGGCCCCTTCGATATGACGCAGTTGTTGCCAGTTCCCCATGTAATAT
-TCGTTCATCGCTGTACGCCAGCGGAACACGTAGTGACTGACAAAGAAGTTGTTCAGCACA
-CTGATCACCACAGCGATCAGCGCAATCCCCAGAAAAGACGCCCACTTCGCGGTAAAATTG
-TTCGATGGTGACTTTATGCGGCGAACTTAGCGCGGTTTGAATCAGATCATAGAACGGCGC
-ATACCAGGCGTTGACGGCGACCCCGACTTCCACCAAAAACCAGGTGACGAAGATGATCAG
-TGCAGTACCGAGTATTGACCAGTATTGCCAACGATGCGGGCTGTAGATAAACCAGAACAA
-TGCAAAAAGTCCTACGCAAACAATGTAGTAAGCGTAAAAAAATCAGGAAATCCAACGACC
-AGAAACGCGCGGCGCTAATCGGGATCTGCCCGGAAGCGCCGGTGATACGCGCCACCCAGT
-CACCCCCACCGGCTTGCCAGAAGATAACGGCAATCAATGCCCAAACGAAGGCCGAGAGAA
-AAAACGTTCCCGGCTTTGGGAAAAAAGACTTAAACATATGCACTCCTGCTAACTTCTTAT
-CGTTTTAACAACTGCTGTGTATTACCGCATGACCGCTACAAAGCGTCAGCCAAATGAAAC
-CGCCCATTGTGACCCATAGCAAGGCGCTTAGTTCGCCAGCCTGACCATAAGAATTGTTTC
-GACGGATTTCACAAACCAAAGATTGTTTACATAAGCGGATTAACACGCGCAGGATCACAA
-ATGCAGGCATTGGTGAGCAGGAAAAAGATCGGTTATACGCGCCGTTACGTTTTTAACACT
-ATTATTGCACTAATTCGCCCTTTGCAATCTATCAATGAGTAGTATAAATACGCTCAGTAC
-CCTTCATTCAATCTATGGACACCACCGTTGAAACGTAGTCTGCTTTTTTCTGCCGTGCTG
-TGTGCGGCGTCATTGACCTCCGTCCATGCGGCGCAGCCGATCAACGAACCGGAGTTTGCC
-TCTGATATTGTCGATCGTTATGCCGATCATATTTTTTTTACGGCAGCGGTGCCACGGGGA
-TGGCTCTGGGTTGTTATCGACGGTAACCAGCGCGTCTTTCGCAGTTATGGCGAAACGCGA
-CCTGGTAATAACGTTCGCCCGCAGCTGGATTCGGTCGTGCGTATTGCTTCCCTTCACCAA
-GCTAATGACCAGTGAGATGCTGGTGAAATTGCTCGACCAGGGGACCGTGAAGTTAAACGA
-TCCGCTAAGTAAATATGCTCCGCCAGGCGCACGCGTGCCAACCTACAATGGGACGCCCAT
-TACGCTGGTCAATCTGGCAACCCATACCAGCGCCCTGCCCCGTGAACAGCCCGGTGGCGC
-GGCACATCGTCCGGTGTTTGTCTGGCCAACGCGCGAGCAACGCTGGAAATACCTTTCTAC
-GGCGAAGCTGAAAGCCGCGCCAGGCAGTCAGGCGGCGTACTCTAACCTTGCGTTCGACCT
-GCTGGCAGATGCACTGGCGAATGCGTCCGGCAAGCCTTATACCCAGTTGTTTGAAGAGCA
-GATTACCCGTCCATTGGGGATGAAAGACACCACCTACACCCCCTCACCGGATCAGTGCGC
-CGTTTTAATGGTTGCTGAGCGCGGTGCCAGTCCGTGCAATAACACGCTGGCGGCAATTGG
-CAGCGGCGGCGTCTATTCCACGCCTGGCGATATGATGCGCTGGATGCAGCAGTATTTGTC
-ATCTGATTTTTATCAGCGCAGTAACCAGGCAGATCGCATGCAGACGTTGATTTATCAGCG
-CGCGCAGTTTACGAAAGTGATTGGCATGGATGTCCCCGGCAAGCGGATGCGCTTGGTTTA
-GGTTGGGTATATATGGGCCCCGAAAGAGGGTCGTCCGGGATTATTCAGAAGACAGGCGGT
-GGTGGCGGTTTCATTACCTATATGGCGATGATCCCGCAGAAGAATATTGGGCGCGTTTGT
-GGTGGTCACTCGTTCGCCGTTGACCCGCTTTAAAATATGAGCGATGGCATCAATGACCTG
-GTGACCGAGCTAAGCGGGAATAAACCGTTGGTTATCCCCGCGTCCTGATTAATACTCTGA
-AGGCAAACGGTTGATAGCGACCAGTTGGCCTTTATTCATTTTGATATAGCCGCCTTTACG
-CAAAGCAGCGAGAACTTCTGCGACGACAGAACGCGATATGCGTGTACGTTGATGGATATA
-TTCATCACACCAATACGTGATCGCAAATTCTTCATTCCAGTCAATCATTGATAATAATGT
-TGCGCGGATTTGTTCGTAGGAATTATGCCCAATGAGCTGCACGTCCGTAATTCCAGAATT
-CTATTTTGCCAGGCTACCAGTAAAAAGCGTCTCGCCAGAGTTGATTTTGTTCAATAAGCG
-TAATGGTTTGTTTGGCTGGTAGATGATATCCCGTACAATTTCCTTCTGATATTAATTGTA
-TGGTATATCGTTTTTCATTTAAAACCATCAGCCAGCCCCATAATATAAGGAGCCTGGGTA
-ATACCGATAAGTACGTTTTCTTCTCTACGCAAGAGAGATAACTCCCTCTAAAATAACGAA
-AGTATCTTCCTTTATTGACATCACTGGGAAATATAACTTGCTTTTCATTATTAAACTCGA
-AGCGCGTACCGTATCTGGACAAACATTTATCGAGCTTACCAAATTCCTGAAGAGGTTTAA
-CTACAGATAACATTTGCGCGTCCTTTGCAGTAATGCCCGTCAAACCCTTGACGGGCATTA
-TTTAGATTAAATTACCAGTATTTCTTCGGAGTGAAGAAATTTACCAGGTATATTTAACAC
-CCACGTTCGCGGACCAGTCTTGATCTACGTCACCACCACCGAGGTAGTTAGCATCGGTAA
-GGCGCTGAAGTTTTGGTTGAAGCTAAACTGAGTACCCAGACCAACACGTACCGCAGACCC
-TTCAGTACCGTTATCGATGGAATCGCCGTTCACATCGTTATCGTTGTTAGAGTCGTCGTA
-GACGTAAGCCAGTTTGAAGTACGGAGTCAGAGCCTGATCTTCGCTGTAGGTGAAGGTATA
-ACCTGCATCTACCCCCAGTTCATTAACGCATGCTGTCGTAAGACTGACCGTCAACTTTCA
-TGTCGTTGCTCAGCTGGTAAGTCATCACCAGACTGGAACAGACCAGAAACGCTGCCGTAA
-GGAGTCACGTAACCAGCATCACCCAGTTTGAAGTCGTAACCGGCTTTCAAACCGAAGCCC
-CAAGCGTCGGAGTTGGTGCTACCGTCAACGTAAGTACCGTTGCTCATGGTTGCAGACAGG
-TCGTTGTTGAAGTGAGAGTAGCTCAAGCTACCATCAACAAAGACGTTGTTCGCGAAGTGA
-GCAGAAGAGTAGATGTAGGCAGTCTGGCTGTCTTGATCCACCTGACCAGAACGGTCATTC
-ATGTCACCTTTAGCGAAGCCTGCAGCCGCACCGACGATCCACTTAGCGTTGTTACCGTCA
-ATTTTGGTATCAACACCGACCATGATGCCGTTAACATCCTGATCATAGTTGATGGTGCCG
-TTGTCGCCGTTAAGTTACCACCGAAGTAGCTTACCCATGCGCCGCCGTTATCAGCCAGGC
-CATGACCGAGAGAGTTGGTCAGACGAGTACCAACGGTGTCTTGTTCCAGGTTCCAGATAT
-TGGTGTTCGCAGACCGGGATGCTCAGCGCCATGTTAGCGTAGTCGGTCAGCTCCATCTGT
-TGCAGAACAACGGTGTTACCGCGCTGTCAGCCTGATAGGTGTATTGCACCCAGGTCAGCT
-TTGTTAGCAGCAGAGAAGGTCGCGTTGCTGTTGACGTCGTTTACGTAGATAATTTCTTTA
-TCTTTGTAATCAGCGATAGCGCCAGCGCCAGTTGCGTTGTCGATACGAACTTTTGTAGTT
-ACCGGTTGCAGCAACAACAATTGTCTACAGAGCTGTTATCCAGTTCAGTACCGTTGTCTA
-CGTCGCCGTTACCGTTGATAGTCAGGTGACCATCAGAGTTCATAGCAACAATACCGTAAC
-CGTAGTTAGACTTGGAAGTATCCCAGGTACGGTCGTTCACCAGATCAGCGTTCAGAACGT
-AATCGCTGCTATGGATATCGAACACACCAGATACTACGTTACCGTTATGGTCAGCGATGT
-TGCCGCTGGTCAGTTCCAGTTTGTCAGTACGGAAAGCTTCAGTATCGAACTGATCAACGT
-TCACATCCAATACACCCGCCGTTAGTTACGGTGATAGTATTGGCGTACAGGTTGTAATCT
-GATCTTAACCCAGCAATAGTGGACACGCGGCTAAGTGAGTAAACTCTCAGTCAGAGGTGA
-CTCACATGACAAAAACAGTATCAACCAGTAAAAAACCCCGTAAACAGCATTCGCCTGAAT
-TTCGCAGTGAAGCCCTGAAGCTTGCTGAACGCATCGGTTGTTACTGCCGCAGCCCGTGAA
-CTCAGCCTGTATGAATCACAACTCTACAACTGGCGCAGTAAACAGCAAAATCAGCAGACG
-TCTTCTGAACGTGAACTGGAGATGTCTACCGAGATTGCACGTCTCAAAACGCCAGCTGGC
-AGAACGGGGATGAGAGCTGGCTATCCTCCAAAGGCCGCGACATACTTCGCGAAGCGCCTG
-AAATGAAGTATGTCTTTATTGAAAAACATCAGGCTGAGTTCAGCATCAAAGCAATGTGCC
-GCGTGCTCCGGGTGGCCCGCAGCGGCTGGTATACGTGGTGTCAGCGGCGGACAAGGATAA
-GCACGCGTCAGCAGTTCCGCCAACACTGCGACAGCGTTGTCCTCGCGGCTTTTACCCGGT
-CAAACAGCGTTACGGTGCCCCACGCCTGACGGATGAACTGCGTGCTCAGGGTTACCCCTT
-TAACGTAAAAACCGTGGCGGCAAGGCCTGCGCCGTCAGGGACTGAGGGCAAAGGCCTCCC
-GGAAGTTCAGCCCGGTCAGCTACCGCGCACACGGCCTGCCTGTGTCAGAAAATCTGTTGG
-AGCAGGATTTTTACGCCAGTGGCCCGAACCAGAAGTGGGCAGGAGACATCACGTACTTAC
-GTACAGATGAAGGCTGGCTGTATCTGGCAGTGGTCATTGACCTGTGGTCACGTGCCGTTA
-TGGCTTGGTCAATGTCGCCACGCATGAGCGGCGCAACTGGCCTGCGATGCCCTGCAGATG
-GCGCTGTGGCGGCGTAAGAGGCCCCGGGAACGTTATCGTTCACACGGACCGTGGAGGCCA
-GTACTGTTCAGCAGATTATCAGGCGCAACTGAAGCGGCATAATCTGCGTGGAAGTATGAG
-CGCAAAAGGTTGCTGCTACGATAATGCCTGCGTGGAAAGCTTCTTTCATTCGCTGAAAGT
-GGAATGTATCCTTGGAGAAAACTTTATCAGCCGGGAAATAATGCGGCAACGGTGTTTTAA
-TTATATCGAATGTGATTACAATCGGTGGCGGCGGCACAGTTGGGGTGGCGGGCCTCAGTC
-CGGAACATTTGAAAACAAGAACCTCGCTTAGGCCTGTGTCCATATTTACGTGGGTAGGAT
-CAATCAGCCCCCCACCCAGTAGATTCGGTCAACGCAACAGTACTGTAGGAATTAATAGTC
-AGATGATCGGTATCAAACGTAGCCATCTTCACCAATGTTCAGCGAAGAACCGTTAGTTAA
-ATCGATAGTATCTGAAGTTAATTTAGATTCCGAAACATTAACCTGAGAACCATTATTAAC
-TGTAAAGTATCAACGATGGAACGACCTGTAGTATCCCATTCAGAACCGTTATTCAACGCT
-ACGTTAAATACACCGCTCTGGAAGACCTTGTCTTAAACAACACGTTTCCAGTCATTGTTT
-TCATATGTTGCATCAGGAGTAAGGCTGTTTGTAGCAACATCATACATTGCTGACGTTTCA
-GCAACGTTATAAATTGCCTGACCAAACCCACTTGCTTCCGTTTATCGAGAGTGAGATTTA
-GTTCATCAACGTTGAGGCTATCATCAGTCCAACCCCCGTTGGTATCTTTCCACCCGTCAC
-CGTTGGAATCATGACCATTCGGATCAAAATTACTATTCCAGGTGCTGGTAAAGGCAACAT
-CAACCCATCAGCGTTGAATTGCTGAGGAATACATTGTTCTTCATCGCATAGTCGGAAACC
-TGAAGCAGTAAAGGACATTGCAACATCACCCGGGCCAGCATAATCACTCGGTTCATCAGA
-ATTGCCAAAGTGACCAGTTTTGCCATAAGTATTGCTATCCAGGATATAATTGAACCCGAA
-GTCACTGTGGAATCTTTTACAGAGATATTGTTATCCCAAGTATGAGATTCGGTAGTGTAG
-GTTTCGTTGTAAGTATTACCTTGAGATAATGAAATACCTGCAACGCGGGAGTTATTGGAA
-ATATTGATGTTACTTTCTACATCAAGATTAACAGCAACGCCTTCACTTGTATCAAATGTC
-TCATTTGTGTGCTTGGTTACATCACCACTTTTATAAGAATCAGGGAAGTAAGAGCTTCAT
-AATCATCATCAATAGTAGTGTTAGCAATGTTCAAAGTGAAAACACCACCATCACGCCAGT
-GTGTATCAACAACCGCATCAGTGTAAAAATCATATCCACCCAGATTATTACCATCTGCAT
-CAAAACGATCATAATAACCGCCAGGCAGCATAGAAGTAATCGAACCGTGAATCACTGAAT
-TACTGATATCAAGCTGATTAGCAGTACTGTTCTGCATAATCATGGTTCAAATAATAGGTT
-GAGATCGTGCCGTTAACGGTATCGGCGGTTAAAGGACTGATCGAAATCACCATTGGTGTT
-GTTGTAATAGACAAAACCACTATAGTTTACATAGTTGCCATCTACAGTGCCTGCCTTATC
-CATATGATCCCAATCAAGTGCTGTAACGGGATTATCGATATAAGTCCAGGTATCATAGTT
-TGCTGCATTAGCCTGAGAGGTGATAGCCAGAGTGCAAGCCAATGCTAATTGTGATACTAC
-AAGTTTCTTTTCCCAGGAGTGCATTTGTCATCCCTCCTCAGGGACGTAATAAGTTGATCC
-ATCAATTATCAATGCATAGAAAACATATTATGTTTCGCGCTAACGATTATGCTGCGTTAC
-AGACGAATGGTTCAATTATTCTTTCCCCTAAGTCCCGAATTTGGACATATATAATTTATG
-GAGAAAAACACGCATCAAATTCATAAAAGCACAGTATTTCAACATGTTGCAGATAATTTT
-GTTTTTGAAGCATACGCATAATAAATATCACAAACACAAACCAGATAAATATCCTATGAA
-TATGCAACAAAGTTTTAATTATTCAATTTATAGCAGCGCAACAAAACTCCAAAAAATAAT
-AACCAACAGCTATAAATAAAGATTAAAAAATATTTTCAGTGAATATAAAATTATTGCTGT
-TTCTATTAAAAAGATGTCCTGGCCTCCTCTTCCATTCTCTTCTTGTCAACATCGCGACAA
-CTTTCGTAAAACATCCCTACCCTGCTTCAGGTATACTATGCCCCTCGATTCCACAAAACA
-CCAGGCAGACCATGACAGACTTAATCCAACGCCCTCGTCGCCTGCGCAAATCTCCTGCGC
-TCGCGCTATGTTTTGAAGAGACAACACTTAGCCTTAACGACCTGGTGTTGCCGATCTTTG
-TTGAAGAAGAAATGACGACTACAAAGCCGTTGAAGCCATGCCAGGCGTGATGCGCATTCC
-AGAGAAACATCTGGCACGCGAAATTGAACGCATCGCCAACGCCGGTATTCGTTCCGTGAT
-GACTTTTGGCATCTCTCACCATACCGATGAAACCGGCAGCGATGCCTGGCGGGAAGATGG
-ACTGTGGCGCGCGTATGTCGCGCATCTGCAAGCAGACCGTGCCAGAAATGATCGTTATGT
-CAGACACCTGCTTCTGTGAATACACTTCTCACGGTCACTGCGGTGTGCTGTGCGAGCATG
-GCGTCGAAAACGACGCGACTCTGGAAAATTTAGGCAAGCAAGCCGTGGTTGCAGCTGCTG
-CAGGTGCAGACTTCATCGCCCCTTCCGCCGCGATGGACGGCCAGGTACAGGCGATTCGTC
-AGGCGCTGGACGCTGCGGGATTTAAAAATACGGCGATTATGTCGTATTCGACCAAGTTCG
-CCTCCTCCTTTTATGGCCCGTTCCGTGAAGCTGCCGGAAGCGCATTAAAAGGCGACCGCA
-AAAGCTATCAGATGAACCCAATGAACCGTCGTGAGGCGATTCGTGAATCACTGCTGGATG
-AAGCCCAGGGCGCAGACTGCCTGATGGTTAAACCTGCTGGAGCGTACCTCGACATCGTGC
-GTGAGCTGCGTGAACGTACCTGAATTGCCGATTGGCGCGTATCAGGTGAGCGGTGAGTAT
-GCGATGATTAAGTTCGCCGCGCTGGCGGGTGCTATAGATGAAGAGAAAGTCGTGCTCGAA
-AGCTTAGGTTCGATTTAAGCGTGCGGGTGCGGATCTGATTTTCAGCTACTTTGCGCTGGA
-TTTGGCTGAGAAGAAGATTCTGCGTTAATTTTGTTTCCTCTCAGAAAGGGGGAGTTAACC
-TGTTGAAAGTACGGTGAACGCCCCCTCACCCTAACCCCCTCCCCAAGGGGGCGAGGGGAC
-CGTCCACTCTCGTATTACCCCGCCCGATAAAACGGTTTATCCCCAAGGATCGTCGCCCGA
-TGCATTATCCGTCGCTGTGGCAGGTAATCGGCATTGGCATAGTGCTGGGTCACGCGGTTA
-TCCCAAATCGCAATATCATTTGGTTGCCAGCGCCAGCGCACCTGAAACTCCGGTTTGGTG
-ATATGGGCAAACAAAAAACTTACAAAGGCTTCGCTCTCTTTCTCGCTCACATCAACAATT
-CGCGTAGTAAAGCCCTTCATTCACAAACAGCGCCTGTTTACCGCTCACCGGATGCGTTCG
-CACCACCGGATGTAGCAACGGCGGGTTTTTCGCGACCGCCTCGCGCCAGCGTTGATGTTC
-CTCCTCGGTTTTGCGGTATTTGTATTCCGGGAACGATTTACGGAAATCATGCTCCGCACG
-CAGCCCACTCAGCAGCTGGCGGGAAGGGAACAGAGAGCGCCTCATAGGCCGCAATACCGC
-TGGTCCAGAGCGTATCACCGCCGGTCGAAGGTAACTCTTTAGCTGCCAGAATCGCCCCTG
-CGGGTGGCGTTTCAATAAATGTCACATCGGTATGCCAGTTTCGGTTTTCTGGCGGATTAT
-CGTTATGGGTATCCAGCACGATGATCTCGTCAACCCCTCGGCATGCGGGTAAACAGGGTG
-AATATGCAATTCGCCAAAACGCTGGGCCAGCGCGCGTTGCTGCTGCGGCGTAATAGCTTG
-ATCGCGTAGAAACACCACCTGATGGCGCAGCAACCGCATGGTAAAGCTGTTCAAACTGAT
-TATCGCTTAACGGGCGCGTCAGGTCGGCACCCGAAATTGTGGCGCCGATATACGGCCCCA
-GCGGGGTAATGCTCAGACGTTCACTCATTGTACTTCTCCATGCCAGGGCGTCAGGCGGCG
-CGGTTAAGCGCGCAGACCCAGTTCTAAAAGAAAGGCGATAATCGCAATCACCGCGATCCC
-CGCCAGCACCACGTCAGTTGCGAGAAATTCACCCGCTGACTGAACCATAAATCCTAAACC
-GCGCGTCGCGGCAATCAGCTCCGCCGCCACCAGCGTAGACCAGCCCACCCCCAGACCAAT
-ACGTAATCCGGTGAGGATTTCCGGCAGCGCACCGGGCAAAAATGACAAACCACAGCACCT
-GCGCACGGCTGGCACCCAGCGACTGGGCGGCACGAATGCGAACCTGCTGCACGCTTTTTC
-ACCCCCCGCCAGCGCCGACATCGCCCACCGGTGCAAAAATCGCTAAATAGATCAGTAAGA
-TCTTCGAGGTTTCACCAATACCAAACCAGATCACCATCAGCGGCAAATAAGCCAGCGGCG
-GCACCGGACGATAAAGCTCGATTATCGGATCCAGAATGCCGCGTACCGTAGGGCTAAGTC
-CCATCGCGATCCCGACCGGAATACCGAACAACACCGCTGCAAATAGCGCCAGCATAATGC
-GCGTCAGACTGGCTGCCAGATGCTGCCACAGCGTGGCGTCCATAAAGCCTTGCGGTCCGG
-CAATGGTGAGTAGTTTTTCCAGTACCTGTCGGGCCGGGGCAAAAATAGCGGGCTAATCAG
-TTGCAGCGTCGCCACCGTCCACCATACGGTGAGTAAAACCGCTAACGTGCCAATGCTTAA
-GGTCACCTGACGCGAGAGCGGCCAGCGCCATTTCAGCCGCCGCGAATGCAGTTTTTCATT
-AATGAGCACACTCATGAGAACGCCTCCCGTTGCTCAAATACGCGGCTTAAAACATATTCG
-CGCATGGCGATGAATTGTGGATCGGACTTGATGCTGCGGCTCGACTCTCCCGCAACAAAG
-CGGCGAGCAAAGTTGAGCGGCAGCCGCTCCAGCACACGGCCAGGGCCGGATGAAAGCAGA
-ACCAGTTCAGTCGCCATAAACACCGCTTCTTCTATATCGTGGGTAATCAACACAGCACCT
-GCTTGCCCGTCTTCCTGCCAGAGTTTCAGCAGCAGGGTTTGCATCTGGTCGCGGGTGAAG
-GCGTCCAGCGCCACAAACGGTTCGTCGAGTAATAACAGCTGGGGATTCGCCGCCAGCGCA
-CGAGCAATCCCCACCCGCTGACGTTGACCACCGGAAAGCTGCCAGATGTAGCGTTTTTCT
-GCGCCTTCCAGCCCCACTTTTTTCAGCATCTGGTGCGCGATTTCCAGTCGCTGCATTTTC
-TCTATACCTGCCAATTGCAGGCCAACGCCACGTTGTCCTGTACATTGCGCCACGGTAGTA
-GCCCTTCATTCTGAAAAACTACGCCACGCTCTGCTCCCGGTCCCTCAATACGCTTACCCG
-CCAGTTGAATGCTGCCATGCTGATAAGGCACAAAACCGGCAATCAGATTCAGCAGGGTGG
-TTTTACCGCAGCCGGACGGCCCCAGCACCACCAGTAGCTCGCCGCTTTCCAGCGTCAGGT
-TGATATCTTCCAGTGCCGGTTTGCCGCCATAATCGGCGTAAAGATGAGAGATTTGCAGCA
-TCTGCGCCCCCTTTTATTGCACGAAGCGCGAGGTAACGTACTGGCTGTAATCATTCGCTA
-CAGCCGGGACCTTGCCCTGCTCTTTCAAAAACTGCGCGGTGTCGATGATCGCTTTGTTCA
-CCGGTCCGGTCAGTTCTGCCGTTTGTTGCTGCGGCGTCAGATAGGTATTCCCCTTCACCA
-GCCCCGGAACGTCACCTTCAGGCACGCCGCTTAAACGCGCCAGTTTGCTGATGTTTTCCG
-GCTGTTTCAGCCACACGTCTGGGTTAGCAATGTACGGTTGCTGAGCATCGATGGCGCTTT
-TAGCGAACGCTTTCACGACCTCAGGATGTTTCTCGGCAAAATCTTTGCGCACCACCCAGA
-CGTCCAGCGTTGGCGCGCCCCACTGCCCGACCTGTTCAGAATCGGTCAACACCTTGCCGT
-CTTTTTCCAGGGCGTTAACCGCCGGTGCCCAGACATAAGCACCATCAATATCTCCCCGCT
-GCCAGGCAGCGATAATCGCGGGCGGCTGCAGGTTCACAATCTCCACTTGCCCGGGTTTAA
-TGCCCCAGTGTTTCAGTGCCGCCAGCAGGCTGTAGTGGGTGGTGGAGATAAACGGTACGG
-CGATGCGTTTGCCCACAGATCTTCCGGTTTGCTGATAGGTTTTCTTAACCACCAGCGCTT
-CGGAGTTACCCAGTTTTGACGCCAGCAAGAAGACTTCAATCGGCACCTGTTGGCTGGCTG
-CAACCGCTAACGGGCTGGAACCGAGGTTGCCGATTGCACGTCGCCTGAAGCCAGCGCCCG
-CACGATGCTGGCTCCGCTGTCAAACTTACGCCAGTCCACGGTTGCTCCGCTTTCTTTAGC
-AAAGGTGTTGTCGGCCTGAGCCACTTTCGCCGGTTCGGCTGAGGTTTGATACGCCACGGT
-GACGTTCACCGCCTGTGCCTGAAAAGCGATGAATGCCAGTGCGGCAAGAAGTGTGTTACG
-CGATGAAATTGCCATGATTGTCTGCTCCCCTGTCTTGTTATGGGAGCAGTATTCAGGATA
-AAAACATTCATTAAAGAATTAGTCGTTATCGCACAGATGATTTTATTCTTAGCAAAAAAA
-CGGCTAAGGAAAGATTAAATATGCAATTACTCCGTTCTAACAATTGGGAAAATTACTACA
-CTTCATTTTAGTGATGCATAAACAACCACATTACGAGATTTATTACTTCATTATTTCTAT
-CAATATCAATACATATAATAAAACTATTATATTCGCATTGTATATATCACTGTATCATTC
-TCAATCACTCGCATATTACATTCACATAATGTATATAAACAAAGCTTGTTCACAGAACAT
-ATTTTTTAAATGCAATTAATTGACAAACTAAATCACATCTAAATACAATGTATAAAACAA
-AATAACTATAAATACCAACATACAAACACTTAACATATGAATTGCATAGAAACATTACCC
-AGTCGAACCCACGGGTCTGAAAGCCCTTGCTTTTCAGTTATTAGCAACATTTAACATTTA
-TAAATTTAACATCTGGCTGCCGCCAGAGATTACGTCTCTGAGTGCATCGTTGTGCTTGTA
-GTATAATAAATTAAAATGGAGTGTCATTAAGTGGATAAGGTTTTAGATTCCGCCCTTCCT
-TTCTTCGGCAAATAAGAAAGGGTATCCTTGCTATTGGCGCACATCCTGACGATATAGAAT
-TAGGCTGTGGCGCATCGCTTGCTCGTCTTGCGAAAAAAGGAATTTATATCGCAGCCGTGG
-TGATGACTACCGGCAACTCTGGCACAGATGGAATAATCGATCGCCATGAAGAATCGCGCA
-ACGCCCTAAAGATATTAGGGTGCCACCAAACTATTCATCTTAATTTTGCTGACACCCGCG
-CTCATTTACAGCTCAATGATATGATTTCCGCCCTGGAAGACATCATTAAAAATCAAATTC
-CTTCTGATGTTGAAATCATGCGGGTATATACCATGCATGATGCCGACCGCCATCAGGATC
-ATCTTGCTGTTTATCAAGCTTCAATGGTTGCCTGCCGAACTATTCCGCAAATTCTCGGCT
-ACGAAACCCCAAGTACCTGGCTTTCATATTATGCCTCAGGTTTTTGAATCCGTTAAAGAA
-GAATATTTCACAGTCAAACTTGCTGCATTAAAAAAACATAAAAAGCTAGGAACGACGCGA
-TTATATGCGTCATGATCGCCTGCGTGCAGTTGCACAATTTCGCGGACAACAGGTCAATAG
-CGATCTGGGTGAAGGCTTTGTAATTCATAAAATGATTCTTTGAGCAAATTGCATGAAAAC
-CTGGATATTTATCTGTATGTCCATAGCAATGTTGCTATGGTTTTTAAGTACGCTAAGACG
-TAAACCCAGTCAAAAGAAAGGCTGTATTGACGCCATTATACCTGCGTATAACGAAGGCCC
-GTGTCTGGCGCAGTCACTGGATAATCTACTGCGTAACCCTTATTTTTGCCGGGTAATTTG
-CGTTAACGACGGCTCCACGGACAATACCGAAGCGGTCATGGCGGAAGTCAAACGCAAATG
-GGGCGACCCGCTTTGTTGCCGTCACGCAAAAAAAATACCGGTAAAGGTGGTGCGCTGATG
-AATGGCCTCAATTACGCCACCTGCGACCAGGTTTTTTTAAGTGATGCCCGACACCTATGT
-TCCGCCCGATCAAGACGGAATGGGCTATATGCTGGCAGAAATTGAGCGCCGTGCCGATGC
-CGTAGGCGGCATTCCCTCTACTGCGTTGAAAGGCGCGGGTCTGTTACCGCACATCCGCGC
-GACCGTAAAGTTGCCGATGATTGTTATGAAGCGACGCTACAGCAGCTCCTGGGTGGCGAC
-CGTTTATTATCAGCGGTGCCTGCGGGATGTTCCGTACTGATGTATTGCGTAAGTTCGGTT
-TCTCGGATCGTACTAAAGTCGAAGACCTTGATCTCACCTGGACATTGGTGGCAAACGGCT
-ACCGTATTCGGCAGGCGAATCGCTGCATCGTATACCCACAGGAATGCAACAGCCCGCGTG
-AGGAGTGGGGTCGCTGGCGGCGTTGGGATTGTGGGATACGCGGTCTGTATGCGCCTGCAT
-AAAAGACTTTTTATTTAGCCGCTTCGGTATCTTCAGTATATTTCCTATGCTGTTGGTTGT
-GCTTTATGGCGTTGGGGATTTATCTCACTACCTGGTTTAATGAATTCATCACCACCGGGC
-CGCATGGAGTGGTGTTGGCAATGTTTCCGCTTATCTGGGTCGGCGTAGTTTGTGTTATTG
-GTGCTTTTAGCGCCTGGTTTCATCGTTGCTGGTTGTTGGTGCCTTTAGCGCCGCTTTCCG
-TTGTGTATGTATTATTAGGCTTATGCCATCTGGATTATTTATGGACTTATTGCCTTTTTT
-ACTGGACGGCAACCTCAGCGCGACAAACCCACCCGCTATTCCGCACTGGTGGAAGCGTCA
-ACCGCTTATTCCCAACCTTCTGTCACAGGAACTGAAAAACTATCTGAAGCTTAATGTTAA
-AGAGAAAAATATTCAGATTGCAGACCAGGTAATTATTGATGAAACTGCAGGTGAAGTTGT
-TATCGGCGCGGAAATACCCGTATTTGTCATGGTGCCGTTATTCAGGGTCCGGTAGTGATT
-GGCGCAAACTGCCTGATAGGTAATTGGATTTGCCCCTATATTTTCCAGACATCTGTTATC
-ACTTAACCCATTACAAGCCCGCTGCCGCAGATATTCCCGTGGCGAGCGATAACCCAGCGC
-ACTATGCGGATGCCATTCGTTATAATGCTCGAACGCCTCTGCAAGGTTCTTTGCTGCCGT
-TAACCCCGTTCTGGGTTTGGGCATGATACTGATGTAGTCACGCTTTATCGTTTTCACGAA
-GCTCTCTGCTATTCCGTTACTCTCCGGACTCCGCACCGCCGTGTTCTTCGGTTCAAGTCC
-CAACATCCGGGCGAACTGGCGTGTTTTCATTAGCCCGGTAGCATGAACCATTATCCGTCA
-GCCACTCCACTGGAGACGACGGAAGATCGTTGCCGAAGCGGCGTTCCACCGCTCCCAGCA
-TGACGTCCTGTACTGTTTCACTGTTGAAGCCGCCGGTAGTGACCGCCCAGTGCAGTGCCT
-CACGATCACAGCAGTCCAGCGCGAACGTGACACGCAGTCTCTCTCCGTTATCACAGCAGA
-ACTCGAACCCGTCAGAGCACCATCGCTGATTGCCTTCTTTCACGGCCCACTCTGCCTGTA
-ATGTGCCGTTTCGATGGCGGTACAGCAGGTTTTCGCTCAAGCAACAGCGCATTCTGGCGC
-ATGATCCGGTAAACACGTTTGGCATTGATCGCAGGCATACCATCAAATTCTGCCTGTCTG
-CGAAGCAGCGCCCATACCCGACGATAACCATACGTTGGCAGCTCTCCGATAACATGGTGT
-ATACGGAGAAGCACATCCGTATCATCAGTGTGACGACTGCGGCGGCCATCCATCCAGTCA
-TCGGTTCGTCTGAGAATGACGTGCAACTGCGCAGCGGACACCCGGAGACAACGGCTGACT
-AAGCTTACTCCCCCATCCCCGGGCAATAAGGGCGCGTGCGCTATCCACTTTTTTGCCCGT
-CCATATTCAACGGCTTCTTTGAAGGAGTTCATTTTCCATCGTTTTCTTGCCGAGCAGGCG
-CTGGAGTTTTTTAATCTGCTTCATGGCGGCAGCAAGTTCAGAGGCAGGAACAACCTGTTC
-TCCGGCGGCGACAGCAGTAAGACTTCCTTCCTGGTATTGCTTACGCCAGAGAAATAACTG
-GCTGGCTGCTACACCATGTTGCCCGGGCAACGAGGGACCGTCATCCCCGGTTCAAAGCTC
-TGCTGAACAATTGCGATCTTTTCCTGGGTGGTACGCCGTCTGCGTTTCTCCGGCCCTAAG
-ACATCAATCATCTGTTCTCCAATGACTAGTCTAAAAAACAGTATTAAGACTATCACTTAT
-TTAAGTGATATTGGTTGTCTGGAGATTCAGGGGGCCAGTCTAGTAATTATGCGTTTATTC
-GTCCTGGCACCAATAATCAGCAATGGCGTAAAAATTGGTTTTGCCACCGAGATTAAAAAT
-GCGGTTATTGAAGCGGAAGCAACGATTGGTCCGCAATGTTTTATTGCCGACTCGGTAGTT
-GCAAACCAGGCATATTTAGGCGCACAAGTACGTACCAGTAATCATCGTCTGGATGAACAG
-CCCGTGTCTGTTCGAACTCCAGAGGGAATTATCGCTACCGGATGCGATAAATTTAGGTTG
-TTATATCGGGCAGCGTTCACGCCTTGGCGTACAAGTTATTATTTTGCCTGGGCGAATTAT
-TTCCCCGAACACGCAACTTGGCCCCGCGCGTGATTGTAGAACGTAATTTACCTACCGGAA
-CTTATTCACTCCGACAAGAACTTATCCGTACAGGAGATTAAAATGATAAAACGGACGTTA
-TTAGCGGCGGCCATTTTTAGCGCATTGCCCGCTTATGCCGGGTTAACTTCCAATTACCGC
-GGGCTACGATTTTACCGATTATTCTGGCGATCATGGCAACCGTAATTTAGCGTATGCTGA
-ACTGGTGGCGAAAGTTGAAAACGCAACGCTGCTTTTTAATCTTTCCCAGGGGCGTCGTGA
-TTATGAAACTGAACATTTCAATGCCACTCGCGGTCAGGGTGCGGTCTGGTATAAATGGAA
-TAACTGGCTGACAACCCGAACGGGTATTGCCTTTGCGATAATACGCCGGTCTTTGCCCGC
-CAGGATTTTCGTCAGGATATTAACCTGGCCCTGTTACCAAAAACGCTTTTCACGCCGGTT
-ATCGCTACACTAAATATTACGATGATGTCGAAGTCGATGCCTGGCAAGGGCGGCGTATCA
-TCTATACTGGGCCCGGTTGATCACCAGCTACCCCTATACCCATTATGACTCCAGCGATGC
-AGGTGGTAGTTATAGCATTATGATTTCCGTGGCTCTGAATGACCCGCGGGCACTGGTTAT
-ACGCAACTATGCTAAGCCGCGGAACAGGTGCCTTACACCTAAGACTGGACGCCAGAAACA
-CGCTACGGCAGCATGAAGAGCGTCAGTCTGCAACGTATTCAACCGCTGACTGAGCAACTT
-AATCTCGGGCTGACGGCAGGTAAAGTGTGGTACGACACCCCAACCGATGATTTTAACGGT
-CTGCAACTTGCAGCCCGTCTGACCTGGAAATTCTGATTCCTTCTGCCGCCCGCTATCCGG
-GGCGGCCTTCCCTGCCCGATTAGCCCCCCCCCCTTTCCTCTTTGTTTTCCGACCACATTC
-ACCCGGATAAATTTTATTCTCCAGTGTTATATACTATAGGGGGGGTATGCATTGACATAT
-AGAATACCCCCCTATAGTATATTGCATGCAGATGATGAGGTGCGAAATGCCCAGTACTCC
-GGAAGAGAAGAAAAAGGTCCTTACTCGAGTTCGTCGTATTCGGGGGCAGATTGATGCTCT
-GGAACGGTCGCTGGAGGGTGATGCCGAATGCCGTGCCATACTCCAACAGATCGCTGCCGT
-TCGGGGCGCGGCTAATGGGCTGATGGCAGAAGTGCTTGAAAGCCATATCCGGGAAACGTT
-TGACCGAAATGACTGCTACAGCCGCGAAGTCAGCCAATCCGTTGACGACACTATTGAACT
-GGTTCGTGCCTATCTTAAATAGCTGAATCTATTACCATATTGAGGAAGAGCGAGAGATGA
-AATCACGTGCTGCCGTTGCATTTGCTCCCGGTAAACCGCTGGAAATCGTTGAAAATTGAC
-GTTGCACCACCGAAAAAAAGGTGAAGTGCTAATTAAAGTCACCCATACCGGCGTTTGCCA
-TACCGACGCATTTACCCTCTCCGGCGATGACCCGGAAGGTGTATTCCCGGTGGTTCTCGG
-TCACGAAGGGGCCGGCGTTGTGGTTGAAGTCGGTGAAGGCGTAACCAGCGTCAAACCTGG
-CGACCATGTGATCCCGCTTTACACCGCGGAGTGCGGCGAGTGTGAGTTCTGTCGTTCTGG
-CAAAACTAAACCTCTGTGTTGCGGTTCGCGAAACCCAGGGTAAAGGCCTGATGCCAGACG
-GCACCACCCGTTTTTCTTACAACGGGCAGCCGCTTTATCACTACATGGGGTGCTCTACAT
-TCAGTGAATACACCGTAGTCGCGGAAGTGTCTCTGGCAAAAATTAATCCAGAAGCAAACC
-ATGAACACGTCTGCCTGCTGGGCTGTGGCGTGACCACCGGTATTGGCGCGGTACACAACA
-CAGCTAAAGTCCAGCCAGGTGATTCTGTTGCCGTGTTTGGTCTTGGCGCGATTGGTCTGG
-CAGTGGTTCAGGGCGCGCGTCAAGCGAAAGCGGGGTCGGATTATCGCTATCGATACCAAC
-CCGAAGAAATTCCGATCTGGCGCGTCGCTTCGGTGCTACCGACTGCATTAAACCCGAATG
-ACTACGACAAACCGATAAAAGATGTCCTGTTGGATATCAAACAAAATGGGGTATCGACCA
-TACCTTTGAATGCATCGGTAACGTCAACGTGATGCGTGCGGCGCTGGAAAGTGCGGCCCG
-CGGCTGGGGTCAGTCGGTGATCATCGGGGTCGCGGTTGCCGGTCAGGAAATCTCCACCCG
-TCCATTCCAGTTGGTCACTGGTCGCGTATGGAAAGGTTCCGCGTTTGGCGGCGTGAAAGG
-TCGTTCCCAGTTACCGGGCATGGTTGAAGATGCGATGAAAGGTGATATCGATCTGGAACC
-GTTTGTCACGCATACCATGAGCCTGGATGAAATTAATGACGCCTTCGACCTGATGCATGA
-AGGCAAATCCATTCGAACCGTAATCGTTACTGATTTCCCGCAGGTTTACCCCGTCCACTT
-CAGGCGGGGGGTTCTTAATACTCTCCCCGGGCAGCCGTCCGGGGGATTAACCCTGAGATA
-ATGACTGATGGAACTCATTGAAAAACATGTCAGCTTTGGCGGCTGGCAAAATATGTATCG
-GCATTATTCCCAATCACTGAAATGTGAAATGAATGTCGGCGTCTATCTCCCACCAAAAGC
-CGCGAATGAAAAATTGCCGGTGCTGTACTGGCTTTCAGGCCTGACCTGCAACGAGCAGAA
-TTTCATTACTAAATCGGGGATGCAGCGTTACGCGGCTGAGCACAACATTATTGTTGTTGC
-GCCGGACACCAGTCCGCGAGGCAGTCATGTCGCAGATGCTGACCGTTACGATCTCGGGCA
-AGGTGCCGGGTTTTACCTGAACGCGACGCAAGCGCCGTGGAATGAACATTACAAAATGTA
-TGACTATATCCGCAACGAGCTGCCGGATTTAGTGATGCATCATTTTCCCGGCAACGGCCA
-AAAAGTCTATCTCTGGTCATTCTATGGGCGGGCTGGGCGCGCTGGTGCTGGCGTTACGGA
-ACCCAGATGAATATGTCAGCGTCTCGGCGTTTTCGCCCATTGTCTCCCCATCGCAAGTGC
-CGTGGGGACAGCAAGCCTTTGCTGCATATCTTGCTGAAAATAAAGATGCCTGGGTTGGAT
-TACGACCCGGTGAGTCTTATTTCACAAGGGCAACGCGTTGCGGAAATCATGGTTGATCAG
-GGGTTGAGTGATGATTTTTACGCAGAACAGCTGCGGACTCCAAATCTTGAAAAGATCTGC
-CAGGAGATGAATATCAAGACGTTAATCCGTTTATCACGAGGGTTATGATCACAGCTATTA
-TTTTGTCTCCAGTTTTATTGGCGAGCATATTGCCTACCACGCCAATAAACTGAATATGCG
-TTGATAATAGCACGACTGCCGGATGCGGCGTGAACGCCTTATCCGGCCTACACTTCGCCC
-GTAAGCCGTAGGCCTGATAAGACGCGAAAGCGTCGCATCAGGCATGGCGCACGACTGCCG
-GATGCGGCGTGAACGCCTTATCCGGTCTACACTTCGCCCATAAACCGTAGGCCTGATAAG
-ACGCGCATAGCGTCGCATCAGGCATCTGCGCACGACTTATCTATGTTTACCACATCAAAT
-CATCAGGCACTTTGAAGTCGGCATACGGGTCGTCTTCATCCTGCTCTTCGGCGCTGAGCG
-CGCTGTGCAACACTATACTGCTGGCATCGCGCTGAGCAATTTTATCGGCAACGCTGGCGG
-GAATAATGGCGTATTCACCTTCGCTATTGTTATCGACCAACAAGCGGGCAATCGCCAGAC
-GACCATTAATCAACTGCGCCTGTGTGAGCTTATCGACAAAAATCTTCTTAATCAGATTGC
-CGTCAGTGAAGTTAAAAACCAATATCGCCATTGGCAATGGTGATTCGGTTCATTTCAATA
-AGCTGCTTCACCTGAGCTTTATATTCTTTCGCCAACGCCGCTTGTTTTTGCTGTTCGCTA
-AGCTGTTTATCACGCTCAAGCTGTGCCTTTTTATTTTCTTCTACCGCCGCCCGAGCTTCA
-CGCGCCTGAACGCGCGATTTTTTCGCCGTTCTCTCCACCTTCGCCGCTTTTTTGCTGGTG
-ACTAATCCTGCTTTGAGCAACTGCTCTTGTAAGGTAAGTTTTGCCATCTTTGTTTCCCAA
-ACCCGCTGAATAATTTTTAGCGAGTATAACCTGTAAACGCCGTAGGTGTATTGGGGTGAA
-GTCCCTTTCGCCCCTGCCTAATAAGGCACGTCAGGCATCGGCGCACGGCTGTATTCGTGA
-TCTCCGGCTCATCAAAATAAACACCGCCAACCCAGCAACAAGAATACCCGGTGCAGAAGC
-GGCCATTACGCCGACCGTGCCAGTGCCTAATGCCAGCATTTTCCCGGCCAGTAACGGACC
-GCTCATAGCCCCCAGACGCCCTACCGCCACGGCTGTTCCCACACCTGTTGCGCGGATCTG
-CGAACTGTAAAACAACGGTGCCAGGGCATACAAAACGCTTTGCCCACCTGTCGCAAACAA
-CCCCCCGACAAATCCCGCCAGCAACATACCGTTAAATGACGACACCGTTCCAAGCGCCAG
-CAGCGAAGCTAACATGCCGCTATAAATCAGTAGCGACATGGTTACTGGACGCAGCTTATC
-CATCAATGCGCCCAACATTAACGTCCCCGCTTGCCGCCCCCCCATTTGCAGGGCAAACAT
-CACCCCTGCCGCCTGCGATGGCTGGAATCCTTGCTCCACCCAAAAAGTAGCGGTAGCCAG
-TTGATCAACATGTAGACCACCAGCAGAGTGAAGAAATAACACAACCACAGCAGCAGCGTC
-GCGGTTGCCGTTTCTGGCGCAAATAAGGCACGCAGTGGTGGCGCAGACTGTTTTTCGCCA
-AGCGAAAACCGCCGACTCCGGCAGCCAGCGCATTAATAGCGGCACCAGAATCAACGGCAC
-CACACCACCTACCCAAAACACCGTTTGCCATGCTAAGTTTGCCCCCGCGAAACCCAGTGT
-CGCCGCCAGCGCCGCGCCAATGGGAACACCGCAATACATCAGGCTCACTGCCGTCCCACG
-AAAACGTGGACCCGCGGCTTCAGACGTCAGGGCGATAAGATTCGGCAACGCCGCCCCCAG
-CCCGACACCGGTCATCAGCCGCGCAAAGACCAGTGAGGGGAAATCCCAGGCAATCGCCGT
-TGCCAGTGAGAACAAACCAAACAGCGCACCTGAGCCAATCAAAATGCGCTTGCGACCATA
-ACGGTCCGCCAGCATTCCGCCAACCAACGCCCGGGTAGCAAACCGAGTATTCCGGCGCTA
-AATATCCAGCCCATTTTGCATTTTATCGAGTGCGAAAGCCTGGGCGATGCCACCCGCCGC
-AATGCCAGCCGCCTGAAGATCCAGCCCTTCCATCAGAGCGACCCAAAAAACAAAGCCCGA
-TGGTCAGCATCAGGCGGGATGAAGATGATGAAGGGGTACGAGTCGACATAAGATGAACCT
-CGTTGCGAGTGCAGGTGAATCGCGACTGATACATTGCCAGCCGCGTAATCAGAACTATTT
-AATGACTGCCTACGGGGGAAATGTAGGCCGGACAAGACGTTTATCGCATCCGGCAGTCGT
-GTGCAGATGCCTGATGCGACGCTAACGCGTCTTATCAGGCCTAACAATTCCCGCGCCATC
-CGTAGGCCGGATAAGGCGTTTACGCCGCATCCGGCAGTCGTGCGCAGATGCCTGATGCGA
-CGCTAACGCGTCTTATCAGGCCTACAAATTCTCGCGCCACCCGTAGGCCGGATAAGGCGT
-TCACGCCGCATCCGGCAGTCGTGCGCAGATGCCTGATGCGACGCTAACGCGTCTTATCAG
-GCCTACAAATTCCCGCGCCATCCGTAGGCCGGATAAGGCGTTCACGCCGCATCCGGCAGT
-CGTGCGCAGATGCCTGATGCGACGCTAACGCGTCTTATCAAACCTACAAATTCTCACGCC
-ATCCGTAGGCCGGATAAGGCGTTCACGCCGCATCCGGCAGTCGTGCTGGGATGGGCATAC
-AAAATGCACGTTCTCGGCAGTCATCATTATTTGTTGTTGCGCAGATCCAGCGCCACGTCA
-ACGATCATATCCTCCTGGCCGCCAACCATCCGGCGTTTGCCCAGCTCAACGAGAATATCC
-ACCGCACTTAAGCCATAACGCGCGCCGCCGTTTCACAGTGACGCAGGAAGCTCGAGTAAA
-CACCAGCGTATCCCAGCGCCAGCGTTTCGCGATCGACTCGTACCGGTCGATCCTGCAACG
-GACGCACCAGGTCGTCGGCGGCATCCATTAACGCATAGAGATCGGTCCCCATGCTGCCAG
-CCCAGTTTATCCGCGGCGGCAATAAACACTTCCAGCGGTGCGTTACCTGCGCCCGCGCCC
-ATTCCCGCGAGGCTGGCGTCGATTCGGTCGCAGCCCTCTTCCACCGCCGCGATAGAGTTC
-GCCACGCCAAGACTCAGGTTATGGTGAGCGTGCATGCCAGTTTTGCGTTTCTGGTTTCAG
-CTCGCTTTCAGGGCGCGGGAAACGGTCACGGATATCGCTCATGTTCATCGCACCGCCAGA
-ATCCACCACATAAATACAGGTCGCACCGTAGCCTTCCATCAGCTTTGCCTGCTTGGCGAG
-ATTCTCCGGCGTGGTCATATGGCTCATCATCAGAAAACCAACGGTGTCCATTCCGAGCTC
-GCGGGCATACTGAATATGCTGGGCGGAAACATCAGCTTCGGTACAGTGCGTTGCCACACG
-AACCACCCGCGCGCCAGCCTGCCAGGCATTTTTCAGATCGTGAATAGTGCCGATTCCTGG
-CAGCAACAACGTCGCGATTTTGGGCGTGCTTCACCACATCCGCCGCCGCTTCAATCCATT
-CAAGGTCGCTATGTGCGCCGAAACCATAGTTTAAAGCTGGAACCTTGCAAACCGTCGCCG
-TGGGCCACTTCAATCGAATCCACGCGGGCATCGTCCAGTGCTTTGGCAATCTGGCGAACG
-TTTTCCAGCGAATACTGATGACGAATGGCGTGCATACCGTCACGCAATGTGACGTCCGGA
-GATAAAAGTTTTTTACCGTTCATGCCGCTTCTCCTGCCTTGCGCGCCAGTGACTGGGCCA
-TTTTTTCCGCTGTCGCCACGCGCACTGGGAAAGTCATAATGTCGAGGTTGCCCGCATAGG
-CAGGCAGTAAATGCGCTGCGCCTTCGACTTCCAGCCAGACGGCTGTTTTCAGTCCGGAGA
-ATTGCCCCACGCCCGGTAAATTGACCGGTTTATCCTGCGGGATAACTTCAAACACGCACG
-CGCTGTTCCAGGCGATAACCCGGTACGTAAGCCTGCACCGCCTCAGCCATTTCATTGATT
-GAGGCTTCGATATCATCTTGTGAAGCTTCGTCGCTCAATACATACACCGTGTCACGCATC
-ATCAACGGTGGCTCTGCTGGGTTAAGCACAATAATCGCCTTCCCTTTTGCCGCGCCGCCC
-ACCACTTCAATGGCTCGGGAAGTGGTTTCCGTAAATTCATCGATATTGGCACGCGTGCCA
-GGTCCGGCCAGATTTACTGGCGATAGAAGCGATAATTTCGGCGTAATGAACACGCGCCAC
-GCGTGAAACCTGCCGCCACCATTGGAATGGTGGCCTGGCCGCCGCAGGTGACCTGTTGAC
-GTTCAGTTGATCGACGTTCGCCTCGAGGTTAACCACCGGCACGCAGTAAGGGCCGATGCC
-AGCAGGCGTCAGGTCAATTAAGCGAATATCCGGTTTCGCTTCGCGTAAGCGGCATCGTTT
-TTCACATGAGCACCGGCGCTGGTCGCATTCAAATACAATGTCGTATCAGCAAATTCAGGC
-ATGTTCATCAGTCCGATCACCCCTTCATGGGTGGTGGCGACGCCCATACGTCTGGCGCGC
-GCGCCAGACCGTCGGACTGAGGATCAATGCCAACCATCACCGCCATCTCCAGATGCTGAC
-CGTGACGCAAAATTTTAATCATCAGATCGGTACCAATGTTGCCAGAACCGATAATGGCAA
-CTTTACGCTTACTCATGACAGACTTCCTTTTGGGGCTGCGCTTGAAAATGTCGCAGCAAC
-TGAACCTATGCCTTCAATATGGGCTTCAAAACGATCGCCCGCATTCACCGCCACCATCGG
-ACCTAATGCCCCGGTAAGAATGATATCTCCGGTGCGCAGCGGTTCACCCAGACTGGCCAT
-TTTGCGTGCCAGCCAGACGGCCGCATTAAGCGGATGTCCCAGGCATTCGCTGCCGCGCCC
-GCTAGAAACCTCTTTCGTTATTACGCGTCATCTTCATGGCGCAGTTTTTCAGGTCTACCC
-CCGCCGGACGTTGCGCCGGACCGCCGATGACATACACCCCACAGGAGGCGTTATCTGCCA
-CGGTATCGACAAACTGAATCGACCAGTCGCGAATGCGGCTCCCCACCACTTCCAGCGCCG
-GAAGTACCCATTCAATGGCGTTATACAATTCGTCGAAGGTGATATCGGTTGCGGGCAAAT
-CGCGGTTCAACACCAGTGCGATCTCCGCTTCAATGCGGGGTTGCAGAACACGGGAAAAAG
-GAATGATTTCGTTATCGCCATAACACATGTCGGCAAATAACGTCCCAAAATCCGGTTGAT
-CAACGCCCAGTTGTTGTTGCACTTTCGGATGTGTCAGGCCCACTTTACGCCCTACCACGC
-GACGCCCCTGCGCAACGTCATGTTGCACATTTATGTGCTGAATGGCGTAAGCCGCTTCAG
-CGTTATCGATACCAATCAGATCGCGCAGCGGTGCAATCGCTTCCCCCTGCTCTGCGGCGC
-GGCGTAAATCCGCCGCCAGTTGCTCAAGAGTATGCTTCGTCATGACCATTCCTTAAGGGC
-GTGCGAGGAAATTCAGCACCAGTTGATTGAAAGCGTCGGCATGTTCCCACTGCGCCCAGT
-GACCACAGTCGCGGAAGATATGCAGTTCAGAACCGGCAATGCCGGACAGCAGACGCAGAC
-CCGCATCCATCGGCACAAAGCGGTCGTTGCGCCCCCAGACAATCAGGGTTTGCGCTTTGA
-TTTCCGCCAGACGTGGGCCAAAATCCGGGAACTGTTTCGGATTAGCTTCCAGGCTCTTAA
-CGAAGTTTTCCAGGTGATCGCGGCGCGACAGCATATTTATTCAGGCGCGCTTCAAACAGG
-GCGTCGGTCAAATCGCTGGTATCAAAAACGAAGATATCCATCATCAGCTTCAGGTTTTCG
-ATAGTCGGCTGACGATAAAGCTGATTCAGTCGCTTAATACCTTCGGTTGGCATCGGCGTA
-AACAAACTCATGCCGCCCGTACCGCCGCCCATCAGCACCAGTTTGCCGACGCGCTCCGGC
-CATTTAAGGGTGAACGCCACAGAACTATGGCCCCCCATCGAGTTGCCCAGCAGGTGGATT
-TTGGCGATATCCAGTTGATCCACCACGCTTTTCAGGATTCGTGCATTAAGATCCGATCGC
-GAACCACTATTAACGACCGAATCGCTCTTGCCCCAACCCGGACAATCCAGCAGGATCACC
-CGATAGCCCGCCTCTACCAGCGGATCGATATTGCGGCTGAAGTTCGCCCAGCCAGTAGCA
-CCCGGGCCGGAACCATGCAGCAGGACAACGGTTTCGTCGCCTTGTCCGCAGTCATTAAAA
-TGGATGCGCAGCGTTTTACCCGCTTCTTCTACATTCAGAAAACGGCTGGTGGCGGCTTCG
-GTTTGTGGCTGATAACTCATCATCTTCTCCTGCATATTCAGTTCTCTGTTCTGGCGCTTA
-ACGAGCCAAATCCGGCAATCCACTCCGGGATTGGGCGGTAATAACGCCCTTCGCTACGCC
-AGTTGCCAAACGCAGAAATAGCGGCAAAAGCGGCGACCCAGGTTTTGATTTCATGTGTCG
-ACTTTCCGGCAATGGCGGAAAGCTCTTCGTTACTGACGGCATCCAGTTCCTGTATGCGTC
-CCTGCTCCAGCAAAGTCATGAACTGGTTATCCCAAATCGGGTTGAGCGGATGCAGCGTTT
-CTCTGATCCTCAACAACTTCTCAGCGGCGCTAATCACCCGTTGCTGACGCAATTCGCGCT
-CACTGGCGGGTAAATCTTCCCGCTCCCCAACAGACGGTCGCGCATATGGGCATCGGCTTT
-CGCCAGTTCGGGCACCGGCGGCTGATGGGAAAGCCCACCGGAACCCAGGAACAGCACCGC
-GTTATTGAGGCTGGTGAAACGTCCAATGGCTTCACCCAACATGCGGGTACGCTGGAAACC
-GGGCGCACGGCGTGGCGACACCGTTGATGAACACAGGCAGAACTGGCACCTTATCCAGCC
-CACCGAGCAGGAACTCCAGCGGGCTGGGCGAACCCGTGGTCCACCTGCATACAGTAAGAA
-ACGGCAAGATCGATCCCGGCTCTTATGACGGCATGCGCACAGGCCTCCGCCAGCTCCACA
-GGCACGGGCAGCTCTCCTGCCGCACTGCCGAAAATCACCAATTGCCGTCGCTCCAACGCC
-TAAACAGAACGGTGGCATCACGTCATAGAAAAAGCCGTTGTAGTGATCTGGCGCAAAACA
-GCACCACCAGTTCAGGGGAGAATGCCGCAATACGCTCGCGGGCGCTGGCAATCACGCCAT
-TGACCTCATCGAGCACCCTTTGCGCCGGGTCGACATACCCCACCAGCGGCGAGTGGGAAA
-GACAGTGAAGATAAGCGTGCATATCAGGCTACCTTTTCGACAGAAACGTCGGCATCAGGG
-CGGGTCAGCGTCATCACCGACGCCAGTTTATTCAGGGTCTTGCCCAGGGTTTGCGGAATG
-GCGGTGGCGGCAACAAAGCGATCCGGGCGCATCACCACCAGCGAAGGCTTGGTTTGCGCG
-AACCAGCTACGCAGGCGACCTTGCGTATCGCCCACGCGTAGTACCGCGTCGTGGTTATCC
-TGTGCGGTATGAATTTGCACTTCCGGCACCACCTGAATGAAGCGTGTGCCCAACGCGCGC
-CACTGCTGGATTTGCTCGTCGCTCATCCCCCACAGTGGATTGCATCCCCAGCCAATTACC
-GCGAAGTTCGCGCCGATCGCGTTATCGAGCAGCGTCACGTCGCCGTTTTCCAGCGTGACT
-TTCGGCTGAATAAACATCTTGCCGACCGGAGAGAGTGCTTCGCTTCGCCCTCACGCATCA
-GCGCACCGCCGTAATATTGCGGCATCGGCTTGAAGCGCATTTCGAGGAAGTAGCGTTTTA
-CTGGCGGCAGATAATTCAACAGCCAGGAAACGCCGTCACGTAACGTAACCTGCCAGCGTT
-TCGGCGGAGCCAGCACGTTGCCCGCCGTCACGGACAGGTCAATCATCGCTTTGGCGTGAT
-CGCGACGTTCTTGTTGATAGGTATCGAGCAGCGCATCGCGGGCTTTCCCCTGGATAACCA
-ACCGCCAGTTTCCATGCGAGGTTTAAAGGCGTCGCGCATACCACTGTTATAGCCCTGCCC
-CTGCCATACCGGCATGATGTGCGCGGCATCGCCCGCCAGCAGTACGCGATCAATACGGAA
-ACGTTGCGCCAGTCGCGCGTTGTGGGTGTAGACACGCTGGCGAATCAATTCAACATTGTC
-CGGATTAGGCAGCACTTTGCTTAACAGCTTGCGCATATTTTGCGGCTCACGCAGCTGCTC
-TTCGGTTTCTCCCGGCATCACCATAAATTCAAAGCGACGTACCGCATGAGGCAGCGCGGC
-AGAAACATACGGGCGCACCGGATCGCAACACAAATAGATATGCGGCGTACTTAACGGATC
-GTTGGCGATATCTACCACAATCCACTGATTTGGCGCAGTTTTACCTTCAAACGGCACATT
-CAGAGTGGCGAGGACAAAACTTGCTCCACCGTCACAGGCTACCAGCCACTGGCTTTTGAC
-TATTTCCCCCGCTGCCCTTCTGCCGTTTTCAGGTGCAAGGTCACTTCGTCATCTTGCTGA
-CTGAAGGCCTCCAGCTCCGGGGAAAACAAGCAGCGCACATTCGGAAAACGCGACACCCCT
-TCCAGCATCACCGCATCGACCTGCGGCTGAATAAAGGCGTTACGGCGCGGCCAGCCAAAT
-TCATCGGTCATTGGCTGAATATCAGCAAAACAGCGGCTTTCCGGGGTGAGAAAACGCATC
-GCGTGCCACGGCGTAGTGTGCGGCAGAACATCATCGACCAGGCCGACCGACTGCATGGTG
-CGCAGCGCCTCGTCATCAATACCAATCGCACGCGGGTAGTCGATCAACTTATCGAGTTTC
-TCCACCACCAGCACGTCAATGCCCATCTGGCCGAGATAGTTCGCCATCATCAGCCCAACC
-GGGCCGGCACCAGCGATCGCCACCTGAACGCTATGGTTAACAGCAGGCTGGATGTCAGGG
-TGTTGTATTGCCATTTCAGTACCTCACGACTCGGGACAAAATGTCGTTGCGCGCACAGTA
-CAGCGCAACTTATTTTGTTAAAAACATGTAAATGATTTTTTATTGTGCGCTCAGTATAGG
-AAGGGTGTTTTCGGCTACAATCCAAAACATGCCCGAATGTGCACCAGGTGCACCACGTTG
-TTTTAACTATAGAAATGTCAATTAATATGCAGAACAATGAGCAGACGGAATACAAAACCG
-TGCGCGGCTTAACCCGCGGTCTAATGTTATTAAATATGTTAAATAAACTTGATGGCGGTG
-CCAGCGTCGGGCCTCTGGCGGAACTCAGCGGCCTGCATCGCACCACTGTGCGGCGACTGC
-TGGGAGACGCTGCAGGAAGAGGGATATGTCCGCCGTAGCCCCTCCGATGATAGTTTTCGA
-CTGACCATCAAAGTGCGGCAATTAAGCGAAGGATTTCGTGACGAACAGTGGATTTCTGCA
-CTGGCGGCCCCACTGCTGGGCGATCTGTTGCGCGAAGTGGTATGGCCGACAGATGTGTCC
-ACGCTGGATGTTGATGCAATGGTGGTACGCGAAACCACTCACCGTTTCAGCCGCTTATCT
-TTTCACCGGCAATGGTCGGGCGACGTTTGCCGCTTCTGAAAACCGCCTCGGGCCTGACCT
-GGCTGGCCTTTTGCCCGGAACAAGACCGCAAGGAATTAATCGAAATGTTAGCCTCCCGCC
-CCGGTGATGACTATCAACTGGCACGGGAACCGTTAAAGCTGGAAGCACTTCTGGCGCGCG
-GCGCAAAGAGGGTTACGGACAGAACTACCGCGGCTGGGATCAGGAGGGAGAGATCGCCTC
-TATCGCCGTACCGCTGCGCAGTGAACAACGGGTGATTGGCTGTCTGAATCTGGTGTATAT
-GGCGAGCGCAATGACCCACATTGAACAGGCAGCGGAAAAGCATCTTCCGGCGCTACAACG
-GGTAGCAAAACAGATCGAAGAAGGGGTTGAATCGCAGGCTATTCTGGTGGCCGGAAGGCG
-AAGCGGCATGCATTTACGTTGACACCATCGAATGGCGCAAAACCTTTCGCGGTATGGCAT
-GATAGCGCCCGGAAGAGAGTCAATTCAGGGTGGTGAATGTGAAACCAGTAACGTTATACG
-ATGTCGCAGAGTATGCCGGTGTCTCTCTATCAGACCGTTTCCCGCGTGGTGAACCAGGCC
-AGCCACGTTTCTGCGAAAACGCGGGAAAAGTGGAAGCGGCGATGGCGGAGCTGAATTACA
-TTCCCAACCGCGTGGCACAACAACTGGCGGGCAAACAGTCGTTGCTGATTGGCGTTGCCA
-CCTCCAGTCTGGCCCTGCACGCCGCGTCGCAAATTGTCGCGGCGATTAAATCTCGCGCCG
-ATCAACTGGGTGCCAGCGTGGTGGTGTCGGTGGTAGAACGAAGCGGCGTCGAAGCCTGTA
-AAGCGGCGGTGCACAATCTTCTCGCGCAACGCGTCAGTGGGCTGATCATTAACTATCCGC
-TGGATGACCAGGATGCCATTGCTGTGGAAGCTGCCTGCACTAATGTTCCGGCGTTATTTC
-TTGATGTCTCTGACCAGACACCCATCAACAGTATTATTTTCTCCCATGAAGACGGTACGC
-GACTGGGCGTGGAGCATCTGGTCGCATTGGGTCACCAGCAAATCGCGCTGTTAGCGGGCC
-CATTAAGTTCTGTCTCGGCGCGTCTGCGTCTGGCTGGCTGGCATAAATATCTCACTCGCA
-ATCAAATTCAGCCGATAGCGGAACGGGAAGGCGACTGGAGTGCCATGTCCGGTTTTCAAC
-AAACCATGCAAATGCTGAATGAGGGCATCGTTCCCACTGCGATGCTGGTTGCCAACGATC
-AGATGGCGCTGGGCGCAATGCGCGCCATTACCGAGTCCGGGCTGCGCGTTGGTGCGGATA
-TCTCGGTAGTGGGATACGACGATACCGAAGACAGCTCATGTTATATCCCGCCGTTAACCA
-CCATCAAACAGGATTTTCGCCTGCTGGGGCAAACCAGCGTGGACCGCTTGCTGCAACTCT
-CTCAGGGCCAGGCGGTGAAGGGCAATCAGCTGTTGCCCGTCTCACTGGTGAAAAAAAAAA
-CCACCCTGGCGCCCAATACGCAAACCGCCTCTCCCCGCGCGTTGGCCGATTCATTAATGC
-AGCTGGCACGACAGGTTTCCCGACTGGAAAGCGGGCAGTGAGCGCAACGCAATTAATGTG
-AGTTAGGCTCACTCATTAGGCACCCCAGGCTTTACACTTTATGCTTCCGGCTCGTATGTT
-GTGTGGAATTGTGAGCGGATAACAATTTCAACACAGGAAACAGCTATGACCATGATTACG
-GATTCACTGGCCGTCGTTTTACAACGTCGTGACTGGGAAAACCCTGGCGTTACCCAACCT
-TAATCGCCTTGCAGCACATCCCCCTTTCGCCAGCTGGCGTAATAGCAAAGAGGCCCGCAC
-CGATCGCCCTTCCCAACAGTTGCGCAGCCTGAATGGCGAATGGCGCTTTGCCTGGTTTCC
-GGCACCAGAAGCGGTGCCGGAAAGCTGGCTGGAGTGCGATCTTCCTGAGGCCGATACTGT
-CGTCGTCCCCTCAAACTGGCAGATGCACGGTTACGATGCGCCCATCTACACCAACGTGAC
-CTATCCCATTACGGTCAATCCGCCGTTTGTTCCCACGGAGAATCCGACGGGTTGTTACTC
-GCTCACATTTAATGTTGATGAAAGCTGGCTACAGGAAGGCCAGACGCGAATTATTTTTGA
-TGGCGTTAACTCGGCGTTTCATTTGTGGGGCAACGGGCGCTGGGTCGGTTACGGCCAGGA
-CAGTCGTTTGCCGTCTGAATTTGACCTGAGCGCATTTTTACGCGCCGGAGAAAACCGCCT
-CGCGGTGATGGTGCTGCGCTGGAGTGACGGCAGTTATCTGGAAGATCAGGATATGTGGCG
-GATGAGCGGCATTTTCCGTGACGTCTCGTTGCTGCATAAACCGACTACACAAATCAGCGA
-TTTCCATGTTGCCACTCGCTTTAATGATGATTTCAGCCGCGCTGTACTGGAGGCTGAAGT
-TCAGATGTGCGGCGAGTTGCGTGACTACCTACGGGTAACAGTTTCTTTATGGCAGGGTGA
-AACGCAGGTCGCCAGCGGCACCGCGCCTTTCGGCGGTGAAATTATCGATGAGCGTGGTGG
-TTATGCCGATCGCGTCACACTACGTCTGAACGTCGAAAACCCGAAACTGTGGAGCGCCGA
-AATCCCGAATCTCTATCGTGCGGTGGTTGAACTGCACACCGCCGACGGCACGCTGATTGA
-AGCAGAAGCCTGCGATGTCGGTTTCCGCGAGGTGCGGATTGAAAATGGTCTGCTGCTGCT
-GAACGGCAAGCCGTTGCTGATTCGAGGCGTTAACCGTCACGAGCATCATCCTCTGCATGG
-TCAGGTCATGGATGAGCAGACGATGGTGCAGGATATCCTGCTGATGAAGCAGAACAACTT
-TAACGCCGTGCGCTGTTCGCATTATCCGAACCATCCGCTGTGGTACACGCTGTGCGACCG
-CTACGGCCTGTATGTGGTGGATGAAGCCAATATTGAAACCCACGGCATGGTGCCAATGAA
-TCGTCTGACCGATGATCCGCGCTGGCTACCGGCGATGAGCGAACGCGTAACGCGAATGGT
-GCAGCGCGATCGTAATCACCCGAGTGTGATCATCTGGTCGCTGGGGAATGAATCAGGCCA
-CGGCGCTAATCACGACGCGCTGTATCGCTGGATCAAATCTGTCGATCCTTCCCGCCCGGT
-GCAGTATGAAGGCGGCGGAGCCGACACCACGGCCACCGATATTATTTGCCCGATGTACGC
-GCGCGTGGATGAAGACCAGCCCTTCCCGGCTGTGCCGAAATGGTCCATCAAAAAATGGCT
-TTCGCTACCTGGAGAGACCCCGCCGCTGATCCTTTGCGAATACGCCCACGCGATGGGTAA
-CAGTCTTGGCGGTTTCGCTAAATACTGGCAGGCGTTTCGTCAGTATCCCCGTTTACAGGG
-CGGCTTCGTCTGGGACTGGGTGGATCAGTCGCTGATTAAATATGATGAAAACGGCAACCC
-GTGGTCGGCTTACGGCGGTGATTTTGGCGATACGCCGAACGATCGCCAGTTCTGTATGAA
-CGGTCTGGTCTTTGCCGACCGCACGCCGCATCCAGCGCTGACGGAAGCAAAACACCAGCA
-GCAGTTTTTCCAGTTCCGTTTATCCGGGCAAACCATCGAAGTGACCAGCGAATACCTGTT
-CCGTCATAGCGATAACGAGCTCCTGCACTGGATGGTGGCGCTGGATGGTAAGCCGCTGGC
-AAGCGGTGAAGTGCCTCTGGATGTCGCTCCACAAGGTAAACAGTTGATTGAACTGCCTGA
-ACTACCGCAGCCGGAGAGCGCCGGGCAACTCTGGCTCACAGTACGCGTAGTGCAACCCAA
-CGCGACCGCATGGTCAGAAGCCCGGGCACATCAGCGCCTGGCAGCAGTGGCGTCTGGCGG
-AAAACCTCAGTGTGACGCTCCCCGCCGCGTCCCACGCCATCCCGCATCTGACCACCAGCG
-AAATGGATTTTTGCATCGAGCTGGGTAATAAGCGTTGGCAATTTAACCGCCAGTCAGGCT
-TTCTTTCACAGATGTGGATTGGCGATAAAAAACAACTGCTGACGCCGCTGCGCGATCAGT
-TCACCCGTGCACCGCTGGATAACGACATTGGCGTAAAAGTGAAGCGACCCGCATTGACCC
-TAACCCCTGGGTCGAACGCTGGAAGGCGGCGGGCCATTACCAGGCCGAAGCAGCGTTGTT
-GCAGTGCACGGCAGATACACTTGCTGATGCGGTGCTGATTACGACCGCTCACGCGTGGCA
-GCATCAGGGGAAAACCTTATTTATCAGCCGGAAAACCTACCGGATTGATGGTAGTGGTCA
-AATGGCGATTACCGTTGATGTTGAAGTGGCGAGCGATACACCGCATCCGGCGCGGATTGG
-CCTGAACTCCCAGCTGGCGCAGGTAGCAGAGCGGGTAAACTGGCTCGGATTAGGGCCGCA
-AGAAAAACAACCCGACCGCCTTACTGCCGCCTGTTTTGACCGCTGGGATCTGCCATTGTC
-AGACATGTATACCCCGTACGTCTTCCCGAGCGAAAACGGTCTGCGCCGCGGGACGCGCGA
-ATTGAATTATGGCCCCACACCAGTGGCGCGGCGACTTCCAGTTCAACATCAGCCGCTACA
-GTCAACAGCAACTGATGGAAACCAGCCATCGCCATCTGCTGCACGCGGAAGAAGCCACAT
-GGCTGAATATCGACGGTTTCCATATGGGGATTGGTGGCGACGACTCCTGGAGCCCGTCAG
-TATCGGCGGGATTCCAGCTGAGCGCCGGTCGCTACCATTACCAGTTGGTCTGGTGTCAAA
-AATAATAATAACCGGGCAGGCCATGTCTGCCCGTATTTCGCGTAAGGAAATCCATTATGT
-ACTATTTAAAAAACACAAACTTTTGGATGTTCGGTTTATTCTTTTTCTTTTACTTTTTTT
-TCATGGGAGCCTACTTCCCGTTTTTCCCGATTTGGCTACATGACATCAACCATATCAGCA
-AAAGTGATACGGGTATTATTTTTGCCCGCTTTCTCTGTTCTCGCTATTATTCCAACCGCT
-GTTTGGTCTGCTTTCTGACAAACTCGGGCTGCGCAAATACCTGCTGTGGATTATTACCGG
-CATGTTAGTGATGTTTGCGCCGTTCTTTATTTTTATCTTCGGGCCACTGTTACAAACAAC
-ATTTTAGTAGGATCGATTGTTGGTGGTATTTATCTAGGCTTTTGTTTTAACGCCGGTGCG
-CCAGCAGTAGAGGCATTTATTGAGAAAGTCAGCCGTCGCAGTAATTTCGAATTTGGTCGC
-GCGCGGATGTTTGGCTGTGTTGGCTGGGCGCTGTGTGCCTCGATTGTCGGCATCATGTTC
-ACCATCAATAATCAGTTTGGTTTTCTGGCTGGGCTCTGGCTGTGCACTCATCCTCGCCGT
-TTTACTCTTTTTCGCCAAAACGGATGCGCCCTCTTCTGCCACGGTTGCCAATGCGGTAGG
-TGCCAACCATTCGGCATTTAGCCTTAAGCTGGCACTGGAACTGTTCAGACAGCCAAAACT
-GTGGTTTTTGTCACTGTATGTTATTGGCGTTTCCTGCACCTACGATGTTTTTGACCAACA
-GTTTGCTAATTTCTTTACTTCGTTCTTTGCTACCGGTGAACAGGGTACGCGGGTATTTGG
-CTACGTAACGACAATGGGCGAATTACTTAACGCCTCGATTATGTTCTTTGCGCCACTGAT
-CATTAATCGCATCGGTGGGAAAAACGCCCTGCTGCTGGCTGGCACTATTATGTCTGTACG
-TATTATTGGCTCATCGTTCGCCACCTCAGCGCTGGAAGTGGTTATTCTGAAAACGCTGCA
-TATGTTTGAAGTACCGTTCCTGCTGGTGGGCTGCTTTAAATATATTACCAGCCAGTTTGA
-AGTGCGTTTTTCAGCGACGATTTTATCTGGTCTGTTTCTGCTTCTTTAAGCAACTGGCGA
-TGATTTTTATGTCTGTACTGGCGGGCAATATGTATGAAAGCATCGGTTCCCAGGGCGCTT
-ATCTGGTGCTGGGTCTGGTGGCGCTGGGCTTCACCTTAATTTCCGTGTTCACGCTTAGCG
-GCCCCGGCCCGCTTTCCCTTGCTGCCGTTCAGGTGAATGAAGTCGCTTAAGCAATCAATG
-TCGGATGCGGGCGCGAGCGCCTTATCCGACCAACATATCATAACGGAGTGATCGCATTGA
-AACATGCCAATGACCGAAAGAATAAGAGCAGGCAAGCTATTTACCGATATGTGCGAAGGC
-TTACCGGAAAAAAGACTTCGTGGGAAAACGTTAATGTATGAGTTTAATCACTCGCATCCA
-TCAGAAGTTGAAAAGAGAAAGCCTGATTAAAGAAATGTTTGCCACGGTAGGGGAAAACGC
-CTGGGTAGAACCCCCTGTCTATTTCTCTTACGGTTCCAACATCCATATAGGCCGCAATTT
-TTATGCAAATTTCAATTTAACCATTGTCGATGACTACACGGTAACAATCGGTGATAACGT
-ACTGATTGCACCCAACGTTACTCTTTCCGTTACGGGACACCCTGTACACCATGAATTGAG
-AAAAAACGGCGAGATGTACTCTTTTCCGATAACGATTGGCAATAACGTCTGGATCGGAAG
-TCATGTGGTTATTAATCCAGGCGTCACCATCGGGGATAATTCTGTTATTGGCGCGGGTAG
-TATCGTCACAAAAGACATTCCACCAAACGTCGTGGCGGCTGGCGTTCCTTGTCGGGTTAT
-TCGCGAAATAAACGACCGGGATAAGCACTATTATTTCAAAGATTATAAAGTTGAATCGTC
-AGTTTAAATTATAAAAATTGCCTGATACGCTGCGCTTATCAGGCCTACAAGTTCAGCGAT
-CTACATTAGCCGCATCCGGCATGAACAAAGCGCAGGAACAAGCGTCGCATCATGCCTTTT
-GACCCACAGCTGCGGAAAACGTACTGGTGCAAAACGCAGGGTTATGATCATCAGCCCAAC
-GACGCACAGCGCATGAAATGCCCAGTCCATCAGTAAATTGCCGCTGATACTACGCAGCAC
-GCCAGAAAACCACGGGGCAAGCCCGGCGATGATAAAACCGATTCCCTGCATAAACGCCAC
-CAGCTTGCCAGCAATAGCCGGTTGCACAGAGTGATCGAGCGCCAGCAGCAAACAGAGCGG
-AAACGCGCCGCCCAGACCTAACCCACACACCATCGCCCACAAACCCGGCAATTGCATCGG
-CAGCCAGATAAAGCCGCGCAAACCCCACCAGTTGTAACACCAGCGCCAGCATTAACAGTT
-TGCGCCGATCCTGATGGCGAGCCATAGCAGGCATCAGCAAAGCTCCTGCGGCTTGCCCAA
-GCGTCATCAATGCCAGTAAGGAACCGCTGTACTGCGCGCTGGCACCAATCTCAATATAGA
-AAGCGGGTAACCAGGCAATCAGGCTTGGCGTAACCGCCGTTAATCAGACCGAAGTAAACA
-CCCAGCGTCCACGCGCGCGGGAGTGAATACCACGCGAACCGGAGTGGTTGTTGTCTTGTG
-GGGAGAGGCGACCTCGCGGGCGCTTTGCCACCACCAGGCAAAAGGCGCAACAACGGCAGG
-CAGCGCCCACCAGGCGAGTGTTTGAATACCAGGTTTCGCTATTGTGAACTAACCAGGGCG
-TTATGGCGGCACCAAGCCCACCGCCGCCCATCAGAGCCGCGGACCCAGCCCCATCACCAG
-TGGCGTGCGCTGCTGAAACCGCCGTTTAATCACCGAAGGCATCACCGCCTGAATGATGCC
-GATCCCCACCCCACCAAGCAGTGCGCTGCTAAGCAGCAGCGCACTTTGCGGGTAAAGCTC
-ACGCATCAATGCACCGACGGCAATCAGCAACAGACTGGGGCGACACTGCGACGTTCGCTG
-ACATGCTGATGAAGCCAGCTTCCGGCCAGCGCCAGCCCGCCCATGGTAACCACCGGCAGA
-GCGGTCAACAGGGCAGCCACGCTAAAGCTCATTCCGCTCGCCTGGCGCAATTGCGGTAGC
-AGTGGCCCGACGGAGGTGAGCAGTGGTCGCATATTAAGACCAATCAGCACCAGTACCCAG
-CAGCATCGTGAACGTCTTTTGATGGTTGCGCATGGTCTGTCAGAACGGTTTGGTCGGCAG
-ATATTTACCATCTAAGGTGATGACCGCACGTTCGCCACCTTCCGGGTCCGCCACTTTCTT
-AACGTCGAGTTTGAAGTTAATCGCGCTAATAATGCCATCGCCAAATTTCTCATGAACCAA
-CGCTTTCAGGGTTGTACCGTACACCTGCAACATTTCATAGAAACGATACATCGTTGGGTC
-AGTTGGAATACGGTCATCAATGCAGCCACGCAGTGGAATCATCTGCAACAGTAGAATGGA
-GTCTTCGTCGAGATCCAGCTTCGCCCCGACCAGGCGGGCGGCGTCGGCAGGAAGCGCCTG
-CTGACCCAGCAAAGCCGCGGTTACAAAGGCTTCTGCCAGACCGGTGCCGTCGGCAATCTC
-GGCAAATGAGAGATCTTTTTTAGCTTTGCTGAGCAAAATGGCATCGGCAAGATCAAGACG
-AATATTGCGGTTAATTTGTGACTGAATCATGGTGGAACTCCTGATGGTTTAAAAATAAGG
-TTACGCTGCGGTCGGTTGGCGTAGCGGTATGGCACAAACGCGAGGATTAGCGGCCAGTGG
-CACAAACTGGCGGGTTTGCGCCGTCAAAAACCTGCGATGCTGCCGCTTTCAATGTCGTAG
-ACCCAGCCGTGCAGGGCGATCCCCCCCTCTTCGAGCGCCAGGCGCACCGATGGATGAGTT
-TGCAAATTAGCCCAACTGAGCAATGACGTTTTCACGTACCATCGCCGCAGCTTTGACGGT
-AAATCGGAATGCGGGCGCGGCCTCATTAACGACGCGGGCTGAATCGGCATAACGCAGCCA
-GTGGGAGGACGGCAGGCATATGGTCCATGCACTGACAGCTGGCAATGGCGGTCATCGCGC
-CACAGTTGGAATGACCACAAATCACAATGTCAGATACCCAAGCGCAGCGACGGCATACTC
-CACCGAAGCAGAAACGCCACCGGGTTCCGGCCCGTAGGAAGGGACGATATTGCCCGCGTT
-GCGAATAACGAACAGATCGCCAGGCTCACGTTGCGTCACCAGCTCAGGGACCAGACGGCT
-GTCGGAGCAGGAGATAAAAAGTGTGCGCGGGCTTTGCTGTGTCGCCAGCTGTTTAAACAA
-GGCTTCCCGCTTCGGAAATGCCTCGCGCTGGAATTTAAGGAATCCATCAATAATCTCTTT
-CACCGTTAACCTCTGTCTGTCTCTGGAATGAGAGGCAGACTACTCGCCGATTGTCATAAG
-GTAAAAGTCTCATTTATGATGAGTTCCATTGGATTTACTTATAGGTTGCGAATGCTCTCT
-CGACATATCAATTATTTTCTTGCCGTGGCTGAACATGGCAGCTTCACCCGTGCCGCCAGT
-GCGTTGCACGTCTCCCAACCTGCGCTTTCCCAGCAGATTCGCCAGTTAGAGGAGAGTTTA
-GGCGTGCCGCTGTTTGACCGTAGCGGGCGAACGATTCGTCTCACTGATGCAGGAGAAGTC
-TGGCGACAGTACGCCAGCCGGGCGTTACAGGAACTGGGGGCGGGTAAACGGGCGATTCAT
-GATGTTGCCGATCTGACGCGAGGATCGCTGCGTATCGCCGTCCCCCCAACCTTTACGAGC
-TACTTTATCGGCCCCTTAATGGCGGATTTCTATGCGCGCTATCCCAGCATCACGCTCCAG
-CTACAGGAAATGTCGCAGGAGAAAATCGAGGATATGCTTTGCCGCGACGAGTTGGACGTT
-GGGATTGCCTTCGCGCCTGTGCATTCGCCGGAGCTGGAGGCAATTCCTTTACTGACAGAA
-AGTTTAGCGTTAGTCGTGGCGCAACATCATCCGCTGGCCGTCCATGAACAGGTGGCGTTG
-AGTCGCTTGCATGATGAAAAACTGGTCTGCTCAGCCGGAATTTGCCACCAGAGAGCAAAT
-GAACCACTACTGCGAGAAAGCGGGGCTACATCCACAGGTGGTCATTGAGGCGAACTCAAT
-TAGCGCGGTTCTGGAGGTGATTCGCCGCACTTCCCTTTCCACATTGTTACCAGCAGCGAT
-TTCCCACACAACATGACGGGCTTAAAGCTATTTCTCTTGCCCGCCACTACTGGAGAGAAC
-GGCGGTTTTGTTGCGGCGGAAAAATAGCTGGCAGACAGCCGCCGCGAAGGCATTTTTGCA
-CATGGCGTTGGATAAATGCGCGGGTTGTTGGCGGAAATGAATCACGGTAGCCGCTGACAC
-AGGTCTGCGGCTGGAATTGCCTGATGCGCTACGCTATCAGGCCTACGAGTTCAGTGCTCT
-ACGTAGGCCGGATAAGGCGTTCACGCCGCATCCGGCATAAACTACAGCTGGCAGACAGCC
-GCTGCGAAGGCATTTTTGCACATGGCGTTGGAGGAATGCGCGGGTTGTTGGCGGGAATGA
-ATCACGGTAGCCGCTGACACAGATCAGCGGCTGGAATTGCCTGATGCGCTACGCTTATCA
-GGCCTACGAGTTCAGTGCTCTACGTAGGCCGGATAAGGCGTTCACGCCGCATCCGGCATA
-AACTAAGCTCGCTGTAACCCAGTCGTTCAACGTTTGTAATCGATGGCTTCTGGCTGCTCC
-AGATATACGGTGGTTTGTGCCGGTTGTGTGCTGGCAATCACCTTGCCGCCACGTACCGAA
-TAACGTACCGGAACCTGACGGCGCAGCGCATCAAACCCATTTTCAGCCGGCAGGATAATC
-AGGTTGGCGCTGTTTCCGGCGGCAATGCCGTAATCCTGCAAATTCAACGTCCTTGCGCTG
-TGGTGGGTGATTAAATTCAGGCCATCCTTAATCTGCCCGTAGCCCATCAACTGGCAAACA
-TGCAGCCCCATATGCAGCACTTGCAGCATATTCGCCGTTCCCAGCGGATACCACGGATCG
-AAGACATCATCGTGACCAAAGCAGACGTTAATGCCGGACTCCAGCATCTCTTTAACGCGC
-GTGATGCCGCGACGTTTTGGATACGTATCGAAACGTCCTTGCAGATGAATATTGACCAGC
-GGGTTGGCGACAAAGTTAATACCGGACATTTTCAGCAAGCGGAACAGGCGTGAGGTATAC
-GCCCCGTTATAGGAGTGCATTGCCGTGGTGTGGCTGGCGGTGACTCGCGCGCCCATGCCT
-TCATGGTGCGCCAGGGCAGCAACGGTTTCGACAAAGCGCGACTGCTCGTCATCGATCTCA
-TCACAGTGAACGTCGATGAGACGGTCGTTTTTTTGCGCCAGGGCGAAGGTTTTATGCAGC
-GACTCCACGCCGTATTCACGGGTAAATTCAAAATGCGGAATCGCCCCCACTACATCTGCC
-CCTAAGCGTAACGCCTCTTCCAGCAACGCTTCACCGTTGGGATACGACAAAATCCCTTCC
-TGAGGGAAGGCGACGATTTGCAGATCAATCCACGGCGCGACTTCCTGCTTCACTTCCAGC
-ATTGCTTTTCAGCGCAGTTAGCGTTGCATCCGAAACATCGACATGGGTACGCACATGCTG
-AATGCCGTTGGCAATCTGCCATTTCAGCGTTTGCCATGCGCGTTGTTTCACATCGTCAGG
-GGTTAATAACGCTTTGCGCTCGGCCCAGCGTTTCAATGCCTTCAAACAGCGTGCCGGACT
-GATTCCAGTTCGGTTGTCCGGCGGTTTGCGTGGTGTCCAGGTGAATATGTGGCTCCACAA
-ACGGCGGTATAAACTAAACCTTGTTCGGCATCCAGGCTGTTTTCAGTTATGGGCATCACG
-CCGGATTGCGCATCAATGGCGCTGATTTTTCCGTCCTGCAGATGAATCTGCCACAGCCCC
-TCTTCGCCTGGTAAACCGGGCGTTAATAATTGTTTGTAAAGCGTTATTCGACACTGTTAG
-CCTCCACATGCGTCATTGCTGCTGTCGTTTTACGATTCAAAATCGGGTTAAGGATCAGAT
-AGCTCAGCGCGCCACCTAATACCGCGTTGACCGGAAACAATTCCCGGTAACCAGTGGCCT
-GCAGCAATCCCCAAGGCGACCGCCAGAATCGCCACCCAATTGACACTCATCATACGCGTG
-GTCGCAAAGTGCTCATAGCGGCGACGGTTCATCAGATAGTCGGCGATGATCACGCCACCC
-ACTGGAGGAATAGCTGCCGAAAGGAGGTCAACCAGCCGACAAAATTGTTATACAGCCATA
-ATGCGCAGACCGTACCGATAATACCGTTGATTACCGAAAGGGTTTTGCTCGACATCCCGG
-TAATGTTGGCGAAAACCTAAACCCGACGCATAGAGTGCGTTATCGTTGGTGGTCCAGATA
-TTCAGCCCCAGCACCACAATCGCAGGCAGCAGCAGGCCCTGAGCAATCATCACATCAGAG
-ATATCCGCCATGCCCAGGGCCGCAGCGCCCGCTGCACCGAAAATAAACATCAACCGAGTT
-GCCGAGGAAAAAGGCCACCATCGCCACCAGCACCGCCAGTTTGGCATTGCGACCAAACCC
-GACAAAGTCAGCGGTGAGCGTACCCGCACTGATAAATGACCCCACAACCAGCGCCAGCGC
-GACATTGAAATCTAACGGTTGTCGGGAACGACCGCTTTTAATGCGTCCAGGCCGCCCATG
-CCGTTAACAGCCAGCCACACGGAATAACCGCCCAGGCAGGCGATAGCCGGAACCGCAATC
-ACCGAAAGAACCGTCAGCGCCGAAATGCCAAAAAAGACGGTGACGGTCATCAGTAAACCG
-GAAACGGCAATCAGCAAATTAATATCCAGCCCGGGTTGCCTTACCCACCGGAATGGCAAA
-CATCGCCACACCGACGCCAAACCAGCCAACCTGAGTTCCGCCCAGTAGCAGTGGGCAGCC
-ATGAGCCCTTAACACCAAACGAGAAGCGAGCAAGAAGATGAGTGGTCAGGCCGGTTTTTG
-CGCCAATGTAACCGAGAAATGAAGTGTAAATACCGAGGAGAAGATTACCGATGAGAACTG
-CGAGGAAGAAATCATGATAGCTAAGACCGGTTCCGAGAGTGCCGCCGGTCCACATACTGG
-CGGAAAAAGAGGTTAATCCCAGCATGACGAACGTCAATGCCAATACCCCTTTCCGCGCCG
-ACTGCGGGGACTGGCCCCTGGCTAAAGTTGTTATCTTGCGACACGAAATTCCCCCTTTTT
-GCTGTTTGAAACCCAAAAAAATCCGCCGCATTCTATTCATCTGAAGATAAAAAGCAATCG
-TTTTCGTGGGGAAATATATTTTTTATATGAATGAGTGCAAAAAGGTGGGGAAAAATTAAC
-GGTGTAAAAACAGTGGGTAGGCCTGATAAGACGCGTCAGCGTCGCATCAGGCATCTGAGC
-ATGGTGTCGGATGCGACGCGAGCGCCTTATCCGACCTACGGTTCAGGTCCGTAGGCATGA
-TAAAACGCGTCAGCGTCGCATCAGGCATCGGCACACAGTGCCGGATGCACCGCGCGACGC
-ATCCGACAATAACCTACTCTTCCATCGCCTGGCGGATCTGATCCAACGACGCAGGATCAT
-CAATGGTCGTCAGATCTCCAGGATCGCGTCCTTCGCAAATCGCCTGGATCGTGCGGCGCA
-GCATTTTTCCGGATCGCGTTTTGGCAATTGCGAGACAAACCAGACGTGCGCCGGGCGGCC
-AAAGTTGCCAATCTGGCTGTCCACCAGCGCCATAATCGCCTTCTCTTGCGAGTGCGCCAC
-ATCACGATCTTCCAGACTGTCGCTCTCTTTCGGAATGACAAACGCCACCGCCACCTGCCC
-TTTCAGCGCATCTTTCACCCCAACCACCGCCACTTCGGCAACGCCCGGATGGCTGGAGAT
-ACTCTCTTCAATCTCGCGCGTCCCCAGCCGATGCCCGGCAACGTTAATTACATCGTCAGT
-GCGCCCGAGAATAAAGTGATAACCGTCAGCGTCACGGATGCCCCAGTCAAAGGTGGCGTA
-CACCGGGCGGGAAAACAGCGACCAGTAAGTCTTCACAAAGCGGCCGGTCGTCGCCCCAGA
-TGGTCTGAATACCACCCCGGCGGCAGCGGCCCTTCCACCACCAGCATCCCTTTCTCGTTG
-ACGCCACACGGTTCGCCGGTGACTTCATTAAGCAACTGCACGTTATAGCCATACATCGGC
-ACACCGGGGCTTCCCAGACGCGTCGGCCTGTCGTCCAGACCGCGAGCAATCGCCATAATC
-GGCCAGCCGGATTCGGTTTGCCAGTAGTTGTCGATGACCGGCACATCCAGCGTATTGCTC
-ACCCAACTGGCGGTCGGCTCGTCCAGCGGTTCTCCAGCCAGATAGAGCACTTCCAGCGAC
-GAGAGATCGTGTTTGCGAATTTCAGCGGTAGGGAATTTTTTCAGCACGCGAATGGCGGTC
-GGCGCTGAGAACATCCGGCTAACCTGATATTTCTCGACGATTGTCCACCACACGCCGCAG
-TCCGGCCAGGTCGGCAATCCTTCGTAAACGATAGTCGCCATCCCCGCCAGCAGCGGCGCG
-TAAACGATATACGAATGCCCCACCACCCAGCCGATATCCGATGGCCAAAAGAACACGCTG
-CCCGCTTTGCCGCCAAAAATGGTGTCCATCGAGGTCGCCAGCGCCACCGCATATCCGCCG
-ACGTCACGCTGCACGCCTTTAGGTTTGCCGGTCGTGCCGGAAGTGTAGAGAATGCAGGAG
-GTTTCGTTGGATTCCAGCCACGCCACCGGTACCCGCGCGCCGATGTGTTGATGGCGCAAC
-GACGCGAAATCGACATCCCGCCCGCTGACGCGCGCCATTTTCGCCAGCCCGCGATCCACC
-AGCAAAACATGGCGTGGCTGGTGCTGCGCCTGACTTATCGCCATCGTCGAGCAATTTTTT
-ATAGGGAATGATTTTGCCACCGCGCGCTCCGGCATCAGCCGAGACAATCAGCACCGGTTA
-AGCGTCATCAATTCGCGCCGCCACGCTGTGCGAGGCAAATCCACCAAACACCACCGAGTG
-AATAGCGCCAATGCGCGCGCAGGCCAGCAGAGTAATATGCGCTTCGGCAATCATCGGCAT
-ATACACCAGCACCCGATCGCCGCGCTGCACACCCAATGAACGCAACATTGAGGCCACCGC
-GTTCACTTCGTCATGCAGCTGACGAAAGGTAAAAGGTGCGCTCTTCTTCTGTTTCCGAAG
-AGACGGCAATCAGCGCCAGCGCCTCTGGCTGTTTCTCCAGCCAGCGGTCGATGGCGTTGT
-GGCACAAGTTGGTTCGGCCTTCACAAAACCAACGGGCAAACGGCGGATTGCTGTGATCGA
-GCGTTTGCGTAAAGGGCGTCTGCCAGTCAATACGCCGGGCCTGCTCGGCCCAGAACTGCT
-CCGGTTCGTTAATCGAACGCTGATAAAATTCGCTAAAAGACATAATGCTCTCCTGTTGAA
-CTTACGCCTTACCGCCGTTTACTTAAATGACGTACAGGTCGAGATACTCATTGACCGGCA
-TCTGTTCCAGGCGAGCTCTGTCGAGAGAAACCTCCAGAATGCGCTGCTGTTGGCGAGTCG
-GGAACTGGCGCCGCGAGATTGATTTTGAATTTATCGACCAGTTTCGGAATACCATCCTGA
-CGGCGGCGAGCATGACCAATGGGGTACTCCACCACCACTTCTTCAAATCGTGTGCCGTCG
-GTGAACTCAAGGGTAATGGCATTGGCGATGGCGCGTTTTTCCGGGGCGTGGTAGTCAGCG
-GTAAATGCCGGATCTTCAAAGCAATTGATCTTCTCGCGCAGGGCGTCAATGCGTTTATCT
-TGCGCAACGTTGTCCTCGTAATCTGCCGCCGTTAAGCGCCCGAATAGCAGCGGGATCGCC
-ACCATGTACTGAATGCAGTGATCGCGGTCTGCCGGGTTATTGAGCGGCCCTTTTTTGTCG
-ATGATGCGAATACAGGCTTCGTGGGTGCGAATGGTCACTTTTTCGATATCCGCCGCCGTT
-TTGCCTGCTGCCTGCATCTGTTCATAGAGCGTCATCGCTGCTTCAACTGCCGTCTGGGAG
-TGGAACTCCGCCGGGAAGGAGATTTTGAACAGCACATTTTCCATAACGTAGGAACCGTAC
-GGGCGCTGGAAGCGGAACGATTCACCTTTAAAGGAGACGTCGTAGAAGCCCCACACCGGC
-GCAGTCAGGGCTGACGGGTAACCCATTTCGCCCGTTTTCGCCATCAGTGCCAGACGTACC
-GCGCGGGAAGTGGCATCGCCCGCCGCCCAGGATTTACGCGTGCCGGTGTTCGGCGCATGG
-CGATAGGTGCGCAGCGACTGACCGTCCACCCACGCCAGCGAAACGGCGTTGAGAATTTCC
-TCGCGGGTCAGGCCGAGCATTTCGGCGACCACGGCGGTGGAAGCCACTTTCACTAACAGA
-ACGTGGTCGAGGCCGACGCGGTTAAAGGAGTTTTCCAGCGCGATGCAGCCCTGAATTTCA
-TGGGCTTTGATCATTGCGGTCAGCACCTGTTTCATGGTCAACGGCGCCTTGCCGCTGGCG
-ACCGCGTTGCGCGAAAGCCAGTCCGCCGTTGCCAGAATGCCGCCGAGGTTGTCGGAAGGA
-TGGCCCCACTCCGCCGCCAGCCAGGTATCGTTGAAATCGAGCCAGCGGATCATCCCGCCG
-ATGTTAAATGCCGCCTGGACGGGGTCGAGCTGGAACTGAGTTCCGGGGACGCGCACGCCG
-TTGGGTACGACGGTGCCGGGAACAATTGGCCCCAGCAGTTTTTTACAGGCCGGGTATTCG
-AGAGCTTCCAGACCGCAGCCGAGCGTGTCGAGCAGGCAGTAATGTGCGGTGTCGTAGGCC
-ACTTTAGAGCTGATTTCGTAGTTCATGACGTAATCGACGATATCAACGATTTCACGATCA
-AATTCCGGGCGGATGTTGTTGATTTGAGCTGACATTGGGTTACGTTTCCTTATTGTTATT
-CGTAGAGGTTTACTGGCGCTTATCCAGCGCGACAAACGGGCGGTCTTCCGGTCCAACATA
-ATTGGCGGAAGGACGGATAATTTTGTTGTCCTGACGTTGTTCGATAATGTGCGCCGCCCA
-GCCGGTGACGCGGGCGATAACAAACAGTGGTGTGAACATCTCGGTGGGAACGCCCATCAT
-GTTGTAGGAAACAGCAGAGAACCAGTCGAGATTGGGGAACATCTTTTTGCTCTCCCACAT
-CACCGTTTCCAGGCGATCGGCGATGTTGTACATCTTCAGCGAGCCGCCTTCCTGCGAGAG
-CTGCTTCGCCACACGTTTAATCACCTGGTGGCGCGGGTCAGCGATGGTGTAAACCGGATG
-ACCAAAACCAATGACCACTTCTTTGTTTTTCCACGCGCTTGCGGATATCTGCTTCGGCTT
-CGTCCGGCGTTTCGTAGCGTTGCTGGATCTCCAGCGACACTTCATTCGCCCCGCCGTGTT
-TTGGCCCGCGCAGTGCGCCAATCGCGCCAATAATCGCGGAATACATATCAGAGCCGGTGC
-CCGCAATCACCCGACTGGTAAAGGTGGAGGCGTTAAACTCGTGTTCGGCGTACAGCACCA
-GCGAGATATGCATCGCCTTTTCCCAGCTTTGCGATGGCTTTTCGCCGTGCAGCAGATGCA
-GGAAGTGACCGGCCGATGGAGTCGTCATCGGTTTCCGGTTGGATGCGTTCGCCGTTGTGG
-CTGTAGTGATACCAATAAAGGAGAATCGAGCTAAGCGACGCCAGCAGTTTGTCGGCAATA
-TCCCGCGCGCCAGAGACGGTATGCCCCTCTTTTTCTGGCAGCGTGCAGCCGAGCGCGGAA
-ACACCGGTGCGCATAACATCCATCGGGTGCGACGCCGCCGGTAAGGCTTCCAGCACGGTA
-CGCACGTTAGCCGGTAAACCGCGCAGGGCTTTCAGTTTCGTTTTGTAAGCGGCGAGTTCG
-TCACGGGTCGGCAGTTTGCCGTGGATCAGCAGATGCGCCACTTCTTCAAATTCGCAATGT
-TTCGCCAGATCAAGAATATCGTAGCCGCGGTAATGCAGGTCATTGCCACTTTTACCCACG
-GTGCAGAGCGCCGTATTGCCCGCCGGAACGCCAGAAAGTGCCACAGATTTTTTCGGTTTA
-ATGACATGGGTACTGTTTTGCAGGATCGTTGTGTCGCTCATGTTGTCCTCGTCATTGTTA
-TCATTTGTAGGGTCGAGATTGTTGTCGGATGCGACGCTATGCGTCTTATCCGACCTACAG
-TTCAGTTCACCCCGTAGGCCTGATAAGTCGCGTCAGCGGCGCATCAGGCATCGGTTGTCG
-GATGCGACGCTATGCGTCTTATCCGACCTACAGTTCAGTGCACCCCGTAGGCCTGATAAG
-TCGCGTCAGCGGCGCATCAGGCATCGGTTGTCGGATGCGACGCTATGCGTCTTATCCGAC
-CTACAGTTCAGTGCACCCCGTAGGCCTGATAAGTCACGTCAGCGGCGCATCAGGCATCGG
-TTGTCGGATGCGACGCCATCCGTCTTATCCGACCTACAGTTCAGTGCACCTCGTAGGCCT
-GATAAGTCGCGTCAGCGACGCATCAGGCATCGGCTGTCGAATACAATCAACGGGCGTTTT
-TTATTTCACCTGGCTACGGGCAAACAGGTTGTCGAGCTTCTCTTCGTACTGGTAGTAGTT
-GATGCTTTCGTACAGCTCGTGCGGGTCTGCATGGTGTCGATGACGCTTTTCTGCGTGCCT
-TCCTGGCGCAGGACGTTGTAGACATGTTCAGCGGCGCGGTTCATGGGGCGGAACGCTGAA
-AGTGGGTACAGCGCCATTGCGACATGGGCGCTGCGTAATTCGTCGGTGGTAAACAGCGGC
-GTGGCACCAAATTCGGTGATGTTGGCGAGGATCGGCACCTGCACCGCATCGGCAAACTGG
-CGGTACATGGCGAGTTCGGTAATCGCCTCCGGGAACAACATCTCGGCACCCGCTTCAACA
-TAGGCCTGCGCACGCTCGATCGCCGCATCCAGCCCCTCTACCGCCAGAGCATCGGTGCGC
-GCCATGATCACAAAATCAGGATCGGTTTTCGCATCCACCGCCGCGCGGATCCGATCCACC
-ATCTCCTCTTCGAGACGATCGCTTTATTCGGACGATGACCGCAGCGTTTCGCACCAACCT
-GATCTTCAATATGCAATCCTGCCGCACCGGGCTTAATCATCGATTTCACGGTGCGCGCCA
-CGTTAAAGGCCGAAGAACCAAAACCGATATCCGCATCCACCAGCAGCGGCAGCGAACAAA
-CGTCGGTGATACGGCGAATGTCGGTCAGCACATCATCAAGGGTAGAAATACCGAGATCGG
-GCAGCCCCAGCGAACCTGCCGCCACGCCACCGCCAGAAAGATAAATTGCCTGATATCCCG
-GCACGCTGCGCCAACAGCGCATGATTAGCGTTGATGGTGCCAACAATCTGCAATGGAATT
-TCTTTAGTCAGTGCAGCGCGAAACGCTTTACCTGGAGAGTGTAGAGACATAGCCCATCCT
-TTGTTATCAACTTGTTATTTGCGTTGATAAAGACAAAGCAAGGGGTGTGCCACAATTGCC
-TTAATAAAATTAAATGTTTAATTTCAATTTGTTAGAGATAAAGTCATGAACTAATCCGCA
-AATATGCGTTTCAGTTAACGTTTCAGGCAATTGTTCACCGCGTTTCATTGCAACAATTAT
-GAAACAAGACTAAACCCAATATTCGGTTTCTTAACTTTGCGGTGCGCTATGGCACATCCA
-CCACGGCTTAATGACGACAAACCGGTTATCTGGACGGTATCTGTAACGCGCCTGTTCGAG
-CTGTTTCGCGATATCAGCCTCGAGTTTGATCACCTGGCGAACATTACCCCTATTCAGCTT
-GGCTTTGAAAAAGCAGTGACCTACATCCGCAAGAAACTGGCAAACGAACGCTGTGACGCC
-ATCATCGCGGCTGGCTCTAACGGCGCGTACCTGAAAAGCCGCCTGTCAGTGCCAGTTATT
-TTGATTAAACCGAGCGGCTACGATGTGTTACAGGCACTGGCAAAAGCCGGAAAACTCACC
-TCTTCTATCGGCGTTGTCACCTATCAGGAAACCATTCCAGCGCTGGTGGCGTTTCAAAAA
-ACCTTTAATTTGCGCCTCGACCAACGTAGCTACATTACCGAGGAAGACGCACGCGGGCAG
-ATTAACGAGCTAAAAGCTAACGGCACCGAAGCGGTGGTCGGCGCAGGGCTGATTACCGAT
-TTGGCAGAAGAAGCCGGAATGACCGGAATTTTTATCTATTCCGCCGCCACCGTGCGCCAG
-GCGTTCAGCGATGCGCTGGATATGACGCGCATGTCGTTACGCCATAACACTCACGATGCC
-ACCCGCAACCCCCGCGTACTCGTTACGTGCTGGGCGATATGCTCGGTCAATCACCACAGA
-TGGAACAAGTACGGCAGACTATTTTGCTGTATGCCCGCTCCAGTGCGGCGGTGTTGATTG
-AGGGGGAAACGGGGACGGGCAAAAAGCTGGCGGCCCAGGCGATTCATCGGGAATATTTTG
-CCCGCCACGATGCGCGAGGGCAAAAAGTCGCATCCGTTTGTTGCCGTCAACTGCGGGGCG
-ATTGCCGAATCGCTGCTGGAAGCAGAAACTGTTTGGCTATGAGGAAGGCGCGTTTACGGC
-TCGCGACGCGGAGGTCGCGCCGGGCTGTTCGAAATTGCCCACGGCGGTACGCTGTTTCTG
-GATGAGATTGGCGAAATGCCGCTACCTTTGCAGACCCGGCTGCTGCGGGTGCTGGAAGAA
-AAAGAGGTACCCCCGTCGGCGGGCATCAGCCTGTTCCGGTAGATGTACGGGTCATTAGCG
-CCACTCACTGCAATCTGGAAGAAGATATGCAGCAAGGACGTTTTCGCCGTGATCTGTTTT
-ATCGGCTGAGTATTTTGCGTCTGCAATTGCCACCACTGCGCGAGCGGGTGGCGGATATTC
-TTCCGCTGGCGGAAAGCTTTTTGAAAGTGTCTCTGGCGGCGCTCTCCGCCCCATTTTCTG
-CTGCATTACGCCAGGGGTTACAGGCAGTGAAACTGTGCTGCTGCACTACGACTGGCCAGG
-CAATATTCGTGAACTGCGCAATATGATGGAACGACTGGCGCTGTTTTTAAGTGTGGAACC
-GACGCCGGATTTAACGCCGCAGTTTATGCAACTGCTACTGCCGGAACTGGCGCGCGAGTC
-GGCGAAAACTCCCGCTCCACGCTTACTGACACCACAACAGGCACTGGAGAAATTTAATGG
-CGATAAAACAGCAGCGGCGAATTATTTAGGCATCAGCCGGACGACGTTCTGGCGGCGGCT
-GAAAAGCTGAACTGCCGAATGCAGCGCGAACGCTTTATCCGGCATAAATTTCAATAGATG
-ATCACCGATAAACTTACGCATCGGAGATGTTTACATAGGATTCAGAATTACTTCTTCTTA
-TAAATATTTGCCGTGCCGTGGATCTTATTGTCAGTTTGACCGGAGGTCAGTACCAACACA
-TCAGCCCCTTTTTCATCCGCTTTTTTGATCAAATCTTCTTTTGCATCTGCAGTCGACATT
-TCATTGCTGGTTGAAATATCACCTATTTTTTCATACTGCGATTCAACTTTTTCAAATTCC
-GCTTTGGTCATCAATTCAGCGGCATAGACATTGGTAACGGCTAACGCTAACGCACCGACT
-AACATTTTGAAGATTATTTTCATATTACGGCTCCAGAGTTGTTATCACACTATCACCCAC
-CCACATTATTGGGTTGATTAATAATTAGTTCAGTCAGGGCATAAACGCCAGTAACCGGAA
-ATAAGACACTTTGTGATCTCTCTCGCACCCGATTTATTTTGGTAGAAATATGATGCAGTT
-AGTTCACTTATTTATGGATGAAATCACTATGGATCCTTTGCATGCCGTTTACCTGAACGT
-AGGACTGTTCGTGATTACTTTTTTTAATCCGGGAGCCAATCTCTTTGTGGTAGTACAAAC
-CAGCCTGGCTTCCGGTCGACGCGCAGGGGTGCTGACCGGGCTGGGCGTGGCGCTGGGCGA
-TGCATTTTATTCCGGGTTGGGTTTGTTTGGTCTTGCAACGCTAATTACGCAGTGTGAGGA
-GATTTTTTCGCTTATCAGAATCGTCGGCGGCGCTTATCTCTTATGGTTTGCGTGGTGCAG
-CATGCGCCGCCAGTCAACACCGCAAATGAGCACACTACAACACCGATTAGCGCCCCCTTG
-GTATGTCTTTTTTCGCCGCGGATTAATTACCGATCTCTCTAACCCGCAAACCGTTTTATT
-TTTTATCAGTATTTTCTCAGTAACATTAAATGCCGAAACACCAACATGGGCACGTTTAAT
-GGCCTGGGCGGGGATTGTGCTCGCATCAATTATCTGGCGAGTTTTTCTTAGTCAGGCGTT
-TTCTTTGCCCGCTGTGCGTCGTGCTTATGGGCGTATGCAACGCGTTGCCAGTCGGGTTAT
-TGGTGCAATTATTGGTGTATTCGCGCTACGCCTGATTTACGAAGGGGTGACGCAGCGGTG
-AGCAGATAATTTACTCTCTACGTAATCAACCTGATTTGCCGAATCACGGCCATCGGCGAT
-GATAGCCCCCGTAATGCGTGGTCCTTATTTCCGATAAGTTTACTGGAGTCTTTAGCTTCC
-CATTTCAGCCCACTCTCCCCTGTGTGGGCTTTTTTCATTGGTCTGCCCCATCCTGAATAG
-CCAAACAATGGCAATGTTCCACTTTGCAGGGATGATAAAAAGGGGATCTGATTCAGAAGA
-GTTTTGAAAAGTTGGACCGCCATCGAGGCCTCGAACCCCGTACCATACAACAATCCTGGT
-TGTCGTCTGCTCTTCCTGATGAGCTAATGGCGGTTTTTGATATGAGCCTTACAGCATATT
-TTCTGTCAGGCTTGAGTGCGATGCGTAAGATACAAAAAAGACCCCACACAAACATGATGG
-AATTATGATTTTTTTCATATGAATGTCAACCAACACATTCACAAAACATCTGCATGAGAT
-CATTTTTTATACACCGCATGGCTGCGAAACCACTACTGGTGCTTTTTTAAGCGAAGTGTC
-GCCGATCACAACAAAATATCGGCGAAAAAAGAGATGGAATGCCAGTTGGCATACAGATAT
-ACAGATGAAATGATTACCTGCATTGCGATTCACTCTCAGGTGGAATAACAACTTGCAGGT
-GGAACCCTTTCTGAACTAAAGAGTGTAGCGGATTTTAACGTGCTTATTTACAGGATAATA
-TCTGTCACCTAATTTCCTGCACTCTATTAGATATCCATTCATTTAATCGCGCATCATCTC
-TGTATGTTTTTACGTCCAGAACAGAGAGCAATAACATCACCAGTGATTCAGGAAAAACAG
-GGTAGATATTTTTTAAGTGTAATAATAATCCATGCGCAAGCGCCTGCTTAATGGGCGCGT
-CTTGTCTCCGGAATAGACGACATTTCGCGAAGCCATTTTTCCACATGCATACACTCTTTC
-CCTTTAGGGAAAATTCTCAGCAAAGGCATATGGTATTCAAGAAGAATACATTTGCAATCT
-GTTCGCACTGAATCGAATAACTGCACTAATTTCTTAAGCCCGGTAAAGCGTCCAGCCTGC
-ACGTTTGCTTTAATATCAAGAAACGCATCATCCTGGTCATATACCCAAACTGTCCCTTTT
-TGATTTTCAAGTATGTGAAAAACAAACTTAACCGGGTGATCAGGGTAATCCATCCAGTCA
-TAAAATCCAGGGAAATCATTAAACTGCACATTTATGGTGAGTGCGTTATCGTCTGACCAC
-TCACAGTCTCGTACGGCAGCCATGAGATGAATGAGTTTGTCGTCATCGACTAAAATCATC
-ACGACAATCATAAGGATAATCATAATATTGTTTAATCAAAACCTTGAATATATCGACACA
-GGAAACCAGGGAGCTTTTGATATCCTCTGGTAACTGATTGTTTTTAACCGTATTAAGTAT
-GCTTTGTTGCGTATATGGCATCAAATTATTGTGCGGAGCTTTTAATGATATCATCGCGAT
-CTCTCTTAAATAAAAATAAACGTCGCAGATAATAAAGCTCTGATTAAACCAGGCACTATC
-AGAAATCGCTCATAACTAACGTGTGAAGTATTGTGTACTGGAGGGCGTTAATTTAACAAT
-TTAAATTTACGTTATAGGTTTTACTGCTACTTTGATATTATTTCGCTCTCCTTAACTAAA
-AAGTTAAGTGGAGAGCGAAGTTAATATGTTAAACCACAGGGTATTTATTAATTTTTTCAG
-TCTGTTAGTGTGCGATTATCGATAACAAAACGATATTTCACATCACCGCGCAGCATTCGC
-TCATAGGCTTCATTAATTTGATCGGCCCGAATCATCTCTTATATCAGCCACGATGCCATG
-TTCGGCGCAAAAATCGAGCATCTCCTGAGTTTCTGGAATGCCGCCAATCATAGAACCGGC
-TATCGCACGGCGTTTCATGATCAGGTTGAAAACTTCCGGCGATTTATGCGGTGTCGCAGG
-CGCACCAACCAGCGTCATGGTGCCATCACGCTTCAGCAAGGTGGTAAAATCGTCGAGATT
-ATGTGGCGCAGCTACTGTATTCAAAATGAAATCGAAACTCTTCAGATGAGCCGCCATCTC
-ATCGGCATTGCGTGAGTTAACAACTTCATCGGCCCCCAGGGCTTTTGCCGCTTCGCGTTT
-TGCCTCAGAAGTGGTAAATGCCACCACATGTGCCCCCATCGCGTGGGCCAGCTTAATCCC
-CATATGTCCCAGACCGCCGATGCCGACCACGCCCACTTTTTTTACCCGGCCCGGCCTGCC
-AGTGACGTAGCGGCGAATACGTGGTGATCCCTGCACACAACAAAGGAGCCACCGCCGCCA
-GCTGCTCTTGCGGTGTGACGAATACGCAGAACATATCGCTCATGAACGACGATCTGTTGT
-GAGTAGCCGCCCAGAGTATGGCCCGGTTCGTCCGGCGTCGGCGAGTTATAGGTGCCGGTC
-ATGTGATCACAGTAGTTTTCCAACCCGTCTTCACACTCTTCGCAATGTTTACAACTGTCG
-ACAATGCAGCCGACACCGACCAGATCGCCCGGCGCATATTTTTCTACCTGATCACCAACG
-GCTACCACACGCCCCACAATTTCATGACCCGGCACGCAGGGGTAAACCGTCCCCGCCCAC
-TCGGAACGGACCTGGTGGAGATCGGAATGGCAAACGCCACAGTAAGCGATTTCGTTTTTG
-ACATCATTCGGTCCCGGTTCACGCCGGGTGATATCCATCGGTTCAAGTGGTTGTTTAGCG
-GAATATGCACCAACAGCTTTGATCTTCATTGTGTTTACTCCTGATTAGCTATGTGTATTT
-GGCAACGCCTGATATGTCATCGCGGCAAAACGCGTCCATTGAATATAGCCAATATTTAAA
-CCACCCGATCCAGCCCCAACATGCCGCGAGCCTGAATGAAACAGAGCAGCAACGTTCCCC
-ATAAGGCGAGCGCCTGTAAGTGTGATATTTGCTATCTGTAAAAGACTAAAATCGGCAAAA
-CTGATGATCTTTTCACGTAGACAAATAGTTATCTACACAACGTCAATAAGGGCATATTCC
-TCAAAGATAATGTCCATTTCTGCCGACACACTCATATTCAGATTGCCCCACCCCCGGGGC
-TTAAATCTCTTACTATTCACCGTTGCAGGCGTTTCAAATGCGCATCAACCTGCCACACTC
-CCCCACACCAGTTGCCCTTTATGGAACGTTGCGGTTCTCGGCGAGATACGCGCCACCGCC
-TCGGCGGAACAGGAGGCGTCCACCAGCACAAAGCTGGCGTCATCCTGCGCTTTTGGCCAT
-ACACCGTCGCCTTTTTCATTCAGCGGCAATACATCGCCAGTGGCTAAAAACAGCGAGCGG
-GAGAGGTTCTGTTCGTTAGGACGAATATAGAGCTGCGCGTACAGAATGGCTTTTCCAGCA
-TGTCGCCCAGACCATAAGGCGACCAGTGGTCGATAACGCTGTCAGTGCCAGTCATCACTT
-TTACGCCTTTGTCGTGCAACTGTTTGAGCGGCATATGCAGCGTGCCAATCGGCACCGTCG
-AGGCGATAGAAATTTGTTGCACCACCATCCGGTTCGCCAGTTCATCTACCTGTTGCTCGT
-TGAGCGTTGCCAGCGCAAAGGCGTGACTGATGGTCAGCTTGCCCTTCAGCTGTGGCGTTT
-TCTCTACCGTTTCAACCATATAATTGATGGCTGCCACGCCTGCCGGAGTGGGTTTCGTGC
-AGGTGAATATCGACGCCTTTGTCGTAGTCCAGCGCAATCTGGAACATGGTGTCGAGGGAT
-TTTTCCATCGCGCCATCAACACTGGTCGGGTCCAGGCCGGCCCGACGTAATGCGCCCCCG
-CCTGCATCGCTTCACGCATTAAAGGTTCAGATTTCGACAGCAGCAAAACCGTGCTGCGGG
-AAGGCGACGATTTCACACTCAAAGCCCGCCTGACGTCGCGCCAGCACCGCCTGCAAATTT
-TGCAGATTTTTCAGGCCGGAAACCGGTTCGATATTGCAGTGGGCTGCGGGCAATGGTGGT
-GCCTTTCGACTGCAATAAATCAATCAGTTTTTCTGCCCGCTCCTGAGTGTACGGTTGCAG
-TTCCGGCAGCATTTTCTGCTCGAGTTGGATCATGTCCTGGATGGTGGTGCCTGCCGGACG
-ATTGAGCGAGCGCCACGGCCCGCCGTAAAAGGTTTTGTCGAGATGAATATGCATGTCGCG
-GGGTGTGGGCAGCATCAGCTTACCGCCAGCGTCATAGTGCGGCAGCGTGGCGTCCGGATG
-CAGCTTGTTCTCGCGCAGGGCGACAATTTTGCCGTCCTGAATCTCCACGGTCTGGCGCGC
-CGTGCGGGTCTCACCGCCACGCCATTTTCGTAGTCAAAACCGGTTTCCAGCAGCACGTTA
-TCGAGATAGTAATGCGGGTCAGTGATTTTCATGGTGTTGTTCGCTTCGCAGTTTAGGGTG
-CCCAGCTACCGCCGCATGGGCGAGCGGCACAGAGGTACCAAACAAGCGCGGCGGCGGTGA
-CCATCTTACCGCTCTGGCTCAGAAATTCACGGCGGCTATTGCTTTCTTTCATCTTACGTC
-CTTACCGTTTTAAAATATGAGTGCCCGTTTTCGCCGCGCAGCGCCGCAGGCAGGCATTCC
-GGCGTGGTGATAATCACTTCTTTGCCGCCTTGTTCTAAAAAATGTCAGGCTGGCGATGAT
-TTTTTGGCAACATGCTGCCGGGCGGGAAATGCCCTTCCTGCATATAGCGGGTCATGGTGG
-CAATATCCACCCGATCGAGCGCCTGCTGCTGCGGTTTGCCAAAGTGAATACACACTTTTT
-CGACGCCAGTGGTGATCACAAGAATGTCGGCGTAATTTCACGGGCCAGCAGCGCGGTAGA
-GAGATCTTTGTCGATAACCGCGTCCACGCTTTGGTAATCTCCCGCGTCAGTACGCACTAC
-CGGAATTCCCACCGCCCGCGCCAATTACGACAAAACCTTGTTGGGATCAGCGCTTTAATG
-GCAGGTGCTTCGACAATACGTTTCGGTTCCGGCGAGGCGACCACGCGGCGATAGCCCCGC
-CGCATCTTCAACAAAAACACCAGTCAGGGTTTGCCTTTTGTAATTCGTCACGCTGGCTGT
-CACTAAAGAATGCGCCGATGGGCTTGGTGGGATGGGCAAAAACCTGGATCGTTTTTATCC
-ACTTCCACCTGAGTCACCACGGTGACGGCTTTCTTCTCGCCGTGACGCGCCAGCCGGTTA
-TTCAGCGCCTTTTGGATCAGATAGCCGATGCCGCCCTGCGTATCTGCCACACAGTTCGCC
-AGCGGCGTTAAGGGCAGCCCTTCGCGCTTGTGGGCAATCTCCGCACGGCGTAAATCCAGC
-CCGACCCTGCGGGCCCGTTGCCGTGGGTCAGCACAATGTCGTAATGGGAAGCCAGCATTT
-CCAGCACCGTATCGGCGACGGCTTTCACCGCCTCCGCCTGATGCTCAATCGACTGGCGGC
-GTTATCTTTGATAATGCTTTGCCACCAATGGCAACGACCACAAGCTCTTTCATGTTGTTA
-TGTCCGCTACAGAGGGTGATGGGGTTATGACCAACGCCAGACTGCCTGATGCGCTACGCT
-TATCAGGCCTACAATTCTCGCGCCACTCGTAGGCCGGATAAGGCGTTCACGCCGCATCCG
-GCAATGGTGACAAATGCCTGATGCGCTACGCTTATCAGGCCTACAGATTCTCGCGCCACT
-CGTAGGCCGGATAAGGCGTCCACGCCGCATCCGGCAGTGGTGGCAAATGCCTGATGCGCT
-ACGCTTATCAGGCCTACAGATTCTTGCGCCATTCGTAGGCCGGATAAGGCGTTCACGCCG
-CATCCCGGCAATGGTGACAAATGCCTGATGCGCTACGCTTATCAGGCCTACAGATTCTTT
-GCGCCATTCGTAGGCCGGATAAGGCGTTCACGCCGCATCCGGCATGAACATGTAGGTCAG
-ACGCCGTAACGTTCGCACCAGCCAAGAATGGCTTCTCGAAGCAGGCAAAAAGGTGGATGC
-ACAAATGCCCGCGCCAATCATGCCGACGCCCGCATCTTTATGGGCGATGGCGGTGTTGAT
-CACCGGCAGAATGCCGCTGCTACCCACGGCGGTGTGATGTCGATTGCCGACGGCACGCCC
-ATAAAACCGAGCAGCGGAATGGTGACGTTGGGGTTTTCACCGAGGGTGATTTCGCGCATC
-TGACGGGAGAAATCAATAGCTTCTTCCACCGTGCCGCCCACCAGCGCGACGATAGCGGGC
-GCGGTCGCCATAGCAAATCCGCCAATACCGTAGGTTCGGTGATGGGCGCTGTCGCCGATA
-TCCAGCCCCGAATCTTCGCTATAAACCGGCAAACATCGGGCCGATCACCTGCTGCGCCGG
-GCCGGTAAACCATTGCCCCGGCAGGCCGCTGACCCGCAGGCCGAACTCGACGCCGTTACG
-CGCCATGGTGGGTGACCACGGTGTTGTATTCGATGCCATGCGCCGCATCCATCGCCGCTT
-TACACATCGCCATCCACGTCGGGCCGGAGAAGTAGTCGCTGCTGGCGACAAACTCAAACA
-CTTCGCGCTGTGCTCGACGGAATAACCCGCCTGAATAATCCCCGGCGTCAGCGCCTGAAT
-CAGCAGTGTCGTCCCGGCGTTATTGCGGTTATGGCACTCATCGCCCATATGCGCGCCTGC
-GCCAGCATTAAGCGCAGATCGATTTCGCCGATATTTCATCGCGTCCGCGCAGTATTGGTC
-CCTGCACATCACGCATCCAGTTCAGGCGGTCAATCACGCTCTGGTCGTTAGCGCCCATAC
-GCAAAATCTTCGCCATCTGCTCGCTCATGTTGGTATAAGCGATGTTGCCGTAGGTTTTGT
-TTTTTACGATGTGCATAAACATCCGAGGCCGAGGTAACACCCGCCATCGATCCCACGCAG
-TCGTGCTCGTGACACGGCGAGAAGGTGATCTCCCCGGAAGCCGCCAGTTCAGCCGCCCTC
-GTCGAGATCTTTCGCCAGTCCTTCGAACACCAGCGCTCCGGTGACCGCGCCTTTCATCGC
-GCCGCACATTTTTTCCCAGGTGATCGGCGGCCCGGCGTGAAGAATGGTTTTCGCCGTCAT
-GCCCGGCACCACGTTAATCGCCTGATCAAAACCAATCAGCACCGGATGCGACTGGATAAT
-ACGCTCCAGCGCCTGCTGGTTAGCGGCGGCGATTTTGTCCGCCAGCGGCGAATCGGCAAT
-GTTTATCCAGCGCCTGCACCACCTGCATATTGCCCTGCCCCGGCGGCGTCCAGTCGAGTT
-GAGTCACTTCTACATGCTGCTTTTTCAGGTCATCGCTAAACATGGCGATGCCGACGTTAA
-TAACGTTCATGGTTGGGAAAACAGTGACTGGCCTCATCAGGCTTCCTCCCCTTTGCAGAT
-AAATTCACGCGCCAGCAATCCGGTATTGGTGCTGCTGCTGCCAGAATCACTCCGGCATCA
-AGCAGCATCTGGCTTTGTTGTTCTAACGATGGCGTATCAAGATCGGTACCCAGCACCATA
-GGCGAGAATGATCAACTCGCGTCCTTCGGCAGCGGCGATCGCTTTCGCTTCTTTGATCGT
-CTCGATGGTGGAGCCGACCGGATCTTCATGCGATCCAAATCCGAGCACAAAATCCATCAC
-GATCACCGCCACTTCTGGATCGCGCGCCTCTTCGATCAAGCGACTGATGCGGTTGGTGGG
-GTCAATCATCGGGTGCGGCTTGCCATTGGTGAAGTCGTCATCGCCAAAGTCGAGGAAGGT
-GTGTTTGATGCTGCGGTTGATATCTTTCAGGCGGAATTCCGGATCGGGCTGAATGTTGCT
-GTAGACATCGCCAATGTTTTTTCCATCACCGCGAACATGGTTTCGTCGCAACAGCGTGCC
-GCCGCAGAACAGGCCACGAATGTATTTCTGCTGCGGGTTGCAGACGCGCACGCACATCCG
-CAATCAACGGCTGGTTAAGCGTATGCAGGTCGAGATTTTCCTGTTTCACGCCGGAGAGCA
-TCACCGCTTTTAGCGCTGCCTCTTTGGTGCCGCGGGCAAACTGTAGCCCCTGCTCATCCA
-CTGGCGTTTCGCCACGATCGAGGAAGCAGACGACCACCGGCTTGCGGCAGGCGCGCGCAC
-GTTCCAGCACTTTGCGGCCCACCGCAGGCGCAGGCGGTTTGGAGATAAGCGCAATGGATT
-TCAGTTTGCGGATCGTTTTCCAGCATCCCGATGGCGTCGAGCATCATCAGGCCGCCGATT
-TTCTCGCTCAGGTCGCGCCCGCCGGGTGCCAATCAGTTGCGAAACGCCGCCGCCAAATTC
-ATGAATGCGGACGCTCAACCCCTGACTGGCCGTGCCGGATGCGCCAACAATACCGATGTT
-GCCGCGACGCACGGCGTTACCAAAACAGAGCGCCGCGCCGTTGATAATCGCCGTGCCACA
-GTCTGGCCCCATCATCAGCAGCCCTTTTTCGTGGGCCAGTTGCTTGAGCGCCAGTTCATC
-TTCAACTGAGACGTTATCGGAAAACAGCATCACGTTGAGATCGTTTTGCAGCGCCTGACG
-CGCTTCGCGAGCGGCAAACAAGACCGTTGACCGAAATCACCGCCAGGTTACTTTCCGGGA
-TATGCTTTTTTGGCGCTGCCAATAGTGGCGTAACCGCCTCGTGCGAGCCCCTTTGCGCTT
-TGGTGTTGAACCAGTTCTTCAATCTCCCACCAGTAACTGCTCGTTGTCCGCACCCGATTT
-ACCATTGATGACAATCATCAGGTCGCCGTTTTTCGCCTGCTCCAGCTCCGGCGTCAGCAG
-TCCTAAATTTTTCAGCACGCCTTTATTCATTTCGGTCGCCATCGCCACAAATGCCTGCTC
-GACGCCGTCGAGTTTATTTGCACGCGTGGAGATAGACATCAGCGAGACAGAATCAAAATA
-GGTATTCGGTTTAATGACTATTTTAACTGACATAATTCCCTCCGTAGGTTTGGCTCAGCG
-CACAACCATCGGCCATGCCATACAGCATGTCGCAGCCGGAACTGGAGCCAATATGTTTAA
-TTTTTTCTATTGCCTGAGTTGCGTTCCCAGGGATGTCATAAATAATGTTGTGAATAAAAC
-GATGAATATTTTCCCGGCAGCGGTTGTTGTAATGCGGCTTCCAGCGTTATGGCACTTAAT
-AATGTGGTATTATTTTTGCCGCGTTGCAGACCGAGATAAAATTCCTCTTTGTATTTTTCC
-GCCGGATGCCCGGGAATAAATAAAATAAGCGCCAGACCTGTTAAATAAATCGTCGGCTGA
-TGGCGTAAGGGCCAATCCCTAACCCCATCATACTGGCGACCGCTGAGGCGATATTTTGTT
-TATCGTTACGGCCTGAATAACTGCCCGTCGTTTAATATGTAATTCTTTATTTAACGCCTG
-ATAAAACGGATTATCGCCGCGATAATTAAACCAGGGTTTCATTTTCCCCCAGGTGCTGAT
-GAATAATGTCGTGCCACTGTAGCCAGGCGATAAGGTGAAAATTCACAGCGGTCATTTGCA
-AGGTTGGGGACAGCCAACGCCGACAACGACTCATCTCTATATGAAGATGTTGACCAACCG
-TAATACCTTGATCGTCAAAACTGAACCTTATCACCATGCCGGAACAGATCATCAAAGTGA
-GTGAGTGCCAACCGACAACTGTTTGGCGCATTGTCGTACTCTTCACAAAGCAGCGTCAGC
-AACTGCTGGCGAGCCGGGAGTGCGATATTTACCGCTCTGGCAAAGACCTGTTCAACCTGT
-CCTTGCCCCCGCTGCGCCAGGAAAATCCGCATCCGCAGTTAGCGCCCACACACACCGTCT
-TTCTGGTGTGTTGATAGCAAGCCTCCCGGTTTATGCACCTGCGGCAATCAGTAACTGCGC
-AATCTCTTCAAAGCCCCGTTCCCGCGCCAGTTCCAGTGGCGTTTTGCCATATTTATCGGT
-CAGATGCGGGCTGGCACCGTGTTCCAGCAATAACTGCACAATCGCCTGCTGTTTAATACC
-ACCATCATTAAGCACAATCGCTTCCAGTAGCGGCGTCCCAGCCTACATGGTTGGTCTGGT
-TAACGTTAATCTCCGTATGCGCCAAAAAGCTCTTTTACAATACTTAAATGGCCTTTTTCA
-CAGGCAGGCGTCAGGCCGACACCGCCAAAACGGGTTACGCAATTAAGATCGGGTTTTGCC
-GGTAAAATAATTCGTAGTAGCGTTAAATCATCGTTCAGACAGCTAATTAAAAAAAGGATT
-TAAACAGGTATGATCTTGCTTATTAATATCCGCTCCGGCATCAATAATGCCTGAACGCAA
-GCATATTGCTGATATAAACTTGCCAGCGTAATTGCCGTTTTCCCCTGACGATCGCAGGTA
-TTAATATCGACACCCAGCGCCAGGCAGGTTTTTACTTTATCGATATCACCCTGTTGTGCA
-GCCAATAAATAGTCGGCAGGTAGATTTTTTATACTCATTCACATTCCCCTGGTTTTTGTG
-GCTGTTTTCGATGAATTGAGAATAGCAACGATAATCTGATAAAAGACCCGCTTAAATTTA
-ATTCGCCGTATCTCGCCTTTTTGTTGAATAATATTCAACAAACTTTTCGCAGTGTGCGGT
-AGTGCAATATTTGTTTTTTTGACCCGATACCCTTTTCACTCAATCAGGTTTTATTTCTCT
-ATAGTCTGCACATGTAAGAGTAGCTTTCGTCCATGTCTAACCAGAGGGGAACAAGATGAA
-CGGACTCACGGCAACGGGGGTCACCGTCGGTATTTGTGCAGGGCTTTGGCATTAGTGTCT
-TCACATGTCGGGCTCTTCCAAGGATGGGAATTATTAGGAACCTTTGGCTTCGTCGCCTTT
-TGCAGTTTTTATGCCGCAGGCGGCGGTAAATCGGGGTTTATCAGAAGTCTGGCGGTTAAT
-TATTCCGGGATGGTGTGGGCGTTTTTCGCCGCGCTGACTGCTGGTTGGCTGGCCTCTGTA
-AGTGGACTGTCCGCGTTCTGGGCGAGCGTAATTACTACCGTACCCTTCTCGGCGGTAGTG
-GTCTGGCAAGGGCGTTTCTGGTTACTGTCCTTTATTCCCGGTGGCTTTCTCGGCATGACG
-CTGTTTTTTGCCAGCGGGATGAACTGGACGGTGACGTTACTGGGTTTTCTGGCGGGTAAC
-TGCGTGGGGGTAATTTCAGAAAATATGTGGACAAAAATTAAGCGAGAGCGACGACTAAAC
-GCGACGGGTATTAAAAGTTATTCAAAAATGATTATCTATCTTTAACCGATACCTCTACAG
-TCATAGCTGGAGAAATTCAATAGTAGATAATGGCGAGAATGGTTTAATGAACTCAATTTT
-TACCGAAGAGAATCTGTTGGCATTTACTACCGCTGCGCGTTTTGGCAGCTTCAGTAAAGC
-CGCAGAAGAGTTGGGTTTAACCACTTCCGCCATTAGCAACACCATTAAGCGTATGGAGAC
-GGGGCTGGATGTGGTGCTGTTCACTCGCAGTACCCGCAGCATTGAGTTAACGGAGTCCGG
-GCGTTATTTTTCCGCAAAGCTACCGACCTGCTGAATGATTTTTATGCCATCAAACGCAGA
-ATCGAAAACATTTCGCAGGGCATAGAAGCGCGTGTGCGCATTTGTAATTAATCAGCTGCT
-TTATACGCCCAAACACACCGCACGCTTGTTTACAGGTGCTGAAAAAGCAGTTTCCTACCT
-GCCAGATTACCGTCACCACCGAAGTGATATACCGGCGTCTGGGATGCGATTATTAATAAT
-CAGGCCAATATCGCCATCGGCGCACCCGATACACTACTGGACGGCGGCGGTATTGATTAC
-ACTGAAATTGGCGCGATTCGCTGGGCTTTTGCTATCGCCCCGGATCACCCGTTAGCCTTT
-GTGCCGGAACCCATCGCCGAAAGCCAACTGCGTCCTTAACCCAATATTATGGTGGAGGAC
-ACCGCGCATACGATTAATAAAAAAGTGGGCTGGTTGCTGCACGGGCAGGAGTCAATTCTG
-GTGCCAGATTTCAACACCAAATGTCAGTGCCAGATTTTAGGTGAAGGAATTGTTTTTTGC
-CGGATTACATGGTCCGTGAGGCGATGACGCAATCCCTGCTGGTTACCCGACAAATCCATT
-ATCCGCGCCAGGATTCGCGCATGTTACTGGCGACTCAGCATTCTGCTACGGGGTCAGGTG
-ACGCAGTGGAATTAAAAACAATTTGCGCCAAATGGCATATTAACGGGGATCTATCAGGAT
-TTACTGCATCGGGAGAATTAATCGCTGCCAACCTCCCGATGCGCTGTGAATAGCGGTTTA
-CATCAAACCACCTGCTTTCATTACCCATTCAGAGATAAATTTATTACCCGGTACTGGCGG
-AGAGTACAAATAGCCCTGCAAAAAGTGAAACGCCTTTACCGATCATTAAATCCGCCTGCT
-CCTGGGTTTCTACCCCTTCCGCCACGATACTCAGACCAGGCTTAACGCGCTAGTTCGACA
-ATATTGTCCACAATATGACCGGAGATTTCGTCGACACTCGCCATTTGCACCAAATGACTT
-ATCGATCTTAATAAAATCGACCGGGAACGCCTGCAAGTAACGATAGGTCGCATAACCCGT
-ACCAAAGTCATCCAGCGCAAAGGTAATGTTGTGCTGATGAAGGCTGTCAAATATCGCTCT
-GGCTTCTGGCGTTACCGGAATAGGGTTACGTTCCGTTACTCGAGAACCAGCTTGATTTTA
-TCGTTACCTAATTTATTAACCAGGTTCAGACACTCTTTTTCAAATCCCGCTGCCAAAAAA
-CAAACCCGCCGAGACGTTGATGCCAATATGGAAATTGTCCGGCAGCAAATGTTTTACCGG
-CATCAGAATATCCGCAGTCTGTTTCATCAGTTGGCGGGTCATTATGACAATAAGACCGGA
-TGACTCCGCCAGAGGAATAAACTGATCCGGTGGGATAATTCCCGTTTGTGGATGTTCCCA
-GCGGACAAGCACCTCACAGCCCGTCAGTACGCCAGTCTGCGCGCAGAAAACCGGTTGGAT
-CCACGGTTTGAATTCGTGGTTTTCCAACGCCAGACTGATGGGCTTCAGGCGTGACGATAT
-GGTGATAGTGATTATCATTAATATATCTGTGACTATTACTCCCCGTGGCGGATATGATCT
-CCGGATTGTACTGAAAGAAAATATCGCGCCAGAAAGTAATATCGCTCTGAATCCCCAGTT
-TCTCCAAAGAGCTGTTTCTTTTGATGTGAAATTGTCTTTGCACTGCGATTTCTGTACTGT
-GATATTTCTGTTACAGACATTCCCTGCATCAGCAGCTTGAGTAGCAGTCGTTCTTTCTCG
-GATTCGCTACCAGGCAATGACAAATGAACCGTTGTACCGAACTCTTGCAGAAAAACACGA
-AAATCACATGAATTCATGGAACACACCTTTATCTTTTATCGCTGTTCAGTATGAGTGATT
-ACCTGTCGATTCCTGAGCACACAAAAGGGGTAACCATAAACATCAGCGATGCCATACGTA
-TAACATCCCACATCACTATCAAGAAGATTATCTTTACCTCTGAGCTCGCTCAAAAACAGT
-TACGCTAAATACCTTAAAAAGGTAATCACAAGTCAAACTCAGGAGATAATCACGCAAGAA
-TGCAATATTAAAATTCAGATACTCATTTTTGGTAATAAAGAAGTAGTTGGACTATTTCAA
-TATTTATAATTCCCACTACATACTGGCATCCATTCATGAGCAAAGGGCGCATTATATGAA
-TTTAACAATCCAGATCAACTGAAAATACCTCTCCCTCATAAACACATAGCGTCAACATTC
-AATGACATAATGATAAAAGATGTTGGTTATGCATACGTATCATTACTCTATGCCTGTCCC
-TTAAAAACCCACTCATTAAGACTGAATCCATTCAGCAAATGATAACCAATATTATAGCAA
-TGCCAATAAAAACAATATTTAAAACATTCAATAAAATATCACACACAGATAATTAAACCT
-TAAATAACAAATGGTTGCGTTAATTTCAGTTGATTTACGATACACATTTCTCATGAATAA
-TGCGTCATTTCAAATGATCAGCAATATTTACATTAAATAAGACTAAACTTATTGAACATT
-CGCAACAGCCCAAATGTAGGTTTTGGGCTGCAATAGTTCTTTTCTTTTTTATTATCTGTT
-GTCTGGTAATCATCAATAGATACTAAGGGCTTAACCGTATAGATATAACGTATCAAGAGG
-TAGGAGAAACAGCGCCATATGCAGACATGGCGCGGTTTTATGCAATAACAATCACGCGTC
-CGGGAACATCACGCTATGGCCCGGCGCTTCACGATGGAGAATGAATAAAGTTAAAGGTGC
-CGCTCGTACTGGTCAAGAATATCGGTGATCACCTGCTCTTTGCTGTAGTCCATCAGGTCG
-TTGCCCTGGCTGCCTTCTAACAGGAAGGTTTCCAGCCGGTAGTAAGGTCGATTTACCGCT
-GCGTGCGCGGTAGGTAAAGCCCGGCACCGAATATTGCTGCGGCCAAATCTGATAGACAAA
-GTTTTGCTCTTCCCCCATATGCACCAACAAATCCAGATGACCCAACTGCTGTCCCTCTTC
-CGGTGGCAGGCTTTTTAGCTCCACGTACGCGCCGCGCAACCGCAACTCCTGCGCCCACTT
-CTTCCATTGCCGGGTAACAGACCGTCTCCATCATCTGTTTAGTGTAACGCGTGCCCCGGA
-TAATTCATCAGGCGCGAGAGACGTTTTTTCCAGCTCAGGCGATCCTGAAGCCCCAGCGGT
-TCGCGGTGCGGTATCGCGGTTGGCACTTTCACGGCGGTAATCTTCTACCTTCAGAGATTT
-TACAACCCCGCCATCACGAAGAAGATCACAAAGCTGAACGGCAGCCCCATAATCACCGTG
-GTGTTTTGCAGCGCGGATATCCCGTTAGTCATCAGCATGCCGAGCGTCAGCAGGCCAATC
-GCCACCGACCAGAAGACGCGCAGCCAGCCGGGGGCGTCGCTGTTGATATCTTTAAGCTGC
-GAGGTGAAATTCCCCAGCACCAGCGCCCCGGAGTCCGCCGAGGTCACATAAAACAGCAGG
-CCAGTAATGGTGGCGACGGAGGCGCTAAAGGTAAACGCCGGATACTGCGCCAGCAGGCTG
-TAGAAGCCGCGCTCCCGGATGGACCATCGCTTCCTCGGCAAATGCCGCGCCGCCGTGGAT
-GATTTCATACAGCGCGCTATTGCCGAACACCGAAAGCCATAACAGCGTGAAGGTAAACGG
-AATAATCAACGTGCCCAGCACGAACTGGCGAATGGTACGCCCACGCGAGATACGCGCCAG
-GAACAAGCCGACAAACGGCGACCATGCCACCCACCATGCCCAGAAGAAGAGCGTCCAGTT
-ATCATCCACTCAACCGGACGGTCGAAGGCAAACTGTTGAGCGTCATGCCCATAAAGCGAT
-TCACATAGTCGCCAACATTCAGCACCAGTGCATTAAGCAGGAACGAAGTGCGCCCATAAA
-CAATACGAACAGGATCAATCCCAGCGCCAGCGCGACATTAAGCTCCGATAACACGCGAAT
-GCCCTTATCGACACCGGAGGTGACAGAGATCGTGGCGATTATCACCGACAAGGCGATCAG
-TGCCGCTTTCGCCGCCATCGAATCGGGAATATCAAACAGTACGCTCAAGCCATAGTTAAG
-CTGCACCACACCGATACCGAGCGTAGTGGCAATACCGAAGATAGTGCCGATCACCGCTGC
-AATATCCACTGAGTGACCTATCGGCCCGTTAATCCGTTTACCGAAGATCGGGTACAGCGC
-CGAGCGGATGGTGAGCGGCAAATTATAACGATAGCTAAAGTATCCGAGCGCCATGCCCAT
-CAGCGCATACATCGACCAGCCGGTTAAGCCGTAGTGAAACAGCGTCCAGACCATCGCCTG
-ACCCGCGGCCTCAATCGTCTGTCCCGCGCCTTCCGGCGGCTGCATATACTGCGTTACCGG
-TTCGGCTACGGAGAAGAACATCAGGTCGATACCGATCCCGGCAGCAAACAGCATCGCCGC
-CCAACTCAGCAGGCTGAATTCCGGTTTGGATTGTTCTGGCCCGAGCTTCACCGAACCAAA
-ACGCGAACAAGCGATACAGACCACAAAGACAATATAGAGCGTTGCCGCCAGCAGATAGTA
-CCAACCGAAGGTTTTAAAAAACCCAGTCCAGCGTGCGGCCAATCCACAGGGCCGAGAAGT
-CGCGAAACAGGATCGTTGTCAGGGAAAACAACAAAATCAGTCCGGCGGAGGTGTAAACAC
-ACACCGGATTGATTTTGGTCCTTTTCCCTCCTGTGTGAAAGGTCTGTCATCCAGTATCCC
-CACTGTTATTGTTACTATTTAAAATCAAATTCGTAACAATTAAGACACATTTTATATTGA
-ACGTCCAATCAATAACCGCTTTAATAGATAAACACCGCTGATGAATGGAGTGGCGAAAAT
-GCCCAAATTGGGGATGCAGTCGATCCGGCGCAGACAACTGATCGACGCCACACTGGAAGC
-AATAAATGAAGTGGGCATGCACGATGCAACGATCGCGCAGATCGCCCGCCGTGCAGGCGT
-TTCTACGGGGATCATCAGCCACTATTTCAGGGACAAAAATGGTCTCTGGAAGCAACCATG
-CGCGATATCACCAGTCAGCTGCGTGACGCGGTTTTGAATCGATTACATGCACTTCCGCAG
-GGCAGTGCAGAGCAGCGATTACAGGCGATTGTTGGCGGAAACTTCGATGAAACGCAGGTG
-AGCAGTGCGGCGATGAAAGCCTGGCTGGCTTCTGGGCCAGCAGTATGCATCAGCCGATGC
-TCTATCGTTTACAGCAGGTCAGCAGCCGCCGCTTGCTGTCGAATCTGGTGAGCGAGTTTC
-GTCGCGAATTGCCGCGCGAACAGGCACAGGAAGCGGGCTACGGCCTGGCCGCGCTGATTG
-ATGGATTATGGCTGCGCGCGGGCTCTGAGCGGCAAACCGCTGGATAAAACCCGCGCTAAT
-TCCCTGACCCGCCACTTTATCACTCAGCATCTACCCACCGATTAACCGAGGAGACGTGAT
-GTCCCGAATGGCAGAACAGCAGCTTTATATACATGGTGGTTATACCTCCGCCACCAGCGG
-TCGCACCTTCGAGACCATTAACCCGGCCAACGGTAACGTGCTGGCGACCGTGCAGGCCGC
-CGGGCGCGAGGATGTCGATCGCGCCGTGAAAAGCGCCCAGCAGGGGCAAAAATCTGGGCG
-TCGATGACCGCCATGGAGCGCTCGCGTATTCTGCGTCGGGCCGTTGATATTCTGCGTGAA
-CGCAATGACGAACTCGCAAAACTGGAAACCCTCGACACCGGAAAAGCATATTCGGAAACC
-TCAACCGTCGATATCGTTACCGGTGCGGACGTGCTGGAGTACTACGCCGGGCTGATCCCG
-GCGCTGGAAGGCAGCCAGATCCCGTTGCGTGAAACGTCCTTTGTGTATACCCGCCGCGAA
-CCGCTGGGCGTAGTGGCAGGGATTGGCGCATGGAACTACCCGATCCAGATGCCCCTGTGG
-AAATCGCCCCGGCGCTGGCGGCAGGCAACGCAATGATTTTCAAACCGAGCGAAGTTACCC
-CGCTTACCGCGTTAAAGCTGGCTGAAATTTACAGCGAAGCGGGCCTGCCGGACGGCGTAT
-TTAACGTGTTGCCGGGCGTGGGCGCGGAGACCGGGCAATATCTGACCGAGCATCCGGGCA
-TTGCCAAAGTGTCATTTACCGGCGGTGTCGCCAGCGGCAAAAAAGTGATGGCTAACTCGG
-CGGCCTCTTCCCTGAAAGAAGTGACCATGGAACTGGGCGGTAAATCACCGCTGATCGTTT
-TCGATGATGCGGATCTCGATCTCGCCGCCGATATCGCCATGATGGCAAACTTCTTCAGCT
-CCGGTCAGGTGTGTACCCAATGGCACCCGCGTCTTCGTTCCGGCGAAATGCAAAGCCGCA
-TTTGAGCAGAAAATTCTGGCGCGCGTTGAGCGCATTCGCGCGGGCGACGTTTTCGATCCG
-CAAACTAACTTCGGCCCGCTGGTCAGCTTCCCGCATCGCGATAACGTGCTGCGCTATATC
-GCCAAAGGCAAAGAGGAAGGCGCGCGCGTACTGTGCGGCGGCGATGTACTGAAAGGCGAT
-GGCTTCGATAACGGCGCATGGGTTGCACCGACAGTGTTCACCGATTGCAGCGACGATATG
-ACCATCGTGCGTTGAGAAGAATCTTCGGGCCAGTGATGTCCATTCTGACCTACGAGTCGG
-AAGACGAAGTCATTCGCCGCGCTAACGATACCGACTACGGCCTGGCGGCGGGCATCGTGA
-CAGCGGACCTGAACCGCGCGCATCGCGTCATTCATCAGCTGGAAGCGGGTATTTGCTGGA
-TCAACACCTGGGGCGAATCCCCGGCAGAGATGCCCGTTGGCGGCTACAACACTCCGGCAT
-TGGTCGCGAGAACGGCGTGATGACGCTCCAGAGTTACACCCAGGTGAAGTCCATCCAGGT
-TGAGATGGCTAAATTCCAGTCAATATTCTAACCAGGAGGTTTATTTGCAATTTGACTACA
-TCATTATTGGTGCCGGCTCAGCCGGCAACGTTCTCGCTACCCGTCTGACTGAAGATCCGA
-ATACCTCCGTGCTGCTGCTTGAAGCGGGCGGCCCGGACTATCGCTTTGACTTCCGCACCC
-AGATGCCCGCTGCCCTGGCATTCCCGCTACAGGGTAAACGCTACAACTGGGCCTATGAAA
-CGGAACCTGAACCGTTTATGAATAACCGCCGCATGGAGTGCGGACGCGGTAAAGGTCTGG
-GTGGATCGTCGCTGATCAACGGCATGTGCTACATCCGTGGCAATGCGCTGGATCTCGATA
-ACTGGGCGCAAGAACCCGGTCTGGAGAACTGGAGCTACCTCGACTGCCTGCCCTACTACC
-GCAAGGCCGAGACTCGCGATATGGGTGAAAACGACTATCACGGCGGTGATGGCCCCGGTG
-AGCGTCACTACCTCCAAACCCGGCGGTCAATCCGCTGTTTGAAGCGATGATTGAAGCGGG
-CGTGCAGGCGGGCTACCCCGCGCACGGACGATCTCAACGGTTATCAGCAGGAAGGTTTTG
-GTCCGATGGATCGCACCGTCACGCCGCAGGGCCGTCGCGCCAGCACCGCGCGTGGCTATC
-TCGATCAGGCCAAATCGCGTCCTAACCTGACCATTCGTACTCACGCTATGACCCGATCAC
-ATCATTTTTGACGGCAAACGCGCGGTGGGCGTCGAATGGCTGGAAGGCGACAGCACCATC
-CCAACCCGCGCAACGGCCAACAAAGAAGTGCTGTTATGTGCAGGCGCGATTGCCTCACCG
-CAGATCCTGCAACGCTCCGGCGTCGGCAACGCTGAACTGCTGGCGGAGTTTGATATTCCG
-CTGGTGCATGAATTACCCGGCGTCGGCGAAAATCTTCAGGATCATCTGGAGATGTATCTG
-CAATATGAGTGCAAAGAACCGGTTTCCCTCTACCCTGCCCTGCAGTGGTGGAACCAGCCG
-AAAATCGGTGCGGAGTGGCTGTTTGGCGGCACTGGCGTTGGTGCCAGCAACCACTTTTGA
-AGCAGGTGGATTTTTTCGCAGCCGTGAGGAATTTGCGTGGCCGAATATTCAGTAACATTT
-CCTGCCAGTAGCGATTAACTATAACGGCTCGAATGCAGTGAAAAGAGCACGGTTTCCAGT
-GCCACGTCGGCTCAATGCGCTCGCCAAGCCGTGGGCATGTGCGGATTAAATCCCGCGACC
-CGCACCAGCATCCGGCGATTCTGTTTAACTACATGTCGCACGAGCAGGACTGGCAGGAGT
-TCCGCGACGCAATTCGCATCACCCGCGAGATCATGCATCAACCCGCGCTGGATCAGTATC
-GTGGCCGCGAAATCAGCCCCGGTGTCGAATGCCAGACGGATGAACAGCTCGATGAGTTCG
-TGCGTAACCACGCCGAAACCGCCTTCCATCCGTGCGGTACCTGCAAAATGGGTTACGACG
-AGATGTCCGTGGTTGACGGCGAAGGCCGCGTACACGGGTTAGAAGGCCTGCGTGTGGTGG
-ATGCGTCGATTATGCCGCAGATTATCACCGGGAATTTGAACGCCACGACAATTATGATTG
-GCGAGAAAATAGCGGATATGATTCGTGGACAGGAAGCGCTGCCGAGGAGCACGGCGGGAT
-ATTTTGTGGCAAATGGGATGCCGGTGAGAGCGAAAAAATGAGTCGTGATGTGAACTAACG
-CAGGAACCGATCAGATTGAGAGTTACCGTTCCAGAGAGGGGGACCGAATCCCTATATAAA
-CACTGAGGTAACTCTCATGCTTCATATCCAGTATTCATGATGCGGGCTTTTTGCTGATAT
-TTAACCCGAACATTCCTGATACAGACTATTAATACAACCTTATCTGCGACAGATTTTATT
-CTCTGGATATATTATGCGTTGAACAAATCAAACAGGATATCGATCTGATTGAGATTTTAT
-TTTATCTGAAGAAAAAGATTCGTGTTATCCTTTTTATTATGGCTATATGTATGGCTATGG
-TGCTGTTGTTTCTGTATATCAATAAAGACAATATAAAAGTGATTTACAGCCTAAAAATAA
-ACCAGACAACGCCAGGTATACTTGTTAGCTGTGATAGCAATAATAATTTTGCCTGTCAGA
-CTACAATGACTGAAGATGTTATTCAGCGAATTACTACATTTTTTCACACCAGCCCAGATG
-TCAAGAACAGAGAAATAAGGCTGGAATGGTCAGGAGATAAGAGAGCTTTACCAACTGCTG
-AAGAGGAAATATCTCGCGTGCAGGCCTCTATTATCAAAAGGTATTGCGTCAGAATATCAT
-AATGGCAGGCAAGTTCTCGATGAGATACAAACGCCTTCAGCAATTAACAGTGAGCTTTAT
-ACAAAAATGATATACCTGACCAGGAACTGGTCATTGTATCCGAACGGTGATGGCTGTGTA
-ACTATAAGCTCACCAGAAATAAAAAATAAATACCCTGCTGCCATTTGCCTGGCTCTGGGA
-TTTTTTCTAAGCATTGTAATTTCTGTAATGTTTTGCCTTGTCAAAAAAATGGGAAGATGA
-ATACCAACAAAACTCTGGGCAGTAATAAACAACATTCTGATAGAGAGTGCCTGTATAAAG
-CTGAAGTGACAATGACCGGGAAGGGAACCCGTTTTCAGGAATGGATGCCTGCTCTTTTAC
-TGTAAATATCCTGGCATTGGTAATACCAGGATATTTACAGAAGAGCAGCATAACCATGAC
-GGAACGGGGTTAAGTCAGGTTGTCCTAAACGCTATTTTCAACCTCGTATGCCTTCTTCAG
-GTTTATGTCCAGACTTCATATCTCTCTCAACAATCCTCAATAATCAGATACACCGCTTTC
-ACCGGGCCATGAACTCCGACGACTTTGATAAGCTCAATATCCGCCGTTGAACTGGGGCCG
-CTAATGATGTTAATGCAGGAAGGCATTCGTTCACCGGCCTGCGCTTTCTGATGCAATTTT
-TCTGCGAGTTGCGCTACACGCGGCAGGATAGTGCTTTTACGCAGGATAAAAAGAGAATAT
-TCCGGGAGCAGGCTCAATGAACGCCCGCGCTCGGCGGCGGAAAAAAGAACCACGCCTCCC
-GATTCGGTTAAACCATATTCAGCATACACAACACCCACTTTAGCCTGCTCTGCCTGCGAG
-ATATTCTCGGCACCTTTCGCCGGATCCCAAACAACGGCATTGCATTCCTGCTGCAAACGT
-TCGCTAATCCCCAATTCCTCCAGCCTCGTGTCACCGCTAATCACGACCGACTGAATCTCC
-CAGCTCTTTACACAGACGTATTGCAGCTTCTGCCGCCTTCGCCTCGCTGGTCAGCTCACA
-GCGCGTCAACATAACATCGCTGGCAAACTGAATAAACGCGTCACAGCGCTGCTGTTGGTT
-AAGTTGGGTAAGCCGCTCGTTAGCATAGTTGTTAAGCGGCGCATCTTCTGCTTGCGGTTC
-AAGTCGCAGCGGGCGACCCAGTGCCTGAGCAACGTTATTCAAAAATTCGCCTCGATTATC
-CATTCTTTTTCTCCTGCGCCTGATGTTTCTTAAACCAACTACGGAAACTCTCTCCGTCAG
-CTTCAGGAAGATCGCGTCTTTCCATCCAGTCGCTAATCGCGCCAAATTTGAGTGGTGTTT
-TGCCGCCATTGATAAACCAGCTTGCCGCATGAGCACCGGCCATCATCCCGACTTTCCACA
-ATCCTGGATGACTATTGGCATAAGCGAACATTTTTATCGCCCGTTGCTCTGCTTTTGCGG
-TGAATCCTTTTTCAGCCATCACCCGACGATGACGCAAAATCAGTTTTGACAGCGGAATAC
-GCACCGGACACACGTTGTCACAAGCTGTGCATAAAGAGCAGGCGTAGGGTAAATCTTTAA
-AATCTTTATAGCCGCCAAGTAGCGGAGAAATCACCGCACCAATTGGCCCTGGATAAATAG
-AGCCATATCCATGACCGCCAATATGGCGATATGCCGGACAAGTATTCATACAAGCCCCGC
-AGCGAATACAGCGCAGCACATCCCGAAATTCAGAGGCCAGCACCTCAGAACGCCCGTTAT
-CGACAATAACCAGATGAAACTCTTCAGGACCATCAACGTGCCCAGCTTCGCGCGGTCCTG
-TCAGCCAGGTGTTGTATCCCGTCAAACGTGCACCAACGGCACTGCGCGCCAGCATGGTGA
-TCAATACATCTACCTCGGCAAACGTGGGGGCAATACGCTCCATTCCCATCACTGCAATAT
-GCGTTTTAGGCAGCGTGGTACACATTCGCGCATTACCTTCATTGGTCACCAGGCATACCG
-AACCGGTCTCTGCCACCGCGAAATTACAGCCGGTAATACCTATTTCAGCACTGAGGAAAT
-CTTCGCGGATTTTTTGCCGGATGAATAAGGTCATCGCTTCAGGCGTTTCCGGCCCCTCAT
-AGCCCAGACGTTCGTGTAGCACTCGACGGATCTGATGGCGATCTTTATGAATTGCCGGGA
-CCACAACATGAGATGGCGGATCTTGATCCAGCTGGAGAATATATTCACCCAGATCGGTTT
-CAATCACCTGAATGCCAGCATCCTGCAACACATGATTGAACACAATCTCTTCGGTCACCA
-TCGATTTAGATTTCACCACCTTCCGGGCATTTTTGCGTTGGGCAACCTGTAAAATGTAGC
-GGGTAGCGTCTTCTTTGGTTCTTGCAAAATAGACGTGACCGCCGTTTTGCGTCACTTTTT
-CTGAGAGCTTGGTACAGATAAGCGTCGAGATTACTCAGAACATGATCACGTATCTGGGCG
-GCCCGATCGCGCCACTCCTCCCAGTGCCCCAATTCATCGACCATTTTTTGCCGATTTGCC
-CCAATACGCTGCTGCGCGTTTGCCACCGCTTTGCGCATGATCGGATCTTCAATTTGCTGA
-CGGATGCGTGTCTTAAAATCTGTATTACTGGTTTTGATCGACATCTTTATATCCTCAGCG
-GCTCATCAACACTTCAGCAATATGCATCACTTTGACTTTCTGCCCTTCCCGTTGTAATCG
-CCCACTGATGTTTAGCAGGCAACACACGTCAGCACCAATTAAATACTCAGGGCGGACTTC
-CATCAGGTGCGCAACCTTTTCTTTCACCATCTCGCCGGATATTTCGGCCATTTGACCGAG
-AACGTGCCGCCAAACCCGCAGCAGGTATCCTGTTCAGCAAAGGTCACCGACTCCAGTCCA
-CGCACATTTTTCAGCAGCGTAAGTGGCTCGTCCTTCACTCCCAGCTTACGGGCCAGGCTA
-CAAGATGGGTGATACACCGCTCTCCCTTGCAAACTGGCACCTACATCGACTACCCCTAAT
-TTATTAACAATAAAAGAGGTGAGATCCTGCATACGCGCGGCAACCTTTGCGGCACGTGAT
-GCCCATTCAGGTTCATCCGCCAGATACGTTCGGGTAACTTTTTACGGCATAGGTGCAAGA
-GCCAGCCGGTGAAATAATGGGATCGTCGTTATCCTCCAGTGCGGCGATCAGATTTTTCAT
-CCCTGGAATCGCTTCTTTGATATAACCGCTATTGATCGCAGGCTGACCGCAGCATCCCTG
-TTTCTCCGGGAAATTTACGCGACAGCCGAGTTTTTCCAGTAGCAGCACGGAGTCTCGTGC
-CATTCTTGATTTCAGGGCGTCACCAATACAGGTGACAAAGAAATTGACATTCACAACTAA
-TACTCCATTACTTCATGCCCATTTATGCCCGATGTTTCCCCCCCACCGGGGGATCAATCA
-TCAATAAATATGGCGTTCTTTTTTAATTGGCTAGCAACATACCACCCCTCATTTGTATGA
-CAAATGATAATCTTTCATCCAAACGTCAAATGCAATAACTAATTTTATTTCTTTCGGCAT
-CGCTCACATTTTATGGGGAAATCGACGATCATTTTTGGCATAAGAAATCCATTTAAAAAT
-GGCTACATCCCTTATACCTATTCAGAGCTACTTATTCAGGGGTTATTGAGATATACACTG
-ATGGTGTACAAAAAAATCACCGACAATAATCACGTATCAAGTAATAGTCGGGATTTTATT
-TAATTGAAGCAATTTAGTTTGCATTTTTATTTAAAAACTGAGCTAGAGTCCATCAGAAAA
-AATATATAAAGCCCAAACCACCGTTGGAAATAGAAATAGTTGAAAGGCTCACAACTCCGG
-AATGCGGATTATCTTTGCCCTGATTTCTGGCGGTTTTATTCAGGGTGCAAGCTGTCTGAC
-CCTTTCCCGATATTCTCCCGGGGTACAACCAAACTCGCGGAAAAACGCCTTGTGAAAAGA
-TGATTCACTGGCATAGCCTACTGACTCAGCGATCACCACAACAGGGAGCGTTTCCCGGGA
-AAACATCTGGGCCGCTATTTGTAGACGCAACCTTTGTTAATACAGCCAGCGGCGTGGTTC
-CGGAAACATCACGGAAAAGCTGGGCAAAACTTGCCCGGGACATGTGAGCGATGCTGGCCA
-GCGATTCGACGGTCCAGGCGTGTCCTGGCATTTCCAGCATTTGCTGTATTACCGCACCAA
-GACGTGGATGCAGAAGCAAACTGAGAATGTTTTTCTCAGTTTTAACCTGTGCAATCCACT
-CACGCACCGCCGAGAGGGTAAAGAATGTAGCGCAGATCTGGCTACACAGTGCATCCACTC
-CCGGCATTGCCGATCTGGATTTCCTGTTGTAAAAACGGGATCGCCTCCCTCAGCCAGTTA
-TATTCCACGCTGTGGTTAACCGGTGCTAAAAACAGCGTTTCCGGCAAAGACGTTAAAAAA
-TAACGCGCCGAATGTTTCAACCGAAGAGTGCCGCAGACAATACAGGTCGATTCATTATCG
-ACATGACTCAGGCGATGAGCTGAATTTTGTGGTAGCAGGACCACATTTCCCGGGCGTAAT
-GTAAAAATCTCCCCCGTCGGCATTTCCAGCTTCGCCCCTCCTTGCGTTAACGCATGCCAA
-CGAATAACCGATAATTCCCCGGCACCATGTGGAAGCTGCCAGTCACTTCCTAACACGCAT
-TCTTATCGATCGTTCCTTGTGGAGCGTTAAGCATCAACAAACGGCTAAGGGCATCCATAT
-CAGACTCCTGAGTGGTTTTTGATTACAAACACCAACAATCTTAGTAAATAACTAAATCTA
-ATACCATCAAATAGTTAATCATGATTTTTGTTTTGTGATTCTGATTAAGAAAAAGAAAAT
-ATCAGACGATAAGACAAAATATCAAGCGTTTGTGAAGAAATGTTATTTGCTCTTTTGCGT
-CTATAGTCATGATGTCAAATAAACGCGTTTCGACAGGAAATCATCATGAATAAATATCAG
-GCAGTGATTATTGGTTTTGGCAAGGCTGGAAAAAACATTAGCCGTCACGCTGGCAAAAGC
-AGGTTGGCGAGTGGCTCTCATCGAACAATCAAATGCAATGTATGGCGGGACCTGTATTAA
-TATCGGCTGCATCCCAACCAAAACATTGGTTTCATGACGCACAGCAGCACACAGATTTTG
-TCCGTGCCATACAGCGTAAAAATGAAGTGGTTAATTTTTACGTAATAGAAATTTTCATAA
-TCTTGCGGATATGCCCAATATCGACGTGATCGACGGCCAGGCGGAGTTTATCAATAATCA
-TAGCCTGCGTGTTCATCGGCCTGAGGGAAATCTGGAAATTCATGGCGAGAAAATTTTTAT
-TAATACCGGTGCACAAACCGTGGTTCCGCCAATTCCTGGAATTACCACCACGCCAGGAGT
-ATATGACAGCACCGGATTACTTAATCTAAAAGAATTGCCTGGGCATTTAGGTATTTTGGG
-GGGCGGATATATTGGCGTTGAGTTCGCCTCTATGTTCGCTAATTTTGGCAGCAAGGTAAC
-CAATTTTAGAAGCAGCTTCGCTGTTTTTGCCTCGGGAAGATCGGGATATTGCTGATAATA
-TCGCGACGATTTTACGCGATCAGGGCGTCGAATATATCCTCAATGCCCATGTGGAGCGAA
-TCAGTCACCATGAAAATCAAGTGCAAGTGCATAGCGAGCACGCCCAACTGGCGGTGGATG
-CACTGTTAATAGCTTCCGGTCGTCAACCGGCTACCGCTTCGTTACATCCAGAAAATGCCG
-GTATCGCAGTAACGAGCGCGGGGCAATTGTCGTTGACAAGCGATTACATACCACCGCAGA
-CAATATTTGGGCGATGGGAGATGTTACCGGCGGGCTGCAATTTACTTACATATCACTGGA
-TGATTACCGCATTGTACGTGATGAGTTACTGGGTGAAGGCAAACGTAGTACTGATGATCG
-GAAAAATGTGCCTTATTCCGTATTTATGACACCGCCCCTGTCCAGGGTTGGTATGACAGA
-AGAACAAGCCAGAGAGAGTGGTGCTGATATTCAGGTGGTGACATTGCCTGTAGCTGCAAT
-TCCGCGTGCCAGAGTGATGAATGATACTCGTGGGGTATTAAAAGCGATTGTTGATAATAA
-AACCAACGTATGTTAGGGGCATCACTGCTGTGTGTTGACTCCCACGAGATGATCAATATA
-GTGAAAATGGTGATGGATGCCGGGCTGCCTTTATAGCATATTACGCGATCAGATATTTAC
-TCATCATCGTCGATGAGCGAATCACTCAATGATCTATTTTCATTAGTCAAATAAACTCAA
-AATCAGACGCCAGAACAAATATTCTGGCGTCTCAGAGAAAAGAATCTTATTAATTCTCTG
-TTACTCTATAACTTCTTAATCACTTCATTGATGGTATTTTATATGTTTAAAAAATCTGTT
-TTATTTGCAACACTATTATCTGGCGTTATGGCATTTTCCACCAATGCAGATGATAAAATA
-ATTCTGAAACATATCAGCGTCTCGTCAGTATCAGCATCACCGACAGTTCTGGAGGATACC
-ATTGCTGATATAGCCAGAAAATATAATGCTTCATCCTGGAAAGTCACATCGATGCGAATT
-GATAATAATTCAACCGCAACAGCAGTATTGTATAAATAAGGATGTTCACAATGGAAAAAA
-ACCTGCACCTGTTAAGTCGGGGAAGATAAAATTGGCCTGACATTGATTCGTCTGAGTATT
-GCAATTGTTTTTATGTGGATTGGGTTATTAAAGTTTGTCCCTTACGAGGCAGACAGCATT
-ACACCATTCGTCGCAAACAGTCCACTAATGTCGTTCTTTTATGACAACCCGGAAGACTAT
-AAACAGTATCTGACTCACGAAGGCGAATACAAACCAGAAGCAAGGGCATGGCAAAACGCC
-AATAATTACCTATGGTTTTTCCAACGGTCTTGGCGTCGTGGAGGTGATTATTGCTCTGCT
-GGTTTTGGCTAATCCTGTCAATCGCTGGTTAGGTTTTTTGGGAGGACTGATGGCATTTAC
-CACGCCGCTGGTAACACTCTCATTTTTAATCACCACCCCGGAGGCATGGGTACCCGCATT
-GGGTGACGCTCATCATGGTTTCCCTTATTTATCCGGTGCTGGTCGCCTGGTATTGAAAGA
-TACTCTGATGCTGGCAGGTGCAGTCATGATAATGGCAGATTCGGCGCGGGAAATTCTTAA
-ACAACGCAGTAATGAATCCAGTTCAACGTTAAAAACTGAATATTGATAATCCGAACACTG
-TCTGTTGTTCACTTTTTCAGCGGTCAGGCCCCCTTTCTGATGATGAAGCCTGACGCCATA
-TTACCGGAGATATGACAGAGTGAAGATCAATATCACTCCCTGTTAAAAGGTTTTTGTCGT
-CTTAGGTAAAATACATGATTAATATCAATCATGTATTTTTACAGCAAGACAACCACGAAC
-AAATTCAGGATTAAAATGTTTTACCGACTCCCCCAACATAACCCAAATCAAGCGAACTAA
-TTTGTGCCATTTCTTTATCTGTCAGTGAGAAATCGATTTTTGATGGGCATCTGCAATACT
-CTGAAGCAGACTATACGGAAAATCCACTGTCAGTCCCTCCATTAGGCATGAACAATGAGT
-CTACGTTAAAACGTAACCTCAAGTAGTATGTGGATTTTGATATCACTTATGCAAAAAATT
-CATTAATAATGTAGGACTGAAACCTCTCTATTTTCGGGGACAACGAAGCAGACGCTACCA
-GTGCTTTTGCCTTCGCCCTTGCTATTTTTGATACACTTAGGGCCCAGGGTATAACGAAAA
-TGTGCGATATGACAAAGAATTAACGGAGAATGAGATGATCAGGCAGAAGATTCTACAGCA
-GCTCCTGGAGTGGATTGAGTGCAATCTTGAGCACCCTATTTCAATCGAAGATATCGCACA
-GAAATCTGGCTACAGCAGACGCAACATCCAGCTTCTGTTCCGAAATTTCATGCATGTGCC
-TTTGGGAGAATACATTCGCAAACGAAGGCTTTGTCGTGCCGCCATTCTTGTCCGGCTCAC
-CGCGAAATCTATGCTTGATATTGCACTCTCTTTGCATTTTGATTCACAGCAGTCATTCAG
-CCGCGAATTTAAAAAGTTATTCGGCTGCTCTCCCCGTGAATACCGCCACCGTGATTATTG
-GGATCTCGCAAATATCTTCCCTTTTTTTTTAATACGTCAACAGCCAAAAGACGGAGTGTA
-GATTAATCAACTTTCCTGAGACACCTATTTTTGGCAACTCATTTAAATATGACATTGAAG
-TGTCGAATAAATCACCGGATGAAGAAGTCAAACTACGACGTCATCATTTAGCCAGATGTA
-TGAAGAATTTTAAGACGGATATCTATTTCGTTTCCACGTTTGAACCGTCAACAAAATCGG
-TCGATTTTGCTCACGGTTGAAACTTTTGCTGGTACGGTATGTGAATATGCTGACATGCCA
-AAAGAGTGGACAACGACCCGAGGACTTTATGATCCTACCCACGTATATTGGACACAGGCC
-TAAGCGAGGTTCTTGTTTTCAAATTGTTCCGGACTGAGGCCGCCACACCAACTGTGCCGC
-CGCCACCGATTGTAATCACATTCGATATAATTAAACACCGTTGCCCGCATTATTTCCCGG
-CTGATAAAGTGTTCTCCATGGATACATTCCACTTTCAGCGAATGAAAGAAGCTTTCCACG
-CAGGCATTATCGTAGCAGCAACCTTTTGCGCTCATACTTCCACGCAGATTATGCCGCTTC
-AGTTGCGCCTGATAATCTGCTGAACAGTACTGGCCTCCACGGTCCGTGTGAACGATAACG
-TTCCGGGGCCTCTTACGCCGCCACAGCGCCATCTGCAGGGCATCGCAGGCCAGTTGCGCC
-GTCATGCGTGGCGACATTGACCAGCCAATAACGGCCCTTGACCACAGGTCAATGACCACT
-GCCAGATACAGCCAGCCTTCATCTGTACGTAAGTACGTGATGTCTCCTGCCCACTTCTGG
-TTCGGGCCACTGGCGTAAAAATCCTGCTCCAACAGATTTTCTGACACAGGCAGGCCGTGT
-GCGCGGTAGCTGACCGGGCTGAACTTCCGGGAGGCCTTTGCCCTCAGTCCCTGACGGCGC
-AGGCTTGCCGCCACGGTTTTTACGTTAAAAGGGGTAACCCTGAGCACGCAGTTCATCCGT
-CAGGCGTTGGGGCACCGTAACGCTGTTTTGACCGGGTAAAAGCCGCGAGGACAACGCTGT
-CGCAGTGTTGGCGGAACTGCTGACGCGTGCTTATCCTTGTCGCCGCTGACACCACGTATA
-CCAGCCGCTGCGGGCCACCCGGAGCACGCGGCACATTGCTTTGATGCTGAACTCAGCCTG
-ATGTTTTTCAATAAAGACATACTTCATTTCAGGCGCTTCGCGAAGTATGTCGCGGCCTTT
-TTGGAGGATAGCCAGCTCTTCATCCCGTTCTGCCAGCTGGCGTTTGAGACGTGCAATCTC
-GGTAGACATCTCCAGTTCACGTTCAGAAGACGTCTGCTGATTTTGCTGTTTACTGCGCCA
-GTTGTAGAGTTGTGATTCATACAGGCTGAGTTCACGGGCTGCGGCAGTAACACCGATGCG
-TTCAGCAAGCTTCAGGGCTTCACTGCGAAATTCAGGCGAATGCTGTTTACGGGGTTTTTT
-ACTGGTTGATACTGTTTTTGTCATGTGAGTCACCTCTGACTGAGAGTTTACTCACTTAGC
-CGCGTGTCCACTATTGCCGGGTAAGAGGCACTGGCGTATAGGTCACCTCGGCAGAAATAG
-CATGCGGGTCTTTCTGGCGCTTACTTTTACCAAACAGCCCGACTTCATCGCCATAATACT
-GTTCATACATCAGGCTTGCGCCAAGCTGCGGCCAGGCCGGTAAATAGCCCTCAGCACGAA
-TATCCCAGCCATTCGCCGGGCGTTCCTGATAATCCTCAATATCCGGCGATTTTTTCCAGC
-CAGAAGCCCGAATATAACCATTGGCGCTCAGTTTCAGATAATCGCGCCAGTAATTCGCAC
-CAACACCAATGCGGGTATGACTACGGGATAAATCATGATCGATAAAAGTATTCACCCCCG
-CCATCCAGTCATTTCCTGAAAAATGACGCCAGCCAAAACCAATATTTGACTGAGTACGAT
-CGTCTGTACGATGTATTGCCCCCTGAGTGAACAACATATTTGTCGGCGTATCATAAATCG
-GATAAAGCATTTCCCAGCGAAGAATCCTTCAGCGAGAAATCTTTATCGACATTCAGTTTG
-ACGCGCGCAGTACCATATTTCCCGAGCCACTCTGTATTCCTGGTTAGCTTTAGCTGTGGC
-CATTCGGGTAATAAAGTTACGTGTCGCATCGCTATCTGGCTGACTGCTTAAAAATGTCCC
-GGCATTTGCGGCAAACGACGCGACATTTTTTTCCACGTTATTATCAGCAGTTACCGTAGT
-ATTTCCCATGCTCAACCGTGGCTGAACCGCATGCTGCGCACGTGCCGCCATTACTGGGGT
-AAAGGTGACAGCGAGTGGAAAAAGAACCTGAACAGAAGATATTTGCCCACGCCACGCAGC
-GGGCCAGAACTGATTAACGAAATCGTGGTTGTTTATGACCTGTTTTTATAATGTGACATT
-GAGATAATTTCCTGATGAACGAATTAACGAACATAGGCAGACACAAATAATGGCGTCTGC
-TTGTCAGAAAAACGGGGATTTCCCGATTTCCTTTTCCGCAGAAAAGGAAATACCTTTATG
-TAAGAAAGTGCACCGCCACCTAATATATCCAGTGCCTATAGCCACTCATCAGGTGGTTGG
-GCGCGGGATTATATTTTTTATTATGGGGGAAAATTTAGCTTTTTGTGCAAGTCATTAAAT
-AGATACCTAAGTTATTATTTCTTACTCTGCGGACAGTGAATAATTCACTATTCAGAGTGA
-ATAACAATGACCTGCCTTTAATTAAAACTATTGGAAATACGTCGAAATAGGTATATATGC
-CAGGATAAACCAATATTTTTTTTATGGAATATTCATTTTCCTTCATCGGACTGTAAATTG
-CGGAGATATCGAACTTGCACTACCCATCGCAACACTCAAACAGATTTATGAATTTCGTTC
-ATAACCCCTGACAAATTCTGCCGTCTAATCGAGCTTTTCCCTTACGTTATGCTTCTCATG
-AACGATAACACAACTTGTTCATGAATTAACCATTCCGGATAAACTATGGGATCAAATTCA
-GGCATCGAAAGGAACTGGCTGGTTTCCGTTAATGGATTAAATATCTATTATTCTCCCGAG
-AGTAAAACTATCAAATCAATGAGTAACCGATACAGCCTCACAAATTCTTTCAGATAATTA
-ACCCGTCACTGCGGCACGTTCTCTCATAAGGCGTGCCTGCAGTGTAATCCAGTATGTATC
-CGGCATAGTTGACGGTTTAATAGAACTCAATTCCTCTCCCAGGTCACCAACAACGATATC
-TTATATACACCCCAGGAGATACGACATTATGATGAGATGCGATATGCCTGCTCAGCACCA
-ATCAACGCCCGGACTGGGCCAGTCTCTTGAGATCAGACTCATTCCCGGAACTGACTTCAG
-GCGACATATATCAATGACGTTGGTGCAATAAAAGATAGTTGATGTAATACATCTATTCAA
-ATTTGTGATACATGTCAAAAAATTGGTTGACCAAACTCGTTATTTATATAAGGGCACTTA
-CGAAGTGCACTCTTTTTTAAAGCGAGGAAGTACCAATGAAAGAGAATAAAGTACAGCAAA
-TCAGTCATTAAACTGATTAATATCGTTGTTTTTGTCGCAATTGTAGAATACGCCTATTTA
-TTTCTCCATTTCTATTAATAACGGAAATAAACTGTTCACTTCAGTGATATTTAAAATATG
-CATCCTCTCCCTTTTTTGTAAGTAATTATTATATCCGTGGGAGAGGAATACACGCTGTCA
-GGTAATCAATCATACTGCGATAAATTATCGGCCAGTAAAGTGGAGATAACCTCCATTCTC
-GAAAAATCCATACTCTCAGCAAAACCATCATCAATCACTCATCCAGGCGTTTATGGGAGC
-GTCACCAATGGCTGCTAACAATGCCAGAGTTCCCCGTTGCGAAAATTTCCACATCCACAA
-AGAGTCACAGGGATTGAGTGTTGAAATGATCCGGATGAGCATGTATCTTTATGGTTATGT
-TATAACATAACAGGTAAAAATGATGAAGCCCAATATCCATCCTGAGTATCGTACTGTGGT
-GTTCCACGACACCAGTGTTGATGAGTACTTTAAAATCGGCTCGACTATCAAAACAGACCG
-TGAGATTGAGCTGGATGGCGTAACGTATCCATACGTGACAATTGATGTCTCTTCTAAATC
-GCACCCGTTCTATACAGGGAAGCTGAGAACAGTGGCATCAGAAGGAAATGTTGCACGATT
-CACCCAACGTTTTGGTCGTTTTGTTAGCACGAAAAAGGGGGCGTGATGAAAGTTTTTAAC
-TCTCTGCGTACCGCAAAAGAACGCCATCCAGACTGTCAGATTGTGAAGCGAAAAGGACGG
-CTATATGTGATTTGTAAATCTAATCACGTTTTAGGGCCGTTCAGGGTCGTAAGAAAAAAC
-GTTGATTCAAAATTCGACGGATTAACGATATTTGTCTGATTAATAATCAGATCGGATTAA
-TGTTGGTGTGTTTATAACACCAACATTAATTTTCCTGGGGATATATTCTTCCTGTTCATT
-TGAGGCCAACTGCCTGACGTTTCTCTCCGAATATTCCATTATCTTAATGTTGACTTGTTG
-ACCAGCTTCGCCCCTGTATGCTGGCATCAACCCTCTTTTAGACTGAACACGCCACTCAGT
-CTCCTCCCTTTGCGGCGCAGCCTGCATTTTTCACTCAAACTGTTAAGATGATAAATGTGG
-TAAATCTGTTGGTACTAACATAAAAACGTTTACGCCACAGGAACAGTCTGATCCACCGGT
-AACCCCGTCGCCGACGTTCGAGTGCCAGTTAGAGTAACGCGCACAGATAACTGAATGCAG
-TGCCCTGACAAAAAGGCCATCGTTCCTGTGACAGCTGGCAGCCTTCGTTTAACTTCACTA
-ATCTGGCTCTTGGGGGCTTACCGAACAGATGACGTACAAACGCCCGTTCAATTTTCCATT
-ACTTATTGGAATGAACACCTGTAACCATTTTGTGCGGCATGTTAATCCATTAAAATATCT
-TACTGATTGGCAAATCATCTTCAATGACAGCTCATCATAGTTTTATATTCTATCCCTTAC
-CCTTAAAACTTGTTTTTTTACTAGTCCATCACACAGCGCATTAAGACTATTCCTAACACT
-TCAGGGCAAAGTTCCTGACCAATATAAAATGCAAGTAAGAATTGAACGTTATATTGCCAA
-TAACCTTTTGAAACCAAATGTCTTTTTTCTTCTTATCAAAAAAGCAATATTTTCAGTTTT
-TCTAAATATTGACTTAACCATTGAATTCCTTTTCCGTTCACATATTGACACTCATCGGGA
-AAAAAAACATAAATTTAAGCCCAATCGAAAATAATTAAACTTAATCTCGTTTAACCTTTA
-TTGATATGTACTACGTATCTTATTTACTTCCGGTTTACTAAGGAAACTGAATGCACCTGT
-AAAAATTACAGGTTTGGAAAGTAGTGACATGGCAAAGTGATTACAGTAGGGACTATGAGG
-TTAAAAACCATATGGAATGTCAAAACCGTTCTGATAAATACATCTGGTCTCCCCATGACG
-CCCACTTCTATAAAGGACTATCTGAACTGATTGTGGATATCGACAGATTAATTTATCTAT
-CGTTGGAGAAAATAGAAAAGATTTCGTGTTTATCAATTCAGTACGGATTCTTTATCTGAA
-TTTATAAACCGTGATAATGAATGGTTATCCGCGGTAAAGGGGAAACAGGTCGTATTGATT
-GCGGCCAGAAAGTCAGAGGCCTTAGCAAATTATTGGTATTACAATAGCAATATTAGGGGC
-GTGGTATACGCTGGACTGAGTCGTGATATTAGAAAAGAACTGGTCTATGTGATTAATGGC
-AGGTTCCTGAGAAAAGAATTAAGAAAGATAAAATCACGGACCGGGAAATGGAAATTATCC
-GCATGACGGCCCAGGGAATGCAACCTAAATCGATTGCCAGAATTGAAAATTGTAGTGTGA
-AGACAGTGTATACCCATCGGCGTAATGCTGAGGCCAAGCTGTACTCAAAAATATATAAGT
-TGGTTCAGTAAACTCAAGGCAAGTTAGTTTTAAAAAATGACTCACTGGGACATCACGTCC
-TCAATTCAACTCGGGAAGAAATGCAATGAAAAAAAAAGGTTCTGGCAATAGCTCTGGTAA
-CGGTGTTTACCGGCATGGGTGTTGCGCGAGGCTGCTGACGTAACAGCTCAAGCTGTAGCG
-ACCTGGTCGGCAACAGCCAAAAAAGACACCACCAGTAAGCTGGTTGTGACGCCACTCGGT
-AGCCTGGCGTTCCAGTATGCCGAAGGCATTAAAGGTTTTAACTCACAAAAGGTCTATTTG
-ACGTGGCTATCGAGGGTGACTCAACGGCTACCGCCTTTAAACTGACCTCACGTCTTATCA
-CCAACACATTAACCCAGTTGGATACCTCAGGTTCCACACTGAATGTGGGCGTGGATTATA
-ACGGCGCGGCAGTCGAAAAAACTGGCGATACCGTGATGATCGATACCGCCAACGGCGTAC
-TGGGCGGCAACCTTAGCCCGCTGGCTAACGGTTACAATGCCAGCAATCGTACCACCGCAC
-AGGATGGTTTCACCTTCTCCATCATCAGCGGTACCACCAATGGTACCACCGCAGTAACAG
-ATTACAGCACTCTACCGGAAGGCATCTGGAGCGGCGACGTTAGCGTACAGTTCGACGCGA
-CCTGGACCAGTTAATCTCTCTGATGTACCAGCAGGGGTAGCCCCCCTGCTTTATTCCTGG
-ACGGAATTGTTATGAAAAAGCACCTTCTGCTCCTCGCTCTGCTGTTTTCCGGAATATCTC
-CGGCCCAGGCGCTGGATGTCGGCGATATATCATCGTTTATGAACAGTGACAGCAGCACGC
-TGAGCAAAACGATCAAAAACAGTACCGACAGTGGTCGCCTTATCAATATCCGTCTCGAAC
-GGCTCTCTTCACCGCTTGACGACGGGCAGGTTATCTCAATGGACAAGCCGGATGAGTTGC
-TACTCACTCCCCGCCAGCTTGCTGCTACCCGCCCAAGCCAGCGAAGTGATCCGCTTCTTC
-TATAAGGGGACCGCAGATGAAAAAGAGCGCTACTACCGCATTGTCTGGTTTGATCAGGCC
-CTCAGTGATGCGCAGCGCGATAATGCCAACCGCAGCGCTGTGGCCACTGCTTCCGCCCGC
-ATCGGCACCATTCTGGTCGTCGCCCCTCGTCAGGCGAACTACCACTTTCAGTACGCCAAC
-GGCTCCCTGACAAATACAGGAAATGCGACGCTGCGGATCCTCGCCTACGGACCTTGCCTG
-AAAGCCGCCAACGGTAAGGAGTGTAAAGAGAATTACTACCTGATGCCCGGGCAAGTCGCG
-TCGTTTTACCCCGGTGGACACTGCGGATAACAAAGGACGGGTTGCACTTTGGCAGGGTGA
-TAAGTTCATTCCCGTGAAATAGATAGCTGTGCAGATGGATAACGACAATGCCTTTACGAC
-GGTTCTCCCCAGGACTGAAAGCCCAGTTTGCCTTCGGCATGGTCTTTTTGTTCGTTCAGC
-CCGATGCCAGCGCTGCTGACATAAGTGCGCAGCAAATAGGTGGGGTGATTATTCCGCAGG
-CCTTCAGTCAGGCGCTTCAGGACGGCATGAGCGTCCCGCTCTATATTCATCTCGCCGGTA
-GCCGGGGTCGCCAGGACGATCAGCGAATCGGCAGCGCTTTTATCTGGCTGGACGATGGAC
-AGCTACGCATCCGGAAAATACAGCTGGAAGAGAGTGAAGATAACGCCAGTGTCAGCGAAC
-AAACTCGACAGCAGCTGATGGCTCTGGCCAACGCCCCGTTCAATGAGGCCCTTACCATCC
-CCCTGACTGACAACGCGCAGCTGGATCTCAGCTTGCGCCAACTGCTGCTGCAGCTAGTGG
-TCAAGCGCGAAGCGCTGGGCACCGTACTACGCTCACGTAGCGAAGACATCGGGCAGTCCA
-GTGTTAACACCCTCAGCAGTAATCTGAGCTATAACTTGGGCGTCTATAACAACCAGTTGC
-GTAACGGCGGGAGCAACACATCCAGCTATCTGTCGCTGAATAACGTTACTGCACTGCGCG
-AACATCATGTGGTGCTCGACGGCTCGCTGTACGGGATCGGTAGCGGTCAACAGGACAGTG
-AATTATATAAAGCGATGTATGAACGCGATTTTGCCGGTCACCGATTTGCCGGTGGAATGC
-TCGACACCTGGAACTTGCAGTCCTTAGGCCGATGACCGCCATTTCAGCAGGGAAGAATTA
-CGGCCTTTCCTGGGGAAACCAGGCCAGCTCCACCATCTTCGACAGCAGCCAGTCAGCCAC
-GCCAGTGATCGCTTTTTACCGGCGGCGGGCGAAGTACATCTCACCCGTGATGGGCGGCTA
-CTAAGCGTTTCAGAACTTCACTATGGGCAATCATGAAGTGATACCCGGGGTCTACCGTAC
-GGGATTTACGATGTGGAAGTTGAGGTGATCGTTAACGGTCGCGTGATCAGCAAACGCACC
-CAGCGGGTCAATAAGCTGTTTAGCCGGGGGCGCGGCGTCGGTGCACCACTGGCGTGGCAG
-GTATGGGGCGGTAGCCTTTCATATGGATCGCTGGTCGGAAAACGGGAAAAAGACGCGACC
-AGCTAAAGAGAGTTGGCTAGCAGGTGCCTCGACCTCCGGCTCATTGAGTACGCTTAGCTG
-GGCGGCAACGGGATATGGATACGATAATCAGGCGGTGGGTGAAACCCGTCTGACGCTGCC
-GCTTGGGGGGGCGATCAACGTTAACCTGCAAAATATGCTGGCCAGTGACAGCTCATGGAG
-CAGCATCGGCAGCATCAGCGCCACTCTACCGGGAGGCTTTAGTTCGCTGTGGGTTAATCA
-GGAAAAAACCCGCATTGGCAATCAATTGCGACGTAGCGATGCCGACAACCGTGCAATCGG
-CGGCACACTCAACCTGAACTCACTGTGGTCGAAGCTGGGCACATTCAGCATCAGCTACAA
-TGATGACCGCCGTTACAACAGCCATTATTACACGGCAGATTACTATCAAAATGTCTACAG
-CGGTACCTTTGGTTCGCTTGGCCTGCGGGCCGGTATTCAGCGCTATAACAACGGCGACAG
-CAACGCCAATACAGGAAAATTATCGCTCTCGATCTCTCGCTACCACTGGGCAACTGGTTT
-AGCGCAGGGATGACTCATCAAAACGGCTACACCATGGCAAACCTGTCAGCACGCAAACAG
-TTTGATGAAGGAACCATTCGCACTGTTGGTGCCAATCTGTCACGTGCCATCTCCGGCGAT
-AACGGTGATGACAAAACCCTCAGCGGCGGGGCGTATGCACAATTCGACGCTCGTTACGCC
-AGCGGAACGCTGAACGTCAATAGCGCGGCGGACGGCTAGGTCAATACCAACTTGACCGCC
-AATGGCAGCGTCGGCTGGCAGGGTAAAAACATTGCTGCCAGCGGGCGGACTGATGGCAAC
-GCTGGGGTGATATTCAACACCGGGCTGGAGGACGACGGTCAGATCAGCGCCAAAATCAAC
-GGGCGGATTTTCCCCCTTAACGGCAAGCGTAACTATCTCCCGCTCTCTCCCTATGGAAGA
-TATGAGGTGGAGTTACAGAACAGCAAAAACTCACTCGACAGTTACGATATCGTCAGCGGC
-CGCAAAAGTCGTCTGACTCTCCATCCAGGCAATGTCGCTGTCATTGAGCCAGAGGTGAAG
-CGAGTGGTTACCGTCTCCGGTCGTATCCGTGGCGAAGACGGCACACTGCTGGCTAACGCA
-CGGATTAACAACCATATCGGCCGAACCCGAACCGATGAAAACGGCGAGTTTGTCATGGAC
-GTGGATAAGAAATACCCCACTATCGATTTTCGCTACAGTGGCAATAAAACCTGCGAAGTG
-GCTCTGGAACTCAACCAGGCGCGCGGTGCCGTCTGGGTCGGTGATGTGGTCTGCAGCGGC
-CTCTCATCGTGGGCGGCGGTGACGCAGACAGGAGAAGAGAATGAGAGTTAACCTACTAAT
-AACGATGATAATTTTCGCGCTAATCTGGCCAGTAACTGCGCTCAGAGCGGCAGTGAGCAA
-AACAACCTGGGCGGATGCACCGGCACGCGAGTTTGTGTTTGTCGAAAACAACTCAGACGA
-CAACTTTTTCGTCACTCCTGGCGGGGCGCTGGATCCGCGCCTGACCGGTGCCAACCGCTG
-GACCGGTTTAAAATACACTGGTTCAGGAACCATCTATCAGCAAAGCCTCGGCTACATTGA
-TAACGGTTACAACACCGGCCTTTATACCAACTGGAAGTTTGATATGTGGCTGGAAAATTC
-ACCAGTTTCATCTCCTTTAACTGGCTTGCGCTGCATCAACTGGTACGCTGGGTGTAATAT
-GACCACCAGTCTTATCCTGCCGCAAACCACCGACGCCAGTGGATTTTATGGCGCGACGGT
-GACCAGCGGCGGCGCGAAGTGGATGCACGGCATGTTGTCAGACGCGTTTTACCAGTATAT
-GCAACAAATGCCCGTCGGCAGCAGCTTTACAATGACCATCAATGCCTGCCAGACCTCTGT
-GAACTATGACGCCAGCAGCGGCGCACGCTGTAAGGATCAGGCCTCCGGCAACTGGTATGT
-TCGCAACGTCACCCATACGAAAGCAGCAAATCTACGGTTGATAAATACCCACTCGCTGGC
-GGAAGTATTTATCAACAGCGACGGAGTACCGACTCTGGGCGAAGGGAACGCCGACTGCCG
-GACGCAAACCATCGGCAGCCGTTCAGGATTAAGTTGAAAGATGGTTAACTATACCCTGCA
-ACAAACGGACTCAGCAACCCCTCAATCCATATATTCCCGGCGATCGCCAACTCGTCGTTA
-GCCTCGGCCGTCGGGGCGTACGATATGCAGTTCAGTCTGAATGGCAGTTCATGGAAACCG
-GTGAGCAATACCGCCTATTACTACACCTTCAACGAGATGAAGAGCGCAGACTCGATCTAT
-GTTTTCTTCTCGAGCAACTTCTTTAAGCAGATGGTGAACCTCGGGATCAGCGATATCAAC
-ACCAAAGATCTATTCAACTTTCGCTTTCAGAACACCACATCACCGGAGTCTGGCTGGTAT
-GAATTTTCTACCTCCAACACGCTGATTATCAAACCCCGTGATTTCAGCATCAGTATTATC
-TCCGATGAATATACTCAGACACCGTCGCGGGAGGGATATGTTGGCAGCGGCGAGTCGGCA
-CTCGATTTCGGCTATATCGTAACCACCAGCGGTAAAACAGCTGCCGACGAAGTGCTGATC
-AAGGGGACCGGACCCGCGCAGGTGATTGGCGGGCGCTCCTATTGTGTCTTCAGCTCCGAT
-GACGGTAAGGCGAAAGTACCGTTCCCGGCGACACTTTCCTTTATTACCCGCAACGGAGCT
-ACAAAAACCTACGATGCCGGGTGCGATGATAGCTGGCGGGATATGACCGATGCGCTGTGG
-TTGACCACACCGTGGACTGATATCTCTGGCGAAGTGGGGCAGATGGATAAGACCACAGTC
-AAAATTTTCGATTCCAATGGATAACGCCATTTCGCTGCGTACGGTAGATGATAACGGCTG
-GTTTGGCGAAGTCAGCGCTTTTCGGAGAGATTCATGTTCAGGCGACGTGGCGTAACATTA
-ACTAAGGCCCTGCTGACAGCGGTCTGTATGCTGGCGGCACCTTTGACACAGGCGATTTCG
-GTCGGCAATCTGACATTTTCGCTGCCGTCCGAGACTGACTTTGTCAGCAAACGTGTAGTG
-AATAACAACAAAAGCGCACGGATATACCGTATTGCCATCAGTGCTATTGATAGCCCGGGC
-AGCAGTGAATTGCGCACCCGACCGGTGGATGGTGAACTGCTTTTCGCCCCCCGCCAGCTG
-GCGTTGCAGGCTGGTGAGAGCGAGTATTTTAAATTTTACTATCATGGTCCACGGGATAAC
-CGCGAGCGCTACTACCGGGTCTCATTTCGCGAGGTCCCCACTCGTAACCATACAAGACGC
-AGCCCAACCGGCGGCGTGGTCAGCACGGAGCCGGTGGTGGTGATGGATACCATTCTGGTA
-GTACGACCACGTCAGGTTCAGTTTAAATGGTCCTTCGACAAGGTGACAGGAACGGTAAGT
-AACACTGGCAACACATGGTTTAAGCTACTGATTAAGCCAGGATGTGTTTCGACCGAAGAG
-GAAGGCGATGCCTGGTATCTACGTCCGGGAGACGTGGTTCATCAGGCCTGAGTTACGTCA
-GCCGGGGAATCACTATCTGGTCTATAACGACAAATTCATTAAGATTAGCGATTCCTGTCC
-GGCTAAGCCCCCTTCGGCGGACTAAGACTTATCCATCGGTCGAGGGAAGAATTCCACCTC
-AGAGCCCCAAAAATCGTTTAAATGATGTGGAAGCGATCGTCAATATCACCTGTAACGATG
-GGCTTTCTCATATGCACACCATAGTGTTCAGGAGACACGGAAAGGTATCAGGCAGCCTGC
-TAACGAGTGGTTTAATCACGAATTAGTACGTAAAATCGGTAACGGCTGGAAATCATTCAA
-TACTCACACTATCGAAAGTTCCCCAGCCAACCGCGGTACGTTCTTAAATACGATGTACCG
-CTGTTCTCTTTACGATTTTTAGCTGTACTGGGTGAATTATGAGCAATCTGAATCCATGCA
-TGACGTGTGGTGCCTGTTGTGCATTTTTCCGCGTCTCTTTTTACTGGGCCGAAGCCGACG
-ATGCTGGCGGTACTATTCCCGCCAGGCTCACTGAACAAATATCCCCTTTTCACCGATGCA
-TGAGCGGTACCAATCAGAAAAACCCCCGATGTATTGCCCCTTGCAGGAACCCCCGGGGCA
-AAAATGCCTGCTGCACGATATATAAAAATCGATCGTCCACATGCAGAGAAATTCGCCATG
-TCTGGTGAGAACGGAGTCGTCATTGAGGCTTGCAATCGTGCAAGGGCTAAATACGGGCTG
-ACACCGTTATAAACATACAATAATTAATTGCACTGCCCCGCCAGCGATAATAGCGGGGCT
-TCGTTTTTCAGGGGTTAACAAAACCCGATACTTCTTCTATTTGCCAGCAACAATGCCTCT
-CTTCTGTAGCGTTCTTCGGATCTACATCATCCTGAAGTAGCGGATATACTCACTGACTAT
-CTGCATCAGAATATAAAAAGCAATGTTTTAACCTATAAAAATGGGCGCTGTATTTGCGCC
-ATTTTTATCATTCAATGCATTATCTGTTTGAGCCTAAAGGGATCTCAGGGTCTGGCTCAT
-GAGTAATTCTGTTTCGTAAATCTCTGCGAATAATTTCAATAGACCAGAACCCAGACTAAA
-TGTCCAAAAATTTCAAGAAACATTCTCATACCACGGGAGATCAAACAGAGGTGGCGTCAG
-TCCCATGAGAGGGAATGAAATCATATGAACAAAAAGTGGGGCTAAAGCACCTGCCAGTAA
-GCCCTGCCAGAGTTTATTTTTGGAAATACTTCAGCGACCACACAATAACCGACAGCAAAA
-CACTATCGAAAAGATAATGTGCGTAACACCAACCCAGTTAAAGACATGCCCGGCAAAGGT
-ATAAACAGCCGCATTGGGATCTGTCAGCCCAACCAGTCTCGAAGAAAAATATACGGTGGA
-TTGAGAAAATTACGCGAGCAATCAATTTGGCCTGCAGCCCTGATTAATGATTCCGGGCCA
-CACGCTGCATTAAACATATCCACCGGGCTACGTGGCGGCAATGGAACTTCAGCCCCCCAC
-TTCACGAATGCGGAAAAACGCCAGCAATCAGCCCAATGAATGCAGCAAGACCATAACGTC
-TGCGGTTCGGTGGAGTTTGTTCAAATATATTCATATCTACCCTGCTTGTACCATTATGTT
-ATAACACCTCTTCAGGAGTATTCATAAAACAAGGCAAATGTAAAGAACTGTATTGTTTTG
-TATAACAAGATAGTTTCCTAATCGCCAATGAATATAAGCTCCATCATTTCTCCCTATTTT
-TATATTAGAAGTGACAGAGATTTGCAGGGTGATGTAGAGCTGAAAATCACAGTTTCCTTA
-TTGGTTTTTGCATCGTACAACTAAGGCAATAAACCAGCTCCCATCATCATCAACATCCCG
-GCGAACATGAATTTATTAGCCGGGCTCATAGCTGCATTCGCGTTTTAAGAATAATCCTCC
-TGCTGTCGCCGACTATGCTTAACGTTTAAAAAAGCATCAGCACTCTCGCAACGCACTCTT
-ATTTTCCCCTTTAGAATACCGGAGGCCTGGTATGAGCAACCAAGGCGAATACCCCGAAGA
-TAATCGGGTTGGGAAGCACGAGCCGCACGATTTAAGTTTGACCCGTCGCGATCTGATTAA
-AGTGAGCGCCGCAACAGCGGCGACCGCCGTGGTTTACCTCATTCTACGCTGGCGGGCAAG
-CGTTCCGGCAGCTACCCCCGCGCCAGAGATAATGCCCCTGACACTGAAGGTGAACGGCAA
-AACCGAGCAGCTTGAGGTGGATACCCGAACCACGCTACTGGACACTTTGCGTGAAAATCT
-GCATTTTGATCGGTTCCAAGAAAGGTTGCGATCACGGACAGTGCGGAGCCTGTACCGTGC
-TGGTCAATGGTCGCAGGCTTAAATGCCTGCCTGACGCTTGCAGTCATGCATCAAGGGGGC
-CGAGATCACCACCATTGAAGGCCTGGGTTCGCCAGATAATCTTCACCCCATGCAGGCGGC
-CTTTATCAAGCATGATGGCTTCCAGTGCGGCTACTGCACCTCCGGGCAAATTTGCTCATC
-AGTAGCGGGGGCTAAAAGAGATTCAGGACGGCATTCCCAGTCACGTCACGGTCGATTGGG
-TTTCCGCTCCAGAAACAACTGCCGATGAGATCCGTGAACGTATGAGCGGCAACATCTGTC
-GCTGTGGTGCATACGCTAACATCCTTGCCGCCATTGAAGATGCTGCGGGGGAGATAAAAT
-CATGAAGGCGTTTACCTATGAACGAGTGAATACCCCAGCCGAGGCGGCACTTAGCGCTCA
-GCGCGTACCCCGCGCAAAATTTATCGCGGGCGGGACCAATCTGCTGGACCTGATGAAGCT
-GGAAATTGAAACGCCCACCCACCTTATCGATGTGAACGGCCTCGGGCTCGATAAGATTGA
-AGTGACCGACGCGGGTGGGCTGCGCATCGGCGCACTGGTACGGAACACCGACCTGGCGGC
-TCACGAGCGCGTGCGTCGTGATTACGCGGTACTCTCCCGCGCCCTGCTCGCTGGCGCGTC
-TGGTCAGTTACGTAATCAGGCAACCACCGCAGGTAATCTGCTCCAGCGCACGCGCTGCCC
-CTTTTTTTACGACACCAATCAGCCCTGCAATAAGCGCCTGCCCGGGAGCGGCTGCGCGGC
-GCTTGAAGGCTTTAGCCGTCAGCACGCGGTGGTAGGCGTAAGCGAAGCCTGCATTGCCAC
-CCATCCCGAGCGATATGGCGGTCGCAATGCGGTTGCTGGATGCGGTGGTGGAACCATCAC
-GCCGGAGGGAAAGACTCGCAGTATCACACTGGCTGATTTTTATCACCCTCCGGGAAAAAC
-GCCGCACATTGAAACCGCCCTGCTTCCCGGTGAGCTTTTCGTTGCGGTGACGTTACCTCC
-ACCGCTCGGCGGAAAACATATCTACCGGTAAGGTGCGCGATCGCGCCTCCTACGCCTTTG
-CCCTGGTATCGGTCGCGGCGATTATTCAGCCTGACGGCAGCGGGCGCGTCGCGCTGGGCG
-GAGTAGCACATAAGCCCTGGCGCATTGAGGCTGCGGATGCTCAGCTATCCCAGGGGGGCG
-CAGGCCGTATATGACACGCTGTTCGCCAGCGCCCATCCCACCGCTGAAAACACCTTTAAA
-CTCCTGTTGGCGAAGCGAACGCTTGCCTCCGTACTGGCTGAAGCGAGGGCACAGGCATGA
-AATTTGATAAACCCGCAGGGGAAAACCCGATCGATCAGCTGAAGGTTGTCGGTCGTCCCC
-ATGACCGCATCGACGGACCGCTGAAAACTACCGGCACGGCACGCTACGCCTACGAATGGC
-ATGAAGAAGCCCCCAACGCCGCCTATGGCTATATCGTCGGTTCCGCCATTGCCAAAGGAC
-GCCTCACCGCCCTTGATACGGACGCCGCGCAAAAAGCGCCGGGCGTACTGGCTGTCATTA
-CCGCCAGTAACGCCGGGGCACTCGGCAAAGGCGACAAAAACACCGCCAGGCTGTTAGGCG
-GCCCCACTATTGAGCACTATCATCAGGCCATTGCGCTGGTAGTGGCCGAGACCTTCGAAC
-AGGCGCGAGCGGCGGCCTCGCTGGTGCAGGCACACTATCGCCGTAATAAAGGAGCTTACT
-CCCTGGCGGACGAAAAACAGGCCGTCAATCAGCCGCCGGAAGACACGCCCGACAAAAACG
-TCGGTGACTTTGACGGGGCTTTCACCTCCGCTGCGGTGAAGATTGATGCTACCTACACGA
-CCCCGGACCAGAGCCATATGGCGATGGAGCCGCATGCCTCGATGGCCGTCTGGGATGGAA
-ATAAGCTTACCCTCTGGACCTCAAATCAGATGATTGACTGGTGCCGCACCGATCTGCCAA
-AAACGCTGAAAGTTCCCGTGGAGAATGTGCGTATTATCTCCCCGTATATCGGCGGAGGGT
-TTGGCGGCAAGCTGTTCCTGAGAAGCGATGCGCTGCTGGCGGGCCCTCGCCGCCCGAGCG
-GTGAAACGTCCGGTTAAAGTGATGCTCCCCCGCCCCTCTATTCCCAATAACACCACGCAC
-CGCCCCGCCACCCTTCAGCACTTGCGTATCGGTGCCGACCAGAGCGGGAAAATCACCGCT
-ATCTCACATGAAAGCTGGTCTGGAAACCTGCCGCGCGGCACGCCGGAAACGGCGGTACAG
-CAAAGCGAATTACTCTACGCCGGGGCGAATCGTCATACCGGCCTGCGGCTCGCCACGCTT
-GATTTGCCGAAAGGGAACGCCATGCGTGCGCCCGGCGAAGCCCCCGGTCTGATGGCGCTC
-GAAATCGCGATCGACGAACTGGCGGAAAAAGCGGGCATCGATCCCGTCGAGTTTCGCATC
-CTGAATGACACTCAGGTTGACCCCGCCGACCCGACGCGCTGCTTCTCTCGCCGTCAGCTT
-ATCGAGTGCTTGCGCACCGGGAGCGGATAAATTTGGCTGGAAGCAGCGCAACGCCACACC
-GGACAGGTGCGCGACGGGGAGTGGCTAGTCTGCCACGGTGTTGCGGCGGGCTTTCGCAAT
-AATCTGCTGGAAAAATCGGGTGCTCGGGTTCACCTCGAACAAAACGGCACCGTTACCGTA
-AAAACGGACATGACCGACATTGGCACCGGCAGCTACACCATTCTGGCCCAGACGGCAGCG
-GAAATGCTTGGCGTACCGCTGGAGCAGGTTGCGGTTCAACTCGGCGATTCCAGTTTCCCG
-GTTTCTGCGGGTTCTGGTGGACAATGGGGCGCGAATACCTCCACCTCCGGCGTTTACGCC
-GCCCTGTATGAAGCTTCGCGAAATGATTGCCTCGGCAGTCGGGTTTGATCCTGAGCAGTC
-GCAGTTTGCCGACGGCAAGATTACCAACGGTACCCGAAGCGCCACGCTACATGAAGCCAC
-CGCAGGCGGCAGACTGACAGCGGAAGAGAGCATTGAATTCGGAACACTGAGCAAAGAGTA
-CCAGCAGTCGACCTTTGCCGGGCATTTTGTGGAGGTCGGCGTGCATAGCGCGACGGGAGA
-AGTTCGGGTCCGGCGTATGCTCGCTGTGTGTGCTGCAGGACGCATCCTGAATCCGAAAAC
-TGCGCGCAGCCAGGTCATTGGCGCAATGACTATGGGCATGGGCGCGGCCATGATGGAGGA
-GCTGGCGGTGGATGACCGTTTGGGCTACTTCGTTAATCACGATATGGCGGGGTAGGGAGG
-GTGCCGGTTCATGCGGATATCCCAAAACAGGAGGTGATTTTCCTGGATGATACCGACCCC
-ATATCCTCCCCGATGAAGGCCAAAGGTGTCGGTGAGCTGGGCCTGTGCGGCGTGAGCGCG
-GCTATCGCCAACGCGGTGTTTAACGCCACCGGTATTCGGGTACGGGATTATCCCATCACT
-CTGGATAAGCTGCCTCGATAAGCTGCCGGATGTGGTTTAAGGAGGAACAATGTCATACCC
-GCTTTTTGACAAAGACGAACACTGGCATAAGCCAGAGCAGGCGTTTCTCACCGATGACCA
-CCGGACCATTCTGCGCTTCGCCGTAGAGGCGCTAATGTCCGGTAAAGGAGCGGTGCTGGT
-GACGCTGGTGGAGATACGCGGCGGGCGGCGCGCCCGCTCGGGGCGCAGATGGTGGTGCGC
-GAAGATGGTCGTTACTGCGGTTTTGTCTCTGGCGGCTGCGGGGAGGCCGCTGCCGCTTTT
-GAAGCGCTGGAGATGATGGGCTCAGGCCGCGATCGCGAAATTCGCTATGGCGAAGGTTCG
-CCGTGGTTTGACATCGTTCTGCCCTGCGGCGGTGGGATCACGCTGACGCTCCATAAACTA
-CGCTCGGCACAGCCTCTGCTCGCCGTGCTGAACCGCCTGGAACAGAGAAAACCGGTGGGG
-CTGCGCTACGATCCGCAAGCACAATCGCTGGTGTGCCTGCCCACGCAACCCGGACGGGCT
-GGAATCTCAATGGCTTTGAGGTGGGGTTCAGGCCATGCGTCAGGCTGATGATTTACGGAC
-GTTCTCTTGAGGCGCAGGCAACCGCGAGTCTTGCAGCAGCCACAGGCTATGACAGCCATA
-TCTTCGATCTTTTTCCGGCCTCAGCCAGCGCTCAGATCGATACCGATACGGCGGTCATTT
-TGCTGTGCCATGATCTCAACCGGGAGCTGCCAGTGTTGCAGGCCGCGCGAGAAGCAAAAC
-CCCTTTTATCTCGGCGCATTGGGCAGCTATCGAACCCACACGTTACGTCTGCAAAAGCTC
-CACGAGCTTGGGATGGTCCAGGGAGGGAAACAACGCAAATCCGGGCACCCGTCGGGATAT
-TCCCCAAAGCCCGGGATGCGCATACTCTGGCCACTCCGTGCTGGCAGAAGTCGCCTCTCG
-TACGTCTCCATCAGGAGGAGGATTCATGCCTGCCCCCGTCGTCCTGATCCTTGCGGCCGG
-GCGTGGAGAGTGCTTTCTCGCCTCCGGGGGAAATACCCATAAAGTGTATCGGCTGGCGTC
-AGTCCCCGGAGGTTGCGCCTTATCGCTGGCCATTTGAAGAAAACGGGAGAACTTTCGACC
-TTGCGATTGAACCGCAGATTACGACTAATGATCTGCGTCTGATGTTGAGGCTGGCTCTTG
-CCGGCGGAGGAATAACAATTGCCACTCAGGAAACTTTCAGGCCATATATTGAAAGCGGTA
-AGCTTGTATCGCTGCTTGATGACTTTCTTCCACAATTTCCGGGCTTCTATCTGTATTTCC
-CACAGCGTCGCAATATTGCACCAAAGCTCCGCGCCCTGATTGACTACGTCCAAAGAATGG
-CGGCAGCAATTGGCTTAAATGTCTGCACCTGCACTGCCTGATGTCCAGAACAGTATTTTG
-ATGAATTGCCAAGGTTACAATGGCACAAATACGGCACAGGAGGAAACGTGGTGTATTTAA
-ATATGGGGTAACTCTTTGATTTTAATGGTGCCGATAATAGGAGTCGAACCTACGACCTTC
-GCATTACGAATGCGATGTTAATGCATTTTTAACTACTTGAGCAATCAATCAAAACAACAT
-ACTTTTATATTATAAAACACCAAGTTATAGCAATAAACCCGTTGATTGAAATTAACAAAA
-GGTTGATGTTTATTCCCTCCATTTACTTACACCAGCAGTTACATTATTGTAAGACAGCAT
-TCTCAACTGGAGCCGAAAAATGGCGCTTTCAAGACAAAAATTTACCTTCGAAAGACTTCG
-CAGATTCACCTTACCGGAAGGGAAAAAAACAAACTTTTCTTTGGGATGCAGATGTAACAA
-CCTTGGCATGCCGAGCAACTAGCGGAGCAAAAGCCTTTGTATTCCAAAGCGTATATGCGG
-GGAAAACCCCTTCGCATGACTATTGGCAACATTAACGACTGGAAGATTGATGATGCGAGA
-GCCGAGGCAAGACGGTTACAAACATTGATCGATACAGGGATAGATCCACGAATTGCTAAG
-GCTGTAAAATCGCAGAAGCAGAATCCCTGCAGGCAGAATCACGTAAAACAAAAGTGACTT
-TCTCCGTCGCCTGGGAAGACTATCTTCAAGAATTGAGAACCGGTATCAGTGCAAAAACTA
-AACGCCCATATTCTACTCGATACATTGCCGATCACATTAACTTGTCCAGTCGTGGAGGCG
-AAAGTAAAAAAAGAGGCCAAGGCCCGACTTCGGCTGGACCATTGGCTAGTTTGCTCAACC
-TGCCGTATATCGGAGCTAACCCCAGATTACATAGCAGCGTGGCTGAGTACAGAAAGGCAA
-AATAGACCTACCGTCACTGCTCACGCTTATCGCCTACTACGTGCTTTCATCAAATGGAGT
-AATTATCAGAAAAAAATATCAAGGGATCATTCCTGGCGATCTGGCACAAGATTACAACGT
-AAGAAAAATGGTTCCCGTGTCAGCGAGTAAAGCTGATGATTGCCTGCAAAAAGGAAACCA
-AAAAAAGCTGGTTTAGTGCCGTGCGTAGCCTCAATAATCCTATTGCATCGGCCTATCTCC
-AAGTACTTTTTCTCACTGGTGCTCGGCGTGAAGAAATTGCGTCGCTTCGCTGGTCAGACG
-TAGATTTCAAATGGTCAAGCATGCGAATTAAAGACAAGATCGAAGGTGAACGTATCCTCC
-CTCTCACTCCTTATGGTTCTGAATTGTTAAATGTACTAGCGCAATCCCCAAATTCTGACG
-TAAAATAAGGAGGGTTGGGTTTTCAGAAGTAACAGTAAAAGTGGCAAAATTATTGAGCCG
-CGTTCAGCGCACAACAGAGCATTAGTGCTGGCTGAGTTACCACATATCAGCCTTTCACGG
-TTTACGTCGTAGTTTTGGTACTTTGGCCGAGTGGGTTGAAGTTCCCACTGGTATTGTTGC
-TCAAATTATGGGACACAAACCCAGCGCTCTTGCCGAAAAACACTATCGCCGTCGTCCGTT
-AGATCTGTTACGAAAATGGCACGAGAAAATTGAGACATGGATCTTTAATGAAGCAGGTAT
-TACCATAAAAAACAACGTTGATATGCGTTGATTCCATTAAAAACACAACATATTACAAAA
-TATCATCAACTATTGATCAAGATAGATTTTTCATGTATCGTAATACACAGTTTAGTCAAT
-GATACAGCAACTACACAGGAGATAAGCCAATGGCAACCCCAGCAACTGTATCCATAGAAC
-CCACTCTGGCAGCTATCAGAGCTCGCTGGTGTATTAATTCAAGTAAAACAACTCAATCCT
-TTAACGATCCTGCGTCCATGGAAGAGGTTGTCGAGTATCTCAAAGGAACATACTCAGCTC
-TTCGCAAGTCTGTCGCATGCGCCAAACTGAAAATTTTACATTCTTAAACAAAGAATGCAA
-AATGCTACTAACTTTCTCGCGCGTCTGATGTCCTGTAAAAATCAGGCATCCAGATCGCAT
-CACAGTCCGGCTAAATCAGCTAAAAGTGCCTTATCATCAGATTCAGGTGATGGTAGTGAC
-CCCGACCCCGAGCCCGAAACGTTTCCTTCTGCCCTTCATTACTACCCCTACTAATTCAAT
-AATGCTTAAAGCTTTCTTTGCCAATATCTCAATCACTGAGGTGGCAAAATGAGCGCATTC
-AAACTCCCGGATACATCTCAATCACAGCTCATTTCAACAGCTGAGTTAGCTAAAATCATT
-AGCTTACAATCTCAAACCATTCGTAAATGGCTTTGTCAGGACAAATTGCCTGAGGGGCTA
-CCTCGCCCAAACAAATCAATGGCCGCCATTACTGGTTACGTAAAGATGTCCTCGATTTAT
-AGATACATTTTCTGTACGAGAAAGTCTGTAATAAATTACAGATTTAATTTTATTGATTTA
-TAGCGATGTTGCCCCGAGAAAAAATGGGGCAACACTGAGAAATTTCAGATAGTAGTTTTA
-TATTGAGATAACAAAGAGGTTTCCTTAAAAATGTCTAATAGTGTTACTAATTTTGAGATG
-AGCAGCGTTCTACCAGGAAAAAAACCTTGTCAAGGCAAAAACAATGAGTCACAGGTAGTA
-CAGACTACTCCCATAAAAAAACACTCAGTCACGTTCAAAAATCAATCTTCATTAGGAGTA
-ATTGATCATTATGCCAGACTAACAAATAAATCTCACTCTTCCGTAATAGCGAAAGTTGTG
-GATTTGGCTATCCCTATATTAGAAAAATGCAATCGTCATAACTGGTCAATAAATGAAATA
-AAAATGACCTGTTAAAGTTCTCTATAAAAGAAAGCATCAATCGAAGCCGAGGTAAAACAG
-AAGTAACTCTGGAAGAGTACTGTTCGTTAATCTGGAAAACGAACATCATGAGTCCATTAA
-AAATCCCCATTGCAGATTACTTTCAACTGAACGCTAATGATGAATTCATGGGGAAAGATG
-AAAAAACAGTTATACGTGAAAGGCTATCCTCGCTAAGGGAAAATTACGATATGGAAAAAG
-CCATTTACATTTACAATCCAAAGACATTTTGATGTAAAGCATCAAAGTGTCTCAGGATAT
-TCAAACATTATTCTTATTCATAGAACAACCTTTGAGGGTTATTACTTTGATGCCGGGCAG
-GCTCTACTCTTGTCAACATCCCAAATTGATTATATTCGGGATAAATGAAGTTCTTAGAAG
-AAAGGGGATTGTTATGCCTTAATCCGGTTGTTTGTTGGATTGATATTTACCATGTCAATG
-AAATGGTGGTTATGCTGCCAGTGCTCCGCAAAAAAGATGTTTCCAACCGTGTTAATGTAC
-CGGATGACATCATTATAAAACCCCATACTCACAAGAGAGCAGAACCTAAGAGGTAACAAA
-GAAGGACAAACAATTATGAGAGGTAAAAATACTACTTTACCAGTTAAAGTATCGCTGGCA
-ATCACTCTCTATTTTTGGTTGTTTTTTATGCAAAATGACATTATTCAGGTATCAAAAAAT
-AATTTATGACACCGGAGTGCATCAGATGCGTTCATTTTTTACACCCATATACAGTAGCGA
-ACAGCAGAAAAGCATTAACAGATCATCACTCACTTGCTGAGATATGCCAAAAATTTAATA
-TTCTACCTGAACATGTTGTGATCGAGCAAGGTAGATATTAAAGAGGTTGTTTTCAGAGCA
-ACGTTTTACTCAGACAATTGATTCATCATGAAATGAACCGGCAGGACACGCTTGTCATTC
-CAGATCTAAGCTGTCTTGGCAGAACTGTGGAGGACTTACAGAATATTTTATTTTTTGCCT
-TCAAAAAGAAATGTTTATCTACAGCTACCATCCAGCTTCAAGGATAGAGCCTTCTGCTGA
-AAGTTGCTTGTCTTTTTTGATTGCTCGTCAGGATACGATTGACATTCACAATCTGAAATC
-AACTAAAAGCCGATATCGACATGTTAAGAAAAATTAGGACGAAAGGAGGGAAGCAAATAC
-CGACGTGATATCACAATACTTAAGAAAGGTGGATTTACTCAGGCTGAGATTGCAAAGAAA
-TTGAGTATCAGTTTATCGACTGTGAAGCGGCACTGGAAAAACGGAATCATCGGTTAATTC
-CAGAAGCTAATTGCAGAGTAACTTTTTAACAGCCATCACAGGCTGGGGCTACCTTCGTCT
-CAAATTTAGATGTTGGATAGGTATTATATAATGGCATTGTGTACTCTTACTACCTGTATT
-CACCAGTAAGAGTAGTAATCAGATCAGTATGTCCGTACTAAAATCTGATACCAGTATATA
-CCGACAACAGTGACCAGGAATAGCCCTGCCTGTATGGCATCCCTGTACGGTCTGCTATAG
-ACCGTAGGACCAAATACAGGTATATATTATGAAAACATATCAAGGTACTCATGGAGTACA
-TATCCTCGAATTTCAGAGTAAGATTAATAAATATTTATGTTATTTGACTAACCGGTATCC
-TAGGTTAATTGCTGTACGTGTCGATCTCCACTATCCCAAAATAGTTGATAACGGTGACAA
-AATCTGTTGCTTCCCTAACCTGGAACCTGGGGTGATATCCCGGATGCGTGAATCCCTCAG
-AGCTAAGCTGGAGGCTGACCGTACCCCGTAAGGTGCGTGAGGATAAACGCATTTACCCGT
-TGCCCTTTATTTATTATATGGGCGAAAGAGTATTCTGAATACGGGAAATGCCACTATCAC
-ATTTGCCTGTTGTTCAACAAAGACGCTTACTACCACCTCGGGGATTACGATCAGGACGAT
-AACCTTAGAGGGATGATCACAGGAGCCTGGTACAGCGCCCTGAGACTGGAGAGAGACGAT
-CACCCTGGTCTGGTCCATTTTCCTGAAAACTGTAAGTATGTGCTAGACACCAATAGTACT
-GACTTCCAGCAGAACTACCAGGCGCTGTTAACCCGACTGGACTACCTGACCAAAGTTGAA
-AGCAAAGTGTTTGGTGAAGGAGACCGTAACTTCGGCTGTAGCCAAATCGAACTGTAAGTC
-GGTAATTGCCTTCTCAGTGAGAAGGCCTTATTTGTATTGTTTCAAAAAATTAACTAAAAT
-GCAGTTTTCGTTACGCAATTTTCTATAGATTACTGATAGTCATCAGCAAGTCCGCTACTA
-AATAACGTTTCTGCATTTTCAGCGGTAGCAACAGCATCCTGCACATCCTGCCGTTTCAAA
-TCTAACACTCGTAATTTACCCTTTACTTCGGCGACAGATTTCGATTCGCCTGTAAGCATA
-GAATGATGTTCGGCATATAGGGCAAGTCCTTCCAGTTTGGCCAAAGCATCAGCCAGATGT
-AGGCTATGTGGATCTACCAGGTCCACAACCATTTTGCCATCCTGTTCGGCAAAGAACAGG
-AAATCGGGACGAACAATCTTGTACTGTTCAGCTTCAACATAAGCGACTTCCCAGTGACGA
-CTGCCCTGTGTACTGTGGATTACGATACCAGAAAGCAAATCCTTCACGTTTGGTTTCGAT
-CTCAAAAACCTTGGTTTCCCAATGGTTCAACAGAGCCGGATAGTTCCCGCTTTCGTCACA
-CAACAAATGGTGTTTCAAACTGGAAGGTCAGCTCCCTTTTCACCTTCACGCACCCTGGTC
-ATTTCAAACTTGTTCGCCGGCCTGACCAGATTCCACATCCTGCGGTTCGGTACTCATTTC
-GACGATTTGACGATAGGCCTCTTTACGCTCATCTTTCAACGACTTGATTTGCGGTGTGTA
-CTCGGCCAGCCACGCCTTCGCCAGTCTATCGGCCTCGCCATCGAAGTAATCCTGCACCTC
-CATCACCAGCCCCATGCCAGCAACGGTAACACGAGCCTCCATGATTGCTTCCAGGATTAT
-TCCTCTGCATCCTCTTCTCGATCCCGCAACCTTATCGGCCAGATATTCGACATAGGTACG
-TGAAACATCCGGGCTGAAAATTCGGTGATGCTGCCAACTTACTGATTTAGTGTATGATGG
-TGTTTGAGGTGCTCCCAGTGGCTTCTGTTTCTATCAGCTGTCCCTCCTGTTCAGCTACTG
-ACGGGGTGGTGCGTAACGGCAAAAGCACTGCCGGACATCAGCGCTATCTCTGCCTCTCAC
-TGCCGTAAAACATGGCAACTGCAGTTCACTTACACCGCTTCTCAAACCCGGTACGCACCA
-GAAAATCATTGATATGGCCATGAATGGCGTTGGATGCCGGGCAACCGCCCGCATTATGGG
-CGGTTGGCCTCAACACGATTTTCCGCCATTTAAAAAACTCAGGCCGCAGTCGGTAACCTC
-GCGCATACAGCCGGGCAGTGACGTCATCGTCTGCGCGGAAATGGACGAACAGTGGGGATA
-CGTCGGGGCTAAATCGCGCCAGCGCTGGCTGTTTTACGCGTATGACAGGCTCCGGAAGAC
-GGTTGTTGCGCACGTATTCGGTGAACGCACTATGGCGACGCTGGGGCGTCTTATGAGCCT
-GCTGTCACCCTTTGACGTGGTGATATGGATGACGGATGGCTGGCCGCTGTATGAATCCCG
-CCTGAAGGGAAAGCTGCACGTAATCAGCAAGCGATATACGCAGCGAATTGAGGCGCATAA
-CCTGAATCTGAGGCAGCACCTGGCACGGCTGGGACGGAAGTCGCTGTCGTTCTCAAAATC
-GGTGGAGCAGCATGACAAAGTCATCGGGCATTATCTGAACATAAAACACTATCAATAAGT
-TGGAGTCATTACCCGGTAAACAGATATATCGCCCCATCACCGCTGAAGTAATGAAGTAAG
-GCAGCAAGCCTCGCCATGTTCTCCGCCATTTTAGAAGCATAATCCTTAAAATCATAAAAG
-AAGGCCAATCATTCTCCATTTCTGACTCGACCTGGTTGTAGAATTCGATCCAATGTCTTT
-CTGCTTCTGCAGAGAATCGGAGGCAGATACGATTATTTTCACACACGGACGGGGTTTGCC
-TCCACCTTTGTAAGAAAGAATTGTGAAATGGGGTTGCAAATGAATAATTACACATATAAA
-GTGAATTTAATTCAATAAGTGGCGTTCGCCATGCGAGGATAAAATGTCCGATTTATACAA
-AAAACACTTTCTGAAACTGCTCGACTTTACCCCTGCACAGTCTCACTTCTCTGCTGACCC
-TTGGCCGCACAGCTCAAAGCCGATAAAAAAAATGGCAAGGAAGTACAGAAGCTTACCGGT
-AAAAACATCGCGCTCATCTTCGAAAAAAGACTCGACTCGTACCCGTTGCTCTTTCGAAGT
-TGCCGCATTTGACCAGGGCGCGCGCGTTACCCTATTTAGGGCCGAGCGGCAGCCAGATTG
-GGCATAAAGAGTCAAATAAAGGACACCGCCGCGGTTCTCGGGCGGATGTATGACGGCATT
-CAGTATCGCGGTCACGGCCAGGAAGTGGTCGAAACCGCTGCCGCAGTATGCGGGCGTGCC
-GGTGTGGAACGGGCTGACCAACGAGTTCCACCCGACCCAGCTGCTTGGCGGACCTGATGA
-CCATGCAGGAGCACCTGCCGGGCAAGGCGTTTAACGAGATGACGCTGGTCTACGCGGGCG
-ATGCGCGCAACAACATGGGCAACTCGATGCTGGAAGCGGGCGGCGCTGACCGGGCTGGAT
-CTGCGCCTGTTGGCCCCGAAAGCCTGCTGGCCGGGAGAGAGCCTGGTGGCGGAGTGCAGC
-GCGCTGGCGGAGAAGCACGGCGGGAAAAATTACTCTGACGGAAGACGTGGCGGCAGGCGT
-TAAGGGCGCGGACTTTATCTATACCGACGTGTGGGTGTCGATGGGCGAGGCCACAAAGAG
-AAGTGGAGGAGCGGATTGCGCTGCTGCGCGGGTATCAGGTGAACGCGCAGATGATGGCGC
-TGACCGACAACCCGAACGTGAAGTTCCTGCACTGTCTGCCGGCGTTCCATGACGACCAGA
-CTACGCTCCGGCAAGCAGATGGCGAAGGAGTTCGATCTGCACGGCGGGATGGAGGTGACG
-GACGAGGTGTTTGAGTCGGCGGCGAGCATCGTGTTCGACCAGGCGGAAAACCGGATGCAT
-ACGATTAAGGCGGTGATGATGGCAACGCTGGGAGTGATTGGGTCCGCTGCGCCGTTGGTG
-CCCTCACCCCGGCCCTCTCCCACAGGGAGAGGGAGAACACCGGCCCCATTTCATTGATTT
-TTCATCCCGAAAAAGGTACGTTTTCGCCTTAATTCCAGCGTGGACATGCCAGCATTATGC
-CGATTATTCAGTCTGTTGAACGTGCGTTGCAGATCCTCGACCTGTTCAACGAGCAGCCAC
-CGAGCTTAAGATCACCGACATCAGCAAACTGATGGGGCTGAGCAAGAGTACCCTTCCACT
-CGCTGCTAAAAACCCTGCAGCTTCACGGCTATATCGATCAGAACCCGGAGAACGGCAAGT
-ATCGCCTCGGCATGAAGCTGGTCGAGCGCGGCCATTTTGTCGTGGGCTCCATCGAAATTC
-GGCAGAAGGCAAAAGGCTGGCTGACGGAGCTGTCCCGGCGGACCGGGCAGACCACCCATC
-TGGGGATCCTGGACGGGCGTGAAGGGGTCTATATCGAGAAGATTGAAGGCAAGCTGGCCG
-CCATCGCCTATTCACGCATCGGCCGCCGCCTGCCGGTGCACGCCACCGCCATCGGCAAGG
-TGTTGATTGCCTGGCTGGGCGAGGCCGAGCTGAACGCCCTGCGGAAGGCTATCAGTACAC
-TACCTTTACGCCCGCCACCCTCGCGTCTCGCGAAGCCTTAATGAGCGCCCTGGCGCGGAC
-CCGCGAGCAAGGCTACGCCCTGGACAGCGAAGAGAACGAGCAGGGCGTGCGCTGCGTGGC
-GGTGCCCGGTGTGGAACCACGAGTCCCGCGTCATCGCCGCCCTGAGCCTGTCGACGCTGA
-CCTCCCGCGTGGACGACGCGGGGCTGGCTAATTTCCGCGAGCAGCTTCAGCAGGCCGGGC
-TCGCGCTCTCGCGCGCGCTGGGCTACCCGGCCTGAGCCGTTAGACCGGCTCGTAGGTGCA
-AGTAGTCGAAGTCCCGCGTAGCAGCCGTCGCCGCTGATGTCCTCGCAGTGCAGGCCCACA
-AACGCGCCGGTGAAGAAGCCGCGCCCGCCGATGTAGTCGTCCGACAGCTTCCAGCGCCTC
-ATACGTCACCGGCACGGTGTGGCACGTCTCGCCATCAAACGAGTAGCTGTAGCGGTAGAC
-CAGCGTATCCACGTCCACCCGCAGCCAGACGCTCTCCGCATGTTCCGGCACCGGAATGGG
-CTGCTCGTGCAGCGGCCACGACGGCACGTTGTGGTCGAGCTGGATAACTTTGATGGTTCT
-ACCCTGTCCCTCCTCGTAGTCCACAAAGCAGTAGCTCCAGTTTTTGGCTGTTGTAGTAGC
-AGGTCAGGCCCCGCGCTCTGCTGGAAGTGCACCGGCGAGAACTCCATCCGCGTTTCTGCC
-CGGAAGGCGAAGTGCTGCCAGCGGCGCGCCACGGTCGATTGGGTGAAGGTCGAATTGAGC
-GAGTCGTTGCCATAGAGCCGTAAGAAGCCCGGGCGCGCGGTGAGCGAGCCGAGGGTGTCG
-TCGAACGGAATGCGCAGGGTCTGCAGCTCCCGGGTCAAGCGAACTGGCGTCGAAATCGTC
-CCGCCAGTTGCCCGGAACGGCTGCAGGCTGCTCGGCTACTTGCGGGCCTTTCACGGTCAG
-CTGCGCGTGCTTGCCGCCTTCCACGTACGGCCAGCCGTCGCGCCATTCAATGCGGGCGAT
-GCCGGTCTCGCGCCCCAGCGGGCAGTAGCCGCGTCCCCCGGAGGCCAGCAGCGGCACGCC
-GGGCAGGCGCAGCGGGCGGCTGGTGAGGTAGGCCATGTACCATTCACCCGTATGCGTCTG
-CAGCAGCGAGCCGTGGCCGCTCTTCTGCAGCGGGTTCTCCGGCAGGTGCCAGCTGGTCAT
-CATCGTTACGTCCGGGTGCAGCTCGTACGGCCCGTCGATATTTTTGGAACGCAGCACCAC
-GACGGCGTGCTCGTAGCTGGTGCCGCCCTCGGCGGCCATCAGGTAGTACCATCCCGCGTG
-GCGATACAGGTGCGCGCCTTCGGGGTAGCAGAGCGGCGTGCCGGTAACAGCGTTTTGCGC
-TCGGGCGAGAGCGTGCCGGTCTGCGGGGTCAAACGCCTGTAACACGATGGTGTTGTGCGG
-GTTGCTGTGGTGGCGCGGCCCCCACGGGCGGTAGATATAGTATTTGCGGCCATCGTCGTC
-GTGGAACAGGGACGGGTCAAACCCGCCGTTGCCCATCGGGATTGGCTCGCTCCATGGCCC
-CTCGATGGAGGGCGCGGTGACCGAGGAAGTTGCGGCCGTTTTTCCACGGCGAGTCGACAA
-TCTTCACGTCGGTGTAGAGCAGCCAGAATTTACCGTCCGGCGTAGCTCAGGCACGGCGCC
-CAGATGCCGCCGGAGTCCGGGTTGCCCTTCATGTCCAGCATCGACACGCGGTCCAACGGG
-GTGCTGACCAGCGACCAGTTTTTCAGGTCACGGGAGTGGTAGATGCGCACGCCCGGGAAC
-CACTCGAAGGTCGAGGTGGCGATGTAGTAGTCCTCGCCCTGGCGGCACAGGGACGGGTCC
-GGGTTTGAAGCCGGTGAGTATCGGGTTAGTGATTTCCATATTGCCTCCGGTTAATGGGAT
-GCCGGCTGTCGGGGCGTCGGGAACGGCCTCCCCCCTGCGCCGGCGGTGCTTAATCAGCTG
-CCGGCTGATGGCCTCCACGCGGGCATCGGTGAGCTTGTAGAGCGACACGAATGATGAACA
-TGCCCGCGTAGAGCACCACCGGCACCACGCAGAACAGAATTTTGATGGTGGTGAGCACCT
-CAACCGGCTGCACGCTGCTGCTGGCGGAATAGTTGACGTACGCCAGGATCCAGCCCACCA
-CCGCCCCGCAATCGCCAGGCCATTTTCAGGCTGAACAGGTAGGTGGAGAGAACACCAGCC
-CGTCGAGGCGGCGACCGCTGCGGCTCTCCTCGTAGTCCACCACGTCAGAAGCCATCAGCC
-ACTGCAGCGGCGTGGTGGTATTAAAGACGAACAGGAACAGGATGTTGAGGGCAAAAATGA
-GCGCGATGTGCTCCGCCGGGGTGACGAAAATCAGCAGGCTGATCAGCGAGTAGGCGACGA
-TGATCCACTTGAAGGCGGTGACGCGGTCGAAGCGGCCCAGCAGGCGTGAGGAGCAAAGCG
-AGCCGAACATGGTGGCGAGGCTGCCGTAAAGTAAAAACTGGGTCGCCAACTCCGGGTGAT
-CCATCACGTATTTCACGAAATAGAGCGTCGCCCCGCCGCGCACCACGTTGGAGCAGGTCG
-CCATCATCTTGAACGCGCACATGATGCGCCACTGGCTGTTTGCCCAGCAGCAGCTTAAGG
-TCTTTCGCCACCGACGAGAGCCCGGCTGCACCTCAAAGGTGTAGCGCTTTTGGTCGTGAA
-GAAGCAGACGTAGAGCAGCACCACGCCGCTCAGCCCCAGCACGCACATGGCGCCGAAGTA
-GCCCACCTGCTCGTCCCCTTTGCCGATGATGCTCACCAGCGGCGCGCGATGCCGCTGATA
-GCGAGCGAGCCCGCCGCCGCCAGGAAGAAGCGCCAGGACTGCAGGGCGTGACGCTCTTTC
-GGGTCGGCGGTGATGAACCCCGGCATGGCGCAGTACGGCACGTTAACGAAGGTGTAGACC
-AGGGTCAGGAGAATGTAGGTCACGCAGGCGTAGATGATTCTGCCCTGTGGGAGAAGCCCG
-GCGTGTAGAAGGTCAGCACGCAGACGATGCCGAACGGGATGGCCCCCCACAGCAGGAACG
-GGCGGAACTGGCCGTGCCGCGTGCCGGGGTGCGGTCTACCAGCAGCCCCATCAGCGGGTC
-GGTGACGGCGTCGAGCACGCGGGAGACCAAAAACAGCGTGCCCATAATCCCCGCCGACAG
-GCCGAAGACGTCGGTGTAGAAATAGGCCAGCAGGAACATCGTGGCCTGCCAGACGAAGCC
-GCGGGCGGTGTCTCCCCAGCCCGTAGCCAATTTTGTCTTTCATGGTTAATTGCGTCATCA
-GAATTACACCCTTATGTAGTGTGCCGAATTACAACATCGTGTTAATGGAGTGTAATGAGC
-TATTCAATTAACCAGCAATGGTCATATCTTATTTCCGAATTACGTTATTTTGCTTTTGTG
-ACGCCAACGATATATCTCAACTAATTGTTTTAAATTAATAAATTTCAAAAACAACAAAGC
-CGTCTGCGGGAAATATTCCGCAGACGGTTTTATCTCTTAAAATAATTAAATTCCGAGCGC
-TTTTTTACCGGCGTTAATTACCTCGATAATTTTATCGGTGTCATAAATACAGCCTTTCCA
-GGTGCCGCCGCTCACCGACTGCAGTGCCGCCCACAGCGCGGGTGTCGTCCGGCAAAAAGT
-CGTGGGCGTGCAGGTCCGGGTGCGTCTGCCGCCGCGCCAGCTCGCGCGCGCCTCTTCCGG
-CGTCAGCGGGTTGTCCGCGGTGCCGATGAAGTTCACGCTGCCAGTTAACGTCAGACGATC
-CACGGCAATCTCGATGATGTCGTTATCGCGCAGCTTGCCAATCGGCCCGCCCGCCAGCGC
-CTCCGGCGACACGTGGCCGAAGCAGGCGCCCGTCGACACGCCCGAGAAGCGCGCATCGGT
-GATGAGCGACACCGTCTTGCCCCACGAGATATGCTTTAGCGCGGGGGTGAGCTGGTAGGT
-CTCTTCCATGCCGGTGCCGGACGGCCCGCCGCCGATCACCACCATGATATCGCCCCTGCA
-CAATCTCTTCCCGCTTGATCGCCTTGATCGCCTGCGCTTTCCGAGACAAACACCCGCACC
-CGGCCGGTGTGGTGGTATACGCCATCTTCGCCCACCACCGACGGGGTCGATCGCCGTGGG
-CCTTGATCACCGAACCTTCCGGAGCGATGTTGCCCGTCGGGAAGCAGACCGTCGAGGTCA
-GCCCTTTCGCTTTTGCCTTCTCCGGCGGCAGGATCACGTCATCCGGCTCTACGCCGTCCT
-GCTCGCGCAGGCACTGGCGGAAGCGCGCCCGGCGCTCGGACGCCTCGCCACCATTCAAGG
-TTCTCGCCCACCGTCTGGCCGGTCACGGTCATGGCGTCCAGATGCAGCAGGCCGAGGTCG
-CGCAGGTGGAGCATCACCTCCGGCACGCCGCCCGCGAGGAAGGCGCGCACGGTCGGGTGA
-TAGTCCGGGCCGTTGGGCAGCACGCCCACCAGACGCGGCACTTTACGGTTGATGCGCGTC
-CAGTGCTCAACGTCCGGGATCGTGCAGCCCGCCGCGTGGGCGATGGCCGGAATGTGCAGC
-AGTAAATTGGTGGAGCCGCCGAACGCCGCGTGGATCACCATCGCGTTTTCGATGGCTTTA
-TCGGAGAGGATATCCCGCGTGGTGATGCCGCGGCTATCCAGCTCGCTGACCGCGCGCGCC
-GACTGGCGGGCGATCTCCAGCCACACCGCCTGCCCGGACGGCGCCAGCGCGGAGTGCGGC
-AGCGCCAGACCCAGCGCCTCCGCGACCACCTGCGAGGTGCCCGCCGTGCCGAGGAACTGA
-CACCCGCCGCCCGGCGAGGCGCAGGCGCGACAGCCCAGTTCGGCGGCCTCCTGCAGGGAG
-AGTTCGTGGTTGGCGAAACGCGCGCCGATGGTCTGCACCTTGCCCGCGTCTTCCCCGACG
-GTCGGCGGCAGCGTCGCCCCGCCCGCACCAGAATAGTCGGCAGGTCGTGCATCGCGGCCA
-GCGCAATCATGGTGGCGGGCAGCCCTTTATCGCAGGTCGCTACGCCGATCACCGCCCGCG
-CGGTGGCAGGGAGCGGATCAGGCGGCGAAACACGATCGCCGCGTCGTTGCGGTACGGCAG
-GGAATCGAACATACCGTGCGTGCCCTGCGAGCGCCCGTCGCACGGATCGCTGACGGAAGG
-CCGCGAACGGGATCCCCCCATTGCGGGTGATCTCCTTTCGCCGCCGCCTGCATCTGCATG
-CCGATCTCCCAATGCCCGGTGTGGTAGCCAGCGCGATTGGGGCGTCCGTCTCCGGCGCGG
-ATGCCGCCCTGAGTGCCGATAATCAGCACCTCTTTGCCGGTGAGCTTGTTGGCGTCCCAG
-CCCATCCCGGCGTTCTGCGTCATGCCGAACAGGTTGCCGCTGGGAGATTCCATCAGCATC
-TGCGGGGTCAGCGGCAGAGCGCCCTGCGGCCCCCGCCGCGTGGGTGATCACCGCATAAAA
-ACGCGTCGTCCTGCGGGGTGAAAATTTTCTCAATGGTCATCGTTATCGTCCGGCTCAGCA
-AAGCTTGAGCTGTTGCAGCAGGGTTTTCAGCTGCGCCTTGCGCGGCTCGTCCAGCGGCGA
-GGCGGGCGGCAGCACGTGCGTGGAGACAGGACGACCGCAGAGCACGATCGCCTCCTTTAA
-TCCGTTCACAAACGGCGTATCCAGCTGATACATCTGCGGAATTTGCAGCAAGGTCTGATG
-ATACCCGGCCGCTTTCGCCACGTCCCCGTCGCGCCAGGCTTTCAGAAGATTCACCGACAC
-CTGCGGGGCAAAGTTGCCGCTCGCCGATATCGCCCCGTCGCGCCCGAGCAGCAGGGTATT
-GAACAGATGATCGTCGTAGCCGCAGAGCACGGTGAAGTGCGGATGGGCACCTTTGACGGT
-ATGGATCATGCTGCGCAGGTGGGCGACGGAGTCGATGGTGTCTTTGATGCCGATAATATT
-GCTGCGCGAGTCGGCGAGGGTTTTCACCAGCGCCGGAGTCAGATCCTGCCCGGTCAGCGC
-CGGGAAGTTATAGAGCATCACCGGCAGCGTGACGCTGTCGGCCACCTGCTCGAAATAGCG
-GATTAGGTTCGCTTCCGACACTTTCCAGTAGTAGGGGTTGATCACCACGATGCCGTCCGC
-GCCCGCCTGCTGCGCGTGCTGGCTGAGTTCGATGGTTTCCCGGGCGTTGGTGCCGCCGGT
-GCCGATCAGCACCGGCACGCGACGATCGACATGATCGATAGCAAAGCGGGCAATGGCTTT
-ACGCTCTTCGGCGCCGAGCTGGGAGAACTCGCCACCGCTGCCCAGGAAGAACAGGCCGTC
-AACGCCTGCTTTGATCAGATCGTCGATCAGCGCGGCGGTGCCCGGCTTATCGAGCTGGCC
-GTCGGCGGTAAAAATGGTGGAGACAGGGGGAATGATTCCCGTGAACAACGCGGACTGCGG
-CATGAGATCTCCTTGCTGAATCATTTTGTTCTACATTATAGAACAGCGTTCGTTTATTTA
-ACGATCATACTATGACGCAGAACAAGGAGAGGTAAATCGGAAGGGAAGAGGGAGTGCGGG
-AAATTTAAGCTGGATCACATATTGCCCCTCACCCCGGCCCTCTCCCCAAAGGGGCGAGGG
-GGAAAAGATGGCTCGGTGCAGTCCCCTCTCCCCTTTGGGGTGTACGGTCCGGGGACATAG
-TGAACACTTGTTCGGGGACATGGTAGACACTTACAACTAAGGCATAAGAACCCGTTTATG
-GAGTCGCTTATGCCCTGGGATGCGAGAGATACCATGTCATTACGTACTGAGTTTGTTTTG
-TTCGCCTCGCAGGACGGGGCGAACATCCGTTCCCTCTGCCGTCGCTTCGGCATTTCACCT
-GCCACCGGCTACAAGTGGCTCCAGCGCTGGGCTCAGGAAGGTGCCGCCGGTCTTCAGGAC
-CGCCCGCGCATTCCGCACCATTCCCCGAACCGCTCATCTGACGACATCACGGCCCTGCTG
-CGTATGCCCCATGACCGTCATGAACGCTGGGGAGCCCGCAAGATTAAGCGCTGGCTCGAG
-GACCAGGGGCACACCATGCCCGCCTTCAGCACCGTCCATAACCTGATGGCCCGCCCATGG
-CCTGCTGCCGGGGCGCTTCACCGGGCATTCCCCCACGGGCCGGTTCGAACACGACGCGCC
-GAACCGCCTCTGGCAGATGGATTTTAAGGGCCACTTTCCTTTTGGCGGTGGGACGCTGCC
-ATCCGCTCACCCTGCTGGACGACCACTCCCGTTTTTCCCTGTGCCTGGCGCACTGTACCG
-ATGAACGGCGCGAGACCGTGCAGCAGCAGCTGGTCAGCGTGGTTTGAGCGTTACGGCCTG
-CCGGACCGGATGACCATGGAAAACGGCTCACCGTGGGGCGACACCACCGGCACCTGGACG
-GCGCTGGAGCTGTGGCTGATGCGCCTGGGTATCCGGGTGGGGGCACTCCCGGCCCTTATC
-ATCCGCAGACGCAGGGGAAGCTGGAGCGTTTTCACCGCAGCCTGAAGGCGGAAGTGCTGC
-AGGGGAAAATGGTTCGCAGACAGCGGTGAACTGCAGCGCGCCTTCGACCACTGGGCGACG
-GTCTATAACCTTGAACGCCCGCACGAGGCGCTGGATATGGCGGTACCGGGCTCGCGGTAT
-CAGCCGTCAGCGCGGCAGTACAGCGGCAACACAAGCCCCCGGAATACGATGAAGGGGTGA
-TGGTCAGGAAAGTTGATATCAGCGGGAAAGCTGAGCGTGAAAGGGGTAAGTCTGAGCGCA
-GGCAAGGCGTTCAGGGGAGAACGGGTCGGGCTGAAGGAGATGCAGGAAGACGGCAGCTAC
-GAGGTGTGGTGTACAGCACGAAAGTGGGGGTGATCGACCTGAAGAAAAAAGTCGATCACC
-ATGGGTAAAGGATGTTAAAAAGTGTTCCATGTCCCCGACCACCTGATTGTCGGCGGCAGG
-CAAATATTCTCATTCGCCGAACATGGTCTTCTTTAACAGGAAAAAAATTATGAATAAAGA
-CTCTACTCAAACTTGGGGGCTTAAACGAGATATCACACCGTGTTTCGGAGCACGACTGGT
-GCAGGAAGGTCATCGTCTGCATTTTCTGGCTGACCGGGCTGGATTCACCGGCTCATTCAG
-TGAGGTGCAGACTCTACAACTGGATGAAGCCTTCCCGCATTTTGTCGCACATCTGGAGCT
-GATGCTGCTCTCCTGTGAGCTGAATCCCAGGGTACGCGCACTGTGTCACACTGTACCGTA
-ACGGGCTGACTGGTGAAGCCGAACGCTGGGCAGTCATGGGTTGTATATATCGCAATTTTG
-AATCGCCACGGGTTTAACAGACACCTCCGAGTCATTTAAAATGGCTTAAAGAGAGGTGCC
-CATGAGCGGTAAGCGTTATCCCGAAGAGTTTAAACTGAAGCAGTCAAACAGGTTGTTGAT
-CTCGGTTATTCTGTTGCCAGCGTTGCAACACGTCTCGATATCACCACCCACAGCCTTTAT
-GCCTGGATAAAGAAGTACGGTCCGGATTCTTCCACTAATAAAGAACAGTCAGATGCTCAG
-GCCGAGATCCGCCGTCTCCAGAAAGAGCTGAAACGGGTTACCGACGAACGGGACATATTA
-AAAAAAGCTGCTGTAGATTCAATCTGTCAATGCAACACCCCTTTCAATTATCTCTTTCGG
-TGTTTTGAACTTCAGTGTCTTTCTCGGTCTGTTGTTTAGCTGAGCAGCAACCAGATCTAG
-TTCATGTTGAGTATATTGGGCAAGACATGTCTTTTTAGGAAAGTACTGCCGAATTAGCCC
-ATTTGTGTTCTCGGTGATGCTGCCAACTTACTGATTTAGTGTATGATGGTGTTTTTGAGG
-TGCTCCAGTGGCTTCTGTTTCTATCAGCTGTCCCTCCTGTTCAGCTACTGACGGGGTGGT
-GCGTAACGGCAAAAGCACTGCCGGACATCAGCGCTATCTCTGCTCTCACTGCCGTAAACA
-TGGCAACTGCAGTTCACTTACACCGCTTCTCAACCCGGTACGCACCAGAAAAATCATTGA
-TATGGCCATGAATGGCGTTGGATGCCGGGCAACCGCCCGCATTATGGGCGTTGGCCTCAA
-CACGATTTTCCGCCATTTAAAAAACTCAGGCCGCAGTCGGTAACCTCGCGCATACAGCCG
-GGCAGTGACGTCATCGTCTGCGCGGAAATGGACGAACAGTGGGGATACGTCGGGGCTAAA
-TCGCGCCAGCGTGGCTGTTTTACGCGTATGACAGGGCTCCGGAAGACGGTTGTTGCGCAC
-GTATTCGGTGAACGCACTTGGCGACGCTGGGGCGTCTTATGAGCCTGCTGTCACCCTTTG
-ACGTGGTGATATGGATGACGGATGGCTGGCCGCTGTATGAATCCCGCCTGAAGGGAAAAG
-CTGCACGTAATCAGCAAGCGATATACGCAGCGAATTGAGCGGCATAACCTGAATCTGAGG
-CAGCACCTGGCACGGCTGGGACGGAAGTCGCTGTCGTTCTCAAAATCGGGGGAGCAGCAT
-GACAAAGTCATCGGGCATTATCTGAACATAAAACACTATCAATAAGTTGGAGTCATTACC
-GGGCCAAATCGATAAATCGCTCGATGAAGCCTCACTCAGCCTGCGCGCCGGTTCCCCGCG
-TTACATTACGCACATCCTGCTGCCGCCTGCTGCGCCCGGCGATCCTCTCGGCGCTGATTT
-ACAGCTTTGTGCGCGCCATTACCACCGTCAGCGCCATTGTGTTCCTCGTCACGCCGGATA
-CCCGCGTAGCGACGGCTTACATCCTCAACCGCGTGGAAGATGGCGAATACGGTGTAGCGA
-TTGCCTACGGTTCCATTCTGATCGTGGTGATGCTGGCGATTATTTTCATCTTTGACTGGC
-TGATCGGTGAATCACGTACCTCCCGTTCTAAAAGCCAAAAACCAGGCGGTAATGGAGCGC
-ACTATGACTCAGAAAAATTTCGTTGAACTGCGCAACGTCACTAAACGATTTGGCAGTAAT
-ACGGTAATCGACAATATCAACCTCACCATCCCGCAGGGGCAAATGGTGACGCTGCTCGGC
-CCGTCCGGCTGCGGCAAAACCACTATTTTGCGCCTGGTTGCCGGGCTGGAAAAACCGAGC
-GAAGGGCAAATTTTCATTGATGGCGAAGACGTCACCCATCGCTCTATTCAGCAGCGCGAT
-ATCTGTATGGTGTTTCAGTCCTATGCCCTGTTCCCGCATATGTCGCTGGGAGAGAATGTC
-GGTTATGGCCTGAAAATGCTCGGCGTACCGCGCGCAGAGCTGAAAGCCCGCGTCAAAGAG
-GCGTTGGCGATGGTGGATCTGGAAGGATTCGAAGACCGCTTTGTCGATCAGATCTCCGGC
-GGGCAGCAGCAGCGCGTGGCGCTGGCCCGCGCGCTGATCCTCAAGCCGAAAGTGCTGCTG
-TTTGATGAGCCGTTGAGTAACCTCGACGCCAACCTGCGTCGCAGCATGCGCGACAAGATC
-CGCGAGTTGCAAAAGCAGTTTGATATCACCTCGCTGTACGTCACCCACGATCAGAGCGAA
-GCCTTTGCGGGTTTTCTGATACTGTGCTGGTGATGAACAAGGGACACATCATGCAGATTC
-GGCTCACCGCAGGATCTTTACCGCCAGCCCGCCTCCCGCTTTATGGCGAGCTTTATGGGC
-GATGCCAACCTGTTCCCGGCAACCTTCAGCGACGGATACGTTGATATCTACGGCTATCAT
-CTGCCGCGCCCGCTGCACTTTGGGTACACAGGGTGAAGGGATGGTCGGTGTGCGCCCGGA
-AGCGATCACGCTCAGCGATCGCGGCGAAGAGAGCCAGCGCTGCGTGATCCGCCATGTCGC
-CTATATGGGGCCGCAAGATGAAGTGACGGTGGAATGGCACGGGCAGGAGATATTATTGCA
-GGTCAACGCTACGCGTCTGCAACCGGACGTCGGCGAGCAGTATTATCTTGAAATCCATCC
-GTACGGCATGTTTGTTCTGGCGGATGCGGCATAACGTTTTGTGGTTTTGTAGGCCGGATA
-AGGCGCTTGTGCCGCCATCCGGCAATGGCCTGATGCGCTGCGCTTATCAGGCCTACAATG
-AACGATGTAGACCCGATAAAACCCTCAGCTTCGCGCTTTTAACGCGGCGATATCCGCAGG
-CGTGGTGCGACAGCACCCGCCAATCAACCGTGCGCCAGCGGCCTGCCACTGCGGCAGAAA
-ATCCGCCAGCTGCGCGCAATGTTCACCGTGATGATGCCAGGTTTTGCTCACGGCATCGTA
-ATGCTCGCCCGAGTTCGGATACACCACCAGCGGCAGCACCGTTAAACCGTGTAAATGCTG
-CAACGCAGCGGTGGTTGTTTTCCAGCGCAATACAGTTAATGCCTAGCGCCACCACCTGCG
-GATAACCCGCCAGCAACGCAACCACGTCACGCAGCGGCGTACCGTCGCTCAGGTGTTCGC
-TGTCGCGCAGGGTAAATGAGAACCACGCCCGCGCACGCGGATATGCGGTCAACAGCTCGG
-CCAACGCCTCAATCTCGGAAAAATTCGGCAGGGTTTCGCAGGCCAGCAGATCGGCCCCGG
-CATCCAGCAAGGCTTCCACGCGCGGGCGATGAAACGCCTGAAATGCCTCAACGCTACAAT
-GATAATCGCCACGGTATTCAGAGCCATCCGCCAGATACGCGCCGTAAGCCCCGACGGATC
-CCGCCACCAGAAGCGTTCCCGCCTGCGGGTTCTCTGCCAGATACGCTTCACGGGCTTTAC
-GGCCAGCTCCACGCTTTTGCCAATCAGCGCTTTCGACTGCGCTTCATCCAGACCTCGCGC
-GGCGAAGCCCGCCGGCGTCGCCTGATAGCTGGCAGTGATCGCGCATTGCGCCCCCGCCCG
-GTAGTAATCAAGATGCACTTCGCGGATAAGCTCCGGGTTTTCTACCAGCACTTTGGCTGA
-CCACAGGCTGTCGGCTAAGTTACACCCTCGCGCTTCCAGCTCCGTCGCCATCGCGCCATC
-CAGCAGCAGGATATCCTGTTTATCAAGAAGAGCGCGTAACGGATTATTCTGCGACATGTT
-CTGGCTCCTGTTTTGCGTTTCGGGGTTGAGTAAGGAAATAAGACCATAGCACAACGCAAC
-AAACGGTAACCCGCACCACAACGCAATTCTCCGCGCTGGATCGAATGCCAGCCAAAACAC
-GGCCACAGGCACAGCACAAAACCTAATACTGGCACCAGCGGATACCACGGCGCGCGATAA
-TGTAATTCACTCAATGCCTTACCCTTGTTGCAGATGACGGCGACGAAAAACAAAATGCGA
-GGCGCAGATACTCAGCCACACCGCTACCACCGCAAACCCGGAGATTGCCGACAGCGCAAA
-AATACCGTGTCCGGGGCCACCACGCTGGAAAACAGCGCCAGCACACCACCGAGCATACTG
-ACCGACAGCGCCGTCAGTGGCACGCCGTTTTTCGTTACTCGCGCAAAACAGGCCGGTAGC
-GTACGTTCATTCGACAACGACCACAGCATGCGCCCGGAGGCATATAACCCGGAGTTCGCT
-GCAGAAAGAATAGCCGTCAGGATCACGAAGTTAAAAATATCAGCGGCGTACGGGATCCCT
-ACTTTCTCAAATACCAGCACAAACGGGCTTTTCTCCACGCCCACCTGCTGCATCGGGATC
-AGCGCTGCCAGCACAAACACGGTGCCGATAAAGAAAATAATCAGTCGCGCGATGGTAGTA
-CGAATCGCTACCGGGATAACTTTGCCGGGGTTTTCCGTTTCACCGGCGGCAATGCCGATA
-AGCTCGGTACCCGAAAAAGCAAAGTTCACTGCCACCATAGTCATCAAAATCGGTAAGCCA
-CCGTGCGGGGAACCAGCCTTCTGCCGTGTATTACTCAGCCCCGGCGCGGGCGAGCCATCC
-TGCATCGGAATAAAGCCGAAAATCGCCGCCCCACCGAGGATGATAAAGGCGATGATAGTG
-ACCACTTTGACCAGCGAGAACCAGAACTCCCCTTCGGCAAAAAAGCGCGTGGAGATAACA
-TTCAGACCAAAAATAATCGCGCAGAACACCACGCACCAGACCCATACCGGCACCTGTGGA
-AACCAGTACTGCATACAGAATCCAGCGGCGGTAAAGCTCGAACCCAGCGCCACGGTCCAG
-GTCAGCCAGTAAAGCCAGGCCACGGTAAACCCGGTAGCCGGACCAAGATAGCGCGCGGCA
-TAAACGTGAAACGCTCCGGTCTCCGGCATCGCGACCGACAGCTCGCCCAGACACTGCATA
-ACCAGGCAACCACCAGCGCACCAATCAGATAGGCCAGCAGCGTTCCCGCCGCTCCAGTGG
-TGGAAATGATGTACCCGGTATTGAAGAATAATCCTGTGCCAATCACGCCGCCCAAGGAAA
-GCATAATCAGGTGACGCGGTTTCCATTGTGCGCTTCAGTGGCGCATTTTGTTGTGTTGTT
-TGCATATAACCTTCTAAACGTATGGACATCTAAACATCCAAAGAAGGTTTGTTATACCGC
-GTTTGTTAACAGAATGCAAAGTCAACCCTCCACCAGACGCAGATGCCCGCGCCGGGCGCT
-TAATAGCGGGTGGGGATTAATAATCAGATACAAAAAGGGCCGCCAGCTCATAACGCCTCC
-GGAAGGTGCGAACAAGTCCCTGATATGAGATCATGTTTGTCATCTGGAGCCATAGAACAG
-GGTTCATCATGAGTCATCAACTTACCTTCGCCGACAGTGAATTCAGCAGTAAGCGCCGTC
-AGACCAGAAAAGAGATTTTCTTGTCCCGCATGGAGCAGATTCTGCCATGGCAAAACATGG
-TGGAAGTCATCGAGCCGTTTTACCCCAAGGCTGGTAATGGCCGGCGACCTTATCCGCTGG
-AAACCATGCTACGCATTCACTGCATGCAGCATTGGTACAACCTGAGCGATGGCGCGATGG
-AAGATGCTCTGTACGAAATCGCCTCCATGCGTCTGTTTGCCCGGTTATCCCTGGATAGCG
-CCTTGCCGGACCGCACCACCATCATGAATTCCGCCACCTGCTGGAGCAGCATCAACTGGC
-CCGCCAATTGTTCAAGACCATCAATCGCTGGCTGGCCGAAGCAGGCGTCATGATGACTCA
-AGGCACCTTGGTCGATGCCACCATCATTGAGGCACCCAGCTCGACCAAGAACAAAGAGCA
-GCAACGCGATCCGGAGATGCATCAGACCAAGAAAGGCAATCAGTGGCACTTTGGCATGAA
-GGCCCACATTGGTGTCGATGCCAAGAGTGGCCTGGACCCACAGCCTGGTCACCACCGCGG
-CCAACGAGCATGACCTCAATCAGCTGGGTAATCTGCTGCATGGAGAGGAGCAATTTGTCT
-CAGCCGATGCCGGCTACCAAGGGGCGCCACAGCGCGAGGAGCTGGCCGAGGTGGATGTGG
-ACTGGCTGATCGCCGAGCGCCCCGGCAAGGGTAAGAACCTTGAAACAGCATCCACGCAAG
-AACAAAACGGCCATCAACATCGAATACATGAAAGCCAGCATCCGGGCCAGGGTGGAGCAC
-CCATTTCGCATCATCAAGCGACAGTTCGGCTTCGTGAAAGCCAGATACAAGGGGTTGCTG
-AAAAACGATAACCAACTGGCGATGTTATTCACGCTGGCCAACCTGTTTCGGGCGGACCAA
-ATGATACGTCAGTGGGAGAGATCTCACTAAAAACTGGGGATAACGCCTTAAATGGCGAAA
-GAACGGTCTAAATAGGCTGATTCAAGGCATTTACGGGAGAAAAAATCGGCTCAAACATGA
-AGAAATGAAATGACTGAGTCAGCCGAGAAGAATTTCCCCGCTTATTCGCACCTTCCATAA
-CAGTGCTGTCAGCGATGCGGCGAAGTTTCTGGCTTTCTCCTGCGGGATCGTTGAGACCAC
-TCGCATCTCGCCATTACGAGACTGCGTTTGCGAATGAGCCTGTGCCCCAGAAAGATAAAG
-CCGTCATTAACATGGGGGATTTTAGTCTTATCCATGTTCAGCCTGAGTTTCAGACTGCCT
-TCGAGCACACCCCGACACTCCTCCCTGATGGCTTCCACCTGTGCTTTGGTGCCTTTGACG
-ATGAGGACAAAATCATCGGCATAGCGGCAGTACGCCACCGCGGGTTTCCACTGCCAGTTT
-TCTCTGACCGCCGTACTTCGGCCCCGTTGGATACTGTTATTCCAGTACCACCGATCTTTT
-TCTGGCTTTCCCGCTCAGGTAGCGCTCATGCAGGTATTGATCGAACTCATTCAGCATGAT
-GTTCGATAATAGCGGCGATATAACACCGCCCTGTGGCACACCTTCACTGGCCGCCCGAAA
-GAGACCGACATCGATATGTCCCGCCTTGATGGTTTTCCACAGCAGAGTCATGAAACGTGC
-GTCACTGATCCTGCGGCGTACAGCCTTCATCAGCAGTCGATGATGTACGGTGTCGAAGTA
-ACTGGACAGGTCGCCTTCAATCACCCAGCGTCCCCGGGTTTCACCACAGTCTGTGAGCTG
-TAATTTCACCGTGCGGATCGCGTGGTGGACACTGCGCTCAGGCCCGGAAGCCATATGAGA
-GCGTATGAAAATCACTCTCCCATATCGGCTCCATCGCCATCAGCATGGCCCGCTGAACAA
-TACGATCCCGCCAACGCGGGGATACCCAGTGGTCGCAGTTTGCCGTTGCTTTTAGGGATG
-TAAACCCGTCTGGCGGGCAAGGGCTGGTAGTGGCCTGAGAGTAATTCATCCCTGAGGATT
-TGCAGCTCAACAGCCAGTCTGGCCTGTAGCATTGTTTTGTTCACGCCATCAACGCCGGGG
-GTATGGGCCCCCTTTGATGAAAGCGTGATCCGCGCCGCTTCAGCCAGCCATTCTGGTTGT
-GTTATCAGACGCAGCAGCCGTTGAATCCGTAGGGACGGATCGGTGGCTGCCCATGTGGCA
-AGCTTGCGTTGCATTTCGCTGATTATCAAAGGTCTTCACCTCGTTAGGTCAGTTAATTCA
-CGTCGCAAACACATTCAAACTGCTTCCCTTCGCCATGTAATGGGCTTTCCCCATCGCGGA
-CTACTACGGAAGCTCCGCCAGCCAGCGCGTCATCGGAGCCATGCCCCCTTAACAATCCGT
-CGCTGACCTTCCCCGGTTTACCTGCCTGGACTCAGGCATACTGAGGAGGCTGCCCGTCGC
-ACTCTTTATCCTTGCTTGCCGCAAGTTGGCAGAAGTCAGCAACGCAAGCGTGATAGACGC
-TGCTGCCCCGGTGTTTCGCATACATGTCAAAACACCTTCGACCGGCAGTGCTTACGTATC
-ACTGCCAGTTCCTCCTGCACGGCCTGTCAGATCACGTAGGCCGTGGTGACGTTTTCAACC
-CACAGAGGCGGATTAACGGGTTCATGTTCTTCAACCTTTCAGTACTTAACCTTGAGGATC
-ATCTCGGCTTAGTGATCTCGCCTCAATCCCCGTTGTCAGCGGGTTACATCACCCTGCGGG
-CATGCCGCAGGTCACTGCCGCTCAGGTTCTCCACCGTCACACCCGGTGGGATTGTTGGGT
-TTCTCATCGTGAGTTACCGGTTCAATATTCCAGACAGACTCGCGGTTCATTTAAGCATCC
-ATGCCCGCCCTGAACTCCGGGCACACTATAGGTCACATCACCGCACCACACCTGATTTGG
-TTCCGTTACGGCGAACTGTCGCTCAAATGATTCGGGATAGCAACGTGCTCATGACCGCCA
-CGCTTATACCGGTGAGTCGGCTGCTGGCAACTGACCAGCCCCAGCTCTTTCATGAGTCTG
-CCAGCAAGCCAGCGCCCCATCTGGTATCCTCTCTGGGTTGCCATTGTGGCGATGCTTCTT
-GCTCCGGCAGAGCCGTGGCTGATGCCATGCAGTTCAAGTACCTGACTGCGTAATACAGCC
-CGTCTGCCGTCTGGCTTTTAGGACGGTTTTTCCAGTATTTGTAGCTGCTGCGATGAACCC
-CGAACACATGGCAGAGAGTGGCCACAGGATAACGCGCCCTGAGTTTCCCGATTATCGAGA
-ACTGTTCAGGGAGTCTGACATCAAGAGCGCGGTTGTAGATTCAATCTGTCAATGCAACAC
-CCCTTTCAATTATCTCTTTCGGTGTTTTGAACTTCAGTGTCTTTCTCGGTCTGTTGTTTA
-GCTGAGCAGCAACCAGATCTAGTTCATGTTGAGTATATTGGGCAAGACATGTCTTTTTAG
-GAAAGTACTGCCGAATTAGCCCATTTGTATTCTCATTTGTCCCCCCTGCCAAGGACTCTG
-AGGATCGCAGAAGTAAACTTTAACGCCGGTGCTGACAGTAAATTCTAGATGTCTGGCAGT
-TCCATTCCTCTGTCCCATGTCAGTGATTTTCTGAGTTCTGACGGTAAACTCAGGAATTTG
-TCGGTAAGAGCCTGATTTACCTGAGACAGAATTTTCCCCTGAGTCTAACGATGATCGTAT
-AACGTGATTTTCGGTCTACAAGTGTGGCTATATGAGAGTTTTTTGTACCTGAGACTAAAT
-CGCCCTCCCAATGCCCCAGAGAGCGTCTGTTATCGATATTTCGGGAACGTTCGTGAATTG
-GTGTTCCGTTCACTATGTTAATCGTACCTCTTTCGCCTTTGCGGGTATGACGCCTGCCAT
-GGCGAAGGCTATGCGACCGTCGCAGATGCTGTATATTCAGGTGGTGTAGCGCTTCACGGC
-TACGAAAGTACAGCGTTTTATAAATTGTCTCAGGTGATATTCGCAGCGTTTTTTTGACGT
-GGTTTTGTTCGCCTTAACCATCCTGATATTTGCTCTGGAGACCATTTCATCTCCAGCTTT
-TCCAGAACAAGCTTTCGCAATGGTAAATTTTGATCCAGTAAGCACGGTTTGGCCTTTTCG
-CCATTCTGTTGGCTCGGTTATTAGCATCAACAGCTTTGTAATAGCGTCTGCCCCGATTAC
-GCTGAACTTCACGTGAGATCGTCGAAGGACTGCGATTCAGCGCAGTAGCTATCGCACGAA
-TGCTCATTTTGGCTGACAAACCAGCTCGTATCTCCTCGCGCTCAGACAGTGTCAGGTGAG
-CTACAGCCCGCTTACGCTCATGGGGTTTTATGCCGCCAGTATCCCTTAACATAGTGAAGA
-TCGTTCCGGGTTTTGAACCCAGGATAATCGCTATTTCACTGAAGCCTGTTCCGTTCTTCC
-ATAGTTCAAAAACAGAGGCTTTTTCCTCTGCTGTAAATGTTCGTCTCATTCAAAAAACCT
-CCGCAACCCCATGTTTTCACATAACTGTTGCGTTGACCAATTGAATCTACAGTAGCCTTT
-TAATATTTTCATTTTCCATTTCAATACGTTGTAGCTTTTTCCTGAGCTCACGGATTTCAA
-TTTGTTCCGGGGTAATGGGGGAGGCTTTTGGTGTTTTGCCCTGCCGTTCATCACGTAATT
-GTTTCACCCATCGCGTCATTGTGGAAAAGGCCGACATCCATAGCGCTGGCTGCATCTGCC
-ACGGTGTAGTTCTGGTCAACGACCAGTTGAGCGGTTCGCGTTTAAACTCTGCGCTGAAAT
-TTCTTTTTTTCATTATGACACCTGTGTTGTTCTGAGGTGAGCATATCACCTCTGTTCAGG
-TGGCCAAATTCAGTAACCCACTTCATCCCTAGTGAAAAGGATTCATGAATGAAGCTCTTA
-GCAAAAGCACCTCTAAATCTGTTACGCGCCTTTGAAGCGGCTGGTCGTACCGGAGCTTTT
-GCGTTGGCCGCCTCTGAGTTGGAACTGTCACCCAGTGCGATCAGCCATGCCATCCGCAAA
-CTGGAAAACTTGCTTGATGTACGCCTTTTCAGCGCAGTACGCGAGAAATTACGCTGACGA
-AAGAAGGTGAAATACTGCTTGAGCACATACACGCGGGGATTTAACGAATTACAGCAGGGG
-TTGGCATTAGTGACGGCTGATGAATCCAGGCCTTTGCGCCTTCATACTGCACCGAGTTTT
-GCCCATCAATGGCTTTTTACCACGTCTTGGTAAGTTCATACGTGAGAACCCAAGCATCGA
-TCTGCGACTTTCAGCCAGCACAGAATATGCACGTTTTGAACAGGATGATTTTGATCTCGA
-TATAGTCTACGGTGAACCCCGCCCATCACCCTATGAGAAGATCCCCCTTGCTGTTGAAGA
-ACTTACGCCACTGTGTTCTCCCCAACTGGCTGAGCGGCTAAGAAACCAGAGGATCTCTAT
-GCGTTGACATTGATTCAGTGCGATGTGCAGTTGTACCAGTGGAAAGGATGGTTTGAGGCG
-AATAAGATGACGCCACCCAATAATTATGGCCTTCGATTTGACCGTAGCTTTATGGCGATT
-GCTGCCGCAGTTGACGGCTTGGGAGTTGTGCTTGAATCAAAACTACTGGCTGAACGTGAA
-ATCGTCAGCGGTAAACTGGTATGCCCACTTGTAAACAGTACCAGCGAAATACATTACATC
-GGTCATTATTTGTTTTCCCCCAGCACCAACACATGCATTCTGCGCTGGATGTGTTCAAAC
-CTGGCTACTGAATGAACTCAATCTGGGTAAAATTCGTTGATCATGTTCACATTAATCGGG
-GCTCTGAATTCAAAGTAACTTTATTACTAAGCATTATTTTGTGAAGGCTCTCACTTTTGC
-TCGCGGTCCGAAACTTTGCTGGGTTGAGATTTTAAGGTGTATCACGGCGGCTCATACTCT
-CAATAAATCCCTGTTAGTAAATGCTGCTATTATAACTCATTCATTGCCTGAGCCAGCAGT
-CGCGCAGCTGCCTCAAGCGCAGAGGATTGAAAAAATCTTCAGATATATTCTCACTCTGAA
-CATACGCAATTAACGGCGGAATCTCACGATTCTACCGTTTTTTATTATTTTTCAGAGGAG
-TAGTGATGAATAATTCTGAAGGTTTGAAGTCGTTTCAGCAATCGCTTGCTGATCTGCCGC
-AATGGGTATCAGAGCGGCTTCTGCAGCAAATTAACCAGTTAACTAACTACGAGCCAGTGA
-TCGGCATTATGGGGTAAACCGGTGTTGGGAAGAGCAGTCTGTGCAATGCCCTGTTTGGCC
-GGAATATATCACCGGTCAGCGATGTGGCGGCCTGTACACGTGAGCCACTGCGCCTTCGCC
-TGCAAGTCGGCGACCGCTATATAACGCTGATGGATCTGCCCGGCGTGGGCGAAAGTGGCG
-CTCGCGATACCGAGTATGCTGCGCTGTACCGCGGAACAGCTTCCTCGCCTCGACCTGGTA
-CTGTGGCTGATTAAGGCCGATGACCGGGCGCTGACGGTGGATGAACATTTTTATCAATCA
-GGTGATTGGAGAGGTATACCGGCATAAGGTGCTGTTTGTTATCAGCCAGTCGGATAAGGC
-CGAACCTACCAGCGGTGGGGGACAGTTGTCCACGGCGCAGAAGCAGAATATCAGCCCCAA
-AATCTGCCTGCTGCATGAGCTGTTCCAGCCCGTCCATCCGGTGTGTGCTGTGTCGGTCCG
-TCTACAATGGGGGCTTAAGGTGATGGGAGGCGGATGATTAAGTGCCTGCCACGTGAGGCC
-ACCAGCCCCGGTGGTGTCGCAACTCCATCCTTCCTTTCGCACGACGGTAGTCCGGGAACA
-GGCTCGTAGCGATTTTGGTGAAACCGTCGGGGCCGTACTCGATAGCATCAGTGCCTTTCC
-CCTGATACCCGCCCCGGTGCGGGCCGTCATTCAGGCCGTGCGCACCACGGTGGTGTCAGT
-GGCCCGCGCCGTCTGGGATTTCTTCTTCTGAGTATTTAACCCATCCCTGTTACCTTCCCT
-GCCCCTGTCGCCGATGCGACGGGGATCCCTTTTATTTGTTTTCCCGTTATGAGGAGTCTG
-CTTATGACCCGTCTGGCTTCGCGCTTTGGCGCAGCAAACCTTATCCGTCGCGACCGTCCG
-TTAACCCGTGAAGAGCTGTTTCGCGTAGTGCCCAGTGTATTCAGTGAGGACAAACACGAG
-TCCCGTAGTGAGCGTTATACCTATATACCCACCATCTCCCTGCTCGACAGCCTACAGCGA
-GAAGGCTTCCAGCCATTCTTTGCCTGTCAGACCCGCGTGCGTGACCCGGGTCGTCGTGAA
-CATACAAAGCATATGCTGCGTCTGCGGCGGGAAGGGCAGATCACCGGTAAACAGGTGCCG
-GAAATTATTCTACTCAACTCTCACGATGGAACCAGTTCGTATCAGATGTTGCCGGGACTA
-TTTCGTGCGGTTTGTCAGAACGGGCTCGTCTGCGGTGAGTCGTTTGGCGAGGTGCGGGTG
-CCACACAAGGGGGACGTGGTGAGTCAGGTGATTGAAGGCGCGTATGAGGTGCTGGGGATT
-TTTGACCGGGTGGAGGAGAAACGGGATGCCATGCAGTCGTTGCTGTTGCCACCCCCGGCC
-ACAGCAGGCACTGGCAAAAGCCGCCCTCACATACCGCTTTGGTGAAGACCACCAGCCGGT
-GACTGAATCGCAGATCCTCTCCCCTCGCCGCTGGCAGGATGAGAGCAATGACCTGTGGAC
-CACGTACCAGCGTATTCAGGAGAACCTGATTAAGGGCGGGCTCAGGGCCGTAATGCCAAA
-GGAGGACGGTCACATACCCGTGCCGTTCGCGGTATCGACGGGGACGTGAAACTTAACCGG
-GCACTGTGGGTGATTGGCGGAAGCCCTGCTCACGCAACTGCAGTGACCGTTTAATGTTGC
-TGCTTTGTTAATATCGGACACCACCTGTCCGCATCGCACCGTGCTGACGGTCCTCACTCA
-CCGAGGGAAGGCCTGTAACCCCCGCTGGCCCTGGCTTTTGCAGAAATGAAAAATAGTTTC
-TGTGGTGTCCATACCCTGTCCGACCCCTTCTTAAAAGTAATCACATCATTTTCAGTCAGT
-TAACTTTCACGGAGAACGTCTCATGGACACAGGCAGAACGCCGCCATGACCGGCTGGCTG
-TCAGGCTGTCACTGATAATCAGCCGTCTGGTGGCAGGGGAAACGCTGAGTGTGCGTAAGC
-TTGCCGCTGAGTTTGGTGTGTCGGTGCGCACGCTGCGGCGTGATTTTCGTGAGCGGCTGA
-TGTATCTGGACCTGGAGTATCAGTCCGGATATTGCCATTATCGCCATTGTTGTCATCGTC
-ATCATTCTGAACAAAACCGGGGTGTCCGACAGTCTCGCGGCCCTGACCCTTGCCACTGTT
-GCCGCACTGCTGACGGGAGGTGGCGCAGCCGGTGCTGCCAGTGTCGCGCTGACACCGTTC
-GTCGGCGTGCCGGTGGGTATTTTCGTGGGCATTTATGTCTTTGCCAAAGTGGTTCGTCTG
-ATTTCAGGAAAAAAATAATGAAACGTAAAACACTGCCTCTGCTGGCGCTGGTTGCCACCA
-CTCTGTTTCTCATCGCATGCGATGACAGAAGTGATGACCTGAAGGCCATCAGTAAATTTA
-AGGACCTCACCCCACCGCGTTTCAGTGATGTGGTCAGCCACCAGGATGATGTCAGCGAAG
-AATGGTCACAGGTTGACTACTTATCCGGTCCCACCTTGCAGGTTTTACGTACCCGCCAGT
-CGCCCGATGGCTGCGAGGATGGCAGTTACTACTACCTCGTGGATATGCAGGAAAAAACCC
-GCCAGCCACTGATGAATGCGCTGTGTATTGCCGATAACATCAAACTGGAATACCAGGAGG
-TGACGGACCCGTATACCAAAGAAAAATACTTTGAGTACGCCCATGACGGCAAACTGATGG
-GGCAGCTACTGATACCCTCGAACCCTGACAATCAGGAATAAAACAACGACAAAGGAGACA
-AGAATGACAATACTTTCACTAAGTCGGTTTATGCTGGCGGGTGTACTGCTCGCGAGCTTT
-AATGCCTCTGCTATCCCGGGGTTCTGGCAGCAGGGTTACGGTCAGGGCAATACGGAATAC
-AGCGTGACCGAAGCCAGCGGAAAGACGTTTACCATCAACTGCACAGGAAACCCGGACCAG
-AATGGTTTCTATCAGCATTCAGTCTTTCTTACCCTTGCCGATGACAAGATGGTCAGTTCG
-CACGATGACGACACTACTATCACCGTAGTGATGGATCACCAGCAGTACATTATTCCGTCC
-AGCCTGGGCTGGCGTAACGGCGATAACGCCTGGTTTGACTTCATCAGCAATATCTCTGAG
-GCCGGGCAGTTCGACGTCTACGTCAATGACCACAAAGCAGGGACCTTCACTGCGGACCGG
-AAGAACGCTGAGAAAGTTCTGTCCACTCTCGGAGACTGCAGCAACGACTGATAGTAGTAT
-CTTCCCCAGCAAATTCACCCCGACAGCTAGCAGGCTGCCGGGGTTTTCTTTTATCAGGAG
-CCCAAAATGACCCAATCCGTGTTGCTGCCACCGGGGCCTTTCACCCGGAGACAAGCGCAA
-GCGGTCACTACCACGTACAGCAATATCACACTCGAAGACGACCAGGGAGTCACTTCCGTC
-TGGTGGTTCGTGATACTGAAGGCCGGATGGTCTGGCGGGCATGAACTTTGAGCCGGATGC
-CGGTGAAGGTCTTAACCGCTATATCCGCACCTCAGGCATCCGTACAGACACGGCCACCCG
-CTGATCGCGAAGCATTTACCCGCATTCACCTCCCCGAACACACTTTATATCCCCATACGC
-CAGCCATCGCCGCTGGCGTTTTTATTGACGGAGACATACCCATGACAAACAAGACGCAGC
-ACGACCTCGCACCCGCTAAACCAACCCGGAATTTGAACTGACCGTCACGCCGGTCCCCCG
-ATGAACAGCGTATCGATTTCTGGCCACAGTACTTTGGCGCTATCCCGCAGTGGCTACTCC
-TGGAGCCGCCATATCTTCCGCTGGATGGACCGCTTTCTGTGAGGGCTACAGCGGTGGGTA
-TCTGGTCGTTCTACACCCTCAGCAATGGCGGCGCATTTATGTCCCCCGAGCCTGACAACG
-ATGAGACATGGCGTCTGTTTAACTGCCTGAACGGTAACGATGCCCAAATGAGTGCAGAAG
-CAGCAGGTATTGCTGTCTGCCTGATTGCGTATAGCCACCATGCCTGCCGTACAGAATGTG
-ACGCGATGACCGCACACTATTACCGCCTGCGGGAGTATGCCATGCAACATCCAGAGGCTC
-ACGCCATTCTGCGTATATATCGACTGACCGAAGGAGCAACAGATGAAACAGCTTTCCTTT
-TTACCCGGCGAGATGACGCCACAGGACCGGCGTCTCATTCAGCGGGGCGCTCAAGGGCTC
-TGGACCGCCACCTGCATGAGCCCGGCGTAGCCTTCACCTCTACCCACGCCGTACGTGAAT
-GGCTGCGACTGCATATGGCCGCGCTTGAGCGGGAAGAGTTCCGGGTGTTGTATCTGGACA
-ACCAGAATCAGTTGATTGCCCATGAAACGCTCTTCACCGGCACGATTAACCGCACCGAGG
-TGCATCCCGGGAGGTGGTCAAACGTGCTCTGCACTTCAACGCGGCGGCGGTGATACTCGC
-GCATAACCATCCTTCCGGCGAGACGACACCTAGCCAGGCCGACAAACCCCTCACGCAGCG
-ACTGGTTCAGGTGCTTCAGCTGGTGGATATCCGTGTCCTGACCATCTGATTGTCGGTGGC
-AGGCAAATCTATTCGTTCGCAGAACACGGTCTGCTTTGAGGTATTACATGAAAATTATCA
-GTAAACGCAGGGCAATGACGATATACCGCCAGCATCCTGAGTCCCGAATCTTTCGCTACT
-GCACCGGCAAATACCAGTGGCACGGTAGCGTCTGTCATTACACCGGCAGGGACGTTCCGG
-ATATCGCCGGAGTCCTCGCGGTATACGCCGAACGCCGCCAGGACCGCAATGGGCCCTATA
-CCTGCCTGATGAGCATCACCCTGAACTGACAATAGTGGAGAACTGTAATGAGCAACCCTA
-CCAGGGGCCTGCAGCGGGGAGATTACACTGCGCCTGGGAGCCCGTCTGGTGCAGGAAGGC
-AACCGACTGCATTATCTGGCTGACCGGGCCAGCATCACCGGGCAAGTTCAGTGACATCGA
-ATGCCGGAAGCTGGATGAAACATTCCCGCACTTTATCCTCCAGATGGAATCGATGCTGAC
-CACCGGTGAACTCAGCCCCCACCATGCCCACTGCGTTACCCTGTACCACAACGATTTAAC
-CTGGGAAGCCGACACCCTTGGCAGTTGCGGCTACGTATACATCGCCATTTACCCCACTCA
-GCGTTAATTACCTACACGAGAGCAAACATGAAAACTTTACCTGCAATAACTCAGCGGGCG
-GTGAAGCCCTGCCTGTCACCCGTGGCTGTCTGGCAAATGTTACTGACACGTCTGCTGGAA
-CAGCACTATGGTCTGACAATAAACGACACGCCATTCTGCAATGAGGCTGTGATTAAGGAA
-CACATCGATGCCGGTATCACCCTAGCCGATGCCGTGAATTTTCTGGTAGAAAAATACGAG
-CTGGTTCGTATCGACAGGAAGGGATTTAGCTGGCAGGAACAATCTCCTTATCTCCGGGCT
-GCAGACATTCTGCGAGCGCGGCAGGCAACTGGCTTGTTGCGGCAAAGCCGTAACAACGTA
-GTACGATGAACATTGCGTACAACCTTCCCGATTTACATTTCTGAACTTCCTCCCCTGTTT
-ACCTATTGCGTAATGCGCCTGCTACTACCCGGCAGGCGCGTTATCTTTTTACGGAAAAAC
-AATCATGCAACCAGAAGTTGAAGTATTAACCGATCATAATGAGCTAATTTGTTCGAGCTT
-TATTGAACACATTGCCAACACATTAAATTTAGGAGTGGTGTACAACTAAACCTGCAGCCA
-AGGATGTATAGTGAGCGAAGCCCTATCAGGCCTTTTGGTCAGTAGATAAGATTGATCTTC
-GTTGATAGAATTTACTTACACCAGCTGTTACATTAAGATAATTTTTTGGTGGGAGAATGA
-TAAGATCTTACGTAACAATTTGATTTTAATGGTGCCGATAATAGGAGTCGAACCTACGAC
-CTTCGCATTACGAATGCGCTGCTCTACCAACTGAGCTATATCGGCCCTGAAAGGACATGT
-TCACGAACGTGAATCACGGTGGACAAAGGTAAAACTAACCGGGCGATGCGTCAATGGCCT
-TGTGAATCAAATGGCTACTTTTGCATCACCCGGTTTTATTTACGCACGAATGGTGTAATC
-ACCAATGCCGATCCACTTTTAAGTGGTCAGTGCTTCCAGCCCCATTGGGCCACGCGCGTG
-GAGTTTTTGTGTGCTTACCGCCACTTTCCCCCCAGACCAAACTGGCCGCCGTCGGTAAAA
-CGCGTAGAGGCGTTAACGTAAACAGCGGACGAATCCACTTCGTTAACAAAACGCTGGGCG
-TTGCGCATATCGCGGGTCAGGATCCCATCGGAGTGTTGTGTGCCGTGTTCACGAATATGG
-GCGATGGCATCGTCAAGATCGCTGACGATTTTGACGTTCAAATCTAATGACAGAAACTCA
-TCGTCATACTCTTCGGCTTTAACAGCAACCACCTTCGCAGGGCCTGCCTGCAACTGCGCC
-AGTGCAGCTGCATCTGCGTGTAATGTCACGCCGCTTTCCGCCATTTGTTTGCTTAATGCG
-GGCAGGAAGCTATCGGCGATGTTTTTATTCACCAGCAACGTTTCAACCGTATTACATGTG
-CTCGGACGCTGAGTTTTCGCGTTGACGATCACTTTTAATGCTTCAGCGATCTCTACACTT
-TCATCAACCTAAATATGGCATACGCCTATACCACCTGTGATCACCGGGATTGTCGACTGT
-TCACGGCACAGTTTATGCAAACCAGCGCCACCACGCGGGATCAGCATGTCGATGTATTTA
-TCCATACGCAGCATTTCACTGACCAGCGCACGGTCAGGATTATCAATCGCCTGCACGGCA
-CCCGCCGGTAAGCCGCAGGATTTCAGGGCGTCCTGAATCACCGCCACCGTTGCAGCGTTA
-GTGCGACACGTTTCTTTGCCACCGCGCAGGATCACCGCATTACCGGTTTTCAGGCACAGC
-GAAGCGACATCAACCGTCACGTTCGGGCGCGCTTCATAAATCACGCCAATAACCCCCAGC
-GGTACGCGACGACGCTCAAGACGCAGGCCGCTGTCCAGTACGCCGCCATCGATTACCTGC
-CCCACCGGATCGGCGAGGTTGCACACCTGACGTACATCGTCGGCAATGCCTTTCAGCCGT
-GCGGGCGTCAGTGCCAGACGGTCAAGCATCGCTTCGCTAAAGGCCCATTGGCTCGCGCGT
-CAGCAACATCCTGGGCGTTAGCGTTGAGGATGATTTCGCTTTGTGCTTCCAGTTCATCGG
-CGATTTTTTCCAGCACGCGATTTTTTTCGCGGCTGGAGAGTTGCGCTAATTTATACGAGG
-CTTGCTTCGCGGCAATGCCCATTTGTTCCAGCATCAGCCTGCTCCTTAACGGGTAATCAT
-GTCATCACGGTGAACGGCAACCGGGCGTATTCATATCCCAGTATTGCATCAATTTCTTGC
-GAGTGGTGTCCGGCAATACGGCGTAATGCATCGCTGTTGTAACGACTGACGCCGTGGGCG
-ATATCGCGGCCTTCGAGGTTGCAAATGCGGATGACTTCACCACGCGAGAAATTGCCAGTC
-ACGCTTTTAATGCCTTTCGGCAACAGGGAGCTGCCGCGTTCCAGAATGGCGGCAGTTGCC
-CCTTCATCTACCGTGATTTCACCCGCCGGCGGCGCACCGAAAATCCAGCGTTTACGGTTT
-TCAAGCGGAGTCGCCTGGGCATGGAACAGCGTACCGACGGAAATGCCTTCCATCACATCA
-CCAATAACGCCCGGCTTGCTGCCCGCGGCAATAATGGTGTCGATACCCGCACGGCAAGCC
-ACGTCAGCGGCCTGCAATTTGGTACTCATGCCGCCAGTTCCGAGGCCTGAACCGCTGTCA
-CCGGCAATCGCGCGCAGTGCGTCATCAATGCCGTAAACATCTTTAATCAGTTCTGCCTGC
-GGATTGCTGCGCGGGTCAGCGGTATACAAACCTTTTTGATCGGTCAGCAGCAACAGTTTA
-TCGGCACCCGCAAGAATCGCCGCCAGCGCAGAAAGGTTATCGTTATCGCCGACCTTAATC
-TCTGCCGTAGCGACAGCATCGTTCTCATTGATTACCGGAACGATATTGTTATCGAGCAAC
-GCTCGCAGGGTGTCGCGGGCGTTCAGAAAGCGTTCACGGTCTTCCATATCAGCACGGGTC
-AGCAGCATTTGCCCGACGTGAATGCCATAAATCGAAAACAGCTGTTCCCACAGTTGAATC
-AGTCGACTCTGCCCTACCGCCGCCAGCAGTTGTTTCGAGGCGATGGTGCGTGGGCAGTTC
-CGGGTAACCCAGGTGCTCACGTCCGGCGGCGATCGCGCCCGACGTCACAATAACAATCCG
-ATGCCCGGCGGCATGTAACGGCGCGCACTGGCGAACAAGTTCAACGATATGGGCACGGTT
-CAGACGGCGCGATCCGCCTGTTAGCACACTGGTGCCGAGTTTTACCACCAGCGTCTGGCT
-GTCACTCATGATTCTCTGCCATTCAATTTTAGGAAAAATGATATCCAAACGAACGTTTTA
-GCAGGACTGTCGTCGGTTGCAACCATCTGCGAGCAAAGCATGGCGTTTTGTTGCGCGGGA
-TCAGCAAGCCTAGCGGCAGTTGTTTACGCTTTTATTACAGATTTAATAAATTACCACATT
-TTAAGAATATTATTAATCTGTAATATATCTTTAACAATCTCAGGTTAAAAACTTTCCTGT
-TTTCAACGGGACTCTCCCGCTGAATATTCGCGCGTTAATTAAAATCAGGAATGAAAATGA
-AAAAGAGCACTCTGGCATTAGTGGTGATGGGCATTGTGGCATCTGCATCTGTACAGGCTG
-CAGAAATATATAAATAAAGACGGTAATAAACTGGATGTCTATGGCAAAGTTAAAGCCATG
-CATTATATGAGTGATAACGCCAGTAAAGATGGCGACCAGAGTTATATCCGGTTTTGGTTT
-CAAAGGCGAAACACAAATTAACGATCAACTGACTGGTTATGGTCGTTGGGAAGCAGAGTT
-TGCCGGTAATAAAGCAGAGAGTGATACTGCACAGCAAAAAACGCGTCTCGCTTTTGCCGG
-GTTGAAATATAAAGATTTGGGTTCTTTCGATTATGGTCGTAACCTGGGGGCGTTGTATGA
-CGTGGAAGCCTGGACCGATATGTTCCCGGAATTTGGTGGCGATTCCTCGGCGCAGACCGA
-CAACTTTATGACCAAACGCGCCAGCGGTCTGGCGACGTATCGGAACACCGACTTCTTCGG
-CGTTATCGATGGCCTGAACTTAACCCTGCAATATCAAGGGAAAAACGAAAACCGCGACGT
-TAAAAAAGCAAACGGCGATGGCTTCGGCACGTCATTGACATATGACTTTGGCGGCAGCGA
-TTTCGCCATTAGTGGGGCCTATACCAACTCAGATCGCACCAACGAGCAGAACCTGCAAAG
-CCGTGGCACAGGCAAGCGTGCAGAAGCATGGGCAACAGGTCTGAAATACGATGCCAATAA
-TATTTATCTGGCCACTTTCTATTCTGAAACACGCAAAATGACGCCAATAACTGGCGGCTT
-TGCCAATAAGACACAGAACTTTGAAGCGGTCGCTCAATACCAGTTTGACTTTGGTCTGCG
-TCCATCGCTGGGTTATGTCTTATCGAAAGGGAAAGATATTGAAGGTATCGGTGATGAAGA
-TCTGGTCAATTATATCGACGTCGGTGCTACGTATTATTTCAACAAAAATATGTCAGCGTT
-TGTTGATTATAAAATCAACCAACTGGATAGCGATAACAAATTGAATATTAATAATGATGA
-TATTGTCGCGGTTGGCATGACGTATCAGTTTTAATGAATATTGCCGGTGTGATGCATCCG
-GCACATTTCACTCACGCCGTTAACTTCACCGGCTCGTCACGAAAATCATCCGCCGGTTCC
-AGCTTCAGATTCAGCGTCGTCAGCAGTTCACGCAGCTTCTCTGAAACTCACGCAGGGTGT
-GCTCCAGTCGTTCAACCACTTCAGTGTCTTTTACCGGAACACTCTTCCAGTCGCCTGCTT
-TATCGAACAGACCAAACTGGTAACTGTAGGTAAAACGGGATTCCTGCGCTTCCAGCTCCA
-TCCACCAGCCCCAGAATTCACGCACTTCCGGTGCCGGTTTCACGTTGACGCATACAGCCA
-GACAATCGAAAAAGAATCGATTATCTTTGCACTTACCTTCACGAATATACGGGCCTAGTG
-CGGTAAATTTTTTGATCAATCTGCTCTTCGGGTGTCCACTCGGTAACGTCATTGCTATCT
-CCTGTTGTGATGCAACTGTTTTACCAAATTGGCAAAATTTAGCAAATTTTTAACACAAGC
-GTTTTTCGATCCAGTCGGTGATTTCCTGAAGACCTTTGTCAAAATTCCGATACACCGGGT
-TAAATGGGATCTCTAATAATTTACCGTCAGCAGATGATGAGGTGATTAAGCGTGAGTCCT
-CTTCCGGGCTGAACGGATCGTTCTTCCAGTAGCCTGATAACATTGGCGTTGGGCAGCGAC
-GTCCCAGCAATCCTTGCACCTTTTAATGAATAGCGATTCAGCTCCACGCGCAACGCTTCA
-TCGGAAGCATCATGCATCCCCAAACGACTGGCCAGAACGTCAAGATACATTTCCGGCACC
-TGTTGCTGGCACTTAAAATCACTCAACAGGGTATGAACTACCGGACCAAGACAGGCAACC
-GCTTTCAGACGCGGCGATTCAAGGTATGCCAGACGCACGGCAACGTTAGCGCCGAAACGG
-AAACCAAAGGCCGCGACGCGAGTGTGATCCACCCACGGTACGTTAGGCAGCGCCTTAAGA
-CGTGCTGATGCAACAGGCTGGAGTCCTGGGTGAGCTTCCATTTTGAAGAAAAGCCCACCG
-ACGGCATATCAATAGTCAGCATCGCAATGCCGCGCGGCGCAAAATAACGTTCATACAGGC
-TGTAATAGTCCGTCTGCATCGCATCCAGACCACCACACATTAATACCCGTCGGGAACGGG
-CCATCGCCTTTCGGCATATGAAAAAGCCGGTGATGGGCGCACCGCCGGGTACGGTAAACT
-CCATCTGCCGCATCGTGCCCGGTAGACGCTGAGCGGCCTCTTCATAGGCGCGGTTTGACA
-AAGCCTGCGCTTGCTCGGCCAGGTCATCTCCTTTCAGATGAGGATAGGCGGCAATGTTGT
-ACAACGTAGCCGCATGCAGCCAGTGACGACCACTGAGTTGCGGATCGTCTTCCGCACAGG
-CTTTTTGTTGCCACACCATCGCCTGGGTGGCCCACTCATAAATCCAGTTGCCGCCACGGT
-AGCCAATCACCGTATCGTATAAAAATCGTCGGTACGTTCGGCATCGCTCATCACAATACG
-TGCCTGGACGTCGAGGATTTCGCGTGGGTCAATGCCGCGCCAGATCCACATCAGACGGTT
-AATCATGCGATACCAGTGAGGGATGGTTTTACCATCAAGGGCCGACTGCACAGGCGGTTG
-TGCGCCGTGATTAAAGCGGCGGACTAGCGTCGAGGTTTCAGGATGTTTAAAGCGGGGTTT
-GAACAGGGTTTCGCTCAGGTTTGCCTGTGTCATGAATGCAGCCTCCAGAATACTTAACTG
-GAAACTATTGTAACCCGCCTGAAGTTAAAAAGAACAACGCCCGGCAGTGCCAGGCGTTGA
-AAAGATTAGCGACCGGAGATTGGCGGGACGAATACGACGCCCATATCCCACGGCTGTTCA
-ATCCAGGTATCTGCGGATATCAACAACATAGTCATCAACCAGCGGACGACCAGCCGGTTT
-TGCGAAGATGGTGACAAAGTGCGCTTTTGGATACATTTCACGAATCGCAACCGCAGTACC
-ACCGGTATCCACCAGGTCATCAATAACGATGAAGCCTTCGCCATCGCCTTCTGCGCGTTT
-CAGCACTTTAAGCTCGCGCTGGTTGTCGTGATCGTAGCTGGAAATACAAACGGTATCGAC
-ATGACGAATACCCAGTTCACGCGCCAGTAACGCACCCGGTACCAGACCGCCACGGCTTAC
-GGCAATAATGCCTTCCCATTGTTCAGAAGGCATCAGTCGGCTTGCGAGTTTACGTGCATG
-GATCTGCAACATGTCCCAGGTGACGATGTATTTTTCGCTCATGTGAAGTGTCCAGCCTGT
-TTATCTACGGCTTAAAAAGTGTTCGAGGGGAAAATAGGTTGCGCGAGATTATAGAGATCT
-GGCGCACTAAAAAACCAGTATTTCACATGAGTCCGCGTCCTTTTTACGCACTGCCTCTCC
-CTGACGCGGGATAAAGTGGTATTCTCAAACATATCTCGCAAGCCTGTCTTGTGTTGACAA
-CATTTTCTGCTAACCCTGTGACCTGCAATACTGTTTTGCGGGTGATCGACAAGGAGACTT
-AACGTGTCTGAACTGTCTCAATTTCTCCACAGCCGCTGTGGGATATTTTTGCCAAAATCT
-GTTCTATTCCTCACCCGTCCTATCATGAAGAGCAACTCGCTGAATACATTGTTGGTTGGG
-CAAAAGAGAAAGGTTTCCATGTCGAACGCGATCAGGTAGGTAATATCCTGATTCGTAAAC
-CTGCTACCGCAGGTATGGAAAATCGTAAACCGGTCGTCTTACAGGCCCACCTCGATATGG
-TGCCGCAGAAAAATAACGACACCGTGCATGACTTCACGAAAGATCCTATCCAGCCTTATA
-TTGATGGCGAATGGGTTAAAGCGCGCGGCACCACGCTGGGTGCGGATAACGGCATTGGGA
-TGGCCTCTGCGCTGGCGGTTCTGGCTGACGAAAACGTGGTTCACGGCCCCGCTGGAAGTG
-CTGCTGACCATGACCGAAGAAGCCGGTATGGACGGTGCGTTCGGCTTACAGGGCAACTGG
-TTGCAGGCTGATATTCTGATTTAACACCGACTCCGAAGAAGAAGGTGAAATCTACATGGG
-TTGTGCGGGGGGTATCGACTTCACCTCCAACCTGCATTTAGATCGTGAAGCGGTTCCAGC
-TGGTTTTGAAACCTTCAAGTTAACCTTAAAAGGTCTGAAAGGCGGTCACTCCGGCGGGGA
-ATCCCACGTTGGGCTGGGTAATGCCAACAAACTGCTGGTGCGCTTCCTGGCGGGTCATGC
-GGAAGAACTGGATCTGCGCCTTATCGATTTCAACGGCGGCACACTGCGTAACGCCATCCC
-GCGTGAAGCCTTTGCGACCAATTGCTGTCGCAGCTGATAAAGTCGACGTCCTGAAATCTC
-TGGTGAATACCTATCAGGAGATCCTGAAAAACGAGCTGGCAGAAAAAAGAGAAAAATCTG
-GCCTTGTGCCTGGACTCTGTAGCGAACGATAAAGCTGCCCTGATTGCGAAATCTCGCGAT
-ACCTTTATTCGTCTGCTGAACGCCACCCCGAACGGTGTGATTCGTAACTCCGATGTAGCC
-AAAGGTGTGGTTGAAAACCTCCCTGAACGTCGGTGTGGTGACCATGACTGACAATAACGT
-AGAAATTCACTGCCTGATCCGTTCACTGATCGACAGCGGTAAAGACTACGTGGTGAGCAT
-GCTGGATCGCTGGGTAAACTGGCTGGCGCGAAAACCGAAGCGAAAGGCGCATATCCTGGC
-TGGCAGCCGGACGCTAATTCTCCGGTGATGCATCTGGTACGTGAAACCTATCAGCGCCTG
-TTCAACAAGACGCCGAACATCCAGATTATCCACGCGGGCCTGGAATGTGGTCTGTTCAAA
-AACCGTATCCGGAAATGGACATGGTTTCTATCGGGCCAACTATCACCGGTCCACACTCTC
-CGGATGAGCAAGTTCACATCGAAAGCGTAGGTCATTACTGGACACTGCTGACTGAACTGC
-TGAAAGAAATTCCGGCGAGGTAATTATTTGATTTGCTGCCGGATGGCGTTTAATCGCCTT
-CCGGCAGTTTCATCCTTCATTATCCTTCGATAAAAGCCATCCCTGTAAATGTCCGTCGCG
-GGTTGCCACGTTCAATCTGGTGATGGAACATTCGCCGCTGCGATTTCAGCGCCGCGCTAT
-TTTCCTGTTGCTGTTGCTCCAGCTTCCAGGCAATCAGCAATCGTGCCAGCCGCTTGTTAG
-CATGCTGACTACGCTCTGACTGAACCTTCACGCTAATACCGGATGCCCAAATGCGTGGCG
-CGTACCGCCGAGTCGGTTTTATTGACATGTTGACCGCCCGGCCCCGACGAACGCAGCGTC
-TCATAACGGATTGCATCCGATTGTTCCTGCTCATCAGCGGTAAAACGCCCAATGCCCAGA
-AACCAGTTTTTTGCGCCCATGATGAGGCCGATACGGCTCGGACAAATCCACTGAATAGTG
-CCACACCAGCTTTCGCTTAATGCCCATGCGTTATCGCCATCGAGAGAAACCAGCGCCGAA
-CGCAGTGTGTCAGAGTAGCGCCCGTTTCTGTTTCCAGCACCGTTACCGCGACGTCTTGCC
-GGGTAAAAACGACCAACAGAGAAGAACGCTGCGCCAATCGGGTAGCCGCGTCCGGGGTGT
-AAATCTGGCATCCCCACTACGCGCTGCATGTTGGGTAAATTTGCCGTGGTTGTGAATTGT
-TGGATCGCTAAACTCTCGATCCACAGGTCATCAGATGCGATGGTAAATACCGCATCGGAT
-AAGGGACGAATATATTTGCCCATGTACCATTCCATTTATACTCGTCATACTTCAAGTTGC
-ATGTACTGCGACTGCGTTCGTTCACCCCAGTCACTTACTTATGTAAGCTCCTGGCGATTC
-ACTCGCTTGTCGCCTTCCTGCAACTCGAATTATTTAGAGTATATAAATATAAAAATCAGG
-AAATGGCAGACGAATCCAGGGCAAGAAAAAAAGAATTAATCCTGGAAAGGTCTGCAAAGA
-GTCATTGATAAAGGATTTGTCATGATTTACCTCCTTGCAGTTTGTGGAATCAGAAAACGC
-GCACATACCAGGCGGGCGTTTATTTCATTGCAAGCTGGATTTAATGTTGCGGTTTATATC
-GCATATAAAAATTAGTAAACCACGCTCCCCGGCATTCAACGCGCTGCTGCTTAACTGTCT
-GAAAACCATAACGTTCAAAAAAAGGGTTTTGCGGTTATGCTTGCGTCCACCGTAAGTTCG
-GATTCAGACTTAATCAAAGGTTTTAACAAAGCGCTGGCAACCCCACGGCGGGTGTATTCA
-GGGTCAACAAATAACATATCGATATAATGTTCAATGCGGGAAATAAAACCAACCGGTTGT
-GCATTAATGATCGCAACCCACACTTGTGATTTCGCGAGTTTCTCCTTCCAGCGAGATTCG
-TCAATCTGCGCCCAGGCGGAAATTTGTTGTGGTGAATAATGCTGACTGGCGGTCATCGTA
-ACCGCTCTAATGAAAATAGCGCATAGTTGCTGAAAATCGCCAGGCTGATAGTTTCTTATT
-TGTATGTTATTCATAATATAAATTCAAAAACGCATGCGAAACGCTTCTGCCATTTTCCCA
-ATTTTATGCATTTGGTTGTTATCTCGAGCCAGTTTATGAGGTTCAGGTTTCAGAATGGCA
-ATGAGCAACCATGCTTGCTCATCAAACGGCCCCCTGACAATATACCAAATGCGCTTCGTC
-ATTCGTTCTGCTGAATTGGCGCAACTGTGGCGGAAATGGATTATTCTCATTTGCCAGATG
-AATATGAGCAACTCGCTCAAATTTGATTAATGGCCAGGTTAAGGAGTCGTCGTAGAGTGC
-ATCGCGACCAAATATATCTGGCAAAACACCGTCACGCTTATAGGGAATAAAATCCGCCGT
-TAACGCATCAAGTTCCTCTGCTGTAAGTTGCAGGCGAATAAGTTTTGTTTTGAATACCCG
-CATCCTTATTCCTTAAAGTCATTGAAATCATCATCCGTCATATCATTAAGATATTGTTCA
-GCGCGGCGTGTAATTTCCTCTAATCTTGCAGCACTTGGACGGAAGCGCGCCTTTATGGGC
-TTTTTCTCCTCTTGTTCAGCAAGCATGTCCATTAACGCTTCGAATGCGCTGGCACTTAAG
-AGATATCCCGCGGGGCGATTATTAGAAAGAACCGCAACCGGTTGATCAATAAAGTATTTA
-GCTGGGTTTTTACGTAACTCAGTGATATTGACCGATTTTTCAGCGAGAATTCGATGCATA
-CAGTGATACCCTCATAATAATGCACACCAGAATATACATAATAGTATACATCATAATCCC
-AGCACCAGTTGTCTTTCCATTTGCGGGTCAAGCAACGTCACATGCAGCCCCACCAGACGC
-ACACCGCGCCCGCCGCGGCGTTCATCCCAGGTTTTACGCGCGGTGGCGATTAGATCAGCT
-TTATTCAGCCCCGGCCAGACGTGCTCCTGGGTGGTTTGCTGAAAATCGTCGAACTTTAAT
-TTCACCCCCTGGCGAGCAATCAGTAAATCAGGTTTTACCTTTGCCAGACGGCGTTCAAGT
-TCCGGATACAGCCGCTCGATAATCGCTTCACATTCAGACCAGTGATGAATATCTTCCGCC
-ATCGTGCGTTCCACGCCGACGGATTTTCGCAACCGTTCGCTGTTAACATCGCGTTCGTCA
-ATCCCCTGACTACGCTCCCACAAAATGCGGCCAAATTTGCCAAAGCGTTTAAGCAGCATC
-ACCAGATCACACTTTTGTACATCACCGCAGGTCCGCAGCCCCATCGCTTCCAGTTTTGCC
-GCTGAGACTTTGCCGACGCCGGGGATTTTTTGCCAGCGGTAAGGTTTGTAAAAATGCCGG
-AACTTCTGCCGGCGTAATCACAAACTGGCCGTTGGGTTTATTCATGTCGGAGGCGATTTT
-GGCGAGAAACTTTACTGGTGCCACGCCCGCAGACGCCGTCAGTTGCAGCTCGTTGAAGAT
-TGTCTGGCGGATTTCCTGGGCGATGAGGGTCGCAGAACCGTGGCAATGGACGCTATCGGT
-GACATCGGAATAAGCCTCATCCAGTGACAACGGTTCAATGCGCGAGGTGTAGCGCGAGAA
-GATTTCACGGATATGATTTGAGGCCTTCTTTGTAGGCGTCAAAGCGCCCCGGAAGCAAGG
-TGAGATGTGGGCATAATTTGAGCGCCATCCCTGTCGGCATAGCGCTACGTACGCCAAATT
-TACGCGCGGGATAATTGGCGGTGCTGATCACCCCCCGACGTTCGCGGCTGCCGCCAATAG
-CAATAGGGATATCGCGCAGGGCGGGATTGTCGCGCATCTCCACTGCGGCGAAAAAGCAGT
-CCATATCCACATGAATGATTTTACGCATTGCTCACCTCTCAACACTGGTAAAGTATACAG
-TGATTTCAGGGTTTGAAAAATGCGTAAAGATTCAGCATTTAACGCGTTCGCTGCGAAAGC
-ACCTGCTGCTTATCCAGCTTTTGCACCAGCGGCTGCACCACTTTATCCCCATGCTGACCA
-AAGTATTGATACAGCGTATCGGACGCACTTTTTGGTCAGCACCATAATCTCAATGCGCCG
-GTTGCCCGCGCTTTGCGGATTTTTGGAATCCAGCAGCATCTGGTCCGCCATTGCGCTTAC
-CTGCATCACTTTATCTTCCGGCATTCCGGCCTCTTCCAGCACCCGACGAGCCGAAAGCGC
-GCGGTCACCCGAAAGGTTCCAGTTGTTGTAGATATTGTTTTTGTAGGCCATCGCATCGGT
-ATGCCCGGTAATAATAATTTTATTATCGAGCGAGTCGAACACTGGCGCGAGCTCCACCAG
-CAGCGTTTTAAAGAACGGCATAATCTTTCGCGCTGCCGCGTTCAAACATATTGCGGTTCT
-GGTCGTCTTTAATCAGCACGCGTAATCCCTGGGGAACAATCTCCATCTCCAGATTCGCTT
-CCATATGCGCATCACGGGCAATGGTGTTGATACTGGTTGCCAGCTCACCAAGCTCGGTGG
-CGGATTTCTTCTTCAGCAGCGCCGTTTTCTCATTCACATCACGCGCTTTTTTCTCCGTCT
-CTTCCGGCACCGCCACGGTGGCAGGTTTTGGCGGATGAGACGGGCTGATTTTATTTAACG
-GCGACAGCCCACCACCGTTAAAAATCGACTGCCCGTGCAGCGCGGCGATAAATGCTTTCA
-CGCTCGGAATTTACTGACGCTGTTGACAATCAACTTTATTGTCGTCACCAAAGGGGCCGA
-GCGTATTTCCGAGGTTTCTGCCCGCTTTACCTTAGACGCGATGCCCGGCAAACAGATGGC
-GATTGACGCCGATCTTAACGCCGGATTGATCAACCAGGCGCAGGCGCAAACCCGGCGTAA
-AGATGTTGCCAGCGAGGCCGATTTCTACGGCGCGATGGACGGGGCATCGAAGTTTGTGCG
-CGGGGACGCCATCGCCGGGATGATGATTCTGGCGATCAACCTGATCGGCGGCGTCTGTAT
-CGGGATCTTCAAATACAACCTGAGCGCCGATGCTGCCTTCCAGCAGTATGTGCTGATGAC
-CATCGGCGACGGCCTGGTGGCGCAGATCCCTTCCCTGCTGCTCTCCACCGCGGCGGCGAT
-TATCGTCACCCGCGTCAGCGACAACGGCGATATCGCCCATGACGTGCGTAACCAGCTGCT
-GGCAAGCCCGTCGGTGCTCTACACCGCCACCGGGATTATGTTCGTGCTGGCGGTGGTACC
-GGGAATGCCGCACCTGCCGTTTTTGCTGTTCAGCGCCCTGCTTGGTTTTACCGGCTGGCG
-GATGAGCAAACAGCCGCTGGCGGCGGAGGCGGAAGAGAAAAGCCTCGAAACGCTGACCCG
-CACCATCACCGAAACCAGCGAGCAGCAGGTCAGTTGGGGAAACCATTCCGCTGATCGAGC
-CTATCAGTTTAAGCCTCGGTTACAAACTGGTGGCGCTGGTGGACAAAGCACAGGGTAACC
-CGCTCACCCAGCGGATTCGCGGCGTGCGGCAGGTGATTTCTGACGGCAACGGCGTGCTGC
-TGCCGGAGATCCGCATTCGGGAAAACTTCCGCCTTAAGCCCAGTCAGTACGCCATTTTTA
-TCAACGGCATAAAGGCTGATGAAGCGGATATTCCGGCGGATAAACTGATGGCCCTGCCCT
-CCAGCGAAACCTACGGCGAGATTGACGGCGTGCAGGGGAACGACCCGGCGTACGGGATGC
-CGGTCACCTGGATCCAGGCGGCGCAGAAAGCGAAGGCGCTGAATATGGGGTATCAGGTGA
-TCGACAGCGCCAGCGTGATCGCTACCCATGTAAATAAGATTGTGCGCAGCTATATTCCTG
-ATTTGTTTAACTATGATGATATTACGCAGTTGCATAACCGTTTATCGTCGACGGCACCGC
-GTCTGGCGGAAGATTTGAGCGCGGCGCTCAATTACAGCCAGTTGCTGAAAGTGTACCGGG
-CGCTGCTGACCGAAGGCGTTTCCCTGCGCGATATCGTCACCATCGCCACCGTGCTGGTCG
-CCAGTAGCACGGTGACGAAAGATCATATTCTGCTGGCGGCCGATGTGCGCCTGGCATTGC
-GGCGCAGCATTACCCATCCGTTCGTTCGCAAGCAGGAGCTGACGGTTTATACGCTGAATA
-ATGAGCTGGAAAATCTGCTGACCAACGTGGTGAATCAGGCGCAACAGGGCGGGAAAGTGA
-TGCTCGACAGCGTGCCGGTCGATCCGAATATGCTCAACCAGTTCCAGAGTACGATGCCAC
-AGGTGAAAGAGCAGATGAAAGCGGCGGGGAAAGACCCGGTGCTGCTGGTGCCACCGCAGC
-TGCGCCCTTTGCTGGCGCGTTATGCAAGGTTGTTTGCGCCGGGGGCTGCATGTGCTGTCG
-TATAACGAAGTGCCGGATGAGCTGGAGTTGAAGATTATGGGGGCGTTGATGTAAGTATCC
-AGCATTGGTGCAAAACTGCCGGATGCGGCGTGAACGCCTTATCCGTCCTACCGTTCAGGC
-ACAAGTTTGTAGGCATGATAAGACGCGCCAGCGTCGCATCAGGCATCTGCGCATAACTGC
-CGGATGCGGCATAAACGCCTTATCCGGCCTACCGATCCGGCACAAGTTTGTAAGCATGAT
-AAGACGCGCTAGCGTCGCATCAGGCATCTGCGCACAATTATGAAATGATACGCTCCCCGG
-CACTAAAATCCGTTACGTCCCCCGCCCAATCGATGGGATATAACCCTCGCGCGACATCGC
-GATGGAACGTTGAGAATGGCCAATCCTCACTTGCTTTACCCAACCATGCTTTACTGGATT
-TTATAAAAATATAATCAACATGATGCCTATAATCTTTGGTATTGCGGATGGCGTGCTCCC
-AAAAACGTGGTTGCCAGATATTTTTCAATCCACAAGCATGGGTAAATTGCTTTTTAATTT
-CCCGCCAGCGCGAGGAAAAATCATCATCGCCTTCAGGTAATGTCCAGATACAGTGCATAT
-GCTCTGGCAAAACACCCAGGCGTTGATTTCAAAAGGCCTGTCTCGCTTAACCTTTAATAA
-TGGCGTGACGGAGCATCTGGTACTGGGTGGTCAAAAGTTGGCTTCGACGATTTCGTAAAT
-TCACCGTGAAAACCATGTTCCCCCCTTGATGTAATAACGACGATATTCAGACATGGCGAC
-TCCTTTTTCTCAACGGTAAGAAGAAAAGGAAAGGTTGGCAATGAGGTTGTTTTATATCGG
-GAAAGCGGCTCGCAAATATTCGCGGGCTCGTAGGCATGATAAGACGCGCCAGCGTCGCAT
-CAGGCACCTGCGTACAACTGCCGGATGCGGCGTAAACGCCTTATCCGTCCTACAAAATCG
-TCTCTTCCGTCAAAATCCTGCGCGCGCCCAAAAAATGGTCCTGCCAGAAAGGTTCGGCTA
-ATCGGCTTATCCGAATGGTTTCGCCGGTACGTGGCGACTCGATAAATTGCCCATCGCCCA
-AATACACGCCCATATGATCGGCTATCTCGCGGCTGTGGATATGGAAAAACAGCAAATCTC
-CCCGGCGCAGGTCGTTGTTCGCCACAATCGTTGCCCGGCGATAGTGGTACATCTCATTGG
-CCGTGCGCGGGAGCTTAGCCTCAAGGATCTTGTTGTAGGCATAAAAAACCCAACCCGCTA
-CAGTCAAAGCCTTTATCAGGCCGCGTACCGCCCCAGACGTAAGGCTTGCCAAGCTGCTGC
-TCCAGGCGGTGAATCGCCACTTCGGTAATGTTATGCAGATGGTCGCTGCCTTAAAAAGTG
-GTTGTTTTCCGCCAGCGCCTGCCAGCGTCTGTCACTCGCCTTGAGCGGAGCAGGAAACCA
-TTCTGATGCTGTTTTATCTGCTCCCGGTTGTGCTGGCGTAGCGCCCTTTTGCTTTCGGCA
-TTGCCTTCCACAATATAGCTGGCCTGCTTTTTCAGATGAGTTTGGTACTGTTTTAATAAA
-CGCGCACGGTTTTGCATCCGCTGGCGGGCGGCGTAGCTGAAAAGAGATATGTGATGTGGT
-GGCGCTGGCAAATGAAGAAAACGGCAAACAAATCAACAGTAATCCCGACAATACAAAGGA
-TGGAATCGACGGCAAGGACATACTCAATAATGGCTGGTCATGCTTTAATGTTGCAGTGTA
-TCCCGGATCGTTTCTGAACAAACTTAATAAACCATTATTATAAAATTAACATATATATTT
-CAGTTAATTATGTAAAAACATCCGTTTATTAAATTACTCATGGATTGTCGCTGTTGCTCA
-TTTGAGCTACAATTCAAGCTGAATAAATATACAGCACAGGAGATACCCCAATGGCTGCTA
-ACGCGTTTGTTCGCGCCCGAATCGATGAAGATCTGAAGAATCAGGCAGCGGACGTACTGG
-CCGGGATGGGGCTGACCATCTCTGACCTGGTTCGCATAACCCTCACAAAGGTCGCGCGTG
-AAAAGGCATTGCCGTTTGATTTACGCGAGCCTAATCAATTAACCATTCAATCAATCAAAA
-ACAGCGAAGCTGGCATTGATGTTCATAAGGCCAAAAGACGCCGATGATTTATTTGATAAA
-TTAGGAATTAAATATGATTCAAAGGGATATTGAATACTCGGGACAATATTCAAAGGATGT
-AAAACTTGCACAAAAGCGTCATAAGGATATGAATAAATTGAAATATCTTATGACGCTTCT
-TATCAATAATACTTTACCGCTTCCAGCTGTTTATAAAGACCACCCGCTGCAAGGTTCATG
-GAAAGGTTATCGCGATGCTCATGTCGAACCGGACTGGATCCTGATTTACAAACTTACCGA
-TAAACTTTTACGATTTGAGAGAACTGGAACTCACGCGGCGCTCTTTGGGTAAGGCCCGCT
-TCCGATGAAATTTGTAAACCCTGCGCCGACAGGCTTGCGTAAAACTCTTTTGGTGATAAT
-GTGAGCCTTCCAAATCCAGACTATTCCGATTTGGGATCCATTTTGCCGTCCTGGCGTGTG
-TAACCGTTTTATCAAGGAATAAGCAGTATGCGTAAAATCGCATTAATTCTTGCGATGTTG
-TTGATCCCGTGCGTTTCATTTGCCGGTTTGCTGGGCAGCAGTAGCTCTACCACGCCTGTG
-AGCAAAGATATAAGCAGCAGTTGATGGGATCCCCTGTCTACATCCAGATCTTCAAGGAAG
-AACGTACGCTCGATCTCTACGTCAAAATGGGCGAGCAATATCAACTGCTCGACAGCTATA
-AAATCTGTAAATATTCCGGCGGCTTAGGGCCAAAACAGCGTCAGGGCGATTTCAAAAGCC
-CGGAAGGGTTTTTATAGCGTCCAGCGTAATCAGTTAAAACCAGACAGCCGTTACCTACAA
-AGCGATTAATATTGGTTTCCCCAATGCCTATGACCGTGCGCATGGTTATGAAGGGAAATA
-CCTGATGATCCACGGCGATTGTGTTTCCATCGGCTGCTACGCAATGACCAATCAGGGTAT
-TGATGAGATATTCCAGTTCGTTACTGGTGCGCTGGTGTTTGGTCAGCCGAGCGTGCAAGT
-GAGTATTTACCCGTTCCGCATGACCGACGCCAATATGAAGCGCCATAAATATTCCAACTT
-TAAGGACTTCTGGGAGCAACTGAAGCCGGGTTACGACTACTTTGAGCAAACCCGTAAGCC
-ACCAACCGTTTCTGTGGTCAATGGTCGTTACGTGGTCAGCAAGCCGTTAAGCCACGAAGT
-TGTGCAGCCACAACTGGCATCAAACTACACGCTCCCCGAGGCAAAATAAGCGCCATTCGC
-CTGGCATAATCTTTTGCCAGGTTTCATTGCCCGTCAGCGGCTGTGTTGCAATCACCGTGA
-CCACATCATTCGGTGTGGTCTGCGAGCTGAAGTCGATTTCCACATCCTGATCCAGCAACG
-TTGCCACGCCAAACGGCGCGCGGCGGGTGATCCAGTGTAAATTAGTCGAGCAATACGCCA
-TTACATAGCGCCCGTCCGAAAGCAGCATGTTGAAAACGCCCTTCTGCCGCAGTTCATCCG
-CCAGTGAGGGCATATATTTAAATACCGCCGCCATGTTGCCCGGTGTGCGCGGGTAACGCT
-GCGTTAATTTATGCAGGAGCCAGCAGAAGGCTTTTTTCGCTGTCGGTTTCGCCTACCGGG
-CGGAAGTTGCCGGTTTCCAGTGATTTGTAGCCCGTCAGTTGTCCGTTATGGGCATAAGTC
-CAGTTACGCCCCCATAACTCGCGGGTAAAGGGGTGAGTTTTTTTCCAGCGCCACCTCGCC
-CCGATTAGCCTGGCGAATATGAGCCACCACCGAACAGGATTTTATCGGGTAGTCCTGGAC
-AAGTTTGGCGATGGGGGAATTAAAGCTGGGTTGTGGATCTTTAAATGTGCGACAGCCTTT
-ACCTTCGTAAAAGGTAATGCCCCAGCCATCTTTATGTGGCCCCGGTCCACCACCACGCTG
-TACAAGCCCGGTGAAACTAAAGCAGATATCGGTAGGGACGTTGGCGCTCATCCCGAGCAA
-TTCGCACATGGGTAACCTCCACAACAGGGGGGCGCATGGCCCCCGGCGAAGATTGATTTA
-AGAATTTTCAGGTCGGATGCGGCGTGAACGCATTATTCGGCCTACGGTTCGCGTACAGAT
-TTGTAGGCATGAAAGACGCGTCAGCGTCGCATCAGGCATCAGCGCACAAATGCCGGATGC
-GGCGTAAACGTCTTATCCGGCCTACGCCAGACTTACTTAACCATCTCTTTTTCAATCAAC
-TGGATCAGGATATGGATCACTTTAATGTGAATCTCCTGAATGCGGTCGGCATAACCAAAG
-TGCGGTACGCGAATTTCGATATCCGCCGTGCCAGCCCATTTTGCCGCCGTCTTTACCGGT
-CAGGGTGATCACTTTCATTCCCTTCTCACGCGCCGCTGCGATCGCTTTGATCACGTTTGC
-AGAGTTACCGGAGGTGGAGATCCCCAGCAGTACATCGCCTTCGCGACCTACCGCTTCAAC
-GTAGCGGGAGAAAATATCATTGAAACCGAAATCATTACCGACGCAGGAAATATGACAAAC
-GTCAGAAATAGCAATCGCCGGGTAGCCCGGACGGTTTTCACGGTAGCGACCGGTCAACTC
-TTCGGCAAAGTGCATAGCGTCGCAATGGGAACCGCCGTTGCCGCAGGAAAGCACTTTGCC
-ACCCGGCTTTAAAGCTGTCTGCTAACAGGACCGCCGCGCGCTGAATGGCGTGAATATTGG
-CGTCATCTTTTAAAAAGTTAGCCAGCGTTTCCGCCGCTTCGTTCAGTTCGTTACGAATAA
-GATCCTGGTACATGAGGATATCCTTCAGCATAAATGTAATAGACCAAATGCAGTGTACCG
-GATACCGCCAAAAGCGAGAAGTACGGGCAGGTGCTATGACCAGGACTTTTTGACCTGAAG
-TGCGGAAAAAAACAGCAACAATGTGAGCTTTGTTGTAATTATATTGTAAACATATTGCTA
-AATGTTTTTACATCCACTACAACCATATCATCACAAGTGGTCAGACCTCCTACAAGTAAG
-GGGCTTTTCGTTATGATGATTTTGAGTATTCTCGCTACGGTTGTCCTGCTCGGCGCGTTG
-TTCTATCACCGCGTGAGCTTATTTATCAGCAGTCTGATTTTGCTCGCCTGGACAGCCGCC
-CTCGGCGTTGCTGGTCTGTGGTCGGCGTGGGTACTGGTGCCTCTGGCCATTATCCTCGTG
-CCATTTTAACTTTGCGCCTATGCGTAAGTCGATGATTTCCGCGCCGGTATTTCGCGGTTT
-CCGTAAGGTGATGCCGCCGATGTCGCGCACTGAGAAAGAAGCGATTGATGCGGGCACCAC
-CTGGTGGGAGGGCGACTTGTTCCAGGGCAAGCCGGACTGGAAAAAGCTGCATAACTATCC
-GCAGCCGCGCCTGACCGCCGAAGAGCAAGCGTTTCTCGACGGCCCGGTAGAAGAAGCCTG
-CCGGATGGCGAATGATTTCCAGATCACCCATGAGCTGGCGGATCTGCCGCCGGAGTTGTG
-GGCGTACCTTAAAGAGCATCGTTTCTTCGCGATGATCATCAAAAAAGAGTACGGCGGGCT
-GGAGTTCTCGGCTTATGCCCAGTCTCGCGTGCTGCAAAAACTCTCCGGCGTGAGCGGGAT
-CCTGGCGATTACCGTCGGCGTGCCAAACTCATTAGGCCCGGGCGAACTGTTGCAACATTA
-CGGCACTGACGAGCAGAAAGATCACTATCTGCCGCGTCTGGCGCGTGGTCAGGAGATCCC
-CTGCTTTGCACTGACCAGCCCGGAAGCGGGTTCCGATGCGGGCGCGATTCCGGACACCGG
-GATTGTCTGCATGGGCGAATGGCAGGGCCAGCAGGTGCTGGGGATGCGTCTGACCTGGAA
-CAAACGCTACATTACGCTGGCACCGATTGCGACCGTGCTTGGGCTGGCGTTTAAACTCTC
-CGACCCGGAAAAATTACTCGGCGGTGCAGAAGATTTAGGCATTACCTGTGCGCTGATCCC
-AACCACCACGCCGGGCGTGGAAATTGGTCGTCGCCACTTCCCGCTGAACGTACCGTTCCA
-GAACGGACCGACGCGCGGTAAAGATGTCTTCGTGCCGATCGATTACATCATCGGCGGGCC
-GAAAATGGCCGGGCAAGGCTGGCGGATGCTGGTGGAGTGCCTCTCGGTAGGCCGCGGCAT
-CACCCTGCCTTCCAACTCAACCGGCGGCGTGAAATCGGTAGCGCTGGCAACCGGCGCGTA
-TGCTCACATTCGCCGTCAGTTCAAAATCTCTATTGGTAAGATGGAAGGGATTGAAGAGCC
-GCTGGCGCGTATTGCCGGTAATGCCTACGTGATGGATGCTGCGGCATCGCTGATTACCTA
-CGGCATTATGCTCGGCGAAAAACCTGCCGTGCTGTCGGCTATCGTTAAGTATCACTGTAC
-CCACCGCGGGCAGCAGTCGATTATTGATGCGATGGATATTACCGGCGGTAAAGGCATTAT
-GCTCGGGCAAAGCAACTTCCTGGCGCGTGCTTACCAGGGCGCACCGATTGCCATCCCCGT
-TGAAAGGGGCTAACATTCTGACCCGCAGCATGATGATCTTCGGACAAGGAGCGATTCGGT
-TGCCATCCGTACGTGCTGGAAGAGATGGAAGCGGCGAAGAACAATGACGTCAACGCGTTC
-GATAAACTGTTGTTCAAACATATCGGTCACGTCGGTAGCAACAAAAGTCCAGCTTCTGGC
-TGGGCCTGACGCGCGGTTTAACCAGCAGCACGCCAACCGGCGATGCCACTAAACGCTACT
-ATCAGCACCTGAACCGCCTGAGCGCCAACCTCGCCCTGCTTTCTGATGTCTCGATGGCAG
-TGCTGGGCGGCAGCCTGAAACGTCGCGAGCGCATCTCGGCCCGTCTGGGGGATATTTTAA
-GCCAGCTCTACCTCGCCTCTGCCGTGCTGAAGCGTTATGACGACGAAGGCCGTAATGAAG
-CCGACCTGCCGCTGGTGCACTGGGGCGTACAAGATGCGCTGTATCAGGCTGAACAGGCGA
-TGGATGATTTACTGCAAAACTTCCCGAACCGCGTGGTTGCCGGGCTGCTGAATGTGGTGA
-TCTTCCCGACCGGACGTCATTATCTGGCACCTTCTGACAAGCTGGATCATAAAGTGGCGA
-AGATTTTACAAGTGCCGAACGCCACCCGTTCCCGCATTGGTCGCGGTCAGTACCTGACGC
-CGAGCGAGCATAATCCGGTTGGCTTGCTGGAAGAGGCGCTGGTGGATGTGATTGCCGCCG
-ACCCAATTCATCAGCGGATCTGTAAAGAGCTGGGTAAAAACCTGCCGTTTACCCGTCTGG
-ATGAACTGGCGCACAACGCGCTGGTGAAGGGGCTGATTGATAAAGATGAAGCCGCTATTC
-TGGTGAAAGCTGAAGAAAGCCGTCTGCGCAGTATTAACGTTTGATGACTTTGATCCGGAA
-GAGCTGGCGACGAAGCCGGTAAAGTTGCCGGAGAAAGTGCGGAAAGTTGAAGCCGCGTAA
-ATGAATAACGGAGCCGAAAGGCTCCGTTTCTTTATCCGCTAATTATTTAAAATTAAAGCC
-ATCCGGATGGTTTTCCAGGCTGCCGGTCAACGCCGCGAACAACACCGTTTTACCATCAAT
-CGAAAGCGCATCGTTCACATTCAGCCAGGTGAGTTTCTCTTGCGACGTTTTTCCATCAAT
-AGTCAGAAACAGCCCCGTCATCTGATTAGATTTCTCGGACCACATCACAGCGATACGTTG
-CGAGCCACAGTCATGCGGTTTGCACGCGCTCAATCCCTGATACGTCTCACTCTCCAAACG
-TTACGGTTTGTGCGGGAGTATAAGTACCGGCCTTTCATCACCCAGGCAGGCAGCTTATGG
-CCCTTGTACCATCTGATTAAATGCAGCTTTTGGTGGTTTCGCCCTTTGCAAGGCTGCTAA
-TGGTTAAATCATCCTGCGCCATTGCACTGGTGGCGATGACCAGAGCGGCGACTGTCGTTA
-TTTGCCTTAAACATCATTCCTCCCGAGCTTATCCTGCCCATGTTATTAACCTCCTAAAGC
-CTGGCGATAACACGATAATTTGCAAATCAGATATTTCCAATATCAGCATTTGTTATCAAT
-TTATTCTGCGCTAAGGCAACTGCCTGATAAGGTGTTAAAGTTATAAAACCCTTCGCATAA
-AGGAGTTGTACACCGTGCCTGGTTTGAAGATTACGCTTTTCAGCAACCACTGGTGTGGAT
-GGATGGTCCTGCCAACCTGCGTCATTTTGATCGTCAACTGGAAGGTATTACCGGGCGCGA
-TGTGATCGTTCTACCGGAGATGTTTACCAGCGGCTTTGCCATGGAAGGGGCAGCTTCGTC
-GCTAGCACAAGATGACGTAGTGAACTGGATGACAGCTAAGGCGCAGCAGTGCAATGCGCT
-GATTGCAGGCAGTGTTCCATTACAAACGGAGTCTGGTTCGGTTAACCGCTTTTTGCTGGT
-TGAGCCGGGCGGCACGGTACATTTTTATGATAGCGTCATTCTGTTCCGCATGGCAGATGG
-ACATCTACATTATAAAGCGGGCAATGCGCGAGTGATTGTGGAATGGCGCGGCTGGCGTAT
-TTTGCCGCTGGTGTGCTACGACTTACGTTTTCCTGTGTGGTCGCGCAATCTCAACGATTA
-TGACCTCGCCCTGTACGTCGCCAACTGGCCTGCTCCGCGCTCTCTGCACTGGCAGGCATT
-GCTGACGGCCCGCGCGATTGAGAATCAGGCGTATGTGGCGGGATGCAATCGCGTCGGCAG
-CGATGGCAACGGCTGCCATTATCGCGGTGACAGCCGGGTGATTAATCCGCAAGGAGAGAT
-TATCGCTACTGCCGACGCGCATCAGGCAACGCGCATTGATGCGGAGCTGTCGATGGCAGC
-ATTGCGGGAATATAGAGAAAAGTTTCCGGCATGGCAGGATGCGGATGAGTTTAGGTTGTG
-GTGAGGGGGGGTTGTGTTTAAGGACGGGGAGAGTCGGGGTATTACTACGAAAGCCCGCTC
-CCCGCAAGGACTGACGCCAGGTAGTTTCTGTCCATGGCTGCTTTTCGCATCTTACGTCTT
-AACCCTGCCTTGAATACCTTCTCATTCGTCAAAATATTAATAGCAATGTGCCGTATCCCT
-GAAAATAATTCTGCTGCGTTCCCTCTTCTTATTTTGTAGTCGTCTTCATTCATTACCACG
-TCCAGACGCCTGTGCAGCTTATTCTCCACGTGCCAGTGGTTTCGGATTGCTGTGGCGAAC
-TTCTCTGCGGTTAAATCAGCAGAACCATAGAATTTATTATGAGTTCAGAGCGAGATCTGG
-TTAATTTTCTTGGCGATTTTTCAATGGATGTGGCCAAAGCAGTTATAGCCGGTGGTGTTG
-CAACCGCTATTGGAAGTCTGGCTTCTTTTGCCTGTGTTAGCTTTGGCTTTCCAGTAATTC
-TTGTCGGAGGAGCAATTTTACTGACAGGGATAGTGTGTACAGTTGTTTTAAATGAAATCG
-ATGCTCAATGCCATTTATCAGAAAAATTAAATATGCAATTAGAGATGGACTAAAACGGCA
-ACAGGAACTTGATAAATGGGAAAAGGAAAACATGACTCCATTTATGTATGTTCTTAACAC
-TCCACCCGTGATATGAGGATTAACCATGCGTTTACATGTTAAATTAAAAGAGTTTCTTTC
-GATGTTTTTTATGGCCATATTATTTTTCCCTGCATTCAATGCTTCTTTGTTTTTTACCGG
-AGTTAAACCTCTATATTCAATAATAAAATGCTCCACGGAAATATTTTATGATTGGAGAAT
-GTTGATTCTGTGCTTCGGTTTCATGTCGTTTTCCTTTTTAAATATTCATGTAATTTTACT
-TACGATAATAAAATCATTCTTAATCAAAAAAACGAAGGTAGTCAATTTCGCCACAGACAT
-AACAATACAGCTAACTCTTATATTTTTACTAATAGCTATCGTAATAGCACCTTTAATAGC
-TCCTTTTGTCACAGGATATGTCAATACTAATTATCACCCCTGCGGTAATAATACGGGAAT
-TTTCCCAGGAGCAATCTATATTTAAAAATGGCATGAAATGTAATAATGGATATATTTCTC
-GCAAGGAAGATTCAGCAGTTAAATAATTAAATATTCTAAAACAAACAGTTTTTAACTCCG
-GATTCCATGTCCTTTCTTGCACTGTCTTTGTCAAGAAAAATTTCTTATGCAAAGAATTTT
-GTATTATTGCCGCCAGAAATTCCTGGCGGCAGATATAATTTATTATTGATAGCGGTTAAC
-CAAATCTTTTACCATCGCTTTATAGGTCTTTTGCCTTAAGTTGCATGATTTGCTGCTCTG
-TCATATCAGTCGTACTGGCTTCATTCTTGTCGGGCAAGGGTGGAAGCACTTTATATTCAT
-AATTCACCGGCGACCAGGTAGCCCACTCACCTGTTGCCACATCCACCAGCGTGAAACGTA
-CCAGGTAGCGCAGGGAGATAGCGTCAGTGAGTTTGTCATTTTTATAGTCGGACCATACTG
-TTGATTTCAGCGCAGAGTCATATTTTCCTGTCTGCAACATATCCTGGTAAACAATAATCG
-CTTTCTGATGTCCTTTTGCAGCCACAAACGCAGTGCCTGCATCCAGTTCATATTCTCAGC
-ACTGGCAACATCCTCGTTCTCATTTTATCTTTGTTTTTGTTACAAGTCAGAGGCTTTTGC
-CTGTCCGGGATACCAGAGAATGTGGAAACAGTATAATATTTTCGCATCTCCTCCTGCATA
-ATGGTTTCCGGTGCGCGGTTGCCGGATTGAACAAGTATTACAGAAGAATTAAGGGGAACG
-CGGAACTCATCTCCATCAAGCGCAGCTTGAATATCCTCTTCGGATACGGCCAGAGTGGTT
-TCATTACCGAATAAATCTTTGTCTGTCAGTTGCTGGGGAGTGTTTTTATTAATATTACTT
-TGTGTGACTTGAGCTTTTTTCTTCTTTTCATCAATAGAAGATTCAGAGGCACATCCTGCA
-AGCAGCGAGAATAACAACCATATGCAACAAAGCTTTTTTGAATTCATAATTGGACACTCC
-CTCGCCTGTCATAATGATTAGAATATTTAGCATTGATAACGGACTCTAATTATATACCTC
-ACTTAAATAATAACAAACAAAATCAATTTGAAATATACATTCATTTAATCAATATAAATT
-TATTCTCTAGAAATATATTTAAGCTGAATGGTTCGATATCATTATTGAATTTTAATGAAT
-GAGACAACAAGCGAGAATCACGCACCTACGCCAGAGGTAAATCATTGAACAGAGAAATGG
-TGGAATTCAAATACAAAAAAACCGCAAAATTAAAAATCTTGCGGCTCTCTGAACTCATTT
-TCATGAGTGAATAGTGGCGGAACGGACGGGACTCGAACCCGCGACCCCCTGCGTGACAGG
-CAGGTATTCTAACCGACTGAACTACCGCTCCGCGGTTGTGTTCCGTTGGGAACGAGGCGA
-ATATTACGGATTGCCTCGACCTTCGTCAACGGTTTTTCTCATCTTTTGAATCGTTTGCTG
-CAAAAATCGCCCAAGTCGCTATTTTTAGCGCCTTTCACAGGTATTTATGCTCGCCAGAGG
-CAACTTCCGCCTTTCTTCTGCACCAGATCGAGACGGGCTTCATGAGCTGCAATCTCTTCA
-TCTGTCGCAAAACAACGCGTAACTTACTTGCCTGACGTACAATGCGCTGAATTGTTGCTT
-CACCTTGTTGCTGTTGTGTCTCTCCCTTTCCATCGCAAAAGCCATCGACGTTTGACCACC
-GGTCATCGCCAGATAAACTTCCGCAAGGATCTGGGCATCGAGTAATGCCCCGTGCAGCGT
-TCGTTTACTGTTATCTATTTCGTAGCGAGCACATAACGCATCGAGGCTGTTGCGCTTACC
-GGGAAACATTTTCCTCGCCACCGCAAGGCTATCGGTGACCTTACAGAAAGTATTGGTCTT
-CGGAATATCGCGCTTAAGCAACGAAAACTCGTAGTCCATAAAGCCGATATCGAACGCTGC
-GTTATGGATCACCAACTCCGCGCCGCGAATATAGTCCATGAACTCATCGGCTACTTCGGC
-AAACGTGGGGCTTATCGAGCAAAAATTCATCGGCAATACCATGTACGCCAAAGGCTTTCC
-CGGATCCACCAGCCGATCGGGTTTGAGATAAACATGGAAGTTATTGCCCGTCAGGCGACG
-GTTCACCACTTCAACGGCACCAATCTCAATGATCTTGTGGCCTTCATAGTGCGCACCAAT
-CTGGTTCATACCGGTGGTTTCGGTATCGAGAACGATCTGGCGTGTAATTGCAGTGCTCAT
-AGCGGTCATTTATGTCAGACTTGTCGTTTTACAGTTCGATTCAATTACAGGAAGTCTACC
-AGAGATGCTTAAACAGGTAGAAATTTTCACCGATGGTTCGTGTCTGGGCAATCCAGGACC
-TGGGGGTTACGGCGCTATTTTACGCTATCGCGGACCGCGAGAAAACCTTTAGCGCTGGCT
-ACACCCGCACCACCAAAACCGTATGGAGTTGATGGCCGCTATTGTCGCGCTGGAGGCGTT
-AAAAGAACATTGCGAAGTCATTTTTGAGTACCGACAGCCAGTATGTCCGCCAGGGTATCA
-CCCAGTGGATCCATAACTGGAAAAAACGTGGCTGGAAAAACCGCAGACAAAAAACCAGTA
-AAAAATGTCGATCTCTGGCAACGTCTTGATGCTGCATTGGGGCAGCATCAAATCAAATGG
-GAATGGGTTAAAGGCCATGCCGGACACCCGGAAAACGAACGCTGTGATGAACTGGCTCGT
-GCCGCGGCGATGAATCCCACACTGGAAGATACAGGCTACCAAGTTGAAGTTTAAGCCTGT
-GGTTTACGACATTGCCGGGTGGCTCCAACCGCCTGGCGAATTCGTGGCTTGTTTTTACTC
-TGTTTCATCGGATTTAGCGTTAAAGGAATAGTCCGTTTCCGGGCAACAATAAGTTGTAAG
-CAACCAAACGCGCAGGAATATGCGCATTCAATAGTTTTCCTCCGTGTTTGTTCCACGGGA
-GAACGTGGAAACGGCTGGCGTGTAGCACTTCAAAATTTCAACAAAGAGAGCCAGTCCAGC
-TGCCGCATCAGAGAGAACATCCGGCTGTTTAAGGGCGAGGTTTTGCGCATAACCGGCACA
-AGTTTGCGTAATCCCATAAAACTGATGGGATTGAAGCCACTAATGACCAGCCAGCCATCA
-TCAATCAATACCCGATCGGCTTCACGCAATAAACGATGCGGATCGGTGCAACCACGGCAA
-TGTATGTGCCAGTAGACAAACATCAACGGATTTATCGGCAAAAGGAAGATGAAGTGGGTC
-CGCCTGTACCTGGACGGGCATTCCTTGCGCAGAAACATTCACTTGATGAGAAACCGCGCA
-CGCTTCGCAATTGATTTCTGCGCTTAAATTGCCAATCTTAAGCAGATGAAAACCATACAT
-TTTAGTGAACCACGGGTTGAGCTGGCGCTCCAGCGCCTTGCGATAAAGCTTTCCCCAGGG
-CAAATCCGCCCAGCAATCAGGAGCCACGACAGTTTGAGGGACTCTTGCCGGTTTCATCAC
-AACCTTCCGTTTCACACTGAGAGGTAATCTATGAATCTTAACAGTATTCCCGCCTTTGAT
-GACAATTACATCTGGGGTTTTGAATGATGAAGCAGGTCGCTGCCTGATTGTCGATCCCGG
-AGACGCAGAGCCAGTATTAAACGCCATTGCCGCCAATAACTGGCAACCGGAGGCCATATT
-TCTCACCCACCATCACCACGATCACGTTGGCGGGCGTAAAAGAACTGGTGGAAAAGTTTC
-CACAAATTGTGGTGTATGGTCCACAAGAGACACAAGATAAAGGGAACAACACAGGTAGTC
-AAAGATGGCGAAACTGCCTTCGTTTTGGGGCATGAATTTAGTGTAATTGCTACGCCGGTC
-ACACTTTAGGACATATCTTGTTACTTCAGTAAACCTTATCTATTTTGCGGCGACACACTG
-TTTTCTGGTGGGTGTGGTCGGTTTGTTGAAGGGACAGCATCACAAATGTATCAATCACTA
-AAAAAGTTAAGTGCGTTACCTGACGATACATTGGTATGTTGTGCTCATGAATATACCTTA
-TCAAATATGAAGTTTGCTTTGAGTATTCTTCCGCACGATTTGTCCATAAATGATTATTAT
-CGTAAAGTTAAGGAGTTACGGGCAAAAAATCAAATAACACTACCCGTAAAATTCTGAAAA
-ATGAGCGGCAAATTAATGTTTTTTTAAGAACGGAAGATATTGATTTAATTAATGTAATTA
-ATGAAGAAACATTATTGCAACAACCTGAAGAGCGTTTTGCATGGTTAAGGTCAAAGAAAG
-ATAGGTTCTGATAAAACTTTCTTGTCATCGGCTCCGTTCGCCGTTATGATCGGTCGTCTT
-TTAAGCAACTATTGACACACACATGAAGGCAAAAGCGATATTACTCGCCTCTGTCCTGCT
-CGTGGGTTGCCAGAGTACCGGGCAACGTTCAACAGCACGCACAGAGCCTTTCTGCAGCTG
-GTCAAGGGGAAGCAGCAAAGTTTACAAGTCAGGCACGATGGATGGACGATGGGACGTCTA
-TCGCGCCAGATGGTGACTTGTGGGCCTTTCATTGGCGACGAGCTAAAGATGGGAATTCCG
-GAAAATGACCGGATTCGCGAACAGAAACAGAAATATTTACGCAATAAGAGCTATCTCCAC
-GATGTAACTTTACGGGCAGAGCCGTATATGTACTGGATAGCAGGGCAAGTTAAAAAACGT
-AACATGCCTATGGAACTGGTACTACTACCCATAGTGGAGAGCCCTTTTGATCCTCACGCA
-ACGTCTGGCGCCAATGCCGCAGGCATCTGGCAGATCATTCCGAGCACGGGGCGCAATTAT
-GGTTTGAAACAGACCCGCAATTATGACGCGCGTCGCGATGTTGTTGCTTCAACAACTGCC
-GCGCTGAATATGATGCAGCGTCTGAACAAAATGTTTGACGGCGACTGGCTTCTGACCGTA
-GCGGCTTATAACAGCGGCGAAGGTCGGGTCATGAAGGCAATTAAAACGAACAAAGCGCGT
-GGGAAATCCACGGACTTCTGGTCGTTACCGTTGCCGCAGGAAACGAAGCAGTACGTGCCT
-AAAATGCTGGCATTGAGTGATATTCTCAAAAACAGCAAGCGGTTTGGCGTACGTCTGCCA
-ACGACCGATGAAAGCCGTGCTCTGGCGCGTGTGCACCTGAGCAGCCCGGTTGAAATGGCG
-AAGGTAGCAGATATGGCGGGGATTTCCGTCAGCAAGCTGAAGACATTCAACGCTGGCGTA
-AAAGGCTCCACGCTGGGCGCAAGTGGCCCGCAGTACGTGATGGTGCCAAAGAAGCATGCA
-GATCAACTGCGTGAATCTCTGGCTTCAGGCGAAATTGCTGCTGTACAGTCGACGCTGGTT
-GCCGACAATACGCCGCTTAACAGCCGTGTTTACACCGTACGCTCTGCGACACGCTTTCAA
-GTATCGCTTCACGTCTCGGCGTAAGCACCAAAGATTTGCAGCAGTGGAACAAACTGCGCG
-GATCTAAGCTGAAGCCAGGCCAAAGTTTGACGATTGGTGCAGGCAGTAGCGCACAGCGAC
-TGGCAAACAACAGCGATAGCATTACGTATTGTGTGCGCAAAGGCGATTCGCTTTCAAGCA
-TTGCTAAACGCCACGGCGTGAACATCAAAGATGTGATGCGCTGGAACAGCGACACTGCGA
-ATCTGCAACCCAGCGATAAGCTGACGTTGTTTGTGAAAAACAACAACATGCCAGATTCCT
-GACAAACCAGATAATAAAAAGGCACCGATTCCCCCGGTGCCTTTTTTATTTATGCCGCTT
-TATGTGCATCTACCATGATGATATCACTGGTGAAAAAGCCATCATTCTGCAAGGCAAAAT
-ACGTTCTCACCTCTGTCGATGCGCTCTGTTGGTAAATGCGAATAGCGTCTACTAACGCTT
-CTGGCGTACGCATTCTCGCGACCCATGAAGAAAAATTCCAGCGGTAACTTATCTGTAATT
-AAATTATCAACTATCAGATTGGCTTCATTGATTAACGTCAACCACTCACCGCTGGCGTAG
-TTTCGTACGTGAGAGGTATCGCGTAATGCTTCTACCGTCTGTAACCAGATGTCGCGCACT
-GGGTGACCCGGAGACATTACGTCCATCACAATCAGCCTACCCGCCAGGTTTCAATATCCT
-ATCACTTCTCGCAGTGCTGCACCAACATCATGCCAGTGATGGGCAGAATAACGGCTGATA
-ACAATATCAAATGCGTTATCGGCAAATGGCAGACTTTCGGCATATCCCTGGCGGGTGGTG
-ATATTTTTCAGTTGCCGGGCTTCGGCAGCTTGTGCCACGACATCCAGCATGTGGGCAGAT
-AAGTCATACGCCACCACCGCGCTCACGTTTTGCGCAGCGCCAAACGTTGTTCCCTGTGGC
-AGAACGACATACCTTATTTATCAGGCTTGCCGGGACTGAATTCAACGAGTAGCGGATTGT
-GATCGGAAGCGCGCGTAACCAGTACAGAAGCTTCACTGACGTTCAGACCACGGTAGAAAA
-CAAAATCGAGCGGGCGACCAAACGCCCGACGGCGCTGATCATCGGTAAAACGCACCTGGC
-GCAGCGACATTTCCCGCGCAAAGCGATATAACGCGTTCATCCTTCTACGGCTCCAGGCAT
-TGAAATCTCCCGCCATAATGACCGGGCCGCTGTGGTGAGCTATTCTGATCGCCAATAGGA
-AGTAACTGCTTACTATAGACATCCACGCCCAGACTGAAGTTGACGGCGTGTATATTAACC
-CACCATCAACAGGCGGGTGTCAGGTAATGGATAGACCGTCACCAGGGCCGACTTCGCCAG
-ACGCAAAATGGGTTCTCGTTCACGTAACGGGCAGCAATACACTGGATGTGCCGCCGAAAG
-GGTCATTACGCCAGAAGGATGTTGTGGCAGCACGAAAGCGGGTACCTGATCGGCGGCAAG
-ATAGTTAGCGGTCGCAAACTGTACTAACTCTGGCGTTGTCTGCGCTTCCTGCAATAACAC
-CAGATGTGCATCTTTGCCGTAGTTCTTTAATACCGACAACCATTCAGCGCGTTGCTGTTT
-GTATATGTTCCACACCAGGATCCGAATACGCTCTTCGGTACTTAACGGTTCCCCAGGTGG
-TAATGCCTGGGCCGATGCTCGCAAAAGACCCCGGCGGTAAGATCCTTTCCGCAGGTTGTC
-CGGCAACATAGCGCATGGCATAGGTGTTTTTCGCACTTTTGACTTTGAAACCTCTATTAC
-GTCAACCCTTCCGCACTCGGGAGGTTCTACTGTTATAGGGATTTTAGCTACTCTTTCAAC
-GAGAATTGTATATTGTTATGTAAGCAAGTGCTTACACCGGTCAGAATTTTGCTCATTATG
-GAGAACATTAAATCGCATGACATATCACGCATCCTGATGGTTTAATGACAAATAAATTCA
-AAATATCTCTTCTATTTTGCAACAGGAGCAAAAATGAAAAGCCACGTCGGAAGAACTCGC
-CATTTTTGTTTCGGTCGTCGAAAGCGGCAGCTTTAGCCGGGCAGCGGAACAATTAGGGCA
-AGCAAACTCAGCGGTAAGCCGGGCGGTGAAAAAGCTGGAGATGAAACTTGGCGGTTAGCC
-TGCTTAATCGGACCACGCGACAACTTAGCCTGACGGAAGAAGGCGAGCGTTATTTTCGTC
-GCGTACAGTCAATTTTGCAGGAGATGGCAGCGGCAGAATCAGAAATTATGGAGACGCGTA
-ATACACGCGTGGACTGTTACGGATCGATGCCGCCAACTCCAGTGGTGCTGCACTTTCTGA
-TGCCGTTAATTAAGCCTTTCCGTGAACGCTATCCGGAAGTCACTTTGTCGCTAGTCTCCT
-CCGAAACGATTTATTAATTTGATCGAAAGAAAAGTGGATGTCGCGATACGCGCTGGTACG
-TTAACGGATTTCAGCTAACGTTGCCAGGCCGTTATTTAACAGTTATCGAAAAATTATCGC
-CTCCCCCGATTATATTTCCCGCTACGGGAAGCCAGAAACGATCGACGATTTAAAGCAACA
-TATTTGCCTGGGATTCACTGAAACCCCGCTTCCCTCAATACCTGGCCGATAGCCCGTAGC
-GATGGACAATTACATGAGGTGAAGTACGGTTTGTCATCCAATAGTGGGGAAACACTGAAA
-CAGCTTTGCCTGAGTGGCAACGGGATTGCGTGTTTGTCCGACTACATGATCGACAAAGAA
-ATCGCTCGCGGAGAATTGGGGGAGTTAATGGCAGATAAAAGTGTTGCCAGTGGAAATGCC
-ATTCAGTGCCGTCTATTACAGCGACCGTGCGGTAAGTACGCGCATCCGGGCTTTTATCGA
-TTTCCTTAGCGAGCATGTAAAAACAGCTCCCGGAGGAGCTGTCAGAGAGGCTTAATCCCA
-TTCAGGAGCCAGACCTTCCGGGCTAACCAGGCGGTCGTTGGCATCCAGTGCGGCGATCGC
-TTTTTTATCTTCGGCATCAAGCTGTAAATTTTTGCCTTAAGATTACTTTCCAGGTTTTTA
-CGTTTAGTAGAAGAAGGAATTACTGAGTAACCTTCCCCCATAGCCCACGCCAGAATCACT
-TGTGCCGGAGTCGCATTGTGTTTAGCTGCGATACGAGCAATAACCTCATCTTTCAGGGCC
-TTACCATACGCCAGCGTCATATAGGAAGTAATATGGATGCCGTGCTGTTAGCCCAGGCAA
-CCACTTTACGGTTTTGCAGATAAGGAGAGAGTTCAATCTGGTTAGTAGCGATGTTTTCAG
-CACAAACAGCAGCAATCGCTTTTTCCATCAACGGGATCGTGAAGTTGGAAATACCGATCT
-CACGCGTCAGCCCTTGTTTTTTGGCTTCCAGCAGCGCCTGCATAAACTCTTCAACAGAGA
-CTTCATCGTTTGGTGACGGCCAGTGGATTAGCGTCAGATCAACATAATCGGTACGCAATT
-TTTGCAGGCTCTCTTTCAGACTTGGGATCAATTTGTCTTTGCTGAGATTTTCAATCCAGA
-TTTTAGTGGTGATGTAGAGTTCATGACGTGGCACGCCACTTTCTGCAATCGCCTGACCTA
-CTGCCGGCTTCGTTATCATAGATTTGTGCGGTATCAATTGCGCGATAACCAAGTTCAAGC
-GCCGTTATCACAGATGAAATAACAACGTCGTCTTTCAGACGGAAAGTACCTAAACCAAAT
-GCAGGGATAGCCATAATATGCCTCTTTTAATGCTATTTTCGTTAACTGAGGTGATTATGG
-GCTTCAGACTGTTGAGGAAAAAAGAGCGTAAAATGCAGAGGATTTTTGCGATTCTGGCAA
-TAATAGATATACAGACGAAAAAAAACCTCGAGCGTTAACTCGAGGCTTCTTAATAAGTGG
-CGGAACGGACGGGACTCGAACCCGCGACCCCCTGCGTGACAGGCAGGTATTCTAACCGAC
-TGAACTACCGCTCCACCGAATTCTTTTACAACACCGGTTTTATGACCGGCTTACTGCTTA
-ATTTGATGCCTGGCAGTTCCCTACTCTCGCATGGGGAGACCCCACACTACCATCGGCGCT
-ACGGCGTTTCACTTCTGAGTTCGGCATGGGGTCAGGTGGGACCACCGCGCTACGGCCGCC
-AGGCAAATTCTGTTTTATCAGACCGCTTCTGCGTTCTGATTTAATCTGTATCAGGCTGAA
-AATCTTCTCTCAATCCGCCAAAACAGCTTCGGCGTTGTAAGGTTAAGCCTCACGGTTCAT
-TAGTACCGGTTAGCTCAAACGCATCGCTGCGCTTACACACCCGGCCTATCAACGTCGTCG
-TCTTCAACGTTCCTTCAGGACTCTCAAGGAGTCAGGGAGAACTCATCTCGGGGCAAGTTT
-CGGGCTTAGATGCTTTCAGCACTTATCTCTTCCGCATTAGCTACCGGGCAGTGCCATTGG
-CATGACAACCCGAACACCAGTGATGCGTCCACTCCGGTCCTCTCGTACTAGGAGCAGCCC
-CCCTCAGTTCTCCAGCGCCCAACGGCAGATAGGGACCGAACTGTCTCACGACGTTCTAAA
-ACCAGCTCGCGTACCACTTTAAATGGCGAACAGCCATACCCTTGGGACCTACTTCAGCCC
-CAGGATGTGATGAGCCGACATCGAGGTGCCAAACACCGCGGTCGATATGAACTCTTGGGC
-GGTATCAGCCTGTTAATCCCCGGAGTACCTTTTATCCGTTGAGCGATGGCCCTTCCATTC
-AGAACCACCGGATCACTATGACCTGCTTTCGCACCTGCTCGCGCCGTCACGCTCGCAGTC
-AAGCTGGTTTATGCCATTGCACTAACCCTCCTGATGTCCGACCAGGTTTAGCCAACCTTC
-GTGCTCCTCCGTTACTCTTTAGGAGGAGACCGCCCCAGTCAAACTACCCACCAGACACTG
-TCCGGAACCCGGATTACGGGTCAACGTTAGAACATCAAACATTAAAGGGTGGTATTTCAA
-GGTCGGCTCCATGCAGACTGGCGTCCACACTTCAAAGCCTCCCACCTATCCTACACATCA
-AGGCTCAATGTTCAGTGTCAAGCTATAGTAAAGGTTCACGGGGTCTTTCCGTCTTGCCGC
-GGGTACACTGCATCTTCACAGCGAGTTCAATTTCACTGAGTCTCGGGTGGAGACAGCCTG
-GCCATCATTACGCCATTCGTGCAGGTCGGAACTTACCCGACAAGGAATTTCGCTACCTTA
-GGCCCGTTATAGTTACGGCCGCCGTTTACCGGGGCTTCGATCAAGAGCTTCGCTTGCGCT
-AACCCCATCAATTAACCTTCCGGCACCGGGCAGGCGTCACACCTTATACGTCCACTTTCG
-TGTTTGCACAGTGCTGTGTTTTTAATAAACAGTTGCAGCCAGCTGGTATCTTCGACTGAT
-TTCAGCTCCACGAGCAAGTCGCTTCACCTACATATCAGCGTGCCTTCTCCCGAAGTTACG
-GCACCATTTTGCCTAGTTCCTTCACCCGAGTTCTCTCAAGCGCCTTGGTATTCTCTACCT
-GACCACCTGTGTCGGTTTGGGGTACGATTTGATGTTACCTGATGCTTAGAGGCTTTTCCT
-GGAAGCAGGGCATTTGTTGCTTCAGCACCGTAGTGCCTCGTCATCACGCCTCAGCCTTGA
-TTTTCCGGATTTGCCTGGAAAACCAGCCTACACGCTTAAACCGGGACAACCGTCGCCCGG
-CCAACATAGCCTTCTCCGTCCCCCCTTCGCAGTAACACCAAGTACAGGAATATTAACCTG
-TTTCCCATCGACTACGCCTTTCGGCCTCGCCTTAGGGGTCGACTCACCCTGCCCCGATTA
-ACGTTGGACAGGAACCCTTGGTCTTCCGGCGAGCGGGCTTTTCACCCGCTTTATCGTTAC
-TTATGTCAGCATTCGCACTTCTGATACCTCCAGCATACCTCACAGTACACCTTCACAGGC
-TTACAGAACGCTCCCCTACCCAACAACGCATAAGCGTCGCTGCCGCAGCTTCGGTGCATG
-GTTTAGCCCCGTTACATCTTCCGCGCAGGCCGACTCGACCAGTGAGCTATTACGCTTTCT
-TTAAATGATGGCTGCTTCTAAGCCAACATCCTGGCTGTCTGGGCCTTCCCACATCGTTTC
-CCACTTAACCATGACTTTGGGACCTTAGCTGGCGGTCTGGGTTGTTTCCTCTTTCACGAC
-GGACGTTAGCACCCGCCGTGGTTTCTCCCGTGATAACATTCTCCGGTATTCGCAGTTTGC
-ATCGGGTTGGTAAGTCGGGATGACCCCCTTGCCGAAACAGTGCTCTACCCCCGGGAGATG
-AGTTCACGAGGCGCTACCTAATTAGCTTTCGGGGAGAACCAGCTATCTCCCGGTTTGATT
-TGGCCTTTCACCCCCAGCCACAAGTCATCCGCTAATTTTTCAACATTAGTCGGTTCGGTC
-CTCCAGTTAGTGTTACCCAACCTTCAACCTGCCCATGGCTAGATCACCGGGTTTCGGGTC
-TATACCCTGCAACTTAACGCCCAGTTAAGACTCGGTTTCCCTTCGGCTCCCCTATTCGGT
-TAACCTTGCTACAGAATATAAGTCGCTGACCCATTATACAAAAGGTACGCAGTCACACGC
-CTAAGCATGCTCCCACTGCTTGTACGTACACGGTTTCAGGTTCTTTTTCACTCCCCTCGC
-CGGGGTTCTTTTCGCCTTTCCCTCACGGTACTGGTTCACTATCGGTCAGTCAGGAGTATT
-TAAGCCTTGGAGGATGGTCCCCCCATATTCAGACAGGATACCACGTGTCCCGCCCTACTC
-ATCGAGCTCACAGCATGTGCATTTTTGTGTACGGGGCTGTCACCCTGTATCGCGCGCCTT
-TCCAGACGCTTCCACTAACACACACACTGATTCAGGCTCTGGGCTCCTCCCCGTTCGCTC
-GCCGCTACTGGGGGAATCTCGGTTGATTTCTTTTCCTCGGGGTACTTAGATGTTTCAGTT
-CCCCCGGTTCGCCTCATTAACCTATGGATTCAGTTAATGATAGTGTGTCGAAACACACTG
-GGTTCCCCATTCGGAAATCGCCGGTTATAACGGTTCATATCACCTTACCGACGCTTATCG
-CAGATTAGCACGTCCTTCATCGCCTCTGACTGCCAGGGCATCCACCGTGTACGCTTAGTC
-GCTTAACCTCACAACCCGAAGATGTTTCTTGCGATCCATCATCGTGTTGCGAAAATTTGA
-GAGACTCACGAACAACTTTCATTGTTCAGTGTTTCAATTTTCAGCTTGATCCAGATTTTT
-AAAGAGCAAAACTTCGCAGTGAACCTTTGCAGGTACACTCTGAAGTATTTTTTATTTAAC
-CACTACAGAGATGGTGGAGCTATGCGGGATCGAACCGCAGACCTCCTGCGTGCAAAGCAG
-GCGCTCTCCCAGCTGAGCTATAGCCCCATAACATGTAGTTAAAACCTCTTCAAATTTGCC
-GTGCAAATTTGGTAGGCCTGAGTGGACTTGAACCACCGACCTCACCCTTATCAGGGGTGC
-GCTCTACACCACCTGAGCTACAAGCCTGTAGAGGTTTTACTGCTCATTTTCATCAGACAA
-TCTGTGTGAGCACTGCAAAGTACGCTTCTTTAAGGTAAGGAGGTGATCCAACCGCAGGTT
-CCCCTACGGTTACCTTGTTACGACTTCACCCCAGTCATGAATCACAAAGTGGTAAGCGCC
-CTCCCGAAGGTTAAGCTACCTACTTCTTTTGCAACCCACTCCCATGGTGTGACGGGCGGT
-GTGTACAAAGGCCCGGGAACGTATTCACCGTGGCATTCTGATCCACGATTACTAGCGATT
-CCGACTTCATGGAGTCGAGTTGCAGACTCCAATCCGGACTACGACGCACTTTATGAGGTC
-CGCTTGCTCTCGCGAGGTCGCTTCTCTTTGTATGCGCCATTGTAGCACGTGTGTAGCCCT
-GGTCGTAAGGGCCATGATGACTTGACGTCATCCCCACCTTCCTCCAGTTTATCACTGGCA
-GTCTCCTTTGAGTTCCCGGCCGGACCGCTGGCAACAAAAGATAAGGGTTGCGCTCGTTGC
-GGGACTTAACCCAACATTTCACAAACACGAGCTGACGACAGCCATGCAGCACCTGTCTCA
-CAGTTCCCGAAGGCACCAATCCATCTCTGGAAAGTTCTGTGGATGTCAAGACCAGGTAAG
-GTTCTTCGCGTTGCATCGAATTAAACCACATGCTCCACCGCTTGTGCCGGCCCCCGTCAA
-TTCATTTGAGTTTTAACCTTGCGGCCGTACTCCCCAGGCGGTCGACTTAACGCGTTAGCT
-CCGGAAGCCACGCCTCAAGGGCACAACCTCCAAGTCGACATCGTTTACGGCGTGGACTAC
-CAGGGTATCTAATCCTGTTTGCTCCCCACGCTTTCGCACCTGAGCGTCAGTCTTCGTCCA
-GGGGGCCGCCTTCGCCACCGGTATTCCTCCAGATCTCTACGCATTTCACCGCTACACCTG
-GAATTCTACCCCCCTCTACGAGACTCAAGCTTGCAGTATCAGATGCAGTTCCCAGGTTGA
-GCCCGGGGATTTCACATCTGACTTAACAAACCGCCTGCGTGCGCTTTACGCCCAGTAATT
-CCGATTAACGCTTGCACCTTCCGTATTACCGCGGCTGCTGGCACGGAGTTAGCCGGTGCT
-TCTTCTGCGGGTACGTCAATGAGCAAAGGTATTAACTTTACTCCCTTCCTCCCCGCTGAA
-AGTACTTTACAACCCGAAGGCCTTCTTCATACACGCGGCATGGCTGCATCAGGCTTGCGC
-CCATTGTGCAATATTCCCCACTGCTGCCTCCCGTAGGAGTCTGGACCGTGTCTCAGTTCC
-AGTGTGGCTGGTCATCCTCTCAGACCAGCTAGGGATTGTCGCCTAGGTGAGCCGTTACCC
-CACCTACTAGCTAATCCCATCTGGGCACATCCGATGGCAAGAGGCCCGAAGGTCCCCCTC
-TTTGGTCTTGCGACGTTTTGCGGTATTAGCTACCGTTTCCAGTAGTTATCCCCCTCCATC
-AGGCAGTTTCCCAGACATTACTCACCCGTCCGCCACTCGTCAGCAAAGAAGCAAGCTTCT
-TCCTGGTTACCCGTTCGACTTGCATGTGTTAGGCCTGCCGCCAGCGTTCAATCTGAGCCA
-TGATCAAACTCTTCAATTTAAAAGTTTGATGCTCAAAGAATTAAACTTTGTAATGAATTA
-CGTGTTCACTCTTGAGACTTGGTATTCATTTTTCGTCTTGCGACGTTAAGAATCCGTATC
-TTCGAGTGCCCACACAGATTGTCTGAAAAATTGTTAAAGAGCAGTTGCGACGCGGCTTTC
-AGCTCACTGTCGCGAGGTGGCGTATATTACGCTTTCCTCTTTCAGAGTCAACCCTGAAAT
-TTCAGGATTTTTCTCTTCAACCGAACCGGCTGTTTGTGTGAAGTGATTCACATCCGCCGT
-GTCGATGGAGGCGCATTATAGGGAGTCGGCTCAGGAAGACAAGCGGAAAAATGCATTTTT
-ATTTCAACCGCTCATCTTTTAATCATTGTGCCGGTTTTTGCTGCTTTTTTATCGCTTGCG
-GCAGGTCTGCCAGGCTATTTAACACCCAATCCGCCGCGTTTTCTGCTTCAGGCGTAATAG
-GTTTACCCGTACGCACCAGCACTTTTGTTCCCACGTTCGCCGCAACCGCTGCCTGCATAT
-CTTCTAATTTATCGCCCACCATATAAGAAGCGGCCATATCAATATGCAAATAATCGCGTG
-CTGACAAAAGCATCCCCGGATGTGGTTTGCGGCAATCGCAGACCTGGCGAAACTCTTCAA
-CACTACCCTGCGGATGTGGCGGGCAATAATAGATACCATCCAGATCGACATCTCGGTCCG
-CCAGCGACCAGTCCATCCACTCGGTCAGCGTTTCAAACTGTGCTTCGGTAAATTTACCGC
-GAGCAATGCCAGACTGGTTGGTTACTACCACCAGCGCAAAGCCCATTTTTTTTAGCTCGC
-GCATGGCGTCAATAACACCGTCGATAAATTCAAAGTTGTCGATCTCATGGACATAGCCGT
-GATCGACATTAATGGTGCCATCACGGTCAAGAAAAATTGCGGGTACGCTCTTCGCCACCT
-TTTATAGACTCCTTAATAAGGCATGTGACGCTAGTATCGCATGTTTCGACCTGCAAGAAA
-GTGCTCTTCGCATAAACCTGATTGATTTAGACGTCTGGATGGCTTAACATCCATTTCATT
-GACGGCGTTGCCCGTTTCGGCATTCGAGATGCCACGACTAACTTAATGACGATAATAAAT
-AATCAATGATAAAACTTTCGAATATCACCAAAGTGTTCCACCAGGGCACCCGCACCATCC
-AGGCGTTGAACAACGTCAGCCTGCATGTGCCAGCTGGACAAATTTATGGCGTTATCGGTG
-CCTCAGGCGCGGGGTAAGAGTACGCTTATACGTTGTGTAAACCTGCTGGAGCGCCCAACC
-GAGGGTAGCGTGCTGGTCGATGGCCAGGAACTGACCACGCTGTCAGAATCCGAGTTGACC
-AAAGCTCGCCGCCAGATTGGTATGATTTTCCAGCATTTTAACCTGCTCTCTTCGCGTACT
-GTTTTTGGCAACGTGGCTCTGCCGCTGGAGCTGGACAACACACCCGAAAGACGAGGTCAA
-ACGTCGCGTGACGGAATTGCTGTCTCATTGGTTGGTCTTGGCGATAAGCATGATAGCTAC
-CCGTCGAATCTTTCCGGTGGGCAGAAACAACGTGTGGCAATTGCCCGTGCGTTAGCCAGC
-AATCCCAAAGTATTGCTGTGTGATGAAGCCACCAGCGCGCTGGACCCCGGCAACGACACG
-TTCTATTCTCGAACTGCTGAAAGACATCAACCGCCGTCTGGGGTTGACGATTCTGTTGAT
-CACCCACGAAATGGACGTTGTGAAGCGCATTTGTGATTGCGTGGCGGTCATCAGCAATGG
-AGAACTGATCGAGCAGGACACGGTAAGTGAAGTGTTCTCGCATCCGAAAACGCCGCTGGC
-GCAGGAGTTTATTCAGTCGACCCTGCATCTGGATATCCCGGAAGATTACCAGGAACGTCT
-GCAAGCGGAGCCATTTACTGACTGCGTGCCGATGCTGCGTCTGGAGTTTACCGGTCAATC
-GGTCGATGCCCCACTGCTTTCTGAAACCGCGCGTCGTTTCAACGTCAACAACAACATTAT
-TAGCGCGCAGATGGATTACGCCGGTGGCGTTAAGTTCGGCATCATGCCTGACTGAAATGC
-ACGGCACACAACAAGATACGCAAGCCGCCATTGCCTGGCTGCAGGAACACCATGTAAAAG
-TAGAGGTACTGGGTTATGTCTGAGCCGATGATGTGGCTGCTGGTTCGTGGCGTATGGGAA
-ACGCTGGCAATGACCTTCGTATCCGGTTTTTTTGGCTTTGTGATTGGTCTGCCGGGTTGG
-CGTTCTGCTTTATGTCACGCGCCGGGGCAAATTATTGCTAACGCGAAGCTGTATCGTACC
-GTTTCTGCGATTGTGAACATTTTCCGTTCCATCCCGTTCATTATCTTGCTTGTATGGATG
-ATTCCGTTTACCCGCGTTATTGTCGGTACATCGATTGGTTTGCAGGCAGCGATTGTTCCG
-TTAACCGTTGGTGCAGCACCGTTTTTTGCCCGTATGGTCGAGAACGCTCTGCTGGAGATC
-CCAACCGGGTTAATTGAAGCTTCCCGCGCAATGGGTGCCACGCCGATGCAGATCGTCCGT
-AAGGTGCTGTTACCGGAAGCGCTGCCGGGTCTGGTGAATGCGGCCAACTATCACCCTGAT
-TACCCTGGTCGGTTATTCCGCGATGGGTGGTGCAGTCGGTGCCGGTGGTTTAGGTCAGAT
-TGGCTATCAGTATGGCTACATCGGCTATAACGCGACGGTGATGAATACGGTACTGGTATT
-GCTGGTCATTCTGGTTATTTAATTCAGTTCGCAGGCGACCGCATCGTCCGGGCTGTCACT
-CGCAAGTAACGTTCAACAAAACATAAATAATTGAAGAAGGAAATAAGGTATGGCGTTCAA
-ATTCAAAACCTTCGCGGCAGTGGGAGCCCTGATCGGATCACTGGGCACTGGTAGGCTGCG
-GTCAGGATGAAAAAGGATCCAAACCACATTAAAGTCGGCGTGATTGTTGGTGCCGAACAG
-CAGGTTGCAGAAGTCGCGCAGAAAGTTGCGAAAGACAAATATGGCCTGGACGTTGAGCTG
-GTAACCTTCAACGACTATGTTCTGCCAAACGAAGCATTGAGCAAAGGCGATATCGACGCC
-AACGCCTTCCAGCATAAACCGTACCTTGATCAGCAACTGAAAGATCGTGGCTACAAACTG
-GTCGCAGTAGGCAACACTTTTGTTTATCCGATTGCTGGTTACTCCAAGAAAATCAAATCA
-CTGGATGAACTGCAGGATGGTTCGCAGGTTGCCGTGCCAAACGACCAACTAACCTTGGTC
-GTTCCTGCTGCTGCTGCAAAAAGTGGGCTTGATCAAACTGAAAGATGGCGTTGGCCTGCT
-GCCGACCGTTCTTTGATGTTGTTGAGAACCCCAAAAATCTGAAAATTGTTGAACTGGAAG
-CACCGCAACTGCCGCGTTCTCTGGACGACGCGCAAAATCGCTCTGGCAGTTATCAATACC
-CACCTATGCCAGCCAGATTGGCCTGACTCCGGCGAAAGACGGTATCTTTGTTGAAGATAA
-AGAGTCCCCGTACGTAAACCTGATCGTGACGCGTGAAGATAACAAAGACGCCGAGAACGT
-GAAGAAATTCGTCCAGGCTTATCAGTCTGACGAAGTTTACGAAGCAGCAAAAAAAGTGTT
-TAACGGCGGAGCTGTTAAAGGCTGGTAATTTTTAGGCTGTTTCCACAATTTGTAATATCA
-TTCAGGACGGGCGCTTGCCCGTCTTGTCATTTTTACAAGCTCCTGATTCAATATTGACGT
-TTGATCATACATTGAGGAAATACTATGCGTGCTTTACCGATCTTGTTTAGTAGCACTCAT
-GCTAAGCGGCTGTTCCATGTTAAGCAGATCCCCTGTCGAACCCGTTCAAAGCACTGCACC
-CCAGCCGAAAGCGGAGCCTGCAAAACCGAAAGCGCCGCGCGCCACGCCGGTCCGAATTTA
-TACCAATGCAGAAGAATTAGTCGGCAAACCGTTCCGCGATCTCGGTGAAGTCAGTGGCGA
-CTCTTGCCAGGCCTCTAATCAGGACTCTCGCCCGAGCATTCCAACCGCACGTAAGCGGAT
-GCAAATCAACGCCTCTAAAATGAAAGCCAATGCTGTATTACTGCATAGCTGCGAAGTCAC
-CAGCGGTACGCCAGGCTGCTATCGTCAGGCTGTATGTATCGGTTCTGCGCTTAACATTAC
-GGCGAAATGAGCAGTTTCCAGTTCGAGCAAATAGGCGTTATTCGCTCGCCCTATAAAGAA
-AAGTTCGCCGTTCCCGCGCCAGCCAGGTCTGGTAAAAAGCGCCAACGGCGAACTGCATCT
-CATTGCTCCCTACAACCAGGCCGACGCCGTTCGCGGCCTGGAAAGCGTTCAGCCATTTAT
-GGATCCTTTCGTCTTTCATCAAACGATGGAAGGCGGCTGGCGTCCGACTGTGCGTCCACC
-GCGCCTCGGCGGTAACGCCAGAATGGGGGTTTTCGCAACACGCTCTACTTTCCGCCCTAA
-CCCAATTGGCATGTCGCTGGTAGAGCTGAAAGAGGTTGTTTGCCATAAAGACAGCGTGAT
-TCTGAAGCTCGGCAGTCTGGATCTGGTCGATGGTACGCCGGTAGTGGATATCAAACCGTA
-TCTCCCCTTTGCCGAATCGCTTCCCGATGCCAGTGCCAGCTATGCGCAAAGTGCGCCAGC
-TGCAGAGATGGCGGTGAGTTTTACCGCAGAGGTCGAAAAGCAGCTTTTGACGCTGGAGAA
-GCGTTATCCGCAGTTAACGCCGTTTATCCGCGAAGTACTGGCGCAGGACCCGCGCCCGGC
-CTATCGTAAAGGTGAGGAACGGGGCAAAACCTATGCCGTCTGGCTACATGATTTTAACGT
-TCGCTGGCGCGTCACCGACGCAGGTTTTGGAAGTCTTTCGCCTGAACCGCGTTAAATTCA
-CGCCCTTCTCTTTTGACATTTCTTTTGCACTGGTAAACTAAATCACTTTTTTTTGTCCCA
-GGCTCGCCTTGAGCCTGTTCTACCTTCCAACTGGAACCGTAACAACATGCGTACTAGCCA
-ATACCTGCTCTCCACTCTCAAGGAGACACCTGCCGACGCCGAGGTGATCAGCCATCAGCT
-GATGCTGCGCGCCGGGATGATCCGCAAGCTGGCCTCCGGGTTATATACCTGGCTGCCGAC
-CGGCGTGCGCGTTCTGAAAAAAGTCGAAAACATCGTGCGTGAAGAGATGAACAACGCCGG
-TGCGATCGAGGTGTCGATGCCGGTGGTTCAGCCAGCCGATTTGTGGCAAGAGAGTGGTCG
-TTGGGAACAGTACGGTCCGGAACTGCTGCGTTTTGTTGACCGTGGCGAGCGTCCGTTCGT
-ACTCGGCCCAACTCATGAAGAAGTTATCACTGACCTGATTCGTAACGAGCTTAGCTCTTA
-CAAACAGCTGCCGCTGAATTTTATCAGATCCAGACCAAGTTCCGCGACGAAGTGCGTCCG
-CGTTTCGGCGTCATGCGTTCCCGCGAATTCCTGATGAAAGATGCTTACTCTTTCCATACT
-TCTCAGGAATCCCTGCAGGAAACCTACGATGCAATGTATGCGGCCTACAGCAAAATCTTC
-AGCCGCATGGGGCTGGATTTCCGCGCCGTACAAGCCGACACCGGTTCTATCGGCGGCAGC
-GCCTCTCACGAAATTCCAGGTGCTGGCGCAGAGCGGTGAAGACGATGTGGTCTTCTCCGA
-CACCTCTGACTATGCAGCGAACATTGAACTGGCAGAAGCTATCGCGCCGAAAGAACCGCG
-CGCTGCTGCTACCCAGGAAATGACGCTGGTTGATACGCCGAACGCGAAAACCATCGCGGA
-ACTGGTTGAACAGTTCAATCTGCCGATTGAGAAAACGGTTAAGACTCTGCTGGTTAAAGC
-GGTTGAAGGCAGCAGCTTCCCGCAGGTTGCGCTGCTGGTCGCGGGTGATCACGAGCTGAA
-CGAAGTTAAAGCAGAAAAACTGCCGCAGGTTGCAAGCCCGCTGACTTTCGCGACCGAAGA
-AGAAATTCGTGCCGTGGTTAAAGCCGGTCCCGGGTTCACTGGGTCCGGTAAACATGCCGA
-TTCCGGTGGTGATTGACCGTACCGTTGCGGCGATGAGTGATTTCGCTGCTGGTGCTAACA
-TCGATGGTAAACACTACTTCGGCATCAACTGGGATCGCGATGTCGCTACCCCGGAAGTTG
-CAGATATCCGTAACGTGGTGGCTGGCGATCCAAGCCCGGATGGCCAGGGTAGGCTGCTGA
-TCAAACGTGGTATCGAAGTTGGTCACATCTTCCAGCTGGGTACCAAGTACTCCGAAGCAC
-TGAAAGCCTCCGTACAGGGTGAAGATGGCCGTAACCAAATCCTGACGATGGGTTGCTACG
-GTATCGGGGTAACGCGTGTGGTAGCTGCGGCGATTGAGCAGAACTACGACGAACGAGGCA
-TCGTATGGCCTGACGCTATCGCGCCGTTCCAGGTGGCGATTCTGCCGATGAACATGCACA
-AATCCTTCCGCGTACAAGAGCTTGCTGAGAAACTGTACGGCGAACTGCGTGCACAAGGTA
-TCGAAGTGCTGCTGGATGACCGCAAAGAGCGTCCGGGCGTGATGTTTGCTGATATGGAAC
-TGATCGGTATTCCGCACACTATTGTGCTGGGCGACCGTAACCTCGACAACGACAGATATC
-GAATATAAATATCGTCGCAACGGCGAGAAACAAGTTAAATTAGACTGGTGACATCGTCGA
-ATATCTGGTGAAACAGATTAAAGGCTGATGCCAGAAAAGGGTCCTGAATTTCAAGGGCCC
-TTTTTTTACATGGATTGTATAAAAATGGATAAACCAAAGGCGTACTGCCGCCTGTTTCTC
-CCCAGCTTTCTTTTACTTTCGGCTTGTACCGTTGATATCAGCCAGCCAGACCCATCAGCC
-ACAGCAGTAGATGCCGAGGCAAAAACATGGGCTGTCAAATTCCAGCATCAAAGCTCTTTC
-ACCGAACAATCAATAAAAGAAATAACGGCACCTGATCTCAAACCCGGCGATTTGCTGTTC
-TCCTCAAGCCTTGGGGTAACCTCATTTGGAATCCGCGTCCTTCAGCACTTCCTCTGTGAG
-TCACGTTGCAATCTTTCTGGGTGATAATAACGTTGCAGAAGCGACAGGCGCTGGCGTCCA
-GATCCGTTTCCCTTAAAAAAGCGATGAAGCATAGTGATAAGCTTTCGTCTTACGAGTCCC
-GGATCTTACCCCGCAACAAGCCACAGATATCACCGCGTTGCCAATAAAATCAAAGATAGC
-GGTTATAACTATCGCGGCATTGTCGAATTTATTCCCTTTATGGTGACTCGCCAGATGTGC
-TCACTGATCCCGTCCTCCGAGGATTTTCGCCAACAGTGCGTACGCGGCCTGGCGAAAGCG
-AGTTAAGCAGTGTGGGCGAAGGAGACAAAAAGTCGTGGTTTTGTTCGGAATTTGTCACGG
-ATGCCTTTGCCAAAGCCGGGCATCCACTTACACTGGCGCAATCGGGCTGGATTAGCCCTG
-CCGATCTGATGCATATGCGTATTGGTGATGTCTCTGCGTTTAAGCCAGAAACGCAGTTAC
-AGTATGTTGGGCACCTGAAGCCTGGGATTTATATCAAGGCGGGTCGCTTTGTTGGTTTGA
-CCCGGTGATAAAGTAAATGCCTTATCCGCCTTAAGGTATGAGGGGGGTTGTAGGCATGAT
-AAGACGCGCCAGCGTCGCATCAGGCGTTGAGCACCATTGCCGGATGCGGCGTAAACGACC
-TTATCCGGCCTACAAAAAACGTGCAAATTCAAAATGTTGAAATATATCCTTCTGGCCTGT
-TTTGCGTTTGTTTCTGTCTCAAGACGGGTTACTGCCCCAACTACTGCAATCCTGGTTGGG
-GTAAAATTTCCCTGCCGTATCGGGTGCCAATACTTTAGTCGGCGCACCGGTATCCGGATT
-ACCCTCAAGCGTAAAGTGACCTTCTACTGACAGTAACACCGGTTTTTCACTGTGACCGCG
-CGCAGCCAGGTAGCTACGCTCCAGCTCTGCGTTATTTTCGCTACCATGAAACGTTTTCCG
-GTCGCGCAATCAGTGAAGGTCGCCGCATCAGCCATATAAAAAATACATGCCCCGCAGGGT
-CATCGGCGTCATAGGTAAACTGGATTGTGCCGCTCCAGCGTATAGTTGAACTGCGATTCA
-ATCGGATTGCCTTCACGATCGAGCATCTCCAGCGCATCGCCTTTCGCCCGATAATATGAC
-TTTTCACCTTTGCTGTCGGTTAATACCAGCTTGTCAGCGGTTCGCGCCCATGTACCGTAG
-GAAGCGAAGGAGGAAGGTTCTTCACGAGCACCGAGATAAACGCTCATTCATCACCCATGT
-TCCGTCTTTTTCGAGGAACAGAGAGTTTTCGATTCCTTCGCAATCGGCACACGGCAGCAC
-GCCGCGCCAACTTTGCGGCATCGGTTTCAGTTCGGCAGCCTGCGCCGGAGAAAGCGTATC
-GACTTCGGCCCGATTATTACATCCCATCAGAGTAAAGAGGCTGATTACAGCCATCGCTGT
-CACTATCGCTTTTTTCACAATCCATTCCTTCTTTTTATTTCCCGACCGCTGCGCACTTTG
-CCGCGGCATCGCCTTCACGCTTGATTTTTGTGCTTTCGATGCCAGCCTGCGCTCTTTCGA
-TGCACGGGTGGGCCGCGTGGGTCGTCGGGCTTTTTTTTCTGTTGTTAATTCTTTAATCAT
-AGCCACCAGCCGGGCCAGAGCTGCTTCGCGGTTCAGTTCCTGACTGCGGTATTCCTGTGG
-CTTAATGACAATCACGCCATCACTGCTGATCAAATATGGCTGGCGGCGAGCAGACACGTC
-TTTGTAATACTCCTGCAGGCTGGACCGCCGAATGTCAAAACGCAGATGAATAGCCGTTGA
-GGTCTTATTAACATGCTGCCCGCCCGCGCCCTGCGCACGAATGGCGGTGATCTCAAGCTC
-ACCATCGGGAATAGCAACATGTCGGGAAATCACAATCATGAAGGTTGTTGCCAGGCGGTT
-AAGGTTCACTTCCAGATTATTCTTATCATCCGATAACCAGATCACGCCATCCTGAATCGT
-TGCCTGCCAGCGTCATGGTACGATCGGCAAAGGCGCTTACTTTCGCCAGTTGTTCATCGT
-CCAGATACCAGACGGAAAGATTGGCAAACTGCACACATTTGCTCTGATTTTGCTGCCACC
-AGATTTGCGCCGCCCGACTATTATAGGTAAACAGCGCCACTTCTGCGGCCTGGGTGCAGG
-CTTTCTTAATCCGCCGCTCATCCGGCAGCCCCAGCTCAATCCACAAATCAATGCCCCAGG
-TGATCGTTACGCGGCCACGCTTCCGGCTCATCATCGGCACACAAACCACGGGTAAATTGC
-AGACGTTCATCAGCATATTTCAGCCACGCCAGCAAGCGCAGCATCATACGCTCCTGGGTT
-TCTGAAGGATGGCGCGCCAGCGTCAGAGAGGCATCGAGAAACTGGTTGCGGTCGAGATCG
-GCCACATTAACCGTCGCTTTATAAAATTGTCGCTTTAAGCGCCATAAGAAAACTCCTTTC
-GAATCAGGAGGCCATTGTAACGGAATACGTGCAGTTGCGGCGCTGATATTGCAGAAATGA
-GTGTGGTATAGTCACCTTGCCGAACAGAGTTTATCTTCGTAGGCTTAGACTTGCATCCAC
-CGGTTAAGTCAGAGTGCTGACAGGAGGGCATGTGGAAAAAATTGTGAGTTAATACGCAAG
-CGGTACCGCGAAATCGCCAGCGGGGACTTAGGATACGTTCCGGACGCGCTGGGCTGCGTT
-TTGAAAGTGCTGAATGAAATGGCTGCCGACGACGCCCTTTCTGAGGCTGTCAGGGAAAAA
-GCAGCATACGCTGCGGCAAACTTACTGGTGAGCGATTATGTCAATGAATGATACGTATCA
-ACCAATCAATTGTGATGATTACGATAATCTTGAGCTCGCCTGCCAGCATCATTTAAATGC
-TGACACTTGAGCTGAAAGATGGCGAAAAATTGCAGGCAAAAGCCAGTGATTTAGTCTCCC
-GCAAAAATGTGGAGTACCTGGTCGTCGAGGCCGCTGGCGAAACCCGCGAGCTGCGTCTGG
-ATAAAATTACCAGCTTTAGCCACCCGGAAATCGGTACGGTGGTGGTAAGCGAATCCTGAT
-TGACTTTCGCCGGATGCGACGTTTGATGCGTCTTATCCGGCTTTCACTTAACTAAGCGTT
-TTCTGCCAGACAAAACTTACGCCATTCTCACCTTCAGCAACACCTTCTTGCGTCACAAAT
-ACCCCTGCCGCCGCAATCAGCGTTTCGCCATAAAACAGCAGTGGCGTGGTGTCACGTAGC
-CACGGCGGCACGCCCAGCTCTTGCCAGATTTTCTTTAGCTTACGTCCGCCGTTACGCCCG
-ACAATATGCAGCAATCCTGGCGCTTTGAAACGCACGCTGACCGCTTCGTCTGCACGCGGA
-GGGCGAATATCGCCTCCCGCATTAAGCTGTACACTTCCCAGCCCCGCCGGTAATTCCAGC
-GGTTGAAGCCACGTCTGCCACGGCACAATGTTTTCGCTTTGCCCGGTGACGGATTTAATC
-CACCACAGTTGCGACTGATAGCGTCGGATTTCAAACGCGCCCAAACGTAAACAGGGTGAG
-GCATCTTCCCGCGCCAGCGCCACTTCCTGCCAGATCCTCACCAACGCGTCGCGGGAAGGC
-ATCGGTGCATTCTGCCCTGCCAGCCAGCGGCGGATAATCGCCGCGCGGCGGGCATCACTC
-ATCGCCAGCATTGGCACAATCTGCAGCGTCCCCTGCGGCGATTGACAGTGTGCTAAATCA
-TCTGCCAGCAGTTCATCCAGCAGGCTCTCTTGTTCAGCACAAAGTGCGGCGCTGCGGGCC
-GTTGCTTCGGCCAAAATGCGGCCAACGCTGCTGCAATAACGGCACTACGCGCAGGCGCAG
-AAAGTTACGATCGTATGAGTCGTCCTGATTACTTTCGTCTTCAATCCAGCGTAAATCATA
-CTGACGCGCCCACTGCACCAGTTCCCCCCCGCGTGCGGGCGAGCAACGGGCGAATAAGCC
-GCGTTCCGGCAAACTCCGAGACTTCCGCCATAGCCGAAAGCCCGGCAGGCCACTGCCGCG
-TTTTAGCGCCAGCAGAAAAGTTTCACATTGATCGTCGAGATGTTGCGCGGGTGACCAGCA
-CTTCACCGGGCAACAAGGTGCGGGCAAATGCCTGATAACGTGCCTGCCGCGCCTGGGCCT
-CAATGCCCAGTCCTTCTTGCGCAAGTTGTACGCGTTCGACCACCAGCGGCACCTGCCACT
-GTTGGCAGACGTTTTCGCAATGCGTAACCCAGGCATCGGCATTGGCACTTAAACCGTGAT
-GCACATGAATAGCGCGCAGAGCGACACCCGGATTTTCCGTCCGCCACTGCACCAACTGAT
-GCAGCAGAACGGTGGAGTCAAGCCCGCCGCTAAAGGCCACCAGAATCTGGCGTGAGGTGA
-GAAGTTGTCTATTGAGCGTGAGTGTCATGATGGTGCGATTTTACAGTAGCAATGCCCGGC
-ACGTTACCGGGCAAATGCGGCGATGACAAGCCTTACTGCTCATACAGTTCCAACGGCAGC
-CCGTCCGGATCGTTAAAGAAGGTGAAGCGTTTTTGCGTGTATGGATCGACACGGATGGTT
-TCACACTTCACGTTATGGCTTTCAAGGTGCGCCACTGCCGCATCGATGTCATCAACGCTA
-AAGCCAGATGACGCAGACCGCAAGCTTCCGGTCGGCTGGGTCGTTCCGGCGGGAACGGAA
-ATGAGAAAAGCTCAATCACATATTGCCCATTAAGGCGCAAAATCCCCTTTCCATGAGTCG
-CGCGCTTCGCGATAAACTTCGCTTTGCAGCGTGAAACCAAGAATATCGCAGTAGAAAGCT
-TTGCTCACCGCATAATCCGTCGCAATAATCGCAATATGGTGAACCTGTTTTAAACCCAGC
-ATAACGTCTCCTTTATTTGTTAACAGCACGTTACTCGCCCGGAAGCCGCTCTGGCAAGTT
-ATCCCGCCATTTTTAGGACTCGTACGCGGTAAACGCCGTCTTCGTCCTGTTTCGCGCCGT
-GAATATCCGTTTCAAAACCGGGGTAATGTTGCCCGACGGAACAAAGCAATCAGTAGAAAA
-TCGAGTACTGTGCGGCCTCTCTTGGTCAGCATTTCTCCAGGCATCAACAGCGGTACGCCC
-GGTGGATAAGGCAGGATCATATTTGCCGATACTCTACCGACCAGTTGTTCCAGCGCAATG
-GTTTCTACTTCGCCTTTAATTTGTCGTTGCCATGCCTGATGTGGCGTCATGATCATCTCC
-GGCAAAGTATCGAATGCCCGCAACATCAAACCGGGAAGATCGTGTTTACGAATCAGCTTA
-TGGATCCCTTGTGCCAGATCCTGAATACGCATATTGCGGTAGAAATCGGGATCTTCTGCA
-TAGAGATCGGGTAGCATATTTTTGATCCGCAGGTTGAGATCGTAAGAGCGTTTGAATTCC
-GTCAACCCACGCAATAATCCCATTGCTTTGGTTTTATCGATGCCAATACTAAAGAGAAAC
-AGCAGGTTAATAAGGGCCGGTTTTCTCTACTACGATCCCACGTTCGTCGAGGAATTTTGC
-TACCAGCGCCGCCGGGATCCCCTCCTCGCTCATATTGCCCTGCTCGTCCATCCCCGGTGT
-CAAAATAGTGACTTTAACCGGATCGAGAAACATATGATCGGCATCCGCATCGTTAAAGCC
-GTGCCACTGTTCGCCAGGCGCAACGGGCCAGCATTCGGCTTCATCCACCTGCGGCGGTTG
-CCAGATATCGAAAAACCAACCGTCAGACTCTTCCCGCAGCCGCTGGACCTCTTTGCGAAA
-ATGCAGAGCTCGTTCTACTGAACGGTTAATCAGCCGTTTGCCCGGATTACCACGCAGCAT
-CGCCGCCGCCGTCTCAACCGAAGCAACAATGGGATAACTGGGCGAGGTGGTGGTATGCAT
-CATAAAGGCTTCGTTAAAGGCCTCTTCGTCATACTCGCCTTTAATGTGGATCAGCGAAGC
-CTGCGATAACGCCGCCAAGCATTTTGTGGGTCGATTGCGTTTCGAAGATCACTTTTCCCG
-CAACACGCTCGCCGCTCATACCACTTTTACCCTGGTAGATCGGATGAAAATGGGTGTACG
-GCACCCAGGCAGAATCGAAGTGAATCGACGGGACATCCAGCGTCTGTTTGATCCAGTCGG
-TGTTGTAGAGCAAGCCATCATAGGTGGAGTTGGTGATCACCGCATGAACCGGCCCATGTG
-CTTGCGTGGTAGCAGCGACTTTCTCTTCGATGCTGTCGCGAGTAAATCACGGCGCGGGAT
-CCCACCAAGAATCCCCAAACGCATTACGCGTCGGGTTTCAGCCAGACTGGCACTACATCG
-TTCATCATCAACAGATGCGCCAGCGATTTATGACAATTGCGGTCGATCAACAGCGTACTG
-CCGGATGGCGCGGCGTACATACCCACAATTTTGTTCGACGTCGATGTTCCGTTGGTAACG
-ATATAACTCTGTTCCGCGCCAAAAGTCCGCGCGATGTACTCTTCCGCTTCCAGGTGTGGC
-CCGGTGTGGTCGAGCAACGAACCAAGCTCGGTGACCGAAATAGAGACATCAGCCTTAAGA
-GTATTCCCGCCGAAAAAATCATAAAACAGACAGCCAACCGGGCTTTTTTGATATGCGGTG
-CCGCCCATATGCCCCGGCGTACAAAAGGTGTACTTCCGCTCTTTGACCTAGGTAAACAAG
-GCTTTCGTGAACGGCGGTGTAATGTTATCAAGATATTCGTCGGTGTACTGACGCATACGA
-ATGGCGATATCTTCCGCCTGCCCCAGCGCATATTCAAAAAACCAGAGCGCCATCCGCATA
-TCCTGCACGCTGACATCCATCGTCGAGTGGGTGTTGATGAAGGCATAAACGGGGAGATAT
-TCATTAAGCTGATTGAATCGCTACATAAATCGAGACTGTACTCATCCCAGTCAAAAATCA
-CGCCGCAAATTCGAGGGTTATGCTCGATAAATTTCAGCAAATCAACGCTGTTTTGTGGCC
-AGATAATCTGAAAGCCTTGCGCCACCAGCGCCGACTCCAGTTTTTGATGGGCTCATCTTT
-ATAAAAGACGCCATGCGGTCCCATAATGGCAATGATGTTCATGTGTTCCTCCTGGAAAAT
-CCCTTCCTTTAATCATAGCCTGCTCAAACCGTGGCGATAAAAAAGGGCCACCGAAGTGAC
-CCTTTTTCAGAACTTTTGCGAATTACGCGTAACCGTAGCTCATCAGGCGCTGATAACGAC
-GATTTTTTAAATCTTCAGTGCTTAACACGTCGAGATCGGCCAGATCCGCCAGCAGTTGCG
-CTTTCAACGATGCCGCCATCGCTTCCGGGTTACGGTGAGCACCACCCAGTGGTTCCGGGA
-TGATGGAGTCGATCAGTTTCAGTTCTTTCAGACGCGGAGCAATGATACCCATCGCTTCAG
-CCGCCAGCGGCGCTTTGTCGGCGCTCTTCCACAGAATGGACGCACAACCTTCCGGCGAGA
-TAACGGAATAGGTGCTGTATTGCAGCATATTCACTTTATCGCCCACGCCAATCGCCAGCG
-CACCGCCAGAAACCACCTTCACCGATAACCGTACAAACTACCGGTACGCCGAGGCGAGAC
-ATTTCACGCAGGTTGCGTGCAATGGCTTCAGACTGACCACGCTCTTCTGCGCCCACGCCA
-GGATAAGCCCCCGGGGTGTCGATAAAGGTGATGATAGGCATCTTAAAGCGTTCAGCCATT
-TGCATCAGACGCAGTGCTTTGCGGTAACCTTCTGGCGCTGGCATACCAAAGTTACGGCGA
-ATTTTTTCTTTGGTTTCACGACCTTTTTGATGACCAATGATCATCACCGGACGAACATCG
-AGACGGGCGATACCACCGACGATAGCTTTATCGTCTTCATACGCGCGGTCGCCAGCCAGT
-TCGTCAAATTCATCAAATGCCAGGCGAACGTAATCCAGGGTATAAGGACGCTGTGGATGG
-CGTGCCAGTTGCGCAATCTGCCATGCACCGAGATCGGCGAAGATTTTACGTGTCAGTTCT
-ACGCTTTTTTCACGCAGACGATGCACTTCTTCATCGATGTTAATATCCAGTTTCTCATCC
-TGACGGCTAACCGCAGTCAGAGAATCGATTTTCGCTTCCAGCTCTGCAATCGGCTGTTTC
-AAAATCAAGGAAATTCAGACTCATAGTATTCCTGTATTAGTCAAACTCCAGTTCCACCTG
-CTCCGAACCAATGAGGCCACGGAGATCGTTTAATAAACGATCGCTCGGAGAGACACGCCA
-CGTCGCGCCAAAACGCAACCGCGCGCGTGCATCCGCCCTCTGATAGTAGAGATGTACTGG
-AATTGTCCCAGAGCGGTGGGGTTCCAGAGACTGACGGAGTCGGTTTAAAAGCTGGTCATC
-AATTTGCCTGTCCGTCAGCGAGATAGCAAGCCCGCGAGCATATTTTTCCCGGGCTTCGTC
-AATATCCATCACTTCGCGAGCGGTCATTTTAAGCCCACCGCTGAAGTCATCAAAGCTGAC
-CTGTCCGCTGACGATAAGTATGCGGTCTTTTTCCAGCAATTGCTGGTATTTATCCAGGGC
-GTCAGTAAACAACATCACTTCCAGCCGCCCGGAACGGTCATCCAGCGTGCAGATACCGAT
-ACGATTGCCGCGCTTGGTGACCATAACCCGCGCGGCAACAACGAGCCCCGCAGCCGTGAT
-GACTTTACCACGTTCTGTCGGGTGCATGTCTTTCAGCCTTACGCCTCCGACATAACGCTC
-AATCTCTTTTAAATACTGGTTGATAGGGGTTCCGGTCAGGTACAGGCCTAACGTTTCACG
-TTCCCCATCTAATACCACCTGCTCCGGCCACGGTTGGCAGCTGGCGTAGGATTGTTCAAT
-TTGTTCCGGCTCTTCGGCCAGCACGCCGAACATATCGGCCTGACCGATAGCTTCCGCTTT
-CGCGTGTTGATCTGCCGCTTTTAACGCATCGCCCAGCGAGTTCATCAGCGCTGCGCGATA
-GTGGCCCAAGACGGTCAAACGCCCCGGACATGATCAGTTTTTCCAGCACGCGACGGTTCA
-ACTTTTTGGTGTCGGTACGGGCGCAGAGATCAAAACGTTCGCGGAAGTAGCCGCCTTTAT
-TACGGGCTTCGATGATGGCCTCAATCGGACCTTCACCGACCCCTTTGATCGCGCCAATAC
-CATACACGATTTCGCCGTCGTCGTTGACGTGGAAATGGTAAAGACCGGAGTTTATATCTG
-GTGGCAGGATTTTCAGCCCCATCCGCCAGCACTCATCCACCAGACCCACCACCTTCTCGG
-TGTTGTCCATATCGGCGGTCATTACCGCCGCCATAAACTCCGCAGGATAGTGCGCTTTCA
-GCCATAACGTTTGATATGACACCAAAGCATAGGCCGCAGAGTGCGATTTGTTAAATCCGT
-AACCAGCGAATTTCTCCACCAGGTCGAAGATTTTCATCGCCAGTTCAGCGTTGATTCCGT
-TCTTTTCTGCACCTTCAGCAAATACAGAACGTTGCTTAGCCATCTCTTCCGGCTTTTTCT
-TACCCATCGCACGACGCAGCATATCCGCGCCACCGAGGGTATAACCAGAAAGCACCTGCG
-CAATCTGCATGACCTGTTCCTGATACAGGATAATGCCGTAGGTTGGCTCCAGTACCGGTT
-TCAGGCTTTCATTGCTGCCACTGTACGTCCGGATAGGAGATCTCTTCACGACCATGTTTA
-CGGTCGATAAAGTTATCCACCATCCCTGATTGCAACGGACCGGGGCGGAACAGTGCCACT
-AGGGCCGATCATATCTTCGAAGCAGTCAGGTTGTAGACGCTTGATCAGGTCCTTCATGCC
-GCGCGATTCAAGCTGGAATAACGCCGTGGTTTCCGAGCGTTGCAGCATGTCGAAGCTTTT
-CTTATCATCCAGCGGGATCGCAGCGATATCCAGCGGCGGCTCGCCATTCTTCGCCCGCCG
-CTTGTTGATCATCTCCAGCGCCCAGGTTGATGATGGTGAGCGTACGAAAACCAAGGAAGT
-CGAACTTCACCAGTCCGGCGTATTCAAAGTCGCTTTTATCAAACTGGGTGACCGGATGTT
-TGCCCTCTTCATCGCAGTAAAGCGGCGCAAAATCGGTAATTTTGGTCGGCGCGATAACCA
-CCCCACCCGGCGTGCTTACCGCGTTACGGGTGACCCCTTCCAGTTTGCGCGCCATGTCGA
-TCAGCGCCTTAACTTCTTCATCCGCTTCGTAGATTTCCGGCAGCTGCGGCTCGGCTTCAA
-ACGCTTTCGCCAGCGTCATCCCCGGATCGGGCGGGATCAGTTTCGAGATACGATCGACAA
-AGCCGTACGGATGCCCCAGCACGCGGCCTACGTCGCGGATCACCGCTTTCGCCGCCATTG
-TACCGAAGGTGATGATCTGCGATACCGCATCACGACCGTACATGTCCGCTACGTGCTCGA
-TAACCTGATCGCGTTTCTCCATACAGAAGTCAACGTCGAAGTCAGGCATGGAGACACGTT
-CCGGGTTAAGGAAACGTTCGAACAGCAGGTCAAATTCCAGCGGATCGAGGTCGGTGATTT
-TCAGCGCGTAGGCCACCAGTGAACCCGCACCGGAGCCACGGCCTGGCCCTACCGGTACGC
-CGTTATCTTTCGACCCACTGGAAAAATTCCATAACGATGAGGAAGTAGCCCGGGAAGCCC
-ATCTGGTTGATAACCTGAAGTTCAGTCTCCAGACGTTCGTCATATTCCGGGCGGCGCTTA
-AGACGTTCTTCCTCATCAGGGAATAAAAAGGCCAGACGCCTCTTCCAGGCCCTCTTTTGC
-ACGCTTGACCAGATAATCTTCGGTGCTCATGTCCCCGGTCGGGAACTGCGGCAGGAAGTA
-TTCACCAAGACGCACGGTTACGTTACAGCGTTTGGCGATCTCAACGGTGTTGGCAAGGGC
-TTCGGGGATGTCGGCAAACAGCTCACACATCTCCTCTTCGCTACGCATATATTGCTGCGG
-CGAATAGTTACGCGGGCGTTTAGGGATCGTCGAGGGTAAAGCCGTCGTGGATCGCGACGC
-GGATTTCGTTGGCGTCAAAGTCGCTGCTGTCGATAAAGCGCACGTCGTTGGTCGCCACGA
-CGGGCAAACCGCGCGCTTCCGCCAGTTCCACCGCCGCGTGCAGATAGCTTTCTTCATCCG
-GCCTGCCGGTGCGGATCAGCTCGAGAAAATAGCGATCCGGGAAGTGTTCTTCAAAACGCG
-ACACACTCATCTACCAGCGCGCTGTTACCACGCAAAAGACTGCGTCCGACGTCGCCCATG
-CGTCCGCCGGAAAGAAGGATCAACCCTTCGTTTAATTCGATAAGCCAGTCGCGATCGATG
-ATCGGCCCGGCGGCACCGTACCCGCGCTGATACGCTTTTGAGATCAGCAACGTCAGATTC
-TGATAGCCCGGTATTGTTCGCCGCCAGTACCGTCAGGTGGGTTAACTCATCACCCAGCAG
-GTCGCACTGGACGTTAAAATCTGCCCCGACGATAGGCTTAATCCCTGCGCCATGTCCCGC
-TCCGTAGAACTTCACCAGACCACAAAGGTTGGTGAAATCGGTGATCGCCAGTGCTGGCAT
-ACCCAACGCCGCGCCTTTTTTACCAACGGTGCGGTTTTGGCCAGGCCATCGATCATCGAG
-TAGTCGCTGTGCACCCGCAGGTGTACGAAACGTGGTTCAGACATCTTCAGATTCCGGTTT
-ACTTAATCTCGACACAAGAATCAGGACGCAAGTCCCAGTGCGCGTTTGACAGGCCCAAAG
-CTGCGCCGATGGGGTGTTCGGTCGCGCCGTGTTCAGCCAGTTTTCCACATGAAAAGCGGT
-TGGGTACCCTTTGTGTTGGGCAAAACCCATATTGCGGGAAAACAATATCCAGCGCCGCCA
-TTTCGGCGTCACGCGTCACTTTCGCCAGGATAGACGCGGCACTGATTTCCGGTACGCGGC
-TATCGCCTTTCACCACAGCCATCGCAGGCATCGGTAATTTCGGGCAGCGGTTACCATCAA
-TCAACACATAATCCGGCGCAATATGCAGCCCAGCGACGGCACGCTGCATCGCCAGCATGG
-TCGCATGAAGAATGTTCAGCTCGTCGATTTCGTGGGGTTCCGCGCGGCCCAGACTCCAGC
-TCAACGCTTTCTCTTTGATCTCTTCATAGAGCGCCAGACGGCGTTTTTCGCTCAGCTTTT
-TGGAATCATTCAGCCCGGCAATCGGGCGCGCCGGGTCAAGGATCACCGCAGCGGTGACGA
-CCGCCCAACTAACGGCCCGCGTCCGACTTCATCCACACCCGCAACCAGCTGCGTGTGCGG
-ATAAACAAATTCGATCATTGTGCTAACTCCAGAACGGCTTGTGCCGCCTGCTCATCGGCA
-TTGCAGCGGATCTGCTGATGCAGTTCACGGAAGGTATCGTGCATCGCGTGGCTGGTTTTC
-CCGTTCGCCAACAGCGGTAACAGCGCCGCAGCCAGTTTTTGCGGCTCACACTCTTCCTGC
-AATAATTCTTTGACTAACTCTCTGCCCGCCAGCAGATTTGGCAGCGAGACATAATCAGTT
-TTCACCAGCCGCTTCGCCAACCAGAAGGTAAAAGGCTTCATGCGATATCCCACCACCATC
-GGGCATTTCGCCAGCATACACTCCAGGGCTGCCGTACCCGACGCCAGTAGCGCCGCATCG
-CTGGCGACCATCGCCTCACGGCCCATCCCATCCAGCAAATGAACTGAAAGGTCTGGCGCG
-ACTTCAGCTTTGATGCGTTCAAACTGCTCGCGGCGTTTGGCATTCACCAGTGGCACCACG
-ATTTCGAGATCCGGATATGTCTGGCGCAAAAGCTGGGCCGTTTTCAGGAAATCGGCACTA
-AGAATTTCAACCTTCTGCACCACGGCTCCCCGGTAGCAACGCCAGGCAGTGGGCATCGTG
-AGGGATCCCCAGCACATCACGGCGGCATTTTTATCTGGATCTAATGGCATGGCATCAGCC
-ATTGGTATGACCGATAAAGCGGCACGGTACGTTGTATTTGTCATAAAACGCTTTTTCGAA
-AGGCAGAAATGCGAGCACCAGATCGGTGGCTCTGCCTATTTTGAAAAACACGTTTCTGTC
-GCCACGCCCAGACTGACGGACTGACGTAATGAATGGTTTTGAATACCCTGCTTTTTGAGG
-TTACCTTCAAGAGTAATATTGAAGTCAGGCGCATCAATACCAACAAAAACATCTGGCTTC
-AGTTCGCCAAAACGGCTTTGTCAGATCGGCACGAATATGCAGTAAGCGACGCAGACGACC
-GAGCACTTCAACAATGCCCATCACCGCCAGTTCTTCCATTTCGTACCAGGCTTCGCAGCC
-TTCAGCCTGCATTCGTGGCCCGGCAACACCAACAAAGCGGGCGTTGGGCACATGTTCTTT
-CAGAGCGCGGATTAAACCGGCCCCCAGGATATCGCCGGAGGTTTCTCCGGCGACCAGGGC
-AATCGTTAATGGACGCTGTTCAGTCATTAACGAATCAGACCGCGCGTTGAGCGTGCAAAG
-AAATCGGTAAAGGCTTTCACTTCCGGATATGTTTCCGCCAGTTCAGAAATTTTCCGGTTT
-CACTTCATCGAGCGTTTTACCGCTACGATAAATCAGCTTATACGCATTGCGGATAGCGGT
-AATCGCCTCACGGCTGAATCCGCGGCGGCTTCAGCCCTTCGATATTGACACCGAACGGCG
-TTGCGTGGTTACCCTGCGCAATGACATAAGGAGGGACGTCCTGCGCCACACCGGAGCAGC
-CGCCAACCATCACGTGCGCACCAATGATGCAGAACTGATGGACCTGCGGTCATGCCGCCG
-ATGATCGCGAAGTCGTCAACCGATACGTGACCCGCCAGCGTTGCGTTGTTGGCGAGAATA
-CAGCGGTTACCTACCGTACAATCGTGCGCAATGTGCGCGTTGATCATCAGTAAGTTGTCG
-CTGCCCACCTTCGTCAATCCACCGCCCTGGACTGTGCCACGATGAATGGTGACCCTTTCG
-CGAATGCGGTTACGATCGCCGATTTCCACACGGGTCGGTTCGCCAGCATATTTCAGATCC
-TGGTTAACTTCGCCGATGGAGGCGAACTGATAAATCTCATTATCGCGGCCAATTTTAGTA
-TGACCATTCACGACAACGTGAGATTTCAGTACGGTACCCTCACCAATTTCGACATGGGGT
-CCAACGATACAAAAAGGACCAATGTGTGCGTTCGCGCCAATTGACGCGCCCTCTTCCACA
-ATGGCGGTTGGATGCACAAAGGCGGATTTATCAATCAACGTATCAGGCCTCCCGGCTACG
-AGCCACACATCATCGTTGCTTCGCAAACTACTTTACCATCGACCAGAGCAACCCCTTTAA
-AACGGGTCAGGCCGCGGCGCGTTTTTTCGAAAGTGACTTCCATGATCATTTGATCGCCAG
-GCACGACCGGGCGCTTGAAGCGCGCTTCGTCAATACCAGCGAAGTAGTACAGCTCACCCG
-GTTCCAGTTTTCCTACGCTTTTAAACGCCAGAATACCTGTTGCCTGTGCCATTGCTTCCA
-GAATCAGCACACCCGGGAAAATCGGGTTTTCCAGGGAAATGGCCCTGGAAGAATGGCTCA
-TTGACAGAGACATTTTTTACTGCGCGCAGAAAACGACCTTCTTCAAAATCCAGCACGCGA
-TCCACCAGTAAGAACGGGAAACGGTGCGGCAGAAGTTCTAAAATCTCTTCAATCTGCAGA
-GTATGAGGTGTTAGTAGTCAAGATACTCTTCCTGTCAAAAATAAGAAACGACAATAATAA
-CACGGCCTGCCGCAATCGTAAGAATGAGACAGGCCGTAAAGTTTGGCGAACAAAAGATGG
-AACGTTAGTCTTGTTGATTAACCTTGCGCTCAAGCGATTTCAGACGCTTGCTCATGTCAT
-CAATGTTCATCACCAGTGCAGCGGTTTTGCGCCAGACTTTGTTGGGTTGCAGCGGAATGC
-CTGAGGAATAGACGCCTGGTTCAGTGATGGGACGCATCACCATACCCATGCCCGTAACCG
-TCACTTTGTCGCATATTTCCATATGCCCGTTGATTACGCTGGCTCCGCCGATCATGCAGT
-AACGACCAATTTTCAGGCTGCCCGCCATAATGACGCCACCGGCAACCGCCGTAATTGTCG
-CCAATCACGACGTTATGTGCAATCTGGCACTGGTTATCAATGATCACGCCATTGCCAATA
-ATAGTGTCATCCAGCGCCCCGCGATCGATGGTTGTGCAGGCACCGATCTCCACGCGATCG
-CCAATAATTACGCGACCAATCTGTGGGATCTTCACCCAGTTACCACGATCGTTGGCATAA
-CCCAAAGCCGTCTGCGCCTACCACTGTTCCGGACTGGATCAGGCAATTCTGACCGATCTG
-GATCTCATGGTAAATGGTTACGTTCGCCCAGAGACGCGAACCTGCACCGATTTTGCTGTT
-TTTACCTACGAAGCAACCGGCACCGATAATCACGTTATCGCCCCAGTTCAACGCCGGACT
-CAATCACGCGTTAGCGCCAATCGATACGTTGTTACCCAGCTTCGCCGTCGCGTCGATCAC
-CGCACTGGGTGCAATGTTCTGCGCGGGCTGCGGCGTGGTATCTAAAATTTGCGCCATGCG
-CGCGAAAGTCAGGTAGGGATTCTTCACTACCAGTGCGGCACTTTTCGCGAAAGGAAGATC
-GTCCTGGGTCATGACAACCGCGGACGCCTGGCACAAGCCTAAATGCTCACGGTATTTTGG
-GTTACCATGAACGTAATGTGACCTGTTTGTGCAAATTGCATGGACGCAACGCCGGTGATG
-ACGATATCGCCATCACCGTGTAGTTCTGCATCCAACTGCTGCGCTAAATCAGCCAGTCGA
-ATTGAAGGCATTACTTATTTAACCTGTTTCAGAACGTCGGCAGTGATGTCTTTTACATCG
-CTGCTGTTGTAAGCAACGGCGTTTGCATCAACAACCAGATCGATATCCTGGCTGTTGGCA
-ACGGATTTCACAGCAGTCTGGATACGAGTAACCAGTTTGCCGCGTTCTTCGTTGGAACGA
-CGTGCGCGATCCTGCTCAAAAGCCTGCGCTTTCTGAGCAAAAGTCTGGCGCTGAGCCATC
-ACGTCTTTTTCCAGCTTAGTGCGATCGCTGCCCGCTTTCATGGACTGCAGCTTTTTCATT
-TTAGCCTGCAGATCGGTTTCCATACGCTGCAGTTCGCTGGCACGGCCTTTGAACTCATTT
-TCCAGCGTGTTAGAAACACCGGTTTTCTGCGCTACCTGCTGGAACAGGCTGCCCATGTTG
-ACGATTGCAATTTTGTCAGCCGCCTGAGCAGAAGTTGCCAGTGCTAAACCGAGACCTGCA
-GCTAATAACCACTTTTTCACAATAAACTCCTTACCATCCCATTTGCACCGGAGGGTGCAG
-TTCTTTGCGTGGCCCCGGCGATCTTATATTGATCGCCTAAAGTCATCGCTACACTACCAC
-TACATTCCTTTGTGGAGAACACTTACCAGGTTTTACCGATGTTAAACTGGAACTGTTCTG
-CCTTGTCTCCATCGTACTTTTTGAACGGCTGGGCGTAGGAGAACACCAACGGCCCCCAAT
-GGGGACATCCATTGTAATGCGATACCCGCAGACATACGGATATTGCTTGGATCACTATAG
-TCCGGATATCCAGAATATTGGCTGGAATCCCAGTTTGTATCCCAAACGGTACCCATATCC
-CAGAAGAAGGAAGTACGAACCGAGTTAGCATACTTATCGCTAATAAACGGGTCGGGGTGA
-TGAACTCGAGGCTGGCAACCGCCATGGCGTTACCGCCTACAGCATCATCCGAATTTACAC
-AGGTCTTTCGCGCCCGTCCTGAGTCGCACATTCGTAATCATAGTCCGGATCATAATTACT
-GGCCTGATGCGGGAAGTAAACTGCTTTCGGACCAATGGTATTGGACTGGAAGCCACGCAC
-GGTGCTGGAACCACCGGCATAGAAGTTCTCGTAGAACGGCATCTCTTTGCCGCCTAACCA
-TCACCATAACCCCAGCGGGTACGCCCCCAGAACAACCCATTTGTGATCGTCATCGATCGG
-CACTAAGTCGCCGTGTCTAACGTCACTTTGTAGTATTCGTTATCCGATCCAGGAATGGTC
-ACTTTACCGGTCAGGTTGACACGTGAACCCATCTGTCGGGAAGTAACCACGGTCAAGCTT
-GTTATAGGTCCAACCATAGTTGAACGTGAAGTCGTCCGTTTTGAAGCTGTTATCCTGATC
-AGAGGTGCTCGGATGTTCACCCATAGAGTACAGATAACGCCACATCGCAACCTGAGGCTG
-CATGTTGGACAGGGAGTTATGTACATAACCCAGACCTGCACGCAGCGAGTTATATTCGTT
-AATCGGGAAGCCCAACGTCACGTCTGTACCATAACTCTTGTTGGTATAGTCGGACAGGTC
-GGCGTCATCTGCCTGGAAGTAATTATAGAAGAGACGACCACCGAGGCTTACGCCATCTAC
-GTGGAAGTACGGGTTGGTTACCGACAGTTCAGCATAGGTCTGGTAATCGTTTTTGGTCCC
-GTTGATACCAACAGCATAACCTGTACCTAACCAGTTATCCTGCTGCACACCAGCCTGGAA
-GCTCACGCCACTTTCAGTACCGTAACCAATACCCAAGTTGAAGCTACCGGTGTTGCGCTC
-TTTTACCTTGTAGACGACATCAACCTGGTCCGGGCTACCCGGAACACGTTGGGTATCGGT
-ATCGACAGTTTCAAAGAAGCCCAGACGATTCAGACGCTCCTTACCCTGATCGACCAGATC
-GCTCCCCAGCCATGCACCTTCCATCTGACGCATTTCGCGACGCAGGACGGCATCTTTCGA
-GGTATCGTTACCTTCAAAACGGATCTTACGCACGTAGAAACGGTTACCCGCATCAACGTT
-CACACGTAATTTAACGGTTTTGTCGGCATCGTTAATTTCGGGCATCGACTGTACGCGCGG
-ATAGGCATAACCATAGCGACCGAGAAGCTTTTTGATGTCATCTTCCATCTTGGTCACTTT
-GGTGCCGTTATACAGTCCACCCGGCTCGATCTTAGTCAGCTGCTCAATTTCAGCGGAGTG
-CCCGGCAAGGTTGCCGCTCACTTCAACGCCAGAAAGCTTGTACTGATCGCCTTCGGTGAT
-GTTCACCGTGACGTAAAAACCTTTTTTATCTGGCGTCAGACTGACCTGGGTAGAGTCGAT
-GTTGAAACGGGGCATAACCGCGCGATCCAGATAGTAGCTGCGCAGGGTTTCAAGGTCGCC
-CGCCAGTTTCTGTTTCTGGTATTTACGATCGCCTACCACGTTCCACCACGGCACTTCGTC
-ACGCAGTTGGAAATGAGAGATCAGTTCGTCGGTGGTGAAAGCATGGTTACCAACAATGTT
-AATTTGCTGGATTTCAGCTGACACACCTTCCTGGAACACCAGTTTTAGGTCAACACGGTT
-GCGCGCAGCGGGGTCACGACAGCTTTTACGCTGGCGCTATATTTACCGACGCTGTAGTAG
-AAGTCTTCCAGACCTTTCTCGATATCGGCAATGGTGGTGCGATCGAGGGATTCGCCCACA
-CGCACACCAGAAGCCTCGAGGTTTTGCTTCAGCATGTCATCTTTCACCGATTTGTTACCG
-GAAAAGTAATGCTGGCAATGGTCGGACGTTCTCTTTTACCTGAACAGAAGGGTATCACCA
-TCACGAAGGACGCGAACATCCTCAAAGTTGCCGTAGCAAACAGAGCGCGAATGGTATTAC
-TGATATCTTCATCATTAACCGTGTCGCCTGTGCGCACCGGCATACTGAGGAGGGCCGCAC
-CAACGGCGACACGCTGAAGGCCTTCGAAATGAATATCTTTCACTACGAACCCTTCAGCAC
-CGTATACGGTGGCGCTGCTAAACAGCAGCGACGCTATGAGCAACTTTTTCATCGCCATCG
-TTATTATGCGTTCTTCCTAACTAACTCTCATAACCGAGAGAAATCATTGAAAAGTGCAAG
-CCCCATTAACAGCACCAGCAGAATCGAGCCAATGCGATAACAAAAGTCTTTGACCCGCTC
-GGATACCGGTCCGCCCTTGATCTTTTCGATCGCAAGGAACAGCAGATGCCCCCCGTCAAG
-TACGGGCAACGGAAACAGGTTTAATTATCCCTAAGTTCACGCTAATAAGCGCAAGAAACG
-GCAGGTAATAAACAACCCCGAGTCCGCTGTCATCCCAGCCCCCTTGGCGATAGAGATCGG
-CCCACTGAGGTTGTTCAGTTTCACATCACCGGTGATCAATTTTCCCAGCATACTGACCGT
-CAGCTTCATCAGCTGCCACGTTTTGTCCGTGGCTTCGACGATGGCGTTGAACGGCCCATA
-CTGGCGTACAACTTTATACTCATCTGGCAAAGGAATGACTTTCGGCTCAATACCGACAAA
-ACCAATCGCTTTACCATTACCCGGTTTACCTCCGGGATTAATGTCAAAGACAAGGGACTC
-CCCTGCCTTTCGATTTCTAACGCTAAGGATTTACCCGGGTTATCCCGGACAAGCATCACA
-AAGGTCACCCACTGCGTTAAGGGCTGACCATCGACTTTAACGATCCTGTCGCCTGCTTGC
-AAACCTGCCTTGCTTGCCGCCGAGTTTGGCTGCACATTTTCCAGTACAGGTTCAATTTGC
-GGCCCACGAGGACGAATCCCCAGCGAAGATACCGGATCTTCTTTATCAGGCTCAAACGCC
-CAGTGACGTAAATCGAGCTTTACATCCCGCCGTTGGTCGCTGCCAAATGGCGCTACTGTA
-ATGGTGGTGCTTTCATCGCCAATTTTATCGACCAACTGCAAACGCACGGCATCCCAATCA
-GGCGTTTCGATACATCTACGGCTTTTAGTTCCGTACCTGGTGCAATTTGTGCTTCCGCAG
-CTATCGAATTGGCTGCTATTTCGCCAACCACCGGACGTACGCCAGGCACACCAATAAATA
-AAAACCAGCCAGTAGGCAAAGATAGCAAAAATGAAGTTTGCAACCGGACCTGCGGCAATA
-ATCGCCGCTCGTTGGCCGACAGATTTATTATTGAAGGCATGGTGGCGGAGTTCCGGAACG
-ACCGGTTCTGCGCGCTCATCCAGCATTTTGACATAACCGCCCAACGGGATTCGGGGCGAT
-AACATATTCGGTGCCGAGCTTATCAGTTCGCCGCCAGAGCGCCTTACCAAACCCTATTGA
-GAAACGCTCAACGCGAACACCACAACGCCGGGCAACCCAGAAATGACCAAATTCATGCAC
-GGTGATAAGTACACCCAGTGCAACGATGAACGAAGCCAAATCCCAGAGAAAACTCAGCAT
-ATTACCTTCCGTTAAAGCGTCCTGAATACCAGTAACAACAAGCAAGCAAAGACCGGTACC
-GCAGCCGTCAGGCTATCAATACGATCTAAAATACCACCGTGTCCTGGAATTAAATGACCG
-CTGTCCTTAATTCCTGCTTCACGCTTAAACATACTCTCGGTTAGATCGCCGAGCACTGAG
-GCTAACGCTGCGACAATAGAGCAAATGAGTAAGGTGACGGGAGCGACGTCGAGATTTCGC
-CCACATGCCATAACCCCATGAGATTACGCTGCAGTAGCGAGTCCACCGATAAAGCCTTGC
-CCAGGTTTTACCCGGAGAAAACCTTCGGTGCCAGCTTATGTTTACCAAACAATTTGCCAA
-ACATATATGCGCCGGAGTCAGCGCCCCATACCAGGATCATGACATAGAGCAGCCATATTG
-CGCCACTGTAATGATTCTCGTCATAGTGCCAGGCCCGTAACGCCAGCATGCCCCAGAAGA
-AGGGAACAATGGTTAGCACGCCAAAAATAAGGCGCAATGTTTGAGAGTTACGCCAGATTG
-CTGCGGAACCTGGGTAAAACAGCACCAGCAATAGCGCGACAATCCACCAACCCAGCGAAG
-CCCAAAGTGAGATTTCAACCAGCGGTTGATGAATATTTCGGTGATATTCCGGCAACAGAA
-AAAGCATCAGCGCCAACAATAACCCGCATAACACCGCCAACCATACTCGCTGCGAACGAG
-TGGTAAAACCCCTAAGCTGTCCCCATTCCCACGCTGCCAGCATGCAGACCACCAGCGTTA
-CAATGGCGAACCCCACCGGCGGCAACAGAAACAACGCCGCGATGACGACGGGTATTAACA
-CAAAAGCAGATATCAGGCGATACTTCAGCAAAAGCGACCCCCATCAGGCTGTTTCATCAC
-CGGGCTCGGTGCCGCCGAAACGACGCTCTCGATTAGCAAAGGCATTTAACGCCCCTTCAA
-AGTCTTGTTCATCGAAATCGGGCCAGAGAACATCTGTAAAGTAAGGTTCGGCATAGGCAA
-TTTGCCAAAGCAAAAAGTTACTAATGCGATGCTCCCCCCCAGTCCTAATTACTAAATCTA
-CAGGGGCCAGTTCATGCATACAGACATGCTGGTTTAGCATCTCTTCATCTATCTGATCTG
-GTTTGCAGGTTTCCTTGCTGCACCTTTTCAGCCAGTTGCCTGACTCCCTGGACTATATCC
-CAACGTCCACCGTAGTTCGCCGCAATATTCAGCGTCAGACCGGTATTCCCGGCTGTTAGC
-GCTTCAGATTTACGAATACGTTCTTGCAAACGCGAGTTAAAGCGACTGGTATCGCCAATA
-ATACGCAGACGCACGTTATGTCGGTGCAGACTTTTTACTTCGCTATCGAGCGCCACACAA
-AACAGTTCCATTAACGCACTGACTTCCTGCGCTGGTCGGTTCCAGTTTTCACTACTAAAG
-GCATACAGCGTTAACGCCTCAATACCGTTGTTGGCCGCAAAAGAGACAGCCCGGCGGACG
-GATTTTGCCCCGGCTTTATGCCCAAAGGCACGAATCTTCCCTTGCTTTTTTGCCCAGCGG
-CCATTGCCGTCCATAATGATCGAACATGACGGCAGCCATGCGCTGGCAATTTTTCGCTAA
-GTGGTTGAGTAGCAGACAACATCACGCGTTTTTTATTCCCTGACAGGGTTTACGGTACTC
-AGGAATACTGAAGCCTATACAAAAAAAAGCCGTGTAAAACCACGGCATATCTGACCTTAT
-AAAGCCAACTACTTACGATCAGATGGCGCAGACTATATCACTGAAGCCCTACGCTAACAA
-ATAGCGCGACTCTCTGTAGCCGGATTATCCTCAGCTTGCGAGACGCATCACCTCTTTTCT
-GGCGACTTCACGCGCGTTCGCATCAACAGATAACACATCGTCCACACATTGTGGTTTCCG
-CATATCCATTTTTTCCAGTACGGATAAATTCAACGCAGCGATATCCGTAAAGCGGATTTG
-TTGCGCAAGAAAAGCAGCAAACGGTGATTTCGTTTGCGGCATTCAAATGCTGTCGTCGCT
-GCCTGGCCTTGTTCGAACGCCTCCATCGCCAGTTTCAGGCATGGATAACGATCATAATCC
-GGTGCGGCAAATGTCAACGCACTTAGTTTGCAAAAATCGAGCGGCTTCACGCCAGAGTTC
-ACGCGATTCGGCCATGCCATGGTGTGGGCAAATTGGCGTACGCCATATCCGGTTCCCCCA
-GCTGCGCCAGAACACTGCCGTCCTGATAGCGCACCATTGAGTGAATCACTGACTGCGGGT
-GAATCAGCACTTCCATCTGGCTGGCGCTGGCGTTAAACAGCCAACGCGCTTCAATGTATT
-CCAGACCTTTGTTCATCATGGTAGCCGAATCGACAGAAATTTTACGCCCCATCGACCAGT
-TCGGATGACGGCAGGCTTGATCCGGCGTCATTGTTGCCAAATCGCGCAATGGCGTCTCAC
-GGAAAGGGCCACCAGACCCGGTTAAGTAAAATGGACACCACGCCATTTTGCTCAAGGTCA
-GCGTATCCCAGATTATGCTGGATAGGTTGCGGTAAACTCTGAAAAATGGCGTTATGTTTC
-GCTATCGACCGGTAACAATTGCGGCTTTGCTCTGCTTTACGGCGTCCATAAACAGACGTC
-CGCAGGTAACCAGTGATTCTTTATTGGCCAGCAAAATGGTTTTACCCGCGCGGATCGCAG
-CAAGCGTAGGTAACAGCCCAGCAGCGCCAACAATGGCTGCCATCACCTGATCAACATCCT
-CAAGCGCTGCCATATCGCAAGCGGCTTGTTGCCCACTTAAGACTTCGGTGCGGCTACCCT
-GTTGCTGTAGCATCGTTTTAAGAAGTTTCGCACTCGCTTCATCGTCCATTACGGCATAGC
-GGGGAGAGAATTCCAGGCACTGTTCTACCATGCGAGTGACATTTTTGCCTGCCACCAGCG
-CAACTACGCGGAAGTGTTCGGGATTATGGCGCACCACGTCCAGCGTGCTGCAACCAATCG
-AGCCGGTCGAGCCCAGAATGGTGAGTTGCTTCATGAAACATCCAGAGTTGAGACAGAATA
-AAAAGCAAAACGCCGCCAGCCGATCCGCAAGGATCTACTGAGCGGCGTTTTTGTCGTTCA
-AGAAATCAGAACTGCATCAGTTCTGCTTCTTTGTCTGCCAGCGCCGCTTCAATTTTCTTG
-ATTGCAGCATCAGTCAGTTTCTGTACATCGTCCTGAGAACGGCGATCGTCGTCTTCGCTG
-ATCTCTTTATCTTTCAACAGTGCTTTCACTTTGTCGTTCGCGTCACGACGCACGTTACGT
-ACTGCAACACGCGCTTGTTCTGCTTCACCACGAACGATTTTGGTCAGATCTTTACGACGT
-TCTTCCGTCAGCGGCGGCAGCGGAACACGGATGTCGCTACCCGCAGAGTTCGGGTTCAGG
-CCAAGATCGGACGCCAAATCGCTTTTTCAACGGCCGGAGACATTGAACGATCAAACACGT
-TGAATTTCAGTACGGGAATCTTCTACCGTTAACGCTTGCCAGCTGACGCAGCGGCGTCGG
-CGTGCCGTAATATTCCACGACAATGCCATCCAGCAGGCTGGGAGAAGCACGACCCGTGCG
-TATTTTGCTGATTTGGGTTTTGAACGTTTCTACGCATTTGTCCATGCGTACTTCAGCATC
-TTTTCTGATATCGCTAATCACGTTACGAATCCTTGAAAACTTGGTTCAGTCAGACCAGAC
-AGTCACACACAGTGGAAGTGTGCTAAGTATAGCCCTGATTAAACATATTACGGGTAATCG
-TCTGGATTATTAGGCTATTTTATTTGCCATTTTGGCCCCGGGCAGTGCTCGCCATCCTCA
-CGTACTTTTGTACGCTCCCGGTTGCTGCGCGCTGGCCGTGACCAAACTGCCTGCAACAAT
-AACGCCTTATAACCAGACTTACGCCCCCGCGATACTTACGCGGAATCTTACCCTTATTTA
-TCCATCACGGGAATTATTCCGTGATTAAAGTCCCTTCTTTTTCACCCATTACCACACGGC
-GCAGCGCACCCGGTTTGTTCATATTGAAAACCAAATCGGTAATTTATGGTCACGAGCCAG
-CGTGAAGGCCGCCAGGTCCATGACTTTCAGCTCTTTTTCCAGCACTTCGCTGTAAGTCAG
-TTGCTCGTACATGGTTGCGGTTGGATCTTTCGCCGGATCAGCGGTAAACACGCCGTCAAC
-TTTGGTTGCTTTCAGCACCACATCGGCTTCAATTTCGAAACCACGCAGGCAAAGCTGCTG
-AGTCGGTGGTAAAGAACGGGTTACCTGTACCGGCGGAGAGGATCACCACACGGTTGTTGC
-GCAACAGGCTGATAGCTTCTGCCCAGCTGTAGCTGTCGCACACGCCATTCAATGGAATAG
-CGGACATCAGACGAGCGTTCACATAGGCGCGGTGCAGTGCATCACGCATTGCCAGGCCGT
-TCATTACGGTCGCCAGCATCCCCATGTGGTCGCCCACAACGCGGTTCATACCCGCTTTCG
-CCAGACCAGCGCCACGGAACAGGTTACCCCCACCAATCACCACACCAACCTGAATACCCA
-GTTCCAACAGTTCTTTGATTTCCTGAGCCATACGATCCAGTATGCTTGCATCAATACCGA
-AGCCTTCAGTGCCCTGCAGAGCTTCGCCACTCAACTTAAGCAGAATGCGTTTATAGACGG
-GTTTTGCATTGGTAGCCATGTTTCTTTCCTGAGACTGTCAACGATTGAAATGAATTAATA
-CTAGCGACATTGTACGTCGCTTTTCAGCGCAGCCCCACAAGGGTTAGCTGAATTTACAAG
-ATGGGCACAAAAAAGAAGCGCCCCTCAGGCGGCTCCTTTTTGATAATTAAGACTGCTTGG
-ACATCGCAGCAACTTCTGCTGCAAAGTCAGTCTCAACTTTCTCGATGCCTTCACCCACTT
-CGAAGCGGATGAAGCCAGTCACTTCAGCGTTATGCTCTTTCAGCAGCTGACCAACAGTTT
-TGCTTGGTTCCATAACGAACGGCTGACCGGTCAGAGAAACTTCGCCGGTGAATTTCTTCA
-TGCGGCCTTCAACCATTTTCTCTGCGATTTCTTTCGGCTTACCAGACTGCATCGCGATAT
-CCAGCTGTACCTGGTATTCTTTTTCTACCACTTCAGCGGATACGTCTTCCGGTTTGATGA
-ATTCTGGCTTGCTTGCAGCAACGTGCATAGCGATGTGTTTAACCAGCTCTTCGTCAGCGC
-CTTTAGCAGCAACCAGAACGCCGATACGCGCACCGTGCTGATAAGAACCCAGAACGTCGC
-CTTCCAGCGCAGCAACGCGGCGAATGTTGATGATTTTTCAACCAATTTTCGCTACCAGCG
-CAACACGTTCTTCTTCGAACTGTGCTTCCAGAACTTCAACGTCAGTGATTTTGCCAGCAA
-CAGCTGCGTCCAGAACTTTGTCTGCGAACGCCTGGAAACCAGCGTCTTTTGCAACGAAGT
-CAGTCGGCAGTTAACTTCCAGAATGATGCCGTAGTTGCCGTCGAATTTTGGTTTTGATCA
-CGCCGTCAGCAGCAACGTTGCCTGCTTTTTTCGCTGCTTTAATAGCACCGGACTTACGCA
-TGTTTTCGATTGCCAGCTCGATGTCGCCGTTAGCTTCAGTCAGTGCTTTTTTGCAATCCA
-TCATGCCTGCGCCAGTACGCTCACGCAGCTCCTTTTACCAGGGATGCGGTAATTTCAGCC
-ATTCTAAAATCCTCGGAGATGTGATCTGCCCGGCATTAAACCGCACAGATATAAAAGTGA
-AAAGGGGGCCATATGCAGGCCCCCTAACCAAACGTGTACTACCTGGTCTATAAGGGCTCT
-CCCCCTTCATATTTCGCGCCGCAGATGCGTTATCTTCGCTCGCTCATCCCGGTCACTTAC
-TGATGTAAGCTCCCGGGAATTCTCGAGCTTGCCGCCTTTCTGCAACTCGAACTATTTTGG
-GGGAGTTATCAAGCCTTATTACTCAGCTTCTACGAAGCTTTCTTCCGCCTGGGAAGCCAG
-ATCCTGAGAACGGCCCTTCACGTACGGTTGCAGCAACAGCGCCCAGGTACAGGGTCACAG
-CACGGATTGCGTCGTCGTTACCCGGGATAACGAAGTCAACACCGTCCGGATCAGAGTTGG
-TATCAACGATAGCAAATACCGGAATACCCAGGTTGTTTGCTTCTTTGATAGCAATGTGTT
-CGTGGTCAGCATCGATTACAAACAGAGCGTCCGGCAGACCGCCCCATGTCTTTGATACCG
-CCCAGGCTGTTTTCCAGTTTCTCCAGCTCACGAGTGCGCATCAGCGCTTCTTTCTTGGTC
-AGCTTGTCGAAAGTACCGTCCTGAGACTGAGTTTCCAGGTCTTTCAGACGTTTGATGGAC
-TGACGAACGGTTTTCCAGTTAGTCAGCATACCGCCCAGCCAGCGATGGTTCACGAAGAAC
-TGGTCGCAGCTCAGAGCAGCGTCTTTCACCGCTTCGCTTGCAGCGCGTTTAGTACCAACG
-AAAAGGATTTTACCTTTGCGAGAAGCAATCTTGTTCAGTTCAGCCAGAGCTTCGTTTGAA
-CATCGGTACAGTTTTCTCAAAGTTGATGATGTGAACTTTGTTACGCGCACCGAAGATGAA
-CGGCTTCATTTTCGGGTTCCAGTAACGGGTCTGGTGACCGAAGTGAACACCAGCCCTGAG
-CATGTCGCGCATGGAAACAGTTGCCATGATTAAAACCTCTATATTAAAAGTGGGGGTTAT
-GCCTCCACGTATCCATATTACCGACCCCAAAGGGCACCCCGGAATATGTGCCGATACGTG
-TGTGGTTTGTTACACAAAGTGAGATTGTCGCTTCCGTCCAGTCTGTGTATACGAAATGGA
-TCGGAAGTCCGGCGCGCTTTATACCACAAATACGTCGTGGACACCAATAATTGTTGGCGC
-TGTGTACAGCATCAGACGTCGAATTTTCTATTTAAGAAAACCTTCAGTGGCACGTTTGGC
-GAAATTCAGAATGATTCTCAATTTGCCCGGGTGTGATACCATTGACGGCACTTACATATA
-TATTGTCGGTATCACCGACGCTGATGGACAGAATTAATGGCTATCTCAATCAAGACCCCA
-GAAGATATCGAAAAAATGCGCGTCGCTGGCCGACTGGCTGCCGAAGTGCTGGAGATGATC
-GAACCGTATGTTAAACCGGGCGTCAGCACCGGCGAGCTGGATCGCATCTGTAATGATTAC
-ATTGTTAATGAACAACACGCGGTTTCTGCCTGCCTCGGCTATCACGGCTATCCGAAATCC
-GTTTGCATCTCTATTAATGAAGTGGTGTGCCACGGTATCCCGGACGATGCTAAGCTGCTG
-AAAGATGGCGATATCGTTAACATTGATGTCACCGTAATCAAAGATGGTTTCCACGGCGAT
-ACCTCGAAAATGTTTATCGTCGGTAAGCCGACCATCATGGGCGAACGTCTGTGCCGCATC
-ACGCAAGAAAGCCTGTACCTGGCGCTACGCATGGTAAAACCAGGCATTAATCTGCGCGAA
-ATCGGTGCGGCGATTCAGAAATTTGTCGAAGCAGAAGGCTTCTCCGTCGTTCGTGAATAT
-TGCGGACACGGTATTGGTCGCGGCTTCCATGAAGAACCGCAGGTGCTGCACTATGACTCC
-CGTGAAACCAACGTCGTACTGAAACCTGGGATGACGTTCACCATCGAGCCAATGGTCAAC
-GCGGGTAAAAAAGAGAGATCCGCACCATGAAAGATGGCTGGACGGTAAAAACCAAAGATC
-GCAGCTTGTCTGCACAATATGAGCATACTATTGTGGTGACTGATAACGGCTGCGAAATTC
-TGACGCTACAAGGATGACACCATCCCGGCGATAATCTCGCACGACGAATAAGATGAAGCC
-GGCGAATGCCGGCTTTTTTAATGCGATAATTTAATCTTATGGGTGGCGCACAATGAATAC
-CCTTCCAGAACAAGTACGCAAACCCGCTCTCCCCACCCTGCCCGGTCAACCGCAAAATCC
-ATGCGTCTGGCCCCGTGATGAATTAACCGTCGGTGGGATAAAAGCCCATATCGATACTTT
-CCAGCGTTGGCTGGGTGATGCCTTTGACAATGGGATCTCTGCAGAAACAGTTGATTGAGG
-CGCGCACCGAGTTTATCGACCAGCTCCTGCAACGATTATGGATTGAAGCGGGATTCAGCC
-AGATTGCCGACCTGGCATTGGTCGCCGTCGGTGGCTACGGTCGTGGCGAGCTGCATCCAC
-TTTCAGACGTCGATTTACTGATTTTAAGCCGTAAAAAACCTCCCGGACGATCAGGCGGCA
-AAAGTGGGCGAGCTGTTAACGCTGCTCTGGGATGTAAAGCTGGAAGTCGGTCATAGCGTG
-CGCACGCTTGAAGAGTGCATGCTGGAAGGGTTATCGGATTTAACCGTCGGCCACCCAATT
-TAATCGAATCCCGCTTATTAATTGGCGATGTTGCGCTGTTCCTCGAACTGCCAAAAACAT
-ATTTTCAGCGAAGGATTCTGGCCTTCCCGACAAGTTCTACGCGGCGAAAGTTGAAGAACA
-GAACCAGCGGCCACAGCGTTACCATGGCACCAGCTACAAACCTTGAACCAGACATCAAAA
-GCAGCCCTGGGGGCTTGCGCGATATCCACACTCTGCAATGGGTGGCCCGCCGTCATTTTG
-GCGCAACATCGCTGGATGAAATTGGTCGGGTTTGGCTCTTAACCTCAGCGGAGCGGGCGG
-AATTAAACGAATGTCTGCATATATTGTGGCGTATTCGCTTTGCCCTGCATCTGGTCGTCA
-GCCGTTACGATAATCGCCTGTTATTCGATCGCCAGCTTAGCGTCGCCCAGCGTCTGAATT
-ACAGTGGTGAAGGTAACGAACCGGTCGAGCGGATGATGAAGGATTACTTCCGCGTTACAC
-GCGGCGTCAGTGAACTCAACCAGATGCTGCTGCAACTGTTCGATGAAGCCATCCTCGCCC
-TTCCCGCCGACGAAAAACCACGTCCCATCGACGATTGGTTTCAGCTACGCGGTACGCTAA
-TCGACCTGCGTGATGAAACACTATTTATGCGCCAGCCGGAAGCCATCTTGCGTATGTTCT
-ACACCATGGTGCACAACAGTGCGATCACCGGCATTTACTCCACCACGCTGCGCCAGTTAC
-GCCATGCCCGTCGCCATCTGCAACAACCGCTGTGTAATATTCCGGAAGCACGAAAACTGT
-TTTTGAGCATTCTGCGTCACCCGGAGCGGTGCGGCGCGGCTTATTGCCAATGCATCGCCA
-TAGCGTGCTCGGCGCGTATATGCCGCAATGGTCGCATATCGTCGGGCAGATGCAGTTTGA
-TCTGTTCCACGCCTACACGGTGGATGAACATACTATCCGCGTGATGCTGAAACTGGAGAG
-TTTTGCCAGTGAAGAAAGCGCGCCACGGCCATCCGTTGTGTGTGGCGTCTGGCCGCGCCT
-GCCGTCAACTGAGCTGATTTTCATCGCCGCGCTGTTTCACGATATCGCCAAAGGACGCGG
-CGGCGACCACTCCATTCTCGGTGCTCAGGATGTAGTGCATTTTGCCGAACTCCACGGGCT
-GAACTCACGCGAAACACAGCTGGTCGCCTGGCTGGTTCGCCAGCACCTGTTGATGTCGGT
-GACCGCCCAACGCCGCGATATTCAGGACCCGGAAGTCATCAAGCAGTTTGCCGAAGAAGT
-GCAAACGGAAAATCGTCTGCGCTATCTGGTATGCCTGACTGTGGGCTGACATTTGCGCCA
-CCAACGAAACGCTGTGGAATAGCTGGAAGCAAAGTCTGTTGCGTGAGCTCTACTTTGCCA
-CCGAAAAGCAGCTACGACGCGGAATGCAAAACACGCCGGATATGCGCGAACGGGTTCGCC
-ATCACCAACTCCAGGCACTGGCACTACTGCCCATGGAATAACATCGACGAAGAGGCGCTG
-CACCAAATTTGGTCACGCTGTCGTGCTAACTATTTTGTCCGCCATAGCCCAAATCAACTG
-GCCTGGCATGCCCGCCATTTTTTACAGCATGATTTTAGCAAACCGCTGGTATTGCTTAGC
-CCGCAGGCTACGCGTGGAGGCACGAGATTTTTATTCTGGAGCCCGGACCGCCCTTATCTG
-TTTGCCGCCGTCTGTGCCGAATTAGACCCCCGCAATTTAAGTGTTCACGACGCACAAATT
-TTCACCACTCGCGACGGTATGGCGATGGATACCTTTATCGTGCTGGAACCCGATGGCAAC
-CCGCTGTCCGCAGATCGTCATGAGGTTATTCGGTTTGGTCTGGAGCAAGTACTGACGCAA
-AGTAGCTGGCACAACGCAGCCCCGTCGCCAACCCGCCAAATTACGCCATTTTACTGTTGA
-AACCGAAGTAACGTTTTTGCCGACCCATACCGACCCGCAAATCGTTCCTCGAACTGATCG
-CCCTCGACCAACCTGGACTGCTGGCGCGAGTCGGGAAAATTTTTGCCGATCTGGGAATTT
-CGCTTCATGGTGCCCGAATTACAACCATTGGCGAGCGATAGAAGAATTTATTCATAATTG
-CCACCGCTGACCGGCGTGCGCTTAATAACGAGTTGCAGCAGGAAGTGCATCAGCGGTTGA
-CAGAGGCCCTCAATCCAAACGATAAAGGGTGATGTGTTTACTGATATGAAAAGAGTTTAA
-CAATGCAGCAGTTACAGAACAATTTTGAAACCGCTTTTGAACGCCGTGCCGAGATCACGC
-CAGCCAATGCAGACACCGTTACCCGCGAACGGGTAAATCAGGTGATCGCCCTGCTGGATT
-CCGGCGCACTGCGTGTAGCGGAAAAAATTGACGGTCAGTGGGTGACGCATCAGTGGTTGA
-AAAAAGCGGTGCTGCTCTCTTTCCGTATTAATGATAATCAGGTGATCGAAGGGCAGAAAG
-GCCGCTACTTCGACAAAGTGCCGATGAAATTCGCCGACTACGACGAAGCACGTTTCCAGA
-AAGAAGGCTTCCGCGTTGTGCCACCAGCGGCGGTACGTCAGGGTGCGTTTATTGCCCGTA
-ACACCGTGCTGATGCCGTCTTACGTCAACATCGGCGCATATGTTGATGAAGCACCATGGT
-TGATACCTGGGCGACCGTCGGTTCTTGTGCGAAGATTGGTAAAAACCGTCCACCTTTCCG
-GTGGCGTGGGCATCGGCGGCGTGCTGGAACCGCTGCAGGCTAACCCAACCATCATTGAAG
-ATAATTGCTTCATCGGCCGCGCGCTCTGAAGTGGTTGAAGGGGTGATTGTCGAAGAAGGT
-TCCGTCATTTCCATGGGGCGTATACATTGGTCAGAGCACCCGTATTTACGACCGTGAAAC
-CGGCGAAATCCACTACGGTCGCGTTCCGGCGGGGTCTGTGGTTGTTTCAGGTAATCTGCC
-GTCAAAAGATGGCAAATACAGCCTCTACTGTGCGGTTATCGTTAAGAAAGTTGACGCGAA
-AACTCGCGGCAAAGTCGGCATTAACGAACTGCTGCGTAACCATCGACTAAAAGTAGTAGC
-ACACGGGCAGCACGACGCTGCCCGATTTTTTTGCAGGGATGAGCGATGATTTCACGCCGC
-CGATTTTTGCAGGCTACTGCCGCGACGATAGCCACGAGCTCAGGTTTCGGTTATATGCAT
-TACTGTGAGCCAGGCTGGTTTGAATTAATCCGTCACCGCCTCGCCTTTTTTAAAGACAAC
-GCAGCACCATTCAAAATTCTTTTTCTGGCCGATCTCCATTACTCTCGTTTTGTTCCTTTA
-AGCCTGATTTCTGACGCGATTGCTCTTGGCATAGAACAAAAGCCCGATTTGATATTACTG
-GGCGGCGATTACGTATTATTTGATATGTCGCTGAATTTTTCGGCGTTTAGTGACGTACTC
-TCCCCCCTTGCCGAATGTGCGCCGACGTTTGCCTGCTTCGGCAACCACGATCGCCCTGTT
-GGTACAGAAAAAAATCACTTAATTGGCGAGACGTTGAAATCAGCGGGCATCACGGTGTTG
-TTTAACCAGGCTACGGTGATCGCCACGCCGAACAGGCAATTCGAACTGGTAGGCACTGGT
-GACTTATGGGCCGGACAATGCAAACCGCCTCCCGCCAGCGAAGCCAATCTGCCAAGACTG
-GTGCTGGCGCATAATCCCGAAAGCAAAGAAGTCATGCGTGATGAACCCTGGGATCTGATG
-CTGTGCGGCCATACTCACGGCGGGCAACTGCGCGTACCGTTGGTTGGTGAACCTTTTGCC
-CCTCTCGAAGATAAACGTTACGTCGCCGGATTAAATGCCTTTGGCGAAAGACACATCTAC
-ACAACCCGTGGCGTGGGCAGTTTGTATGGTTTGCGTCTGAACTGCCGCCCGGAAGTAACG
-ATGCTGGAACTGGTGTAGATCGTGAATTTTATCACCAGAATAAAGCAGGTATTTTTTGAT
-TTTTACGCCATGATAGAAGTCTGGAAGAAAAAGGCTTTCTGCGATCACAGTCGAGCCGGG
-CGGGCCAGGCCAAATGCTAAAATAAGCACAATTTACTGACTCATTTTGAGGTAACGCTAT
-GTACGACAATCTGAAAAGTCTGGGTATTACCAATCCTGAAGAAATTGATCGTTACAGCCT
-CCGGCAGGAAGCCAACAACGATATTCTGAAAATCTATTTTCCAGAAAGACAAAGGGCGAG
-TTTTTCGCCAAGAGCGTTAAGTTTAAATATCCGCGTCAGCGTAAAACGGTCGTCGCTGAT
-GGTGTGGGTCAGGGTTATAAAGAAGTCCAGGAAATCAGCCCGAATCTACGGTATATCATT
-GATGAGCTTGATCAAATCTGCCAGCGTGACCGCAGCGAAGTTGATCTTAAGCGTAAGATC
-CTCGACGACTTACGTCACCTGGAGTCAGTCGTAACCAATAAGATCAGCGAGATTGAAGCC
-GATCTGGAAAAACTAACGCGTAAATAATCCCGAACTGACGGTTAATTCGGGCATTCCCCT
-CTACCCTTCGGGCTGAGGGGAATGAGCCAGCGCCGCCTCAACCTTAACGCATAACCTACC
-GCTCTTCATCCAGTTGTAACGCCACATACAGCAGCAACCTGTCATCAAAAATTGCCAAAT
-CAAGCCGGTCAGTTCCGATATACGATTAAGCCGATACTCCAGGGTATTACGATGAATAAA
-CAACGCCTTTGACGTGCCAGCGGTTGCACATTGTGGCGAAACCACGCCGCCAGCGTTCGT
-CGCAGCAAGCCGTTATTGTCCATCGTTTTCAGCCGCGCCAGCGGTCGCGCCGTTCGTTGG
-CCTGCCAGTCGCCACGCAAACTGTAGAGTACCACAGGTAACATCAGATCCTGATAAAAAA
-TAGCAGCGACTTTCTGGCATCCGCTGTTTACCCCCCACCATCGTCGTTTTCGCCGTACGA
-TAGGATCGGGCAATACTGCCAGGAACCGGTAAAATAGTTGCCCAGTGAAACGCGAAAAAC
-GCAGCTGGCCGTACTCTTCATGCGGGTAATCAGTTGTTCAACTCGCTTACGATGATCTTC
-TGCATCCCAGCGCCCAAAAGAGTTCAACGCCGGTTTCAACACCACCATTTCCGTTAGCGA
-GACAATCGCCACCAGATTATTACGCTCGGGCGTAGTCAGCGCGTTTTGCAGTTGTTGTTA
-ACTCCGCCATTGCGCTGTCCACGCCAAGCTGACCGCTGTCGACCTCAACAATAGCCACCA
-CTCGCGGTTGATTGAGATCGATCCCCAGCCGTTGCGCCCATTCAGTAAGTGCGGGAGTAT
-TCTCCTCTGCCTGAATCAGGTTCATCACCAGTTCTTCCCGCAAACGGCTATCCTGCGCCA
-ACAAGTGCATCAACCGCGACTGTTCCCACATCATTTCAGCCGTCATGCAGACCAGTTCGC
-CATATTTACGCAGATTCTCTGGTTCACCTGTCAGGCCAATTACGCCGACAATTTCACCCT
-TCCAGCCGTAACGGTAGATTAATCCCCTGGCCGCACACCGTGCAGATGACGTGCTACCGC
-GTCAATGATATCGACGACTCGTCCCTGTGAAAGTACCAGCAATGCACCTTCGTGCAATTC
-ACCAATACGCTCACGATCGCCGCTGCCGATAATTCGCCCACGGGCATCCATTACGTTGAT
-ATTGGTATCGATGATGCGCATGGTACGTGCCACGATATCCTGCGCCATTTTGGTATCAAG
-ATGCCAGCCAGCCATAAGTCCTCCGTTATGCACGGCTTAGCATAAGGAAGTACGTAACGT
-ACGGCATTGTGCAAATGCCTAAAGGATGATGAAGATGTATGGAGTTGTGGTGAAGTTCAC
-AGATTGTAAGGAGAACCCCTTCCCCGTTTTCAGGAAGGGGTTGAGGGAGATTACTGCATT
-AACAGGTAGATGGTGCTGTCGCCGCGCTGAATGTTGAGTGCCAGCACAGACGGTTTGCTG
-TCGAGAATTTTACGCAGTTCAGCGATGTTTTTCACTGCCTGCTGGTTCGCGCCAATAATC
-ACATCACCTTTCTTCAGGCCGATCTGCGCAGCCGGAGTGCCCGTTTTCACGTTGTTCACT
-ACCACGCCCTGATCTTTGCCTTTGTTGCTCATCTCACGCCCTCAATGCCGTTGAAGATGG
-AGCTGGAATCAACCTGATTCTGGCTGCTCTGCTGCAGTTCCAGGTTCACGTTAACCTGCT
-TACCGTCGCGCAGTAAGCCCAGGGTCAGTTTGCTGCCTACCGGCATAGTACCCACCTGAG
-CACGCAGTGCGGCAAAGCTGCTGATCGGCCTTACCGTTCAGTGAGGTGATCACATCACCC
-GCTTTAATGCCCGCTTTTGCAGCGGAGGATAGGCAGAACCTGGCTTACGAAAGCACCGCG
-CTGGGCGTCAACTTTCATCGCTTTCGCCAGTTCGGAGTTCAGCTCAGTCCCCATAATACC
-CAGCTCACCGCGTTTCACCTGGCCGTATTCCACCATCTGCGAGGGTCAGGTTTTTCACCA
-TGTTACTCGGGATAGCAAAACCGATACCGATGTTGCCGCCGTCCGGTGCGAGGATCGCGG
-TGTTGATACCGATCAGTTCGCCGTTCAGGTTAACCAGCGCACCACCGGAGTTACCACGGT
-TGATCGCTGCATCGGTCTGGATGAAGTTTTCGTAGTTTTCGGCATTCAGGCCGCTACGCC
-CCAGCGCAGAGACAATCCCGGAAGTTACCGTCTCGCCCAGACCAAACGGGTTACCAATCG
-CTACGGTGTAATCACCCACGCGCAGTGCATCAGAATCCGCCATCTTAATTGCGGTCAGGT
-TTTTCGGGTTTCTGGATTTGGATCAGCGCGATATCAGAGCGCGGATCTTTGCCAACCATC
-TTCGCGTCGAACTTACGGCCATCGCTCAGTTGAACTTTAATGACCGTCGCGTTATCAACA
-ACGTGGTTGTTGGTGACGACATAGCCTTTATCGGCATCAATGATGACGCCGGAACCCCAG
-CGCCATGAATTTCTGTTGCTGGCCGCCACCATTACCGCCCTGGCCACCCTGGCAGAACGG
-AGAGCTCTGGAACGGAGAACCCTTCCTGGCAGAACGGAGAATCATCACCGAAGAACTGCT
-GGAAATTACGCGGCATACGCGGCGGTTTAACGGTTGTGCTACCTTTAACGTTAATGCTGA
-CCACTGAAGGCATCACCTTTTTCGAGCATCGGTGCAAGGCTTGGCATCTGCTGGGCTGTC
-GTTGCTGAAGAAGTCTCAGCCGCCGTTGCAGAGAGCGGAGATAACGCCAAACCTAAACTC
-AGAGCCAGTGCACTCAGTGCTAATGTGGTTTTTTTCATGTATTTCAGTCTCGATTAACAG
-ATAACGCAAAATTGCTGTGTTCTTCAGATTCGTTTTATAGCCTGAAGTTCCGAACTAAAG
-TTTCTGCAAAAAGGTAAAAATTTATTGTTCGTCTTTACAAAAAGCCTGGTTATTGTTCTA
-CGGCCATCAGACGTCGGTATTCATCCCACGCATAGAGGTCGGTCATACCGCTGATATAAT
-CCTGCAGCAGGCGGCAACGGTAATAATATTCCCATAGCGGAAACTCAGGAGAATCTGACG
-GTAATTTACTGACAGCCTCGACATAGGCCAGCCGATGGCGCGTCGAGAGTTTGTGGAATA
-AGCGCGATTCAATAGGGAAACGTTTCACCCGTTCTTTTTCTACCAGTTCAGTAAAGTCTG
-ATAACGACAGGCTTAATAAAGGACGATAAATCTCTAATAATCCGCAATGACCCGATAGCC
-CTGCAATTCAAGCCGCTCGACATCTGGATGGCTAAACACATGTTTTACAGCGACATTTTT
-ATATAGCTTAAGAAAGATCGCTGCATTCGCTGGCATCTTCCATAATGCATGATTTAAACG
-TTCCGGCGAAAATCGCAGGCAGATTATCAATAAATCGTTGTGCCGCGTAGGGTACCAGTT
-TATTTAGGGTGTTTACCCGTAAATAACTAAAAAACTGATCTTCCGTACTGCGGCTTAAAC
-TATTTGAGCGTGATTTTTCCCAGGCATTTTCAACCACCAGCGAAAAGAGCGAACCTTTCT
-CATGCTGGCCCCACGCTTCGTGCAAATGATGATAAAGCTGCTCAACGGTAAATATTCTTT
-TTCTCTACCGCATCTTCAAGGTCTGCCACACAATAGGAGATGTCGTCGGCAGCTTCCATA
-ATCCACGTTAATGGGAAACGACTGTAAAAGGCCAAATTAAGTTCTTTACGCAACCGGGCA
-ATATAGGCTTCCTTCAGAAAGATAATAACCCGGCCTTTTCATTAAATAGTGATGTGTCTC
-AGGCGTTTCGCCACGCCACCACGCCGGACGGGTATATTTTAAAATACCGCCAACCTGTGC
-CCAGGTGAGATTCATCCGCATCAATGTATGCACCAGGCGAATGCCTTGTGCATCCCCTCA
-AAATGACATAAGTCCTGACGAATCTTGCGCCGCAGCTCGTTAAGCGGTTCTTCCCCGTCC
-CGTAAACGTAGTGCCGCCACGCTGCAGCGATCGTCAGTCAGAGGCTGGCTTTCGGCATCT
-TCCGGGTGCAAACGTTGGCGAAACCAGTCATTTATCGCCGCTTCGCCAAAATGACCAAAC
-GGCGGATTGCCGATATCGTGCATCAGGCATGACATCTCAACAATGCTTTCAAAGGGACCG
-GTCAGTTCATCCAGGCCGTATGCTTCCAGTAATTTAAGCTCTTTCAGACGGCTTAAAATT
-TCTTTGGCGATGTAGCGCCCCACCTGCTGGACTTCCATCGAGTGGGTAAGACGCGTGCGC
-ACGGCGGCAATTCGCTCCAGTGGAAAAACCTGGGTCTTTTGTTGCAGACGACGAATTGCC
-GGAGAGTTGATGATACGCCCGCGATCGCTCTCGAAGATCCGCAGGATCTCATGTTCGGTT
-TTAACGCCCTGCGGTGAACGGTAACGACGATGCCAGTTTATTTTTTTTCGGAAATCAATC
-TGTGCCATGTCCCTCTCCCGCGTGAGAAATACGCTTCCCCGTAAGCGAATGGTAAACTAT
-GCCTTCAAATCGGGCTTATCGCGAGTAAATCTATGAAAATCGGCATCATTGGTGCAATGG
-AAGAAGAAGTTACGCTGCTGCGTGACAAAATCGAAAACCGTCAAACTATCAGTCTCGGCG
-GTTGCGAAATCTATACCGGCCAACTGAATGGAACCGAGGTTGCGCTTCTGAAATCGGGCA
-TCGGTAAAGTCGCTGCGGCGCTGGGTGCCACTTTGCTGTTGGAACACTGCAAGCCAGATG
-TGATTATTAACACCGGTTCTGCCGGTGGCCTGGCACCAACGTTGAAAGTGGGCGATATCG
-TTGTCTCGAAAGCACGTTATCACGACGCGGATGTCACGGCATTTGGTTATGAATACGGTC
-AGTTACCAGGCTGTCCGGCAGGCTTTAAAGCTGACGATAAACTGATCGCTGCCGCTGAGG
-CCTGCATTGCCGAACTGAATCTTAACGCTGTACGTGGCCTGATTGTTAGCGGCGACGCTT
-TCATCAAACGTTCTTTGTTGGCGAAAATCCGCCACAACTTCCCACAGGCCCTTGCTGTAG
-AGATGGAAGCGACGGCAATCGCCCATGTCTGCCACAATTTCAACGTCCCGTTTGTTGTCG
-TACGCGCCATCTCCGACGTGGCCGATCAACAGTCTCATCTTAGCTTCGATGAGTTCCTGG
-CTGTTGCCGCTAAACAGTCCAGCCTGATGGTTGAGTCACTGGTGCAGAAACTTGCACATG
-GCTAAGTCACTGTTCGGGGCGCTGGTCGCCCTGTCTTTTCTTGCGCCACTGTGGCTCAAC
-GCCGCGCCGCGCGTCATCACGCTTTCTCCCGCCAACACTGAACTTGCCTTTGCCGCCGGG
-ATCACGCCGGTTGGGGTCAGCAGCTATTCCGACTATCCTCCACAAGCGCAAAAGATTGAG
-CAGGTTTCCACCTGGCAGGGGATGAATCTGGAACGCATTGTCGCGCTGAAACCCGATCTG
-GTGATTGCCTGGCGTGGAGGTAATGCCGAGCGGCAGGTTGACCAGCTGGCTTCGCTGGAA
-TAAAAGTGATGTGGGTCGATGCGACAAGCATTGAACAAATTGCCAATGCGTTACGTCAAC
-TGGCCCCCTGGAGTCCCCAACCAGACAAGGCCGAACAAGCCGCGCAATCCCTGCTGGATC
-AGTACGGCGCAATTGAAAGCGCAATATGCTGATAAACCTAAAAAACGTGTTTTTCTGCAA
-TTCGGCATTAATCCGCCATTTACCAGTGAAAAAGAGTCGATTCAGAACCAGGTACTCGAA
-GTTTGTGGCGGAGAAAACATCTTTAAAGACAGCCGGGTTCCCTGGCCGCAAGTTAGCCCG
-CGAACAGGTGTTAGCACGCTCGCCACAGGCGATTGTCATTACAGGCGGACCGGACCAAAT
-TCCTAAAATCAAACAATACTGGGGTGAACAGCTCAAAATTCCCGTTATTCCTCTCACGAG
-TGACTGGTTTGAACGTGCAACCCACGTATTATCCTCGCTGCCCAACAGCTCTGTAATGCG
-CTTTCACAGGTAGATTAGCGCCTGACCTTTTCAGGTGCTCAGTGGGGATTGAACAATGCT
-CGTCTATTGGCTGGATATAGTCGGCACAGCGGTATTTGCCATCTCCGGCGTTTTGTTAGC
-CGGAAAATTGCGTATGGACCCCTTTTGGTGTTCTGGTACTGGGCGTGAACCGCAGTAGGC
-GGCGGGACAATTCGCGACATGGCGCTGGATCACGGCCCGGTATTTTGGGTGAAAGATCCC
-ACCGATCTGGTCGTTGCAATGGTCACCAGCATGCTGACCATCGTGCTGGTGCGCCAGCCA
-AGACGCTTACCAAAATGGATGTTGCCGGTGCTGGACGCCGTTGGTCTGGCGGTGTTTGTC
-GGCATTGGCGTGAATAAAGCCTTTTAATGCGGAAGCCGGTCCGTTAATCGCGGTTTGTAT
-GGGCGTCATTACTGGCGTTGGCGGCGGGATCATTCGTGATGTTCTGGCCCGCGAAATCCC
-CATGATTTTACGTACAGAAATCTACGCAACTGCCTGTATTATCGGCGGTATTGTCCACGC
-TACGGCTTATTACACATTTTCCGTACCACTGGAAACAGCCAGTATGATGGGCATGGTCGT
-GACGCTATTGATTCGGCTGGCGGCTATTCGTTGGCATCTTAAGCTACCGACGTTTGCGCT
-GGATGAGAATGGGCGTTGAAGAGAGAAGATGTGCCGGATAGTTTATCCGGCACATGAACA
-ACAGATTAGATACTAAAGGAAGAACCGCAACCGCAGGTGCTTTTCGCGTTCGGGTTGGTC
-ACGATGAAACGAGAACCTTCCAGACCTTCGGTATAATCAACGGAACCGCCGACCAGATAT
-TGCAGGCTCATCGGATCAACCACCAGGCCAACGCCCTGTTTTTCGTTGGTCATATCGCCT
-TCGTTCACCTGATCATCAAAGGTGAAACCATACTGGAAGCCGCTGCAAACCGCCACCGGT
-GATATACACGCGTAATTTCAGATTCGGGTTATCTCGGGTAGCGATCAGGCTTTTAACTTT
-GTTGGCTGCTGCGTCGGTAAACTCCAGCGGCAGTGCTACGTCATCACTCATATTTTGCTC
-CAAACGACATCGGCAATTGGGCAAATTCTAACCAATAATAATCGCCATTATCTAATACCC
-TGGTATTTCGTTCAAGTATTCTCGCTGGCTGATGCGGCCTTGCTTCCGCGCCAGTTGCTC
-AGCTTCCTGTTTTGCCAGCGTGCGCGCAAGAATCGCCGAGTATAGCGGTTTCCCGCCGGT
-AAATTGCGCTAATAGTGTTGCGCCAAGACCGGTAATAATCATTGGCAAAATGAGCTGGTA
-GTTATCGGTCATCTCCAGAACCAGAATGATCCCCCGTTAACGGCGCGCGAATAGATGCCG
-CCAGTAATGCCCCCATTCCGGCAATAGCAAACGTCCCCGCCTCAAGGTGATATTGCGGAA
-ACAGCTCAACGGCAACCATTCCGAAAGCGGTTCCCAGCACAGTACCCAGCGCCAGCATCG
-GGGCAAAAATACCGCCCGGCGCGCCGGAAGAGAAGCAGAGTAAGGTGGTAATGACCCGCG
-CGACGAAGATAAACACACAGCATTCCCATGCTGAAATTCCCCGCGGTAGCGATAGGAATC
-AGGTTAAAACCGCCGCCCGACGTTGCTGGTGCCACAAACCCCAGCAATCCACACAGACCG
-CCAATCGCACCGCCCATTAGCACCCATTTGGTAATATTGCCGCCGTGCACACGGTGCAGC
-AAATCCTGCATCCCCAGCACCCATTTATTAAAAATAGGGCCGAAAATGCAAAAATAATAC
-CGAGGATCAGATTAAAGCCACAGCGTATTAAGCGGCGCATCAGAAAGTTTACCGACGTCA
-ATCAACGCAACTTCATGATTAAAAATCCGGTACATAATGGTCGACATAAATGACACCAAT
-AAATACCGCTTTAATCGAAATTAACGTATAGCGAAACTGCGGACGCATCTCTTCGATAAT
-AAACAAAATACCCGCCAGCGGCGCGTTAAAGGCCGCAGCCAGCCCCGCAGCAGCACCGGT
-TGCCAGCAGCGTATGGCGAGCTTCGTCACCTTTCAGGCGGAAAATATCAAGCACCATACG
-GCCAATGTTACCGCCGATCTGCACGGTTGGCCCTTCGCGCCCCAACACCATGCCTCCGCC
-GAGTGTCCCCAGCCCGCCAAAGAACTTCACCGGCAATACACGCCACCAGCGAACGGGACG
-TTGATCTTCCAGCGCCCCTTCAATTTCCGGGATCCCCGAACCACCTGCTTCCGGCGCGTA
-TTTGCGCACCAAAAAGTAGCCAAACATCGCCAGCACCGCCGAACAGAGAAAAGCGACGGT
-TAACAGAAGCGGATAATTATCAGCAGTTTGTACCAGCGCCCCCATACGTTGGTTCTGCAA
-CCAGGCGAAACCTTTGTCAAAAGCAACCGCTGCCAGCCCAACAAGCGTGCCGACGACTGC
-CGCCATAAACAAAATGGCTAACGGGGTTTTATCGCGCTCAAGAAGTTGGCGAATCAGTTG
-TCTGCGTCGCAGGCGCGCGGCCTGCGGTGTTTCTAAAGAGGGAGTATCAGTTTTCATCCA
-ATGATCACTTATTGGTCATACAAATAAGATGACGGCATTTTACTCGCACGTTCCATGAAA
-ATCCTTTGCAAAGCGTAATGTTCAAATGCACAAAACTTTTATACTCTAAGAAATCAGGAT
-TGCACCAGTACAAGCAGCCTGATGTTTGACGAGTATTTAACTTGTTATGAATAACATAGA
-ATAGCACCCATTCACTTTTTCTACGAATCAGGAACCCTCCATGAGTAAGTCTGAAAATCT
-TTACAGCGCAGCGCGCGAGCTGATCCCTGGCGGTGTGAACTCCCCTGTTCGCGCCTTTAC
-TGGCGGTGGCGGCACTCCACTGTTTATCGAAAAAGCGGACGGCGCTTATCTGTACGATGT
-TGATGGCAAAGCCTATATCGATTATGTCGGTTCCTGGGGGCCGATGGTGCTGGGCCATAA
-CCATCCGGCAATCCGCAATGCCGTGATTGAAGCCGCCGAGCGTGGTTTAAGCTTTGGTGC
-ACCAACCGAAATGGAAGTGAAAATGGCGCAACTGGTGACCGAACTGGTCCCGACCATGGA
-TATGGTGCGCATGGTGAACTCCGGCACTGAAGCGACCATGAGCGCCATCCGCCTGGCCCG
-TGGTTTTACCGGTCGCGACAAATTATTAAATTTGAAGGGTGTTACCATGGTCACGCTGAC
-TGCCTGCTGGTGAAAGCCGGTTCTGGCGCACTCACGTTAGGCCAGCCAAACTCGCCGGGC
-GTTCCGGCAGATTTCGCCAAATATACCTTAACCTGTACTTATAATGATCTGGCTTCTGTA
-CGCGCCGCATTTGAGCAATACCCGCAAGAGATTGCCTGTATTATCGTCGAGCCGGTGGCA
-GGCAATATGAACTGTGTTCCGCCGCTGCCAGAGTTCCTGCCAGGTCTGCGCGCGCTGTGC
-GACGAATTTGGCGCGTTGCTGATCATCGATGAAGTGATGACCGGTTTCCGCGTAGCGCTA
-GCTGGCGCACAGGATTATTACGGCGTAGTGCCAGATTTAACCTGCCTCGGCAAAATCATC
-GGCGGTGGAATGCCGGTAGGCGCATTCGGTGGTCGTCGTGATGTAATGGATGCGCTGGCC
-CCGACGGGTCCGGTCTATCAGGCGGGTACGCTTTCCGGTAACCCGATTGCGATGGCAGCG
-GGTTTCGCCTGTCTGAATGAAGTCGCGCAGCCGGGCGTTCACGAAACGCTGGATGAGCTG
-ACAACACGTCTGGCAGAAGGTCTGCTGGAAGCGGCAGAAGAAGCCGGAATTCCGCTGGTC
-GTTAACCACGTTGGCGGCATGTTCGGTATTTTCTTTACCGACGCCGAGTCCGTGACGTGC
-TATCAGGATGGATGGCCTGTGACGTGGAACGCTTTAAGCGTTTCTTCCATATGATGCTGG
-ACGAAGGTGTTTACCTGGCACCGCAGCGTTTGAAGCGGGCTTTATGTCGGTGGCGCACAG
-CATGGAAGATATCAATAACACCATCGATGCTGCACGTCGGGTGTTTGCGAAGTTGTGATC
-CAGCATGGTTTGTCGGATGCGGCGTGAACGCCTTATCCGACCTACGATTCGGGGCCGTTT
-GTAGGCCCGATAAGACGCGCCAGCGTCGCATCGGGCATCCGTTGTCGCGTAAACGCTTTA
-TCCGTCCAGGCGTACAGGGCCGTTATATGGAAAAATTTAACGGCTCTGCTTTCTCAACAA
-ATAGATAAAATATGGCGCGCCGATAAAGGTTGACAGCAGCCCCGCCGGGATCTGGAATGG
-AAAACGCACCATCCGCCCACACCAGTCAGCGAACACCAGCAGTAAACCACCCACCAGCGC
-CGAAATTACGATGTGTGGCATCGTCCGTCGAAAGCCCATCATCCGCGCAATATGCGGTGC
-CATTAAACCAACAAACTCAACGGTCCAATAGTCATCCGCGCGGTCGCCGTCAGGCAAGCC
-GCTAACAGCAGCAGCGGCAATTCGGCGTCGGCGTCAGCGCCATTCCTACGGCTCGGGCGG
-TATCACCACCCAGCGGTAAAATGGTCAGCCAGCGGCGGCACAGCGGGGTAATCGCACAGC
-AAAAATCACCATCACAATTCCGGTGCGCCAGACCTGCGCATCGGTCGCGTTGTAGGTCGA
-ACCGGAAATCCAGGTCAGCACTTGCGCCATTCGCGGGTCACCACTTGCCTGCAACATCAT
-CAAAAGCATGGTGAACGCGGTGCTTAACGCCATCCCCGCCAGTAACATACGGTGTGGGGA
-AAATCCACCGCGGCCGGCGGCGATCATAATGATCAACAGCGTCACCGCCGCGCCGAGACT
-GCCTGCAGGTAACAGCCAGCCAAAGGCATTACCCGGCACCAGAAACAGCATCAACACCAC
-GCCAAACGCCGCGCCGGAGCTTAATCCCAGCACTTCCGGGCTTGCCATCCGGGTTTCCGG
-TCAGTCGCTGAATAATACAGCCCGCCACCGCCAGCATGACGCCCGCAAACAGCGCCGCCA
-TAATTCGCGGCCAGCGCCAGGGCAATTAAATCCTCGAGCAACGCCCCGCTCGCCCACGTC
-CAGCCGTGCGCATCACGACCAAACGACAGCGCCACCACCACAGCCATCAACAGCAGCACG
-CCGCCCGCGAGGGCAAACGCCAGCACATGTTGGCGTTCAGCCGCGACACGATCGTTGACC
-TTCATATCCGGCGCGCTAATGCTGCGTAAACGCGGCAACAGCCACAGTAGCAGCGGCGCA
-CCGATCAACGCAGTGACCGAACCGGTGGACACTTCCATCCACACGCGAGTCAGCCCAGAG
-GATGATTTGATCGGAAAGCCAGAGGATCAGCGCACCAATCAACGACGCCAGCACCAGTCG
-TGGCAGCAGACGCCGCGCCCCCCAGCATTTTTGCCAGCAGCGGCGCGAACAACCCGATAA
-AGCCGATAATCCCCCACAGCGTTCACCAGCAGCGCACTGATGACAATCGCCAGCGACAGC
-GCTGCCAGACGCGCAAGCGACAAGGCCAGCCCGAGATTGCGCGCCACGCCATCATCAAGC
-CCCATCAGGGTTAACGGACGAAGTAGCAGCAACGTCAGCATCACACCGCCCAGCAGCTGC
-GGCCATAAACGCTCAACGCCGCCCCAGTCGGTTTGCGTCAGCGTTCCAGTGCTCCACAGA
-AACATGCTTTGCAGTTGGTCATGATGGAAGATAACCAGTAACTGATTGATTGCGCCGCAA
-TAAAGGCTCACTACCAACCCCGCGAGAATCAGCGTTACCGGCGACAGCCGTTTCCCCCAC
-GCGACGCCAAAGACAATTAAGCCAACAACACAAGCCCCTGCCTGCGCAGCAAACTGGCTC
-GCCATCGCACCAGGGATCCCCCAGAGCGTAGTGACGGTAATCCCCAGTTGCGCGCCTGTA
-GCAACGCCAAGCGTCGTCGGCTCCGCCAGCGGGTTACGCAGCACTTGCTGAAACAGCACG
-CCCACCAGCCCCAGACCCGCGCCCACCAGCAGCGAAAATCGCCAGACGCGGCAACAAGCT
-GTAGTGAAAAATCATCTGCTCGATGACGTCAATATCCGGCGACCAGGCAGCCTGCGCCCA
-CTGGCTACGCGGCAGCGCCTGCGAGAAGTTCATCCAGGTGAGCGCCGTAGCGACAATCAC
-TAACAGCGCCACAAATAACGCCGGGAAAAGCGCAATTTGTTTACTCACGCTTTACCTCCG
-ATGGCGTTATCCAGAACGCGCACAAAGTGCATTGCCGAGAGCGTCGCACCATAAAACCAG
-ACTGCAGGTACGCGCTGAAAGCGTCCGGCGCGGACAAACGGCATGGCCTGCCACAGCGGC
-GTTGCCATTAGCGCATCCATGTCTTTGCTGTTGTCGTGATCAAAACAGAGCACATCAACG
-TCTTTATACGCCGCCAGACGATCGATACTGACGGCGGTACTGCCCCAGAAGTTGGTTTCC
-CCTTGCCAGGCATTTGGGATGCCCGTACTCATCAAGAATTTCCTGGAACAAGCTGTTTGG
-ACCGAAGACCAGCATATGGCGCGGATCGATAAGCGTCGTCAGCAATAACGGACGCGCACC
-ACGCTTCACAAAGCGGGGTTTCATGCTGCGGATAAAGTCTTCATATTGCGCTAAATGCGT
-TTCCGCTGCGCTTTGCAGGTTAAGTAAATCTGCCATTTCCGTCAGCGATTTACGCGCCAT
-CGCCAACGGCTGTTTGCCGTCACTGAAGTTAAATCCGCGACCCGGCGCAATACGAGCCAG
-CATTTCTGGTGAAGGGCCATATCCTGCCGACCAGACCATAAACGATGGTTTCATTTCGGT
-CAGCAGTTCAAGGTTAGGTTCTGTGCGCAAACCGACGTCGATCACTGAGTCCGGCAATGG
-TGGTTCGCTGACCCACAGGCGATAGTTGATGGTATCCGCCACGCCGTAAGCCACGATGCC
-GAGCGCCAGCAGTAATTCCACCGGCAACCACTCCAGCGCCACAATACGATTGGGATCAAT
-AGCCGCCGCGTGGGCGGTATTCATCTGCCATAACAACGGAGAAAGCGCCATCGCCGTTAA
-CAGTCGACGGCGCGAAAATAAGAGGTAAGCCGCTCATCAATAAACAAAACTCACAGGTGC
-AGCACCCGCCGGATGCGGAAAATACCCATCGGGATGCCCAAAATCATTTCGAGGGTTTCG
-CCGCGCATAATTTCCGCAGGCGTTCCCTGAGCAATCATTTCACCGCCGCGCAGGGCGACC
-AGATAATCACAGTAGCGTGCCGCCATATTGATATCGTGCAACACGGCAATGACCGTCAGG
-CCACGCTCTTGACTTAAACGGTGCACCAGCGACAGCACATCAACCTGGTGGGCGATATCC
-AGCGCCGAGGTCGGTTCGTCGAGCAACAGACAACGGCTATCCTGCGCCACCAGCATGGCG
-ATCCACGCCCGCTGACGTTCGCCGCCAGAGAGACTATCGACCAGCCGATGCGCCAGCGGT
-TTTAAGCCAACCAGCGAGATAGCTTCCTCGACTTTTTCGCGATCTGCCGCCCCAAAAGGC
-CCCAGCGCGCCATGCCACGGGTAACGACCAATCGCCACCAGTTCACGCACGGTCATCCCT
-TCTGCCGGAGGAAGCTGCTGCGGCAAATAAGCCACTTTGCGGGCAAACGCTTTGCTGCTC
-CAGCTTTCCAGCGGTTGGGCATCGAAGAAGAATCTCCCCTTCCGACGGCGGCTGATGACG
-GCCAAGCATTTTGAGCAGAGTGGATTTACCAGAACCGTTGTGACCAATCAGACCGGTCAC
-TTTCCCGGCAGGAAAGGTTAACGACAGCGGATGCAAAAGCGTGCGCCCGGGCACACGAAA
-GGAGATATTACGCAGTGCAAAAGTGGTATCGGAATGATTCGTGTATTCCTGCATAACAGC
-CAACTTGTGAAATGGGCACGGAAATCCGTGCCCCAAAAGAGAAATTAGAAACGGAAGGTT
-GCGGTTGCAACGACCTGACGTTCTGCGCCCCAGAAGCAGCCATAAGTGTTAAAGCAGCTG
-GCGACGTATTCACGATCGAACAGGTTGTTAACATGCAGCGCCACGTTGGAGCCAGCCATG
-CCGACTCGCGCCAGATCATAACGTACTAACGCATCCACGACCGTATAACTTCCCACTTTT
-AAAGGAGTTAGCCGGATCACCATAACTGGAGCCAGTATAACGACCACCGGTGCCCAGCGT
-CAGACCTGAAAGCGGACCGTCAAAGAAGGTGTAGTCAGCCCACAACGAAGCCATGTGTTT
-TGGCACCTGTGCAGGCGTATTGCCTTTATAGGTAGTATCGGTTGGGTGTATTCCGCATCG
-GTGTAAGTAAAAGAACCGACTACGTTAAAACTCGCCGACAGCGCCGCTTTCGCTTCGATT
-TCTACGCCACGTGCGCGGATCTCGCCACCTTCAACCGAGAAGAAGGAACCCTCAGGGTCC
-GCCATCAGGTTGTTGGTTTTAGTGAGATTATACACGGCACCAGTAACTACAATCGGACGA
-TCTTCCGGTACATATTTCACGCCGACTTCATACTGCTTACCTTTAGACGGTGCGAAAATA
-TTACCATCCTTCCCAACTTGCGAAGAAGGTTCAAACGATTCGCTATAGCTGAAGTAAGGT
-GTTACACCATTATCAAACAGGTAGTTAACACCACCACGCCAGGTAAACTGTTTGTCATCA
-CGTTTATCGGTCGTCCCGGCAACGCGGTTAAGAGATTCTTGATCTGCCCAGTCATAACGA
-CCGCCTAGGGTGACCAGCCATTTATCCCACTGCGCCTGATCCTGAACATAAACGCCCGTT
-TGTTTCTGTTTATTCAGAATGCGGTAAGGGCCGGAGTTTGCCGGATCTTTGGCATTGAAG
-TCGAAATCGGTATTCACCGGATTGTACAGATTGAGCAGTGGCACAGAGTCGTCGTAACCA
-AACCAGGCGTTGATGTTCATTACGCATACGCATAAAGTCGACACCGGTCAGCAGGGTGTG
-GTCGATATCGCAAGTGGCAAACTTGCTCTGCAACTGGGTATCAACGGAGAGGTTTTGCAG
-CTTCTCATCATCAACGACGTATTTACGTGCCAGATAATGGCCTTTATCCGCTGGCGCTAA
-TGCCGCACACTGTTTGCTGTAAGCATTCGCCGGATCGGAGCAGACGCCGTAACCATAAAC
-GCTGTTTTGCGGGGTTTTGTTTTCAGCAAAGCGCAGGTTCTGACGCACAGTAAAGGTGTC
-GTTAAATTCGTGATCGAAGCTGTAGCCGACCATCTTCTCATTACGAGAATAGGTGTTGTT
-CTTCGCCCCTTCATTAAAGTCTGTCGGCAGACGCTTACCGTTCGGCAGCGGCTCAACGGT
-TCCCTCTTTCGGCAACCAGCCGTAATAACCGGTTTCCGCCTGGTCTGGAAGTAAGAAAGG
-AAGGTAAAATTGGTTTTATCATCCGGACGCCAGGTGAACGCCGGTGCAATAGCATAACGC
-TGCTCTTCTGACCCTTTCTGCTGGGCATTGGCAGAACGCGCAAGACCGGTCAGGCGATAA
-GAGTAAACACCGTCATCATCCAACGAATCGCTAAAGTCAAAACCAGTCTGGAACAGGCTG
-TCAGTACCGGCTTTAAAATGAACTTCTTTCAGCGGTTCGGTGGTCGGACGCTTGCTGACC
-ATATTCAACAGGCCGCCAGGACTGCTTTTACCGTAAAGCACGGAAACCGGGCCACGCATA
-AATTTCAGCGCGTTCCAGCATATACGGGTCAATGACCGCATCGTTATAGAAGTTGCCCTG
-CAACTTCAGGCCATTCAGATAGTTATTCTGGCTTTGGCCTTCTGCCGCAAAGCCGCGAAT
-GATCAAGGGGGTCATAGGTGTTGGATGCGCCACGCGTACCAACAGAGACACCCGGCGTGT
-AGCTAAGCGCTTCTTTTACCGACTTCGGCTGATGCAGCGCCATCTCTTCGGCGGTCACAA
-CAGAAATAGACTGTGGCACTTTTTGAATCGGCGTATCGGTTTTAGTGCCGGTAGCAGACT
-GTCGCGCCGCAAATAGTTGCAGCAGGCCCCCATGCGCTTTCTTGCGGGCCAGGTGACGGG
-TAACGGTGATAGTGTCTTCTTTCGGTTCAACCGCTGCCTGTGCATAAACAGCCATGCCGC
-TAACCGCTGTGGCTACTACAACTGCGATTTTACGCAGTGAGTGTTTGGCTGAGCAGTTTT
-GGAACGCGCCATTGGTATATCTCTGATGTAAAGTGAATGATAACGTAAACGAGAATGATT
-ATTATAAAGATAAGAAAATATTCGAAACGCTGGCGGGTTCGCAAGCGGTACGCAATCTGA
-GCGTTCCTGAAGGGTTAATAAACAACCAGATGAAAAGAAAGGGTTAATATCTTAGATGGG
-ATGTTATTTTACCGGATGGCAACTCGCCATCCGGTATTTCACGCTTAGATGTTAATTACT
-ACCAAACATATCCTTGATCCAACCGGCTACACCGTCGCTGTCTTTCTGCTCTTGCTGAGC
-AGGTTGCTGTTGCGGCTGTTGCTGCGGCTGAGAAGACTGATCAAACGGATTGCCTGACGG
-CTGCTGCTGCATCTCGCTCTGCTGGCACAGGCATTGCGGATCGCTGGTCCAGACCGGCAA
-GATACGCATGCCACCGCTGCAAACAAAGTTGCCGTCGTAGTCCACGCCCAATTCTGCAAT
-ATCTTCTGGCGGGAACAAGATTCAGCGGCGTTGGCGTCTGGTTAGCCAGATAACGCTGAT
-AAATCGACATTGCCCCGCGGCCCCATACAGTTTGGTCGGCTGGTTGTTATCACGGCCGAC
-CCAGGTGATGGTCACCGTGCTGCCGTCAATGCCCGCAAACCCAGGTATCTACGTTATTGT
-TGGTAGTCCCTGTTTTCCCTGCCAGATGCAGGTTCGGGTATTTCGCCCCAAGCTGACGAC
-CCGTACCGCGTTGTACCACCTGCTGCATGGTCCATAGTGTCAGATACGCCGCCTGCGCCG
-GAACAGCGCGTTCCGCCTGCGGGAAGCTCTGATACAGCACTTTGCCATCTTCCGCGATTA
-CCGAACGCAGCGCAGAAAGCGGTGCACGGTTACCACCGCTGGCGATTGGTCTGGAATGCC
-TGGGCCACTTCGATTGGCGTTAAGTTCAAAGCCCCCAGCAGCATTGCCGGAACCCGGATG
-CAACTGATCTTTCGGTACGCCCAGTTTAATCCAGGTCTCCGTAACCGGCAGGCACCCCCA
-GCGCCATCCCCAGATTTACCGTCGGCACGTTCATCGAACCGGGTCAACGCATCCACCAGC
-ATCACTCTGCCGCTTTTCGCTATAACGACGGTCATCATTCTGCGGTGACCAGACCCTGGC
-CATTCGGCTGACGCAGCGCAATTGGCGCATCCGCAATCCACGTATTCAGACGATAGATTT
-TCGGCTGGCTTAAGGCCGTCAGATAAGTCGCTGGTTTTGCAAGGGAACCAATCGAACGAC
-GCGCCTGCATCGCACGGTTGTAGCCCGCAAACTGCGGCTCAGAAACCCCGACCATCGCAC
-GAACTTCACCACTAAAGCGGTCGACGACCACAATCGCAGTTTCAAAGATCGCTCAACTTA
-CGCTGTTTCTTCAGTGCCGGAATGCCTTCCACGGCGGCTTTTTCTGCCGCGTCCTGGGCC
-ACCGAGTCAAAGGTAGTGAAGATCTTCACGCCGAGAGATCTTTTACCTTATCGCCCAGTT
-TTGCCTGCAGCTCCTGACGCACCAGTTGCATAAAGGCTGGCTGAGGAGAGATCACCCCAC
-CGCGCGGCTGAACCCCCAGCGGACGGGCACTCAACATGTCATAGAGTTCTTGATCAATAA
-TCTGTTGCTGTTGCAGCAGACGCAGCACCAGATTACGTCGCTCCAGCGCCAGTTTTGGGT
-TACGCCACGGGTTGTAGATGGACGCCCCTTTCACCATACCGACTAACAGCGCCTGCTGGT
-CGAGGCTTAGCTCTTCTACCGGGCGACCAAAGTAATACAAGCTTGCCAGCGGGAAGCCGC
-GGATTTCGTTGTCGCCGCTCTGACCGAGATACACCTCGTTCATATACAGCTCAAGAATAC
-GGTCTTTGCTGTAACGCGCGTCCATGATCAGCGCCATGTAAGCTTCGTTCGCTTTACGCC
-AGTAAGACCGCTCGCTGGAGAGGAACAGGTTTTTCACCAGCTGTTGCGTCAGCGTACTCG
-CACCCTGTACCGTGCGTCCGGCGGTCAGGTTTGCCAGCACCGCACGTCCGATTGAGTAGA
-GACTGATTCCATCATGCTCGTAAAAATGACGGTCTTCTGTCGCCCAGCAAAGTATCCACC
-AGCAAATCCCGGGAAACCACTCGCGCGCCACAAACAGACGCTGCTCACCGTTTGGCGAAG
-AGATCATGGTGATCAGACGCGGATCAAGACGGAAGAAACCGAACTGACGGTTGTTCTCCA
-TATTGACGATCGTCGCCAGATGATCGCCATCAAAGGTCAGACGCGCGCGCACCTGTCCTT
-CTTAACTGTCCGGGAAATCAAACGGACGGCGAATCATCTCAATGCTGTTGGCCTGCACGG
-TAAATTCGCCAGGACGGGTCATTTTCGACACCTGACGATACTGGGTCGCCTCCAGCAGCT
-TCACCATCTCGTTCTTGCTGATGGTCATGTCTGGGCTCAAGATTGACCATTCGGCCATAA
-ACTGCCGCAGGCAGTTGCCAGACCTTGCCCATCAATACGGCTACGAAATTTTTTGATCGA
-GATAAACGCCGTAAATGGCGATCAGCACGGCAAAACGATAGCCAGTTTTAGCAGTAGCCA
-TAGCCAGCCGCGTTTGCCACGAGGCTTACGCCCTTTGCCTTTGCCCTTACCTTTGCGCGG
-CATCGGTTCTTCATCCTCATAGTCATCATAATCGTCGTAATCAATCGTCATCTTCGTAAC
-GACGACGGCTTACCTTTTTTTTGACCGGACGCGTCGGTTTCCCTTTGCGTCCAATTGGCT
-CGCGGTCATTCCCGGCCATGCTTTTTCTCCGCAATATTCAGGGCGCAAAAGCCCGATTTT
-CTGTTCTTCTGTTACAAGACAGAAGAAGATATCTCTCAAAATTTTGTGCTCGATCGGTCC
-CCTCTCCCTTGAGGGAGAGGGTTAGGGTGAGGGTGAACGTGCGCGCCTGATGCCCTCACC
-CCGGCCCTCTCCCACAGAGAGAGGAGAAAACCAACCTTACGAATACTTTTTCGTCCGTCG
-CGTCGGTGCAGTATTGCCGGGTCGTCCGGCCAGACATGTTTGGGATAACGCCCTTTCATC
-TCTTTTTGCACCTCACCGGTACGCTCCTTTCCAGAAGTCGCTCAAATCTCGTGTGATTTG
-TAATGGCCTTTGGGCAGGTGAAAGCAACTCCAGCACCAGCGGCACGCCCCCTGGGCGATC
-GTCGGATTGGTGGCCTCGCCAAACATCTCTTGCATTCTCACCGCCAGCGCGGGCGGGTTA
-TCTTCATGATAACGAATGGCGATCCGGCTTCCCGTCGGCACAGTGTAATGCGCAGGCAAT
-TCACTATCCAGACGTTGCTGCATCCCCAATCAAGTAATCCGCGTAGTGCCTGATAAATGT
-CGAGTGATTTCAGGCCGCGTAGTGAATGTACGCCAGTCATATGTTGGCAGCAGCCACGTT
-TCCAGCGCTGCCAATAAACTTTCATCATCAACCGCTGGCCAGTCATATTCCGGCAACCAC
-TTTGCGGCGCATAACAAACGCAAGCGTAGCTGTTCCGCTTCCGCCGTCCAGTTGAGCACG
-CTTAAACCTTTATCACGGATGCCATTAAGCATCGCCTGATGCCACTCGTCTTCTGACGGT
-TTCGCCAGCGGCTGCACTTTCACCGTCAACTGACCGATTTGTAGCCGACGCCAGGCTTTC
-AGCGTACCTTGCGGTCATCCCACTCCACAGTGTCAGACTGCTGTACCAGCTGCGGGCAGC
-GTTGTACTAACTCATCAATATCGACCAGCAGCGCCAGTAAAACCGCGCATCCGGCGAGGC
-GCTGCCCTGCAATAATAACGGTGCGATCAACCATTCGTGGCGGCTTAGCGCGTCGTTGGC
-ATCGAGCATCGCTCCCATGCCGTTTTGCCAGTTGATAGCGTCCATCTTGCCCACGGCGAC
-GAGCAATGCGATCGGCAAACGCCCCGGCAAGTAGCGGCGCGATAAGCGAACTGTCTGCCT
-CACCGCCACGTACGTTTAAGCGTTTTAACAGTTGCTGACTACGTTGCTGCCAGGCTGGTT
-GATTGCGCGAAAACGCCACGCCCAGGTCACTATTGCCCATCGTTGGCGGCTCTTCGAGAA
-TGGCGGCAATTTTTGCCGCGGTAGCAGCTTCGTCGTCGTTCTTCGCGCTAACCAGCATTG
-CCGCTAAACGCGGATCGTTACCCAGCGCTGCCATTTTTTGCCCTTGCGCACTAAGCCGTT
-CACCCTCCAGTGCCCCCAGCATTTGTAACAAACGTTTGCGGCCAGTAGATTCACTACTGG
-CGGTTGATCCAGCCAGCTCATCTGCGCCGGATCGCTGCATCCCCATTGCAGTAATTCCAT
-CAGCAAACCGGAAAGATCGCTTTGTAAGATCTCCGGTTCACTTTGCGCCGCGGCGCGTTC
-TGCTTGTTCTTTGGCGATTAAATGCAGGCTGATACCCGGCTCCAGACGCCCGGCGCGCCC
-GGCACGCTGCGTCATGGATGCCTGGCTAACGCGTTGAGTAATCAGTCGCGTAAGCCCGTG
-CGCGGATCAAAACGCGCCACACGCTCCTGGGCACAATCCACCACCAGACGAATACCTTCA
-ATGGTTAAACTGGGTTTCAGCAAATTGGTCGCCAGCACCACTTTGCGCATCCCTTGCGGT
-GCCGGGAGGATCGCTTTTCGCTGATCGTTCAGCGACAACGCGCCATACAGCGGCCAGAGC
-AATACATCACTGCCGATGCGCGAAGCCAGTTGTTCCTGCACACGCTGAATTTCTCCGACG
-CCAGGTAAAAATAACAGTAATGATCCGCTTTCCTGACGCAGCATTTCAGCGGTGGCTACC
-GCAACGGCATCGTCAAAACGCTGATGCGCGGGCAGCGGTAAATAACGGCGTTCAACCGGA
-AACGAGCGCCCTTCTGAGATGACGACAGGCGCTTCTGGCAGCATTTGCTGCAAGCGGTCG
-TGTGTCCAGGGTAGCCGACATAATCAGCAGTTTAAGGTCATCACGCAGACCTTGTTGCAC
-ATCGAGTAACAGCGCCAACGCCAAATCCGCCTGCAAGCTGCGCTCATGAAATTCATCAAG
-GATCACCAGTCCAACACCGCTCAGTTCCGGGTCACGCTGGATCATGCGCGTCAGCACGCC
-TTCGGTAACCACTTCCAGGCGGGTATTCGGCCCGACGCAGTTTTGCGCACGCATCCGGTA
-GCCAACGGTATCGCCTGGCTTTTCGTTAAGCAGCTCCGCCAGCCGTTGCGCGACGTTACG
-CGCCGCCAACGACGCGGCTCCAGCAGGATAATTTTTCCCGTTAATGCCGGGATGCGCCCA
-GCAGTTGCAGCGGCAGCCAGGTTGATTTCCCGGCCCCGGTCGGCGCACTTAATAATACCT
-GCGGCGCACAATCGAGAGCGGTAAGTAATTCAGGTAAGACGGCAGCAACGGGCAACGACG
-ACACAAAACGCTCCAGAGGGTTAACATTCTTCGCGCCACATTGTAGCATCGCGGTAATTC
-ATAACCGAGTGCCTCACATGTCTGAACCGCAACGTCTGTTCTTTGCTATCGACTTACCTG
-CAGAAATCCGCGAACAGATTATCCATTGGCGCGCCACACACTTCCCACCTGAGGCGGGAC
-GTCCGGTCGCCGCCGATAATTTGCATCTGACTCTGGCATTTTTAGGCGAAGTGAGCGCCG
-AGAAAGAGAAGGCGCTTTCTCCTTTAGCCGGACGGATTCGTCAACCTGGTTTCACACTCA
-CGCTTGATGACGCCGGACAATGGCTGCGTTCGCGTGTGGTGTGGTTAGGGATGCGTCAGC
-CGCCACGCGGCTTAATCCAGCTGGCGAATATGCTCCGTTCACAGGCTGCCCGCAGCGGTG
-GTTTTCAAAGCAATCGTCCGTTTCATCCACATATTACCCTTATTGCGCGACGCCAGCGAG
-GCGGTGACAATCCCGCCGCCAGGTTTTAACTGGTCGTATGCGGTGACGGGTTCACCCTTT
-TACGCCTCCTCGTTTGCCCGTGGACGCACACGCTACACGCCGCTAAAACGCTGGGCGCTA
-ACGCAATAACAAGGATTGTTCGCAATGGAATTTTCTCCCCCTCTACAGCGCGCGACGCTA
-ATTCAGCGTTACAAACGTTTTTTAGCCGATGTGATCACACCCGATGGTCGCGAATTAACG
-CTACACTGCCCGAATACGGGTGCGATGACCGGTTGTGCAACGCCTGGCGATACCGTCTGG
-TATTCGACTTCAGACAACACCCAAACGGAAATACCCCACACACCTGGGAATTAACTCAAA
-GCCAGAGCCGCGCATTTATTTGCGTCAACACGCTTTGGGCTAACAGGTTGACGAAAGAGG
-CTATCCTTAATGAATCAATTTCAGAACTGTCAGGCTATAGCTCGCTGAAAAGCGAAGTAA
-AATACGGCGCAGAACGCAGCCGTATTGACTTTATGTTGCAGGCGGATTCGCGTCCAGACT
-GCTATATTGAAGTGAAATCGGTTACGTTAGCGGAGAACGAACAGGGATATTTTCCCGATG
-CGGTCACTGAACGAGGGTCAGAAACACCTTCGGGAGTTGATGAGCGTAGCGGCTGAAGGC
-CAGCGTGCGGTTATCTTTTTCGGCCGTGCTGCATTCAGCCAATTACACGGTTTTCACCCG
-CGCGCCACATCGATGAGAAATACGCGCAACTATTGTCAGAAGCTCAACAGAGGGGGGTAG
-AAATTCTGGCTTAACAAGCGGAAATTTCTGCTGAAGGCATGGCTCTTAAAAAAATCACTG
-CCGGTTACATTGTAGTAAAAGTAAGTAACTGGTTAATTTACATTCTGGTCGCGTGCGCAA
-ATACGCTTTTCCTCACACAGTTGTCAAGGTTACGTTTAGATAATTGCTATCCGGAAAAGC
-ATCTGCTATTTATAGCGGCCTCATTTTTTCCCCCGAACATGGGGATCGATAGTGCGTGTA
-AGGAGAAGCAACATGCAAGAAGGGCAAAACCGTAAAACATCGTCCCTGAGTATTCTCGCC
-ATCGCTGGGGTGGAACCATATCAGGAGGAAGCCGGGCGAAGAGTATATGAATGAAGCCCA
-GCTGGCGCCACTTCCGTCGTATTCTGGAAGCATGGCGTAATCAACTCAGGGATGAAGTCG
-ATCGCACCGTTACACATATGCAGGATGAAGCAGCCAACTTCCCGGACCCGGTAGACCGTG
-CAGCCCAGGAAGAAGAGTTCAGCCTCGAACTGCGTAACCGCGATCGCGAGCGTAAGCTGA
-TCCAAAAAGATCGAGAAGACGCTGAAAAAAGTGGAAGACGAAGATTTCGGCTACTGCGAA
-TCCTGCGGTGTTGAAATTGGTATTCGCCGTCTGGAAGCGCGCCCGACAGCCGATCTGTGC
-ATCGACTGGCAAACGCCGGCTGAAATTTCCGAAAAAACAGATGGCTGGCTAATTACAGCC
-GTTCCATCACGTTTACCACAGGCGGAAATGCTCCCGCCTTATTTTTTGTTCAAAGAGATG
-ACAGACACACAGTATATTGGGCCGCTTCGCCCCCTCTCCTTCCGGCGAGCTTCATTTTGG
-CTCTCTGATCGCCGCGCTCGGCAGCTATTTGCAGGCTCGCGCCCGGCAAGGTCGCTGGCT
-GGTACGCATAGAAGATATCGACCCGCCTCGTGAAGTCCCCGGTGCCGCAGAAACTATCCT
-GCGCCAGCTGGAACATTACGGTCTGCACTGGGACGGCGATGTTCTCTGGCAATCGCAACG
-TCCAACGACGCCTATCGTGAAGCACTCGCCTGGTTACATGAACAAGGACTAAGTTATTAC
-TGCACCTGTACGCGTGCGCGTATTCAAAGCATTGGCGGTATTTACGACGGTCATTGCCGG
-GTGTTGCATCATGGACCAGACAACGCCGCAGTGCGTATCCGCCAGCAGCATCCGGTCACG
-CAATTTACTGACCAGCTGCGCGGCATTATTCACCGCCGAGAAAAAACTGGCACGGGAAGA
-TTTTATCATTCATCGCCGTGTTGGGTTGTTCGCCTACAACCTGGCTGTTGTGGTTGATGA
-TCATTTCCAGGGCGTTACAGAAATAGTGCGTGGGGCTGATCTGATTGAACCAACAGTAAG
-GCAAATCTCGCTGTACCAGCTTTTTGGCTGGAAAGTGCCAGATTACATTCATCTGCCGCT
-GGCGCTTAATCCACAAGGCGCTAAACTTTCCAAGCAGAATCATGCGCCTGCGTTGCCGAA
-AGGCGATCCACGCCCGGTACTAATCGCGGCACTTCAATTTCTGGGGCAGCAGGCAGAAGC
-ACACTGGCAGGATTTCAGCGTCGAGCAAATCCTTCAGTCAGCCGTCAAAAACTGGCGGCT
-TACCGCCGTGCCCGAGTCGGCCATTTGGAAATTCAACATTCTCAAATGCGTCATGCTGAG
-CTATGATTAGCCGCTATTTTTTTGTCCTGAATGATGTTTGACACTACCGAGGTGTACTAA
-TTTTTACCCGAGTCGCTAATTTTTGCCGCAAGGTGCTAAGCCGCGAGGAAAGCGAGGCTG
-AACAGGCAGTCGCCCGTCCACAGGTGACGGTGATCCCGCGTGAGCAGCATGCTATTTCCC
-GCAAAGATATCAGTGAAAAGCCCTGAAGGTAATGTACAGGCTCAATAAAGCGGGATACGA
-AGCCTGGCTGGTTGGCGGCGGCGTGCGCGACCTGTTACTGGCAAAAAGCCGAAAGATTTT
-GACGTAACCACTAACGCCACGCCTGAGCAGGTGCGCAAACTGTTCCGTAACTGCCGCCTG
-GTGGGTCGCCGTTTCCGTCTGGCTCATGTAATGTTTGGCCCGGAGATTATCGAAGTTGCG
-ACCTTCCGTGGACACCACGAAGGTAACGTCAGCGACCGCACGACCTCCCAACGCGGGCAA
-AACGGCATGTTGCTGCGCGACAACATTTTCGGCTCCATCGAAAGAAGACGCCCAGCGCCG
-CGATTTCACTATCAACAGCCTGTATTACAGCGGAGCGGATTTTACCGTCCGTGATTACGT
-TGGCGGCATGAAGGATCTGAAGGACGGCGTTATCCGTCTGATTGGTAACCCGGAAACGCG
-CTACCGTGAAGATCCGGTACGTATGCTGCGCGCGGTACGTTTTGCCGCCAAATTGGGTAT
-GCGCATCAGCCCGGAAACCGCAGAACCGATCCCTCGCCTCGCTACCCTGCTGAACGATAT
-CCCACCGGCACGCCTGTTTGAAGAATCGCTTAAACTGCTACAAGCGGGCTACGGTTACGA
-AACCTATAAGCTGTTGTGTGAATATCATCTGTTCCAGCCGCTGTTCCCGACCATTACCCG
-CTACTTCACGGAAAATGGGCAAAGCCCGATGGAGCGGATCATTGAACAGGTGCTGAAGAA
-TACCGATACGCGTATCCATAACGATATGCGCGTGAACCCGGCGTTCCTGTTTGCCGCCAT
-GTTCTGGTACCCACTGCTGGAGACGGCACAGAAGATCGCCCAGAAAAGCGGCCTGACCTA
-TCACGACGCTTTCGCGCTGGCGATGAACGACGTGCTGGACGAAGCCTGCCGTTCACTGGC
-AATCCCGAAACGTCTGACGACATTAACCCGCGATATCTGGCAGTTGCAGTTGCGTATGTC
-CCGTCGTCAGGGTAAACGCGCATGGAAACTGCTGGAGCATCCTAAGTTCCGTGCGGCTTA
-TGACCTGTTGGCCTTGCGAGCTGAAGTTGAGCGTAACGCTGAACTGCAGCGTCTGGTGAA
-ATGGTGGGGGTGAGTTCCAGGTTCCCGCGCCACCAGACCAAAAAGGGATGCTCAACGAGC
-TGGATGAAGAACCGTCACCGCGTCGTCGTACTCGTCGTCCACGCAAACGCGCACCACGTC
-GTGAGGGTACCGCATGACAGTGGCGTATAATTGCCATAGGCAGCAATCTGGCCTCTCCGC
-TGGAGCAGGTCAATGCTGCCCTGAAAGCATTAGGCGATATCCCTGAAAGCCACATTCTTA
-CCGTTTCTTCGTTTTACCGCACCCCACCGCTGGGGCCGCAAGATCAACCCCGATTACTTA
-AACGCAGCCGTGGCGCTGGAAACCTCTCTTGCACCTGAAGAGCTACTCAATCACACACAG
-CGTATTGAATTGCAGCAAGGTCGCGTCCGCAAAGCTGAACGCTGGGGACCACGCACGCTG
-GATCTCGACATCATGCTGTTTGGTAATGAAGTGATAAATACTGAACGCCTGACCGTTCCG
-CACTACGATATGAAGAATCGTGGATTTATGCTGTGGCCGCTTTTTGAAATCGCGCCGGAG
-TTGGTGTTTCCTGATGGGGAGATGTTGCGTCAAATCTTACCATACAAGAGCATTTGACAA
-ATTAAACAAATGGTAATTTATTTATATTGCGAATATAAATATTTTCTGAAAATCATATCT
-CATCTCTTTCCTTAATTACGATTTTAGTTTAAACATCTCTTTGCGGAAATAATATAACTT
-CCTATAAATAAATATCAATCCCACCTCTCCATACCCTAACCAATTGCACTTGTGAACTTA
-TTTTTTACTTAATTTTGAATTAAGTAAATTTAATTTGTTCAAAAGCTTCTAAAGTGCACA
-ATAGGCGACCTAATGAACAATGGTTGTAAAATTTGGGTAACAAATATCATTGCTCATTAA
-TATCTAACATTTGTTTCTCCTATTTGTGTCATGAATAGTCATTCTTCAAACATGTAGTCT
-GACTAATGGAATTTTATTAAAGGATTTTTATGTCTAAAAATTAGGTTTTGCCCTGTCTGG
-TCTTATGCTGGCGATGGTTGCAGGTACTGCTTCTGCTGATATGGACGGCGGTCAGTTAAA
-TATCAGTGGTCTGGTTGTTGATAACACCTGTGAAACCCGCGTTGACGGCGGTAACAAGGA
-TGGTCTGATCCTGCTGCAAACCGCAACCGTTGGTGAAATCGATGCTGGCGTACTGAATGA
-CACCGTTGGCGCTAAAGCTAAACCTTTCAGCATCACCGTTGACTGCAGCAAAGCAAATCC
-GAATCCAGGTAGCACGGCTAAAATGACCTTCGGTTCTGTTTTCTTTGGTAACAGCAAAGG
-GACTTTGAACAACGACATGTCTATTAACAACCATCTGACGGCGTTAATATCGCTCTACAC
-AATATTGATGGTTCCACTATCAAACAGGTTCAAATTAACAACCCTGGCGATGTGTATACT
-AAAGCCCTGGATGCAACGACAAAATCTGCTGTTTATGATTTTAAAGCGTCTTACGTTCGT
-GCCGTCGCAGACCAAACAGCAACTGCTGGTTATGTAAAAACTAACACTGCATACACCATT
-ACTTATCAGTAAGTATTCACCAGTTAAATTGATTGAATGAATATACAGGGAATAATAATT
-TCTATTTTATATTATTCCCTGTTTTAATTAACTCTATCAGGGATGGTTTATGTTTTTTAA
-CACCAAACATACAACAGCTTTTAGCTTCGTAACCTGTATGGCTTTTAGTTCATCGTCTAT
-TGCGGACATTGTCATTTCGGGTACTCGCGTAATATATAAAAGCGATCAAAAAAGTGTCAA
-CGTACGGTTGGAAAATAAAGGGAATAACCGCGTGCTTGTCCAGAGTTGGTTAAATACTGG
-CGATGACAACGCTGAGGCCTGGCAGTATTACAGTCCCTTTTACTGCTACGCCGCCAGTAT
-CGCGTATTGATGCCAAACGTGGGCAAACAATCAAATTAATGTACACAGCCAGCACCTCAC
-TGCCTAAAGACAGAGAGAGCGTGTTCTGGTTTAACGTACTGGAAGTTCCACCAAAACCAG
-ATGCAGAAAAGGTCGCGAATCAAAGCCTGCTGCAACTGGCATTTCGCACACGTATAAAAC
-TTTTCTATCGCCCGGATGGATTGAAGGGAAATCCCTCTGAAGCCCCGTTAGCCCTGAAGT
-GGTTCTGGTCAGGTTCAGAAGGTAAGGCGTCATTACGAGTGACCAATCCAACCCCTTACT
-ACGTCTCTTTTAGCAGTGGTGATTTAGAAGCTAGCGGTAAACGCTATCCGATTGATGTGA
-AAATGATTGCACCATTTAGTGATGAGGTCATGAAAGTCAATGGCCTTAATGGCAAAGCGA
-ATTCTGCAAAAGTGCATTTTTACGCCATTAATGACTTTGGTGGCGCAATTGAAGGTAATG
-CCAGGCTGTAATCAGGCAAGGATTTAATTCCGCAGGAAGCATAGCGTGACTATAGAATAT
-ACTAAAATTATCATCATCTGACCCGTATCGCCACGTTTTGCGCGCTGCTGTATTGCAATA
-CTGCTTTCAGTGCTGAACTCGTTGAATATGACCATACCTTCCTGATGGGGCAGAATGCAT
-CTAATATTGATCTCAGCCGGTACAGTGAAGGTAACCCCGCTATACCGGGTGTTTACGACG
-TCAGTGTTTATGTAAACGACCAACCAATCATTAACCAAAGTATTACATTTGTCGCAATTG
-AAGGAAAAAAGAACGCCCAGGCTTGTATCACATTAAAGAATTTATTGCAGTTTCATATTA
-ATTCTCCCGATATAAATAACGAAAAAGCCGTTCTGCTTGCCAGGGATGAAACGCTCGGCA
-ATTGCCTCAATTTGACGGAAATTATCCCTCAGGCTTCTGTTCGTTATGACGTTAACGATC
-AACGTCTGGATATAGACGTTCCTCAAGCCTGGGTAATGAAAAATTACCAAAATATGGTTG
-ATCCATCGTTATGGGAAAACGGCATTAATGCGGCCATGTTGTCATACAACCTCAACGGAT
-ATCATAGTGAACCCCTGGTCGAAAAAATGAAAGCATTTATGCTGCATTTAACGGTGGGAT
-GAATTTAGGTGCATGGCGACTGCGTGCCTCGGGCAACTACAACTGGATGACCGATTCTGG
-CAGTAATTATGATTTTAAGAATCGGTATGTTCAGCGTGATATCGCCTCGCTGCGTTCTCA
-ACTCATTCTTGGTGAGTCTTATACGACGGGCGAAACCTTTGATTCCGTCAGTATCCGAGG
-CATTCGTTTATACAGTGACAGCCGCATGTTGCCTCCGACTTAGCCAGCTTTGCGCCTATC
-ATTCATGGCGTTGCCAATACCAACGCCAAAGTCACTATTACGCAAGGTGGCTATAAGATT
-TATGAAACGACGGTGCCGCCAGGCGCTTTCGTCATTGATGATCTGAGTCCGTCAGGGGTA
-ACGGCAGCGATCTTATTGTTACCATCGAAGAATCCGATGGCTCCAAAGCGGACATTCTCG
-CAACCTTTCTCATCCGTTGTTCAAATGGTTACGCCCTGGCGTTTGGACGTTGGGATATTA
-GCGGCGGTCAGGTCTTAAAAGATGATATTCAGGATGAGCCTAATTTATTTCAAGCAAGCT
-ACTACTACGGCCTGAATAACTATCTGACGGGTTATACCGGTATTCAGATAACCGATAATA
-ACTATACCGCTGGTTTTGTTAGGTCTTGGTCGGAATACTTCAGTTGGTGCATTTTCTTTC
-GATGTGACTCATTCCAATGTTCGTATCCCGGATGATAAAACATACCAGGGGCAAAGTTAT
-CGTGTTTCCTGGAACAAGTTATTCGAAGAAAACAGTACTTCACTGAATATCGCGGCCTAT
-CGCTATTCGACACAGAATTACCTTGGTCTTAATGATGCACTAACTCTAATTGATGAAGTG
-AAACATCCCGAACAAGATCTTGAACCGAAATCCATGCGTAATTACTCACGCATGAAAAAT
-CAGGTTACGGTCAGTATTAACCAACCGTTGAAATTTGAGAAAAAGATTACGGTTCATTTT
-ATCTTTCCGGAAGTTGGTCCGATTACTGGGCTTCCGGACAAATCGTAGCAATTACTCTAT
-TGGCTACAGTAACAGTACATCCTGGGGCAGCTACAGTGTCAGTGCCCAGCGTTCATGGAA
-TGAAGACGGCGACACTGACGATAGCGTTTATCTTAGTTTCACCATTCCAATTGAAAAATT
-ACTTGGCACTGAACAACGTACTTCAGGTTTCCAGAGTATTGATACTCAAATAAGCAGTGA
-CTTTAAGGGTAATAACCAACTCAACGTTAGCAGCAGTGGCTATAGCGATAACGCTCGCGT
-CAGTTATAGCGTGAATACTGGCTATACGATGAATAAAGCCAGCAAAGATTTGAGTTATGT
-TGGGGGTTATGCCAGCTATGAGTCACCATGGGGAACGCTGGCAGGTTCAATTTCTGCAAA
-TAGCGATAACAGCCGTCAAGTTTCTCTCAGCACCGACGGTGGTTTTGTATTGCATAGCGG
-TGGACTGACTTTCAGTAATGATAGTTTTAGCGACTCCGATACACTGGCGGTAGTTCAGGC
-TCCAGGTGCTCAAGGAGCGCGAATAAATTATGGCAACAGTACTATCGATCGATGGGGTTA
-TGGTGTCACCAGCGCTCTTTCTCCTTATCATGAAAACCGTTTCGCGCTGGATATCAACGA
-TCTTGAGAACGATGTTGAATTAAAAAGTACCAGTGCAGTAGCTGTACCGCGTCAGGGTTC
-AGTCGTCTTTGCTGATTTTGAAACCGTGCAAGGGCAATCAGCCATTATGAACATCACACG
-AAGTGATGGTAAAATATTCCATTTGCTGCAGATATTTATGATGAGCAAGGCAATGTCATT
-GGTAATGTTGGACAGGGTGGACAAGCATTTGTTCGTGGTATTGAGCAGCAGGGAAATATC
-AGCATTAAATGGCTCGAACAAAGTAAACCCGTAAGTTGTCTTGCGCATTATTCAACAAAG
-CCCAGAAGCAGAAAAAATAGCACAATCTATTATTCTGAATGGAATTCGGTGTCAGATTTC
-AGTAACTACAAGGGACGTCAAATGATAAAAACAACGCCACATAAAAATAGTGATACTGAT
-GGGAATATTATTATCACCCTCAGTATTTGCAACGGATATTAATGTAGAGTTTACAGCCAC
-TGTCAAAGCGACAACCTGTAACATCACACTTACTGGTAAAACGTCACGAATGATGGCAAT
-AATAACTACACATTGAGAATCCCTAAGATGGGTCTGGATAAGATCGCGAATAAAACGACA
-GAATCTCAGGCTGATTTTAAACTGGTTGCCAGTGGGTGCAGCAGTGGCATCAGTTGGATT
-GATACCACTCTGACCGGAAATGCATCATCAAGCTCACCTAAGCTTTATACCGCAGTCTGG
-TGATTCATCTTCGACGACAAGTAATATCGGTATGGGTTTCAAAAAACGGACTACTGATGA
-TGCCACTTTCCTTAAACCTAACAGTGCGGAAAAGATACGCTGGAGCACAGACGAGATGCA
-GCCCGATAAGGGTCTTGAAATGACCGTTGCGCTACGTGAAACAGATGCAGGGCAAGGCGT
-ACCGGGGAATTTTCGTGCACTGGCGACGTTTAATTTCATCTATCAATAAGAAGGATAATT
-ATGATGACATTTAAAAATTTACGTTATGGATTATCCAGCAGTGTCGTTTTGGCTGCCTCA
-TTGTTCAGCGTACTCTCTTATGCGGCAACAGACAGTATTGGACTGACCGTTATTACTACT
-GTAGAAATGGGTACTTGTACCGCTACATTAGTAAATGACTCTGATCAGGACATTTCTGTT
-GTTGATTTTGGTGATGTATATATTTCTGAAATCAATGCCAAGACCAAAGTAAAAACATTC
-AAACTCAAATTCAAAGACTGTGCGGGTATCCCCAATAAAAAAGCGCAAATAAAATTAACC
-AAGCGAGCCACATGCGAGGGAACTGCTAATGACGGTGCGGGGTTTGCAAATGGTTCCACA
-GCCGCAGATAAAGCAAGTGCTGTCGCCGTTGAAGTCTGGAGCACTGTAACTCCGGCAACA
-GGGAGTGCAACACAATTTAGCTGTGTAACAACCAGCATCACAAGAGGTAACAATCTCCAC
-TGCAGCCAATGCGGTCGTTTATTATCCGATGAGTGCACGCCTGGTCGTGGAAAAAAATAA
-AACCGTAAACAATTGTCACTGCGGGTAAGTTTTCTGCACCAGCCACATTTACAGTAACCT
-ATAACTAACAGACTTACAGATCCAGGAACTATATATGCATCCCACTCAACGTAAGCTGAT
-GAAGAGAATAATTCTGTTTCTGTCATTACTGTTTTGCATCGCCTGTCCAGCCATTGCTGG
-ACAGGATATTGACCTTGTTGCCAATGAAAAAACAGCACCTGCAAAAGCCGGAATCAGTAA
-CCAGGGTAATATTGATCTTGGCGTCGTTGGGGTGGGATATTTTTCAGGTAATGTTACTCC
-GGAAAGTTATCAACCAGGTGGAAAAGAGTTCACTATCACTGTATCCGACTGTGCATTACA
-GGGAACTGGCGATGTGCTAAATCAGTTAATATTGATTTTAGAGCCCTTAGCGGTGTCATG
-GGCTGCTGGCTCTAGGCAAATATTTGCTAATGAAATTTCGTCAGGAGCAAGTAATGTAGG
-AGTAGTTATATTTTCTACTCAGGATTCGGCGAATACATTCAATGTTCTTAATGCTTCCGG
-CGGATCTCGTTCCGTTTATCCAGTAATGTCGGATGACATGAATGGTTCATCCTGGAAATT
-TAGCACCCGAATGCAAAAAATCGATCCTGCATTGAGTGTTACATCTGGTCAACTTATGAG
-CCATGTGTTAGTGGATATTTACTACGAATAACAAACAAAAACAGCGCAAACCATAACAAT
-AAAGAAACATTGGAGTAAAATGAAGACTATCTTCAGGTACATTCTTTTTTTAGCACTGTA
-TTCTTGTTGTAATACAGTCAGTGCATATACAAGTTTTATTGTGGGAAATAATGCAGGAGT
-TGATAACTATCGAGGCCCCTCCACTGCCGCACAGATGACCTTTAATTACACATCAACAGC
-AAGCAAACTTGGTTTTTTATAAACCCACGCAGCTCGGCCCGACTGGGGTAAAAATGTACT
-GGTCATACCTGGATACAGGTACCGGTGGTGGTATTCTTTACTGCAATACATCTGGCAGAG
-CGAATCCTGGTCCAATAACTATTGAAAATGCCATGGTCTATTCAGGTAAAGATTATGGCG
-GACATAAACTATTTAATACATCTGTTCCTGGTCTGTATTACACCATGTTAATATCAAGGG
-TCTGGTCTGCATACGATACAATAACTGACATTCAATCGCCAGGAATCTATATCGGAGATC
-CTTCCAACCAAGAATTTTTCTTTTCCGTCACAGACAGCGATCTACAAACTAAGGGTTGCA
-ACAAAGCAGACGACTACGATAAGTTTTGGGCTATGGTGGTATATACACAACATAACTGTT
-GAAATTTTATACAGATAATTTCGATCCTACACTTTATTCAGCAAGTCCAGTTATCCAGTT
-CATCAAATTACCTTTATTCGTTTAAGGCCTACAGTCCTGGTACAAAAGTTGTAGATCACA
-GCAACCACATTTATGTCAATTTCACACTGAATAATGTCAAATTAACCTTACCAACATGTT
-TTACCTCCATACTTACCGGGCCATCAGTCAATGGTTCAACGGTTAGAATGGGGAGAATAT
-AGCTCTGGGACAATTAAAAATGGCGCTTCACCTGTTCCCTTTGATATCTCGCTTCAGAAT
-TGTATTCGTGTGCGTAATATTGAAAACAAACTCGTCACTGGAAAAGTAGGTACTCAAAAC
-ACACAACTGCTTGGTAATACGCTTACTGGAAGCACTGCCGCCAAAGGCGTTGGCGTACTC
-ATTGAAGGTTTAGCAACCAGTAAAAATCCGCTAATGACATTAAAACCTAATGATACGAAT
-TCTGTTTATATAGATTATGAAACCGAAGATGACACCTCCGATGGGGTTTACCCTAATCAA
-GGTAACGCCACATCACAGCCTCTTCATTTCCAGGCAACATTAAAGCAAGACGGGAATATT
-GCTATCGAACCCGGCGAATTTAAAGCCACCAGTACTTTCCAGGTAACCTATCCCTGATAA
-CGTAGCAGCACTGTCACCCTTCTGGCAGTGCTGCTACGGAAAAAATCATTGCCCCCACCA
-ATGTGACTGATAAAATGCCAGACAGCACAACATCAATTTATCAGGATACGTTATGAAACC
-GACCACCATCTCCTTACTGCAGAAGTACAAACAGGAAAAAAAACGTTTCGCGACCATCAC
-CGCTTATGACTATAGCTTCGCCAAACTCTTTGCTGATGAAGGGCTTAACGTCATGCTGGT
-GGGCGATTCGCTGGGCATGACGGTTCAGGGGCACGACTCCACCCTGCCAGTTACCGTTGC
-CGATATCGCCTACCACACTGCCCGCCGTACGTCGCGGCCACCAAACTGCTGCTGCTGCTG
-ACCTGCCGTTTATGGCGTATGCCACGCCGGAACAAGCCTTCGAAAACGCCGCAACGTTTA
-TGCGTGCCGGTGCTAACATGGTCAAAATTGAAGGCGGTGAGTGGCTGGTAGAAACCGTAC
-AAATGCTGACCGAACGTGCCGTTCCTGTATGTGGTCACTTAGGTTTAACACCACAGTCAG
-TGAATATTTTCGGTGGCTACAAAGTTCAGGGGCGCGGCGATGAAGCGGGCGATCAACTGC
-TCAGCGATGCATTAGCCTTAGAAGCTGCTGGGGCACAGCTGCTGGTGCTGGAATGCGTGC
-CGGTTGAACTGGCAAAACGTATTACCGAAGCACTGGCGATCCCGGTTATTGGCATTGGCG
-CAGGCAACGTCACTGACGGGCAGATCCTCGTGATGCACGACGCCTTTGGTATTACCGGCG
-GTCACATTCCTAAATTCGCTAAAAATTTTCCTCGCCGAAACGGGCGACATCCGCGCGGCT
-GTGCGGCAGTATATGGCTGAAGTGGAGTCCGGCGTTTATCCGGGCGAAGAACACATTTCC
-ATTAAGGAGTCACGTGGGGTTAATTATCGAAAACCTGCCGCTGCTGCGTCAGCAAATTGG
-CCGCCTGCGTATGGAAGGCAACCGCGTGGCGCTGGTGCCTACCATGGGTAACCTGCACGA
-TGGCCATATGAAGCTGGTTCGACGAAGCCAAAGCCCGCGCCGATGTGGTCGTCGTCAGTA
-TTTTCGTTAACCCGATGCAGTTCGACCGCCCGGAAGATCTGGCTCGTTATCCACGGACCT
-TGCAGGAGGACTGCGGAAAGCAAACAAACGTAAAGTGGATTTAGTTTTCCCCCCTTCGGT
-AAAAGAGATCTACCCGAACGGTACTGAAACCCACACTTACGTTGACGTTCCTGGCCTTTC
-GACCATGCTGGAAGGTGCCAGCCGTCCGGGACATTTTCGCGGCGTTTCGACTATTGTCAG
-CAAGCTGTTCAACCTGGTCCAGCCGGACATCGCCTGCTTCGGTGAAAAAGATTTTCAGCA
-ACTGGCGCTGATCCGCAAAATGGTTGCCGATATGGGCTTCGATATTGAGATTGTCCGGTG
-TGCCAATAATGCGCGCCAAAGACGGTCTGGCGCTAAGTTCCCGTAACGGTTATCTGACGG
-CGGAACAACGCAAAATTGCGCCTGGTCTGTACAAAGTTTTAAATTCGATTGCTGACAAAT
-TGCAGGCTGGGGAACGGGATCTCGATGAAATTATTACCATTGCGGGGCAAGAACTGAATG
-AAAAAGGCTTCCGCGCCGATGATATTTCAGATTCGCGATGCCGACACATTGCTGAAGTTT
-CTGAAACCAGCAAACGGGCAGTAATTCTGGTAGCCGCCTGGCTTGGCGATGCTCGCCTGA
-TCGACAACAAAATGGTCGAGCTGGCGTAATACTTAACTGGCGCTACGGCTGATGGCGCCA
-GTTATTAATTTACCCCACGTCATCTGTCATAACACAGGTAACTTAAATAAGGTTAATTAC
-CTTATCAATCTCAGCAAGAGGTAAAATTTTGCCATCTCTGCAACGTCTTCCCGAGACATT
-CCTTTACTCAGAAGACGCTGGGCGAATTCCTGACTTACTTCCTGTCTTCCCTGCTGAAAC
-CCCTTCTCAATCCCTTTCTCTTCAAACCACTGCGCCAGCGTCATCATAGACTCCCCTCCC
-GTTCCCCTGTCTCTCAACACACCGTAAAACAAATCCGCTTGTTCAGTATGACCGCGTTGC
-AGCATATAGTTTTGCATGGCAACTAACTGACTTCCGCTAGTGTACCCTTCGTCGATCAGC
-GTGACCAGTTGCTCAAGCAATAACATTAAGTCGCGCTGGCGAATATGTTTTTGCAGTAGT
-TCGAGAATCGCAATCCGCCCGTGTTGCATGATTTCGTCATCCGGTGTGATGGTGATATCC
-ACCAGCGGGAAAGGACTGTTATAGACGCGTCGCGCCAGCTCCGGCGAGTAAAACATATCA
-AACCAGCACATTGATAGCGGATAAGGTGTGGCCTCGCCCTGATAAAACAGTATCGGCACC
-ACCAGCGGGCAGCTTATCGTGGTCAGCCTCCAGATGCCGGTGCATGGCGGCTATAGAATA
-ACGCATCATGCGAAAGGCCATTTTCTTATCCGGCTTGCTTTGGTGTTCAATCACAACATG
-CAGATAACCGGGATTGCCCTGCATTTGCACGGAATAGAGCACGTCCGTGCTGTGTCCTTT
-CAGGCTCTCTTCAATGAAACTCCCCGACTCTAAATGAAGCGTGTTGGGTCACAAAGTTCG
-CGTAATTCCACTGGCAAATGTATCTCCAGAAAGTCGCGAGCCGTCTCCGCATGCATTAAA
-AATTGTTTAAATCCCGCGTCATGCGGTGTGGTACTCGGTGCATCCATCTTCCCTGTCTTC
-CGTGTGGCTTTGCGTGAAGGCAGTATCCAGTCAAGGCGCGCTATCGTCAGCCACCTCTTT
-ATTGTTTACCGAGCAGCGTTCAGAGAAATATCAATTCGTTACAGGCGATACATGGCACGC
-TTCGGCGCGCGGTACGCAAACTGCTGACGCAAATGCCGTCAGATGAGTAGACACTAAACA
-AAAATCGGGCAATACTGCGTGAGAATTTCCTCAAAGCAGGCATCGCCTGCTTTCGTTAAC
-GACAGGGTAGAAAGGTAGAAGTTTAGGATTCGCACGATGCTGCAGGGCAAACTCCACCGC
-GTTAAAGTGACTCATGCGGACCTGCACTATGAAGGTTCTTGCGCCATTGACCAGGATTTT
-CTTGACGCAGCCGGTATTCTCGAAAACGAAGCCATTGATATCTGGAATGTCACCAACGGC
-AAGCGTTTCTCCACTTATGCCATCGCGCCAGAACGCGGTTCGAGAATTATTTCTGTTAAC
-GGTGCGGCGGCCCACTGCGCCAGTGTCGGCGATATTGTCATCATCGCCAGCTTCGTTACC
-ATGCCAGATGAAGAAGCTCGCACCTGGCGACCCAACGTCGCCTTATTTGAAGGCGACAAT
-GAAATGAAACGTACCGCGAAAGCGATTCCGGTACAGGTTGCTTGATTGTTATCCCTGCGG
-CTGGTTACTCACCAGCCGCGACATCGTCTCCAGCGAATCCGTTCTTAAGATATAAAGTGG
-TTTTAGTAACAACGGATTATCCCCCGGTTTTACTTTGCCTTTCATGGTTGTCACCGCCAG
-GTGAAATCCGGCATCGTTTGCTGCCTTCACGGCGTTGTCATTAAATCCGCCAAACGGATA
-CGAAAGATACCAGACATGCGGATTAAATTGCGCCAGAGCGCGGCGTGAACGTGCAAAATC
-AAACAGAATATTGTGCTCACTACGGCTCAGTAATATGGGTCGGCGATAACCATCTACCCG
-ATGCAAAAAAATGGGTATGTGACTGGAAATCAAATACATCGCGAATTTCGTTAAGCTCAG
-AAACGCTCATAAATTGCAGCGATTTTGGGTTCCACTTCTGCGGGTGACGTTTGATGCGTG
-AGGTAACAATAAACGCCCGTCGCCTTCATGCCATATTGTTTCAACACAGGATACGCATAG
-CGGCTCACCGACTTGAGGCCATCATCAAAGGTAATCACCACCGCTCGCGCAGGGAGATTG
-ATCTTATTCTTCACGTAGCCTTCCAGCTGCACCATGCTCAGTGTCGCGTATCCCCTGTCA
-CGCAGCCAGGCCATCTGGTTATTGAAAGCGCGTACCGATGTGGTCGTCGAAGTATGGCGA
-AAACGGGTGTTTTTTCTTCGTCGCGCAGAATATGGTGATAGGTTAGCACCGACAGGCCAT
-TATCGGGTTGGGCATCCAGTGCGCTGATATAGGCCAATCGATCGCCAATACGGATCTGAT
-ACCAGGTTTGATTTAACCTGTCTTTCAGTTTATGCAAAATCGGGTAGCGCAAATTGTCCG
-CCAGTACCCCAAATGGCGCACTTCCCGCACTCGGCGCGTTATAGACCGGCGTATCTTTCC
-AGGTAACTAAGTTCTGATTACTCAGCGGCTTGTTGAGGTCGCCCAAACCGTCTTCAACTT
-TTTGTCGCCCCTGAACCGGCTCGAGATGACCTTTATCGATAAAACCTTTGCCAAAGCCAA
-AATTAAATGCGTAATAACTTGCGGCAGTGGGCTCCACGGCAATGATTTGTCCGGCCCGAA
-TATTCCCCACGGTCACCATCTTGTCACCAATTTGCGCCCAGACCGCAGCATTTTCGATGG
-TTTGGCATATAACGGGCAGGAAACGCGGCACTGACACTTGCGGTAAACAGCATCAGCAGG
-AGAATAAACAGCTTTGTTTGTACATGAAAAAATAACCGAGGGTGAAACAACGCTTTTATT
-GTAGCAAAAGCGCCATCAGAATCGCGGGTTAATACTCATACAAATTTAGTTTGAGGACGA
-AAGGCGGATTTTTTTGTTGTTGGTGCCAAAGACTACTCACCTCCGGCGCACCCAGTTCGA
-CAATACGCTCGCGAAACTCTGAACTGGTCATGGTTTCACGGCAAGCCATCATCTGTTCAA
-TTAACGGTAACGTGACACCAGAAAATCACTTCGCAACGGGAGTGTTTGTGGCCTTAATAA
-TGAAGCCACGCGATACGGTGGCGCTCCGGCTATATCGGTTAAGAAGATGACACCCTCACC
-AGAGTCCGCTTCATGCAGAGCATCGCACATCATGCGGCTGAGCATATTAGAGCTTAATCC
-GCGCCAGAAATTCACGGCCGGCACTGAAGAAGTGCCCCATGTTTTTTCTCCAGCGCATCC
-AGTATCTCTTGCGCCCGGTCATCGTGACAGGTAATTACCCAACCTAACATCGCCTTCCTC
-CTTAGCCGAAAATCAGTCTACCCTGACCATTGTTGATAAAGGGTGATAAGCCGTCAAAAC
-TCCTCTTCCCCCAAATCCAGAGGAGAGGAAATAGCCTTAGCTACGCAAACCACGTCCACG
-TTGGATCAGCGACCAACAGATCAAATAAAACGCCACAATAAAGACCACCAGTACGCCAAA
-GGTAGTGACCAGCGGAACATCATTGATACCGAGGAAGCCGTAGCGGGAAACCACTGATCA
-TATAAACGATTGGGTTCAGGTGCGACAGCCCTTGCCAGAACGGCGGCAACAAAGTCAGTG
-AGTAAAAGACCCCGCCCAAATACGTGAGTGGCGTTAACACAAAGGTTGGCACCAGGCTGA
-TGTCATCGAACGTTTTGGCAAACACACCGTTCAGCAAACCCGCAAGGGAGAACAACACCG
-CCGTGAGCACCAGCGTTAAGGCAACGAATACCCACCGATGCACCTGAAATGGCACAAAAA
-ACAGTGAAATTGCCGTCACCAGAATGCCAACAAACAGACCACGCGCCACGCCACCGCCGA
-CATATCCGGCAATAATGACGTGAGTCGGAACCGGCGCTACCAGCAGCTCTTCAATATTAC
-GCTGGAACTTGGCACCAAAAAATGATGACGCAACGTTGGCGTAGGCATTGGTGATCACCG
-ACATCATGATCAGCCCCGGTACGATGAACTGCATATAGCTGAAGCCATGCATATCGCCAA
-TACGCGAACCAATCAGGTTACCGAAGATAATAAAGTAAAGGGTCATGGTGATGACTGGCG
-GCACCAGCGTCTGCACCCAGATACGCATAAAGCGATGGATCTCTTTCGCCCAGATGCTTT
-TTAGCGCCACCCAGTAAAGATGCATCATGCGCGATCTCCTTGTTTTTCATTAACCAGTGA
-AACAAACAGCTCTTCCAGACGGTTAGCTTTGTTACGCATACTTAATACCTGAATGCCCTG
-CTCACTTAACTGCGTAAATACGCTGTTGATCCCCTGCTCACGCAGCACTTCAACTTCCAG
-CGTCGCGGTATCGACCAGTCGATACTGATAGCCATCGAGCTTCGGTAACGGGCTTTTCGG
-TGCGAGATCGAGAATAAAGGTTTCCGATTTCAGCTTCGCCAGCAGCGCCTTCATCGAGGT
-ATTTTCCACCAGCTCACCGTGTTGAATAATGCCGATATTGCGGCACAGCATTTCTGCTTC
-TTCCAGGTAGTGTGTGGTGAGAATGATGGTGGTGCCTTTGTCGTTTAAATCCTTCAAAAA
-GCCCCACATTGAGCGGCGAAGTTCAATATCCACGCCTGCGGTCGGTTCGTCGAGAATCAG
-TAGTTTAGGTTCATGCATTAACGCACGGGCAATCATTAAAACGCGCTTCATCCCGCCAGA
-TAACATACGCGCACGTTCGTTGCGTTTTCCCCATAGATCGAGTTGTTTAAGATACTTTTC
-GCTGCGGATGTACGCTTCTTTGCGCTCCACGCCGTAGTACCCTGCCTGATTCACCACAAT
-TTGCTGCACGGTTTCAAACGGGTTGAAGTTAAATTCCTGCGGCACCAGTCCCAACTGACG
-TTTAGCGTTCACGACATCCTTCTCGAGATCGTAACCAAATACGCTGACCCGCCCGGAGGT
-TTTATTTACCAGAGAGCTGATAATACCGATAGTGGTCGATTTCCCGGCCCCGTTCGGCCC
-GAGAAGCGCATAAAAATCACCCGCTTCGACCTGCAAATCTATCCCACGAAGCGCCTGAAC
-GCCGCCTGGATAGGTTTTTTTAAGCTGTTGAAGTTCCAGTGCAATGGTCATAAATTTTTT
-ACTTACCTTACGTTCTTACACTTTATCTGTGGTTTAAATCGTCCCGGAGTTGCCCTATAT
-TAGCCAAACGTAATTATTTGGTTACAGGTCGTTAACCTCCATGAAAGACATAGATACACT
-CATCAGCAACAATGCACTATGGTCAAAAATGCTGGTGGAAGAGGATCCCGGGTTTTTTGA
-GAAACTGGCACAAGCGCAAAAACCGCGCTTTCTATGGATTGGATGTTCCGACAGTCGCGT
-TCCTGCAGAACGTTTAACCGGTCTTGAGCCGGGCGAACTCTTTGTTCACCGTAATGTTGC
-TAACCTGGTCATTCACACTGACCTGAACTGCCTTTCCGTGGTTCAGTATGCAGTGGATGT
-ACTCGAAGTGAACACATTATTATCTGTGGCCACTACGGTTGCGGCGGCGTACAAGCCGCA
-GTTGAAAACCCGGAACTGGGGCTTATCAACAACTGGCTGCTGCATATCCGCGATATCTGG
-TTCAAACATAGCTCATTGCTCGGGGAAATGCCGCAAGAGCGCCGTCTGGATACCTTGTGT
-GAACTGAACGTCATGGAACAGGTGTATAACCTGGGCCACTCCACCATTATGCAATCAGCG
-TGGAAACGCGGGCAGAAAGTTACCATTCACGGCTGGGCCTACGGCATTCACGACGGCTTG
-CTGCGTGATCTGGATGTTACCGCCACCAACCGCGAACCCTTTGAGCAACGTTACCGTCAC
-GGGATTTCCAACCTCAAGCTGAAACACGCCAACCACAAATAAAAATGCCATGCCGGGATG
-CAACACATCCGGCAACTTCACACTTACTCGTCCAGCAGAATCACCTTTGCCGATATACGG
-CAGATGACGGTAACGCTGTGCGTAATCAATGCCGTAACCCACCACAAACTCATCCGGGAT
-CGAGAAACCGATAAATTTCTACCGGGACGTTCACTTCACGACGGGACGGTTTATCCAGCA
-GCGTACAAATCGCCAGCGACTTCGGTTCGCGCAGGCTTAAGATCTCACGCACTTTCGACA
-GTGTATTCCCCGAGTCGATGATATCTTCAACAATCAGCACGTCCTGGCCACGGATATCTT
-CATCCAGATCTTTGAGATTTTCACATCACGGGTGGTGGACATGCCGCTACCGTAGCTGGA
-GGGGGTCATAAAGTCGACTTCATGAGATACCTGAACTTCACGGCACAGGTCCGCCATAAA
-CATAAATGAGCCACGCAGCAGACCCACCAGCACCATATCGCTGCCGCTGTCTTTGTAACG
-CTCAGTAATCTGACGACCCAGTTCGGCGATACGCGCTTTAATCTCCGCTTCGGGGATCAT
-TACTTCTACAGTATGTTTCATATCTCTAACCATATGATTTAAAAACAAATCACTTCGCAC
-GGGCAGGTTTTGGCACCGCAACAAAGCGCAAGACACGCAGTATACCAGTAAAACTATTCA
-TTCGCGGAATCTGTTAATAAAGCTCGAATTGTGATGACGATCACACATGTTAAAACCTAT
-AATTAATTGCTACTAAAATATTAATGAATTGAAATGGTGTCTCTTTATGGCAATTAACAA
-TACAGGCTCGCGACGATTACTCGTCACGCTAACAGCCCTTTTTGCAGCGCTTTGCGGGCT
-GTATCTACTCATTGGCGGAGGCTGGCTGGTCGCGATTGGCGGCTCCTGGTACTACCCTAT
-CGCTGGCCTTGTGATGCTCGGCGTCGCCTGGATGCTGTGGCGCAGTAAACGCGCCGCGCT
-TTGGCTATACGAGCCCTGCTGCTCGGCACCATGATTTGGGGCGTCTGGGAAGTTGGTTTC
-GACTTCTGGGCGCTGACTCCGCGCAGCGACATTCTGGTCTTCTTCGGCATCTGGCTGATC
-CTGCCGTTTGTCTGGCGTCGCCTGGTCATTCCTGCCAGCGGCGCAGTTGCCGCACTGGTT
-GGTCGCACTGCTGATTAGCGGTGGTATCCTGACCGGGCCGGATTTAACGATCCGCAGGAG
-ATCAACGGCACCTTAAGCGCCGATGCCACACCTGCTGAAGCTATCTCCCCCGTAGCCGAT
-CAGGACTGGCCTGCCTATGGTCGTAATCAGGAAGGTCAACGCTTTTCGCCGCTGAAACAA
-ATTAACGCCGATAACGTCCATAATCTGAAAGAAGCCTGGGTGTTCCGTACTGGCGATGTG
-AAGCAGCCGAACGATCCGGGTGAAAATCACCAATGAAGTGACGCCGATTAAAGTGGGCGA
-CCCCCTTTACCTGTGTACCGCTCACCAGCGCCTGTTTGCGCTTGATGCCGCCAGCGGCAA
-AGAGAAATGGCATTACGATCCTGAGCTGAAAACCAACGAGTCTTTCCAGCACGTAACCTG
-CCGTGGTGTCTCTTATCATGAAGCCAAAGCAGAAACCGCTTCGCCGGAAGTGATGGCGGA
-TTGCCCGCGTCGTATCATTCTTCCGGTCAATGATGGTCGACTGATTGCGATTAACGCTGA
-AAACGGCAAACTGTGCGAAACCTTCGCCAATAAAAGGCGTGCTCAATCTGCAAAGCAATA
-TGCCAGACACCAAACCGGGTCTGTATGAACCGACTTCGCCACCGATTATCACCGATAAAA
-CCATCGTGATGGCCGGTTCAGTTACCGATAAACTTCTCAACCCGCGAAACGTCTGGCGTG
-ATCCGTGGTTTTGATGTCAACACCGGGGAGCTGCTGTGGGCTTTTGATCCCGGCGCGAAA
-GATCCGAACGCAATCCCGTCTGACGAACACACCTTTACCTTTAACTCGCCAAACTCCTGG
-GCACCACGGGCCTATGACGCGAAGCTGGATCTGGTCTATCTGCCGATGGGCGTGACCACG
-CCGGATATCTGGGGCGGTAACCGCACACCGGAACAGGAAGTTATGCCAGCTCGATTCTGG
-CGCTGAATGCCACTACCGGGAAACTGGCGTGGAGTCTACCAGACCGTTCACCACGACCTG
-TGGGACATGGATCTTCCGGCACAGCCGACGCTGGCGGACATCACCGTTAATGGTCAGAAA
-GTGCCAGTTATTTACGCTCCGGCGAAAACCGGCAACAATTTTTGTGCTCGATTCGTCTAA
-TGGCGAACTGGTGGTTCCGGCACCGGAAAAACCGGTTCCCCAAAGGTGCAGCGAAAGGCG
-ATTACGTAACCCCAACTCAACCGTTTTCTGAACTGAGCTTCCGTCCGACGAAAGATTTGA
-GCGGTGCGGATATGTGGGGAGCCACCATGTTTGACCAACTGGTGTGCCGCGTGATGTTCC
-ACCAGATGCGCTATGAAGGCATTTTCACCCCGCCCATCTGAACAGGGTACGCTGGTCTTC
-CCGGGTAACCTGGGGATGTTCGAATGGGGCGGGATTTTCGTTGATCCAAATCGTGAAGTG
-GCGATTGCCAACCCAAGGCACTGCCGTTTGTTTCGAAACTGATCCCGCGTGGTCCTGGCA
-ACCCGATGGAGCAGCCGAAAGATGCCAAAGGCACGGGTACGGAATCCGGCATTCAGCCAC
-AGTACGGTGTACCGTATGGTGTCACGCTCAACCCGTTCCTCTCACCATTTGGTCTGCCAT
-GTAAACAGCCAGCATGGGGTTATATCTCGGCGCTGGATCTAAAAACTAAGAAGTGGTGTG
-GAAGAAACGTATTGGTACGCCGCAGGACAGTATGCCGTTCCCGATGCCGGTTCCGGTGCC
-GTTCAATATGGGTATGCCGATGCTGGGCGGGCCAATCTCCACGGCGGGTAACGTGCTGTT
-TATCGCCGCTACGGCAGATAACTACCTGCGCGCTTACAACATGAGCAACGGTGAAAAACT
-GTGGCAGGGTCGTTTACCAGCGGGTGGTCAGGCTACGCCAATGACCTATGAAGTGAATGG
-TAAGCAGTATGTGGTGATCTCCGCAGGCGGTCACGGTTCATTTGGTACGAGATGGGCGAC
-TATATTGGTGGCTTATGCGCTGCCGGATGATGTGAAGTAAGACTTGCTCAGATTGCTGAC
-AACGTGCGCGTTGTTCATGCCGATGCGGCGTGAACGCCTTATCCAGCCTACAAAATTGTG
-CAAAATCAATGGATTGCACAGCTAGCGTAGGCCTGATAAGCGTAGCGCATCAGGCAGATT
-TGCGTTTGTCATCAGTTTAATGCCCGGAGAGATCCGGGCATATTTCCAAATACGGTCTTT
-TTATACCGTAAACCCTAACATCATCCCCGTATCTTCATGCTCCAGCAGATGGCAGTGCGC
-CATATAAGCATGTTCTTTCGGGTGCATCGTGATTAAACTTCACCAGCACTTCGCTGACAT
-TACCTTCTACCTTAACGGTATCTTTCCAGCCCGCGCGATGAGCCGCTGGCGGTTTGCCAT
-TTTCTGACAAGATACGGAACTGCGTGCCGTGGATATGGAACGGATGCAGCATCATGTCGC
-CCACGCCAGAGATAACCCAACGTTCGTATTGCCCTTTCGCCGCCGCAAACATCGGCTTGT
-TCATATCAAACGCCTGACCGTTGATTTTGTTGGCATGGTGGAAATCGAACTTCCCGCCGT
-GGTTCATATGATTCATATTGCCGTGCCCCATATGGCCCATCATCTGGCTGTGATCCATCC
-CGGCCATCGCCTGATCGCCATATTTCTCCATTAGCATCTGCATCCCCATCATATCGAGCA
-TCGGGTCCATAGAGAGTTGCACTTGCGTACCGTCAGCCCTTCCAGCGAAGGTAACGCAGG
-CAGGCTACTTAAATGTGTCTGGCAAAGCACCGGAGGCACTAATAGCAATCGGCTGAATCC
-GCATTACCGGATGAGGCTTATCAAACGGCGCAACGCCATCCCCATCTGGCTGACCGGCAG
-CGTCACCAGGTCAAAGGGGTTTGTTATCGTTAACCCTCCACCAGCACTTCAAAACGCTCG
-CCCATCAGCACCGGCAGTTCGCCTCACCTTCACTGGTTCAGGTAGCAGACCACCGTCGCT
-GGCAATCACATACAGCGGGCGATTGTCGCTGGTGGCGAAATTGAGCGAACGGGCATTACA
-GCCCATTGAGCAAACGCAGGCGCAGCCAACCACGCGGGGCAGCGTGTTGCGGGTAGATTG
-CACCGTTGGTCAGCAACGTATCCCCAAACCAGCCCACGGCGGCGGTCATCACATCCAGTT
-GATAATCAATCTGCCCGTCGGCGCTAAATTTCTTATCCTGAACGATCACCGGAACATCAT
-CGATACCCCACTGTTTTTGGGCAGCATTAATTTCAGGATCTCGTCATCTTCAATCAACCA
-CCCAGCCCAGCCAGCCCCATCGCCACCTGTCGCCCGGTTTTGCCGTGCTGATGCGGATGG
-AACCAGCAGGTAGCGGCAGGTTGATCAACGTTCAACGTCACCGAGCGCTTGCCACCTGGC
-GGAATAATTCCCTGCGGGCCGCCGTCGACTTCACCCGGTACTTCCAGCCCGTGCCAGTGC
-AACGTTGTCTCTTCCGTCAGTTGGTTGTAGATATCAACCGTTACCGCTTGCCGCGCTGTA
-ATTTTCACCGCCGGCCCCAGCAGATTGCCGTTATAGCCCCAGGTAGTTGCAGTTTTCCCG
-CCAAAGGTGGACTGGCCTGCGCCAATAGTTAACTGAATGCGATTACGGGCATCGGTCGTG
-AGCAAATCAGGGATCGGTAACGTTGGGCGTTCTGCCGCAAATACTGCGCGGCTCCACAGC
-GGCAAAGCCGAAGCCACACCCAGCGGGACGGAATATTTTAAGAAATCACGACGTTGCATA
-GTTATTTCCTTATTCTTAAGCAGGCGAAACAAAATCAAACGTTGAGCATAGTCCTTCCCC
-TTACGGGAAAGTCAAGCCGCAGACACAATTTAATCGACAATAATGGTCGTCGCCTCGCTC
-GCAGTGTGCTAACGTTTATCTTCTTTAAGCCCCTGGTAGAAGCAATGAAGACGTTTTTCC
-AGAACAGTGTTATTCGGCAGCCTGAGGCCGTCTGCGCAAACAGTTACGCGCTCAGCGAGT
-CTGAAGCCGAAGATATGGCCGATTTAACGGCAGTTTTTGTCTTTCTGAAGAACGATTGTG
-GTTACCAGAACTTACCTAACGGGCAAATTCGTCGCGCACTGGTCTTTTTCGCTCAGCAAA
-ACCAGTGGGACCTCAGTAATTACGACACCTTCGACATGAAAGCCCTCGGTGAAGACAGCT
-ACCGCGATCTCAGCGGCATTGGCATTCCCGTCGCTAAAAAATGCAAAGCCCTGGGCCCGC
-GATTCCTTAAGCCTGCTTGCCTACGTCAAATAATCCCTGATACCTTTTTTGTAGAAATTT
-TGACCGTGCATCCGCGGTCAATGTTAGCTATTATGTTGCGCCCTTTTTTTACGGGTGTTA
-ACAAAGGAGGTATCAACCCATGGCCGAAAAAAAACAGTGGCATGAAACGCTACACGACCA
-GTTTGGGCAGTACTTTGCCGGTAGATAACGTTCTGTATCATGAAAAGACCGATCACCAGG
-ATCTGATCATTTTTGAGAACGCTGCATTTTGGTGCGTAATGGCGCTGGATGGCGTAGTAC
-AAACCACCGAGCGCGACGAGTTTATCTATCATGAGATGATGACCCATGTTCCGCTACTGG
-CCCATGGTCACGCGAAACATGTGCTATTATCGGCGGCGGCGACGGTGCCATGCTGCGTGA
-AGTAACCCGACATAAAAACGTTGAGTCAATCACGATGGTGGAAATCGATGCGGGTGTCGT
-ATCGTTCTGCCGTCAGTATCTACCCAACCATAACGCCGGTAGCTACGACGATCCGCGCTT
-TAAGCTGGTGATCGACGATGGCGTCAATTTCGTTAATCAAACCAGCCAGACCTTTGATGT
-CATTATCTCCGACTGCACCGATCCTATCGGTCCCGGCGAAAGCCTTTTCACTTCGGCATT
-TTATGAAGGCTGCAAACGTTGCCTGAATCCTGGCGGTATCTTTTCGTCGCCACAAACGGC
-GTCTGCTTTTTACAGCAGGAAGAAGCCATCGACAGCCATCGCAAACTCAGCCATTACTTC
-AGCGACGTGGGCTTTTATCAGGCGGCGATCCCGACCTATTACGGCGGTATCATGACTTTT
-GCATGGGCGACAGATAACGACGCCTTACGCCATCTCTCAACCGAAATTATTCAGGCGCGT
-TTTCTCGCCTCTGGCCTGAAATGCCGTTATTACAATCCGGCAATCCATACGGCAGCTTTT
-GCCTTACCTCAGTATCTGCAAGACGCACTGGCTTCACAGCCGTCCTAAGGAGAAGATAAG
-AAATTGAAAAAACTGAAACTGCATGGCTTTAATAATCTGACCAAAAGTCTGAGTTTTTGT
-ATTTACGATATCTGCTACGCCAAAACTGCCGAAGAGCGCGACGGTTATATTGCTTATATC
-GATGAACTCTATAATGCCAACCGTCTGACCGAAATCCTGTCAGAAACCTGTTCCATTACG
-GGGCTAATATTCTTAACATCGCCCGCCAGGATTACGAACCACAGGGTGCCAGCGTCACTA
-TTCTGGTGAGTGAAGAACCGGTTGACCCCGAAACTCATCGACAAAACAGAACACCCCGGC
-CCACTGCCAGAAACGGTCGTTGCCCATCTTGATAAAAGTCATATTTGCGTACATACCTAC
-CCGGAAAAGCATCCTGAAGGCGGTTTATGTACCTTCCGCGCCGATATTGAAGTCTCTACC
-TGCGGCGTGATTTCTCCGCTGAAGGCGCTGAATTACCTGATCCACCAGCTTGAGTCCGAT
-ATCGTAACCATTGATTATCGCGTGCGCGGTTTTACCCGCGACATTAACGGTATGAAGCAC
-TTTATCGACCATGAGATTAATTCGATTCAGAACTTTATGTCTGACGATATGAAGGCGCTG
-TATGACATGGTGGATGTGAACGTCTATCAGGAAAATATCTTCCATACCAAGATGTTGCTT
-AAAGAGTTCGACCTTAAGCACTACATGTTCCACACAAACCGGAAGACTTAACCGACAGCG
-AGCGCCAGGAAATTACCGCTGCGCTGTGGAAAGAAATGCGCGAATTTATTACGGGCGCAA
-TATGCCAGCTGTTTAACGGCTCTGGCGGAGCTCCCAGGCTCCGCCAGATTTATTTACTTC
-TGCTGCACGAAATTGCGGTAAGCCGCCACGACCTGCAGAAAAACCTCAACCGCGCATAGC
-GACAGGCTTTCTTCGTCGTAGTAGTTCATCCCCTCTTCCATTTCATCGCCAGCGAATTCC
-AGTTGATTGGCGCGAACCATCACCTCTTCACCGTCCATCCACAGGGTGTATTCATGCCCT
-GCCCGTTGCCAGGACCGTCGCTACCTTTCAGTGCGTGCGCTGCTTGTTCCACTTCATCAA
-GCAAGGCCAGGTTTTCTTTCACCTCTTCATTAAACCAGTGCCCGACCACTTCATGCCCCA
-ATGGACATACGCACCTTTACCACTCCGGTAATATCGCGCAGAAATTCGTAATCCATAGTG
-TGTTCCTCTGCTCCCGGCAATGCACCGAAATCGCATTGCGCCATTGATGTAATTATCGCA
-GCCTTACCGGAGAAAAACAGCGGAACGGCGATGGTTTAGAAATAAAAAAATGCCCGGGAA
-TCTCATTCACCGGGCATTGTGTCGTTTATGCGCAGCGCGTGCGCTGACTTTTTAAACCGC
-AGTCTGGAAAATCACCCCATCGGCTTTCTCGGTGTACTGAGAAAGCTGGTTGAAGTTCAG
-ATAACGGTAAGTATCAACGGCTGTTTTATCTACCTGCGCCACGTAGGTCTGGTACTCTTC
-CGGCGTCGGCAGTTTGCCAATCAGCGCCGCAACAGCCGCCAGTTCCGCAGAAGCCAGGAA
-GACATTCGCGCCAGTACCCAGACGGTTCGGGAAGTTACGGGTAGAGGTGGAAACCACCGT
-TGCACCGTCCGCCACACGCGCCTGGTTACCCATACACAGGGAACAGCCAGGGATCTCGAT
-ACGCGCACCACTCTTACCGAAGACGCTGTAGTAGCCTTCTTCGGTCAACTGTGCGGCGTC
-CATACGGGTTGGCGGTGCCACCCACAGGCGGGTCGGCAACTGACCTTTATGCGCATCCAG
-CAGTTTACCCGCAGCACGGAAGTGACCGATGTTTGTCATGCAGGAACCGATAAACACTTC
-GTCGATCTTCTCACCCTGTACCGCAGACAGCGGACGCGCGTCATCCGGGTCGTTCGGAGC
-ACACAGGATTGGCTCTTTAATATCCGCCAGATCGATGTCGATCACTGCCGCGTATTCCGC
-ATCTGCATCGGCTTCCAGCAGCTCAGGATTCGCCAGCCATTTTTCCATGCCCTGAATACG
-ACGTTCCAGGGTACGACGATCGCCGTAACCTTCCGCGATCATCCACTTCAGCAGGACGAT
-GTTAGAGTTCAGGTATTCGATGATCGGTTCTTTGTTCAGCTTGATGGTACAACCAGCGGC
-AGAACGCTCGGCGGACGCATCGGTTAGCTCAAAGGCCCTGCTCAACTTTCAGATCCGGCA
-GACCTTCAATTTCCAGGATGCGGCCAGAGAAGATGTTTTTCTTGCCTTTCTTCTCAACGG
-TCAGCAGACCTTGTTTGATCGCATACAGCGGAATAGCGTGTACCAGATCGCGCAGGGTGA
-TGCCCGGCTGCATTTTTGCCTTTGAAGCGCACCAGAACGGATTCCGGCATATCAAGCGGC
-ATTACGCCAGTTGCGGCAGCAAACGCCACCAGACCAGAACCCGCCGGGAAAGAGATACCG
-ATCGGGAAACGGGTATGGGAGTCACCACCGGTACCGACGGTATCCGGCAGCAGCATACGG
-TTCAGCCAGGAGTGAATGACGCCGTCACCCGGACGCAGCGACACACCGCCACGGTTCATA
-ATGAAGTCCGGCAGCGTGTGGTGCGTGTTCACGTCAACTGGCTTCGGATACGCCGCGGTG
-TGGCAGAAAGACTGCATCACCAGGTCAGCCGAGAAGCCCAGGCACGCCAGGTCTTTCAGT
-TCATCACGGGTCATCGGGCCGGTGGTGTCCTGGGAACCTACAGAAGTCATTTTCGGTTCA
-CAGTACGCGCCCGGACGAATGCCTTTCACGCCACAGGCACGGCCTACCATTTTTTGCGCC
-CAGCGAGAAGCCGCGATCGCTCTCAGCGACATCTTTCGCCTGACGGAACACATCACTGTG
-CGGCAGACCAAGTGCTTCACGCGCTTTGGTGGTCAGGCCACGCCCGATAATCAGCGGAAT
-ACGGCCACCAGCACGCACTTCATCAATCAGCACGTCGGTTTTCAGTTCGAAGGTCGCCAG
-CAGTTCGCCGGTTTCGTGGTTACGCACTTCACCTTTGTACGGGTAAACGTCAATCACGTC
-GCCCATGTTCAGGTTAGAGACGTCGACTTCGATTGGCAGTGCACCCGCGTCTTCCATCGT
-GTTAAAGAAGATGGGTGCAATTTTACCGCCGAGGCACAAACCACCGCCGCGTTTGTTCGG
-CACATGTGGAATATCATCGCCCATAAACCACAGAACGGAGTTAGTGGCGGATTTACCCGA
-AGACCCCGTACCCACAAACGTCACCGACGTACGCCAGCGGGAAACCTTTCTGTTGCAGAG
-CTTCGATTTGCTTGATCGGACCAACAAACACCAGGCTGGTCTGGCTCAATACCTTCACGG
-GCGTTTTTCAGCATCGCCAGCGCGTGCAGTGGGATATCCGGGCGTGACCACGCATCCGGT
-GCCGGAGAAAGGTCATCGGTGTTAGTTTCGCCAGTGACTTTGAAGACAGTAACGGTCAGT
-TTTTCAGCCAGCGCCGGGCGATTCAGGAACCATTCGGCATCCGCCCAGGACTGCATAACC
-TGCTTCGCATATTCGTTGCCTGCTTTCGCTTTCTCTTCTACGTCATAGAAGTTATCGAAC
-ATCAGCAGCGTGTGAGAAAGTGCTTTGCCAGCAATAAGGTGCCAGTTTGGCATCATCCAG
-CGCGTCGATCAGCGGATGAATGTTGTAACCACCCTGCATGGTGCCCAGCAGTTCGATGGC
-TTTTTCCGGAGTCAGCAGAGGGGATTTGGCTTCGCCTTTCGCGATAGCAGCCAGGAAGCC
-TGCTTTGACATAGGCGGCTTCATCGACGCCTGGGGGAACACGGTTGGTTAACAGATCTAA
-CAGGAATTCTTCTTCGCCCGCGGGCGGGTTTTTCAGCAGCTCTACAAGTGCGGCCATTTG
-GTTTGCATCCAGGGGTTTGGGCGCAATCCCCTCAGCGGCACGCTCAGCTACGTGGTTACG
-GTATTCTTCTAGCACGACGGTTCTCCTCGCTCTCATTGTCATAGTGCGGCAGGCGATTCT
-CTTCACGCTCCTGTGAGACAGCAGTTTGTAGGGTAAATGCCCAGTACCGCAACGGGCAGA
-ATAGCAGGATTTTGACGAGGTGTTAATCTGTTTACAAAAAAGCAACATAAAAAAGTGGCT
-GAATCGTTAAGGATGGTCTAGAGATTGTTTCCCTCCGTAAAAACTTCGTTAATTCGCATG
-GTGATAATCACCTTTCTCAACGAATCCCAAGATTAGTCAAAATTTAAACTACCGCCTCTT
-TTATACTCGGATTTCACAGCACCTGCCGGGTGGCAGTTCGCCGACCATTGCGATTTCCTT
-GAGATCCGAATTATGAAAATGACTTTGCCGTTTAAACCCCATGTGCTGGCGCTAATTTGC
-AGTGCCGGGCTTTGTGCCGCCTCTACCGGGCTATATATAAAAAGCCGCACAGTGGAAGCG
-CCTGTGGAACCGCCAATCGACACAACTGGCTGTGTCTGACGCTGCCGCGGGTTACGTTTC
-CTGCAACGGTTTCCGCACCTCCCGTAACACCCCCCGTCGTCAAATCCGCATTCAGCACTG
-CACAAATAGATCAATGGGTCGCGCCCGTCGCGCTGTATCCCGACGCCCTACTTTCGCAGG
-GGCTGATGGCATCAAACCTATCCGACAAACGGTTGCCTAAGCAGTGCAATGGTCGCACGA
-TAATCCACTTAAACAAGGCGATGCTGCTATTCAGGCGGTATCTGACCAGCCGTGGGACGC
-CAGCGTTAAATCACTGGTGGCCTTTCCACAATTGATGGCATTGATGGGCGAAAACCCGCA
-ATGGGTGCAAAACCTGGGCGATGCTTTTCTGGCCCAGCCGCAGGACGTGATGGACTCGGT
-ACAGCGATTGCGGCAACTGGCGCAACAAACCGGCTCGCTGAAGTCATCAACCGAACAGAA
-AGTTATTACCACAACGAAGAAAGCTGTACCGGTAAAACAGACAGTCACGGCACCCGTCAT
-ACCATCCAATACAGTTTTAACTGCCAACCCCGTCATTACAGAGCCGGCAACAACCGTCAT
-TTCCATTGAGCCCGCCAATCCTGATGTGGTCTATATTCCCAACTACAACCCAACCGTGGT
-TTACGGGAACTGGGCCAATACTGCGTATCCGCCGGTTTATCTGCCACCACCAGCCGGAGA
-ACCGTTTTGTTGACAGCTTTGTACGCGGATTCGGCTATAGCATGGGCGTTGCTACCACGT
-ACGCACTATTCAGCAGCATCGACTGGGACGACGACGATCATGACCATCATCATCATGACA
-ATGATGATTATCATCACCACGATGGCGGTCATCGTGACGGTAATGGCTGGCAACACAACG
-GCGACAACATCAATATCGACGTCAACAATTTCAACCGTATCACCGGTGAGCATCTTACTG
-ATAAGAATATGGCATGGCGGCACAATCCAAACTACCGTAATGGTGTGCCCTATCATGATC
-AGGATATGGCAAAGCGGTTTCATCAAACCGATGTCAACGGCGGAATGAGCGCCACGCAAT
-TACCTGCCCCAACGCGCGACAGCCAGCGTCAGGCGGCAGCAAATCAGTTTCAGCAACGAA
-CACACGCCGCACCAGTCATTACACGAGATACCCAACGTCAGGCAGCGGCACAGCGGTTTA
-ATGAAGCTGAACACTATGGGAGCTATGACGACTTCCACGACTTCAGCCGTCGCCAACCAC
-TGACCCAGCAACAAAAGGACGCCGCTCGTCAGCGTTATCAGTCCGCCTCGCCTGAGCAGC
-GCCAGGCAGTTCGCGAGAGAATGCAGACTAAACCCGAAGATCCAGCAGCGAAGAGAGGCA
-GCGCGTGAGCGCATTCAGTCCGCCTCGCCTGAGCAGCGCCAGGCGGTTCGCGAGAAAATG
-CAGACTAACCCGCAGAACCAGCAGCGAAGAGACGCAGCGCGTGAGCGTATTCAGTCCGCA
-ATCACCAGAGCAGCGCCAGGTGTTTAAGGAAAAAGTACAGCAGCGCCCACTGAATCAACA
-GCAACGTGATAACGCCCGCCAGCGTGTTCAATCGGCATCACCTGAACAACGTCAGGTTTT
-TCGGGAGAAAGTTCAGGAGAGCCGCCCACAACGGTTAAACGACAGTAACCATACTGTCAG
-GCTGAATAACGAGCAACGGTCAGCAGTATGCGAACGTCTCTCTGAACGTGGAGCAAGAAG
-ACTGGAAAGGTAAATTGCAGACGTAAAAAAAGCGGCGTGGTTAGCCCCTTTTTTAATTGC
-CGGATGTTCCGGCAAACGAAAAATTACTTCTTCTTCGCTTTCGGGTTCGGCAGGTCGGTA
-ATGCTACCTTCGAACACTTCTGCCGCCAGGCCCACAGACTCGTGCAGAGTCGGGTGCGCG
-TGGATGGTCAGTGCGATGTCTTCAGCATCACAACCCATTTCGATTGCCAGGCCGATTTCA
-CCCAGCAGCTCGCCGCCGTTAGTACCGACAATCGCACCACCGAACACACGGTGAGATTCT
-TTGTCGAAAATCAGCTTGGTCATACCGTCTGCGCAGTCGGAAGCGATAGCACGACCAGAA
-GCAGCCCACGGGAAGGTGGCGGTTTCATAGCTGATGCCTTTCTCTTTCGCTTCTTTCTCA
-GTCAGACCCACCCATGCAACTTCTGGTTCGGTATAGGCGATGGACGGGATAACTTTCGGA
-TCGAAGTAGTGTTTCTTACCGGCGATAACTTCAGCGGCAACGTGACCTTCGTGAACACCT
-TTGTGTGCCAGCATCGGTTGACCGACGATATCGCCGATAGCAAAGATGTGCGGTACGTTG
-GTACGCAGCTTTTTGTCAACGCGGATGAAACCACGGTCGTCAACTTCCACGCCTGCTTTG
-CCTGCGTCGAGGTTTTTAACCGTTCGGCACACGACCAATCGCTACCAGCACGGCGTCGTA
-ACGCTGCGGTTCAGCGGGTGCTTTTTTGCCTTCCATCGTCACATAAATGCCGTCTTCTTT
-CGCTTCAACGGCGGTAACTTTGGTTTCCAGCATCAGGTTGAATTTCTTGCTGATACGCTT
-GGTGAAGACTTTAACGATGTCTTTGTCAGCTGCCGGGATAACCTGGTCGAACATTTCAAC
-CACGTCAATCTGTGAACCCAGCGCGTGGTAAACGGTGCCCATTTCCAGACCGATGATACC
-GCCACCCATTACCAGCAGGCGTTCTGGTACTTCTTTCAGTTCCAGCGCGTCAGTGGAGTC
-CCAGATACGCGGATCTTCATGCGGAATAAACGGCAGTTGGATCGGGCGAGAACCCGCTGC
-AATGATCGCGTTGTCGAAGTTGATCACGGTTTTGCCGTTCTCACCTTCAACTTCCAGGGT
-GTTAGCCCCGGTGAATTTACCCAGACCGTTGACCACTTTGAACTTTGCGGCCTTTCGCCA
-TACCAGCCAGACCACCGGTCAGCTGATTGATCACTTTCTCTTTCCAGGTACGAATCTTGT
-CGATATCGGTTTTCGGTTCGCCGAAGACGATACCGTGTTCAGCCAGCGCTTTGGCTTCTT
-CGATAACTTTTGCTACGTGCAGCAGTGCTTTAGAAGGGATACAGCCGACGTTCAGGCAAA
-CACCGCCAAGGGTGTTGTAACGTTCTACGATTACGGTTTCCAGACCTAAATCAGCGCAAC
-GGAAGGCAGCGGAGTAACCTGCGGGGCCTGCCCCAAGTACCACGACCTTGAGTTTTGATT
-TCAGTACTCATCATGACCTCTATATATTTATCTCCGGCGGTCATACCCGTCGTCTTTCAG
-GCCGCAGCGGCGTTAGCTTCACGCCCTCACCCCCAGTCACTTACTTATGTAAGCTCCTGG
-GGATTCTGGCGCTTGCTACCTTGCTGCACCCAGAAATCCATAGGTAATGTGAAGTAATAC
-CCTAACCACCACCGGGTCGTTCTATCCGTCGGTATTTTACAAAATTGTTAACAATTTTTA
-AACAACAAACGGCAACCGATTTGTCTATTCGCTAATAACCTCAATACATTCATGAGATTA
-CCAGAAAAAAGCCGGCCGTTGGGCCGGCTCTTTTACTTACATCACCAGACGGCGAATGTC
-AGACAGCGTGTTGTTAATGATGGTAATGAAACGGGCACCATCAGCACCGTCGATCACGCG
-GTGGTCGAAGGAGAGAGAAATCGGCAAGCATCAGACGCGGCACGAACTCTTTACCATTCC
-ACACCGGCTCCATCGCGGACTTGGAAACGCCGAGGATAGCCACTTCCGGCGCGTTCACAA
-TCGGCGCGAAGTGGGTAGTACCCAGGCCGCCGATGCTGGAGATGGTGAAGCAACCGCCCT
-GCATTTCGCCCGCAGTCAGCTTACCGTCACGCGCTTTCTTAGAAATAGTCATCAGCTCGC
-GAGACAGCTCGATGATGCCTTTCTTGTTGACGTCTTTGAATACCGGAACAACCAGACCGT
-TCGGGGTATCCACCGCCACACCGATGTTGATGTATTTCTTCAGGGTCAGACGCTTGACCG
-TCTTCCGACAGCGAACTATTGAAGCGAGGCATCTGCTCAAGAGCTGCAGCAACGGCTTTC
-ATGATGAAGACAACCGGGGTGATCTTCACATCCAGCTTACGTTTCGCCGCTTCTTCGTTC
-TGCTGTTTACGGAACGCTTCCAACTCGGTGATATCGGTTTTGTCGAAGTGAGTAACATGC
-GGGATCATTACCCAGTTACGGCTCAGGTTCGCACCAGAGATTTTCTGGATGCGGCCCAGT
-TCCACTTCTTCGATTTCACCAAACTTGCTGAAGTCCACCTTCGGCCACGGCAGCATGCCA
-GGGATACCACCGCCAGTCGCTGCCGGAGCTGCTTCTGCACGTTTGATAGCTTCTTTCACG
-TAAGCCTGAACGTCTTCGCGCAGGATACGACCTTTACGGCCAGTGCCCTTCACTTTCGCA
-AGGTTAACACCAAACTCGCGTGCCAGACGGCGGATCAGCGGGGTCGCGTGAACATAAGCG
-TCGTTTTCAGCAAATTCAGATTTGCCTTCCGCTTTCGCAGCTGGTGCTGCTGCCGGGGCT
-TCAGCTTTTGCTGCCGGTGCCGGCGCTGCCGCTTCCTGTTTCGCAGGAGCTGCCGCAGGC
-GCTGCGCCTTCAACTTCGAAGATCATAATCAGCGAGCCAGTTTTCACTTTATCGCCAACG
-TTGACTTTCAGTTCCTTCACGACGCCTGCAAACGGCGCCGGAACTTCCATAGAAGCTTTG
-TCGCCTTCTACGGTGATCAGTGACTGTTCAGCGGCAACTTTGTCGCCCACTTTCACCATC
-ACTTCAGTCACTTCAACTTCGTCACCGCCGATATCCGGAACGTTAACTTCTTTCACGCCA
-GCCGCTGGTGCAGGGCCGCTGCCGGAGCTGCTTCCTGTTTAGCGGCCGGAGCTGCCGCGC
-CTGCTTCACCCGCGACTTCGAAGACCATAATCAGCGAGCCGGTAGACACTTTGTCACCCA
-CGTTCACTTTGATCTCTTTCACGGTGCCAGCAAACGGAGCCGGAACTTCCATAGAAGCCT
-TGTCGCCTTCTACGGTGATCAGCGACTGTTCAGCTTCAACTTTATCCCCAACTTTCACCA
-GGATTTCGGTCACTTCAACTTCGTCGCTGCCGATATCCGGAACGTTAACGTCTTTTGCCG
-CCGCAGCCGCTGGTGCTGCTGCCGGAGCTGCTTCTTTCTTCTCTTCTGCCTGAGCAGGTG
-CAGCGTCTGCTGCACCGTCGGCGGAATCGAAAATCATAATCAGTGCGCCGGTCTGGGTTT
-TATCGCCAACAGAGACTTTGATCTCTTTAACGATACCCGCCTGCGGAGACGGAACTTCCA
-TAGAGGCTTTGTCGCCTTCTACGGTGATCAGCGACTGTTCGGCTTCAACTTTGTCCCCAC
-TTTGACCAGGATCTCGGTGATTTCAACTTCATCAGCCCCGATGTCCGGTACTTTGATTTC
-GATAGCCATTATTCTTTTACCTCTTACGCCAGACGCGGGTTAACTTTATCTGCATCGATG
-TTGAATTTGGGCATTGCGTCAGCAACCACTTTCTTATCGATTTCGCCACGTTTAGCCAGT
-TCGCCCAGCGCCGCAACCACGACATAAGAAGCATCAACTTCGAAGTGGTGACGCAGGTTC
-TCACGGCTGTCGGAACAACCGAAGCCATCAGTACCCAGTACGCGGTAGTCGTCAGCCGGT
-ACGTAAGTACGGACCTGCTCAGCGAACAGTTTCATATAGTCGGTAGATGCCACTGCCGGA
-GCGTCGTTCATCACCTGAGCGATATACGGAACGCGCGGAGTTTCCAGCGGGTGCAGCATG
-TTCCAGCGTTCACAATCCTGACCATCACGCGCCAGCTCGGTGAAGGAGGTCACGCTAAAA
-CGTCAGAACCTACGCCGTAATCTTTCGCCAGGATCTCAGCTGCTTCACGGACGTGACGCA
-GGATAGAACCGGAGCCGAGCAGCTGAACTTTACCTTTGCTACCTTCAATAGTTTCGAGTT
-TGTAGATACCTTTACGGATACCTTCCTCAGCACCTTCCGGCATTGCCGGCATGTGGTAGT
-TTTCGTTCAGCGTAGTGATGTAGTATAAAACGTTCTCTTGTTTTTCACCGTACATACGCT
-CCAGACCGTCATGCATGATGACAGCAACTTCGTAAGCGTAAGCCGGGTCGTAAGAGATAC
-AGTTCGGGATAGTCAGCGACTGAATGTGGCTGTGACCATCTTCGTGCTGCAGACCTTCGC
-CGTTCAGGGTGGTACGACCGGAAGTACCGCCGATCAGGAAGCCACGCGCTTGCTGGTCGC
-CAGCCGCCCAGCACAGATCGCCAATACGCTGGAAGCCGAACATCGAGTAATAGATGTAGA
-ACGGGATCATCGGCAGATTGTTGGTGCTGTAAGAGGTCGCCGCTGCCAGCCAGGAACAAC
-CTGCGCCCAGCTCGTTGATCCCTTCCTGCAGAATCTGACCTTTCTCGTCTTCTTTATAGT
-AAGCAACCTGCTCGCGGTCCTGCGGGGTGTACTGCTGACCGTCGGGCTGTAAATACCAAT
-CTGACGGAACAGACCTTCCATACCGAAAGTACGCGCTTCGTCGGCGATGATCGGTACCAG
-ACGATCTTTGATCGACTTGTTCTTCAGCATCACGTTCAGAGCACGAACGAAAGCGATAGT
-GGTAGAGATCTCTTTGCTCTGCTCTTCCAACAGCGCGCCGAAGTCTTGCAGGCTCGGCAG
-CTCAAGCTTCTCGGTGAATTCGGCTGACGGCTTGGCAGATAACCGTGCAGTTTCTGACGC
-TGAGCGTGCAGATAGGTATGCTCTTCAGAACCTTCCGGGAAGGTGATGTACGGCAGTTTT
-TCGATATCTGCATCAGACACCGGCACATTGAAACGGTCGCGGATATGACGCACACCGTCC
-ATGTTCATTTTCTTAACCTGGTGCGCGATGTTTTTACCTTCAGCCGCGTCGCCCATGCCG
-TAACCTTTAATGGTATGAGCAAGGATTACTGTCGCTTTGCCTTTGGTTTCCTGCGCTTTC
-TTGAATGCAGCGGTAGATTTTCTTCGGATCGTGACCACCACGGTTCAGTGCCCAGATCTG
-CTCGTCAGTCCAGTCTGCAACCAGTGCTGCGGTTTCAGGATATTTACCGAAGAAGTGTTC
-ACGAACGTAGGCACCATCTTTCGATTTGAAGGTCTGGTAGTCGCCGTCAACGGTTTCGTT
-CATCAGCTGGATCAGTTACCGCTGGTATCCTTACGCAGCAGTTCATCCCAACGGCTACCC
-CACATCACTTTGATCACGTTCCAGCCAGCACCTTCGAAGATGCCTTCCAGTTCGTTGATG
-ATCTTGCCGTTACCGGTGACCGGGCCGTCAAGACGCTGCAGGTTACAGTTGATAACGAAG
-ACCAGGTTATCCAGTTTTTCACGGGTAGCGATGGTGATCGCACCTTTGGATTCCGGTTCG
-TCCATTTCACCGTCACCGAGGAACGCGTAAACGGTTTGTTTAGAGGTATCTTTCAGGCCA
-CGGTGTTCCAGATATTTCAGGAATTTAGCCTGGTAAATAGCACCAATCGGACCCAGACCC
-ATAGATACGGTCGGGAACTGCCAGAATTCCGGCATCAGTTTCGGGTGCGGATAGGAAGAG
-AGGCCATTGCCGTGAACTTCCTGACGGAAGTTATCCAGCTGCTCCTGAGTCAGACGACCT
-TCCAGGAAAGCACGAGCGTACACCCCCGGGGGAGATGTGGCCCTGGAAGTAAACCAGGTC
-GCCGCCATCCTGCTCGTTGCGTGCACGGAAGAAGTGGTTAAAACACACATCATAAATGGT
-TGCGGAAGACTGGAAGGACGCCATATGGCCGCCCAGTTCGAGGTCTTTTTTCGACGCACG
-CAGCACCGTCATGATGGCGTTCCAGCGGATAGCTGAACGAATACGGCGTTCCAGTTCCAG
-ATTACCCGGATACTCCGGGTTGTTCTTCAACGGGGATGGTGTTGATGTAGTTGCTGATAC
-CTGTGCCTGCGGCTACGTTTACACCGCCTTTGCCGGGCTTCAGCAAGCAGTTGGTCGATC
-AGATACTGAGCACGCTCAACACCTTCTTCACGGATGACCGATTCGATCGCCTGGAGCCAG
-TCGCGAGTTTCGATCGGATCCACGTCATTTGGGAAACGTTCTGACATGGGTTATTCCTTA
-TCTATCTAATAACGTTGAGTTTTCTGGAACCTGTCCCATTGAACTCTCGCCGGAAAGCTC
-AATAAGACAGTTCTACGTTTAGTTGCCGCGCTTTTATATGCGCTTGATTTACAACATCTT
-CTGGATAATTTTTACCAGAAAAAAATCACTAATTCTTTCGTTGCTCCAGACGACGCAGAG
-AACGCTCACGGCGGCTCTCTTCACGACTTCTGTCGAGCAAAATTTCCTTCGATAAAGGCC
-AGATGGCGATGCGATGCTTCGCGCGCTTCTTCCGGCTTACCGGCCATAATCGCTTCAAAT
-ATGCGGGTGCGGTGACTACTCACCAGCGGCAGCATCTCGCGACGCGAATAGAGCAATTCG
-AAGTTTGGGCGGACATTCTGGGCCAACATCGGGCGCTCCATACACCTTAGCAGATGAAGC
-AGAACCACATTGTGGGCCGCTTCGGTGACGGCAATCTGATACTGGAGTACGGCGTTTGAT
-TCCGCGTCCAGATCGCCAGACTGCTGCGCCAGCTCTATGGCGTGGTGGAGTTCACGGATG
-CGTTCCTTGTCTTCATCGGGACTACGCAGCGCGGCGGTAATAAGCGGCGATACCTTCCAG
-GGCGTGTCGTGTTTCGAGCAAGTCATACTGTGACTCAGGATGGTCGGAGAGCAGCTCCAC
-CAGCGGATCGCTGAAGCTTTGCCATAGGCTGCTCTGGACAAAAGTGCCGCCACCCTGGCG
-ACGAAGCAACAAGCCCTTCGCTTCGAGACGTTGAATCGCCTCACGCAAGGAGGGACGGGA
-GACGTCAAACTGTTTTGCCAGTTCGCGTTCCGGTGGGAGTTTTTCGCCCGGGCGGAGAGT
-GCCTTCGAGGATCAAAAACTCCAGTTGCTGCTCAATCACATCGGAGAAGTTTTTGGTTGG
-CGGATTTTGCTGTAGGCCATGAGTTCCTGTCTTAAGCCACTTGCCGAAGTCAATTGGTCT
-TACCAATTTCATGTCTGTGACGCTAAAGTAACAAAGTATTCACCTTATGTCCATACAGGT
-TTTGATTGAAATCATGAAAACTGTGCACATTTTAACAACTTGACATATATAACGTTTCAA
-AGTTGTAACTATGCACAAATGTAGACTTTACGTAGGAAAGGAGTTTTTTAACGATTATTA
-AACTATAAAAATCCGAATTGAACCGATTCACTTACCCATTTTGTGATTTTTAATTCAATT
-AAAACGAATTTAAATTCATTCTACATATTGAGAGGGGTTGAGGCTGAGCTTTACAAACGG
-TTTTTCTTTTTAAGCAACTCATCTTCAACCATGCATAAAGCGGGTGCATTCGCTGCCGCA
-TACCATTATTCTTGATCTGACGGAAGTCTTTTTGTAACAATTCAAACTTCTTTGATGTAA
-ACCAAATTAATACAACAAACGGAATTGCAAACTTACACACGCATCACTGCGTAGATCAAA
-AAAACAACCACCGCACGAGGTTTCATGATGGAAGGTCAACAGCACGGCGAGCAGCTAAAG
-CGCGGCCTTAAAAAACCGCCATATTCAGCTTATCGCGCTGGGTGGCGCGATAGGGACCGG
-GTTTATCCTGGGTAGCGCCTCCGTAATACAGTCCGCAGGGCCAGGGATTATCCTGGGTTA
-CGCCATTGCTGGTTTTATCGCCTTTCTGATCATGCGTCAGCTGGGTGAAATGGTGGTCGA
-AGAACCTGTCGCAGGCTCCTTTAGCCACTTTGCTTATAAATACTGGGGCAGTTTTGCCGG
-TTTCGCCTCTGGCTGGAACTACTGGGTACTGTACGTTTTAGTTGCCATGGCTGAGCTGAC
-TGCCGTGGGTAAATACATTCAGTTCTGGTATCCGGAAATCCCCACCTGGGTTTCTGCCGC
-CGTATTCTTTGTGGTGATTAACGCCATCAACCTGACCAACGTTAAAGTGTTTGGCGAGAT
-GGAGTTCTGGTTTGCCATTATCAAAGTTATCGCGGTGGTAGCGATGATCATCTTCGGCGG
-CTGGCTGCTATTCAGTGGCAAACGGCGGCCCGCAGGCGACCGTTAGCAACCTGTGGGATC
-AGGGTGGTTTCCTGCCGCACGGCTTCACCGGGCTGGTGATGATGATGGCGATTATCATGT
-TCTCGTTCGGTGGTCTGGAACTGGTGGGGATCACCGCAGCAGAAGCTGATAACCCGGACC
-AAAGTATACCGAAAGCAACTAACCAGGTTATCTACCGCATCCTGATTTTCTATATTGGTT
-CGTTAGCCGTTCTGCTCTCACTGATGCCGTGGACCCGCGTTACCGCCGATACCAGTCCGT
-TTGTGCTGATCTTCCACGAGTTAGGCGATACCTTTGTGGCGAATGCGCTGAACATCGTGG
-TACTGACTGCGGCGCTCTCCGTGTACAACAGCTGCGTATATTGCAACAGCCGTATGCTGT
-TTGGTCTGGCACAACAGGGTAATGCGCCAAAAGCGCTGGCGTCTGTCGATAAACGTGGTG
-TACCAGTAAATACCATTCTGGTTGTCTGCACTGGTAACGGCGTTGTGCGTACTGATTAAC
-TACCTTGCCCCAGAGTCCGCTTTCGGACTGTTAATGGCGCTGGTGGTATCTGCACTGGTA
-ATCAACTGGGCGATGATTAGCCTGGCGCATATGAAATTCCGTCGCGCCAAGCAGGAACAA
-GGCGTGGTAACTCGCTTCCCTGCTCTGCTTTATCCGCTGGGTAACTGGATCTGCCTGCTG
-TTTATGGCGGCGGTACTGGTGATTATGCTGATGACCCCAGGAATGGCGATTTCGGTATAC
-CTGATCCCGGTATGGCTGATCGTGTTAGGTATCGGCTATCTGTTTAAAGAGAAAACCGCC
-AAAGCCGTAAAAGCGCATTAATCTCTCTACGCCCTCACCCGTACAGGGTGAGGGCAATAA
-TCTTTACACCAACGCCCCGTAAATCGTCAGTAGTGCAATCACCACCACGACCACGAACGA
-GGTTTTCTTCGCCATTGAAACCGCTGCCTTCGGCGTCTCCACCTTATCGACATGCGGTTC
-ACGCGCCAGAGAGAACTGCGCCAGACGCGTTAACACCTGAAACTGCGAAGTATGGAAATC
-ACCCAGCGAAGCAAACCAGGCCGGTAACGCTTTCTCACCATGACCGATCAAGGCATATAC
-CACACCCGCAAGACGAACCGGCACCCAATCCAGTACATGAAGCACGGCATCAATGCCGGA
-CTGTAAACCGATGATGGCGCGTCTGATATCGCGCCAGCCAGTATTGCCATGCACGCAAAA
-ACGCATACCCCATCAGCGTAACGGGTCCCCAGGTTCCCCCCCACAATCAGCCAGAACAGC
-GGTGCAAGATTAAAACGAAAGTTAATTCCACAGCAATGCATTTTGCAGCTCACGCAAATA
-CTCACGTTCGTCGCAGCCTGCCGGGACGCCGTGAATCATGGTGAGTTCGCCAGCCATCGT
-GGCACGGGCATGGCTATCATTACGTGAAGCAGCTGTCAGATAAGCATGATAATGAAGACG
-AACTTTACCTGCGCCAATACACAGCAAACCAATCAGCAGCCACACCAGTAGCGTGGGAAC
-GTTGAACAATACTCCCTGCAATGCGCGTAACAGTAAAAAAGTCACGCCCATCGCAATAAT
-GGTCATGCCTAACGTGCGCCCGAGAGAAAAATGTTTCACCCGCCGAAAGAACGCTTCAAG
-ACGATGATCAAGCTGCCAGTGCTCGCCCAACTTAAACAGGCGCTCGAAAATTAACACCAG
-TAAGGTTGTAAATAGCGTCATGTTGTCTCCTTGCTGACCAGCACACGAAACCGTGCCCAA
-TCAAATGCAGGACCGGGATCGGTTTTCCGATCCGGCGCAATATCACAATGGCCCGTCATG
-TTTTTAGCGATATCCGGATAGCAATCAATCAGTGCCCGCGTAACCGCCGCAACTGTTGAT
-ACTGCGCATCGGTATACGCCAGCGTATCGGTGCCTTCAAGCTCAATCCCAATAGAAAAAT
-CATTGCAGCGTTCGCGCCCCTGATACTGAGAGACTCCCGCATGCCATGCACGTTTATCGA
-AAGGAACATACTGGACTATTTCACCATCACGGCGAATCAAACAGTGAGCGGAGAGCGCAA
-ATGGGCGATCTCAGCAAAGAAAGGATGTGCCTGCGGATCAATAGTTCCAGTGAATAATGC
-GTCGATCCACGGACCCGCAAACTCGCCTGGCGGCAGGCTAATATTGTGCACCACCAGCAG
-GGTGGGTGTTTCGTCATCCGGGCGGCAATCGTAATGTGGTGAGGGAACGCGGCGCGCGCC
-AACCAGCCACCCCTGTTCTAACAACATGCAGGATCTCCTTATATGTGGTGCTAATACCCG
-GTTCAGAGTAGCATGTTTCTACCTTATGATTCGTTAGCTATCTGGAGTTTTAACATGCCG
-CCTCGCCGCTATAACCCTGACACCCGACGTGACGAGCTGCTGGAACGCATTAATCTCGAT
-ATCCCGGCGCGGTGGCCCAGGCGCTGCGGGAAGATTTAGGCGGAACAGTCGATGCCAACA
-ATGATATTACGGCAAAACTTTTACCGGAAAATTCTCGCTCTCATGCCACGGTGATCACCC
-GCGAGAATGGCGTCTTTTGCGGCAAACGCTGGGTTGAAGAGGTGTTTATTCAACTGGCAG
-GCGACGATGTCACCATAATCTGGCATGTGGATGACGGCGATGTCATCAATGCCAATCAAT
-CCTTGTTCGAACTTGAAGGCCCATCCCGCGTGCTGTTAACGGGCGAACGCACTGCGCTTA
-ATTTTGTGCAAACCCTTTCAGGAGTTGCCAGTAAGGTACGCCACTATGTCGAATTGCTGG
-AAGGCACCAACACGCAGTTGTTGGATACGCGCAAACCTTACCCGGCCTGCGTTCAGCTCT
-GAAATACGCGGTACTTTGCGGCGGCGGAGCGAATCACCGTCTGGGGCTTTCTGATGCCTT
-CCTGATCAAAGAAAACCATATTATTGCCTCCGGCTCAGTGCGCCAGGCGGTCGAAAAAGC
-GTCCTGGCTGCACCCGGATGCGCCAGTTAAAGTCGAAGTAGAGAATCTGGAAGAACTTGA
-TGAAGCCCTGAAAGCAGGAGCCGATATCATCATGCTGGATAACTTCGAAACAGAACAGAT
-GCGCGAAGCCGTCAAACGCACCAAGGGCAAGGCGCTACTGGAAGTGTCTGGCAACGTCAC
-TGACAAAACACTGCGTGAATTTGCCGAAACGGGCGTGGACTTTATCTCCGTCGGTGCGCT
-AACTAAACACGTACAAGCACTCGACCTTTCAATGCGTTTTCGCTAATAGTTGACAGATTT
-ATCCGCTCCATCGCGGGCGGATTAATCTCCCCTTCCCCAACTTTCTTCGTAACGCCTCGC
-AAATTTCTTGTCTTTCGCTGCAACGAAATAAAAAACCTCGGAATCTGCTTTCCCGTTTCG
-TTTTTTGCCCCTCGCCTGTGCTGATGGCGTTTGCCAAAGTAGCGCCAACCAAATCAAGGA
-GCGAAACAGATGGACAAGCAACGCGGTTTTACACTTATCGAACTGATGGTGGTTATTGGC
-ATCATTGCCATTTTAAGCGCCATTGGTATTCCCGCTTATCAAAACTACCTGCGCAAAGCC
-GCACTCACCGACATGCTACAAACCTTTGTGCCTTACCGTACCGCCGTAGAGTTGTGCGCG
-CTGGAACATGGTGGATTAGATACCTGCGACGGTGGCAGCAATGGCATTCCCTCGCCTACC
-ACCACCCGCTATGTTTCAGCCATGAGTGTGGCAAAGGGCGTGGTGTCGCTGACCGGGCAA
-GAAAGTCTCAATGGGCTAAGCGTCGTCATGACACCGGGTTGGGATAACGCAAAACGGCGT
-CACCGGCTGGACGCGCAACTGCAATATTCAAAGTGACAGCGCATTGCAGCAAGCCTGCGA
-AGATGTCTTCCGCTTTGATGACGCCAACTAAGGAGCGGCAATGAATATTCCACAGCTCAC
-TGCCCTGTGTCTGCGTTATCATGGAGTCTTTGCTGGATGCCAGCGAAGAGGGTGGTTCAT
-GTTGCGGTAGTCGATGCACCTTCGCATGAGCTACTGGACGCCATTGCATTTCGCTACCAC
-CAAACGTATTGAGATCACCTGCTGGACGCGCCAACAAATGGAAGGTCACGCCAGTCGCAC
-ACAACAGACATTGCCCGTAGCTGTTCAGGAGAAGCATCAGCCCAAAGCAGAGTTGCTAAC
-TCGAACGTTACAATCTGCGCTGAAACACGCGCGTCTGATATTCATATCGAACCAGCGGAC
-AATGCCTACCGCATCCGCTTGCGTATCGACGGCGTATTGCATCCTTTACCGGATGTTTCA
-CCGGATGCCGGAGTCGCATTAACCGCCAGATTAAAAGTGCTTGGGAAACCTGGATATTGC
-GGAACATCGCCTGCCGCAGGACGGGCAATTCACTGTCGAACTGGCAGGAAACGCCGTCTC
-ATTTCGTATTGCGACCTTACCATGTCGGGGTGGTGAAAAGGTGGTATTAAGGTTGTTACA
-GCAGGTGGGTCAGGCACTGGATGTCAAACGCTTGGAATGCAGCCGTTACAACTGGCGGAC
-TTTGCTCATGCCTTGCAACAACCACAGGGACTGGTGCTGGTAACTGGCCCTACCGGCAGC
-GGCAAAACGGTCACGCTTTATAGTGCCCTGCAAAAGCTGAATACCGCTGACATTAATATT
-TGTAGCGTCGAAGATCCAGTTGAGATCCCCAATAGCCGGACTAAAACCAGACGCAAATCC
-ATCCGCGTGCCGGACTCACCTTTCAGGGCGTTTTTGCGTGCGTTATTGCGCCAGGATCCT
-GACGTCATCATGATCGGAGAGATCCGCGATGGCGAAACAGCAGAGATCGCTATTAAAGCG
-GCGCAACCTGGTCACCTGGTGTTGTCTACCCTTCACACTAATTCCACCTGCAAAACGCTG
-GTACGTTTACAGCAAATGGGGGTCGCCCGCTGGATGCTATAATCGGCGCTTACGCTGGTA
-ATAGCCCAGCGTCTGGTACGCAAACTTTGCCCCAATTGTCGCCGGCAGCAAGGGGAGCCC
-ATCCACATTCCAGACAATGTATGGCCATCGCCGCTGCCCCACTGGCAGGCACCCGGTTGT
-GTACATTGCTACCACGGTTTTTATGGTCGTACGGCCTTATTTGAAGTTCTGCCCATAACG
-CCGGTCATTCGTCAGCTTATTTCCGCTAATACCGACGTTGAATCGCTGGAAACGCACGCA
-CGACAGGCGGGTATGCGTACGCTTTTTGAAAACGGCTGCCTGGCCGTAGAGCAAGGCTTA
-ACCACCTTTGAAGGGTTAATCCCGCGTACTGGGGATGCCGCATGGCGAGTAAGCAACTCT
-GGCGCTGGCATGGCATAACCGGCGACGGCAATGCGCAAAATGGGATGCTATGGGCAGAGA
-GCCGTACTTTACTGGTTATGGCACTACAGCAACCAGATGGTTACCCCACTAAGCCTGAAG
-CGAATCGCCATCAATTCTGCGCAGTGGCGAGGAGATAAAAGCGCGGAAGTCATTCATCAA
-CTGGCGACGCTACTCAAAGCAGGGTTAACGCTTTCTGAAAGGCTGGCTCTGCTGGCGGAA
-CAGCATCCCAGTAAGCAATGGCAAGCGTTGCTGCAATCGCTGGCGCACGATCTCGAACAG
-GGCATTGCTTTTTCCAATGCCTTATTACCCTGGTCAGAGGTATTTCCGCCGCTCTATCCA
-GGCGATGATCCGCACGGGTGAACTGACCGGTAAGCTGGATGAATGCTGCTTTGAACTGGC
-GCGTCAGCAAAAAGCCCAGCGTCAGTTGACCGACAAAGTGAAAATCAGCGTTACGTTATC
-CCATCATCATTTTAGCGATGGCAATCATGGTGGTTGTGGCAATGCTGCATTTTGTTCTGC
-CGGAGTTTGCCGCTATCTATAAGACCTTCAACAACCCCACTACCGGCACTAACGCAGGGG
-ATCATGACGCTGGCAGACTTTAGTGGCGAATGGAGCTGGCTGCTGGTGTTGTTCGGCTTT
-CTGCTGGCGATAGCCAATAAGTTGCTGATGCGCCGACCGACCTGGCTTATAGTGCGGCAG
-AAATTGCTGTTACGCATCCCGATTATGGGTTCACTGATGCGGGACACAAAAACTCACGCA
-GATCTTTACGATTCTGGCGCTGACACAAAGTGCAGGCATTACTTTTTTACAGGGCGTAGA
-GAGCGTCAGAGAAACAATGCGCTGCCCGTACTGGGGTGCAACTTCTGACACAAATCCAGC
-CGATATCAGTAACGGTCAACCCATCTGGCTGGCGCTAAAAAATACCGGTGAGTTTAGCCC
-GCTCTGTTTGCAAATTAGTGAGAACAGGAGAGGCATCCGGCTCTCTGGATCTCATGTTAG
-ACAACCTCGCCCATCATCATCGGGAAAACACAATGGCGCTGGCGGATAACCTCGCAGCCT
-TACTGGAACCGGCGTTGCTGATCATAACGGGAGGAATTATTGGTACGCTGGGGGTGGCAA
-TGTATCTGCCAATTTTCCATTTAGGCGATGCGATGAGTGGGATGGGATAACGCTGGCGTG
-TTGCTCCACGCCAGCGTTGGGAGATTACAGGTTGTTGAAGATGCGGTTTTCTTGTTCCTG
-CACACGAATAAACGTGGTGCGCTTGGTCAGCTCTTTCAGGCGTGAAGCCCCAACGTATGT
-ACAAGCTGAACGCAGGCCGCCCAAAATATCTCGCGCGGTATTTTTCAACCGGGCCTCGCA
-GCGGCAGCTTAACGGTTTTACCTTCTGGTGCGCGATATTCCGCAACGCCGCCAACGTGAC
-GTTTCATCGCAGACTCGGAGCTCATGCGGAAGAACAGCATAAATTTCTCGCCGGTTCCTC
-CTCAACGATGCGACCGCCGCTCTCTTTCGTGGCCCGCCAGCATGCCCCCAAGCATGACGA
-AATCGGCACCGCCGCCAAAGGCTTTCGCCACATCGCCCGGCGTGGTGCAGCCACCATCGC
-TGACGATCATTCCGCCCAGACCGTGCGCAGCATCGGCACATTCGATTACCGCAGAAAGTT
-GCGGATAACCGACGCCTGTTTTGACGCGAGTTGTTACAAACAAGAACCTGGCCCAATGCC
-AACTTTAACGATATCGGCACCTGAGAGGATAAGCCCTCACACATTTCACCAGTCACTACG
-TTACCAGCACAAATGGTTTTGGTCGGCCACGCTTCACGCGCTTTCGCAACGAACTGCACG
-AAAGTGTTCGGAATAACCATTCGCCACGTCAATACACACGAAGTTTAATGCCGGGTTCAG
-GTCGAGAATCTGTTTAGTTTTTTTCGAAATCCGCATCAGACGTACCGGTAGAAACCATCA
-ATGTTTCAGCACATCAGCGGAAGAATTGTTGATAAACGCTTGCCACTCTTCGACAGAATA
-GTGTTTATGCACAGCAGTCAAAAATATCAAAAAAAGCCAGCGCAGAGGCCATAGAAAATG
-TGCCTACGGTGTCCCATATTTGCGGCGATAATCGGCACGCGGAATCCAGCTCTGACCTGA
-ATGTTTGAAGGTGAATTGACGTTCCAGTTCAACATCGGAACGGCTTTTAAGAGTGGAGCG
-TTTAGGGCGGATGAGAACGTCTTTAAAACCTAACTTCAGATCTTCTTCAATACGCATGTG
-CGGATTCCTGGGTTAATGGCTATAAGGGTAAGAGCGCAACTCCAGTGACGCTATCATACG
-CACTAATCAATGCCGGCGCAAGACTGCGAAATTGTCTTTTTTTACGCTACAATCCCATAA
-ATTTACCTGGTAAATAGTGAGACGAACGTTTCATCAATTTCGCTTTCGTGCACTCATTTT
-TAACGTTTTGATAATCATGATGAATTCCCGGGAATATAAATTATGAGGTATATAGTTGCC
-TTAACGGGAGGCATTGGCAGTGGCAAGAGTACCGTTGCCAATGCGTTTGCTGATCTCGGA
-ATTTAACGTCATTGATGCCGATTTATTGCGCGTCAGGTGGTTGAACCAGGTGCACCTGCG
-CTACATGCCATTGCTGATCACTTTGGCGCTAACATGATTGCTGCTGATGGAACATTGCAG
-CGCCGGGCCTTGCGCGAGCGGATCTTCGCCAACCCGGAAAGAGAAAAACTGGCTTAACGC
-CCTGCTGCATCCGCTGATTCACAAGAGACGCAACACCAGATCCAGCAAGCTACTTCCCCC
-TATGTACTGTGGGTTGTGCCATTGCTGGTAGAAAACTCACTGTATAAAAAAGCGAATCGA
-GTGCTTGTGGTGGATGTCAGCCCAGAAAACGCAACTTAAGCGCACCATGCAGCGCGATGA
-TGTAACTCGCGAGCATGTCGAACAAATCCTTGCTGCTCAGGCAACGCGCGAAGCCCGCCT
-TGCCGTGGCAGATGACGTCATTGATAATAACGGCGCACCGGATGCTATCGCATCGGATGT
-TGCCCGCCTGCACGCACACTATTTGCAGCTTGCGTCGCAGTTTGTCTCACAGGAAAAACC
-GTAATGCAGACCCAGGTCCTTTTTGAACATCCACTAAATGAAAAAATGCGTACATGGTTG
-CGCATTGGTTTTTTGATTCAGCAACTCACCGTTAATTTACCCATCGTTGACCACGCTGGC
-GCGCTGCATTTTTCCGTAATGTCAGTGAATTACTGGATGTTTTCGAGCGCGGCGAAGTCC
-GCACTGAGCTGTTGAAAGAACTTGACCGGCAGCAACGGTAACTCCAGACCTGGATTGGCG
-TGCCTGGCGTGGACCCAGAGCCGTATTGAAGCATTAATTTCAGCAGTTAAAAGCGGCGGG
-GAGCGTATTAAATTTCCGCGCCGCGTATCGGGCAATTTCTGCGTGAAGATCGTTTGATTG
-CTCTGGTGCGTCAGCGACTGAGCATCCCAGGCGGCCGTTGCAGCTTTGATTTACCTACAT
-TGCACATTTGGCTGCATCTACCCCAGGCGCAGCGCGACAGCCAGGTAGAAACCTGGATTG
-CCAGCCTGAACCCGCTCACCCAGGCACTTACCATGGTGCTGGATTTAATTCGCCAGTCGG
-CCCCCTTCCGTAAACAAACCAGCCTGAATGGTTTTTATCAGGATAACGGTGGCGATGCCG
-ACTTGCTGCGCCTGAATCTGTCGCTCGATTCACAGCTTTATCCGCAAATTTCCGGACATA
-AGAGGCCGTTTTGCCATTCGTTTTATGCCGCTGGACACTGAAAACGGACAGGTACCGGAA
-CGTCTGGGATTTCGAACTGGCCTGTTGCTAAGGAGTAAAAATGTCGGAAACTATTACGGT
-GAATTGCCCAACCTGCGGGAAAACGGTGGTGTGGGGTGAAATCAGCCCGTTTCGGCCTCT
-CCAAACGTTGTCAGCTGATCGACCTCGGAGAATGGGCTGCTGAAGAAAAACGAATCCCCA
-GCAGTGGCGATCTTTCCGAAAGCGATGACTGGGAGAGAACCAAAGCAGTGACATTTGTCT
-GATGCCGCACGTAGGCCTGATAAGACGCGGACAGCGTCGCATCAGGCATCTTGTGCAAAT
-GTCGGATGCGGCGTGAACGCCTTATCCGACCTACAAAAACAAATTTTATCAATGAGTTAG
-AAATCCTCTTAGGCCTGATAAGACGCGCCAGCGTCGCATCAGGCATCGTGTGCGAATGTC
-GGATGCGGCGAAAACGCCTTATCTGAACCTACAGACGTTTAAAGCTTCGCAATTACCGGT
-TCATTGGCTGGCGGAAAATCATCGGCATTAAGACCGACCAGCGACATCCACTCACCGGGT
-TTGCCTTCTTTACCCCACGGCTCCCCTTTCCCAGCGTTCGACCAGCCAAAACCACAGTGT
-TATATGCCTGTCCGGGAATTCATATTCCAGTTTTTCAAATAGCGAAAAATGTTGGGGGGT
-AATCCCGACTTCTTCCTGAAGTTCACGCACCACCGCCTGTTCCGGCGTTTCACCCATTTC
-AATTTTACCGCCGGGAAACTCCAGTTTATTCGCCATGTGCGCATCTGCTGCGCGACGCGT
-TATAAAGATTTCAATTGTTCTCGTTGCGAATAATACCTACCGCAATTTGCAGCTTTTTCA
-TTGTCTTAAACCTATAAAAAAGGCGCAGAATCCTGCGCCTTTTACTTCAACAGTTAGCTT
-TTATTGCAGGCGGCCATGGCACTGCTTGTATTTTTTACCAGAACCGCACGGGCAAGGATC
-GTTACGTCCCTCTTGCGCTCTCCGGTTTGCGCCCCCAGTGCGCGCTGCGGCTGCCAGTGT
-CGTCATCCTGATGGCTAAGCTGCTGCATTTGCGCTAAACGCTCGGCTTCCATAACGACGC
-TGTTGTTCCAGCTCCTCAACCTCTTCAGGCATACGTACCTGAACTTTGCTCAGCGTACTG
-ATAACTTCATATTTCAACGACTCCAGCATCGCTGCAAACATGGAGAACGATTCACGTTTG
-TATTCCTGCTTCGGATCTTTCTGTGCGTAGCCACGCAGGTGGATACCCTGACGCAGATAG
-TCCATCGCTGCCAGGTGCTCTTTCCACAGGGAGTCAAGCGTTTGCAGCATGACGCCTTTC
-TCGAAGTGACGCATCATCTCAGCACCAACCACTTCTTCTTTACGCTGATACACTTCGATG
-GACTGCGCCAGAATGCGCTCACGCAGCGTCTCTTCATGCAGTTCTGGTTCTTTATCCAGC
-CACTCGGCAATTGGCAAATCGAGGTCGAAATCGTTCTTCAGACGTTCCTGCAGCCCCGGA
-ATATCCCACATTTCTTCCAGCGACTGTGGTGGAATGTAGGCATCAATGGTCGCTTTGAAC
-ACATCTTCACGAATGCTGTTAATGGTTTCGCTCACATCGCTGACATCCAACAGTTCGTTA
-CGCTGGGAGTAAATGGCGCGACGCTGATCGTTAGCCACGTCATCATATTCCAGCAGTTGC
-TTACGAATGTCGAAGTTACGGCTTTCAACTTTACGCTGGGGCGTGGCAATCGCTTTAGTC
-ACCCACGGGTGTTCAATGGCTTCGCCTGGCTTCATACCCAGTTTACGCATCATGCCGGAT
-ACTCGGTCGGAAGCAAAAATACGCATCAGCGCATCTTCCATCGACAGGTAGAAACGGGAA
-GAACCAGCATCCCCCTGACGACCAGAACGACCGCGCAACTGGTTATCGATACGACGGGAT
-TCGTGACGCTCGGTACCGATGATATGCAGGCCACCTGCTTCCAGTACCGCATCGTGACGT
-ACCTGCCAGTCGGCTTTAATTTTTTCAATTTGCTCTGCGGTCGGATTTTCCAGCGCGGCA
-ACTTCTGCCTGCCAGCTACCACCGAGCACAATATCTGTACCACGACCCGCCATATTGGTC
-GCGATAGTCACCGCAGCCGGATAACCTGCCTGAGCAACAATCGCCGCTTCGTTGGCGTGG
-AATTTGGCGTTCAGGACGTTGTGCTTAATACCGGCTTTGGTCAGTTCGTTTGACACCAGC
-TCCGATTTTTCGATGGAGATAGTACCCACCAGCACCGGCTGGCCTTTCGCAGTACGTTCT
-TTGATATCTTCAATGATCGCCTGAATTTTTTCCGCTTCAGTCATGTAGACCAGGTCCGGC
-AGATCTTTACGAATCATTGGACGGTTGGTCGGAACAACGACGGTATCCAGCTTGTAGATT
-GAGCTAAATTCGAAAGCTTCGGTATCAGCAGTACCGGTCATCCCCGCCAGTTTTTCATAC
-AGACGGAAGTAGTTCTGGAAGGTGATCGAAGCCAGCGTTTGGTTTTCGTTCTGGATCTGC
-ACACCTTCTTTCGCTTCCACAGCCTGGTGCAGACCATCGGACCAGCGACGGCCCTGCATG
-GGTACGACCGGTGTGTTCGTCAACGATGATAACTTCACCATCTTTAACGATGTAGTCGAC
-GTCACGGGTAAACAGCGCATGAGCGCGGAGCGCCGCCGTTACGTGGTGCATCAGCATGAT
-GTTGGCCGAGAGTACAGAGACTCCCCTTCATCCATGATGCCCTCTTTCACCAGCAGTTCT
-TCAATCAGCACCAGACCACGTTCGGTCAGGGTTCACCTGGCGGAGATTTTTCGTCCACCG
-AGAAGTGGCCTTCGCCCTGGAAGGTTTCGGAGTCTTCTTTTTCCTGACGGATCAGGTGCG
-GAATAATTTTATTCACGCGTTTATACATTTCCGAGCTGTCTTCTGCCGGGCCGGAAATGA
-TCAGCGGTGTACGCGCTTCATCGATCAGGATGGAGTCCACTTCGTCACCAGCGCATAGTG
-CAGTTTACGCTGTACACGTTCTTCCAGGGCTGAACGCCATGTTGTCGCGCAGGTAGTCAA
-AGCCGTGTTTCGTTGTTCGTAACCGTAAGTGATGTCAGCTGCGTAAGCTTCGCGCTTTTG
-CGGTGCTGGCATGCCCGGCAGGTTGATACCCGACAGTCAGGCCAAGGAATTCAAACAGCG
-GACGGTTGTTTTCGGCGTCACGTTGCGCCAGGTAGTCGTTGACGGTAACTACGTGCACGC
-CTTTACCGGTTAGTGCGTTCAGGTAAGCAGGCAGCGTTGCGGTCAGGGTTTTTCCTTCAC
-CGGTACGCATTTCGGCGATGCAGCGTTCGTTAAGAACCATACCGCCGAGTAACTGAACCC
-TGAAGTGACGCATACCAAAGACGCGCTTACTTGCCTCACGTACCACGGCGAAAGCTTCCG
-GGATCAGATTTTCCAGCACTTCGCCTTTTTCCAGACGTGCACGAAACTCTGCGGTTTTCC
-CCTTTCAGTTCTTCGTCGGAGAGTTTTTCCATCTCCGGTTCCATGGCATTGATGATGTTG
-ACCACTTTGCGCATCCGGCGCAGGGTGCGATCGTTACGACTACCGAAAACTTTAGTTAAC
-AATTTGATTAGCATAATAAAATCTCAAACGCCCCGCGTTGCGGAGTTAATAAAATGAAGT
-AAAGGTTTATTGTTGTTAGGTGAGGCGTTGAGGGCCAGCACGGATGCCTTGCGCCTGGCC
-TTATCCAGACGGGCGTGCTGAATTTTGCTTGTGGGGTAAAATGCGCATAATCAATGCGAT
-AACCCTTTTCAGGACGGCGTGCCTTCCTGGGTCAGCAGCGCGCTGAGCGTATCCAGTAAT
-GCAAGATGTTGCGCCTGAAGAGGCAAAGATTCTTCAGCAACGGGCAGTGTTTGCGGTGCC
-ATTGCGAAAGAAAGATGACGGATTACCGTGCGAATGGCATGTTGATGCCAGTAATCAACG
-GAATAGTTCGAATTCGGGCGGCGTGTGTTCGCTTCCAGCAAGGCCAATTGACCAAAGTTA
-ACTTTGGCTGAAGGCTCGTGGTTGCGGGTTGTCGCTTTTGCGGGCGCGTTTGGTTCGGCG
-GCGTTGCTGAGCGCAGGCAAACCTAAACTCGCCGCAACCATCCCTAATAAGAGATGCGGC
-CAGAAGTAGCGTTTACAAACTGTCGCCAGCGCGTCAGTATTCCACTCACGTTATTGCCAT
-CCCGATCATATTCAAACGTATTTAGCGCACAAATCTTATCATTAAGCCTGCAGTCCACGC
-CACGAATGAAGATAGTTTGTGCGGAAAAGTGCTTAAGAAAACAGCGTTCGCACCGTTTTT
-TATAGCTCTTATATAAAAATTCAAAAAAAAACGACTGGTTCACCTGGCCGGAGAGGGTGC
-CAGATTTGCCAGTCGAATTTTATACGACAGTATAAATGTCGTTATGCCAGTACAGCTGAA
-GGCGCTTTGAAGGCCAACGGCAGTTCTGCGTCGTCCTGGAAGGTCACATATTCCCAGGCT
-TCCTGTTTCGCCAGGACAGCCTGCAGCAGTTTGTTATTCAGTGCATGACCGGATTTATAA
-GCGGTAAATGCACCAATAATATTGTGACCACACATGAACAAGTCACCGATCGCATCGAGC
-ATTTTGTGACGCACAAATTCGTCTTCAAAACGCAGGCCGTCTTCGTTCAGTACGCGATAA
-TCGTCAACAACGATGGCACAATCGAAGCCTGCCGCCCAGGCACAAACCACGGGACTGCAG
-ATATTCGATATCACGCATGAAACCGAACGTACGCGCACGGCTGATCTGGCGCATAAACGC
-ATCAGCGGAGAAGTTCATCGCATTACGCTGGTTGCTGGAATCAATAGCCGGATGGTTAAA
-ATCGATGGTGAAATCCAGCGAAAAAACCATTGTACGGCTTAAATTCAGCCCACTTATCGC
-CATCTTCGACACGAACAGTCTCTTTGATGCGAACAAATTTTTTGGCGCAGTTCAACTCGT
-CGATACCGGCGTCAAGCAGCAGGTATACAAACGGAGCGGCGCGCGCCGTCCATGATCGGG
-ATTTCCGGCGCGTTAACTTCGATAACAATGTTATCGATGCCCAAGCCCCGCGAGAGCAGC
-ATTGAGGGTGCTCTACGGTTGAAATCCGTACATCATGCTCGTTGACCAGACACGTACAGA
-GCATGGTATCACGCACAGATTTGGCATCGGCCGGGAAATCTACCGGTGGATTCAAGTCGG
-TGCGACGATAGATGACCCCGGTGTTGGCCGGCGCAGGGCGTAACGTCAGGGTGACTTTCT
-TGCCGGTATGTAAACCGACACCCGTCGCCTGAACGATACGTTTAAGTGTCCTTTGTTTGA
-TCATCGTATTTATCTCGCCAAATTACCTATCCCACCGAAGTGTACTATACATTCGGCGGG
-CCAGTTTAGCACAAAGAGCCTCGAAACCCAAATTCCAGTCAATTCTTAATCAGCTTGCTT
-ACGCAGGAATGCTGGGATATCCAGATAATCCGGCTCTTTCGCAGTTTGCGGCGCATTGTC
-ATTCACGAATTTAGCAACCGGCTTCTGCTCCTGGGTCAGCGGAGCCATCCCATGCTGCTG
-GTAGCGATCCATCACTGGCTGCTGAACCTGCTTATTGGTCACCAGAGTGATTTCAGGACG
-TTTGTCCATGCCGATACCTGTCGCAACAACGGTTACGCGCAGCTCGTCATTCATATCCGG
-GTCAAGAGAAGTACCGATAACCACAGTCGCGTTGTCGGAAGCAAATGCACGGATGGTGTT
-CCTACCGTTTCGAACTCATCCAGACGCAGGTCGAAGCCCGCCGTGATGTTAACCAGCACG
-CCGCGCGCGCCAGACAGGTCGATATCTTCCAGCAGCGGAGAAGAGATAGCCATTTCAGCA
-GCTTCTTCCGCACGGTCTTCACCGCTCGCCACGCCAGAACCCATCATTGCGTAGCCCATC
-TCAGACATTACGGTGCGTACGTCTGCAAAGTCCACGTTCATCAAACCCGGACGAGTAATC
-AGTTCAGCGATACCTTGCACAGCCCCTTTCAGTACATCGTTCGCTGCGCCAAACGCATCC
-AGCAGGGAGAAACGCGGCCCAGAACTTTCAGCAGTTTGTCGTTCGGGATAGTGATCAGAG
-AGTCCACATGCTTGGACAGTTCAGTGATCCCCTGCTCCGCGAATGCCATACGCTTCTTGC
-CCTCAAAGTTGAAAGCTTAGTGACGACAGCAACGGTCAGGATACCCAAATCTTTTGCCAC
-TTCAGCGACGACTGGTGCTGCACCTGTACCGGTACCACCACCCATACCCGCAGCAATAAA
-GACCATGTCTGCACCTTCCAGCGCCGCACGCAATGCATCGCGATCCTCATCAGCCGCATT
-GCGGCCAACTTCTGGATTAGCGCCAGCCCCCGTCCTTTGGTGATACCGCTACCGATTTGA
-ATCGTCTGTCCAACCGCTGTTTTACGCAGCGCTTGTGCATCGGTATTTACCGCGAAGAAT
-TCAACACCTTCAATGCGCTCGCGCACCATGTGTTCAACAGCATTACCGCCGCCGCCGCCG
-ACGCCGATGACTTTAATCACCGCGTCATTGGTAAGTTCCATTGGTTCAAACATAGTTTCT
-CTCCGATTTGTGCCTGTCGCCTGAGGCCGTAATCATCGTCGGCCTCATAAAAATTAAAAC
-TCTTTTCGCAGCCAACTATTGAGTCGCTTGATCCACGAGCCAACTGATGCTGTAACACGT
-TTTTCTACTTCAGCTTCACCGTTAAGATGTGACTCTTTCCCATAGTGAAGCAATCCCACC
-GCCGTCGAATAATACGGCTCCTGAGCATAATCCGTTAAACCGGTAATGTTCAGCGGCGCG
-CCGATACGCACTTGCGTATTGAACACGCGCTGAGCACAGGCTGCAAGACCTTCGATCTGC
-GCGCCACCGGTTAATACAATGCCTGCCGCCAGGTGATGTTTAACCCCTTGTTGGCGAAGC
-TTTTCCTGCAACTGCAATATCTCTTCGTTGACCAGGTTGAGCAGCTCGGTATAGCGCGGC
-TCGATCACCTCTGCCAGTGTCTGACGTTGCAGACTCCGTGGCGGACGACCACCTACGCTC
-GGCACTTCCACGCTCTCATCTTTTCCAACGATGGAACCCAGCGCACAACCGTGGCGAACT
-TTAATCGCTTCGGCGTCGCTTGGCGGCGTGCCAAAGGCGTAAGCGATATCACTGGTCACG
-ACATTGCCAGCATAAGGAATTACCTTAGTGTGGCGCAATGCCCCACCGGTATAAACGGCG
-ATATCCATTGTACCACCACCGATATCGACGACGCAGACACCCAGTTCACGTTCATCTTCC
-GTCAATACCGAATAACTTGATGCCAGTCCGGCAAATATCAGTTGGTCAACTTTCAGCCCA
-CAACGTTCAACCGCTTTGACGATGTTTTTCGCCATATCGTTGTGACATGTGATCAGGTGC
-ACTTTTGCCTGCATCCGCACGCCCGAAAGTCCTACCGGATTCTTGATCCCTTCCTGATAG
-TCAATCGCATACTCTTGCGGGATCACATGCAGCACACGATGCTCATCGCGCACACGCACC
-GATTTCGCGGTATGGACGACGTTTTCCACATCTTCTTGCGTCACTTCTTCTTCAGAAATA
-GGCACCATACCAATTTCATTCTGGCAGCTGATGTGCTTACCAGAAAGCGCCAGATATACC
-GAAGAGATCTGACAATCTGCCATCAATTCTGCCTGGTCAATGGCGCGTTGTACGCACTTG
-ACCACGGATTCGAGGTCGTTCACCCCGCCTTTATCCATACCACGCGACGGGCAGCTGCCC
-ACGCCAATGATATTGACCATACCGTCGGGCAGAACTTCCCCTACTAAAGCGGCAACCTTC
-GCGGTACCAATCTCCAGTCCTACTACCAGTTTTCTGTCCGTCGCCTTGATCATTGTTGTT
-CTGCCTGTGCCTGATTTTGTTGCTGAGTAGATTCCTCTGGCGGCAAGGGCGCCCAGCCTA
-CTGCCGCTCCAGAGTCATAACGCAAATCAACGTAGCTAATCCGTTTGCCATCGGTTTGCG
-CCTGCTGCTGTAAAACCGGATAAAGTTCTACAAAGCGAGCCAAACGTTTCATCGTATCGC
-CCCGGCCAAAGTTGAGCTTAATATCGTTATTCAGCGTCAACTGCCAGGAACGCCGCGCGG
-TCATCGCCGCTTCCTTCAGAGTAAATCTGTCCTTTGCAGCATCTGCCCCATTTCGCGATA
-GCCCTGCAACACTTCATTGGCGCTGCCTTCCGGGCCATACAGCATTGGAAGCACCTGCTT
-GCTGGTGCGTTCTGGCGGCACGCTGAAGGTATTTCCTTCCGCGTCTACCATATGGTTGAT
-CATTCCACCGCGCAATCGGCACAATTTCAACCAGATGAATCTTCAATTCATCAGGCCACT
-GCTTTCTGACCCTCACCTGCTTAACCCACGGCAGGCGTTGTTCTATTTGCGTCTGGATGA
-TGTTAACATCCTGGGTCATAAAGGTACCCGGCTCACCCATGCCAGGATCGACTGCCGGAT
-ATCGTCATTACGTGTGTGTAATGGCGTTCACCGGTCAACACCAGCTTTGAGAGCGGCAGG
-CGTTGCGCATCTTCCATCCAGCCCAACACGACCCAGCCGCTCACCAACACTGTCGTTAAA
-ACGGTCAGCAGGAAAAGGATCCCCGCCCAGACGCGTTCCATTATTGCGGCGAGAAGAAAC
-CTCTTCTTTCGCTGTTTCGCGTGTTCAGAGCAGCCTGCGACATATTAGTCCGCCAGTCCA
-GAATTCGTACTACCAACTGCGAGAAGCTCATACCTGCCTGACGTGCCGCCATCGGCACCA
-GGCTGTGGCTGGTCATACCCGGTGAGGTATTGGCTTCCAGCAGATAAAACTGTCCATCGC
-TGTCCAGCATAACGTCAATACGCCCCCATCCTTTGCAACCTAACGTCGTCCATGCTTTCA
-GCACTAATGCCTGCAAATTGGCCTCTTGTGACGCTTCCAGACCTGCGGGGCAGAAATACT
-GTGTCTCATCAGAGAGATACTTCGCCTCATAATCATAGAAGGTTCCGGACGGTTGAATAC
-GTATTGACGGTAAAATTTCTTCACCGAGTATCGCAACCGTGAACTCCGGCCCACTTAGCC
-ATTTTTCAATCAATACTTCTTCATCGTGCTGAAATGCCAATCTTAATGCAATCTTGTAGA
-GCATTTTCTGCTACTACTTTTGACATTCCCACACTGGAACCTTCGCGGCTCGGCTTAACG
-ATAACCGGCAAACCCAGAGCAGAAATTTCTGCTAACTGCTTATCGCTCAGGCCTTTTTCA
-AACTCTGCGCGGGGTTAACGCTACCCACGGCGCGACCGGTAAACCGGCACCTTGCCATAA
-AAGTTTGCTGCGTAGTTTATCCATTGAAAGCGCAGATGCCATCACTCCGCTTCCGGTATA
-AGGCAAGCCCATCAGCTCGAGCATCCCCTGCAGCGTACCATCTTCACCGCCGCGACCGTG
-TAGCGCGATAAACACTTTCTGAAAGCCCATCGACTTCAGTTGCGTCACGTCGACTTCTTT
-CGGGTCGACAGGATACGCGTCAATACCGCCTTCACGCAGTCCGGCTAACACCGCTGCGCC
-AGAATTCAGAGAAACTTCCCGCTCAGCGGAGGTCCCACCCAACAGGACCGCGATTTTATC
-AGTCATGTTGTTCTTCCTCCGGAGTTTGCGGCTTCAGTTTGATTTCAGCTAAAGAACGGG
-CAATTTTTCCAATATTACCAGCCCCCTGAACGAGAATCAGGTCGTTACCGGTTAATACCG
-GTGCCAGCATCTCGGCTACCCGCGCCGGATCCGGCACCAGAATGGGATCAATTTTCCCAC
-GTCCACGAATTGTGCGACACAGCGAACGGCTGTCCGCTCCCGGAATTGGCGCTTCGCCAG
-CCGGATACACTTCCAGCATCAACAGGGTATCAACCTGCGTCAGCACATTGGCGAAATCAT
-CATACAGGTCGCGCGTACGGGTAAAACGGTGCGGCTGAAACAGCATTACCAGGTTTTTAT
-CCGGCCAGCCTGCGCGCGCCCGCTTTAATGGTGGCGTCCACTTCCGTCGGGTGGTGGCCG
-TAGTCATCGACCAGCATTGCCGTACCGCTTTTACCATTCACTGGCTCCAGCGGGAATTCA
-CCGAGGAAATCAAAACGGCGACCAGTCCCCTGGAAGCTTTCAAGCGCCCGCAAAATAGCC
-TCGTCGTCAATGCCCTCTTCCGTAAAGACCGCAACCGCAGCTGCGGCGTTCAGCGCGTTA
-TGACGACCTGGCGCATTCAGGGTGACGCGCATCGGCTCTTTGTCCTGGCGCAGCAGCGTA
-AAGTGCCCCTGCGGGCCAATCTGCTGATAATCTTCTACACGCACGTCGGCATCTTCGCTG
-AAGCCGTAAGTCGTGGTCTGACGCCCCACTCGCGGTAACAATTCGCGGATCACCGGATCA
-TCAACACACATCACCGCACGACCGTAAAACGGCAGGTTGTGCAAAAATTAATAAAAGTCT
-GTTTTAAATTCTCAAAGTCGCCCTGGTAGGTATCCATGTGGTCGGCTTCGATATTGGTGA
-CAATCGCCACCATCGGTTGCAGATGCAGGAACGATGCATCACTCTCATCTGCTTCGGCAA
-TCAGGTACCGACCATGCCCCAAACGCGCATGAACCCCCGCCGTTTTACCAGCCCGCCGTT
-AACGAAGGTTGGGTCGAGCCCCGCTTCTGCGTAGATGCTGGAAACCATCGCGGTGGTTGT
-CGTTTTGCCGTGCGTTCCGGCAATGGCGATGCCATGACGAAAACGCCATTAACTCAGCCA
-GCATTTCGGCACGACGGATCACGGAATACGCGCTTCATGAGCGGCGACAATTTCCGGGTT
-ATCGGCAGAAATCGCGCTGGAAACAACGACCACCTGGCATCACGTACGTTTTCCGGGCGA
-TGGTTGAAATAAATCGTCGCACCCAGATTCATTAACTGCTGCGTGACCGGATTTGGCGCT
-AAATCGGAACCACTGATCTGATAACCTTCATTGGCCAGAACTTCGGCAATACCGCCCATA
-CCGGCACCACCAATGCCGACAAAATTATGTGCCGAACGCGACCGATTTCGGGCACGATGG
-AACGCAGTTTTGCCAATTGTTGTGTATTCATTCTTTACGCCATTAACTTCTTAAATTCAT
-ACGATGCAAAAAGGCATCGCTACAATTACGCCCGGGGCAACCCGGCTCACTTTCATTGCC
-ACTCGCTCGGTGGCATCCGGAATGGATGGCAGCGCGGGCGCGTTCTGCCATGGTTAATAA
-GGGTTTCTCGCGACCACCCGGCCAGGGTGTTGGCGACAGCATCCACGCTAAGCTGTGGCT
-GCTCGATAATTTTGGCTGCGCCCGCCTTTTCCGAGCGGTAGCGCATTCCAGTATTGCTGG
-CGGTCTTTATGTTGAAACGGCACAAACAACGCCGGTAGTCCTGGCCGCGGCGATTTCACT
-CACCGTTAACGCACCGGAGCGGCAAACGACGACATCCGCCCACGCATACGCCGCCGCCAT
-ATCATCAATAAATTCCGTCACTTTATGCTGCGGTTGCCCCGCTTCGGCATACGCCTGTTC
-AACGGATTGTTGCGAACCTTTGCCGCTCTGATGCCCAGATAGTGACTGAATCACCCAGTT
-TCGCAGCAACCTGCGGCATTGTCTGGTTAAGAATGCGTGTGCCCCTGAGAACCACCCACT
-ACCAGCACACGAACCGGACCTTCACGTCCAGCCAAACGTTGCTGCGGCAACGGCAGCGCC
-AACACATCGGTACGCACCGGGTTACCCACTACTTCCCGCATTAGGGAAAGCACCTGGAAA
-CGCCTGCATCACTTTGGTGGCAATCTTCGCCAGCCATTTTATTGGTTAAGCCCGCAATAC
-CGTTTTGTTCATGAAGTACAACCCGAATGCCTAAACGACCACGCGGCCAGACCACCTGGA
-CCTGACACGTAGCCTCCCATACCGAGCACCACGTCAGGTTTGTACGCTTTCATAATCGCC
-CCCGCCTGACGCCAGGCGTTGAAGATACGCAGCGGGGCAGCTATCAGTGCTTTTATACCT
-TTTCCACGCAGACCAGAGATACGAATGAAATCAATTTCGATGCCAAGTTTTTGGCACTAA
-GTCCGCTTCCATACGGTCGGCAGTCCCCAGCCAGCGAACTTGCCAACCCTGAGCCATTAG
-ATGGTGCGCAACCGCCAGTCCCGGGAATACATGGTCAACCCGGTTCCGCCTGCCATCACC
-ATTAATCGCTTTCCTTGACCACTCATCGTGAACCTCGTACAAACGCCTGCGCTTTCTCCA
-GACGCGTTTCCATAATCAATACGCAACAGCATCATGATGGCTGTCGACATAATCAGTAAG
-CTCGAACCACCGTAACTGATCAGCGGCAATGTCAGACCTTTGGTCGGTAACATCCCCGCC
-GCCGCGCCTACGTTAACCAGCGCCTGGAAGCTAAACCAGATGCCAATAGAACAGGCGAGA
-AAACCGGAAAAACGGTGGTCAATTTCTAATGCTTTACGGCCAATCGACATCGCGCGAAAA
-GCGACGAAGAATACCATTAAAAGTGCCAGCACCACAACGACATACCCCAGTTCTTCGCCG
-ATAATGGCGAAAATAAAGTCAGTGTGCGCTTCCGGCAGATACTCCAGTTTTTGTACCGAG
-TTACCTAAACCTTGCCCCCCAAAGTTCGCCGCGACCAAACGCCATCAGCGGATTGCGTTA
-ACTGATAGCCGCTGCCAAAGGGATCTTCCCACGGGTTCCAGAATGCGGTAACACGGCGGA
-TACGGTACGGTTCGGCGAGTATCAGCAACACAACCGCTGAAATGCCCCATACCGATAATG
-GCAATGAACTGCCACAATTTCGCTCCCGCCAGGAACAACATCGCCAGCGTAGTCACAAAC
-AACACCACCACCGTACCCAGGTCTGGCTGTGCCAGCAGTAAAACTGGCCAACACCAGGAA
-TCACGCCCATCGGTTTCAGGAAGCCGCGCAGGGTTATTACGTACTTCGTCGCCTTTACGC
-ACCAGATAGTTGGCCGATATAGCAAAACAGCGACAGTTTTTGTCAGCTCCGCAGGCTGGA
-TACGCAGCAAACCGAGATCGATCCAACGCGATGCCCCTTTAACCGAGCTACCCACTACCA
-GGACGATCATCAGCAGGATGATAGATCCGAGCAGCATCGTGGCACTGTAGCGTTGCCAGA
-ACTCCATCGGCAGACGCAGCGTAATGATCGCCAGAATAAACGCCAAAAATCAGATAGACA
-CCATCACGCTTCGCGAGAAGAAGAACGGATCGTTGGTTTAAGCGTTGCCCTATGGGCATT
-GACGCCGAGGTCACCATGATAAAGCCAATCGCCGCGAGGCCGAGGGTCAGCCACAGTAAG
-GTGCGATCGTACATGATCAGGCTGTCGGTATCTTTTTCCCGCGAGCCCATCACCCAGCCC
-TTTAGCGCCGTGGAGATCCAGGACCAGGATACTGAATCCTGGCAGGCGCGGCATTTTCAG
-GCGAGGGAGAGATAAACGCATCAACCTAACTCCTTCGCCAGACGGGCAAACTCATTGCCT
-CGTTGTTCAAAGTTCTTGAACTGATCAAGGCTGGCACAGGCTGGGGAGAGCAGAACCATA
-TCGCCCGGCTGAACACGCGGAGCCAGCAAGCGCATCGCCTGTTCCATAAGTTTCGGTTTG
-TTCTGCCACTTCCGGGCGTAGCGCCGCCAGCTGCGCGCCGTCACGACCGAAACAATACAG
-ACGTACGTTATCGCCATTCAGGTAACGCGCCAGTGGGCTAAAGTCCGCCGATTTACCATC
-GCCACCCAGCAACAAATGCAGTGTGCCGTCTACGTGCAGGCCATTCAGCGCCGCTTCCGT
-ACTGCCGACGTTGGTCGCTTTCGAATCGTTAATCCAACGTACGCCGTTATGCTCCAGCAC
-AACTTCAAAGCGATGCGGCAGACCAGTGAATGTGGTTAACGCTTTCAGGCTGCTGGCACG
-CGGTAACCCTGCAGCATCTGCCAGCGCCAGCGCCGCCAGCGCATTGGTGTAGTTATGCTG
-CCCGGAAAGTTTCATCTCTTTCACATTCAGCACTTTCTCGCCTTTAACCCGCAGCCAGGT
-TTCGCCCTGCTGATGATTCAGGTGATAGTCACCCATGTTGACGCCAAAGCTGACGCAGCG
-TTCATCCGCACCGCGAATCGGCATTGTTAAGGCATCATCAGCATTAACCACGCAAACTTT
-CGCGTTTTCGTAAATGCGCAGTTTGCTGCACGATACTGTTGTAAACCAAACGAATTAGCG
-ATCCATATGATCTTCAGTCACGTTCAGAATGGTCGCTGCTACCGCCTGTAAGCTGGAGGT
-GGTTTCCAGCTGGGAAGCTCGACAGTTCCAGCACGTACAGTTCACACTCATCATCCAGTA
-GCATCAACGCAGGCAGGCCAATATTGCCACCCACACCAACGTTAACCCCCGCCGCTTTCG
-CCATTTCACCCACTAGCGTGGTGACCGTGCTTTTGCCGTTAGAACCGGTAATCGCCACAA
-TCGGTGCTTGTGCTTCGCGACAGAACAGCTCGATATCGCCCAACGATTTCGATTCCGGCA
-TCAGCGGCAGCGCTTAAGGATGGATGCGCCAGTGCAATACCGGGACTGGCGACAATCAGA
-TCTGCCGCCATCAGCCATTCATCATTCAGACTGCCCGGTTGGCGTTCTACGGCTTCGGGT
-AATTTATCCAGGCCAGGCGGTGTCATACCGCGTATCCATAACGCGCGGCGTCACACCGCG
-AGCGAGGAAAAAAGTCCACGCAGGAAAGCCCGGTGAGGCCCAGGCCGATAATGACGACAT
-TTTTACCCCTGATAATTCAGCCATGATTAACGTACCTTCAGCGTTGCCAGACCAATCAGA
-ACCAGCATCAGCGAAATAATCCAGAAACGCACAATGACGCGCGGTTCCGGCCAGCCTTTC
-AGTTCATAGTGGTGATGAATCGGTGCCATGCGGGAAAATACGTTGTCCGCGCAGTTTAAA
-GGAGCCGACCTGCAGGATGACAGAAAGCGTTTCTACCACGAACACGCCCCCATAATCACC
-AGCAGGAATTCCTGACGTAGCAGTACGGCGATAATCCCTAACGCACCACCTAACGCCAGC
-GAACCTACATCGCCCATAAAGACCTGCGCCGGATAGGTGTTAAACCACAGGAAGCCCAGT
-CCTGCCCCGACTATCGCGGTACAGACAATAAACCAGTTCCCCGGCGTGTCGCAGATACGG
-TATATGCAAGTAGCTGGCAAAGTTCATATTGCCGGTCGCCCACGCCACCAGCGCAAAACC
-ACCGGCGACAAATACGGTCGGCATAATTGCCAGGCCGTCGAGACCATCGGTCAGGGTTTA
-CCGCGTTGCCAGTACCCACAATGACGAAGTAAGCCAGCAGAATGTAGAACAGCCCCAGCT
-GCGGCATCCACATCTTTAAAGAATGGGACCACCAGCTGCGTTGCGGGCGTGTCTTTGCCG
-GCAAGGTACAGGGCGAAGGCGACACCCAGCGCAATGACCGACATCCAGAAATACTTCCAA
-CGAGCGATCAACCCTTTGGTGTCTTTACGCACCACTTTGCGATAATCATCAACAAAGCCA
-ATAACACCGTAACCTACCAGCACCACCAAAACGCACCAGACGTACGGATTGGACGGGTAA
-GCCCACAGCAGTACGGAGATCACAATCGCCGTCAGGATCATAATTCCCGCCCATGGTCGG
-CGTACCGCGCTTGCTGAAGTGTGATTCAGGACCGTCGTTACGCACCACCTGACCAAAGGG
-AAAGTTTTTGCAAATGAGCAATCATACGCGGGCCCATCCACAATGAGATGAACAGCGCGG
-TCAGCAGGCTGACGATGGCGCGAAACGTCAGATAGGAAAAGACGTTAAAGCCGGAATAAT
-ATTTTGACCAAATGTTCGGCCAGCCAAACTAACATGTCCCATTCTCCTGTAAAGCGCGTA
-CTACCTCTTCCATGGCGGCACTACGTGAACCCTTAACTAAATACGTAATTACCTGTTGCT
-CAGCAATTCAGTAATTTAAGACGCGTAATTAACGCAGTTTTATCAGCAAAATGTTCGCCA
-ACGCCGCTGGCGGTGCTGATAGCATGGCTTTTGTTACCCACGCTTAACACGCGGTCAATA
-CCAGCAGCTTTTTGCCGCCTCGCCCACCTGTACATGGCAGGCTTCGCTTTCAGCGCCCAG
-TTCCGCCATATCGGCCCACCACCAGCACGCGGGTAGCCCGGCATTTCAGCCAGTACCTGG
-ACTGCTGCAGTCATTGAACCGACAATTGGCGTTGTAGGAGTCGTCGAGCAGCAACTGGTT
-TTCTGCCAGTTGGATGGGGGAACAGACGGCCTGGAACAGCTTTCAGATTGCCAGCCCCGC
-TTTGATAGCATCAAGCGTTGCGCCCACGGACATGGAGAGCGCAGCGGCTGCCAGCGCAAT
-TCGCAATATTGTGACGCCCCGGCAACGGCAGCAGAACATCGACGCTACCGGTTGGGGTTT
-GTAGGGTAAATTCCGTACCGTGCGAGGTCACATGGATATTGGTGGCGGGTGAAATCGCTG
-TTGGCGGCATTGGGTGAGAAACGCCACACTTATGCCGCGTGAGCCAATTACGCTCTGCCA
-GTTCAGCCAGTCGTTGTTGTCGGCGTTCATAATGGCGATACCGTTTTCCGGCAGGCCGCT
-AAAGATTTCACCTTTCGCTTTCGCGACACCCGCAGGCGAGCCAAAACCTTCCAGATGCGC
-CGCTGCCAGGTTGTTGACCAGCGCAGCTTCCGGGCGAGTCAGACTCACAGTCCAGGCTAT
-TTCGCCCTGATGGTTCGCGCCAAGTTCAATAACTGCGTAATCGTATTCCGGCGTTAAGCG
-CAACAGCGTCATCGGTACACCCGATGTCGTTGTTGAGATTGCCTGCCGTATAAAGCGTGT
-TGCCGCACTGGCTTAAAATCGCCGCCGTCATCCTTTAACGGAGGGTTTTGCCGGAGGACC
-CCGTCAGAGCAACCACGCGCGCCGGAACTTGCTGGCGAACCCATGCAGCCAGTTCACCAA
-ACGCCAGACGCGTATCCTTGACGATTAACTGCGGCAGGTCGATGTCCAGCGGACGGCTAA
-CCAGTAGTGCGCCTGCGCCGCCAGCTTTCGCCTGGTCGGCAAAATCGTGGGCATCAAAAC
-GTTCGCCTTTCAGGGGCAACAAACAGGCAGCCCCCCGGGCGTCAGTTTTCGGGTATCAGT
-GGTTACAGCATCAAGGGTGATATCTGCACCTTGCAGTTCACCGTTGAGAATGTCGGTAAG
-TTGGCTAAGGGTTACGCTAATCATGCAAACCACCCCCAGCAGACGCGCCACCGTGACGCG
-ATCGGAGTAGTCCAGACGCTGATTGCCAACAATCTGGTAATCCTTCATGGCCTTTGCCCG
-CGACCAGTACCACATCATTCTCTTTAGCCTGCATAACGGCGCAAGTCACCGCCTTCAGCA
-CGGCCTTCCATCACTTTGGCATGTCCGGCATCTAACATTCCCGCCAGAATATCGTTGATG
-ATGGCACGCGGTTCTTCGGTACGCGGGTTATCGTCCGTCACCCACCGCCACGTCAGCAAA
-CTCTTCGGCAATTGCGCCCATCAGTGGACGCTTACCCTATTATCGCGATCGCCACACCAG
-CCAAAGACACACCACAGCTTGCCCGCACAGTGCAGACGCGCCGCCTGTAAGGCTTTTTCC
-AGTGCATCCGGCGTATGCGCGTAATCCACCACCACCGTCGGTTTGCCTGGCGCAGTGAAC
-ACTTCCATACGTCCGCAAACCGGTTGCAGACGCGCGGCCGGTTTTCAGCAGATCAGCCAG
-TGGATAGCCGAGTGCCAACAGTGTCGCCAGCGCGAGCAGCAGGTTGCTGACGTTAAAAGC
-GCCCATCAGATGGCTTTCAATTTCGCCATCGCCCCAACTTGAGCTAAAAGCGAATCGTCG
-CACCGCTGTCGTGATAGTTCACTTCGGTCGCTTTCAACAGCGTCCGTGACAGTTCGGATT
-AATATGATCTTCCATTGATACCGCAACCGCGTCCGGCAGTTTTGCCAGCCAGCGGCGGCC
-CACTTCATCGTCGGCGTTAATAATCGCCTGACCGCAATGATGCTCAGAATAAAGCAGCCA
-TTTCGCGGCTTCGTAGTGTTCCATATCACCATGATAATCAAGGTGATCGCGGCTTAAGTT
-GGAAAGACCGACGCCGCAATTTAAATGCCGCCACACGGTGCTGTACCAGCCCGTGGGAGG
-AAACTTCCATTGCGCAAAACGTCGCGCCCTGATCCACCAGCCCCGCCAGGCTCATGCTGA
-ACATCGACTGCCGAACCGGTTGTATTTTCTGTCGGGATCACTTTCCCCCAGCAGGCCGTT
-ACCAACGGTGCCCATTACCGCGCTGATTTCGCCAAGCAGTTGGCTCCACTGCGCCAACAG
-CTGGGGTAGTCGTGGTTTTGCCGTTGGTGCCCGTTACGCCCAACGAGACGTAAATTGTCA
-GAGGGTTCATGGTAAAAGCGGCCCGCCAGTGCAGATAAACGCTCGTTGAGCTGGCTGAGA
-TAGATGACCGGTACGCCGTGCATTTCACGGATTTCACCATCGGTCGCCCATCTTTCGCCT
-CTGCAATAATGGCAGCCACACCTTGCGCTATCGCCTGCGGGATATATCGACGCCCGTCCG
-CCTGATGACCTACTACAGCTACAAAGAGATCGCCCGCCGCAGCCACACGGCTGTCGAGTG
-TCATCTCTCGCAGTGCTCGCGAAGGTGCGTCTGCGCACCCACGGAGCAAGAAGGTCGCGC
-AATTACGATCTGCCCACCTGTCCCCTCGCCTTGATTAATCACAAATTCATTTTTATCGCC
-CGTTGTCAGCGCATCCGGGCTCGATGTTCATGGTACGCAATACGCCGCCCATGATGGCAC
-CAAAGACCGGCGCGGAAACGGCGCCGCCGTAGTATTTACCCGCCTGCGGATCGTTGATAA
-CAACAACCAGCGCAAGGCGGGCTGACTCGCAGGCGCAACGCCTGCGGTATAAGCAATATA
-CTTATTGATGTAGCGACCGTCCGGACCGACTTTTCGCGGTACCGGTTTTAATGGCGATAC
-GATAGCCTTTAATCGCCGCCCTTCACGCCGCCGCCGCCTGGGTAGCGCCACGCTTTCCAT
-CATATGCACCACAGTGCGGACAATGGATTCCGGGAAGACACGTTCACCGGGAACCGGGGG
-GTCAACTTTGGTAATCGACAGTGGGCGATAAATGCCGTAGCTGCCGATAGTTGCGTAGAC
-TCGCGCTAACTGTAATGGTGTTACCATTAGCCCGTAGCCGAAAGAGAAGGTGCCCTCTCT
-ATGTCAGACCACCGTGTTTTTGAGGATATAAGCCACTGCGTTCTCCGACCAACCCCAAAT
-TGGTCGCTTTTCCCAGTCCAAAACGTGAGTAAGTATCTACTAACGCTGAGGACGGCATCG
-CTAACGCCAGCTTGGAAACACCGACGTTACTCGACTTCTGTAATACCCCGGTCAGGGTTA
-ATTCGCTGTAGCGTGCCACGTCTTTGATTTCGTGGCCGTTAATTCGATAAGGAAGGTATT
-GAGTACCGAGTTTTCCCGCACCACGCCACGTTGCAACGCGGTCATTACCACCATCGGTTT
-AACCGTTGAGCCCGGTTAAAACACGTCGGTGATGGTACGGTTACGCATCGCCTCTTTCGG
-CGTGCCGCTCAGATTTTAAGGGTTGTATGACGGGCTGTTAGCCATCGCCAGCACTTCACC
-GGTGTTGACATCCACCAGCACGGCGCTACCAGATTCAGCCTTGTTAAAGGCCACCGCGTT
-GTTCAGTTCGCGATAAACCAGCGCCTGCAGGCGTTCATCAATACTCAGCGCCAGGGTATG
-TGCGCTGCCTGGCTGTCAGTAGAAGAAATATCTTCAATTACGCGACCATAGCGGTCTTTA
-CGCACAATGCGCTCCACCGGCCTGCCCGGTAAGCCATTTATCGAAACTCTTCTCAACGCC
-CTCAATCCCTTGACTATCGACGTTAGTAAAGCCGATGAGGTGAGCAGTCACTTCGCCGGA
-CGGATAGTAACGGCGAGACTCTTCACGCAGATGAATCCCCGGCAGTTTCAGTTTTTTGAT
-GTAGTCCGCCATGTCAGGGTTCACCTGACGCGCCAGATAAATAAAGGCGCCTTTTCGGGT
-TGGCGTTAATGGGGGCTGAAAGCTGATCCAGCGGAATATTGAGCGCGTTACCAGCGCCTT
-CCAGCGGTCACCGGACGCTGATACCGCCAGCGTCATGCACTTCTTTCGGGTCAGCCCAAA
-TCGCTTTTACCGGCACGCTCACCGCTAACGGGCGACCAGAACGGTCAGTAATCATGCCGC
-GGGAGGTGGAAACTTGCTGAACGCGAAGAGAACGCATGTCGCCCTCTTTCACCAGCATAT
-CCGGGGAGATAACTTGTAACCACGCTACGCGTCCGAGCAGAAAACCGAGCCAGGAGAATA
-CAGCCGCATAAACAACGCAAAACGCCAACTGATAAAGTTGGCATGTTCTTCCTGACGTTT
-TGGTTTCTGCGTTTTCGCCGCTGCTTTCATGCGTCGCGTTTATCCTTATTTTTGCACTAC
-GATATTTTCTTGTGACGGATCAACATGCTGCATTTGCAGCTTTTCCGTGGCGATCCTTTC
-CACCCGGCTATGGTCGCCGAGCGCATTCTCTTCAAGGATCAGGTTGCGGCCATTCAAATT
-GTCTAAAGCATCTCGCTCCAGCACCAGTTTGTTCGCGCTGAGGCGTCAGTAAACGGGTAT
-GGTGCGCCGTGGTTACCACAGTCACCGCCGTCAAAATAATGCAAATGAACAGGCAGAGTG
-GCAGCTTCCCACAATCGCAAAAGATCGTCACCGATAACACCAGGCAATGCATGGCGCTCG
-TGGCTTCCCATCGATCCTTTAACTTTGCTTAGAGCTTCTGTCACTCTGCTGATCATGCAT
-TCGTCCTCTCTGCAATACGCAGAACTGAACTTACGGGCACGAGGGTTCTCAGCCACCTCT
-TCTTCGCCCGGCATTAACTTGCCTGTGCTCGCAGCTGACGGCCACCCAGTTTTTGAGCTG
-CTCTTCAGTCATCGGTAACCCTGCCGGAACTTGCGGACCGCGGCTGTTTTCACGCAATAA
-AAGTTTCACAATACGGTCTTCCAGCGAGTGGAAGCTGATGATCGAAAGCCGCCCACCCGG
-GGCCAGCACGTTGAGCGAGTCTTTTAGCGCCTGCTCTATCTCCTCCAGTTCACTTTTTAC
-CCAAATGCGCACCGCCTGGAAGGAACGGGTCGCGGGATGTTTAAACTTATCTTTCACCGC
-CGTTGCAGCAGCCACGACTTCCGCCAGTTCTTTTGGTGCGGGTCATCGGCTGTTCGCGTT
-ACGCTCGACAATGGCGCGGGCAATGGTTTGGCAAAACGCTCTTCACCATAGGTTTTTCAA
-TACCCAAGGCGATATCGGCTTCTTCTGCGGTTTGTAGCCATTCAGCGGCTGACTGCCCAC
-GGGTTGGGTCCATACGCATGTCCAGCGGACCATCGCGCATAAAGGAAAAGCCACGTTCAG
-CATCATCAAGTTGCGGTGAAGAGACGCCAAGATCGAGGAGAATGCCGTCGATCTTGCCGA
-TAAGATCGCGCTCGGCAACGTATTCGCCCAGCGCGGAGAAAGGTCCGTGGATGATGGAGA
-AGCGCGGATCATCAATAGTCTTCCCAACGGCGATAGCCTGCGGGTCGCGATCGATCGCCA
-GCAAACGCCCCCTTCGCCAAGCTGCGAGAGGATCAGACGTGAGTGACACCGCGACCAAAA
-GTCCCATCAATGTAGATGCCATCAGGACGGATATTGAGGCCATTAACGGCTTCATCCAGC
-AGCACCGTAGTATGTTTATAGTTTTCCATCATTTTTATAGAGACAAGGCCTGCAGTCGCT
-CCGATAAGTCTCCGGTAGCCAACTGCTCTGCGTCGATATCTCCTTTACCTGTTGATGCCA
-GGTTGTTTCATCCCCCAGCTCAAACTTGTTGAACTGTCCAACCCAGCATCACTTCTTTTG
-TCAGCCCCGGCATGTTGCCGCAGTACTGGCGCGATTAACAATCGACCTGCGCCATCCATT
-CTGACATTCGCTGGCATGACCTAACAGTAGGGGCTGCACACGGCGCTCAACCGGGTTCAT
-GCTCGACAGACGCGATTAATTTTTGCTCGATAATTTCCCATTCAGGCAGGGGGTAAAGCA
-GCAAGGCACGGGTGATAAATGTCAATGGTGCAAACCATTTGACCGGCAGCGTTCTCAAGC
-AGCTGTTCCCGATAACGGGTAGGCACTGATAAGCGCCCTTTGCTGTCGAGATTGAACTAA
-CGTTGCTTCCCCGGAACATGCCAGCCTCACCCCTTATTCCCACTTTGCCCCACAATTTCC
-CCACTGAAAGGAGTTTACGGAGCTGAGGAAAAGCTTGTCAAAGCCAGTCACAAGGCAATA
-CCGAGGTAAAAAAACCCGATGTTTACGGCTAATATCAGCGTTGTTTATTTTTACGTCCAA
-CGTGCGAAGCAAATTAACGTTATGAATAGCTGTAAGAAAAAATCCCTCATCGTCATCACC
-GTTTAAAATGACTCACTATTTTCCACAGCAAATATAAAGTGTCAGTTTGCGACGCGAGCG
-GCCATTTTAGGACATATCTTCCCCGGTTAACAGTCCTTGTTACGTCTGTGGGGCGCTTGA
-TGCCAGCGGGGTTTGCGCAAAAAGCAAAGAAAAGTTGTTTGTTAAATCGGCAATTCATCG
-CCGCATGTAACAAAATAATGCAAAAACGCGCTGTCGATATCACTTAATTATTTGTGAATT
-TCAGCTGGTGAGTTAATTAACGGGGCGGGTTTAAAAGCATTTAATCAATAATAGTCAGGA
-ATAGTCTTATTTACTTTAAGCATATTGATGTCCAGTCCCGTACTCTACGCGCCAGAGGGA
-AATTCACCTGGCGCGTATTTTTGTTCGCGGCTTAGCTACGGCTGAGCACGCCGCGGCGAT
-AGAGATTACGTTTAATGCGCGTTAAACCCAGGTTTTGGCTTACGCGGTTTCGTCCAGGCT
-TGCCAGGACAATCTCCAGCACACGCTCTGCGACATCGCGGTGACGTTGAGCCACTGCCAG
-CACCGGACACTGTAAGAAAGTCGAGCAGTTCGTTATCGCCAAAGGTGGCAATTGCCAGGT
-CAGAAGGGCAGTTTGCCGTCCGGACGCAGCGTGACATCCATCACTCCTTGCAACAACGCA
-AACGACGTTGTGAACAGCGCCTGCGGCATCGGATGCTTCCAGCCATTTTTCGAATAACTG
-GGCAGCCGCCTCCCGCTCATAGCTGTTGGCATTACAGGAAATGCACTTCGCGCGGATCAT
-CTTTCCAGGCAGTACGGAAACCTTGTTCACGCAGGAAGCTGACAGAAACTCCGGTAGCGC
-ACCAAGATAAAGCACCGTCTCGGCGGGAAACTTACGTAACTCTTCCGCCAGCATTTCGGC
-CACATCCTGATCGGCACCAACCACGCTGGTGAAGTGTTCACGATCGAGGGCGCGGTCCAG
-CGCGACAATCGGGAACGGGTCGTTAGCCCAGCGTTGGATAAAAAGGATGCTCAGGAGGCA
-ACGACGTCGAAACAAATAATGGCATCAACCTGACGCTGTAAAAGGTGCCAAATGCACCGC
-ATTTCGTTGTCTGGCTGATCTTCTGAGCAGGCAATCAGCAGTTGATAAACCCCCGTTGCC
-GCGCCTGGCGTTCAAGATAGTTAGCGATGCGGGTATAGCTGGTGTTCTCCAGATCGGGGG
-ATCACAAAACCAATAGAACGTGTGCGTCCAGCACGAAGCCCAGCTGCCAACGCGTTCGGG
-TGGTAATTGTGCTCACGCACCACAGCCATGACTTTTTCAACGGTTTTGTCGCTCACACGG
-TATTGCTTCGCTTTGCCGTTAATAACATAGCTTGCAGTGGTCCGCGACACTCCCGCCAGC
-CGAGCGATTTCATCCAGTTTCACAATTGCCCCTTGCGTAAAAATGTAAAAACCATAGCCA
-TTGTACTGGTATGGGTTAAATTCATTAACATCTAAGCGCAGAAAATTAACTGCGGCAACT
-GCTTTTATTCCAGGTTCCCACTGATTTCGCAAAAAAAGCCCAACGTGACATGTTGGGCTG
-TAAATTGCGCATTGAGATCATTCTCAACGCATTATTTTATCGCCGCGCGAAAGTCCGACC
-ACACCAGAGCGAGCAACCTCCACAATTTTCGCCACATCGCGAATCGATGCTAAAAATGCA
-TCAAGCTTACCGCTGGTGCCTGCTAATTGAACGGTATAAAGCGAGGGTGTGAACATCGAT
-AATTTGCCCACGGAAATTTTCCGTATTACGTTTCACTTCGTCAACGCCCGTAACCGCTGG
-CCTGAATTTTCACCAGCATGATTTCCCGCTCAACATGCGCGCCCTGGCCCCAACTCACCG
-CGGCAAGACATCGACCAGTTTGTGTAATTGCTTTTCGATCTGCTCAAGTACATTTTTCAT
-CGCCCACGGTCTGGATGGTCATACGCGATAATGTCGGATCGTCGGTTGGCGCAACGGTCA
-GGCTTTCAATGTTGTAGCCACGCTGGGAAAAAAGGCCAATCACGCGGGATAACGCGCCTG
-ATTCATTTTCGGAGTAAGACTGATAATATCCGGCGCATAATCAGGTTTCTCTCCGTTTTG
-CTTAACCACATTTCATCCATTCCGCCCCCGCGAATCTGCATCGGGTAGACGTGCTCCTGC
-CATCGACGGTAACATCAACAAACACCAGGCGATTATTGCGCACCTGTTCCAGCGCCTCGC
-TAAGTTTGCTTTCCAGCTCATGCGGATGAGAAATCTGGATCCCGACATGCCCATAGGCTT
-CCGCCAGACGGACGAAATCGGGTAGCGATTGCAATATAAGATTGTGAATGACGGCCGGAA
-TAGATCATGTCCTGCCACTGCTTCACCATCCCCAGATAAGCGGTTATTGAGATTCACCAC
-CAGTACGGGCAACTCGTATTGCAACGCGGTAGACAGTTCCTGGATGTTCATCTGAATACT
-GCCGTCGCCAGTGACGCAAACCACGGTTTCTTCTGGCAACGCCAATTTTGACGCCCAGTG
-CCGCAGGTAAACCAAAACCCATCGTGCCGAGGCCACCGGAATTGATCCAGCCACGCGGTT
-TGTCGAATGGATAATAAAGGCAGCAAAACATCTGGTGCTGCCCGACATCGGACGTCACGT
-AAGCGTCTCCCTTCGTCAACCGCCAAAGGGTCTCGATCACCGCCTGCGGTTTAATCTTTT
-CACTGTGAGTGTCATATTTCAGGCACTGACGAGCGCGCCACTGTTCAATTTGCTGCCACC
-AGTCGCGGATCTCATCCAGTGGTTGATGGGCGGATTCTTGCGACAAGAGTTCAAGCATTT
-GTTCGAAGACCTGGCGAGCATCCCCCACCAATCGGGATATCCGCAGTCACGGTTTTAGAA
-ATGGAAGTAGGATCAATATCGATATGCAGAACAGTGGCATTTGGGCAGTACTTTGCCAGA
-TTGTTCGTCGTTCGGTCATCAAATCGTACCCCGACGGCGAAAATCACATCCGCGTTATGC
-ATCGTCATATTGGCTTCGTAGGTACCGTGCATTCCCAGCATGCCCAGTGCCTGACGATGC
-GTTGCCGGAAAACGGCCCCAGCCCCATCAATGAGCAAACAACGGGCAGATTCAACGCCTT
-CCACCGTTTCTTTCAACTGCTGATGGCAGCCCGCCGTGATTGCCCCACCGCCTACGTAGA
-CACCGGTTTTTTTGCCGCTACCAGCGTTTGCAGAGCACGCTTAATTTGCCCTTTTATGTC
-CGGTAGTAGTGGGATTGTAAGAACGCATTATGACCGACTCCGGCCAGACATAGGGTAATT
-TGTTCGCCGGATTAAGAATATCTTTCGGTAAATCAACGACTACTGGTCCTGGGCGACCAC
-TTGCCGCCAGCCAGAAAGCCTTTTTCAGCACCTGCGGATGTCTTCCGTTTGCTTAACCAG
-AAAACTGTGTTTAACCACCGGTCGCGAAATCCCCCCAATGTCGCACTCCTGAAAGGCATC
-GTAACCTATCAACGAGGTCGCTACCTGCCCGGAAAGGACAACTAATGGAATGGAATCCAT
-ATAAGGCGGTGGCGATGCCAGTAATCGCATTGGTTCCCCCTGGACCCGACGTTACCAGCA
-CGACGCCGACTTCCCCGGTCGCGCGCGCCAGGCCATCGGCCATATGCACCGCCGCCTGCT
-CATGACGAACTAATACATGATCAAATAACACCCACGGTATGCAATGCATCATAAATATCA
-AGGACTGCGCCTCCGGGATAACCGAATACTTGTTTAACGCCCTGATCGATAAGCGATCGG
-ACGACCATCTCGGCTCCAGACAACATCTCCATGGCCTGCCTCACTGTTTGACGGAAAAAA
-TGTGTAAAACACATTACCGTCCGATCTTGCTTAAGCAATTGGCAGCCAGAGACATAAACA
-CGGGGGTAATAAGAATAAACAGGAGGAAAGGTGAAAAGAAAACGATAAAATCCTCCATTA
-CAGAGGATTAAATTGATAATAAATCGGCTGAATCCCACAACTTACAGCAATTTCTCTATT
-TTTTTAATTAATCCTAAAATAGAGAGGCCACACATTCAGAATAAAATTCTACATTCAATA
-AAAAATGCAGAATAAACCAGACATTCATGTCTGACCTATTCTGCAATCAGTTAGCGTTTG
-CAATTGAGACTAATTGCTCTTCCATCCACTGATGGCCCTTATCGCGCCCGGCAGCTTCAT
-GCCAGGGAGAGATAACAGGTTCTGCTGTTTTGTTTTAACGGCAGCGGTAATACCTGTAAT
-TCTAAGGATTCAGCGAACTCTTCAGCCAGCCAACGCGGCGCAATAGCGACCAAATGCGTT
-TGCGACACCACGCCTAAGTACGCTCATCATTGCCATGCCCTGATACGCGATACTGGCTTG
-CTTATCTACCGTGTCATACCAAGGTTTGACTAAATGACGCGAAACGATCGAGCGAAACCG
-CCGCATGTTGTTCGTTATAAACATCATGTTTTCAGTAACGGGCCCTTAATTGTTGGATGA
-TTTTTGCTGGCTACCAGCACCATTTCATCTTTAAATAATGGTACGCTGGTAAATTCAGGA
-CGATGGAAGTCTTCATAACTAATCACAAACTCCGTTTCCTGATAACGCAGCTGATGTTCA
-GTGTTCTGATTTAATGAAGACTTGAACATAACATGTATATTTGGCGCAATCTGCTCAATG
-TGATTATAAATCTGCGAGGTCAGAATGCTGTCTAACGGGCTGAAAACACAAAGATGAAAT
-ACACGTTCACTGCTCGCGGGTTCAAAACCTGAACCAGGCAATTCATTTTGTACTAGTTGC
-AATGCCTGACGAACTGAACCAAAAAGTTGAAATGCGCGAGCAGTCGGTTGAATAACCACG
-GCCTTAACGAACAAAAAGCTCGTCATTAAACATCACCTTCAGGCGTGCAACAGCGTTACT
-GACCGCAGGTTGCGACATTCCCAGAACATGAGCGGCACGAGTAATGTTTTGCTCCTGCAT
-CACGGCATCGAAAACGGTTAATAAGTTGAGATTCGACCATGCGTAGCTGTGGTTTGCTTA
-ACTCCGCCGTCTCTGGATGATCTGTTTGTACCTCTGGCATACTTAACTCCACTGTCACAC
-TTAACTCCCTTTCCCTTATTGGAATGCAGAGAAATAATCCTGAAGAATATGATTTATCAT
-GCATATAAAATAAGAAAAAGCAAAATGAGTAAAATTCGGAAAACATAAAGATACGGGTTC
-TGATAAAAACAGAATCCATTGCCGTGGAATGAGTCATTTACCACAGCATAATAATCCATA
-ATTTTTTTGTTGCGAAAACAATCTAATCATAACTACCGCGAATACTCAATCATCTACAAA
-ATGGATTAAATGTGCTTATTTATAATATAAATTTATATATTTAATGCATTAATTCTTAAC
-ATTAATTGATCAATAATATTCACCAAATCAATATCAAAAAAAATCGCAAAACATATAATT
-CAATACAAATCATCAGGATAGGTTTTGCAACGCGTGCATTTTGTCCCCTTTTTCCTCGTT
-GATTAGATGCAAAAATTTATGCTGAAATATGTCAACCGATGAAAAGCGTCGGTAGTTAAG
-CAAAATTTAATATCGCTTACTTTAACCACCGCAGCACAATTAGCTAATTTTACGGATGCA
-GAACTCACGCTGGCGGGACGTTTTTATTGCGTCAGGGTTGACATCCGTTTTTGTATCCAG
-TAACTCTAAAAGCATATCGCATTCATCTGGAGCTGATTTAATGACTCACATCGTTCGCTT
-TATCGGTCTACTACTACTAAACGCATCTTCTTTGCGCGGTAGACGAGTGAGCGGCATCCA
-GCATTAAGCCAGCACGCAGTCAAAACAAAAACCCGCGCCATTGCGCGGGTTTTTTTATGC
-CCGAAGCGAGGCGCTCTAAAAGAGACAAGGACCCAAACCATGAGCCAGCAAGTCATTATT
-TTCGATACCACATTGCGCCGACGGTGAACAGGCGTTACAGGCAAGCTTGAGTGTGAAAGA
-AAAACTGCAAATTGCGCTGGCCCTTGAGCGTATGGGTGTTGACGTGATGGAAGTCGGTTT
-CCCCGTCTCTTCGCCGGGCGATTTTGAATCGGTGCAAACCATCGCCCGCCAGGTTAAAAA
-CAGCCGCGTATGTGTTAGCTCGCTGCGTGGAAAAAGATATCGACGTGGCGGCCGAATCCC
-TGAAAGTCGCCGAAGCCTTCCGTATTCATACCTTTATTGCCACTTCGCCAATGCACATCG
-CCACCAAGCTGCGCAGCACGCTGGACGAGGTGATCGAACGCGCTATCTATATGGTGAAAC
-GCGCCCGTAATTACACCGATGATGTTGAATTTTCTTGCGAAGATGCCGGGCGTACACCCA
-TTGCCGATCTGGCGCGAGTGGTCGAAGCGGCGATTAATGCCGGTGCCACCACCATCAACA
-TTCCGGACACCGTGGGCTACACCATGCCGTTTTGAGTTCGCCGGAATCATCAGCGGCCTG
-TATGAACGCGTGCCTAACATCGAAAAAGCCATTATCTCCGTACATACCCACGACGATTTG
-GGCCTGGCGGTCGGAAACTCACTGGGCGCGGTACATCCGGTGCACGCCAGGTGGAAGGCG
-CAATGAACGGGATCGGCGAGCGTGCCGGGAAAACTGTTCCCTGGAAGAAGTCATCATGGC
-GATCAAAGTTCGTAAGGATATTCTCAACGTCCACACCGCCATTAATCACCCGGAGATATG
-GCGCACCAGCCAGTTAGTTAGCCAGATTTTGTAATATGCCGATCCCGGCAAACAAAGCCA
-TTGTTGGCAGCGGCGCATTCGCACACTCCTCCGGTATACACCAGGATGGCGTGCTGAAAA
-ACCGGCGAAAACTACGAAATCATGACACCAGAATCTATTGGTCTGAACCAAATCCAGCTG
-AATCTGACCTCTCGTTCGGGGGCGTGCGGCGGTGAAACATCGCATGGATGAGATGGGGTA
-TAAAGAAAGTGAATATAATTTAGACAATTTGTACGATGCTTTCCTGAAGCTGGCGGACAA
-AAAAGGTCAGGTGTTTGATTACGATCTGGAGGCGCTGGCCTTCATCGGTAAGCAGCAAGA
-AGAGCCGGAGCATTTCCGTCTGGATTACTTCAGCGTGCAGTCTGGCTCTAACGATATCGC
-CACCGCCGCCGTCAAACTGGCCTGTGGCGAAGAAGTCAAAGCAGAAGCCGCAACCGGTAA
-CGGTCCGGTCGATGCCGTCTATCAGGCAATTAACCGCATCACTGAATATAACGTCGAACT
-GGTGAAATACAGCCTGACCGCCAAAGGCCACGGTAAAGATGCGGGGGTCAAGTGGATATC
-GTCGCTAACTACAACGGTCGCCGCTTCCACGGGCGTCGGCCTGGCTACCGATATTGTCGA
-GTCATCTGCCAAAGCCATGGGTGCACGTTCTGAACAATATCTGGCGTGCCGCAGAAGTCG
-AAAAAGAGTTGCAACGCAAAGCTCAACACAACGAAAACAACAAGGAAACCGTGTGATGTC
-GGAAGAATTACCATATTGCCGTATTGCCGGGGGACGGTATTGGTCCGGAAGTGATGACCC
-AGGCGCTGAAAGTGCTGGATGCCGTGCGCAACCGCTTTGCGATGCGCATCAACCACCAGC
-CATTACGAATGTAGGCGGCGCAGCCATTGATAACCACGGGCAACCACTGCCGCCTGCGAC
-GGTTGAAGGTTGTGAGCAAGCCGATGCCGTGCTGTTTGGCTCGGTAGGCGGGCCGAAGTG
-GGAACCATTTACCACCAGACCAGACAACCAGAACACGGGGCCGCTGCTGCCTCTGCGTAA
-GCACTTCAAATTAATCAGCAACCTGCGCCCGGCAAAACTGTATCAGGGGCTGGAAGCATT
-CTGTCCGCTGCGTGCAGACATTGCCGCAAACGGCTTCGACATCCTGTGTGTGCGCGAACT
-GACCGGCGGCATCTATTTCGGTCAGCCAAAAGGCCGCGAAGGTAGCGGACAATATGAAAA
-AGCCTTTGATACCGAGGTGTATCACCGTTTTGAGATCGAACGTAATCGCCCGCATCGCGT
-TTGAATCTGCTCGCAAGCGTCGCCACAAAGTGACGTCGATCGATAAAGCCAACGTGCTGC
-AATCCTCTATTTTATGGCGGGAGATCGTTAACGAGATCGCCACGGAATACCCGGATGTCG
-AACTGGCGCATATATGACATCGACAACGCCACCATGCAGCTGGATTAAAGATCCATCACA
-GTTGACGTTCTGCTGTTGCTCCAACCCGTTTGGCGACATTCTGTCTGACGAGTGCGCAAT
-GATCACTGGCTCGATGGGGATGTTGCCTTCCGCCAGCCTGAACGAGCAAGGTTTTGGACT
-GTATGAACCGGCGGGCGGCTCGGCACCAGATATCGCAGGCAAAAACATCGCCAACCCGAT
-TGCACAAATCCTTCCGCTGGCACTGCTGCTGCGTTACAGCCTGGATGCCGATGATGCGGC
-TTGCGCCATTGAACGCGCCATTAACCGCGCATTAGAAGAAGGCATTCGCACCGGGGATTT
-AGCCCGTGGCGCTGCCGCCGTTAGTACCGATGAAATGGGCGATATCATTGCCCGCTATGT
-AGCAGAAGGGGTGTAATCATGGCTAAGACGTTATACGAAAAATTGTTCGACGCTCACGTT
-GTGTACGAAGCCGAAAACGAAACCCCACTGTTATATATCGACCGCCACCTGGTGCATGAA
-GTGACCTCACCGCAGGCGTTCGATGGTCTGCGCGCCCACGGTCGCCCGGTACGTCACCGG
-GCAAAACCTTCGCTACCATGGATCACAACGTCTCTACCCAGACCAAAGACATTAATGCCT
-GCGGTGAAATGGCGCGTATCCAGATGCAGGAACTGATCAAAAACTGCAAAGAATTTGGCG
-TCGAACTGTATGACCTGAATCACCCGTATCAGGGGATCGTCCACGTAATGGGGCCGGAAC
-AGGGCGTCCACTTGCCGGGGATGACCATTGTCTGCGGCGACTCGCATACCGCCACCCACG
-GCGCGTTGGCGCACTGGCCTTTGGTATCGGCACTTCCGAAGTTGAACACGTACTGGCAAC
-GCAAACCCTGAAACAGGGCCGCGCAAAAACCATGAAAATTGAAGTCCAGGGCAAAGCCGC
-GCCGGGCATTACCGCAAAAGAATATCGTGCTGGCAATTATCGGTAAAACCGGTAGCGCAG
-GCGGCACCGGGCATGTGGTGAGTTTTTGCGGCGAAGCAATCCGTGATTTAAGCATGGAAG
-GTCGTATGACCCTGTGCAATATGGCAATCGAAATGGGCGCAAAAGCCGGTCTGGTTGCAC
-CGGACGAAACCACCTTTAACTATGTCAAAGGCCGTCTGCATGGGCCGAAAGGCAAAGATT
-TCGACGACGCCGTTGCCTACTGGAAAACCCTGCAAACCGACGAAGGCGCAACTTTCGATA
-CCGTTGTCACTCTGCAAGCAGAAGAAATTTCACCGCAGGTCACCTGGGGCACCAATCCCG
-GCCAGGTGATTTCCGTGAACGACAATATTCCCGATCCGGCTTCGTTTGCCGATCCGGTTT
-GAACGCGCGTCGGCAGAAAAAGCGCTGGCCTATATGGGGCTGAAACCGGGTATTCCGCTG
-ACCGAAGTGGCTATCGAACAAGTGTTTATCGGTTCCTGTACCAACTCGCGCATTGAAGAT
-TTACGCGCGGCAGCGGAGATCGCCAAAGGGCGAAAAGTCGCGCCAGGCGTGCAGGCACTG
-GTGGTTCCCGGCTCTGGCCCGGTAAAAGCCCAGGCGGAAGCGGAAGGTCTGGATAAAATC
-TTTATTGAAGCCGGTTTTGAATGGCGCTGGCCTGGCTGCTCAATGTGTCTGGCGATGAAC
-AACGACCCGTCTGAATCCGGGCGAACGTTGTGCCTCCACCAGCAACCGTAACTTTGAAGG
-CCGCCAGGGGGCGCGGCGGGCGCACGCATCTGGTCAGCCCGGCAATGGCTGCCGCTGCTG
-CTGTGACCGGACATTTCGCCGACATTCGCACATTAAATAAGGAGCACACCATGGCAGAGA
-AATTTATCAAACACACAGGCCTGGTGGTTCCGCTGGATGCCGCCAATGTCGATACCGATG
-CAATCATCCCGAAACAGTTTTTGCAGAAAGTGACCCGTACGGGTTTTGGCGCGCATCTGT
-TTAACGACTGGCGTTTTCTGGATGAAAAAGGCCAACAGCCAAACCCGGACTTGGTGCTGA
-ACTTCCCGCAGTATCAGGGCGCTTCCATTTTGCTGGCACGAGAAAACTTCGGCTGTGGCT
-CTTCGCGTGAGCACGCGCCCTGGGCATTGACCGACTACGGTTTTAAAGTGGTGATTGCGC
-CGAGTTTTGCTGACATCTTCTACGGCAATAGCTTTAACAACCAGCTGCTGCCGGTGAAAT
-TAAGCGATGCAGAAGTGGACGAACTGTTTGCGCTGGTGAAAGCTAATCCGGGGATCCATT
-TCGACGTGGATCTGGAAGCGCAAGAGGTGAAAGCGGGGAGAGAAACCTATCGCTTTTACA
-TCGATGCCTTCCGCCGCCACTGCATGATGAACGGTCTGGACAGTATTGGGCTTACCTTGC
-AGCACGACGACGCCATTGCCGCTTATGAAGCAAAACAACCTGCGTTTATGAATTAATCCC
-CTTGCCCGGTCAAATGACCGGGCTTTCCGCTATCGTCCACGTCATCAAACGTCTTTAACC
-TTTGCGGTTAAAAATAATGCGACAACAGAAAATACCGCAATTACCCAGTAGACAGCAAAG
-TGCCCCCAACTTTGTGCAATTGCTCCCTGAATAACGCCAGCCAGAATTACCCCGGTAGAA
-ATACTGTTAGTAAATAAGGTGGTAGCTGCCCCCGCTCTTCCAGGCATTAAATCCTGAAAC
-CATAGCATCCCAATACCCGCAACAATGCCGATAAATACAGCGTTAAAAAAGTTGCAGCGT
-CATCAACGCCATACGGCTATTAAAGAAAATCAATCCGGTGTAAAAACAGTACTCCTGCCG
-CCACTGCTATGACCATCATTCGCCGCTTACCATAACGTTTGACATAGTAGCCAGCCAGAA
-ATCATTGCTGGTATTTCCAGTCCAGCTGCCGTCCCCATCAGGAAACCCGCCAGTTTGTCT
-GGCAATCCTAACTCGCTACTGATCCACAACGGCATATCAATAAATGTACATGGTGTTGCA
-GGTCCACATTAACGTCGAGGCGACAAAAAACATCCGTACGTTACTATCCTGCCAGCCACC
-TTGCATTGATAAAGCATTTTCCGACGGCAGTTCTACCCGCGCCACAGACGGAAGCATAAA
-TGCAATCAATACCAGACTGAGTGTGAATATCCCGGCGGCAATCGAAAACATCACCGTAAA
-GCCGTAATTCAACGCCAGCATAAAGGCCAACGGTGGACCGATAACCCATGCCAGAGAAAG
-CTGCGCACGCATCACCGAGCTAAACATCACCACTTCTCGCGCCGAGTTATCCGCATATTC
-CCGCGCCAGAGCAAATAACTGTGGCATTGCCGTATTGGCCAGAGATGCCAGAAGCACACC
-ACAGGTGATAAGCGTCAGATAATGACGATTAAATGCAAACAATAGCGCATTGCCGATAGC
-CATCAAACAGCAAAATATAATCAGTTTTCGCCGATCGCCCTGACTTTCAGAACGTTTTGC
-CAACCAGAGGCTTACGCCGATCCCAGCAATAGCATTCACCGTATAAAAGAGGCCGATCCA
-GAAAGGGTTGCGCGCCAACCTCACGACTCAGAAATAAGCTCAATGTAGGAGCCTGTAGCG
-CCCCGGCCACCCCCATCATAAAAGCGACCAGCATAAATGCCGCGTAAACACCGTTCATAC
-GGCGAGCCATCGTCATTATCCAGATCATACGTTCCCTTTTATGCGCGGCGAGAATAAAAA
-AAACCAGCAGGTATAATCTGCTGGCGGGTGATTTTACACCAATACTCAGTCACACATGAT
-GCAGGCAAGTCAACTTTCAGAATTGCGGTCATCCCACTGCATCAGTCCTTCAAGCATGGT
-TAATCGTTGTGGGACGCTAAACCAACGCAACCAGCACAACTTCGCTGTCGGGTAAAATAG
-TGCTGATAAAACTGACGCATGGGGCACCCCCTTGCTTCATCGTTAGGAATTATTGACTTA
-ATATAGGGAAAATAAAATTGCTGTCTTTTGCACAGGAGTTCCCCTTTTATGCCATCTGCT
-CGTCTGCAACAACAGTTCATCCGCCTGTGGCAATGCTGCGAGGGTAAATCGCAGGACACA
-ACGCTCAACGAACTGGCAGCGTTATTGAGCTGCTCGCGTCGTCATATGCCGCACCCTGCT
-CAACACCATGCAGGATCGCGGCTGGCTGACGTGGGAAGCGGAAGTCGGGCGCGGTAAACG
-CTCGCGTCTGACATTCCTCTATACCGGGCTGGCGCTTCAGCAACAGCGGGCGGAAGACCT
-GCTGGAGCAGGATCGTATCGATCAACTGGTGCAGTTGGTTGGCGACAAAGCGACTGTGCG
-GCAAATGCTGGTTTCTCATCTGGGCCGCAGCTTCCGCCAGGGGCGGCACATCCTGCGCGT
-GCTCTACTATCGTCCGTTGCGTAATCTGCTACCTGGCAGCGCATTGCGCCGTTCCGAAAC
-CCATATCGCCCGGCAAATCTTCAGTTCGCTAACGCGCATAAATGAGGAAAATGGGGAACT
-GGGAAGCAGACATCGCCCACCACTGGCAGCAAATTTCACCGCTTCACTGGCGTTTCTTTT
-TGCGTCCAGGAGTCCATTTTCACCATGGTCGTGAACTGGAAATGGACGATGTGATCGCCT
-CTTTAAAACGAATCAATACGCTGCCGCTCTATTCGCATATTGCTGACATTGTGTCGCCGA
-CGCCCTGGACGCTGGATATCCATCTCACGCAACCGGACCGCTGGTTACCGTTACTGCTGG
-GGCAAGTTCCGGGGATGATCCTGCCGCGCGAATGGGAAACCCTCAGTAACTTTGCCAGCC
-ATCCCATCGGCACCGGTCCGTATGCGGTGATGCGCACAGCACCAATCAACTGAAAATTCA
-GGCCATTCGATGACTTCTTCGGTTACCGGGCATTAATCGACGAAGTTAACGTCTGGGTTC
-TGCCGGAAATTGCCGACGAGCCAGCCGGAGGGCTGATGCTAAAAGTCCACAGGGCGAGGA
-AAAAGAGATTGAAAGCCGCCTGGAGGAAGGTTGCTACTATTTACTGTTCGACAGCCGCAC
-CCATCGCGGGGCGAATCAGCAAGTCAGGGACTGGGTAAGCTATGTGCTTTCTCCAACTAA
-TCTGGTCTATTTCGCTGAGGAACAGTACCAGCAACTGTGGTTCCCGGCTTATGGACTGCT
-CCCCCGTTGGCACCATGCCCGCACCATAAAGAGCGAAAAACCGGCTGGCCTGGAAAGCCT
-CACCCTAACCTTTTATCAGGATCACAGTGAGCATCGGGTGATTGCCGGGGTCATGCAGCA
-GATTCTGGCAAGTCACCAGGTCACGCTGAAAATCAAAGAGATCGACTACGATCAGTGGCA
-TACAGGAGAGATCGAAAGTGATATCTGGCTAAACAGCGCCAACTTTACCCTGCCGCTGGA
-CTTCTCTGTTTTCGCACATTTATGCGAAGTGCCACTGCTACAACATTGCATTCCCATTGA
-CTGGCAAGCCGACGCTGCTCGCTGGCGCAATGGCGAGATGAATCTGGCGAACTGGTGCCA
-GCAACTGGTCGCCAGCAAAGCGATGGTGCCATTATTGCACCACTGGCTGATCATTCAGGG
-GCAACGCAGTATGCGCGGCCTGCGCATGAATACCCTCGGCTGGTTCGATTTTAAATCAGC
-GTGGTTTCGCCACCGGATCCATGATTGCTGGTTGATAACAAAATCACTACACTAACGCCG
-TTCTCAACGGGGTGCCACGCGTACGCGTGCGCTGAGAAAATACCCGCTGAACCTGATCCG
-GATAACGCCGGCGAAGGGATTTGAGGTCCCTTCTCAAGTCCTTTGCCACTCTTTTTTGAG
-GTGCAAAGTGTTAAAAAAATGTCTGCCCCTGCTGTTGCTGTGCACAGCGCCCGTTTTCGC
-TAAACCCGTTCTGACTGTTTATACCTACGATTCCTTCGCCGCCGACTGGGGGCCTGGTCC
-GGTGGTTAAAAAAGCCTTTGAAGCCGACTGTAATTGCGAACTGAAACTGGTGGCGCTGGA
-AGATGGCGTTTCGCTTCTCAACCGTCTACGGATGGAAGGCAAAAACAGTAAAGCCGATGT
-GGTGCTGGGGCTGGATAACAACCTGTTAGACGCCGCCAGTAAAACCGGACTGTTTGCCAA
-AAGCGGTGTGGCAGCGGATGCCGTTAACGTTCCCGGCGGCTGGAATAATGACACTTTCGT
-ACCGTTTGATTATGGCTACTTCGCCTTCGTTTATGACAAGAACAAACTGAAAAACCCGCC
-ACAAAGCCTGAAAGAACTGGTTGAGAGCGATCAAAACTGGCGGGTGATTTATCAGGATCC
-CGCACCAGTACACCGGGGCTGGGTCTGTTGCTATGGATGCAAAAAGTCTATGGCGATGAC
-GCCCCACAAGCCTGGCAGAAACTGGCGAAGAAAACGGTCACGGTCACCAAAGGCTGGAGC
-GAAGCCTACGGCCTGTTTTTAAAAGGTGAAAGCGATCTGGTACTGAGTTACACCACCTCT
-CCGGCTTATCACATTTCCGAAGAGAAGAAAGATAACTACGCCGCCGCGAACTTCAGCGAA
-GGTCACTATCTGCAAGTGGAAGTCGCCGCCCGCACCGCTGCCAGCAAGCAGCCGGAGCTG
-GCGCAAAAATTCCTCCAGTTTATGGTTTCTCCGGCTTCCAGAATGCGATCCCAAACCGGC
-AACTGGATGTATCCGGTGGCAAACGTCACGCTGCCTGCCGGTTTTGAAAAATTGACCCAA
-ACCCGCAACCACGTTGGAGTTCACGCCAGCCGAAGTGGCGGCACAACGTCAGGCATGGAT
-TAGCGAATGGCAACGCGCCGTCAGCCGTTAATTCCCGGCTGGTTAATTCCAGGTGTAAGC
-GCCACCACGCTGGTGGTAGCGGTTGCGCTGGCGGCGTTTCTCCCCCTGTGGTGGAACGCG
-CCGCAGGATGACTGGGTGGCAGTCTGGCAGGACAGCTATCTGTGGCATGTGGTGCGCTTC
-TCCTTCTGGCAGGCGTTTCTCTCGGCACTGCTCTCTGTCATACCCGCGATATTCCTCCCC
-CGCGCGCTCTATCGCAGGCGCTTTCCGGGTCGGCTGGCGCTGTTGCGTCTGTGTGCAATG
-ACCTTGATTCCTCCCGGTGTTGGTCGCTGTTTTCGGCATTCTTAGCGTCTATGGTCGCCA
-GGGCTGGCTGGCAACACTCTGCCAATCGCTCGGTCTGGAGTGGACCTTTTCGCCCTACGG
-CCTGCAAGGTATTTTGCTGGCCCATGTGTTTTTTAATCTGCCGATGGCGAGCCGCTTATT
-ACTCCAGGCACTGGAAAACATCCCCGGCGAACAGCGTCAACTTGCCGCCCAGCTTGGGAT
-GGGTAGCTGGCATTTTTTCCGCTTCGTCGAATGGCCGTGGTTACGGCGACAAATCCCGCC
-GGTTGCTGCGCTTATCTTTATGCTCTGTTTCGCCAGCTTCGCCACCGTGCTATCGCTGGG
-GGGCGGTCCGCAGGCGACCACTATCGAGCTGGCAATCTATCAGGCGCTGAGTTACGACTA
-CGATCCTGCCCGCGCGGCAATGCTGGCGCTGCTCCAGATGGTGTGCTGCCTCGGGCTGGT
-GCTGTTGAGTCAGCGATTGAGTAAGGCCATTGCGCCCGGCACCACGCTGCTGCAAGGCTG
-GCGCGACCCGGACGATCGTCTGCATAGCCGCATTTGCGACACGGTGTTAATTGTGCTGGC
-GCTGCTTGCTGTTGCTGCCACCGTTACTGGCGGTGATCGTCGATGGGGTAAATCGCCAGT
-TGCCGGAAGTGCTGGCACAACCGGTGCTGGGGCAGGCGCTGTGGACCTCGTTGCGTATTG
-CGCTGGCGGCAGGTGTATTGTGCGTAGTGCTGACCATGATGCTGCTATGGAGCAGTCGCG
-AACTGCGGGCGCGGCAGAAAATGCTGGCGGGTCAGGTGCTGGAGATGAGCGGCATGTTGA
-TCCTCCCCATGCCGGGGATTGTGCTGGCTACCGGCTTCTTTTTACTGCTCAACAACACTA
-TCGGCCTGCCACAATCTGCTGACGGCATTGTGATTTTCACCAAAGCGTTAATGGCGATCC
-CTTATGCGCTGAAAGTGCTGGAAAACCCGATGCGCGATATCACCGCCCGCTACAGCATGT
-TATGTCAGTCGCTGGGGATTGAAGGCTGGTCACGCTTAAAAGTGGTGGAGCTGCGCGCCC
-TGAAACGTCCACTGGCGCAGGCGCTGGCCTTTGCATGCGTGCTGTCGATTGGTGATTTTG
-GCGTGGTGGCGTTGTTCGGTAACGATGATTTCCGCACCCTGCCGTTTTATCTCTACCAGC
-AAATTGGCTCCTATCGCAGCCAGGACGGTGCGGTCACCGCGTTAATTCTGCTGCTGCTCT
-GTTTTCTGCTGTTTACCGTGATTGAAAAAACTACCGGGGCGAAATGTTAAAACTGACTGA
-TATCACCTGGCTTTACCACCATTTGCCGATGCGTTTTAGCTTAACGGTGGAACGCGGCGA
-GCAGGTGGCGATCCTCGGGCCAAGCGGCGCGGGTAAAAGTACCCTGCTGAATTTGATCGC
-CGGTTTTCTGACGCCAGCCAGCGGTTCGCTGACTATCGATGGCGTAGATCACACAACTAT
-GCCGCCGTCACGCCGTCCGGTGTCGATGCTGTTTCAGGAGAACAACCTGTTCAGCCACCT
-GACGGTCGCACAGAACATCGGGCTGGGGCTAAATCCGGGATTGAAACTGAACGCGGTACA
-GCAGGGGAAAAATGCACGCTATCGCCCCCCAGATGGGGATTGATAATTTAATGGCGCGGT
-TACCGGGCGAGCTTTCCGGCGGTCAGCGACAGCGAGTGGCGTTAGCGCGTTGTCTGGTAC
-GCGAACAGCCGATTTTATTGCTCGATGAACCGTTCTCTGCGCTCGATCCGGCGTTACGTC
-AGGAGATGTTGACGCTGGTGAGCACGAGCTGCCAGCAGCAAAAAATGACGCTATTGATGG
-TGTCGCACAGCGTGGAAGATGCGGCGCGGATCGCCACGCGCTCGGTAGTAGTCGCCGACG
-GGCGCATCGCCTGGCAGGGTATGACCAATGAGTTGTTGGAGCGGTAAGGCGAGTGCTTCG
-GCACTATTGGGGATTACGGGTTAGTATGCACTGTCGGATGCGGCGTGAACGCCTTATCCG
-ACCTACGGGTAGTGCGTTTTGTAGGCCTGATAAAGACGCGGCAAGCGTCGCATCAGGCAA
-CCCGCACAAGACTATCTCCTAAACCCCAACCACTTTACGCAAAATATCGATATACACCGG
-AATCAACGGGTGGCGAATTAACACCACCAGCGCCACCACGCCGATGGCAGAAATCAACGG
-CGTCAGCCACAACAAACGACCGCGGGACAAATAATGACTCAAACGGTCAGTCGCTTTACC
-GCTGCGCCATAACCGCCAGCACAGCCAGCCACCAACCCACAAAAACACCGCTGTTGCCAG
-CAGCAACCATTTAAACTCACCGCTCTGCATCTCCGGCAGGAATATCGATCGCCGCGCCCG
-CCAGAATCCCTGGCAGGAAGTAAAACGGCGGCCACAGCAGGCAGCCGATAATATTCGGCG
-TAATAAATTTAGCCACCGGCAGATCCAGCATTCCCGCCACCATTGGCACCAGCGGACGCG
-TCGGGCCAACAAAACGACCGACCAGAATGGTGAACATGCTGTGTTGATGCAACGCATGTT
-CAGGTTTTTCAAGTAGTGCTTTGTTTTTCTTCAGAAATGACCAGCGATGCAACGGCTTTT
-TAAAACGCCAACCCAGCCAGAAAGAAATCCAGTCCCCCATCAAGCAGCCAATAATCCCTG
-CCAGCCAGGCGTGCCAGAAACTTAACTCGCCGCTGCCAATCAGCGCTCCCAGCCCCGCCA
-TCAGCACCGTCCGGTAGAATCAAACCGACCAGCGCCAGCGACTCCAGAAAGGCCACCCAC
+TTTCCTTTTCCTACTGTACTTCTCAAATATTCCAGGCGACTTTCGTGATGATTCACAGCA
+TGTTTCACGATTCGCTAACCCTAATCCGCTACCGCGGTTAGCCGGGAACCCCGCTTTATC
+AACGCGATAAAAACGCTTCGGTCAGGCCGCGGAATAATGCTCCGGTGCAATGCCCCGGGT
+CCGTTATCTTCAACGCTAAATTCGGCACCGTGCGGCACTCGCTGCCAGCGTACGGTGATA
+TGCGTGCCCTTCCGGCGTATGGATTCACGCGTTATTAGACCAGGTTTGAAATCGCACTGC
+GGTAGCTGATCTTCGTTTGCCAGACACCTTGAGGCCGTTATCTATCTCAAAGGTAAATGT
+CTGTTTTTCTGACTCAGAGTCTGAGCCTCGCGCTCAACAACGCGCAGCATCATCGGCACA
+ATCAACCTTTTCATTTGAGGAATGCGTCGGTGCGGCTTCTATTTTCGACAGCGTCAGCAA
+ATGCTTCACCAGGTCCTTCCATCCCGCTGGGTCTGCTCGCGCATGGTGTGCAACGCTTTT
+TCGCGTACCGCGCCTTCCAGCGGCTGCTCAATTCATCATCTCCAGGTAACCCCTGTAACA
+CGGTCCAATGGCGTACGTAACTCATGGCTCACCGTTGGCAAAAAAGTTACGCCGCGCCCC
+TTCCAGTTGATGCATTTGCGTGACATCACGCGCCACCATCAGCAACTGTTTGTGGGTATA
+AGGCATGACGCGAATTTCCAGATGCCGCCCGGTGGTTTGAGCACAGATTGAGCGGGCGAG
+AAAAATCACGCGTTTTCAGATATTGCGTAAACTCCGGGTAAACGCAGTAGTTAAGGATGT
+TCTGCCCGTTATCTTCCGGCCAGCGCAAACCAAGAAATTTGTTGCGCCAGACCGTTACAC
+CAGAAAATACCGCCCTTTTCCTGGTCAGCACCACCGCGTCGGGCAGCGACTCCGCGCCGC
+TACGAAAAGCGTTTAATCAGATTGCCCACTGTTCACGGCGGGCGTTTTTTATTTCCGCAG
+CTGCATCTGGTGTAAGCCGTATAGTAGCGGTTCCCAGCTACCACCGCCCCGGTGGCGGGG
+TCATACTGCGATCCCACCCAACAGCCACCATGAAAAGGCGCAATAAATTCCAGAAATGCC
+AGATAAGCAGTCCTGTTACCGATGCCAGCAAAAACCAGGGCAGGTAACCAAAAAATGCAC
+CCAAGGATGAAAGCCGGGAGGCAGCAAAGTAGCAGCTCCAGCACCAGGCCTTTCCACGAC
+AGCCGTTCCAGCACCGTAAGATACTCCAGTTAAGAAAATCATAAGCCCTGCTCTGCGCCG
+GAGAGCAAGGCGTTAAAAGCGGGGTTGAAAAACGATTATCCTGTACCGCGCACGGTCTGC
+CACCATGCGGTCATGCCCGCCGGGCTCCAGAGCTTTACGCAGGCGACGAATGTGGACATC
+GACCGTGCGGTCTTCCACATACACGTTAGTTCCCAGACGTGTTTAACAGCTGCTCGCGCT
+GTACACGCGCTCAGGATGCGTCATAAAAAAGTGCAGCAGTTTTAAATTCTGTCGGCCCCA
+TCTCCAGCGGCTCTTCGCCCGCCATCACTCGGTGAGATGTCGGGTCGAGACTTAATCCCT
+GCATCTTAATCACCTCTTCCACCGCCATTGGCGAAATACGGCGCATTACCGCTTTGATTC
+GCGCCACCAGCTCCTTCGGCGAAAACGGCTTGGTGATATAGTCATCCGCGCCGGTTTCAA
+GCCGCGCACGCGATCTTCTTCTTTCCCCTCTGGCGGTCAACATCACCACTGGGAATATCC
+CGGGGTCATCGACTCGCGCTTGAGGTGTTTGATGAACTGGATACCGGAGCCGCCAGGTAA
+CATCCAGTCGAGGAGAATTAAAATCCGGCCAGGGTTCATTCAGTTTGATTCACAGCACTG
+TCATAATCTTCCGCTTCGACCGGCTGAAAGCCATTTTGTTCGAGCACGAAGAGAGACCAA
+TTTCGGCGAATTGGAGCTTCATCTTCTACGACCAGAATACGTCTCGCCATGATTTGCCCT
+GTTGTAATAAATAGGTTGCGATCATTAATGCGACGTCATTATGCGTCAGATTTATGACAG
+ATTTATGAAAAGCCTCGTCGCACAATATCTTCAGGTTATTGATTTCCGTGGCGCAGAAAA
+AAGCAAATGGCACCATCTGTTTGGGTATAATCGCGCCCATGCTTTTTCGCCAGGGAACCG
+TTATGCGCATCCTTCACACCTCAGACTGGCATCTCTGGCCAGAACTTCTACAGTAAAAGC
+CGCGAAGCTGAACAATAGGCTTTTCCTTGACTGGCTGCTGGAGACAGCACAAACCCATCA
+GGTGGATGCGATTATTGTTGCCGGTGATGTTTTCGATACCGGCTCGCCCGCCCAGTTACG
+CCCGCACGTTATACAACCGTTTTGTTGTCAATTTACAGCAAACTGGCTTTCATCTGGTGG
+TACTGGCAGGAAACCATGACTCGGTCGCCACGCTGAATGAATCGCGCGATATCATGGCGT
+CCTCAATACTACCGTGGTCGCCAGCGCCGGACATGCGCCGCAAATCTTGCCTCGTCGCGA
+CGGGACGGCCAGGCGCAGTGCTGTGCCCCATTCCCGTTTTTACGTCCGCGTGACATTATT
+ACCAGCCAGGCGGGGCTTAACGGTATTGAAAAACAGCAGCATTTACTGGCAGCGATTACC
+GATTATTACCAACAACACTATGCCGATGCCTGCAAACTGCGCGGCGATCAGCCTCTGCCC
+ATCATCGCCACGGGACATTTAACGACCGTGGGGGCCAGTAAAAGTGACGCCGTGCGTGAC
+CATTTATATTGGCACGCTGGACGCGTTTCCGGCACAAAACTTTCCACCAGCCGACTACAT
+CGCGCTCGGGCATATTCACCGCGCACAGATTATTGGCGGCATGGAACATGTTCGCTATTG
+CGGCTCCCCCATTCCACTGAGTTTTGATGAATGCGGTAAGAGTAAATATGTCCATCTGGT
+GACATTTTCAAACGGCAAATTAGAGAGCGTGGAAAACCTGAACGTACCGGTAACGCAACC
+CATGGCAGTGCTGAAAGGCGATCTGGCGTCGATTACCGCACAGCTGGAACAGTGGCGCGA
+TGTATCGCAGGAGCCACCTGTCTGGCTGGATATCGAAATCACTACTGATGAGTATCTGCA
+TGATATTCAGCGCAAAATCCAGGCATTAACCGAATCATTGCCCTGTCGAAGTATTGCTGG
+TACGTCGGAGTCGTGAACAGCCCGAGCGTGTGTTAGCCAGCCAACAGCGTGAAACCCTCA
+GCGAACTCAGCGTCGAAGAGGGTGTTCAATCGCCGTCTGGCACTGGAAGAACTGGATGAA
+TCGCAGCAGCAACGTCTGCAGCATCTTTTCACCACGACGTTGCATACCCTCGCCGGGAGA
+ACACGAAGCATGAAAATTCTCAGCCTGCGCCTGAAAAACCTGAACTCATTAAAAGGCGAA
+TGGAAGATTGATTTCACCCGCGAGCCGTTCGCCAGCAACGGCTGTTTGCTATTACCGGCC
+CAACAGGTGCGGGGAAAACCACCCTGCTGGACGCCATTTGTCTGGCGCTGTATCACGAAA
+CTCCGCGTCTCTCTAACGTTTCACAATCGCAAAATGATCTCATGACCCGCGATACCGCCG
+AATGTCTGGCGGAGGTGGAGTTTGAAGTGAAAGGTGAAGCGTACCGTGCATTCTGGAGCC
+AGAATCGGGCGCGTAACCAACCCGACGGTAATTTGCAAGGGCCACGCGTAGAGCTGGCGC
+GCTGCGCCGACGGCAAAATTCTCGCCGACAAAGTGAAAGATAAGCTGGAACTGACAGCGC
+GGTTAACCGGGCTGGATTACGGGCGCTTCACCCGTTCGATGCTGCTTTCGCAGGGGCAAT
+TTGCTGCCTTCCTGAATGCCAAACCCAAAGAACGCGCGGGAATTGCTCGAGGAGGTTAAC
+CGGCACTGAAATCTACGGGCAAATCTCGGCGATGGTTTTTGAGCAGCACAAATCGGCCCG
+CACAGAGCTGGAGAAGCTGCAAGCGCAGGCCAGCGGCGTCACGTTGCTCACGCCGGAACA
+AGTGCAATCGCTGACAGCGAGTTTGCAGGTACTTACTGACGAAGAAAAAACAGTTAATTA
+CCCGCGCAGAGCAAGAACAACAATCGCTAAACTGGTTAACGCGTCAGGACGAATTGCAGG
+CACAAGCCAGCCGCCGTCAGCAGGCCTTGCAACAGGCGTTAAGCGAAGAAGAAAAAGCGC
+AACCTCAACTGGCGGCGCTTAGTCTGGCACAACCGGCACGAAATCTTCGTCCACACTGGG
+AACGCATCGCAGAACACAGCGCGGCGCTGGCGCATATTCGCCAGCAGATTGAAGAAGTAA
+ATACTCGCTTACAGAGCACAAGGGCTTCGCGCGAGCATTCGCCACCACGCGGCGAAGCAG
+TCCGCAGAATTACCAGCAGCAGCAACAAAGCCTGAATACTGGTTACAGGAACACGACCGC
+TCCCGTCAGTGGAACAACGAACCGGCGGGTGGCGTGCGCAGTTCTCCCAACAAACCAGCG
+ATCGCGAGCATCTGCGGCAATGGCAGCAACAGTTAACCCATGCTGAGCAAAACTTTAATG
+CGCTTGCGGCGATCACGTTGACGTTAACCGCCGATGAAGTTGCTACCGCCCTGGCGCAAC
+CTGCTGAGCAACGCCCACTGCGTCAGCACCTGGTCGCGCTGCATGGACAGATTGTTCCCC
+AACAAAAACGTCTGGCGCAGTTACAGGTCGCTATCCAGAATGTCACGCAAGAACAGACGC
+AACGTAACGCCGCACTTAACGAAATGCGCCAGCGTTATAAAGAAAAGACGCAGCAACTTG
+CCGATGTGAAAACCATTTGCGAGCAGGAAGCGCGCATCAAAACGCTGGAAGCTCAACGTG
+CACAGTTACAGGCGGGTCAGCCTTGCCCACTTTGTGGTTCCACCAGCCAACCGGCGGTCC
+GAGGCGTATCAGGCGCTGGAGCCTGGCGTTAATCAGTCTCGATTACTGGCGCTGGAAAAC
+GAAGTTAAAAAAGCTCGGTGAAGAAGGTGCGACGCTACGTGGGCAACTGGACGCCATAAA
+CAAAGCAGCTTCAGCGTGATGAAAACGAAGCGCAAAGCCTCCGACAAGATGAGCAAGCAC
+TTACTCAACAATGGCAAGCCGTCACGGCCAGCCTCAATATCACCTTTGCAGCCACTGGAC
+GATATTCAACCGTGGCTGGATGCACAAAGATGAGCACGAACGCCAGCTGCGGTTACTCAG
+CCAACGGCATGAATTACAAGGGCAGATTGCCGCGCATAATCAGCAAATTATCCAGTATCA
+ACAGCAAATTGAACAACGCCAGCAACTACTTTTAACGACATTGACGGGTTATGCACTGAC
+ATTGCCACAGGAAGATGAAGAAGAGAGCTGGTTGGCGACACGTCAGCAAGAAGCGCAGAG
+CTGGCAGCAACGCCAGACAGAATTAACCGGCCGCAAAACCGTATTCAGCAGCTGACGCCG
+ATTCTGGAAACGTTGCCGCAAAGTGATGAACTCCCGCACTGCGAAGAAACTGTGGTATTG
+GAAAACTGGCGGCAAGGTACATGAACAATGTCTCTCGCATTACACAGCCAGCAGCAAGCG
+TTACAGCAACAGGATGTTCTGGCGGCGCAAAGTCTGCAAAAAGCCCAGGCGCAGTTTGAC
+ACCGCGCTACAGGCCAGCGTCTTTGACGATCAGCAGGCGTTCCTTGCGGCGCTAATGGAT
+GAACAAACACTAACGCAGCTGGAACAGCTCAAGCAGAATCTGGAAAAACCAGCGCCGTCA
+GGCGCAAACTCTGGTCACTCAGACAGCAGAAACGCTGGCACAGCATCAACAACACCGACC
+TGACGACGGGTTGGCTCTCACTGTGACGGTGGAGCAGATTCAGCAAGAGTTAGCGCAAAC
+TCACCAAAAGTTGCGTGAAAACACCACGAGTCAAGGCGAGATTCGCCAGCAGCTGAAGCA
+GGATGCAGATAACCGTCAGCAACAACAAACCTTAATGCAGCAAATTGCTCAAATGACGCA
+GCAGGTTGAGGACTGGGGATATCTGAATTCGCTAATAGTCCAAAAGAGGGCGATAAATTC
+CGCAAGTTTGCCCAGGGGCTGACGCTGGATAATTTAGTCCATCTCGCTAATCAGCAACTT
+ACCCGGCTGCACGGGCGCTATCTGTTACAGCGCAAAGCCAGCGAGGCGCTGGAAGTCGAG
+GTTGTTGAACCTGGCAGGCAGATGCGGTACGCGATACCCGTACCCTTCCCGGCGGCGAAA
+GTTTCCTCGTTAGTCTGGCGCTGGCGCTGGCGCTTTCGGATCTGTCAGCCATAAAACACG
+TATTGACTCGCTGTTCCTTGATGAAGGTTTTGGCACGCTGGATAGCGAAACGCTGGATAC
+CGCCCTTGATGCGCTGGATGCCCTGAACGCCAGTGGCAAAACCATCGGTGTGATTAGCCA
+CGTAGAAGCGATGAAAGAGCGTATTCCGGTGCAGATCAAAGTGAAAAAGATCAACGGCCT
+GGGCTACAGCAAACTGGAAAGTACGTTTGCAGTGAAATAACTATTCAGCAGGATAATGAA
+TACAGAGGGCCGAATTATCTCTTGGCCTTGCTGGTCGTTATCCTGGCAAGCTATCACTTT
+ATTGGCTACGGTGATTGGGTAGCCGTTCTGGTGGTTGTGATGGTGGTATGAAAAAAAGTC
+ATTTTATCTTTGGCTCTGGGCACGTTGGTTTGGGGATGGCCGAATTTGGCATTATGGGCG
+TGCTCACGGAGCTGGCGGCATAACGTAGGAATTTCGATTCCTGCCGCCGGGCATATGATC
+TCGTTTTATGCACTGGGGGTGGTGGTCGGTGCGCCAATCATCGCACTCTTTTCCCAGCCG
+CTACTCACTCCAAACATATCTTGTTGTTTCTGGTGGCGTTGTGCGTCATTGGCAACGCCA
+TGTTCACGCTCTCTTCGTCTTACCTGATGCTCGCCATTGGTCGGCTGGTATCCGGCTTTC
+CGCATGGCGCATTTTTTGGCGTCGGAGCGATCGTGTTATCAAAAATTATCAAACCCGGAA
+AAGTCACCGCCGCCGTGGCGGGGATGGTTTCCGGGATGACAGTCGCCAATTTGCTGGGCA
+TTCCGCTGGGAACGTATTTAAGTCCAGAATTTAGCTGGCGTTACACCTTTTTATTGATCG
+CTGTTTTTAATATTGCGGTGATGGCATCGGTCTATTTTTGGGTGCCAGATATTCGCGACG
+AGGCGAAAGGAAATCTGCGCGGAACAATTTCACTTTTTGGCGCAGCCCGGCCCCGTGGTT
+AATTTTCGCCGCCACGATGTTTGGCAACGCAGGTGTGTTTGCCTGGTTCAGCTACGTAAA
+GCCATACATGATGTTTATTTCCGGTTTTTCGGGAAACGGCGGATGACCTTTATTATGATG
+TTAGTTGGGCTAGGGATGGTGCTGGGAAATATGCTAAGTGGCAGGATTTCAGGACGTTAT
+TCACCACTGCGCATTGCAGCAGTGACTGACTTTATAATTGTACTGGCACTGCTGATGCTC
+TTTTTCTGCGGCGGCATGAAAACAACGTCGCTTATTTTTGCTTTTATTTGTTGCGCGGGA
+TTATTTGCCCTTTCAGCACCGCTACAAATATTGTTACTACAAAAACGCCCAAAGGCGGAG
+AGTTATTAGGTGCCGCAGGTGGCAAAATAGCGTTTAACCTCGGTAGCGCCGTCGGCGCAT
+ATTGCGGAGGTATGATGCTGACGCTGGGGCTGGCATATAATTACGTGGCGCTGCCTGCCG
+CCCTGCTTTCGTTTGCTGCGATGTCGTCGTTGCTGCTGTATGGGCGCTATAAGCGCCAGC
+AAGCGGCGGATACTCCGGTGCTGGCGAAACCACTGGGGTAGGTTATAGTCTCGGTGCTCA
+TTACTTATTGCCGGATGCGGCGTGAACGCCTTATCCGCCCTACGCGGTTCTGGCACATTT
+TGCAGGCCTGATAAGACGCGGCAAGCGTCGCATCAGGCATCGGAGCACTTATTGCCGGAT
+GCGGCGTGAACGCCTTATCCGGCCTACGGTTCTGGCACCTTTTGTAGGCCCTGATAAGAC
+GCGGCAAGCGTCGCATCAGGCATGATGCGCCAATTGCCTACGTTTTTTACTCTTGTGGCC
+ATAACCACGCAGCGCCGCGTACGCCGCTGGAATCACCGTGCTTCGCCTTACGCACCGGCG
+TTTCACATTCGCCGCCGAAGACAAATTGTTTAATCAACTGCCCAACCGTTGATATAAACG
+GTCTACATTGCTCATCCCGCCCCCCAGGACAATCACATCCGGATCGAGAATATTCACGAC
+ATGTGCCAGCGATTTTGCCAGCCGCAGCTCGTAGCGACGCAATGCCAGTTCCGCTACCGG
+ATCGCTTTCTTCAACCAGGCGGATAATTTCACTGCCTTTCAGCGCATGTCCGCTCAAACG
+ACGATAATCCATCGCGAATCCCGTGCCCGAAAATAAGGTTTCAATACAACCTTGTTTACC
+GCAATAACAAGGGACTTCCTCGCGATAACGCAGTTCGTCTTCGTCCATCCACGGTAGCGG
+ATTGTGTCCCCACTCACCTGCCGTGCCATTGCCGCCGATATGCGCCCGCCCATTGAATGC
+CACGCCCGCGCCGCATCCCGTGCCGATAATCACGGCAAATACCGTCTGCGCCCCCGCTGC
+CGCGCCATCTACTGCTCCTGAAACCGCCAGACAGTTAGCGTCATTTGCCAGCCGCACTTC
+CCGCTGCAACCTCGCGCTTAAGTCTTTATCGAATGGCTGACCTGAGCCAGGTTGAATTGG
+CATTCTTCACCACACCGGTGTAAGGCGAAATTGAGCCAGGAATGCCCATACCTACCGTTC
+CCGCGCTGCCCCGTCGCCTGCTCCGCCATATCAACCAACGTGGCGATCGTTTCAAATAGT
+CTGCCGGTAATCATCACGCGGCGTGGGCAGACGATGGCGGTACAACTGCTCCCCTGCAAT
+CGCCCCCAGTGCAATCACTTTCAGTTTTGGTGCCGCCTAAATCGATACCTATACGCACGG
+TACTCCTTATTTTTTTCAATATCAATAGCGTAGAGACGGACAACCGGATTGGCAATGCAA
+GGCCGCCGACAATTCGTTATCATGCCCGTAAAATTTAACGACAAGGCCGTGGAAATTATC
+ATGCTGTGGTTCAAAAATTTAATGGTTTACCGTCTTAGCCGCGAGATTTCGCTGCGTGCA
+GAAGAGATGAAAAAACAGCTAGCCTCGATGGCATTTACCCCATGCGGCAGCCAGGACATG
+GCGAAGATGGGCTGGGTTCCTCCGATGGGATCGCACAGCGATGCGTTAACGCACGTTGCC
+AATGGTCAAATTGTTATCTGCGCGCGCAAAGAAGAAAAAATCCTCCCGTCTCCGGTGATT
+AAACAGGCGCTGGAAGCGAAAATCGCCAAACTGGAAGCGGAACAGGCGCGTAAGCTGAAA
+AAAACCGAAAAAGATTCGCTGAAAGACGAAGTGCTGCATCTCTCTGCTGCCGCGTGCTTT
+CAGCCGTTTTAGCCAGACAATGATGTGGATCGACACGGTTAACGGTTTGATTATGGTGGA
+CTGCGCCAGTGCCAAAAAAGCGGAAGATACGCTGGCATTACTGCGTAAAAGCCTGGGGTC
+GTTACCGGTTGTACCATTGAGCATGGAAACCCCGATTGAACTGACGCTGACCGAATGGGG
+TTCGCTCCGGTAGTGCGGCACAAGGGCTTCCAGCTGCTTGATGGAAGCCGAGCTGAAATC
+GTTGCTGGAAGATGGCGGCGTGATCCGCGCGAAGAACAAGATCTGACCAGCGAAAGAGAT
+CACCAATCACATTGAAACCGGAAAAAGTGGTGACTAAACTGGCGCTCGACTGGCAGCAGC
+GCATTCAGTTTGTGATGTGCGACGATGGTTCGCTCAAGCGTCTGAAGTTCTGCGACGAGC
+TGCGCGATCAAAACGAAGATATCGACCGTGAAGATTTCGCCCAGCGTTTTGATGCCGATT
+TTCATCCTGATGACTGGTGAACTGGCAGCGTTAATTCAAAACCTGATTGAAGGATTAGGT
+GGCGAAGCACAACGTTAATTGCTGATTTTCCTTTAATGCCGGATGCGACGCCTGCCGCGT
+CTTATCCGGCGTACGAAGCCACACCAGGCATATAATTATTCGCTACGGCGAGCAATAATT
+TTTAGCGCAGCAATATTATGCGTTTTACGCTGTAACTTGCTCCATGGACGTTGTGTCATT
+GTTTTTCCTCAAGGCCGGTGACGCGCTTCACTGCGAATTTTCCGCGTTGCCCCGGTTTTC
+ACTAATCACGTAACAGCGAAAGATCGGGTTGTTCGACAAATAAGAGTAATGATGGATCCT
+CTTTTAACCACGCGTTTTCACATCGGCAGCCAGCTGTGGATTATTAATAGCCAGCGACCG
+AACCTTGAGGCTCAGTCAATGTCGTTAACAACAACCCGGGGTATGTGCGTTGCGCAATGC
+CGTTTGGGCGTAAATGATCATTGGCACTTTGCAGCAATGCACGCCACCATTCATCATCTG
+ATTTATCTTTTATCGTAGCCAGTTCCGCAACAATATCTGGAGATCTTCACTGATATTTAT
+ATCAACCTTGATAAATTATGAATATATCGGAAATTGAAAAAATCGCAGCAAAGGAAATAT
+TATTATGGGCTAAAGAAAGGATATTTCAGAAAAATGCCCTCCCGTTCAAGGGGAAGGCGA
+GGAATTACAGATAGCGGCACAGATAAGAGGTGGGTTCGGCAACTTGCAGATGAAACTCAC
+TGTGACCGGGAACATTAAACACCGAACCGGCTTCATACACCTGCCAGTCGGTCGCGTCAG
+GCAGTAACACATTCAGCGCGCCACTGAATTACCGTCATCTCTTCCGGCTCAGCGGTGCTG
+AAGGTGTATTCGCCTTCAACCATAACACCCACGCTGGCGCGACCAGTGCTGCTGCTGGAA
+AAGCCGATTGATTTCACTTTGCCGGAAAAGTACTCATTACTTTGAAGCATAAACTGGCCC
+TGTTTGGTAGTTGACACCTCTACTTCACTATAGGGGCCAGAGGCGCTGGCTGTCACGCAA
+AATTACACCAGTAATTCCGCAGCCAGCCGTGCAATCAATACGTTAGACAGCAAGACGGAA
+CATCGAGCTGTTTTTGCAGTAAAATCGCGATGACGTTGGTGAAATCCTAAACAATCCAGC
+ATGGATGACATCAGGCCCCTTTTGCCAGTAATTCTTTCCCCGGGCATCAATGAATTTTTT
+GTTCTGAATCATGAATGGGGTTACCCAATGAAAATACCGGCGATTTCTGCAAAATTTGCC
+ATTTTTGCCCGGCCTGAAGGGCAGCATCTCCTCAACCAGGAACGATAACCCCCACCTGAT
+GATCTTCAACAATAGAGGAAACCAGTGGAGGCAATATTCGCGACGGCTCAAGAAAGATCG
+TATTACGCGCAGTCATACTACTAATGTTTGCTGTACTCATTAATAAAATGACGTCATAAC
+CCCTGATTATCGAGCACTTCAACCACACCTTGCAGGTTCACGCTCCACTTTGCGACGCGA
+AACATGGGCCAGCTGGTTGTCATTTAATAATGTGAGAATGGTGTCTTCGCCTGCTTCTGG
+CGCGTACTCCGCCATCACTTCTTCACGACTTAACTTCCCCAGCAGGCTATGATGGGAAAT
+ATTATCTTCGTCAATGTATTCCGTCAGGAGCGCAAAAACTTCCTGCATAGGTACAATGCC
+GGATGGTCAGGATCGCCAACGACGGCACTCATTGTTCATCCACCTTACTTTTCTTTCGTC
+GTTAATTACCGGGCAAGTGTGAAGCACCACTGCTGACACTTACTTGTGCTACAAATGACA
+AAAAAAGCGTAGCAGCAGACGTGCACGGCATAATGTAAAGATTCCAAATGATTCCAGTAA
+TGGATTGTTATTGTTTAATATTCTAATTATTAGAAAAACATGAATTATGAAAAATGTGAC
+GCAGATCCCTTGTAGTGGCACTCAGAATCCCTTCCGAGCAGTCTGATGCGGTCACTCTTT
+GTCAGGGTCCTCATAGCGTTTTTTCGCATCCATCGCTTCCTAAGCGGGTCGGATGTTCAC
+TGATCAACGAGTCTGGTTTAGGATGATCGGCTCTGAGTTGGTACCAGGTTACCGTCTGTC
+CTGGCTTTCCTTTTTCAATCGTCACTATATATGCTTCACGAGGATAAGGCGGTTTCGTTG
+GCATCGTTCTTCCTTATTTCACGGGATGAACGTTAAGTATAGGCGCTCGAAAATCAACAA
+TTGATCGTCTGTGCCAGGGCGCTGCGAATTTCAGAAATCACCTGGGCTGGGTTCGTTTGT
+TGCGTCGATGATAATATGCGCAACTTCGCGATATAGCGCATCGCGTTCTTCCAGCACTTC
+CTGAACTTCTTCGCTCAGCGGTTTTCCCGTTAAGGTTGGCCGTAAATCTTCTTCCGGTGC
+AGCTTGCAGTCGGTTAAACCAGGACTGATACTGGCGCACACAAATAAACCACGATCCCGT
+TATTTTGCATGAAGTGACGATTTAAATTCCGTCAGAATAATGCCGCCGGCCTGTAGCGAT
+AACGGTGGATGGCGCAGTTACCGCTTCCAGCGCCGCCGTTTCTCTGGCGCGAAATCCCCG
+CCCACCCTTCCCTTTCCGACGATCTCCGCGACCGTCATATTGAGCTGTGATTGCAACCAC
+TGATCGGTATCGACAAACCGACGGTTAAGCGAATCGGCAAGGGCCATTCCGACCGTTGTT
+TTACCACAGCCCCGAGGCCCGATCAGAAAAAGAGGTTGTGTCATCGTGGGTTTTTCCCCA
+ATAGGTCGCAAATGCGGCGAAAGCCGGTGTCATGAGAATAGCGATCATACCATCAAACTA
+GTACAATTTCGATTGTAAAGAAAAATTCCACTTAAAGTGAAAATCTCAATACACCCCTTA
+CTATACCAATAAATATTCAAGAATGAAGTGTAAATAATAAATTACATTTAGCCACGACTA
+CGTTGGCCTTCCAGCCACCACTTCTCCAGCTCCGCGGCAAAGGCCTGGCGGTCACGTTGT
+GAAAGGCTATCTGGTCCGCCGGTCTGGATCCCACTGGCACGTAAGGTATCCATAAAATCG
+CGCATCGTCAGGCGCTCACCGAATGGTCGCTGGCGTGTAACGTTCGCCGCGCGGATTAAG
+CGCCGCAGCGCCTTTCTCGATGGCTTCAGCAGCCAAAGGTATATCTGCGGTGATCACCAA
+ATCGCCCGCTTCCACCTGCCGGACAATTTCGTTATCGGCAACGTCGAAACCTGCCGCGAC
+GCGCAGCGTACGAATAAATCGCGATGGCGGCACGCGTAAACCTTGGTTTGCTACCCAGTA
+CCAGCGCATCTGCATACGTTTCCGCCGCGCGATACAAAATCTCTTTAATTACATTGGACA
+CGCGTCGGCATCCACCCAAATTGTCATAAAGTCATCCTTTGTTGGGTAATCCTCTATTGT
+GTCGCGCTTTTGCCTTCCGGCATAGTTCTGTTTATGCTTCTGCCAGCGATTATCAAACAA
+TGAATTTCACGGCAGGAGTGAGGCAATGGAAAAGAAAATCGGTTTTATTGGCTGCGGCAA
+TATGGGGAAAAGCCACTTCTCGGCGGTCTGATTGCCAGCGGTCAGGTGCTTCCAGGGCAA
+ATCTGGGTATACACCCCCCCCCCGGATAAAGTCGCCGCCCTGCATGACCAAGTTCGGCAT
+CAACGCCGCAGAATCGGCGCAAGAAGTGGCGCAAATCGCCGACATCATTTTTGCTGCCGT
+TAAACCTGGCATCATGATTAAAGTGCTTAGCGAAATCACCTCCAGCCTGAAATAAAGACT
+CTCTGGTCGTTTCTATTGCTGCAGGTGTCACGCTCGACCAGCTTGCCCGCGCGCTGGGCC
+ATGACCGGAAAATTATCCGCGCCATGCCGAACACTCCCGCACTGGTTAATGCCGGGATGA
+CCTCCGTAACGCCAAACGCGCTGGTAACCCCAGAAGATACCGCTGATGTGCTGAATATTT
+TCCGCTGCTTTGGCGAAGCGGAAGTAATTGCTGAGCCGATGATCCACCCCGGTGGTCGGT
+GTGACCGTTCTTCGCCAGCCTACGTATTTATGTTTATCGAAGCGATGGGCCGACGCCCGC
+CGTGCTGGGCGGGATGCCACGCGCCCAGGCGTATAAATTTGCCGCTCAGGCGGTAATGGG
+TTCCGCAAAAATGGTGCTGGAAACGGGAGAACATCCGGGGGCACTGAAAGAAATGGTCTG
+CTCACCGGGAGGCACCACCATTGAAGCGGTACGCGTACTGGAAGAGAAAGGCTTCCGTGC
+TGCAGTGATCGAAGCGATGACGAAGTGTATGGAAAAATCAGAAAAACTCAGCAAATCCTG
+ATGACTTTCGCCGGACGTCAGGCCGCCACTTCGGTGCGGTTACGTCCGGCTTTCTTTGCT
+TTGTAAAGCGCCAAATCTGCCGATTTCAACCACTCACGATAGTGACTCATTTGTGGGTTC
+AGCGGCGCAACCCCCCACTAATCCGTAAAGTTACCTGTGGCGTATTCGGCAAACGTAATG
+TATTTAGCCCTTCATGCACCCGTAACATGGCGGTAATGGCGCTCTCAGCTGGCGTACCGG
+ACATGATTACTGCAAACTCATCGCCGCCAAACCGACCAATCACATCGCTACCGCGCAGGG
+TAATTTGTAACTGTCGGGTAAGCGCCACAATCGCTTCATCGCCCACATCATGGCCCCAGG
+TATCGTTGATGCTCTTGAAATGGTCGATATCGATAATCAGTAACGTTGCATCGCGATTAT
+GCCGCCGACAGTTATCAAATTCATTGCGTAACATAGTTTCCCAATGACGTCCGTTATACA
+CGCCCGTCATGCCGTCGCGGGTACTCAGTGACCTGAAACCTGCGTTTATGTTCCGCCAGT
+TTGGTTGCCGTCTGGTAGCTGACCCAGCCAAACAGCAGAGGATAAATGACAATAATGGGA
+AGGGAGAGCCACCATTCCAGCGGCGCACTATTGAACGACACGGTAATGCCCGTCAGCTCG
+AGGGTGACAAGGCAGGAAACCACCATCAACACCAGACCCGCGACAAACAGACGGGGCCGC
+CTGCCCCCATCAAATTCAGACACATAATCATCAACATCGCGGTGGAAGGCAGCACGTTTA
+CGCCCATTACGCCTACCCACATTCCCGCAAATACTGCATCGGTTTTTAAGTTGTAAATTT
+CCCGGCTAAGCGGATCGACGGCCCTGCTCGCTATCTGCCAGGCTAAATGCGGCCAGACGA
+ACGCCCAGCCGACCAACACCAGCCACCACCAGCCCGGCGGCGGGTGTGAAACCAGCGTTG
+AAGCAATCGGTAAAAACATGCCAGCCAGGCCAACCGCACGGGGTAGTCTGACGCGACGGG
+CGAAGCGCAGCCCGGACCGCTGATGTTCGTTTTGAGGAGTTAAAGGAGGTTCCTCCCCGT
+GCGCCCCCGCTTTTTTGAAAAGTTTTCATCATTCATTATTTTTGGGAACATTCAGAAACA
+ATTTTCCAAATTATAGAGACGGAGCTAAAGGCAGAAGTATGATATTTCGGGTGAGCCATT
+TTCGTAGCTCACCCGTTAGCACTATCAGGTATCAGGCGGCTTTTCTTGAGGCAGGCACTC
+ATAAACTTATTACGATCATCACCTTTCAGAGATTGTTGTGTTGTTTGATTATTGCATTCG
+CGCCTTCTTTTGCTGCTGTGGCGTCAAACTTTTTTCGCCAGGCGCAGACTTGCTGTTCTT
+CAGGCAATCACTCATGTAGGTCTTACGAGCATCCCCTTTCAACGCCTGCGCCGTCGCCTG
+CTGATTACAGGAGGTCATACGCTGTTGTTGTGGGGTTAAAGTTCTCTCGGCACGCGCCGA
+CGGTGGTTAAAAAAACCAGACCGAAAAGGCAGGTAACCAGTATGTTAATTTTCATAGCCC
+ATCCCTCTTTCATGTTTTAACCATGAGCGTATGCGCCCGTGATCTGCCATTAAGTCTGGT
+TGCTAACAGCAAAAAAACCACCCGGCAGCGAAAATTCACTGCCGGGCGCGGTTTTATTTC
+AGCCCCAGAGCGGCTTTCATGGTGTAGAAGAGATCGGTCTGGTCGGTCAGTCCAACAACA
+TTGGCGGCATGCGGGCCATACGCCGCAATACGCAACTGACTGCCGGTATGTTCTTGTGAA
+TCCTCTTCGGAGTTCCCGTAACTCACCACCCATCACTGCGCATTCTTTGGTATTTAGCGC
+CTGGGTGAGGCCCGGAGCTTTGGTATCCGGCGCAACAATCTGGCTGGCGTGGGCGTGATC
+AGCGGTGACTATGACCAGCGTGTTACCCTCCTTTTTAGCGAATTCCAGCGCCCGTTGTAC
+GGCTTCATCGAGATCGACCGTCTCGCCAATTTGCCCACAAGGATTCGCAGCATGATCCTG
+TTTATCGATTGACGCACCTTCAACTTGCAGGAAAAAAGCCTTTCTCATTTTTACTCAACA
+ATTCAATGGCTTTGTCGGTCATCTGCGCCAGGGTTGGTACACTGTCATTACGTTGCGGAT
+TTGGCGTACAGGTGACTGCGGGCTTATCGATATTGCCATGGTACGTTGCTTTCGGTCCTA
+GCCAGCGCACTGGCATATTGCCGTCAGCAAACAGGCCAAGCAGGGGTTTTTGCTGATTCG
+CTTCCGTCACCGAATTCAGTGAGGCAGCATCGCTCACCAACTGATAACCACGCGCCTGTG
+CCTGTTCACGCAGCGTTTTTCCCTGCCATTCACCAGCGGTTGCCGTTTCAGCACAAGGTT
+TTTGCGCCGCCGCCAAGCGTAACGTCGGCACGAGCGTTAAGCAGCTGTTCGGTAATCGAT
+CCTTTTCCGCCTTTTTCCAGAGCGTTACCCGGGACATTTTTCACTGGTCGCGCTCGGACC
+GTAGCATTTGCGCGAGGTCACCATTGGCCACCAGCGGCAGCGGGCGTGGCATCCTGCAAC
+TCTGCGGTAGAACGTTACCGGTCGCCAGACCTGCGGCTTTTGCCATTTCCAGAATCGTTG
+GGTGATCTTTTTCGTGAATATCGACGCCCAGCGCGCCGTTATAGGTTTTGACACCGGTTG
+ACCAGGCGGTTGCTGATGCAGCCGAGTCGGTGACGTAGTCCGGTTTGCCGGTTTTTTTAT
+TCAGCGCATAGTGAGTGTATTGCCCGGTAAGCGGTAAGGCATCTATACCTTTAAAAAAAG
+CCGCCCGCACCTTCGGCATAATTACGTGCGGCAGTAATTTCCGAGTCCCCCATCCCATCG
+CCAATCAGCAAAATAATATTTTTTGCAGGTTTATCGCTAAGAGAATCACGCAGAGCGGCA
+GTCTGATCACCCGTTAAACGGCGAGCACCGCCGGGTGCAGTAATATCGCCCTGAGCAGCC
+CGGTTTTCCAGAACAGGCATTTTCTGGTGTCCGGGCTTTTGTCACAGGGGGAAACAGTAA
+CGGTAAGAGTGCCAGTGCAATAGTGCTTTGTTTCACTTTATTTTCTCCATGTACAAATAC
+ATTAAAAAATAAAAACAAAGCGACTATAAGTCTCGGCCGTGACAACTTTATGACGCGCTT
+GAAAAGATTAACTTTTTACTGACGAGGATGCTTCAATAACTTCTTTACGTAATCGCGCAG
+CAGCTCCGTATCGTCGTCAGGAATGCTGGCATCGGGCTTTACCTCGTACAGCGCCCCCTC
+TACCTGATCAATCAACCGCTGTTGGTCATTTTGCGCCAATATTGCGAAGCATTTGCAGTG
+ACGATAATCTCCAAAGCTTCTACCTGCGCAACACAGTTCTTTCGACTCTTCTTCTTTTTG
+GGCAAGCTTAAATAACAACTCAGCAATGAGATTTTTCATGTCTGTTTTTCCTTATCCAAA
+GTATGGAGAAGTTAACATTATGTTTCACAACTTCATAGTGTCTGGAAGTATTAATTTTTA
+TGACCAAAGGAAATACTTTGCGCAAATATTTTTTGTTTGATTACCAGCGAAACGTTTCTC
+TTATTTAAAATAATTACCCACACAAAATATAGGCTTTTTAATTATCAACCTTTATTATAA
+ATAAAAGTTATGAAATATATTCTCTTCGTTAAACTTATAATTAAGAAGAAAAAACTCACC
+GCATGGCCATTTAAGCCAGGAATAAATAGCTTCCCGTTCATCATTTTTGTGATCTTGCGC
+ACATCCTTGAGATAACGCACTTTCTTCACAGTACGTTGCACGCTTTGTCAGCAGAAGATT
+GCAACAATCTTTTCAGAAGGCCGCGAATCCCCCGTTTTGTCGTGGTAATGTATGCACTTT
+GTGTTAGACGGGATAGGTTTTTAAGATGAAAAACTGCGGGTAGGAATCGTTTTTGGTGGT
+AAATCAGCGGAACAATGAAGTGTCTCTGCAATCGGCAAAAAACATTGTCGATGCCATTGA
+TAAAAGTCGCTTCGACGTTGTGCTGCTGGGCATTGATAAACAAGGGCAATGGCACGTCAG
+CGATGCCAGCAATTATCTGTTAAATGCAGACGATCCTGCCCATATTGCGTTGCGCCCTTC
+GGCGACCAGCCTTGCGCAGGTGCCAGGTAAACATGAGCATCAGCTTATCGACGCGCAAAA
+CGGTCAGCCGTTGCCGACGGTGGATGTCATTTTCCCGATTGTCCACGGTACGCTGGGCGA
+AGATGGTTCCTTGCAGGGAATGCTGCGGGTCGCCAATTTACCGTTTGTAGGTTCTGATGT
+TCTGGCTTCAGCAGCCTGTATGGACAAAGATGTCACCAAACGTCTGCTACGCGATGCCGG
+GCTGAACATTGCGCCATTTATTACCCTGACGCGCGCCAATCGTCACAACATTAGTTTGCC
+GAAGTGGAGTCTAAACTGGGGTTACCACTGTTTGTAAAACCGGCTAATCAGGGCTCTTCT
+GTTGGTGTCAGCAAAGTAACCAGTGAAGAACAGTACGCAATTGCCGTCGAATTGGCGTTC
+GAGTTCGATCATAAAGTGATCGTTGAGCAAAGGGATCAAAGGTCGTGAGATCGAATGCGC
+AGTTCTGGGCAACGACAATCCGCAAGCCAGCACCTGTGGAGAGATCGTACTCACCAGCGA
+TTTCCTATGCCTACGACACCAAGTACATTGACGAAGATGGCGCGAAAGTGGTAGTTCCGG
+CAGCCATTGCGCCAGAAATCAACGATAAGATCCGGGCGATTGCCGTTCAGGCTTATCAAA
+CGTTGGGATGCGCAGGCATGGCGCGGGTAGACGTGGTTTTTAACCCCAGAGAACGAAGTG
+GTGATCAACGAGATCAACACCCTGCCTGGCTTCACTAATATCAGTATGTATCCGAAGCTG
+TGGCAAGCCAGCGGTCTGGGTTACACCGATCTGATCACACGTTTGATTGAACTGGCGCTG
+GAGCGTCACGCTGCGGATAACGCATTGAAAACCCACAATGTAATATTTTAACGCCCGATA
+ATATTCTTATTGGGCGTTTTCAGTTTCTTCATCGCGACGACGAATAATCAACCCCGCCAG
+CCAGAAACTAATCACCCACGTCACCAGACCGACGGCATAGGTCTGCCAACCTTTTGCTTC
+AAATCCCAGTAACCCCACCACGCCATTAAGAATGAATATAAGGCCAATGGCGAACGCATA
+GTAGTGCCAGTCACGGCGGATTTTACAGGCAGATTCATGGGCAGCTCCGTTAACGAAAAA
+CAACATCCTTGCATATTCTGCAACAACCGTCTGTGGTGTAGACAACATTTTCGTAATTGT
+TAATAAATTTAACTTAAGGTTGCCATTTTGTGACTCACAACGAAGATTCACGCTTCGGGA
+ATATTTCCAACATCAATTTAACCATGATTCTGATATTGACAATCTAAATGACCTGTCAGA
+CTTGCCATAAGCCGCTGGTATACACCAGAAGAGAAGCAGATGACTTCCGGAGGTTTTTAT
+GGCTGGATTCACCCTGTCAAAATCGCTGTTTAGCGGAAAATATCGCCATGCCTCTTCAAC
+GCCTGGCAACATTGCCTATGCGTTGTTTGTGCTGTTTTGCTTTTGGGCTGGGGCGCAATT
+GCTGAACCTGTTAGTGCATGCGCCCGGCGTCTATGAGCGTTTAATGGCAGGTCCAGGAAA
+CAGGTCGCCCCACGGGTGGAAATTGGTTTAGGTGTCGGCACCATTTTCGGGCTGATCCCG
+TTTTTAGTAGGCTGCCTCATTTTTGCAGTGGTGGCGCTATGGCTGCACTGGCGACATCGC
+CGCCAGTAAGTTTTACATTGTCAGATGCGGCCTGAAACGCCTTATCTGGCCTGACATTCC
+TGTTTGATCACTGTTTTCATACAACGCGCCCGCCGTTCGTCTACGCGCTTCGCAAACCAG
+GCCGTAGTCAGGTTGCGGGTGATTTTCGGGCTTTCCAGTTGAATGCCAGGCAACATTTCG
+CGGGGGAGTGATTTACCCGTTTTCGTTTCGGCAAGTTGATAAACTTTCTTGTACAGCGCC
+GTCTCCTCAAAGAGAAGCTGTCACCTTTCTCTAACTGACGGCGAATTTCGCTGTCGCTCA
+TCCCCAGTTTTGCAGCCAGTTTTGCGCGTTGCCAGTTCGGTTTCCCCGGGTTCTTTACTG
+TCGTAACGAATTTAAATCACCGTCCAGTGCCAGCCTTCACGCCGCTGGCCTTACTGACCG
+CGTTCTGAAACGCGGCATTACGCGGGCGTACCAGCCAGCGTTAAAATCAGCAAAACGGTA
+TATCGGTGCGCTATAACTGGCGGGATAATTCAGTAAATGGTAAGTACCAAACCACAACCC
+GCCGGCGGCGACTGAAAACTTCCTGACGGACTGTACCGTCCATTTTCCACGGATACCCTT
+TGGTATGCTGTTCCGGCAAAAGCAAATGCTGACCTGCATCGGCCCACCGGTGCGCACCGG
+TTGAGCGAACCAAACAGCGTCCGCCCCATTGGCACCAATGTGATCAGATCGTCAAAAATC
+GCGCTCAATTGCTTTTTCTGTACGCACCGAATCTAACCGTTCGCTATAACTTTTGCCGTT
+TTGGCGATTTGATTTTAGCGCGGTATGAACCAGAAAAGCAGGAATGTGCATCCGTTCAGC
+ACGACGGTCAATCTCTTGCCAGGCGATCTTGCTTAAGCCCGGAACGGCCGGATCTGCCTG
+ATAATTTTGACTCCTGCTGCGCCACCGCCAGCACCGAGCAGACGTTTTCCAGCGTCGGTG
+CCAGCCCCTGACTTTCAAAGGTGGTGGGCGAGATCTTTCGCCCAGGCATCGCGGTCTTTC
+ACGCTCGCAGGCATCTTCTGCCGCACGACGCTCGCTACATCTATCGCTTTTTCGCCCTTT
+TTCAACGGTTGCGGAGCCTGACTACTACCCCCGCTAAAACCAGAACCGCCAACAATGACA
+GCGAAGATAGAGGATTGACGCGCGACATTACTTCTCCTTTTTAGCTCAAGGTATGGGTTA
+CTTCCTGAAATTTTGTCACCATCCAGCTCATGTTCAAAGCTGCCGCCAGACGTTTGTAGA
+TAGACATCAACTCAACCAGTGTGGTCCATGAGTTAATCAGGTACTGGGAAAGCACCGCGA
+ACCTGACCAAAAACGTTGGTAATCTGCGTCATCAGGCCGAGCGTAATCGTACCGGCAACA
+ATTGACGGAAACAGCAAGAACAAACCGAAAACGTTATCGACCTGCAAATAGAGAATGCGG
+GCGATGTTGAAATACATTATAGTGGAAAATAGAGGCGGAAATAGTTTTTCCGTACGGCGC
+TAAACAGCTCCCGTACCGTAGGCGCCGTCGCGCGCGTGGCATCGTCTTCACCATAAACCA
+GCTCTTTACGGTAGGCAGCCTCTACACGCTGGTTTTTAAACTCCAGCCCCGGCAGTTTGA
+TCCCTACCACTGCCAGCAATCCGGTCCCCATCCAGCGACCAGACGATTGCGGCAATCACC
+AGACCATACGGAATGTGCCCGATAATCGGCAGCTCCGGCACATGCGGCGGAGAGCGTTAC
+CAGCACCGGCAGGAAGGCGATCAACGTCATGATGGCGTTGATAAAACTTGACGCCAATAT
+TTCTCCAGCGTTGAAGCAAAACGCATGGTGTCTTCCTGCACACGCTGTGCGGCCCCTTCG
+ATATGACGCAGTTGTTGCCAGTTCCCCATGTAATATTCGTTCATCGCTGTACGCCAGCGG
+AACACGTAGTGACTGACAAAGAAGTTGTTCAGCACACTGATCACCACAGCGATCAGCGCA
+ATCCCCAGAAAAGACGCCCACTTCGCGGTAAAATTGTTCGATGGTGACTTTATGCGGCGA
+ACTTAGCGCGGTTTGAATCAGATCATAGAACGGCGCATACCAGGCGTTGACGGCGACCCC
+GACTTCCACCAAAAACCAGGTGACGAAGATGATCAGTGCAGTACCGAGTATTGACCAGTA
+TTGCCAACGATGCGGGCTGTAGATAAACCAGAACAATGCAAAAAGTCCTACGCAAACAAT
+GTAGTAAGCGTAAAAAAATCAGGAAATCCAACGACCAGAAACGCGCGGCGCTAATCGGGA
+TCTGCCCGGAAGCGCCGGTGATACGCGCCACCCAGTCACCCCCACCGGCTTGCCAGAAGA
+TAACGGCAATCAATGCCCAAACGAAGGCCGAGAGAAAAAACGTTCCCGGCTTTGGGAAAA
+AAGACTTAAACATATGCACTCCTGCTAACTTCTTATCGTTTTAACAACTGCTGTGTATTA
+CCGCATGACCGCTACAAAGCGTCAGCCAAATGAAACCGCCCATTGTGACCCATAGCAAGG
+CGCTTAGTTCGCCAGCCTGACCATAAGAATTGTTTCGACGGATTTCACAAACCAAAGATT
+GTTTACATAAGCGGATTAACACGCGCAGGATCACAAATGCAGGCATTGGTGAGCAGGAAA
+AAGATCGGTTATACGCGCCGTTACGTTTTTAACACTATTATTGCACTAATTCGCCCTTTG
+CAATCTATCAATGAGTAGTATAAATACGCTCAGTACCCTTCATTCAATCTATGGACACCA
+CCGTTGAAACGTAGTCTGCTTTTTTCTGCCGTGCTGTGTGCGGCGTCATTGACCTCCGTC
+CATGCGGCGCAGCCGATCAACGAACCGGAGTTTGCCTCTGATATTGTCGATCGTTATGCC
+GATCATATTTTTTTTACGGCAGCGGTGCCACGGGGATGGCTCTGGGTTGTTATCGACGGT
+AACCAGCGCGTCTTTCGCAGTTATGGCGAAACGCGACCTGGTAATAACGTTCGCCCGCAG
+CTGGATTCGGTCGTGCGTATTGCTTCCCTTCACCAAGCTAATGACCAGTGAGATGCTGGT
+GAAATTGCTCGACCAGGGGACCGTGAAGTTAAACGATCCGCTAAGTAAATATGCTCCGCC
+AGGCGCACGCGTGCCAACCTACAATGGGACGCCCATTACGCTGGTCAATCTGGCAACCCA
+TACCAGCGCCCTGCCCCGTGAACAGCCCGGTGGCGCGGCACATCGTCCGGTGTTTGTCTG
+GCCAACGCGCGAGCAACGCTGGAAATACCTTTCTACGGCGAAGCTGAAAGCCGCGCCAGG
+CAGTCAGGCGGCGTACTCTAACCTTGCGTTCGACCTGCTGGCAGATGCACTGGCGAATGC
+GTCCGGCAAGCCTTATACCCAGTTGTTTGAAGAGCAGATTACCCGTCCATTGGGGATGAA
+AGACACCACCTACACCCCCTCACCGGATCAGTGCGCCGTTTTAATGGTTGCTGAGCGCGG
+TGCCAGTCCGTGCAATAACACGCTGGCGGCAATTGGCAGCGGCGGCGTCTATTCCACGCC
+TGGCGATATGATGCGCTGGATGCAGCAGTATTTGTCATCTGATTTTTATCAGCGCAGTAA
+CCAGGCAGATCGCATGCAGACGTTGATTTATCAGCGCGCGCAGTTTACGAAAGTGATTGG
+CATGGATGTCCCCGGCAAGCGGATGCGCTTGGTTTAGGTTGGGTATATATGGGCCCCGAA
+AGAGGGTCGTCCGGGATTATTCAGAAGACAGGCGGTGGTGGCGGTTTCATTACCTATATG
+GCGATGATCCCGCAGAAGAATATTGGGCGCGTTTGTGGTGGTCACTCGTTCGCCGTTGAC
+CCGCTTTAAAATATGAGCGATGGCATCAATGACCTGGTGACCGAGCTAAGCGGGAATAAA
+CCGTTGGTTATCCCCGCGTCCTGATTAATACTCTGAAGGCAAACGGTTGATAGCGACCAG
+TTGGCCTTTATTCATTTTGATATAGCCGCCTTTACGCAAAGCAGCGAGAACTTCTGCGAC
+GACAGAACGCGATATGCGTGTACGTTGATGGATATATTCATCACACCAATACGTGATCGC
+AAATTCTTCATTCCAGTCAATCATTGATAATAATGTTGCGCGGATTTGTTCGTAGGAATT
+ATGCCCAATGAGCTGCACGTCCGTAATTCCAGAATTCTATTTTGCCAGGCTACCAGTAAA
+AAGCGTCTCGCCAGAGTTGATTTTGTTCAATAAGCGTAATGGTTTGTTTGGCTGGTAGAT
+GATATCCCGTACAATTTCCTTCTGATATTAATTGTATGGTATATCGTTTTTCATTTAAAA
+CCATCAGCCAGCCCCATAATATAAGGAGCCTGGGTAATACCGATAAGTACGTTTTCTTCT
+CTACGCAAGAGAGATAACTCCCTCTAAAATAACGAAAGTATCTTCCTTTATTGACATCAC
+TGGGAAATATAACTTGCTTTTCATTATTAAACTCGAAGCGCGTACCGTATCTGGACAAAC
+ATTTATCGAGCTTACCAAATTCCTGAAGAGGTTTAACTACAGATAACATTTGCGCGTCCT
+TTGCAGTAATGCCCGTCAAACCCTTGACGGGCATTATTTAGATTAAATTACCAGTATTTC
+TTCGGAGTGAAGAAATTTACCAGGTATATTTAACACCCACGTTCGCGGACCAGTCTTGAT
+CTACGTCACCACCACCGAGGTAGTTAGCATCGGTAAGGCGCTGAAGTTTTGGTTGAAGCT
+AAACTGAGTACCCAGACCAACACGTACCGCAGACCCTTCAGTACCGTTATCGATGGAATC
+GCCGTTCACATCGTTATCGTTGTTAGAGTCGTCGTAGACGTAAGCCAGTTTGAAGTACGG
+AGTCAGAGCCTGATCTTCGCTGTAGGTGAAGGTATAACCTGCATCTACCCCCAGTTCATT
+AACGCATGCTGTCGTAAGACTGACCGTCAACTTTCATGTCGTTGCTCAGCTGGTAAGTCA
+TCACCAGACTGGAACAGACCAGAAACGCTGCCGTAAGGAGTCACGTAACCAGCATCACCC
+AGTTTGAAGTCGTAACCGGCTTTCAAACCGAAGCCCCAAGCGTCGGAGTTGGTGCTACCG
+TCAACGTAAGTACCGTTGCTCATGGTTGCAGACAGGTCGTTGTTGAAGTGAGAGTAGCTC
+AAGCTACCATCAACAAAGACGTTGTTCGCGAAGTGAGCAGAAGAGTAGATGTAGGCAGTC
+TGGCTGTCTTGATCCACCTGACCAGAACGGTCATTCATGTCACCTTTAGCGAAGCCTGCA
+GCCGCACCGACGATCCACTTAGCGTTGTTACCGTCAATTTTGGTATCAACACCGACCATG
+ATGCCGTTAACATCCTGATCATAGTTGATGGTGCCGTTGTCGCCGTTAAGTTACCACCGA
+AGTAGCTTACCCATGCGCCGCCGTTATCAGCCAGGCCATGACCGAGAGAGTTGGTCAGAC
+GAGTACCAACGGTGTCTTGTTCCAGGTTCCAGATATTGGTGTTCGCAGACCGGGATGCTC
+AGCGCCATGTTAGCGTAGTCGGTCAGCTCCATCTGTTGCAGAACAACGGTGTTACCGCGC
+TGTCAGCCTGATAGGTGTATTGCACCCAGGTCAGCTTTGTTAGCAGCAGAGAAGGTCGCG
+TTGCTGTTGACGTCGTTTACGTAGATAATTTCTTTATCTTTGTAATCAGCGATAGCGCCA
+GCGCCAGTTGCGTTGTCGATACGAACTTTTGTAGTTACCGGTTGCAGCAACAACAATTGT
+CTACAGAGCTGTTATCCAGTTCAGTACCGTTGTCTACGTCGCCGTTACCGTTGATAGTCA
+GGTGACCATCAGAGTTCATAGCAACAATACCGTAACCGTAGTTAGACTTGGAAGTATCCC
+AGGTACGGTCGTTCACCAGATCAGCGTTCAGAACGTAATCGCTGCTATGGATATCGAACA
+CACCAGATACTACGTTACCGTTATGGTCAGCGATGTTGCCGCTGGTCAGTTCCAGTTTGT
+CAGTACGGAAAGCTTCAGTATCGAACTGATCAACGTTCACATCCAATACACCCGCCGTTA
+GTTACGGTGATAGTATTGGCGTACAGGTTGTAATCTGATCTTAACCCAGCAATAGTGGAC
+ACGCGGCTAAGTGAGTAAACTCTCAGTCAGAGGTGACTCACATGACAAAAACAGTATCAA
+CCAGTAAAAAACCCCGTAAACAGCATTCGCCTGAATTTCGCAGTGAAGCCCTGAAGCTTG
+CTGAACGCATCGGTTGTTACTGCCGCAGCCCGTGAACTCAGCCTGTATGAATCACAACTC
+TACAACTGGCGCAGTAAACAGCAAAATCAGCAGACGTCTTCTGAACGTGAACTGGAGATG
+TCTACCGAGATTGCACGTCTCAAAACGCCAGCTGGCAGAACGGGGATGAGAGCTGGCTAT
+CCTCCAAAGGCCGCGACATACTTCGCGAAGCGCCTGAAATGAAGTATGTCTTTATTGAAA
+AACATCAGGCTGAGTTCAGCATCAAAGCAATGTGCCGCGTGCTCCGGGTGGCCCGCAGCG
+GCTGGTATACGTGGTGTCAGCGGCGGACAAGGATAAGCACGCGTCAGCAGTTCCGCCAAC
+ACTGCGACAGCGTTGTCCTCGCGGCTTTTACCCGGTCAAACAGCGTTACGGTGCCCCACG
+CCTGACGGATGAACTGCGTGCTCAGGGTTACCCCTTTAACGTAAAAACCGTGGCGGCAAG
+GCCTGCGCCGTCAGGGACTGAGGGCAAAGGCCTCCCGGAAGTTCAGCCCGGTCAGCTACC
+GCGCACACGGCCTGCCTGTGTCAGAAAATCTGTTGGAGCAGGATTTTTACGCCAGTGGCC
+CGAACCAGAAGTGGGCAGGAGACATCACGTACTTACGTACAGATGAAGGCTGGCTGTATC
+TGGCAGTGGTCATTGACCTGTGGTCACGTGCCGTTATGGCTTGGTCAATGTCGCCACGCA
+TGAGCGGCGCAACTGGCCTGCGATGCCCTGCAGATGGCGCTGTGGCGGCGTAAGAGGCCC
+CGGGAACGTTATCGTTCACACGGACCGTGGAGGCCAGTACTGTTCAGCAGATTATCAGGC
+GCAACTGAAGCGGCATAATCTGCGTGGAAGTATGAGCGCAAAAGGTTGCTGCTACGATAA
+TGCCTGCGTGGAAAGCTTCTTTCATTCGCTGAAAGTGGAATGTATCCTTGGAGAAAACTT
+TATCAGCCGGGAAATAATGCGGCAACGGTGTTTTAATTATATCGAATGTGATTACAATCG
+GTGGCGGCGGCACAGTTGGGGTGGCGGGCCTCAGTCCGGAACATTTGAAAACAAGAACCT
+CGCTTAGGCCTGTGTCCATATTTACGTGGGTAGGATCAATCAGCCCCCCACCCAGTAGAT
+TCGGTCAACGCAACAGTACTGTAGGAATTAATAGTCAGATGATCGGTATCAAACGTAGCC
+ATCTTCACCAATGTTCAGCGAAGAACCGTTAGTTAAATCGATAGTATCTGAAGTTAATTT
+AGATTCCGAAACATTAACCTGAGAACCATTATTAACTGTAAAGTATCAACGATGGAACGA
+CCTGTAGTATCCCATTCAGAACCGTTATTCAACGCTACGTTAAATACACCGCTCTGGAAG
+ACCTTGTCTTAAACAACACGTTTCCAGTCATTGTTTTCATATGTTGCATCAGGAGTAAGG
+CTGTTTGTAGCAACATCATACATTGCTGACGTTTCAGCAACGTTATAAATTGCCTGACCA
+AACCCACTTGCTTCCGTTTATCGAGAGTGAGATTTAGTTCATCAACGTTGAGGCTATCAT
+CAGTCCAACCCCCGTTGGTATCTTTCCACCCGTCACCGTTGGAATCATGACCATTCGGAT
+CAAAATTACTATTCCAGGTGCTGGTAAAGGCAACATCAACCCATCAGCGTTGAATTGCTG
+AGGAATACATTGTTCTTCATCGCATAGTCGGAAACCTGAAGCAGTAAAGGACATTGCAAC
+ATCACCCGGGCCAGCATAATCACTCGGTTCATCAGAATTGCCAAAGTGACCAGTTTTGCC
+ATAAGTATTGCTATCCAGGATATAATTGAACCCGAAGTCACTGTGGAATCTTTTACAGAG
+ATATTGTTATCCCAAGTATGAGATTCGGTAGTGTAGGTTTCGTTGTAAGTATTACCTTGA
+GATAATGAAATACCTGCAACGCGGGAGTTATTGGAAATATTGATGTTACTTTCTACATCA
+AGATTAACAGCAACGCCTTCACTTGTATCAAATGTCTCATTTGTGTGCTTGGTTACATCA
+CCACTTTTATAAGAATCAGGGAAGTAAGAGCTTCATAATCATCATCAATAGTAGTGTTAG
+CAATGTTCAAAGTGAAAACACCACCATCACGCCAGTGTGTATCAACAACCGCATCAGTGT
+AAAAATCATATCCACCCAGATTATTACCATCTGCATCAAAACGATCATAATAACCGCCAG
+GCAGCATAGAAGTAATCGAACCGTGAATCACTGAATTACTGATATCAAGCTGATTAGCAG
+TACTGTTCTGCATAATCATGGTTCAAATAATAGGTTGAGATCGTGCCGTTAACGGTATCG
+GCGGTTAAAGGACTGATCGAAATCACCATTGGTGTTGTTGTAATAGACAAAACCACTATA
+GTTTACATAGTTGCCATCTACAGTGCCTGCCTTATCCATATGATCCCAATCAAGTGCTGT
+AACGGGATTATCGATATAAGTCCAGGTATCATAGTTTGCTGCATTAGCCTGAGAGGTGAT
+AGCCAGAGTGCAAGCCAATGCTAATTGTGATACTACAAGTTTCTTTTCCCAGGAGTGCAT
+TTGTCATCCCTCCTCAGGGACGTAATAAGTTGATCCATCAATTATCAATGCATAGAAAAC
+ATATTATGTTTCGCGCTAACGATTATGCTGCGTTACAGACGAATGGTTCAATTATTCTTT
+CCCCTAAGTCCCGAATTTGGACATATATAATTTATGGAGAAAAACACGCATCAAATTCAT
+AAAAGCACAGTATTTCAACATGTTGCAGATAATTTTGTTTTTGAAGCATACGCATAATAA
+ATATCACAAACACAAACCAGATAAATATCCTATGAATATGCAACAAAGTTTTAATTATTC
+AATTTATAGCAGCGCAACAAAACTCCAAAAAATAATAACCAACAGCTATAAATAAAGATT
+AAAAAATATTTTCAGTGAATATAAAATTATTGCTGTTTCTATTAAAAAGATGTCCTGGCC
+TCCTCTTCCATTCTCTTCTTGTCAACATCGCGACAACTTTCGTAAAACATCCCTACCCTG
+CTTCAGGTATACTATGCCCCTCGATTCCACAAAACACCAGGCAGACCATGACAGACTTAA
+TCCAACGCCCTCGTCGCCTGCGCAAATCTCCTGCGCTCGCGCTATGTTTTGAAGAGACAA
+CACTTAGCCTTAACGACCTGGTGTTGCCGATCTTTGTTGAAGAAGAAATGACGACTACAA
+AGCCGTTGAAGCCATGCCAGGCGTGATGCGCATTCCAGAGAAACATCTGGCACGCGAAAT
+TGAACGCATCGCCAACGCCGGTATTCGTTCCGTGATGACTTTTGGCATCTCTCACCATAC
+CGATGAAACCGGCAGCGATGCCTGGCGGGAAGATGGACTGTGGCGCGCGTATGTCGCGCA
+TCTGCAAGCAGACCGTGCCAGAAATGATCGTTATGTCAGACACCTGCTTCTGTGAATACA
+CTTCTCACGGTCACTGCGGTGTGCTGTGCGAGCATGGCGTCGAAAACGACGCGACTCTGG
+AAAATTTAGGCAAGCAAGCCGTGGTTGCAGCTGCTGCAGGTGCAGACTTCATCGCCCCTT
+CCGCCGCGATGGACGGCCAGGTACAGGCGATTCGTCAGGCGCTGGACGCTGCGGGATTTA
+AAAATACGGCGATTATGTCGTATTCGACCAAGTTCGCCTCCTCCTTTTATGGCCCGTTCC
+GTGAAGCTGCCGGAAGCGCATTAAAAGGCGACCGCAAAAGCTATCAGATGAACCCAATGA
+ACCGTCGTGAGGCGATTCGTGAATCACTGCTGGATGAAGCCCAGGGCGCAGACTGCCTGA
+TGGTTAAACCTGCTGGAGCGTACCTCGACATCGTGCGTGAGCTGCGTGAACGTACCTGAA
+TTGCCGATTGGCGCGTATCAGGTGAGCGGTGAGTATGCGATGATTAAGTTCGCCGCGCTG
+GCGGGTGCTATAGATGAAGAGAAAGTCGTGCTCGAAAGCTTAGGTTCGATTTAAGCGTGC
+GGGTGCGGATCTGATTTTCAGCTACTTTGCGCTGGATTTGGCTGAGAAGAAGATTCTGCG
+TTAATTTTGTTTCCTCTCAGAAAGGGGGAGTTAACCTGTTGAAAGTACGGTGAACGCCCC
+CTCACCCTAACCCCCTCCCCAAGGGGGCGAGGGGACCGTCCACTCTCGTATTACCCCGCC
+CGATAAAACGGTTTATCCCCAAGGATCGTCGCCCGATGCATTATCCGTCGCTGTGGCAGG
+TAATCGGCATTGGCATAGTGCTGGGTCACGCGGTTATCCCAAATCGCAATATCATTTGGT
+TGCCAGCGCCAGCGCACCTGAAACTCCGGTTTGGTGATATGGGCAAACAAAAAACTTACA
+AAGGCTTCGCTCTCTTTCTCGCTCACATCAACAATTCGCGTAGTAAAGCCCTTCATTCAC
+AAACAGCGCCTGTTTACCGCTCACCGGATGCGTTCGCACCACCGGATGTAGCAACGGCGG
+GTTTTTCGCGACCGCCTCGCGCCAGCGTTGATGTTCCTCCTCGGTTTTGCGGTATTTGTA
+TTCCGGGAACGATTTACGGAAATCATGCTCCGCACGCAGCCCACTCAGCAGCTGGCGGGA
+AGGGAACAGAGAGCGCCTCATAGGCCGCAATACCGCTGGTCCAGAGCGTATCACCGCCGG
+TCGAAGGTAACTCTTTAGCTGCCAGAATCGCCCCTGCGGGTGGCGTTTCAATAAATGTCA
+CATCGGTATGCCAGTTTCGGTTTTCTGGCGGATTATCGTTATGGGTATCCAGCACGATGA
+TCTCGTCAACCCCTCGGCATGCGGGTAAACAGGGTGAATATGCAATTCGCCAAAACGCTG
+GGCCAGCGCGCGTTGCTGCTGCGGCGTAATAGCTTGATCGCGTAGAAACACCACCTGATG
+GCGCAGCAACCGCATGGTAAAGCTGTTCAAACTGATTATCGCTTAACGGGCGCGTCAGGT
+CGGCACCCGAAATTGTGGCGCCGATATACGGCCCCAGCGGGGTAATGCTCAGACGTTCAC
+TCATTGTACTTCTCCATGCCAGGGCGTCAGGCGGCGCGGTTAAGCGCGCAGACCCAGTTC
+TAAAAGAAAGGCGATAATCGCAATCACCGCGATCCCCGCCAGCACCACGTCAGTTGCGAG
+AAATTCACCCGCTGACTGAACCATAAATCCTAAACCGCGCGTCGCGGCAATCAGCTCCGC
+CGCCACCAGCGTAGACCAGCCCACCCCCAGACCAATACGTAATCCGGTGAGGATTTCCGG
+CAGCGCACCGGGCAAAAATGACAAACCACAGCACCTGCGCACGGCTGGCACCCAGCGACT
+GGGCGGCACGAATGCGAACCTGCTGCACGCTTTTTCACCCCCCGCCAGCGCCGACATCGC
+CCACCGGTGCAAAAATCGCTAAATAGATCAGTAAGATCTTCGAGGTTTCACCAATACCAA
+ACCAGATCACCATCAGCGGCAAATAAGCCAGCGGCGGCACCGGACGATAAAGCTCGATTA
+TCGGATCCAGAATGCCGCGTACCGTAGGGCTAAGTCCCATCGCGATCCCGACCGGAATAC
+CGAACAACACCGCTGCAAATAGCGCCAGCATAATGCGCGTCAGACTGGCTGCCAGATGCT
+GCCACAGCGTGGCGTCCATAAAGCCTTGCGGTCCGGCAATGGTGAGTAGTTTTTCCAGTA
+CCTGTCGGGCCGGGGCAAAAATAGCGGGCTAATCAGTTGCAGCGTCGCCACCGTCCACCA
+TACGGTGAGTAAAACCGCTAACGTGCCAATGCTTAAGGTCACCTGACGCGAGAGCGGCCA
+GCGCCATTTCAGCCGCCGCGAATGCAGTTTTTCATTAATGAGCACACTCATGAGAACGCC
+TCCCGTTGCTCAAATACGCGGCTTAAAACATATTCGCGCATGGCGATGAATTGTGGATCG
+GACTTGATGCTGCGGCTCGACTCTCCCGCAACAAAGCGGCGAGCAAAGTTGAGCGGCAGC
+CGCTCCAGCACACGGCCAGGGCCGGATGAAAGCAGAACCAGTTCAGTCGCCATAAACACC
+GCTTCTTCTATATCGTGGGTAATCAACACAGCACCTGCTTGCCCGTCTTCCTGCCAGAGT
+TTCAGCAGCAGGGTTTGCATCTGGTCGCGGGTGAAGGCGTCCAGCGCCACAAACGGTTCG
+TCGAGTAATAACAGCTGGGGATTCGCCGCCAGCGCACGAGCAATCCCCACCCGCTGACGT
+TGACCACCGGAAAGCTGCCAGATGTAGCGTTTTTCTGCGCCTTCCAGCCCCACTTTTTTC
+AGCATCTGGTGCGCGATTTCCAGTCGCTGCATTTTCTCTATACCTGCCAATTGCAGGCCA
+ACGCCACGTTGTCCTGTACATTGCGCCACGGTAGTAGCCCTTCATTCTGAAAAACTACGC
+CACGCTCTGCTCCCGGTCCCTCAATACGCTTACCCGCCAGTTGAATGCTGCCATGCTGAT
+AAGGCACAAAACCGGCAATCAGATTCAGCAGGGTGGTTTTACCGCAGCCGGACGGCCCCA
+GCACCACCAGTAGCTCGCCGCTTTCCAGCGTCAGGTTGATATCTTCCAGTGCCGGTTTGC
+CGCCATAATCGGCGTAAAGATGAGAGATTTGCAGCATCTGCGCCCCCTTTTATTGCACGA
+AGCGCGAGGTAACGTACTGGCTGTAATCATTCGCTACAGCCGGGACCTTGCCCTGCTCTT
+TCAAAAACTGCGCGGTGTCGATGATCGCTTTGTTCACCGGTCCGGTCAGTTCTGCCGTTT
+GTTGCTGCGGCGTCAGATAGGTATTCCCCTTCACCAGCCCCGGAACGTCACCTTCAGGCA
+CGCCGCTTAAACGCGCCAGTTTGCTGATGTTTTCCGGCTGTTTCAGCCACACGTCTGGGT
+TAGCAATGTACGGTTGCTGAGCATCGATGGCGCTTTTAGCGAACGCTTTCACGACCTCAG
+GATGTTTCTCGGCAAAATCTTTGCGCACCACCCAGACGTCCAGCGTTGGCGCGCCCCACT
+GCCCGACCTGTTCAGAATCGGTCAACACCTTGCCGTCTTTTTCCAGGGCGTTAACCGCCG
+GTGCCCAGACATAAGCACCATCAATATCTCCCCGCTGCCAGGCAGCGATAATCGCGGGCG
+GCTGCAGGTTCACAATCTCCACTTGCCCGGGTTTAATGCCCCAGTGTTTCAGTGCCGCCA
+GCAGGCTGTAGTGGGTGGTGGAGATAAACGGTACGGCGATGCGTTTGCCCACAGATCTTC
+CGGTTTGCTGATAGGTTTTCTTAACCACCAGCGCTTCGGAGTTACCCAGTTTTGACGCCA
+GCAAGAAGACTTCAATCGGCACCTGTTGGCTGGCTGCAACCGCTAACGGGCTGGAACCGA
+GGTTGCCGATTGCACGTCGCCTGAAGCCAGCGCCCGCACGATGCTGGCTCCGCTGTCAAA
+CTTACGCCAGTCCACGGTTGCTCCGCTTTCTTTAGCAAAGGTGTTGTCGGCCTGAGCCAC
+TTTCGCCGGTTCGGCTGAGGTTTGATACGCCACGGTGACGTTCACCGCCTGTGCCTGAAA
+AGCGATGAATGCCAGTGCGGCAAGAAGTGTGTTACGCGATGAAATTGCCATGATTGTCTG
+CTCCCCTGTCTTGTTATGGGAGCAGTATTCAGGATAAAAACATTCATTAAAGAATTAGTC
+GTTATCGCACAGATGATTTTATTCTTAGCAAAAAAACGGCTAAGGAAAGATTAAATATGC
+AATTACTCCGTTCTAACAATTGGGAAAATTACTACACTTCATTTTAGTGATGCATAAACA
+ACCACATTACGAGATTTATTACTTCATTATTTCTATCAATATCAATACATATAATAAAAC
+TATTATATTCGCATTGTATATATCACTGTATCATTCTCAATCACTCGCATATTACATTCA
+CATAATGTATATAAACAAAGCTTGTTCACAGAACATATTTTTTAAATGCAATTAATTGAC
+AAACTAAATCACATCTAAATACAATGTATAAAACAAAATAACTATAAATACCAACATACA
+AACACTTAACATATGAATTGCATAGAAACATTACCCAGTCGAACCCACGGGTCTGAAAGC
+CCTTGCTTTTCAGTTATTAGCAACATTTAACATTTATAAATTTAACATCTGGCTGCCGCC
+AGAGATTACGTCTCTGAGTGCATCGTTGTGCTTGTAGTATAATAAATTAAAATGGAGTGT
+CATTAAGTGGATAAGGTTTTAGATTCCGCCCTTCCTTTCTTCGGCAAATAAGAAAGGGTA
+TCCTTGCTATTGGCGCACATCCTGACGATATAGAATTAGGCTGTGGCGCATCGCTTGCTC
+GTCTTGCGAAAAAAGGAATTTATATCGCAGCCGTGGTGATGACTACCGGCAACTCTGGCA
+CAGATGGAATAATCGATCGCCATGAAGAATCGCGCAACGCCCTAAAGATATTAGGGTGCC
+ACCAAACTATTCATCTTAATTTTGCTGACACCCGCGCTCATTTACAGCTCAATGATATGA
+TTTCCGCCCTGGAAGACATCATTAAAAATCAAATTCCTTCTGATGTTGAAATCATGCGGG
+TATATACCATGCATGATGCCGACCGCCATCAGGATCATCTTGCTGTTTATCAAGCTTCAA
+TGGTTGCCTGCCGAACTATTCCGCAAATTCTCGGCTACGAAACCCCAAGTACCTGGCTTT
+CATATTATGCCTCAGGTTTTTGAATCCGTTAAAGAAGAATATTTCACAGTCAAACTTGCT
+GCATTAAAAAAACATAAAAAGCTAGGAACGACGCGATTATATGCGTCATGATCGCCTGCG
+TGCAGTTGCACAATTTCGCGGACAACAGGTCAATAGCGATCTGGGTGAAGGCTTTGTAAT
+TCATAAAATGATTCTTTGAGCAAATTGCATGAAAACCTGGATATTTATCTGTATGTCCAT
+AGCAATGTTGCTATGGTTTTTAAGTACGCTAAGACGTAAACCCAGTCAAAAGAAAGGCTG
+TATTGACGCCATTATACCTGCGTATAACGAAGGCCCGTGTCTGGCGCAGTCACTGGATAA
+TCTACTGCGTAACCCTTATTTTTGCCGGGTAATTTGCGTTAACGACGGCTCCACGGACAA
+TACCGAAGCGGTCATGGCGGAAGTCAAACGCAAATGGGGCGACCCGCTTTGTTGCCGTCA
+CGCAAAAAAAATACCGGTAAAGGTGGTGCGCTGATGAATGGCCTCAATTACGCCACCTGC
+GACCAGGTTTTTTTAAGTGATGCCCGACACCTATGTTCCGCCCGATCAAGACGGAATGGG
+CTATATGCTGGCAGAAATTGAGCGCCGTGCCGATGCCGTAGGCGGCATTCCCTCTACTGC
+GTTGAAAGGCGCGGGTCTGTTACCGCACATCCGCGCGACCGTAAAGTTGCCGATGATTGT
+TATGAAGCGACGCTACAGCAGCTCCTGGGTGGCGACCGTTTATTATCAGCGGTGCCTGCG
+GGATGTTCCGTACTGATGTATTGCGTAAGTTCGGTTTCTCGGATCGTACTAAAGTCGAAG
+ACCTTGATCTCACCTGGACATTGGTGGCAAACGGCTACCGTATTCGGCAGGCGAATCGCT
+GCATCGTATACCCACAGGAATGCAACAGCCCGCGTGAGGAGTGGGGTCGCTGGCGGCGTT
+GGGATTGTGGGATACGCGGTCTGTATGCGCCTGCATAAAAGACTTTTTATTTAGCCGCTT
+CGGTATCTTCAGTATATTTCCTATGCTGTTGGTTGTGCTTTATGGCGTTGGGGATTTATC
+TCACTACCTGGTTTAATGAATTCATCACCACCGGGCCGCATGGAGTGGTGTTGGCAATGT
+TTCCGCTTATCTGGGTCGGCGTAGTTTGTGTTATTGGTGCTTTTAGCGCCTGGTTTCATC
+GTTGCTGGTTGTTGGTGCCTTTAGCGCCGCTTTCCGTTGTGTATGTATTATTAGGCTTAT
+GCCATCTGGATTATTTATGGACTTATTGCCTTTTTTACTGGACGGCAACCTCAGCGCGAC
+AAACCCACCCGCTATTCCGCACTGGTGGAAGCGTCAACCGCTTATTCCCAACCTTCTGTC
+ACAGGAACTGAAAAACTATCTGAAGCTTAATGTTAAAGAGAAAAATATTCAGATTGCAGA
+CCAGGTAATTATTGATGAAACTGCAGGTGAAGTTGTTATCGGCGCGGAAATACCCGTATT
+TGTCATGGTGCCGTTATTCAGGGTCCGGTAGTGATTGGCGCAAACTGCCTGATAGGTAAT
+TGGATTTGCCCCTATATTTTCCAGACATCTGTTATCACTTAACCCATTACAAGCCCGCTG
+CCGCAGATATTCCCGTGGCGAGCGATAACCCAGCGCACTATGCGGATGCCATTCGTTATA
+ATGCTCGAACGCCTCTGCAAGGTTCTTTGCTGCCGTTAACCCCGTTCTGGGTTTGGGCAT
+GATACTGATGTAGTCACGCTTTATCGTTTTCACGAAGCTCTCTGCTATTCCGTTACTCTC
+CGGACTCCGCACCGCCGTGTTCTTCGGTTCAAGTCCCAACATCCGGGCGAACTGGCGTGT
+TTTCATTAGCCCGGTAGCATGAACCATTATCCGTCAGCCACTCCACTGGAGACGACGGAA
+GATCGTTGCCGAAGCGGCGTTCCACCGCTCCCAGCATGACGTCCTGTACTGTTTCACTGT
+TGAAGCCGCCGGTAGTGACCGCCCAGTGCAGTGCCTCACGATCACAGCAGTCCAGCGCGA
+ACGTGACACGCAGTCTCTCTCCGTTATCACAGCAGAACTCGAACCCGTCAGAGCACCATC
+GCTGATTGCCTTCTTTCACGGCCCACTCTGCCTGTAATGTGCCGTTTCGATGGCGGTACA
+GCAGGTTTTCGCTCAAGCAACAGCGCATTCTGGCGCATGATCCGGTAAACACGTTTGGCA
+TTGATCGCAGGCATACCATCAAATTCTGCCTGTCTGCGAAGCAGCGCCCATACCCGACGA
+TAACCATACGTTGGCAGCTCTCCGATAACATGGTGTATACGGAGAAGCACATCCGTATCA
+TCAGTGTGACGACTGCGGCGGCCATCCATCCAGTCATCGGTTCGTCTGAGAATGACGTGC
+AACTGCGCAGCGGACACCCGGAGACAACGGCTGACTAAGCTTACTCCCCCATCCCCGGGC
+AATAAGGGCGCGTGCGCTATCCACTTTTTTGCCCGTCCATATTCAACGGCTTCTTTGAAG
+GAGTTCATTTTCCATCGTTTTCTTGCCGAGCAGGCGCTGGAGTTTTTTAATCTGCTTCAT
+GGCGGCAGCAAGTTCAGAGGCAGGAACAACCTGTTCTCCGGCGGCGACAGCAGTAAGACT
+TCCTTCCTGGTATTGCTTACGCCAGAGAAATAACTGGCTGGCTGCTACACCATGTTGCCC
+GGGCAACGAGGGACCGTCATCCCCGGTTCAAAGCTCTGCTGAACAATTGCGATCTTTTCC
+TGGGTGGTACGCCGTCTGCGTTTCTCCGGCCCTAAGACATCAATCATCTGTTCTCCAATG
+ACTAGTCTAAAAAACAGTATTAAGACTATCACTTATTTAAGTGATATTGGTTGTCTGGAG
+ATTCAGGGGGCCAGTCTAGTAATTATGCGTTTATTCGTCCTGGCACCAATAATCAGCAAT
+GGCGTAAAAATTGGTTTTGCCACCGAGATTAAAAATGCGGTTATTGAAGCGGAAGCAACG
+ATTGGTCCGCAATGTTTTATTGCCGACTCGGTAGTTGCAAACCAGGCATATTTAGGCGCA
+CAAGTACGTACCAGTAATCATCGTCTGGATGAACAGCCCGTGTCTGTTCGAACTCCAGAG
+GGAATTATCGCTACCGGATGCGATAAATTTAGGTTGTTATATCGGGCAGCGTTCACGCCT
+TGGCGTACAAGTTATTATTTTGCCTGGGCGAATTATTTCCCCGAACACGCAACTTGGCCC
+CGCGCGTGATTGTAGAACGTAATTTACCTACCGGAACTTATTCACTCCGACAAGAACTTA
+TCCGTACAGGAGATTAAAATGATAAAACGGACGTTATTAGCGGCGGCCATTTTTAGCGCA
+TTGCCCGCTTATGCCGGGTTAACTTCCAATTACCGCGGGCTACGATTTTACCGATTATTC
+TGGCGATCATGGCAACCGTAATTTAGCGTATGCTGAACTGGTGGCGAAAGTTGAAAACGC
+AACGCTGCTTTTTAATCTTTCCCAGGGGCGTCGTGATTATGAAACTGAACATTTCAATGC
+CACTCGCGGTCAGGGTGCGGTCTGGTATAAATGGAATAACTGGCTGACAACCCGAACGGG
+TATTGCCTTTGCGATAATACGCCGGTCTTTGCCCGCCAGGATTTTCGTCAGGATATTAAC
+CTGGCCCTGTTACCAAAAACGCTTTTCACGCCGGTTATCGCTACACTAAATATTACGATG
+ATGTCGAAGTCGATGCCTGGCAAGGGCGGCGTATCATCTATACTGGGCCCGGTTGATCAC
+CAGCTACCCCTATACCCATTATGACTCCAGCGATGCAGGTGGTAGTTATAGCATTATGAT
+TTCCGTGGCTCTGAATGACCCGCGGGCACTGGTTATACGCAACTATGCTAAGCCGCGGAA
+CAGGTGCCTTACACCTAAGACTGGACGCCAGAAACACGCTACGGCAGCATGAAGAGCGTC
+AGTCTGCAACGTATTCAACCGCTGACTGAGCAACTTAATCTCGGGCTGACGGCAGGTAAA
+GTGTGGTACGACACCCCAACCGATGATTTTAACGGTCTGCAACTTGCAGCCCGTCTGACC
+TGGAAATTCTGATTCCTTCTGCCGCCCGCTATCCGGGGCGGCCTTCCCTGCCCGATTAGC
+CCCCCCCCCTTTCCTCTTTGTTTTCCGACCACATTCACCCGGATAAATTTTATTCTCCAG
+TGTTATATACTATAGGGGGGGTATGCATTGACATATAGAATACCCCCCTATAGTATATTG
+CATGCAGATGATGAGGTGCGAAATGCCCAGTACTCCGGAAGAGAAGAAAAAGGTCCTTAC
+TCGAGTTCGTCGTATTCGGGGGCAGATTGATGCTCTGGAACGGTCGCTGGAGGGTGATGC
+CGAATGCCGTGCCATACTCCAACAGATCGCTGCCGTTCGGGGCGCGGCTAATGGGCTGAT
+GGCAGAAGTGCTTGAAAGCCATATCCGGGAAACGTTTGACCGAAATGACTGCTACAGCCG
+CGAAGTCAGCCAATCCGTTGACGACACTATTGAACTGGTTCGTGCCTATCTTAAATAGCT
+GAATCTATTACCATATTGAGGAAGAGCGAGAGATGAAATCACGTGCTGCCGTTGCATTTG
+CTCCCGGTAAACCGCTGGAAATCGTTGAAAATTGACGTTGCACCACCGAAAAAAAGGTGA
+AGTGCTAATTAAAGTCACCCATACCGGCGTTTGCCATACCGACGCATTTACCCTCTCCGG
+CGATGACCCGGAAGGTGTATTCCCGGTGGTTCTCGGTCACGAAGGGGCCGGCGTTGTGGT
+TGAAGTCGGTGAAGGCGTAACCAGCGTCAAACCTGGCGACCATGTGATCCCGCTTTACAC
+CGCGGAGTGCGGCGAGTGTGAGTTCTGTCGTTCTGGCAAAACTAAACCTCTGTGTTGCGG
+TTCGCGAAACCCAGGGTAAAGGCCTGATGCCAGACGGCACCACCCGTTTTTCTTACAACG
+GGCAGCCGCTTTATCACTACATGGGGTGCTCTACATTCAGTGAATACACCGTAGTCGCGG
+AAGTGTCTCTGGCAAAAATTAATCCAGAAGCAAACCATGAACACGTCTGCCTGCTGGGCT
+GTGGCGTGACCACCGGTATTGGCGCGGTACACAACACAGCTAAAGTCCAGCCAGGTGATT
+CTGTTGCCGTGTTTGGTCTTGGCGCGATTGGTCTGGCAGTGGTTCAGGGCGCGCGTCAAG
+CGAAAGCGGGGTCGGATTATCGCTATCGATACCAACCCGAAGAAATTCCGATCTGGCGCG
+TCGCTTCGGTGCTACCGACTGCATTAAACCCGAATGACTACGACAAACCGATAAAAGATG
+TCCTGTTGGATATCAAACAAAATGGGGTATCGACCATACCTTTGAATGCATCGGTAACGT
+CAACGTGATGCGTGCGGCGCTGGAAAGTGCGGCCCGCGGCTGGGGTCAGTCGGTGATCAT
+CGGGGTCGCGGTTGCCGGTCAGGAAATCTCCACCCGTCCATTCCAGTTGGTCACTGGTCG
+CGTATGGAAAGGTTCCGCGTTTGGCGGCGTGAAAGGTCGTTCCCAGTTACCGGGCATGGT
+TGAAGATGCGATGAAAGGTGATATCGATCTGGAACCGTTTGTCACGCATACCATGAGCCT
+GGATGAAATTAATGACGCCTTCGACCTGATGCATGAAGGCAAATCCATTCGAACCGTAAT
+CGTTACTGATTTCCCGCAGGTTTACCCCGTCCACTTCAGGCGGGGGGTTCTTAATACTCT
+CCCCGGGCAGCCGTCCGGGGGATTAACCCTGAGATAATGACTGATGGAACTCATTGAAAA
+ACATGTCAGCTTTGGCGGCTGGCAAAATATGTATCGGCATTATTCCCAATCACTGAAATG
+TGAAATGAATGTCGGCGTCTATCTCCCACCAAAAGCCGCGAATGAAAAATTGCCGGTGCT
+GTACTGGCTTTCAGGCCTGACCTGCAACGAGCAGAATTTCATTACTAAATCGGGGATGCA
+GCGTTACGCGGCTGAGCACAACATTATTGTTGTTGCGCCGGACACCAGTCCGCGAGGCAG
+TCATGTCGCAGATGCTGACCGTTACGATCTCGGGCAAGGTGCCGGGTTTTACCTGAACGC
+GACGCAAGCGCCGTGGAATGAACATTACAAAATGTATGACTATATCCGCAACGAGCTGCC
+GGATTTAGTGATGCATCATTTTCCCGGCAACGGCCAAAAAGTCTATCTCTGGTCATTCTA
+TGGGCGGGCTGGGCGCGCTGGTGCTGGCGTTACGGAACCCAGATGAATATGTCAGCGTCT
+CGGCGTTTTCGCCCATTGTCTCCCCATCGCAAGTGCCGTGGGGACAGCAAGCCTTTGCTG
+CATATCTTGCTGAAAATAAAGATGCCTGGGTTGGATTACGACCCGGTGAGTCTTATTTCA
+CAAGGGCAACGCGTTGCGGAAATCATGGTTGATCAGGGGTTGAGTGATGATTTTTACGCA
+GAACAGCTGCGGACTCCAAATCTTGAAAAGATCTGCCAGGAGATGAATATCAAGACGTTA
+ATCCGTTTATCACGAGGGTTATGATCACAGCTATTATTTTGTCTCCAGTTTTATTGGCGA
+GCATATTGCCTACCACGCCAATAAACTGAATATGCGTTGATAATAGCACGACTGCCGGAT
+GCGGCGTGAACGCCTTATCCGGCCTACACTTCGCCCGTAAGCCGTAGGCCTGATAAGACG
+CGAAAGCGTCGCATCAGGCATGGCGCACGACTGCCGGATGCGGCGTGAACGCCTTATCCG
+GTCTACACTTCGCCCATAAACCGTAGGCCTGATAAGACGCGCATAGCGTCGCATCAGGCA
+TCTGCGCACGACTTATCTATGTTTACCACATCAAATCATCAGGCACTTTGAAGTCGGCAT
+ACGGGTCGTCTTCATCCTGCTCTTCGGCGCTGAGCGCGCTGTGCAACACTATACTGCTGG
+CATCGCGCTGAGCAATTTTATCGGCAACGCTGGCGGGAATAATGGCGTATTCACCTTCGC
+TATTGTTATCGACCAACAAGCGGGCAATCGCCAGACGACCATTAATCAACTGCGCCTGTG
+TGAGCTTATCGACAAAAATCTTCTTAATCAGATTGCCGTCAGTGAAGTTAAAAACCAATA
+TCGCCATTGGCAATGGTGATTCGGTTCATTTCAATAAGCTGCTTCACCTGAGCTTTATAT
+TCTTTCGCCAACGCCGCTTGTTTTTGCTGTTCGCTAAGCTGTTTATCACGCTCAAGCTGT
+GCCTTTTTATTTTCTTCTACCGCCGCCCGAGCTTCACGCGCCTGAACGCGCGATTTTTTC
+GCCGTTCTCTCCACCTTCGCCGCTTTTTTGCTGGTGACTAATCCTGCTTTGAGCAACTGC
+TCTTGTAAGGTAAGTTTTGCCATCTTTGTTTCCCAAACCCGCTGAATAATTTTTAGCGAG
+TATAACCTGTAAACGCCGTAGGTGTATTGGGGTGAAGTCCCTTTCGCCCCTGCCTAATAA
+GGCACGTCAGGCATCGGCGCACGGCTGTATTCGTGATCTCCGGCTCATCAAAATAAACAC
+CGCCAACCCAGCAACAAGAATACCCGGTGCAGAAGCGGCCATTACGCCGACCGTGCCAGT
+GCCTAATGCCAGCATTTTCCCGGCCAGTAACGGACCGCTCATAGCCCCCAGACGCCCTAC
+CGCCACGGCTGTTCCCACACCTGTTGCGCGGATCTGCGAACTGTAAAACAACGGTGCCAG
+GGCATACAAAACGCTTTGCCCACCTGTCGCAAACAACCCCCCGACAAATCCCGCCAGCAA
+CATACCGTTAAATGACGACACCGTTCCAAGCGCCAGCAGCGAAGCTAACATGCCGCTATA
+AATCAGTAGCGACATGGTTACTGGACGCAGCTTATCCATCAATGCGCCCAACATTAACGT
+CCCCGCTTGCCGCCCCCCCATTTGCAGGGCAAACATCACCCCTGCCGCCTGCGATGGCTG
+GAATCCTTGCTCCACCCAAAAAGTAGCGGTAGCCAGTTGATCAACATGTAGACCACCAGC
+AGAGTGAAGAAATAACACAACCACAGCAGCAGCGTCGCGGTTGCCGTTTCTGGCGCAAAT
+AAGGCACGCAGTGGTGGCGCAGACTGTTTTTCGCCAAGCGAAAACCGCCGACTCCGGCAG
+CCAGCGCATTAATAGCGGCACCAGAATCAACGGCACCACACCACCTACCCAAAACACCGT
+TTGCCATGCTAAGTTTGCCCCCGCGAAACCCAGTGTCGCCGCCAGCGCCGCGCCAATGGG
+AACACCGCAATACATCAGGCTCACTGCCGTCCCACGAAAACGTGGACCCGCGGCTTCAGA
+CGTCAGGGCGATAAGATTCGGCAACGCCGCCCCCAGCCCGACACCGGTCATCAGCCGCGC
+AAAGACCAGTGAGGGGAAATCCCAGGCAATCGCCGTTGCCAGTGAGAACAAACCAAACAG
+CGCACCTGAGCCAATCAAAATGCGCTTGCGACCATAACGGTCCGCCAGCATTCCGCCAAC
+CAACGCCCGGGTAGCAAACCGAGTATTCCGGCGCTAAATATCCAGCCCATTTTGCATTTT
+ATCGAGTGCGAAAGCCTGGGCGATGCCACCCGCCGCAATGCCAGCCGCCTGAAGATCCAG
+CCCTTCCATCAGAGCGACCCAAAAAACAAAGCCCGATGGTCAGCATCAGGCGGGATGAAG
+ATGATGAAGGGGTACGAGTCGACATAAGATGAACCTCGTTGCGAGTGCAGGTGAATCGCG
+ACTGATACATTGCCAGCCGCGTAATCAGAACTATTTAATGACTGCCTACGGGGGAAATGT
+AGGCCGGACAAGACGTTTATCGCATCCGGCAGTCGTGTGCAGATGCCTGATGCGACGCTA
+ACGCGTCTTATCAGGCCTAACAATTCCCGCGCCATCCGTAGGCCGGATAAGGCGTTTACG
+CCGCATCCGGCAGTCGTGCGCAGATGCCTGATGCGACGCTAACGCGTCTTATCAGGCCTA
+CAAATTCTCGCGCCACCCGTAGGCCGGATAAGGCGTTCACGCCGCATCCGGCAGTCGTGC
+GCAGATGCCTGATGCGACGCTAACGCGTCTTATCAGGCCTACAAATTCCCGCGCCATCCG
+TAGGCCGGATAAGGCGTTCACGCCGCATCCGGCAGTCGTGCGCAGATGCCTGATGCGACG
+CTAACGCGTCTTATCAAACCTACAAATTCTCACGCCATCCGTAGGCCGGATAAGGCGTTC
+ACGCCGCATCCGGCAGTCGTGCTGGGATGGGCATACAAAATGCACGTTCTCGGCAGTCAT
+CATTATTTGTTGTTGCGCAGATCCAGCGCCACGTCAACGATCATATCCTCCTGGCCGCCA
+ACCATCCGGCGTTTGCCCAGCTCAACGAGAATATCCACCGCACTTAAGCCATAACGCGCG
+CCGCCGTTTCACAGTGACGCAGGAAGCTCGAGTAAACACCAGCGTATCCCAGCGCCAGCG
+TTTCGCGATCGACTCGTACCGGTCGATCCTGCAACGGACGCACCAGGTCGTCGGCGGCAT
+CCATTAACGCATAGAGATCGGTCCCCATGCTGCCAGCCCAGTTTATCCGCGGCGGCAATA
+AACACTTCCAGCGGTGCGTTACCTGCGCCCGCGCCCATTCCCGCGAGGCTGGCGTCGATT
+CGGTCGCAGCCCTCTTCCACCGCCGCGATAGAGTTCGCCACGCCAAGACTCAGGTTATGG
+TGAGCGTGCATGCCAGTTTTGCGTTTCTGGTTTCAGCTCGCTTTCAGGGCGCGGGAAACG
+GTCACGGATATCGCTCATGTTCATCGCACCGCCAGAATCCACCACATAAATACAGGTCGC
+ACCGTAGCCTTCCATCAGCTTTGCCTGCTTGGCGAGATTCTCCGGCGTGGTCATATGGCT
+CATCATCAGAAAACCAACGGTGTCCATTCCGAGCTCGCGGGCATACTGAATATGCTGGGC
+GGAAACATCAGCTTCGGTACAGTGCGTTGCCACACGAACCACCCGCGCGCCAGCCTGCCA
+GGCATTTTTCAGATCGTGAATAGTGCCGATTCCTGGCAGCAACAACGTCGCGATTTTGGG
+CGTGCTTCACCACATCCGCCGCCGCTTCAATCCATTCAAGGTCGCTATGTGCGCCGAAAC
+CATAGTTTAAAGCTGGAACCTTGCAAACCGTCGCCGTGGGCCACTTCAATCGAATCCACG
+CGGGCATCGTCCAGTGCTTTGGCAATCTGGCGAACGTTTTCCAGCGAATACTGATGACGA
+ATGGCGTGCATACCGTCACGCAATGTGACGTCCGGAGATAAAAGTTTTTTACCGTTCATG
+CCGCTTCTCCTGCCTTGCGCGCCAGTGACTGGGCCATTTTTTCCGCTGTCGCCACGCGCA
+CTGGGAAAGTCATAATGTCGAGGTTGCCCGCATAGGCAGGCAGTAAATGCGCTGCGCCTT
+CGACTTCCAGCCAGACGGCTGTTTTCAGTCCGGAGAATTGCCCCACGCCCGGTAAATTGA
+CCGGTTTATCCTGCGGGATAACTTCAAACACGCACGCGCTGTTCCAGGCGATAACCCGGT
+ACGTAAGCCTGCACCGCCTCAGCCATTTCATTGATTGAGGCTTCGATATCATCTTGTGAA
+GCTTCGTCGCTCAATACATACACCGTGTCACGCATCATCAACGGTGGCTCTGCTGGGTTA
+AGCACAATAATCGCCTTCCCTTTTGCCGCGCCGCCCACCACTTCAATGGCTCGGGAAGTG
+GTTTCCGTAAATTCATCGATATTGGCACGCGTGCCAGGTCCGGCCAGATTTACTGGCGAT
+AGAAGCGATAATTTCGGCGTAATGAACACGCGCCACGCGTGAAACCTGCCGCCACCATTG
+GAATGGTGGCCTGGCCGCCGCAGGTGACCTGTTGACGTTCAGTTGATCGACGTTCGCCTC
+GAGGTTAACCACCGGCACGCAGTAAGGGCCGATGCCAGCAGGCGTCAGGTCAATTAAGCG
+AATATCCGGTTTCGCTTCGCGTAAGCGGCATCGTTTTTCACATGAGCACCGGCGCTGGTC
+GCATTCAAATACAATGTCGTATCAGCAAATTCAGGCATGTTCATCAGTCCGATCACCCCT
+TCATGGGTGGTGGCGACGCCCATACGTCTGGCGCGCGCGCCAGACCGTCGGACTGAGGAT
+CAATGCCAACCATCACCGCCATCTCCAGATGCTGACCGTGACGCAAAATTTTAATCATCA
+GATCGGTACCAATGTTGCCAGAACCGATAATGGCAACTTTACGCTTACTCATGACAGACT
+TCCTTTTGGGGCTGCGCTTGAAAATGTCGCAGCAACTGAACCTATGCCTTCAATATGGGC
+TTCAAAACGATCGCCCGCATTCACCGCCACCATCGGACCTAATGCCCCGGTAAGAATGAT
+ATCTCCGGTGCGCAGCGGTTCACCCAGACTGGCCATTTTGCGTGCCAGCCAGACGGCCGC
+ATTAAGCGGATGTCCCAGGCATTCGCTGCCGCGCCCGCTAGAAACCTCTTTCGTTATTAC
+GCGTCATCTTCATGGCGCAGTTTTTCAGGTCTACCCCCGCCGGACGTTGCGCCGGACCGC
+CGATGACATACACCCCACAGGAGGCGTTATCTGCCACGGTATCGACAAACTGAATCGACC
+AGTCGCGAATGCGGCTCCCCACCACTTCCAGCGCCGGAAGTACCCATTCAATGGCGTTAT
+ACAATTCGTCGAAGGTGATATCGGTTGCGGGCAAATCGCGGTTCAACACCAGTGCGATCT
+CCGCTTCAATGCGGGGTTGCAGAACACGGGAAAAAGGAATGATTTCGTTATCGCCATAAC
+ACATGTCGGCAAATAACGTCCCAAAATCCGGTTGATCAACGCCCAGTTGTTGTTGCACTT
+TCGGATGTGTCAGGCCCACTTTACGCCCTACCACGCGACGCCCCTGCGCAACGTCATGTT
+GCACATTTATGTGCTGAATGGCGTAAGCCGCTTCAGCGTTATCGATACCAATCAGATCGC
+GCAGCGGTGCAATCGCTTCCCCCTGCTCTGCGGCGCGGCGTAAATCCGCCGCCAGTTGCT
+CAAGAGTATGCTTCGTCATGACCATTCCTTAAGGGCGTGCGAGGAAATTCAGCACCAGTT
+GATTGAAAGCGTCGGCATGTTCCCACTGCGCCCAGTGACCACAGTCGCGGAAGATATGCA
+GTTCAGAACCGGCAATGCCGGACAGCAGACGCAGACCCGCATCCATCGGCACAAAGCGGT
+CGTTGCGCCCCCAGACAATCAGGGTTTGCGCTTTGATTTCCGCCAGACGTGGGCCAAAAT
+CCGGGAACTGTTTCGGATTAGCTTCCAGGCTCTTAACGAAGTTTTCCAGGTGATCGCGGC
+GCGACAGCATATTTATTCAGGCGCGCTTCAAACAGGGCGTCGGTCAAATCGCTGGTATCA
+AAAACGAAGATATCCATCATCAGCTTCAGGTTTTCGATAGTCGGCTGACGATAAAGCTGA
+TTCAGTCGCTTAATACCTTCGGTTGGCATCGGCGTAAACAAACTCATGCCGCCCGTACCG
+CCGCCCATCAGCACCAGTTTGCCGACGCGCTCCGGCCATTTAAGGGTGAACGCCACAGAA
+CTATGGCCCCCCATCGAGTTGCCCAGCAGGTGGATTTTGGCGATATCCAGTTGATCCACC
+ACGCTTTTCAGGATTCGTGCATTAAGATCCGATCGCGAACCACTATTAACGACCGAATCG
+CTCTTGCCCCAACCCGGACAATCCAGCAGGATCACCCGATAGCCCGCCTCTACCAGCGGA
+TCGATATTGCGGCTGAAGTTCGCCCAGCCAGTAGCACCCGGGCCGGAACCATGCAGCAGG
+ACAACGGTTTCGTCGCCTTGTCCGCAGTCATTAAAATGGATGCGCAGCGTTTTACCCGCT
+TCTTCTACATTCAGAAAACGGCTGGTGGCGGCTTCGGTTTGTGGCTGATAACTCATCATC
+TTCTCCTGCATATTCAGTTCTCTGTTCTGGCGCTTAACGAGCCAAATCCGGCAATCCACT
+CCGGGATTGGGCGGTAATAACGCCCTTCGCTACGCCAGTTGCCAAACGCAGAAATAGCGG
+CAAAAGCGGCGACCCAGGTTTTGATTTCATGTGTCGACTTTCCGGCAATGGCGGAAAGCT
+CTTCGTTACTGACGGCATCCAGTTCCTGTATGCGTCCCTGCTCCAGCAAAGTCATGAACT
+GGTTATCCCAAATCGGGTTGAGCGGATGCAGCGTTTCTCTGATCCTCAACAACTTCTCAG
+CGGCGCTAATCACCCGTTGCTGACGCAATTCGCGCTCACTGGCGGGTAAATCTTCCCGCT
+CCCCAACAGACGGTCGCGCATATGGGCATCGGCTTTCGCCAGTTCGGGCACCGGCGGCTG
+ATGGGAAAGCCCACCGGAACCCAGGAACAGCACCGCGTTATTGAGGCTGGTGAAACGTCC
+AATGGCTTCACCCAACATGCGGGTACGCTGGAAACCGGGCGCACGGCGTGGCGACACCGT
+TGATGAACACAGGCAGAACTGGCACCTTATCCAGCCCACCGAGCAGGAACTCCAGCGGGC
+TGGGCGAACCCGTGGTCCACCTGCATACAGTAAGAAACGGCAAGATCGATCCCGGCTCTT
+ATGACGGCATGCGCACAGGCCTCCGCCAGCTCCACAGGCACGGGCAGCTCTCCTGCCGCA
+CTGCCGAAAATCACCAATTGCCGTCGCTCCAACGCCTAAACAGAACGGTGGCATCACGTC
+ATAGAAAAAGCCGTTGTAGTGATCTGGCGCAAAACAGCACCACCAGTTCAGGGGAGAATG
+CCGCAATACGCTCGCGGGCGCTGGCAATCACGCCATTGACCTCATCGAGCACCCTTTGCG
+CCGGGTCGACATACCCCACCAGCGGCGAGTGGGAAAGACAGTGAAGATAAGCGTGCATAT
+CAGGCTACCTTTTCGACAGAAACGTCGGCATCAGGGCGGGTCAGCGTCATCACCGACGCC
+AGTTTATTCAGGGTCTTGCCCAGGGTTTGCGGAATGGCGGTGGCGGCAACAAAGCGATCC
+GGGCGCATCACCACCAGCGAAGGCTTGGTTTGCGCGAACCAGCTACGCAGGCGACCTTGC
+GTATCGCCCACGCGTAGTACCGCGTCGTGGTTATCCTGTGCGGTATGAATTTGCACTTCC
+GGCACCACCTGAATGAAGCGTGTGCCCAACGCGCGCCACTGCTGGATTTGCTCGTCGCTC
+ATCCCCCACAGTGGATTGCATCCCCAGCCAATTACCGCGAAGTTCGCGCCGATCGCGTTA
+TCGAGCAGCGTCACGTCGCCGTTTTCCAGCGTGACTTTCGGCTGAATAAACATCTTGCCG
+ACCGGAGAGAGTGCTTCGCTTCGCCCTCACGCATCAGCGCACCGCCGTAATATTGCGGCA
+TCGGCTTGAAGCGCATTTCGAGGAAGTAGCGTTTTACTGGCGGCAGATAATTCAACAGCC
+AGGAAACGCCGTCACGTAACGTAACCTGCCAGCGTTTCGGCGGAGCCAGCACGTTGCCCG
+CCGTCACGGACAGGTCAATCATCGCTTTGGCGTGATCGCGACGTTCTTGTTGATAGGTAT
+CGAGCAGCGCATCGCGGGCTTTCCCCTGGATAACCAACCGCCAGTTTCCATGCGAGGTTT
+AAAGGCGTCGCGCATACCACTGTTATAGCCCTGCCCCTGCCATACCGGCATGATGTGCGC
+GGCATCGCCCGCCAGCAGTACGCGATCAATACGGAAACGTTGCGCCAGTCGCGCGTTGTG
+GGTGTAGACACGCTGGCGAATCAATTCAACATTGTCCGGATTAGGCAGCACTTTGCTTAA
+CAGCTTGCGCATATTTTGCGGCTCACGCAGCTGCTCTTCGGTTTCTCCCGGCATCACCAT
+AAATTCAAAGCGACGTACCGCATGAGGCAGCGCGGCAGAAACATACGGGCGCACCGGATC
+GCAACACAAATAGATATGCGGCGTACTTAACGGATCGTTGGCGATATCTACCACAATCCA
+CTGATTTGGCGCAGTTTTACCTTCAAACGGCACATTCAGAGTGGCGAGGACAAAACTTGC
+TCCACCGTCACAGGCTACCAGCCACTGGCTTTTGACTATTTCCCCCGCTGCCCTTCTGCC
+GTTTTCAGGTGCAAGGTCACTTCGTCATCTTGCTGACTGAAGGCCTCCAGCTCCGGGGAA
+AACAAGCAGCGCACATTCGGAAAACGCGACACCCCTTCCAGCATCACCGCATCGACCTGC
+GGCTGAATAAAGGCGTTACGGCGCGGCCAGCCAAATTCATCGGTCATTGGCTGAATATCA
+GCAAAACAGCGGCTTTCCGGGGTGAGAAAACGCATCGCGTGCCACGGCGTAGTGTGCGGC
+AGAACATCATCGACCAGGCCGACCGACTGCATGGTGCGCAGCGCCTCGTCATCAATACCA
+ATCGCACGCGGGTAGTCGATCAACTTATCGAGTTTCTCCACCACCAGCACGTCAATGCCC
+ATCTGGCCGAGATAGTTCGCCATCATCAGCCCAACCGGGCCGGCACCAGCGATCGCCACC
+TGAACGCTATGGTTAACAGCAGGCTGGATGTCAGGGTGTTGTATTGCCATTTCAGTACCT
+CACGACTCGGGACAAAATGTCGTTGCGCGCACAGTACAGCGCAACTTATTTTGTTAAAAA
+CATGTAAATGATTTTTTATTGTGCGCTCAGTATAGGAAGGGTGTTTTCGGCTACAATCCA
+AAACATGCCCGAATGTGCACCAGGTGCACCACGTTGTTTTAACTATAGAAATGTCAATTA
+ATATGCAGAACAATGAGCAGACGGAATACAAAACCGTGCGCGGCTTAACCCGCGGTCTAA
+TGTTATTAAATATGTTAAATAAACTTGATGGCGGTGCCAGCGTCGGGCCTCTGGCGGAAC
+TCAGCGGCCTGCATCGCACCACTGTGCGGCGACTGCTGGGAGACGCTGCAGGAAGAGGGA
+TATGTCCGCCGTAGCCCCTCCGATGATAGTTTTCGACTGACCATCAAAGTGCGGCAATTA
+AGCGAAGGATTTCGTGACGAACAGTGGATTTCTGCACTGGCGGCCCCACTGCTGGGCGAT
+CTGTTGCGCGAAGTGGTATGGCCGACAGATGTGTCCACGCTGGATGTTGATGCAATGGTG
+GTACGCGAAACCACTCACCGTTTCAGCCGCTTATCTTTTCACCGGCAATGGTCGGGCGAC
+GTTTGCCGCTTCTGAAAACCGCCTCGGGCCTGACCTGGCTGGCCTTTTGCCCGGAACAAG
+ACCGCAAGGAATTAATCGAAATGTTAGCCTCCCGCCCCGGTGATGACTATCAACTGGCAC
+GGGAACCGTTAAAGCTGGAAGCACTTCTGGCGCGCGGCGCAAAGAGGGTTACGGACAGAA
+CTACCGCGGCTGGGATCAGGAGGGAGAGATCGCCTCTATCGCCGTACCGCTGCGCAGTGA
+ACAACGGGTGATTGGCTGTCTGAATCTGGTGTATATGGCGAGCGCAATGACCCACATTGA
+ACAGGCAGCGGAAAAGCATCTTCCGGCGCTACAACGGGTAGCAAAACAGATCGAAGAAGG
+GGTTGAATCGCAGGCTATTCTGGTGGCCGGAAGGCGAAGCGGCATGCATTTACGTTGACA
+CCATCGAATGGCGCAAAACCTTTCGCGGTATGGCATGATAGCGCCCGGAAGAGAGTCAAT
+TCAGGGTGGTGAATGTGAAACCAGTAACGTTATACGATGTCGCAGAGTATGCCGGTGTCT
+CTCTATCAGACCGTTTCCCGCGTGGTGAACCAGGCCAGCCACGTTTCTGCGAAAACGCGG
+GAAAAGTGGAAGCGGCGATGGCGGAGCTGAATTACATTCCCAACCGCGTGGCACAACAAC
+TGGCGGGCAAACAGTCGTTGCTGATTGGCGTTGCCACCTCCAGTCTGGCCCTGCACGCCG
+CGTCGCAAATTGTCGCGGCGATTAAATCTCGCGCCGATCAACTGGGTGCCAGCGTGGTGG
+TGTCGGTGGTAGAACGAAGCGGCGTCGAAGCCTGTAAAGCGGCGGTGCACAATCTTCTCG
+CGCAACGCGTCAGTGGGCTGATCATTAACTATCCGCTGGATGACCAGGATGCCATTGCTG
+TGGAAGCTGCCTGCACTAATGTTCCGGCGTTATTTCTTGATGTCTCTGACCAGACACCCA
+TCAACAGTATTATTTTCTCCCATGAAGACGGTACGCGACTGGGCGTGGAGCATCTGGTCG
+CATTGGGTCACCAGCAAATCGCGCTGTTAGCGGGCCCATTAAGTTCTGTCTCGGCGCGTC
+TGCGTCTGGCTGGCTGGCATAAATATCTCACTCGCAATCAAATTCAGCCGATAGCGGAAC
+GGGAAGGCGACTGGAGTGCCATGTCCGGTTTTCAACAAACCATGCAAATGCTGAATGAGG
+GCATCGTTCCCACTGCGATGCTGGTTGCCAACGATCAGATGGCGCTGGGCGCAATGCGCG
+CCATTACCGAGTCCGGGCTGCGCGTTGGTGCGGATATCTCGGTAGTGGGATACGACGATA
+CCGAAGACAGCTCATGTTATATCCCGCCGTTAACCACCATCAAACAGGATTTTCGCCTGC
+TGGGGCAAACCAGCGTGGACCGCTTGCTGCAACTCTCTCAGGGCCAGGCGGTGAAGGGCA
+ATCAGCTGTTGCCCGTCTCACTGGTGAAAAAAAAAACCACCCTGGCGCCCAATACGCAAA
+CCGCCTCTCCCCGCGCGTTGGCCGATTCATTAATGCAGCTGGCACGACAGGTTTCCCGAC
+TGGAAAGCGGGCAGTGAGCGCAACGCAATTAATGTGAGTTAGGCTCACTCATTAGGCACC
+CCAGGCTTTACACTTTATGCTTCCGGCTCGTATGTTGTGTGGAATTGTGAGCGGATAACA
+ATTTCAACACAGGAAACAGCTATGACCATGATTACGGATTCACTGGCCGTCGTTTTACAA
+CGTCGTGACTGGGAAAACCCTGGCGTTACCCAACCTTAATCGCCTTGCAGCACATCCCCC
+TTTCGCCAGCTGGCGTAATAGCAAAGAGGCCCGCACCGATCGCCCTTCCCAACAGTTGCG
+CAGCCTGAATGGCGAATGGCGCTTTGCCTGGTTTCCGGCACCAGAAGCGGTGCCGGAAAG
+CTGGCTGGAGTGCGATCTTCCTGAGGCCGATACTGTCGTCGTCCCCTCAAACTGGCAGAT
+GCACGGTTACGATGCGCCCATCTACACCAACGTGACCTATCCCATTACGGTCAATCCGCC
+GTTTGTTCCCACGGAGAATCCGACGGGTTGTTACTCGCTCACATTTAATGTTGATGAAAG
+CTGGCTACAGGAAGGCCAGACGCGAATTATTTTTGATGGCGTTAACTCGGCGTTTCATTT
+GTGGGGCAACGGGCGCTGGGTCGGTTACGGCCAGGACAGTCGTTTGCCGTCTGAATTTGA
+CCTGAGCGCATTTTTACGCGCCGGAGAAAACCGCCTCGCGGTGATGGTGCTGCGCTGGAG
+TGACGGCAGTTATCTGGAAGATCAGGATATGTGGCGGATGAGCGGCATTTTCCGTGACGT
+CTCGTTGCTGCATAAACCGACTACACAAATCAGCGATTTCCATGTTGCCACTCGCTTTAA
+TGATGATTTCAGCCGCGCTGTACTGGAGGCTGAAGTTCAGATGTGCGGCGAGTTGCGTGA
+CTACCTACGGGTAACAGTTTCTTTATGGCAGGGTGAAACGCAGGTCGCCAGCGGCACCGC
+GCCTTTCGGCGGTGAAATTATCGATGAGCGTGGTGGTTATGCCGATCGCGTCACACTACG
+TCTGAACGTCGAAAACCCGAAACTGTGGAGCGCCGAAATCCCGAATCTCTATCGTGCGGT
+GGTTGAACTGCACACCGCCGACGGCACGCTGATTGAAGCAGAAGCCTGCGATGTCGGTTT
+CCGCGAGGTGCGGATTGAAAATGGTCTGCTGCTGCTGAACGGCAAGCCGTTGCTGATTCG
+AGGCGTTAACCGTCACGAGCATCATCCTCTGCATGGTCAGGTCATGGATGAGCAGACGAT
+GGTGCAGGATATCCTGCTGATGAAGCAGAACAACTTTAACGCCGTGCGCTGTTCGCATTA
+TCCGAACCATCCGCTGTGGTACACGCTGTGCGACCGCTACGGCCTGTATGTGGTGGATGA
+AGCCAATATTGAAACCCACGGCATGGTGCCAATGAATCGTCTGACCGATGATCCGCGCTG
+GCTACCGGCGATGAGCGAACGCGTAACGCGAATGGTGCAGCGCGATCGTAATCACCCGAG
+TGTGATCATCTGGTCGCTGGGGAATGAATCAGGCCACGGCGCTAATCACGACGCGCTGTA
+TCGCTGGATCAAATCTGTCGATCCTTCCCGCCCGGTGCAGTATGAAGGCGGCGGAGCCGA
+CACCACGGCCACCGATATTATTTGCCCGATGTACGCGCGCGTGGATGAAGACCAGCCCTT
+CCCGGCTGTGCCGAAATGGTCCATCAAAAAATGGCTTTCGCTACCTGGAGAGACCCCGCC
+GCTGATCCTTTGCGAATACGCCCACGCGATGGGTAACAGTCTTGGCGGTTTCGCTAAATA
+CTGGCAGGCGTTTCGTCAGTATCCCCGTTTACAGGGCGGCTTCGTCTGGGACTGGGTGGA
+TCAGTCGCTGATTAAATATGATGAAAACGGCAACCCGTGGTCGGCTTACGGCGGTGATTT
+TGGCGATACGCCGAACGATCGCCAGTTCTGTATGAACGGTCTGGTCTTTGCCGACCGCAC
+GCCGCATCCAGCGCTGACGGAAGCAAAACACCAGCAGCAGTTTTTCCAGTTCCGTTTATC
+CGGGCAAACCATCGAAGTGACCAGCGAATACCTGTTCCGTCATAGCGATAACGAGCTCCT
+GCACTGGATGGTGGCGCTGGATGGTAAGCCGCTGGCAAGCGGTGAAGTGCCTCTGGATGT
+CGCTCCACAAGGTAAACAGTTGATTGAACTGCCTGAACTACCGCAGCCGGAGAGCGCCGG
+GCAACTCTGGCTCACAGTACGCGTAGTGCAACCCAACGCGACCGCATGGTCAGAAGCCCG
+GGCACATCAGCGCCTGGCAGCAGTGGCGTCTGGCGGAAAACCTCAGTGTGACGCTCCCCG
+CCGCGTCCCACGCCATCCCGCATCTGACCACCAGCGAAATGGATTTTTGCATCGAGCTGG
+GTAATAAGCGTTGGCAATTTAACCGCCAGTCAGGCTTTCTTTCACAGATGTGGATTGGCG
+ATAAAAAACAACTGCTGACGCCGCTGCGCGATCAGTTCACCCGTGCACCGCTGGATAACG
+ACATTGGCGTAAAAGTGAAGCGACCCGCATTGACCCTAACCCCTGGGTCGAACGCTGGAA
+GGCGGCGGGCCATTACCAGGCCGAAGCAGCGTTGTTGCAGTGCACGGCAGATACACTTGC
+TGATGCGGTGCTGATTACGACCGCTCACGCGTGGCAGCATCAGGGGAAAACCTTATTTAT
+CAGCCGGAAAACCTACCGGATTGATGGTAGTGGTCAAATGGCGATTACCGTTGATGTTGA
+AGTGGCGAGCGATACACCGCATCCGGCGCGGATTGGCCTGAACTCCCAGCTGGCGCAGGT
+AGCAGAGCGGGTAAACTGGCTCGGATTAGGGCCGCAAGAAAAACAACCCGACCGCCTTAC
+TGCCGCCTGTTTTGACCGCTGGGATCTGCCATTGTCAGACATGTATACCCCGTACGTCTT
+CCCGAGCGAAAACGGTCTGCGCCGCGGGACGCGCGAATTGAATTATGGCCCCACACCAGT
+GGCGCGGCGACTTCCAGTTCAACATCAGCCGCTACAGTCAACAGCAACTGATGGAAACCA
+GCCATCGCCATCTGCTGCACGCGGAAGAAGCCACATGGCTGAATATCGACGGTTTCCATA
+TGGGGATTGGTGGCGACGACTCCTGGAGCCCGTCAGTATCGGCGGGATTCCAGCTGAGCG
+CCGGTCGCTACCATTACCAGTTGGTCTGGTGTCAAAAATAATAATAACCGGGCAGGCCAT
+GTCTGCCCGTATTTCGCGTAAGGAAATCCATTATGTACTATTTAAAAAACACAAACTTTT
+GGATGTTCGGTTTATTCTTTTTCTTTTACTTTTTTTTCATGGGAGCCTACTTCCCGTTTT
+TCCCGATTTGGCTACATGACATCAACCATATCAGCAAAAGTGATACGGGTATTATTTTTG
+CCCGCTTTCTCTGTTCTCGCTATTATTCCAACCGCTGTTTGGTCTGCTTTCTGACAAACT
+CGGGCTGCGCAAATACCTGCTGTGGATTATTACCGGCATGTTAGTGATGTTTGCGCCGTT
+CTTTATTTTTATCTTCGGGCCACTGTTACAAACAACATTTTAGTAGGATCGATTGTTGGT
+GGTATTTATCTAGGCTTTTGTTTTAACGCCGGTGCGCCAGCAGTAGAGGCATTTATTGAG
+AAAGTCAGCCGTCGCAGTAATTTCGAATTTGGTCGCGCGCGGATGTTTGGCTGTGTTGGC
+TGGGCGCTGTGTGCCTCGATTGTCGGCATCATGTTCACCATCAATAATCAGTTTGGTTTT
+CTGGCTGGGCTCTGGCTGTGCACTCATCCTCGCCGTTTTACTCTTTTTCGCCAAAACGGA
+TGCGCCCTCTTCTGCCACGGTTGCCAATGCGGTAGGTGCCAACCATTCGGCATTTAGCCT
+TAAGCTGGCACTGGAACTGTTCAGACAGCCAAAACTGTGGTTTTTGTCACTGTATGTTAT
+TGGCGTTTCCTGCACCTACGATGTTTTTGACCAACAGTTTGCTAATTTCTTTACTTCGTT
+CTTTGCTACCGGTGAACAGGGTACGCGGGTATTTGGCTACGTAACGACAATGGGCGAATT
+ACTTAACGCCTCGATTATGTTCTTTGCGCCACTGATCATTAATCGCATCGGTGGGAAAAA
+CGCCCTGCTGCTGGCTGGCACTATTATGTCTGTACGTATTATTGGCTCATCGTTCGCCAC
+CTCAGCGCTGGAAGTGGTTATTCTGAAAACGCTGCATATGTTTGAAGTACCGTTCCTGCT
+GGTGGGCTGCTTTAAATATATTACCAGCCAGTTTGAAGTGCGTTTTTCAGCGACGATTTT
+ATCTGGTCTGTTTCTGCTTCTTTAAGCAACTGGCGATGATTTTTATGTCTGTACTGGCGG
+GCAATATGTATGAAAGCATCGGTTCCCAGGGCGCTTATCTGGTGCTGGGTCTGGTGGCGC
+TGGGCTTCACCTTAATTTCCGTGTTCACGCTTAGCGGCCCCGGCCCGCTTTCCCTTGCTG
+CCGTTCAGGTGAATGAAGTCGCTTAAGCAATCAATGTCGGATGCGGGCGCGAGCGCCTTA
+TCCGACCAACATATCATAACGGAGTGATCGCATTGAAACATGCCAATGACCGAAAGAATA
+AGAGCAGGCAAGCTATTTACCGATATGTGCGAAGGCTTACCGGAAAAAAGACTTCGTGGG
+AAAACGTTAATGTATGAGTTTAATCACTCGCATCCATCAGAAGTTGAAAAGAGAAAGCCT
+GATTAAAGAAATGTTTGCCACGGTAGGGGAAAACGCCTGGGTAGAACCCCCTGTCTATTT
+CTCTTACGGTTCCAACATCCATATAGGCCGCAATTTTTATGCAAATTTCAATTTAACCAT
+TGTCGATGACTACACGGTAACAATCGGTGATAACGTACTGATTGCACCCAACGTTACTCT
+TTCCGTTACGGGACACCCTGTACACCATGAATTGAGAAAAAACGGCGAGATGTACTCTTT
+TCCGATAACGATTGGCAATAACGTCTGGATCGGAAGTCATGTGGTTATTAATCCAGGCGT
+CACCATCGGGGATAATTCTGTTATTGGCGCGGGTAGTATCGTCACAAAAGACATTCCACC
+AAACGTCGTGGCGGCTGGCGTTCCTTGTCGGGTTATTCGCGAAATAAACGACCGGGATAA
+GCACTATTATTTCAAAGATTATAAAGTTGAATCGTCAGTTTAAATTATAAAAATTGCCTG
+ATACGCTGCGCTTATCAGGCCTACAAGTTCAGCGATCTACATTAGCCGCATCCGGCATGA
+ACAAAGCGCAGGAACAAGCGTCGCATCATGCCTTTTGACCCACAGCTGCGGAAAACGTAC
+TGGTGCAAAACGCAGGGTTATGATCATCAGCCCAACGACGCACAGCGCATGAAATGCCCA
+GTCCATCAGTAAATTGCCGCTGATACTACGCAGCACGCCAGAAAACCACGGGGCAAGCCC
+GGCGATGATAAAACCGATTCCCTGCATAAACGCCACCAGCTTGCCAGCAATAGCCGGTTG
+CACAGAGTGATCGAGCGCCAGCAGCAAACAGAGCGGAAACGCGCCGCCCAGACCTAACCC
+ACACACCATCGCCCACAAACCCGGCAATTGCATCGGCAGCCAGATAAAGCCGCGCAAACC
+CCACCAGTTGTAACACCAGCGCCAGCATTAACAGTTTGCGCCGATCCTGATGGCGAGCCA
+TAGCAGGCATCAGCAAAGCTCCTGCGGCTTGCCCAAGCGTCATCAATGCCAGTAAGGAAC
+CGCTGTACTGCGCGCTGGCACCAATCTCAATATAGAAAGCGGGTAACCAGGCAATCAGGC
+TTGGCGTAACCGCCGTTAATCAGACCGAAGTAAACACCCAGCGTCCACGCGCGCGGGAGT
+GAATACCACGCGAACCGGAGTGGTTGTTGTCTTGTGGGGAGAGGCGACCTCGCGGGCGCT
+TTGCCACCACCAGGCAAAAGGCGCAACAACGGCAGGCAGCGCCCACCAGGCGAGTGTTTG
+AATACCAGGTTTCGCTATTGTGAACTAACCAGGGCGTTATGGCGGCACCAAGCCCACCGC
+CGCCCATCAGAGCCGCGGACCCAGCCCCATCACCAGTGGCGTGCGCTGCTGAAACCGCCG
+TTTAATCACCGAAGGCATCACCGCCTGAATGATGCCGATCCCCACCCCACCAAGCAGTGC
+GCTGCTAAGCAGCAGCGCACTTTGCGGGTAAAGCTCACGCATCAATGCACCGACGGCAAT
+CAGCAACAGACTGGGGCGACACTGCGACGTTCGCTGACATGCTGATGAAGCCAGCTTCCG
+GCCAGCGCCAGCCCGCCCATGGTAACCACCGGCAGAGCGGTCAACAGGGCAGCCACGCTA
+AAGCTCATTCCGCTCGCCTGGCGCAATTGCGGTAGCAGTGGCCCGACGGAGGTGAGCAGT
+GGTCGCATATTAAGACCAATCAGCACCAGTACCCAGCAGCATCGTGAACGTCTTTTGATG
+GTTGCGCATGGTCTGTCAGAACGGTTTGGTCGGCAGATATTTACCATCTAAGGTGATGAC
+CGCACGTTCGCCACCTTCCGGGTCCGCCACTTTCTTAACGTCGAGTTTGAAGTTAATCGC
+GCTAATAATGCCATCGCCAAATTTCTCATGAACCAACGCTTTCAGGGTTGTACCGTACAC
+CTGCAACATTTCATAGAAACGATACATCGTTGGGTCAGTTGGAATACGGTCATCAATGCA
+GCCACGCAGTGGAATCATCTGCAACAGTAGAATGGAGTCTTCGTCGAGATCCAGCTTCGC
+CCCGACCAGGCGGGCGGCGTCGGCAGGAAGCGCCTGCTGACCCAGCAAAGCCGCGGTTAC
+AAAGGCTTCTGCCAGACCGGTGCCGTCGGCAATCTCGGCAAATGAGAGATCTTTTTTAGC
+TTTGCTGAGCAAAATGGCATCGGCAAGATCAAGACGAATATTGCGGTTAATTTGTGACTG
+AATCATGGTGGAACTCCTGATGGTTTAAAAATAAGGTTACGCTGCGGTCGGTTGGCGTAG
+CGGTATGGCACAAACGCGAGGATTAGCGGCCAGTGGCACAAACTGGCGGGTTTGCGCCGT
+CAAAAACCTGCGATGCTGCCGCTTTCAATGTCGTAGACCCAGCCGTGCAGGGCGATCCCC
+CCCTCTTCGAGCGCCAGGCGCACCGATGGATGAGTTTGCAAATTAGCCCAACTGAGCAAT
+GACGTTTTCACGTACCATCGCCGCAGCTTTGACGGTAAATCGGAATGCGGGCGCGGCCTC
+ATTAACGACGCGGGCTGAATCGGCATAACGCAGCCAGTGGGAGGACGGCAGGCATATGGT
+CCATGCACTGACAGCTGGCAATGGCGGTCATCGCGCCACAGTTGGAATGACCACAAATCA
+CAATGTCAGATACCCAAGCGCAGCGACGGCATACTCCACCGAAGCAGAAACGCCACCGGG
+TTCCGGCCCGTAGGAAGGGACGATATTGCCCGCGTTGCGAATAACGAACAGATCGCCAGG
+CTCACGTTGCGTCACCAGCTCAGGGACCAGACGGCTGTCGGAGCAGGAGATAAAAAGTGT
+GCGCGGGCTTTGCTGTGTCGCCAGCTGTTTAAACAAGGCTTCCCGCTTCGGAAATGCCTC
+GCGCTGGAATTTAAGGAATCCATCAATAATCTCTTTCACCGTTAACCTCTGTCTGTCTCT
+GGAATGAGAGGCAGACTACTCGCCGATTGTCATAAGGTAAAAGTCTCATTTATGATGAGT
+TCCATTGGATTTACTTATAGGTTGCGAATGCTCTCTCGACATATCAATTATTTTCTTGCC
+GTGGCTGAACATGGCAGCTTCACCCGTGCCGCCAGTGCGTTGCACGTCTCCCAACCTGCG
+CTTTCCCAGCAGATTCGCCAGTTAGAGGAGAGTTTAGGCGTGCCGCTGTTTGACCGTAGC
+GGGCGAACGATTCGTCTCACTGATGCAGGAGAAGTCTGGCGACAGTACGCCAGCCGGGCG
+TTACAGGAACTGGGGGCGGGTAAACGGGCGATTCATGATGTTGCCGATCTGACGCGAGGA
+TCGCTGCGTATCGCCGTCCCCCCAACCTTTACGAGCTACTTTATCGGCCCCTTAATGGCG
+GATTTCTATGCGCGCTATCCCAGCATCACGCTCCAGCTACAGGAAATGTCGCAGGAGAAA
+ATCGAGGATATGCTTTGCCGCGACGAGTTGGACGTTGGGATTGCCTTCGCGCCTGTGCAT
+TCGCCGGAGCTGGAGGCAATTCCTTTACTGACAGAAAGTTTAGCGTTAGTCGTGGCGCAA
+CATCATCCGCTGGCCGTCCATGAACAGGTGGCGTTGAGTCGCTTGCATGATGAAAAACTG
+GTCTGCTCAGCCGGAATTTGCCACCAGAGAGCAAATGAACCACTACTGCGAGAAAGCGGG
+GCTACATCCACAGGTGGTCATTGAGGCGAACTCAATTAGCGCGGTTCTGGAGGTGATTCG
+CCGCACTTCCCTTTCCACATTGTTACCAGCAGCGATTTCCCACACAACATGACGGGCTTA
+AAGCTATTTCTCTTGCCCGCCACTACTGGAGAGAACGGCGGTTTTGTTGCGGCGGAAAAA
+TAGCTGGCAGACAGCCGCCGCGAAGGCATTTTTGCACATGGCGTTGGATAAATGCGCGGG
+TTGTTGGCGGAAATGAATCACGGTAGCCGCTGACACAGGTCTGCGGCTGGAATTGCCTGA
+TGCGCTACGCTATCAGGCCTACGAGTTCAGTGCTCTACGTAGGCCGGATAAGGCGTTCAC
+GCCGCATCCGGCATAAACTACAGCTGGCAGACAGCCGCTGCGAAGGCATTTTTGCACATG
+GCGTTGGAGGAATGCGCGGGTTGTTGGCGGGAATGAATCACGGTAGCCGCTGACACAGAT
+CAGCGGCTGGAATTGCCTGATGCGCTACGCTTATCAGGCCTACGAGTTCAGTGCTCTACG
+TAGGCCGGATAAGGCGTTCACGCCGCATCCGGCATAAACTAAGCTCGCTGTAACCCAGTC
+GTTCAACGTTTGTAATCGATGGCTTCTGGCTGCTCCAGATATACGGTGGTTTGTGCCGGT
+TGTGTGCTGGCAATCACCTTGCCGCCACGTACCGAATAACGTACCGGAACCTGACGGCGC
+AGCGCATCAAACCCATTTTCAGCCGGCAGGATAATCAGGTTGGCGCTGTTTCCGGCGGCA
+ATGCCGTAATCCTGCAAATTCAACGTCCTTGCGCTGTGGTGGGTGATTAAATTCAGGCCA
+TCCTTAATCTGCCCGTAGCCCATCAACTGGCAAACATGCAGCCCCATATGCAGCACTTGC
+AGCATATTCGCCGTTCCCAGCGGATACCACGGATCGAAGACATCATCGTGACCAAAGCAG
+ACGTTAATGCCGGACTCCAGCATCTCTTTAACGCGCGTGATGCCGCGACGTTTTGGATAC
+GTATCGAAACGTCCTTGCAGATGAATATTGACCAGCGGGTTGGCGACAAAGTTAATACCG
+GACATTTTCAGCAAGCGGAACAGGCGTGAGGTATACGCCCCGTTATAGGAGTGCATTGCC
+GTGGTGTGGCTGGCGGTGACTCGCGCGCCCATGCCTTCATGGTGCGCCAGGGCAGCAACG
+GTTTCGACAAAGCGCGACTGCTCGTCATCGATCTCATCACAGTGAACGTCGATGAGACGG
+TCGTTTTTTTGCGCCAGGGCGAAGGTTTTATGCAGCGACTCCACGCCGTATTCACGGGTA
+AATTCAAAATGCGGAATCGCCCCCACTACATCTGCCCCTAAGCGTAACGCCTCTTCCAGC
+AACGCTTCACCGTTGGGATACGACAAAATCCCTTCCTGAGGGAAGGCGACGATTTGCAGA
+TCAATCCACGGCGCGACTTCCTGCTTCACTTCCAGCATTGCTTTTCAGCGCAGTTAGCGT
+TGCATCCGAAACATCGACATGGGTACGCACATGCTGAATGCCGTTGGCAATCTGCCATTT
+CAGCGTTTGCCATGCGCGTTGTTTCACATCGTCATGGGTTAATAACGCTTTGCGCTCGGC
+CCAGCGTTCAATGCCTTCAAACAGCGTGCCGGACTGATTCCAGTTCGGTTGTCCGGCGGT
+TTGCGTGGTGTCCAGGTGAATATGTGGCTCCACAAACGGCGGTATAAACTAAACCTTGTT
+CGGCATCCAGGCTGTTTTCAGTTATGGGCATCACGCCGGATTGCGCATCAATGGCGCTGA
+TTTTTCCGTCCTGCAGATGAATCTGCCACAGCCCCTCTTCGCCTGGTAAACCGGGCGTTA
+ATAATTGTTTGTAAAGCGTTATTCGACACTGTTAGCCTCCACATGCGTCATTGCTGCTGT
+CGTTTTACGATTCAAAATCGGGTTAAGGATCAGATAGCTCAGCGCGCCACCTAATACCGC
+GTTGACCGGAACAATTCCCGGTAACCAGTGGCCTGCAGCAATCCCCAAGGCGACCGCCAG
+AATCGCCACCCAATTGACACTCATCATACGCGTGGTCGCAAAAGTGCTCATAGCGGCGAC
+GGTTCATCAGATAGTCGGCGATGATCACGCCACCCACTGGAGGAATAGCTGCCGAAAGGA
+AGGTCAACCAGCCGACAAAATTGTTATACAGCCATAATGCGCAGACCGTACCGATAATAC
+CGTTGATTACCGAAAGGGTTTTGCTCGACATCCCGGTAATGTTGGCGAAAACCTAAACCC
+GACGCATAGAGTGCGTTATCGTTGGTGGTCCAGATATTCAGCCCCAGCACCACAATCGCA
+GGCAGCAGCAGGCCCTGAGCAATCATCACATCAGAGATATCCGCCATGCCCAGGGCCGCA
+GCGCCCGCTGCACCGAAAATAAACATCAACCGAGTTGCCGAGGAAAAAGGCCACCATCGC
+CACCAGCACCGCCAGTTTGGCATTGCGACCAAACCCGACAAAGTCAGCGGTGAGCGTACC
+CGCACTGATAAATGACCCCACAACCAGCGCCAGCGCGACATTGAAATCTAACGGTTGTCG
+GGAACGACCGCTTTTAATGCGTCCAGGCCGCCCATGCCGTTAACAGCCAGCCACACGGAA
+TAACCGCCCAGGCAGGCGATAGCCGGAACCGCAATCACCGAAAGAACCGTCAGCGCCGAA
+ATGCCAAAAAAGACGGTGACGGTCATCAGTAAACCGGAAACGGCAATCAGCAAATTAATA
+TCCAGCCCGGTTGCCTTACCCACCGGAATGGCAAACATCGCCACACCGACGCCAAACCAG
+CCAACCTGAGTTCCGCCCAGTAGCAGTGGGCAGCCATGAGCCCTTAACACCAAACGAGAA
+GCGAGCAAGAAGATGAGTGGTCAGGCCGGTTTTTGCGCCAATGTAACCGAGAAATGAAGT
+GTAAATACCGAGGAGAAGATTACCGATGAGAACTGCGAGGAAGAAATCATGATAGCTAAG
+ACCGGTTCCGAGAGTGCCGCCGGTCCACATACTGGCGGAAAAAGAGGTTAATCCCAGCAT
+GACGAACGTCAATGCCAATACCCCTTTCCGCGCCGACTGCGGGGACTGGCCCCTGGCTAA
+AGTTGTTATCTTGCGACACGAAATTCCCCCTTTTTGCTGTTTGAAACCCAAAAAAATCCG
+CCGCATTCTATTCATCTGAAGATAAAAAGCAATCGTTTTCGTGGGGAAATATATTTTTTA
+TATGAATGAGTGCAAAAAGGTGGGGAAAAATTAACGGTGTAAAAACAGTGGGTAGGCCTG
+ATAAGACGCGTCAGCGTCGCATCAGGCATCTGAGCATGGTGTCGGATGCGACGCGAGCGC
+CTTATCCGACCTACGGTTCAGGTCCGTAGGCATGATAAAACGCGTCAGCGTCGCATCAGG
+CATCGGCACACAGTGCCGGATGCACCGCGCGACGCATCCGACAATAACCTACTCTTCCAT
+CGCCTGGCGGATCTGATCCAACGACGCAGGATCATCAATGGTCGTCAGATCTCCAGGATC
+GCGTCCTTCGCAAATCGCCTGGATCGTGCGGCGCAGCATTTTTCCGGATCGCGTTTTTGG
+CAATTGCGAGACAAACCAGACGTGCGCCGGGCGGCCAAAGTTGCCAATCTGGCTGTCCAC
+CAGCGCCATAATCGCCTTCTCTTGCGAGTGCGCCACATCACGATCTTCCAGACTGTCGCT
+CTCTTTCGGAATGACAAACGCCACCGCCACCTGCCCTTTCAGCGCATCTTTCACCCCAAC
+CACCGCCACTTCGGCAACGCCCGGATGGCTGGAGATACTCTCTTCAATCTCGCGCGTCCC
+CAGCCGATGCCCGGCAACGTTAATTACATCGTCAGTGCGCCCGAGAATAAAGTGATAACC
+GTCAGCGTCACGGATGCCCCAGTCAAAGGTGGCGTACACCGGGCGGGAAAACAGCGACCA
+GTAAGTCTTCACAAAGCGGCCGGTCGTCGCCCCAGATGGTCTGAATACCACCCCGGCGGC
+AGCGGCCCTTCCACCACCAGC