Mercurial > repos > bgruening > hifiasm

--- a/hifiasm.xml	Wed Sep 22 21:13:59 2021 +0000
+++ b/hifiasm.xml	Wed Oct 06 20:11:11 2021 +0000
@@ -2,7 +2,7 @@
     <description>haplotype-resolved de novo assembler for PacBio Hifi reads</description>
     <macros>
         <token name="@TOOL_VERSION@">0.16.1</token>
-        <token name="@VERSION_SUFFIX@">0</token>
+        <token name="@VERSION_SUFFIX@">1</token>
         <token name="@FORMATS@">fasta,fasta.gz,fastq,fastq.gz</token>
         <xml name="reads">
             <param name="reads" type="data" format="@FORMATS@" multiple="true" label="Input reads" />
@@ -19,12 +19,27 @@
         #set $input_files = list()
         #set $hap1_inputs = list()
         #set $hap2_inputs = list()
+        #set $hic1_inputs = list()
+        #set $hic2_inputs = list()
         #for idx, read in enumerate($mode.reads):
             #set $inputfile = 'input_%d.%s' % ($idx, $read.dataset.extension)
             ln -s '$read' $inputfile &&
             $input_files.append($inputfile)
         #end for
         #set $input_filenames = ' '.join($input_files)
+        #if str($hic_partition.hic_partition_selector) == 'set'
+            mkdir HiCF HiCR &&
+            #for idx, read in enumerate($hic_partition.h1):
+                #set $inputfile = './HiCF/input_%d.%s' % ($idx, $read.dataset.extension)
+                ln -s '$read' $inputfile &&
+                $hic1_inputs.append($inputfile)
+            #end for
+            #for idx, read in enumerate($hic_partition.h2):
+                #set $inputfile = './HiCR/input_%d.%s' % ($idx, $read.dataset.extension)
+                ln -s '$read' $inputfile &&
+                $hic2_inputs.append($inputfile)
+            #end for
+        #end if
         #if str($mode.mode_selector) == 'trio':
             #for idx, read in enumerate($mode.hap1_reads):
                 #set $inputfile = 'hap1_input_%d.%s' % ($idx, $read.dataset.extension)
@@ -93,8 +108,8 @@
         #end if

         #if str($hic_partition.hic_partition_selector) == 'set':
-            --h1 '${ ' '.join(["%s" % $x for $x in $hic_partition.h1]) }'
-            --h2 '${ ' '.join(["%s" % $x for $x in $hic_partition.h2]) }'
+            --h1 '${ ' '.join(["%s" % $x for $x in $hic1_inputs]) }'
+            --h2 '${ ' '.join(["%s" % $x for $x in $hic2_inputs]) }'
             #if $hic_partition.seed:
                 --seed $hic_partition.seed
             #end if
@@ -136,7 +151,61 @@
                 <param name="yak_kmer_length" type="integer" min="0" max="64" value="31" label="Yak counter k-mer length" />
             </when>
         </conditional>
-        <param name="filter_bits" argument="-f" type="integer" min="0" value="37" label="Bits for bloom filter" help="A value of 0 disables the bloom filter" />
+        <param name="filter_bits" argument="-f" type="integer" min="0" value="37" label="Bits for bloom filter" help="A value of 0 disables the bloom filter" />
+        <conditional name="assembly_options">
+            <param name="assembly_selector" type="select" label="Assembly options">
+                <option value="blank">Leave default</option>
+                <option value="set">Specify</option>
+            </param>
+            <when value="blank" />
+            <when value="set">
+                <param name="cleaning_rounds" argument="-a" type="integer" value="4" label="Cleaning rounds" />
+                <param name="adapter_length" argument="-z" type="integer" min="0" value="0" label="Length of adapters to be removed" />
+                <param name="pop_contigs" argument="-m" type="integer" value="10000000" label="Minimum contig bubble size" help="Pop contig graph bubbles smaller than this value" />
+                <param name="pop_unitigs" argument="-p" type="integer" value="100000" label="Minimum unitig bubble size" help="Pop unitig graph bubbles smaller than this value" />
+                <param name="remove_tips" argument="-n" type="integer" value="3" label="Tip unitigs" help="Keep only tip unitigs with a number of reads greater than or equal to this value" />
+                <param name="max_overlap" argument="-x" type="float" min="0" max="1" value="0.8" label="Maximum overlap drop ratio" help="This option is used with -r. Given a node N in the assembly graph, let max(N) be the length of the largest overlap of N. Hifiasm iteratively drops overlaps of N if their length/max(N) are below a threshold controlled by -x. Hifiasm applies -r rounds of short overlap removal with an increasing threshold between -x and -y"/>
+                <param name="min_overlap" argument="-y" type="float" min="0" max="1" value="0.2" label="Minimum overlap drop ratio" help="This option is used with -r. Given a node N in the assembly graph, let max(N) be the length of the largest overlap of N. Hifiasm iteratively drops overlaps of N if their length/max(N) are over a threshold controlled by -y. Hifiasm applies -r rounds of short overlap removal with an increasing threshold between -x and -y"/>
+                <param name="disable_post_join" argument="-u" type="boolean" truevalue="-u" falsevalue="" label="Skip post join contigs step" help="May improve N50" />
+                <param name="ignore_error_corrected" argument="-i" type="boolean" truevalue="-i" falsevalue="" value="False" label="Ignore error corrected reads and overlaps" help="Ignore  error corrected reads and overlaps saved in prefix.*.bin files.  Apart from assembly graphs, hifiasm also outputs three binary files  that  save  alloverlap information during assembly step.  With these files, hifiasm can avoid the time-consuming all-to-all overlap calculation step, and  do  the  assembly directly  and  quickly.  This might be helpful when users want to get an optimized assembly by multiple rounds of experiments with different parameters." />
+                <param argument="--hom-cov" type="integer" optional="True" value="" label="Homozygous read coverage" />
+            </when>
+        </conditional>
+        <conditional name="purge_options">
+            <param name="purge_selector" type="select" label="Options for purging duplicates">
+                <option value="blank">Leave default</option>
+                <option value="set">Specify</option>
+            </param>
+            <when value="blank" />
+            <when value="set">
+                <param name="purge_level" argument="-l" type="select" label="Purge level">
+                    <option value="0" selected="true">None (0)</option>
+                    <option value="1">Light (1)</option>
+                    <option value="2">Aggressive (2)</option>
+                    <option value="3">Aggressive - high heterozygosity rate (3)</option>
+                </param>
+                <param name="similarity_threshold" argument="-s" type="float" min="0" max="1" value="0.75" label="Similarity threshold for duplicate haplotigs" />
+                <param name="minimum_overlap" argument="-O" type="integer" value="1" label="Minimum overlapped reads for duplicate haplotigs" />
+                <param argument="--purge-max" type="integer" optional="true" label="Coverage upper bound" help="If not set, this will be determined automatically" />
+                <param argument="--n-hap" type="integer" min="0" value="" optional="true" label="Assumtion of haplotype number" help="A haplotype is defined as the combination of alleles for different polymorphisms that occur on the same chromosome." />
+            </when>
+        </conditional>
+        <conditional name="hic_partition">
+            <param name="hic_partition_selector" type="select" label="Options for Hi-C-partition">
+                <option value="blank">Leave default</option>
+                <option value="set">Specify</option>
+            </param>
+            <when value="blank" />
+            <when value="set">
+                <param argument="--h1" type="data" format="fastq,fastq.gz" multiple="true" label="Hi-C R1 reads" />
+                <param argument="--h2" type="data" format="fastq,fastq.gz" multiple="true" label="Hi-C R2 reads" />
+                <param argument="--seed" type="integer" min="1" value="" optional="true" label="RNG seed" />
+                <param argument="--n-weight" type="integer" min="1" value="" optional="true" label="Rounds of reweighting Hi-C links. Increasing this may improves phasing results but takes longer time" />
+                <param argument="--n-perturb" type="integer" min="1" value="" optional="true" label="Rounds of perturbation. Increasing this may improves phasing results but takes longer time" />
+                <param argument="--f-perturb" type="float" min="0" max="1" value="" optional="true" label="Fraction to flip for perturbation. Increasing this may improves phasing results but takes longer time" />
+                <param argument="--l-msjoin" type="integer" min="0" value="500000" label="Detect misjoined unitigs of greater than or equal to specified size" help="A value of 0 disables this filter"/>
+            </when>
+        </conditional>
         <conditional name="advanced_options">
             <param name="advanced_selector" type="select" label="Advanced options">
                 <option value="blank">Leave default</option>
@@ -166,103 +235,62 @@
                 </param>
             </when>
         </conditional>
-
-        <conditional name="assembly_options">
-            <param name="assembly_selector" type="select" label="Assembly options">
-                <option value="blank">Leave default</option>
-                <option value="set">Specify</option>
-            </param>
-            <when value="blank" />
-            <when value="set">
-                <param name="cleaning_rounds" argument="-a" type="integer" value="4" label="Cleaning rounds" />
-                <param name="adapter_length" argument="-z" type="integer" min="0" value="0" label="Length of adapters to be removed" />
-                <param name="pop_contigs" argument="-m" type="integer" value="10000000" label="Minimum contig bubble size" help="Pop contig graph bubbles smaller than this value" />
-                <param name="pop_unitigs" argument="-p" type="integer" value="100000" label="Minimum unitig bubble size" help="Pop unitig graph bubbles smaller than this value" />
-                <param name="remove_tips" argument="-n" type="integer" value="3" label="Tip unitigs" help="Keep only tip unitigs with a number of reads greater than or equal to this value" />
-                <param name="max_overlap" argument="-x" type="float" min="0" max="1" value="0.8" label="Maximum overlap drop ratio" help="This option is used with -r. Given a node N in the assembly graph, let max(N) be the length of the largest overlap of N. Hifiasm iteratively drops overlaps of N if their length/max(N) are below a threshold controlled by -x. Hifiasm applies -r rounds of short overlap removal with an increasing threshold between -x and -y"/>
-                <param name="min_overlap" argument="-y" type="float" min="0" max="1" value="0.2" label="Minimum overlap drop ratio" help="This option is used with -r. Given a node N in the assembly graph, let max(N) be the length of the largest overlap of N. Hifiasm iteratively drops overlaps of N if their length/max(N) are over a threshold controlled by -y. Hifiasm applies -r rounds of short overlap removal with an increasing threshold between -x and -y"/>
-                <param name="disable_post_join" argument="-u" type="boolean" truevalue="-u" falsevalue="" label="Skip post join contigs step" help="May improve N50" />
-                <param name="ignore_error_corrected" argument="-i" type="boolean" truevalue="-i" falsevalue="" value="False" label="Ignore error corrected reads and overlaps" help="Ignore  error corrected reads and overlaps saved in prefix.*.bin files.  Apart from assembly graphs, hifiasm also outputs three binary files  that  save  alloverlap information during assembly step.  With these files, hifiasm can avoid the time-consuming all-to-all overlap calculation step, and  do  the  assembly directly  and  quickly.  This might be helpful when users want to get an optimized assembly by multiple rounds of experiments with different parameters." />
-                <param argument="--hom-cov" type="integer" optional="True" value="" label="Homozygous read coverage" />
-            </when>
-        </conditional>
-
-        <conditional name="purge_options">
-            <param name="purge_selector" type="select" label="Options for purging duplicates">
-                <option value="blank">Leave default</option>
-                <option value="set">Specify</option>
-            </param>
-            <when value="blank" />
-            <when value="set">
-                <param name="purge_level" argument="-l" type="select" label="Purge level">
-                    <option value="0" selected="true">None (0)</option>
-                    <option value="1">Light (1)</option>
-                    <option value="2">Aggressive (2)</option>
-                    <option value="3">Aggressive - high heterozygosity rate (3)</option>
-                </param>
-                <param name="similarity_threshold" argument="-s" type="float" min="0" max="1" value="0.75" label="Similarity threshold for duplicate haplotigs" />
-                <param name="minimum_overlap" argument="-O" type="integer" value="1" label="Minimum overlapped reads for duplicate haplotigs" />
-                <param argument="--purge-max" type="integer" optional="true" label="Coverage upper bound" help="If not set, this will be determined automatically" />
-                <param argument="--n-hap" type="integer" min="0" value="" optional="true" label="Assumtion of haplotype number" help="A haplotype is defined as the combination of alleles for different polymorphisms that occur on the same chromosome." />
-            </when>
-        </conditional>
-
-        <conditional name="hic_partition">
-            <param name="hic_partition_selector" type="select" label="Options for Hi-C-partition">
-                <option value="blank">Leave default</option>
-                <option value="set">Specify</option>
-            </param>
-            <when value="blank" />
-            <when value="set">
-                <param argument="--h1" type="data" format="fastq,fastq.gz" multiple="true" label="Hi-C R1 reads" />
-                <param argument="--h2" type="data" format="fastq,fastq.gz" multiple="true" label="Hi-C R2 reads" />
-                <param argument="--seed" type="integer" min="1" value="" optional="true" label="RNG seed" />
-                <param argument="--n-weight" type="integer" min="1" value="" optional="true" label="Rounds of reweighting Hi-C links" />
-                <param argument="--n-perturb" type="integer" min="1" value="" optional="true" label="Rounds of perturbation" />
-                <param argument="--f-perturb" type="float" min="0" max="1" value="" optional="true" label="Fraction to flip for perturbation" />
-                <param argument="--l-msjoin" type="integer" min="0" value="500000" label="Detect misjoined unitigs of greater than or equal to specified size" help="A value of 0 disables this filter"/>
-            </when>
-        </conditional>
         <param name="log_out" type="boolean" label="Output log file?" truevalue="yes" falsevalue="no"/>
     </inputs>
     <outputs>
-        <data name="raw_unitigs" format="gfa1" from_work_dir="output.r_utg.gfa" label="${tool.name} on ${on_string}, haplotype-resolved raw unitig graph">
-            <filter>mode['mode_selector'] == 'standard'</filter>
+        <!--Standard mode-->
+        <data name="raw_unitigs" format="gfa1" from_work_dir="output.r_utg.gfa" label="${tool.name} on ${on_string}: haplotype-resolved raw unitig graph">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'blank'</filter>
         </data>
-        <data name="raw_unitigs_trio" format="gfa1" from_work_dir="output.dip.r_utg.gfa" label="${tool.name} on ${on_string}, haplotype-resolved raw unitig graph">
-            <filter>mode['mode_selector'] == 'trio'</filter>
+        <data name="processed_unitigs" format="gfa1" from_work_dir="output.p_utg.gfa" label="${tool.name} on ${on_string}: processed unitig graph">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'blank'</filter>
+        </data>
+        <data name="primary_contig_graph" format="gfa1" from_work_dir="output.p_ctg.gfa" label="${tool.name} on ${on_string}: primary assembly contig graph">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'blank'</filter>
         </data>
-        <data name="processed_unitigs" format="gfa1" from_work_dir="output.p_utg.gfa" label="${tool.name} on ${on_string}, processed unitig graph">
-            <filter>mode['mode_selector'] == 'standard'</filter>
+        <data name="alternate_contig_graph" format="gfa1" from_work_dir="output.a_ctg.gfa" label="${tool.name} on ${on_string}: alternate assembly contig graph">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'blank'</filter>
         </data>
-        <data name="primary_contig_graph" format="gfa1" from_work_dir="output.p_ctg.gfa" label="${tool.name} on ${on_string}, primary assembly contig graph">
-            <filter>mode['mode_selector'] == 'standard'</filter>
+        <!--Trio outputs without Hi-c reads-->
+        <data name="hap1_contigs" format="gfa1" from_work_dir="output.dip.hap1.p_ctg.gfa" label="${tool.name} on ${on_string}: hap1.p_ctg contig graph">
+            <filter>mode['mode_selector'] == 'trio' and hic_partition['hic_partition_selector'] == 'blank'</filter>
         </data>
-        <data name="alternate_contig_graph" format="gfa1" from_work_dir="output.a_ctg.gfa" label="${tool.name} on ${on_string}, alternate assembly contig graph">
-            <filter>mode['mode_selector'] == 'standard'</filter>
+        <data name="hap2_contigs" format="gfa1" from_work_dir="output.dip.hap2.p_ctg.gfa" label="${tool.name} on ${on_string}: hap2.p_ctg contig graph">
+            <filter>mode['mode_selector'] == 'trio' and hic_partition['hic_partition_selector'] == 'blank'</filter>
+        </data>
+        <data name="raw_unitigs_trio" format="gfa1" from_work_dir="output.dip.r_utg.gfa" label="${tool.name} on ${on_string}: haplotype-resolved raw unitig graph">
+            <filter>mode['mode_selector'] == 'trio' and hic_partition['hic_partition_selector'] == 'blank'</filter>
         </data>
-        <data name="hap1_contigs" format="gfa1" from_work_dir="output.hap1.p_ctg.gfa" label="${tool.name} on ${on_string}, hap1.p_ctg contig graph">
-            <filter>mode['mode_selector'] == 'trio'</filter>
+        <data name="processed_unitigs_trio" format="gfa1" from_work_dir="output.dip.p_utg.gfa" label="${tool.name} on ${on_string}: haplotype-resolved processed unitig graph">
+            <filter>mode['mode_selector'] == 'trio' and hic_partition['hic_partition_selector'] == 'blank'</filter>
         </data>
-        <data name="hap2_contigs" format="gfa1" from_work_dir="output.hap2.p_ctg.gfa" label="${tool.name} on ${on_string}, hap2.p_ctg contig graph">
-            <filter>mode['mode_selector'] == 'trio'</filter>
+        <!-- Stardand mode with Hi-C partition outputs -->
+        <data name="hic_pcontig_graph" format="gfa1" from_work_dir="output.hic.p_ctg.gfa" label="${tool.name} ${on_string}: Hi-C primary contig graph">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'set'</filter>
+        </data>
+        <data name="hic_acontig_graph" format="gfa1" from_work_dir="output.hic.a_ctg.gfa" label="${tool.name} ${on_string}: Hi-C alternate contig graph">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'set'</filter>
+        </data>
+        <data name="hic_balanced_contig_hap1_graph" format="gfa1" from_work_dir="output.bp.hap1.p_ctg.gfa" label="${tool.name} ${on_string}: Hi-C hap1 balanced contig graph hap1">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'set'</filter>
         </data>
-        <!-- Hi-C partition outputs -->
-        <data name="hic_contig_graph" format="gfa1" from_work_dir="output.hic.p_ctg.gfa" label="${tool.name} ${on_string}, HI-C contig graph">
-            <filter>hic_partition['hic_partition_selector'] == 'set'</filter>
+        <data name="hic_balanced_contig_hap2_graph" format="gfa1" from_work_dir="output.bp.hap2.p_ctg.gfa" label="${tool.name} ${on_string}: Hi-C hap2 balanced contig graph hap2">
+            <filter>mode['mode_selector'] == 'standard' and hic_partition['hic_partition_selector'] == 'set'</filter>
         </data>
-        <data name="hic_balanced_contig_hap1_graph" format="gfa1" from_work_dir="output.bp.hap1.p_ctg.gfa" label="${tool.name} ${on_string}, HI-C hap1 balanced contig graph hap1">
-            <filter>hic_partition['hic_partition_selector'] == 'set'</filter>
+        <!--Trio outputs with Hi-c reads-->
+        <data name="hap1_contigs_hic" format="gfa1" from_work_dir="output.hic.bench.r_utg.gfa" label="${tool.name} on ${on_string}: raw initig graph">
+            <filter>mode['mode_selector'] == 'trio' and hic_partition['hic_partition_selector'] == 'set'</filter>
         </data>
-        <data name="hic_balanced_contig_hap2_graph" format="gfa1" from_work_dir="output.bp.hap2.p_ctg.gfa" label="${tool.name} ${on_string}, HI-C hap2 balanced contig graph hap2">
-            <filter>hic_partition['hic_partition_selector'] == 'set'</filter>
+        <data name="hap2_contigs_hic" format="gfa1" from_work_dir="output.hic.bench.p_utg.gfa" label="${tool.name} on ${on_string}: processsed initig graph">
+            <filter>mode['mode_selector'] == 'trio' and hic_partition['hic_partition_selector'] == 'set'</filter>
         </data>
-        <data name="log_file" format="txt" from_work_dir="output.log" label="${tool.name} ${on_string}, log file">
+        <!--Log output-->
+        <data name="log_file" format="txt" from_work_dir="output.log" label="${tool.name} ${on_string}: log file">
             <filter>log_out</filter>
         </data>
     </outputs>
     <tests>
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -275,7 +303,7 @@
                 </assert_contents>
             </output>
         </test>
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in2-0.fa.gz,hifiasm-in2-1.fa.gz,hifiasm-in2-2.fa.gz,hifiasm-in2-3.fa.gz,hifiasm-in2-4.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -289,7 +317,7 @@
             </output>
         </test>
         <!-- Test logfile out-->
-        <test>
+        <test expect_num_outputs="5">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -308,29 +336,35 @@
                 </assert_contents>
             </output>
         </test>
-
-        <!-- Test Hi-C
-        <test>
+        <!--Test Hi-C reads-->
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
             <conditional name="hic_partition">
                 <param name="hic_partition_selector" value="set"/>
-                <param name="h1" value="r1_1.fq"/>
-                <param name="h2" value="r2_1.fq"/>
+                <param name="h1" value="hic_1.fastq.gz"/>
+                <param name="h2" value="hic_2.fastq.gz"/>
+                <param name="n_weight" value="1"/>
+                <param name="n_perturb" value="1"/>
+                <param name="l_perturb" value="0"/>
+                <param name="l_msjoin" value="0"/>
             </conditional>
-            <output name="raw_unitigs" file="hifiasm-out3-raw.gfa" ftype="gfa1" />
-            <output name="processed_unitigs" file="hifiasm-out3-processed.gfa" ftype="gfa1" />
-            <output name="primary_contig_graph" file="hifiasm-out3-primary.gfa" ftype="gfa1" />
-            <output name="alternate_contig_graph" ftype="gfa1">
+            <output name="hic_pcontig_graph" file="hifiasm-out-hifi-p.gfa" ftype="gfa1" />
+            <output name="hic_acontig_graph" file="hifiasm-out-hifi-a.gfa" ftype="gfa1" />
+            <output name="hic_balanced_contig_hap1_graph" ftype="gfa1">
+                <assert_contents>
+                    <has_size value="0"/>
+                </assert_contents>
+            </output>
+            <output name="hic_balanced_contig_hap1_graph" ftype="gfa1" >
                 <assert_contents>
                     <has_size value="0"/>
                 </assert_contents>
             </output>
         </test>
-        -->
         <!-- Test trio mode -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="filter_bits" value="0"/>
             <conditional name="mode">
                 <param name="mode_selector" value="trio"/>
@@ -345,6 +379,11 @@
                     <has_size value="0"/>
                 </assert_contents>
             </output>
+            <output name="processed_unitigs_trio" ftype="gfa1">
+                <assert_contents>
+                    <has_size value="0"/>
+                </assert_contents>
+            </output>
             <output name="hap1_contigs">
                 <assert_contents>
                     <has_size value="0"/>
@@ -357,7 +396,7 @@
             </output>
         </test>
         <!-- Test ignore-error-corrected option -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -375,7 +414,7 @@
             </output>
         </test>
         <!-- Test expected haplotype number -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -393,7 +432,7 @@
             </output>
         </test>
         <!-- Test min_hist_cnt option -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -411,7 +450,7 @@
             </output>
         </test>
         <!-- Test max_kooc option -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -429,7 +468,7 @@
             </output>
         </test>
         <!-- Test hg-size option -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -447,7 +486,7 @@
             </output>
         </test>
         <!-- Test ignore-error-corrected option -->
-        <test>
+        <test expect_num_outputs="4">
             <param name="reads" value="hifiasm-in1.fa.gz" ftype="fasta.gz" />
             <param name="filter_bits" value="0" />
             <param name="mode_selector" value="standard" />
@@ -466,71 +505,43 @@
         </test>
     </tests>
     <help><![CDATA[
-***********************************
-HiFiASM - a fast de novo assembler
-***********************************
+.. class:: infomark
+
+**HiFiASM - a fast de novo assembler**
+

 Hifiasm is a fast haplotype-resolved de novo assembler for PacBio Hifi reads. It can assemble a human genome in several hours and works with the California redwood genome, one of the most complex genomes sequenced so far. Hifiasm can produce primary/alternate assemblies of quality competitive with the best assemblers. It also introduces a new graph binning algorithm and achieves the best haplotype-resolved assembly given trio data.

-#### Assembly mode
+----
+
+.. class:: infomark
+
+**Assembly mode**
+
 - *Standard*
 - *Trio* When parental short reads are available, hifiasm can generate a pair of haplotype-resolved assemblies with trio binning.

-#### Trio Options
-- *Haplotype 1 reads* : list of hap1/paternal read names
-- *Haplotype 2 reads* : list of hap2/maternal read names
-- *Lower bound of the binned k-mer's frequency*
-- *Upper bound of the binned k-mer's frequency*
-
-*Bits for bloom filter* (-f) - A value of 0 disables the bloom filter for small genomes. For genomes much larger than human, applying -f 38 or even - f39 is preferred to save memory on k-mer counting.
+----

-#### Advanced options
-- *Length of adapters to be removed* Old HiFi reads may contain short adapter sequences at the ends of reads. You can specify 20 to trim both ends of reads by 20bp.
-- *K-mer length* (must be <64)
-- *Minimizer window size*
-- *Drop K-mers* K-mers that occur more than this value multiplied by the coverage will be discarded
-- *Maximum overlaps to consider* consider up to max(-D*coverage,-N) overlaps for each oriented read
-- *Correction rounds* round of correction
+.. class:: infomark

-#### Assembly options
-- *Cleaning rounds* round of assembly cleaning
-- *Minimum contig bubble* size Pop contig graph bubbles smaller than this value
-- *Minimum unitig bubble* size Pop unitig graph bubbles smaller than this value
-- *Tip unitigs* Keep only tip unitigs with a number of reads greater than or equal to this value
-- *Maximum overlap drop ratio*
-- *Minimum overlap drop ratio*
-- *Skip post join contigs step*  disable post join contigs step which may improve N50
+**Outputs**

-#### Options for purging duplicates
-- *Purge level* 0: no purging; 1: light; 2: aggressive [0 for trio; 2 for unzip]
-- *Similarity threshold for duplicate haplotigs*
-- *Minimum overlapped reads for duplicate haplotigs*
-- *Coverage upper bound* If not set, this will be determined automatically
-- *Experimental high-heterozygosity mode*   enable this mode for high heterozygosity sample NB: May be unstable
-
-#### Hi-C-partition options
+Non Trio assembly:

-- *RNG seed*
-- *Rounds of reweighting Hi-C links* : increasing this may improves phasing results but takes longer time.
-- *Rounds of perturbation* : increasing this may improves phasing results but takes longer time.
-- *Fraction to flip for perturbation* : increasing this may improves phasing results but takes longer time.
-
-### Outputs
-
-Non Trio assembly
 - Haplotype-resolved raw unitig graph in GFA format. This graph keeps all haplotype information, including somatic mutations and recurrent sequencing errors.
 - Haplotype-resolved processed unitig graph without small bubbles : Small bubbles might be caused by somatic mutations or noise in data, which are not the real haplotype information.
 - Primary assembly contig graph : This graph collapses different haplotypes.
 - Alternate assembly contig graph : This graph consists of all assemblies that are discarded in primary contig graph.


-Trio assembly
+Trio assembly:
+
 - Haplotype-resolved raw unitig graph in GFA format . This graph keeps all haplotype information.
 - Phased paternal/haplotype1 contig graph. This graph keeps the phased paternal/haplotype1 assembly.
 - Phased maternal/haplotype2 contig graph. This graph keeps the phased maternal/haplotype2 assembly.


-
 ]]></help>
     <citations>
         <citation type="doi">10.1038/s41592-020-01056-5</citation>
Binary file test-data/hic_1.fastq.gz has changed
Binary file test-data/hic_2.fastq.gz has changed
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/hifiasm-out-hifi-a.gfa	Wed Oct 06 20:11:11 2021 +0000
@@ -0,0 +1,6 @@
+S	atg000001l	AAAAAAAAAAAAGAAAAGAAAAGAAAAGAAACAACATAACAAGACAAAACAAAGCAGGAGAGAGGAAGTGCAGTATCTGATTGTAAGTTTGAATTGAGGGTGGATATAGGGATGGACTGCATTTTGGGTGATGGCAAGAAATCAGAGGTTTGTGGCCACTGTTTAGATTAGTCTCAGCCTTCAAATGGTGGTTCCTGAGGTAGAGTCTGGGGAATGATAGCTGTAGAAACTGGATTACAGAGAATTGAGGAGAAAGTAGGTGGTGAGGAAACAAGGACAGCTCAAGTGGATGAATAGGACATCTGTTACTTTTGCCACCCAGCGTTCTTTTACCCTGCTGCTAAATGTTTCTCGATTTCCTTCTGGGACCCACCCGTGCTCGCTTTCAGTCCATATGGATTTAGCATTGGAACTCATAACTTTTCTTTAAGACCATTATAACAGTGCATTTTCCTGGCCACAAGGACTGGTTCAGGATTTGTCCTGTTACACAAGCCAATCAAAGTAGGTTTGTTTTTGTTTTTTATCCTGGTAATATTGGACAATGAGTCTCATTTTTCTACTGCGGGAGGGAATCTGGAAGAACATGATGACAGGGAAGAGGCTGTCTGAGGAGGAAGCCAACAGAGAGAACTGAATAAAGGGATAAGGTTGAACCAGATCCTGATGATACTGTTGCTGGGGGGCCTCTATACCCAGCCCTGCCTGAAGTCAGGACCACCCCCTAGTTTTGCTTAACCCCATTTAATCAGTTTCTGTCATTTTTTAACAAAGCACTAACTGCTTGTAGGGTAACTCAGCTTCTATGTGAAGAAAAGCAGTAAGAATCCTTCATATCCTAATGGGAAAATCATTGTATTTTTATGAGGGTGAGATATATTTGGTGTAGAGATTATGCAAATCTGGTGATCAAGGTTCTTATTATTAAGCCAAAGGGAAGACAGTGTTTTAGATGGAAGAATAATTAGTAGGTTTGACTACAAAACCTATGCATTTTTCCCTCAGGCATGACCACATTATTATCAATTTCAACAGATATATTCTTGAAAGAAGGTTTTTTTTTCTTATTCACTAAAACAGTTACTTATTTTTTTTTTCATATTTGATAGCAGCTTTTTTTATTGGTTACAAAACCTAAGCCCATATACAAAATTAGGAACACATTTAGATGCCTCTTTTGAAAGAACATTTTGTCTTTTTAAACTGAGTTTAAAAAAAATAAAAACAATGCAATTTTTAAACACTATTTGAAAACTTAAAAGTGCAGCAATATACTTAGTTTCCTTTATCTACGAAATGGTGCAATTCCAATTCAAAACTGGTAAGGTCACAAATTGAATCAAGGAAATGCATACAAATGTCTGCATTACTTGATGCTAATGTTCACTTGAATGTTAGTTTGCACTTTAAAAACATGAGAGGAAATAGGAATCATCACAGTAGAGGCCCAATTTTAATCATAATGTGTGCAAATTTTAAAAGGTAACTGTCAGTTAAGTAAGGAAAGTCCAGAAGAAACTAAACTGGAAGGGGTACAGTTCACAATATCAAGAAGATTTGGGACAAAAAACTGCAAAAGTCTAAAATACCCATTGGTGATGTTTTTTAAAAAATCTTGCTTTCAGCTTTCAGGAGTTAATATTCTTTGTTTTAACTTGATAATTGGATATGGTTGATTTATATTGGGTTTAAACTGTGGAGCTTTCATGTTTACTGTAATTTAGTCTTAAAATATTTTTTACTTAGTAACCAGTACTTTTGCTAATGTGGTTGGCAACAAACCAGCAACTATTTAAAAGTGTCATAAGGGTTCATTCTTTGAGTACTGGGAAAGTTAATTCAGATCCTACTCAAAAAGCATCTTCACATATTAAAAGATTCAGACAGGGATCTGTGTAGAGGAGTAATTTGCAGTTATTTAACATAAACCTGATTTGCAGTGATCTCTAAGTAACAGTTACTTATTGTATGAATGCATATGTGGGCTTTTTAGGTACTTTTCTCCTCTCCACTCCACTCGGGGGCCTTTCAGTTTAGGGCTATGACACAGCCACCACTTTGCATCATTTACACCATCCTGAAAACCTGCAGGGCTCTTCCTTGCTCCTGGCTGTTGGAATTGAAATATCTTTTTTCCTCTTCTTCAGAATGGTGTTTTGATTTCTTATCAGCTGCCAGCTGGATTTGAAGGCCTATAGCCTAATCACCTAGATAGATAAGGAAAGTTGTCATATTTTGTCTTTGGCTGATAGGAATTTAGAACACAAACAAACTCAAAAGAGTCAACCTTTGGGTAAGATTAAACCAGTGACTCTAATTCAGATCATTCCATAAATTGTATTATCTTGAGCAAAACACTCTATTCCTTGACATTGCAGATTATAAATGTTGGGAATAAAGAGAAATAAGTGAATCCCAAACCTTTTTATATTATGATACACATATAAATTATAATGTTTGATAGGTACATGGAAATAAATAGATGAGGCTTCTCACTGCTAAAGGTGGCCAGGCTGGTTTGAGGGGATCAGTAGCTCAGCATACCTTACCCTATTCTTGACACTCTGGTTGGGAAGCTCTTGAATTTGTAAACCATATGGACTGGGTTTTCGTCCTGGCTCAGTCACTAAGCCCCACTACGTTCTTGTGGCATTCTCTTTTCCTTTTGAGTCCTCGGTTCTGAATGCTTAAATGAGGAATCTGAGGTCTAGTTCAAATGTAAATGCCATTTATCAGGCATATATAAAAAAGCATTATCAGATATAAAAATGGAGGTTTTTGAGATATACTGAGACTTTAAGCATGAAAGCATCTATAAGAGTTTACCACTTAGATCTGTTTAATTACTGCTAAGGACACTTACTTTTTAAAAAACAGCATGCCTACATTATCTAGATACCTGTATGACAGTATGTGATGGACAGTGTCAGGGTCTGACTTAAGCACCCAGAGATTAGTCACAGAATTTCTGAGGTGAGGGCATTCAGATCCTCTATTCCCCCAATATAAAAGGAGACTCTTTAAAAATCATCATTGTATAGTTGCATAGAACATCATGCAAATATGCAATTGAAGATCCAAGCATATAAATCCATAATCTTATACATTATTAACTAGCCTAACCCTCCTTAGTCAAATATAATCACATGAAGTTAGAGACAATTTAGTTCCAGTAACATACTACACTCTCTCCCAGCCCCCCACCTCCACCCGCCATCAACAGCAAGTGCAGACCACTTTCATGGGACAGGGCAGCACTAGATCCACCAGGTAGGAATATTTAGGGACAAATGATCAGGATGTAAGGAAGCTGAAGTTACCACCAGGCAGTGCTCATTCTGGTGGGCAAATCCAGGGTCCAAGGGAATCAATAATTAATGATCATAGTCCAGGTAAACTTTGGCAATGACATGAGGAGGTTCAAGGCGATGGAATGGATCACCATGAAGAAGACTTTGGAGTTGAAATATTCAATGAACCAAGCAGATTTTGGCTTTAAGATGGTCTGTAAGTGAGTAGTTATGTTACATACACTAAGATGAAGTTCTGGAACAACTTCAATGATAGAGCTTCAGACTACCGGAAAATCAAGGGCAAGAACAAGATTAATGTTCATGAAAGACAGGGTTGTGTTCATTGAATGCACACAGGCACACACAGAAATTAATGGACACATATGGAGTGTTTACACGCAAGACTGTGTCACATGTTTACACACACTGCTCCATTTAATTCTTGCTAAATCTCCAAAGGACATTCATTATTCTATTTATAGATGAGACAACAGAGACTTAGTAGCTACCAATAGTCACACAGTTAGTAAATGGCAGAAACAAGATTCGAACTCAGGTCTGACTTCAAAGTTCATTTTCTTTTCACTGGTATGTTACAGAGGCTAGGTAACTAGGATCTTGAGAATAGGGACCAAGGAAGAAACACTGAGTAAAATGGGTAGATCCAATTGGTTTTCCTATTGTAACATTGGTTTTGGGGGCAGGTATACCTGTGCCTTAGGTCAGGTTTGATCCATGGAATGGGATAAAAAATGGAGCTAGATCAGGGATCCAGAAGCACAGACCAGAGACTTGACACCAAGTTGTGCCTGACACTCCCGTTTGACCATGCGTAAGTTTCTTTCAAATCTCATGCAGCTAAAGGAAGGTATTTTCATCTGAAAAATTATGGCATGTTATACTTTTTAGGGATAGCAGTTTGAACCTCAAAATGAGCTCAGATATATTTTGATATCCCTTGCTAAATTTAGTCAAAAGCTATCAAGTCCTTCTGTAATGAATTTATAATTGGGAATTAATCAGAAATGGAACTAAAATGGAAGCTTCTCATACTCTGATCAAACGTGGAGTTTGAGGTTTTGCTTTCATTTATATGTTTAATCTTTTAGTAGAGCTATCCCAAAGAAGGAAAACACTCAGGATAAGTAAGAAGGTCATTAAGAATAACACAAAAGTCTCAAATATTAGATTCTAATCTCTTCGAAGGCAGCTTTCTATTACTTAAACTTAAACATGGTTTTGCATTCTGTGGCCTCTCAGCACCTACCCCTGATTAATAACTTTACAACTTAGTAATTCATGGTCTTGGAGTGTACAACTGCTAATAGTTGAGGTAGCCTAGTCTATACTTTACTTTGAAGTATTTATAGTTGAGTAAATTTATAAAATTTACATTGTTGTAAGTAATCAAATGTCTCTGTGGTTAAGGGTTATCAAGAAATGGTGGAAAACACCCTCATTTGTAGACAACCAGGCATTTTAGAGCTAGAATGACCTTTAGGGATCATCTCTCCTATTTAAAGGTCAGGATGCCCTGGGGGAAGGACATACCTATAACCTCTTAATGAAAGAATGAGGCTGAGAACCCAAGTTCTTTAATTCTTGGAAATCTTTTCTTTATTCCATGATGTCTTTCTAGACTATTTTGTTAGTTTCATGGCTATTTTTATCTGTCTGTATATACTGCTGTATATACTAATACTGTAGTGATAGAGTGGTAATTATGATTTACATAGCAATTTGCCTGTTCTCAAAGTAATTTCCACTGTGTCATTTTCCAATGTTTCTAAGAATAACCCTTTAGGTAAATACTGTCTTCAACCTTGTTTTATAGATGATGAAACTGGGATTAAAGAAGGGAAGTAACTTGCTCAAGGTCATACTACAAAGACATACTAGAGCTCAGATTCAAATGCAGATTCTCTGAATATGGAATATATTCTTCTTCCAATGTATTGCTCATAAAGGCAACCATATATATTAATCCAACTTGTGATACTTTTGGGAGTGAGCTATTACTGGTTTCATTGGCAAAACAGCCAGTTCCATATTAGACAAATTGGGATAGAACATGTGATCATTCTATAATTCACTCTATAATAGTCAGTCAGCCAAGGATATATTAGATGTCTAAAGGCAGGGATGTGACGGTTAAAACAAAACAAAAAAACACAGCTTCTGCCATTGAAGAGATTATAATTTTGTGAGGGCTATAAACAAGCAAATCAAGGCAATTAAACAATGTAGTGTGGATATACTCCAATGGAGAAAGGAGGAACCTCAACCTCTTAGTTTAAATTTGAAGGACTAGGAAGGTTTGAAGAAGTTATTTTTAAGTTGACTACTGAGGGGATGCAGATATGAGACAGATAAACAAAGTCAGAGGTTTGCAGAGGGACATGTGGTGAAAAAGAGAAAGAAAATCCATGTAAAGGAACACTGTGGATCAGTTGCAGGGAAGAGCATAGCATGTATATGGAGCTTACTCCTTCTCCATATGCCTGGTCATTCAATTATCAAAATTGCCTGAAAAATATAGGCTACTGATCTACACCAAGAATTTCTTTTCATAGCATTAGGCAATGAAAATAATAAATGTGTCTCTGTGAAGTCAGCATATGTTAAGTATAAGACTAATTGCAAGACTAAATAGAACATTCATAATGGTACCTGAAGAAAATATGATGATAGAAAAAAGCCATTTCCTCTCTACCAAAGAAATTACATTATGGAAATTGCACCATCAGAATGAATTAATAGGTGGCTTAAAAAATTCAATGCCCAGCAAACAAAGGCATAAATTAAGTATCATGAGAAAGGTTAATGTTAAGGTAACATTTGCTCAATTTATACGAAAAAAAGACTTCATGGAGAAAAGGGGATGGGTCAGAAAGGAGATTTGAAATTGGACAGCAGGAGAGTTAACATACACATGCCCGAGGGAGCTGAGATCTGTGGAACTGCCTGGAAATTCGTGTTTGTCTACCAGCCATTTTCAAAAATCTCTGGCCAGGCTTGTGTTTGTTAGTAAGTCCTTGGCGGTTCAGGTGGCAGATACACTGGTGAACATTGATGAAAAGACCAAGCTGAACTGATCTAGTTGGTGAGCTTTCTATTTGCTATTAAGTAGAGTTTTGCTCTCTCTTCTTTTCACAGTACATTTCACAGCCATTTCTGAAAAAGCCCAGCTGTGCCGAGATGGCCACTGAGGGGATACAGTGTGGTTGCATGGAGTTCAGAGACATTTGAGAGCAGCTGAGCAAGCCCCACAGCCTTCAAACACTCATTGAATTGCCTTCCAGAAGCATATTCTTTCACCTTTGTGTGACATGAGAGGGAGCAGAGGGAATGGTAATGATCTGAAATGACAGACATGCTGGGCTAGGATGAGCTAATTTACAGGGTAGAATGCACTCTCCAAATTAACAACAAAGAGACTAGGTGTCCCATGCCCTGTCCTGAGGCCTTTAATGGAGCCAAGTGAGAATATCCTTAACCCTGGGTGGAGTGGTCTTAAAAGAACTATTCGGGTGACAACATCTTCCCCCACGGAGGTTAAGCTGAGGTTGACATTTATCTTGTCTGTCCACAGAAGCTGAACTTCTGAATCTGACATCTCAGCTTTCTTAAGATTGTTGATAACCTGTGTTCTTTAAATTTCTGTTTCCCAGGAAAGTAATTGTGTTGTTCTTTTAGTGATGGAAAAGCAGAGAAACTCTCCTTAAGAAACCCCCAGGATATATTGTAAGGCAAATAGGCTTTTCTGCTTGAATCATCTACTACAGAGCTAACCACTAAACTCAGAACTTTCTTAGAAAAATATCTTGTGTGCACTAGCTTTGGAGGAAGAATTAGAATGCAATTGGCAAGATTGCATTCAGGCAAACATCTGGGGGAGAAAAAAACAACTTCAGTATAGCTCGAAAGCTGGAAATGAAGATGTACTGCTAAAGAAGTTACATGTCATACATTTCTACAGTAATCAGCCTGTGTCTCCTCTTCCTTTCCATTGCCTAACACAATTTAATTATTGCATTTCCTGATTGCAGATTATATTTCTTCTATTTTTATATTTGATTATAGAAATATGCTAGAAAAAATAAAGTTTCAGACATACCCAATTCATTCAGGTCTCATTAGCTTGTGCCTACCTATCCAGATTCACTTTTTACTCTTCTCACTTCCACTTCTAATGGGGAACACCTCTTGCTTTGTCTATTTTCATACTTTTGTACTTGCTGGTATTTCTGCTTGGAATTTTCTCTGGGTTTCAACTTTTTAAGAAAATGTTTCTTTTTAAATTCCTTTAGCGCTCAAACATGTTTCTTCCTTTCTCCTCCCATTGCAGACAATTCTTACCTTCATTCTAACACTCGGTATATATATCATATTGTGTCTTTATGTAGCTGTCTCCCCTCCCAGGCTGTGATTCTCTTAAGAACAGACCTAATATCTTTCTTACCTTCATTGCCTAGCATACCATCTGGTCCATAAAGAGCATTCAGTGAATGGATGTCCAACACGACCATTCATGTTTGTGACATTTATTTTTCCAAGGTTCTTTCACTTTGTACCTATATGATATGTAATTTTTACCTCTACTGAGCAATCTTTATATAATGTATATTTGCTCTCTCTGAGAACTAAAGATAGACATAAAGATTGGGGCAACTTGACTTGAGCACATAAATGCTACATTTAGTGGATTTATTTCTGCACTGTGTAGTTAACAGAACTGAAGAGCTACTGATCTGAGTGTGAAGCCAGGTAGAAAACAAATCAAGTGGCAACAATTAAGATCTGGAAGGCAGATCTGCTCTTGGATCTACTAGCACTGGCATTTTTCTTTGGCCTCACGTCATAAGTAGCTTAAGGTCATCATTGTGCTTTGACTGCTTCTTTACCTGGAATTATATAGCAGGTCTCATCCTGACTTCTTGGGGTCAGCTGTGTTCATGTTGGCAAACTGCCAGTGACCTAAAAATGCTCACTTTTGTTAAGATGTGGAGGCTGTTGCCATCACAGTAGGTATGTGACTACTCACATAGTGTCTGTCTTTCAAAGTTCTTGCTCTGGGTGCAACTGTGGAGGCAAGGACAATGACAATGCAGAAGAATGATTAAGAGTGTGAGTGTCTGGCTCTCCCAGAAGACTGTGAGAAAAGGATTTGAGCTCATAGATTGTATCTGGGAGGTGAGCACCGGAAGCACGGGTATAGGGCAATGGGCAAGTGAGACAGGAAAGGCAAGACATCCAGTGTTGGGTACTTCATTCAAGTGAAGTGGGTTACAGCTGTGCACAGCAGGAACCCAATCCTGGTAGGAAATTTTGGGAAAATGTGACCCAAATTTATCTCACTCAGGCAGTATGTCACTGCTACGTAGCTGCTCCACAGGAAAATTAATTTCCTAGCACTAGTTCCTAGAGCTTCCCCTCAGTCTCAGAGATGCAGTTGCTGGCAGTGGGAAGTCAGGCAGGTGTGTGTCAAAATGGTAAGACCCAAGGAGATGTAGGGGAGGGACGAACAGTGTCAACTGTAAGAATATATTAGAATAGAACTCTTCATGTTCCAGTGTGGCCCTGGGATACAATTTATGTGCAGTTTCAAAGTGAGATGCCACACCACTAAGTGGGCATTCTGAAGTAGATATTTTAAAGCTAGTTTCATGATGTTGAGCTCCTCATCTATTTCAAGGATTTGGAAATTTCAAGGAAATGTAGTTAGGATTTTATGATAATACTTTATCTAGAGGAATCTGTCCTGTGAGCCTCACATTTTCATCTGCAAGTGGACTTGCACCTTCCTTTTGATCAGGCCTGGGAGATCTTCAATCAGATCACTTGGAGAGCCTCATCTATGTTGTATGAAGTTTGGTGATACAATAAACTGGAATCTGAGCCCCTCTTGAGACAACCAAGTATGTCAGAGAGACACACTGATGAACTGATTTGGAGGGGAAGTAAAGGTGAACTCCTGAACATTCCAACAAACTGTTAGAGGAGTCATAGATGTTTCCCCATGGCCAGTATGCTGGACTGGACATTCTTGACAACATTCTTTGTCAAGAATGTTGCTTGAAAGAAGCAATAGTACAGTGAGAATACAAATGGATTGAAAGAGAACCAGGAGTTGTGGCTAAAGTGGCCACCTGAATGAGAGCTGTTGCTCATGCCAGTTTAATGGTAGGAGGGGATTATCCATGACAGTGTCCACAACTGTTCATCTGCCACCAGAGCATCCTACCCTAAGTGACAAATGTACCAACCAGCAAGATACATCCCTTTCTCCTAGTCTCTTTTCCTCAATCTGATCCTGGCAGAAGAAAACAAAAAGCAACGTGGGGAAGAGGGAGACACATTGGTGGGAAGAGAGAAAGGACCATGACTCTTTGTCTCACTGTAAGTGCTCAACTACAGGAGACGCCCGAAGTGGAGAAGAAGTTAAAATCAGATGTTGAAGCAAGTTTAAGGTTTGGATTCTTATCTGGGGCTGGACATTTGTCCACAGGACTTGCTGTTATCTGAGAGTGAGAAAAAAATGTTATGTGACTTGCTGAAGGCCAAGATTTCATTTGAGGACAAGGGAAAATCTTTTCCTCCAGTGTCAGAGCCAGAAGAAAAGCTGTTTCTTGATAACATCCTATGGATGGTGTTTGCTGAAGCATGGACTGTGGAAACAGACCTCAATTGAAATTCTAGTTCTGTAGCTAATTAGCACTGTTGTCTTGGTAAAGTATTAATTAGGATTCTCCAGAGAAACAGAAGTAATAGAATGTATATAAAATCAACATATTTTATGGTTAATAATTATGATATTATGTATTTATTACATAATATAAGAAATTGTCTCATGCAATTATGAAGGCTGGCAAGTCCTAAATTTGCAGAGCTGTTGTACTAGTTTGAAGAAAGGCAGGCAGGAGAATTTTCTTATTTGTAGGAAGGTTAGCTTTTTGCCTATTCAGCCCTTCAACTGATTAGATATGGCCCACCTAGGTAATGGAGGGCAATCTGCTTTATTCAGTCTACTGATTCAAAATGTTATTCTCATCAAAAAAACACGCTCACAGAAACACTCAGAATAATGTTTGACCAAATATCCGGGCATCTCATAACCTAGTCAAGCTGACACATAAAATTAACCATCATACTTACACTTTATGAATCCATTTTATAATCTCATGAGTTGCTTAGAGATTAAGTGAGAAAATTTGTGAAGCATAGGCAGAGATAGAGGTTCAGAAAATGGTAGCCATAATTATTACTAATGGAATTGTTTAGAGAAGCAAGAGTTGGATCCAAGCTTAGGAAATAGAGAACCAGGAACAGTATAGTCACAGGGTCAAATGTAGGCCAGTAGTCAGACCAGCAAAAATAGAACGTCCCTAAGACAAGAAGACTATAAACCTAAGGTAAATTTTGTCTTTGACAAAGAATGCTTTATATTGTTCCTATAGAAGCGGGAGGGGGGCAGTGCAAAAATGGCTGAGGTAACACCTAAAAACACTTGTTGGGCATTTATTGTATAAGAAATACTGTACTAGATTTTGGAGACTCAGCATGAATGAGACACCATCTCCACCCTTGAGGATGTTATAATCTAGATGGAGAAACGTTTGATAACTGTACAATTCTATTGTGCTTTAAGGGAGCCATTATTATAAAGCATAATGGGAGTGGTTTGCTATAATTAGGGGGTCAGGGAAGGCTTTAGAGAAGTGGCCTTATTTCCTTGGGAATTTCAAAGGACAAGTGGGACTTTGCCAAATGGATATGAGGGGTAGACTTTTGGGGCAGAGGAATAGCATGAGTAAAGTTATGGAAATACAATTTTTCAGCCTTTTGGAGAACAGGATATCATGTGATGGTGCTGAGTTGCAATGTGAGTGGACAGCAGATGAAAAGAGTTCCAAGAAGAGTGCTGCAATAGACAGACTGGGGTCGGTAGCCAGGAAGCCTTGAATGCCCTACTAAGAATTTTGGACCTAAATCCATCTAAAACACAAAAGTGACATGCTCACACTGGTGTTTTACAGAGAAAAAAAAGAAGATGCAAAATACTAAGTCGGAGTTTCTCTAGACCACTATAGTCCATAGACCTTTTTCTTTTTTATTCTGTGTTTTCAAAAATGACTTTTTTTCAAGAATTAGCTTGCATAGCTTTTGGGAACCCAGTCTTTATGACTGAAGCAATTCACCCTGTTAAGCAGATTTGCATTTAAGTTGAATTTAAATAGAGTTGTTCTAATCATGTTTTAGAGTAGGGTCATATGTGAGCAATAAATTTGAGATGTGATTTATGTACACTCAAAATTACCACCAAATATTTTATTAATAAATCACCTTTAAAGTACAACTCAGCATAGTTCTCAATTCATTAAGTGAACAGATATTTATTGAGTACCAAATACTATTCTAGATGTGGTGGATATAGCAGGAAACCAAACGGAAAACCTGGCCCATTATATTTGCATGTTAAAATAGTCTTATCACATAATATTCTTTCTGACATTCAGACCTTGGTGAGCACTATAAACCATGTCTCTCAGGCTTTTCCCCACAAATGACACCATTATTATGTTCATTTCATATTGGCTCATTGTGGACATGTTAACAAGGTAATAGGTAAGTGTTAGTTTTCTGTTCTTCTGCTGGTAATTATATTTGACAGGCAGTATTGTGGCTGCCTAAGGATATAGAAAGATTACTGTCCATGAGACTGCTTTTATATCAACAGAATATCTTCATTAGGTGTCCCTTTGTATAACCAGAGAAGCCCAGTATAATGTGACTGGCAAACATGGCTCTTCAGTGGCTTAGAGCATCCTGATGTATTTAGTTTTTAACACAGTCTTGGGCAGTATGGGGCAAAAGCCATATGGAACATTCATCTTCATTTGACCATTTAGGTATGCACATTCATATCCTTTGATGTCTCATACCAAACTGTAGTTCAGTGAAGAAGAGTGTTTGAAGTTGCTGGAGAATTGTCTGTTTTCTAGCAGGTGACCCAGCAGACTAATAAATATTCAGCAGATAGAGAGTCTTCATCCACAGGAGAGAAAATGACATTATGTCTTGAGGGTTATTGAGGAGCCTCTCCTTTTTTCTTGGCATACTGAAGAAGAATAAATTTTAACTTATACTCATATTGGCTTTACAAATATTAAAAAATTAGCCAGAGCTCACAAAATATGAAGACAGCTTTTTAAATATTTTTTTTGGTAAGGAGAGAATTATACATGGAAGTTAATTCATTTTTCCTTTAGAAGACATATTAATACTTTCTATCAATTTCTGAAATTATTAAGTGGAGGGAGGTTAGAATATTAAGGGCTATAAATATTCTTTAAGTGGAGGTAATATTAAAGAACCCTCTATACCTTATTGAATAGAAATTCAGTAAGTGATCATAGTTAGCAACTGTATTCAGTTATCAAAGGGTTGCTTAATAAATCATTGCTACTTAGAATGTTAGTCTGCTGGTTCCTCGACATTTTTAAATCATAATTTTGGGCCAGTATAGATAATTTGGGTGAAAATAAAATGAAATGGCCTTTTTTTTTTTTTACTTTTATTTCAAGGTCAGGGGTACAAGTGCAGGTTTGTTGCATAGGTAAACTTGTGTCATGGAGGTTTGTTGTAAGATTATTTCATCACTCAGATATTAAGCATAGTACCCATTAGTTATTTTTCCTGATCCTCTCCCTCCTTCCCCTTTCCATCCTTTGAAAGGCTCCAGTGTGTTGTTCCCCTCTACATGTCCTGTTGCTTTAGTTTTATTTCTTTTATTATTTAGATGGACCTAAAATACCCTCAAATATTCCATTTGTACGACTAATTATGATCATAAACTTCATGTTGAGCTAGGCACTGTTCAAATTGCATATATTTAGCCCTCACAAAACTCTGTGAGGAAGATATTATTACCTACCTGCATTTACACAAGAGGAAACAGAGGCAGAGAGCGATTAAAGAATTTGCCCAAGGTCAAATAGCTATTAATGAAAGAGCCAGGATTAAACCCAAGCAATCTGCTAATTTTTAACCTTTATGCAGTACTGCCTCAAAGGAAAAATCTGTTTATGAACACTGAGAAATTATTTTGTAATTTCAAGTCTCTACATACATGTAGTTTAAAGAACTAAACAGTTCTAGAAAGTTTTATAGGGAAGATTAATCCCTTGGAAACAGTTTCCCTATTTCCTATCCCTAGAGGCAACCACTTTCAATGCTTTTAACAGATTCAATTGGTGTTTTCGTTCAGATCTTTAAATAGCACATTTCTTTGCTACTTTGTGATATTTTAAGTTTCATTTTTTTACACACCTCTCCACATATCTTCTCGTTAGGTTAGTATCGTTTATGTTATTACGATTGTGCGTGTGCTATTGATAATCTAATCATGGAATATACTTGATTTTCTTTCTTGCATAGCTCTTCGTTCCTCTTGTCATTAAGAATCATCTAATTTATTAATCTTATTATTTAGTTTACTATGGTATTATCATAATTAATCCTCAAACTCCCTCTAGTTGTATAAATACCCTCTAAGACATTAACTCTTTTATGTTCTGGAATAAATCTCCCCCACAGTTTGGTTGATTTCCAGGTTCACTGTGTAGTGAATGTCCTGGGAATATATCTGTACCATGACTCTGGGGTCCTTTTTGCCTCTCTGTCGGGTGAGAGCCCCGTTCCTATGTACTGTGCTTACTTTTCTTAGTTGACCGCTCTGGCTTGGTTCTCCATTAATTACCTGAGAAAGACTACATGGGAGATGAGGTTTTGAGAAATTTCTGCTCTGATAACTGTCTTATGAAGTGAGTTAATATTTACAAATTGCTAAGAAAACTATCTGGCACATGGCAAACAAAACATATACATTTTAAAAATAATTATACCTTCACTCTTGACTGGCAATTTGAAAAGGTATTGTATTTCTGTTTGTAAATCATTGTTCCTTCCTCAGGATTCTGAAAGCATTGTTCCATTGTATCCTAGGTTCCTGTATGGAATTTGAGAAGCCCATGCTATTCTGACTTTATCTTTGGTTTTGAAATCCATTGTTTTAAATTTCATGATGATATTGGTATACATTTTCTTCATCCTGTTGGTCACTCAGTGGACTTTTTCAATCTAGATATTCATAACATTTAAGTCTGTAAATGTTCTGACATGATATCTTTGGTGACTTCTCCTGTACTCTTACTCCTTTTTCCTTGGTCTTCTCTTTCTTTTTCTAGCTTTCCTGTTATTTTGATGCTGGACTTTCTGATTTTTCAATTTTTATACTTGTCTTCTTATTTTACATATATTTGTCATTTTCTTCTAATATCTGGAGACTTCGTTCACTTTATCTTGTAACCCTTTTCATTTCTGTTGTCCTCTTTTATGTTTCAAGACTGCTTTTTCTCTTCCTGTGTTTTCTCATAGCATACTCTGTTTCATGAACATGGTGTCCTTTCACTCTTAGGACATTAATCATGGTGAGTAATCAAGGGATAGTGATGATGAAGTGTTCTGTTAATGGAGTTCTCACATCCTTCTTCTTGGGTTTGTCTACAAATTTGCTGTGGCTTTTGTCTTTTATGTTAGAAGCCTCCCTCAAATGTTTAACCCGGCTTTCCACTCATACTTAAGAGCTCTGCAATAAAACACTAATCGAAAGCTCTGTGCAACTGGAGATGTGATTGTTAATGATTAAATTCAATGTGGGGTAACGGCGAGCCATTCATTCTCTCAGGAAACACCTGATTGTCAATTTAAGTATTTTTAGTTTGTTTGTTTCCTTAGAAAATATTCTTCAAATTCCTGCCCAGGCAATAAAAGCCATCTTTCAGCATTCTGATTGCCATATAAACTTTCACTGATTTCCCAGTATTCAATATGGAATCTGCATTCAGTTGCGTGTGGTGTTCCATAGTGCAGAAAATAAATCTCCATCTTTTTCTAGGCTGGTGGAGAGGCAGTCATCTAACTGGGCAGAATGGGAAGAGGAACCAGGTGTATACCTAGTTTTTAAGGAGACTTTCATCCTATATTTAGCTGCCATTGTCAGAAGTATCTGGTGGTGTTAATTCCTGAGCCTCTTAAATCCCATGGTGCAAAACAAACTGTTTCTTGGCTTTTCTCACTGAGTGTTTGAATTCAGCTTTTTCAGATCTGAGAAAGCAGTCATCACTCCTTCATCTGCTTCTAAGTTTTCAAAATTTTGTTGAGTTACAATTCTCACAGCCTTTATAGGTATATAATCCTTAAAAAATGGAAAAAAAGCTCTTAAATATATAACTTTAATGAAATTTCAAGAAGGAGCAGATGAAATTATGTGCATTTAGCCAACCATGTTTATTTGGAAACTTGTTTATAGAGAATTTTTTTGTTTTGCCTAATTACCAGCTTCTCTGTTAGATGTCTGAAAGTCTACAATGGGGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTGTTTGTGTGTCTGTCTGTCTCATCCTTCCTCCTCAGGAATAGGGGTGGGAGGGGGAATGTAGCACCTAGAGACATATAAAAGCACAGGAGAAGAAAAGCAGCATGATATAGGGGAAAAAGAGCACAGGCTTAGGAGGAAGAGACCGAGATTGAATCTTCTGCTGACTTTGAGTTATTAATCTTTTTGGCATCTCACTTTCCTTATCTATGAAGTGATTAGAATAACAGCTGTCTTGTAGTTGCATTTTGCAGATGGAGATAAAGTGTCATCCTGCACAAGCGTTGAATATGGTGCCCAGTGGAGGCCATGTTGTATCTGGAATGAAGGGAGAACATTTGCCAGCAGGAGATGGGAAGGCTGGAGGGAATCTTTTTGAGAATATTTTCAGATATGTATAGTTTGTACAATTATATCTACTTTGTAATATTGACCAGGGCTAAACTACTTGGC	LN:i:16219	rd:i:0
+A	atg000001l	0	+	m64012_190921_234837/170002586/ccs	0	12995	id:i:7	HG:A:a
+A	atg000001l	3621	-	m64012_190921_234837/53872426/ccs	0	12598	id:i:73	HG:A:a
+S	atg000002l	AGAAAAGGGGATTTTTTTTAAGCCTCATCAACCCAAAATAAGGTAAGAAGAGAAATATTTAATATAAGATACCATATATAATTCCATTTCACAATTGTTATTATCAATTTAAGTGATTTACACTTAGAATGAAAAATAAGAGTATTATATTGAATTCATAAAACCCAAAGCCTGTTGTATATTGCTTACAGTGAAACAATAAAAAATAAGGACTCATAAATGTTGATAGTGAGGTAGTTAAAAAAAAAAAAAAAAAAGAAAAATAGGCCAAACTAAACATGAGAAGGCTGGAGAAACTGCTGATTTCAAACTGCAAGGCCAAAAAGGTCACCACATAATAATAAGCTATTTTAAAGATGTATGTACTGAATAACATAATCTCAAACTGTATGTTGTAGCCTGGCAGAATAGCAGGCATGGATGGCCTACTCACTACAGTGTGCTGGGTCAACTGAATATCCCCATGGGGAAAGCACTAATCTTGACCCTGTTTCACACAACTGATAATGCAAAATCAATTCCAAGTGGGCTATAGATCAAAAAGTTAAACTGACAAAGCTTATAAAAGATAATGTAGGAGAATACTTTATGACCTCGATGTAGGAAAAATACTTTTTAAATAAGATGTAAGAAATAATAACTATAAAGGAAAAGACTGATCCATTGGAATATATTAAAATTTGGAACTTTTCTCATCAAAATAGATGACTAAGAGAGTAAAAAGGCATGTCAAGGAATAGGAGGAGCTATTCAAAGTAGTTGTGTCCCACAAAGGCCTTTTATCCAAGCTGTATAAAGGACCCCTTTACATCAATAATGAAAAGTCTATCCAATAAAAACATTTGAGAAAAATGCTACCAGGCACTTCACAAAAGGGAATGTCCAAAAGGCCAGTAAACAAAGGGGATGGTATCAATATGATTAGTCATCAGGGAAAGTAAAGCCATACTGAGATGCTACTGAATATCCATCAGAATGGGTCAAATTAAAAACACAGACCATACCATGTATTTGCAAGGATGTGGAACAACTGGAGCCTTCATTCACTGCTGGTGGGAATGAAATTGATTTAAGTACTAAGGAAAGCTGTTTGTTAGTATGGTTAATAAAATGGACATATATATGTCCTATGACCAAGAAAGAATACTCTAGGTACCTAATGTCTAATAGAGATATGCATTTGTATACACTAAAAGGCATGCACAGAATTTTTAAGATTTGCATAAATTTGTGGGGTACATGTAAATGTTGTTATATGTATATAACGTATAGTGATCAAGTCAACGTATTTAGGGTGTCCATTGCCTGAGTATAATACATTTTTGTTAAGTATAGTCAACCTACTCTGCTATCAAACATTGAAATTATTCCCTCTGGCCGGGCGCGGTGGCTCACGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACGAGGTCAGGAGATCGAGACCATCCCGGCTAAAACGGTGAAACCCCGTCTCTACTAAAAATACAAAAAAATTAGCCGGGCGTAGTGGCGGGCGCCTGTAGTCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCCCGCCACTGCACTCCAGCCTGGGCGACAGAGCGAGACTCCGTCTCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAAATTATTCCTTCTGTCCTACTGTGTATATGTACCCTTTAACCAGCTTCTCTTCATCCTTGCTCCATGTACCCCATTCACCCTTCCCAGTCTCTGTTATCTGTCTTTCCGCTCTCTATCTTTCCACTCTCTAGCTGTGTATTCAAATTTTTTAGCTCCCACATATAAGTGAGAACATGTGATATTTGCCTTTTTTTTTTTTTTTTTTTTTTGAGACGGAGTCTCGCTCTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTTGGCTCACTGCAACCTCCGCCCCTCCAGGTTTAAGCATTTCTCTGCCTCAGCCTCTGGAGGAGCTGGGATTACAGGTGTGTGCCACCATGCCCGGCTAATTTTTTTGTATTTTTAGTAGAGACGGGGTTTCACTGTCTTGGCCAGGCTGGTCTTGAACTCCTGACCTCGTGATCCACCCACCTCGGCCTCCCAAAGTGCTGGGATTACAGGCCTGAGCCACTGCGCCTGGCCAGATACTTGCCTTTTTTATGCCTGGCTTATTTCACTTAAGATAATGACCTCCAGTTCCATCCGTGTTGCTGCAAATGACATGAGTTCATTTTCTTTTTTTGGCTGAATAGTATTTCATTGTGTATATAGGCCACATTTTCTTTTTTTTAAATTCTATGATTTGGTGTTTATTTTTTATATTTTTAAAAAAATTTCACTAGTTTTTGGGGCACAGGTGGTTTTTTGTTACATAGATAAATTCTTTAGTGGTGATTTGTGAGATTTTTGGTGCACTCATCACCCGAGTGGTGTACACAGTACCCAACATGTAGTCTTTTATCCCTCACCCTCTCTCACCCTTTCACCTAAGTCCCCAGGATCCCTTCTGTCATTCTTATACCTTTGTGCCCTCATAGCTTAGCTCCCACTTATAAGTGAGAACATACAATATTTGGTTTTCCATTCCTGAGTTGCTTCACTTAGAATAATGGTCTCCAGTTTCATTCAGGTTGCTGTGAATGCCATTATTTCATTTCCTTTTATGGCTGAGTAGTATTTATATATACATGCCACAATTTCTTTATCCATTCATTGGTTGATGGACATTTAGGCTGGTTCCGTGTCTTTGCAATTGAGAATTGTGCTGCTATAACCGTGTGTATGTCTTTTTCATATAATGACTTCTTTTCTTCTTGGTAGATACCCAGTAGTGGGATTGCTGGATCAAATGGTATTTCCACTTTTGGTTCTTTAAAGAATCTCCATACTGTTTTCCATAGGGGTTAATAGTTTACATTCACACCAGCAGTGTAAAAGTGTTCCCTTTTTAGTCAAATTGTCCCTGTTTGCAGACGACATGATTGTATATCTAGAAAACCCCATCATCTCAGCCCAGAATCTCCTTAAGCTGATAAACAACTTCAGCAAAGTCTCAGGATACAAAATCAGTGTGCAGAAATCACAAGCATTCTTATACACCAATAACAGACAAACAGAGAGCCAAATCATGAGTGAACTCCCATTCACAATTGCTTCAAAGAGAATAAAATACCTAGGAATCCAACTTACAAGGGATGTGAAGGACCTCTTCAAGGAGAACTACAAACCACTGCTCAATGAAATAAAAGAGGATACAAACAAATGGAAGAACATTCCATGCTCATGGGTAGGAAGAATCAATATCATGAAAATGGCCATATTGCCCAAGGTAATTTATAGATTCAGTGCCATCCCCATCAAGCTACCAATGCCTTTCTTCACAGAATTGGAAAAAACTACTTTAAAGTTCCTATGGAACTAAAAAAGAGCCCGCATTGCCAAGTCAATCCTAAGCCAAAAGACCAAAGCTGGAGGCATCATGCTACCTGACTTCAAACTATACTACAAAGCTACAGTAACCAAAACAGCATGGTACTGTTACCAAAACAGAGATATAGACTAATGGAACAGAACAGAGCCCTCAGAAATAATGCCACATATCTACAACTATCTGATTTTTGACAAACCTGACAAAAATAAGAAATGGGGAAAGGATTCCCTATTTAATAAATGGTGCTGGGAAAACTGGCTAGCCATATGTAGAAAGCTGAAACTGGATCCCTTCCTTACACCTTATACAAAAATTAATTCAAGATGGATTAAATATTTAAATGTTAGACCTAAAACCATAAAAACCCTAGAAGAAAACCTAGGCAATACCATTCAGGAAGGACATAGGCATGGGCAAGGACTTCATGTCTAAAACACCAAAAGCAATGGCAACAAAAGCCAAAATTGACAAATGGGATCTAATTAAACTAAAGAGCTTCTGCACAGCAAAAGAAACTACCATCAGAGTGAACAGGAAACCTACAGAATGGGAGAAAATTTTTGCAATCTACTCATCTGACAAAGGGCTAATATCCAGAATCTACAATGAACTCAAACAAATTTACAAGAAAAAAACAAACAACCCCATCAACAAGTGGGCAAAGTATATGGATAGACACTTCTTAAAAGAAGACATTTATGCAGCCAAAAGACACATGAAAAAATGCTCATCATCCCTGGCCATCAGAGAAATGCAAATCAAAACCACAATGAGATACCATCTCACACCAGTTAGTATGGCGATCATTAAAAAGTCAGGAAACAACACAGGTGCTGGAGAGGATGTGTAGAAATGGGAACACTTTTACACTGTTGGTGGGACCGTAAACTAGTTCAGCCATTGTGAAAGTCAGTGTGGTGATTCCTCAGGGATCTAGAACTAGAAATACCATTTGACCCAGCCATCCCATTACTGGGTATATACCCAAAGGATTATAAATCATGCTATTATAAAGGCACATGCACACATATGTTTATCGCAGCACTATTCACAATAGCAAAGACTTGGAACCAACCCAAATGTCCAACAATGATAGACTGGATTAAGAAAACGTGGCACATATACACCGTGGAATACCATGCAGCCATAAAAAAGGATGAGTTCATGTCCTTTGTAGGGACATGGATGAAGCTGGAAACCATCATTCTCAGTAAACTATTGCGAGGACAAAAAACCAAACACTGCATGTTCTCACTCATAAGGGGGAATTGAACAATGACAACACATGGACACAGGAAGGGGAATATCACACACCAGGGCCTGTCATGGGGTGGGGGGAATGGGGAGGGATAGCATTAGGAGATATACCTAATGTTAAATGATGAGTTACTGGGTACAGCACACCAACATGGCACATATATATATATGTAACAAACCTGCACATTGTGCACATGTACCCTAAAACTTAAAGTATAATAAAAAAAAAAGTGTTCTCTTTTCACCACATCCACGTCAACATCTATTTTTTTTTTTTTTAAATTATGACCATTCTTGCAGGACTAAGATGCTATTTCACTGTGGTTTTAATTTGCATTTCCCTGATAATTAGTGATGTGAGTATTTTTTCATATGTTTGTTTACCATTTGTATATATCACATTTTCTTTATTCATTCATTCATTGATGAACACTTAGGGTGATTCCACATTTTTGCTTTCACAAGTAAATAATATTTGCTTTCACAAATCTATAAATAAAACTAGGGAAGTCTCCTAGTTTTATTTACAGATCTAGGTGGCACTTGCACAGTGTTTATGTCAAGTTAATTCATCAATATGTACTTTTATGATTTGTGTAACTATCTGTATATATGTTATTCTTTAATAAAAATGTTTACTAAACATATATGCATAGTAGGTAATTAGAGGGAAAATGGATACATTTGCCATCATACTGAGTGATATTTAACATACTTCTCGCAATAACTTATAGATCAAGCTAGCAGAAAAGTTAGTAAGCGTATGGATTTAAACATACTTAACAAGTTTAATGGCTATATATATATACACACACACATACACACTCTACCAACAATGAACACATCTAGCACATGGAATCTTTGTGAAAATTAACTACATAAAAGTCCATAAAAAGGAAATCTCCACAAATTACAAAAAATGATACATAGACCATATTCTCTGATGACAGTGCAGTTACGTTAGAAATAAATAGTGAAAAGATAACTAACCTCCCACCTTTGTATGTTTGGCAATATAAACAGTATCATTTAAAGTAACTAATCAGTCTGGGGGAAAATAATAGTATAAGTTAATAACTAACTCAGAAAGATAATAAATATCACAATTTGTGAGATGCAGCTAAAGCAATTCTTAGCAGTATTTATCTTTAAATGCTTGTATTGGAAAAGGTAGATATTTAATGAGTTAAACATCCAAATAGGGAAGTTAGAAAAAGAACAACAGAATGTATACAAAGAAAGTAAAAGGAATGAAATAGTAAGCATGAAATCGTAAGAACAGAAATTCATAAAATAATGAGTAGGGTATAATAGGCAAGATCAAGAAAGCCAAAATTTGATCATTTGAAAATACACCGGGAAGTTTGAGCAAGAAGAAAATGAGAGAAGGCATAAATATATTAGAAATAAAAAAAGCATATAACAATAAATGCTGCAAAAATTAAAACAGTAGTAACCATTTGTTAACAACTTTATGCCAATAAAATGGAAAATTAGAGAAAAATGGACAGTTTTCTAAAGCTACATGAATCGCCAAAATGGACTTCAAATAAACAACTATGGTAGTCTTAGCTTCATTAAAGTGATGAGTTTATGATTGAAAGTCTATTGTACCAGTTAGCTTTTGATATACAGCAAATCAAAACAAAGCTTAATGGCTTAAAACAACAGCCTTTATTTACCTCACAATTTTGTGCATTAGCAATTTGAGCTGGGCTTACTTTGCTGGATTTTATTCTCCATGGGTTCATTTGTGCATCTTTGATCAGCTGCTGGGGTTTCTGGGGCCTAGTTGTACTAGGCCTTGAATGGCCTTAGCTGGTATGGCTCATCTCTGCTTCATGTGGCCTCTCGATTTCCAGAAGTCTAGCCCAAACTAGTTTACATGATCATGGAATAAAGTTTCAAGAGTCAGAGCAGAAATGTGCATGGCCTTTTGAGGCCTAGGCTTAAAACTTGCACTAGATTACTTTGCTTCATTATATTGGCCAAAGCAAGTTACAAGCCCAGCTTAGATTCAAGTGTACTGGAAATAGATTTGACCTTTTGATGGGATATGCTACAAATTCACATTGCACAAGGTATGGACACAGTGAGGAGCAAAGGACTGGGATCATTCTGGCAGTCTACCATGTCCCTCCACCAAATAACCACGAGGCTCACACAGTTTTACAGGGGAGTTGTAGCACACATCCAAGGAAATAATTCCAATCTTAAATAAACTCTTCCAGAGAGGAGAATAAATGAGAATACCACTCATCTAATTTTATGAGCATAGGTCACCTTGATTTGCAGACTAGATAAGGACCGTATGAGAAGGGAATTGCTTAAGCCAATTTACTTTTGAACAGATTAGATTAAAAAATTTAAACAAAATATTATTAGCAACCTGTTTATTAGCAGAGTGTATGTATGCGTGTGTGTCTGGGTGTGTGAGAGAGAACAAGTTGATTATTTCAATAGTGAAAATTTGTTTTTATCTTCAGAAAATTTCTTAATGAAATTGACTACATTAAAGGAGAAAAAAATCCAATGGTCTTCTCAAGAGGCAGAAAAGGCACTAGAAGAAATTCAATACTGACTCATTAAAAATTCTTAGCAAACTAGAAATAGAAGGAAACTTCATTAAATTGATAAAAGTACATGAAGTAAACATACATCAAATATCATACTTACAGTTTAAATATTAAGAGAATTCCTGTTAAAATCAGGAACCACACAAGAATGACTATTATCAGTGTTTCTATTCAACATTGTACTGGAGGTTCTTACCAGCAAAATAAGTAAAAATCTTAAGGATTATAATTAAAAAAGTAGTTATTAACTTATATATTGCCTATATATAAAAAATGATCACCAAATTATTAGAATTAGCAAGAGAGTTCAGAAAGAGTGCTAGATGTAAAGCCAAAGATAAGATCAATTGCATTGCTGAGCAAAAGCAGCATAGTGGCAGCTGCAACAGCAATAACAAAAACTGCAATTAAATATTTTATTTATAATATCAAAAGGTGAATCAAATAGGAACAAATCAAATAAAATATATACATGACACTTATAAAGAAAATTATGAAATTTTATGAAAAACCACTGAAGACCTAACTGGGGAGAAGTACGCTATGTTCTTGGAGAAGAAGGCTTAAAATAATAAAAACGTCTGCTTCTTCCATATTGCTCTCTAGGGTCAATGAACTTGTAATCAGTTCCCAAGAGGATTTTTTTTTTTTTTCCTGATGGACTCTGACAAGCTGATGCTAAAATTTTTAGGGAAGACCAGAGGCCAAGAATAACTAAGACATTTTCTGAGGGAGAAAAAGGAAGGGACTTAGCCATCCAGATGTGAAGGCTTATTGTAAAGTTATAGCAATCAGCAGAGTGTGATATCACTGCATTAATCAGCACATGAACCAAGAGATCAGAATGGAGAGGCCAGAAATGACCCTTTCGTCATGTGTGGAAACTTGGAAACTTGACACATAACTGATGTGGCATTCCTGACCAATGAGGAAAGGATGGATTCATCAATACATGGTTAGGAAAATCAGTTATTTAAAAACATTATATATATATTATAGACACAGACATTGAGTGATGTAATTGATTTTTGTGTACAGTATAAGGAAAAGCTTCAAATATATACCTGGACCCCATACATAAAAATCACTTACAAGTACAATTGAATTAAATACCTAACTGAAAGCTCAATGTTGAAAGGTTTAGAAGACAACATAAGAACATATCTTCACGATCTCAGTCAGGATAGAGAAGTTCTTAGACAAGATAAAAAAATGCACAAGTCCTTAAAGAAAATACTGATGGGTTTACTGCATAAAATTCTAAAAAGTGTGACAATACATCAAGGAAGATCTTGACAACAATTAGCAAAAAAAAAGTATTCATTGAAGAAATGCTGCAAATCAATAAGAAACCTTTTTTTTTTAACTCAATAGGAAGTCAGACAAAAGATATAGAAGGATGGTTTTCCAAAGTAGAAAACATAAATAACCAGTGAACATATTGAAAGTAATTCAAGTTCACTAGTTATCTTGGAAATGCAAATTAAAACCATTATGAAAAACCATTTCTTCACCCATTAGCCTGGCAAAAGTGAAAAACCATCTGACAATGCTATGTGTAGGGGAAGTCATTGAGCAATGGATTCTTACCCATTGTGTTGGAAACTTGAATTGGTGGAACCAATAGAGAGGGAAATTTGGGGATCCTTGTAATGTGCATACATTTGGACATAGGAGCCCAACTCTTTGGTATAAACGTTGAAGAAACTCTTGGTCATATACCCAGGTATATATGTATAAGCATCATCACAGGACTTTTTTTTTTGTTTTGGTAATTTCAAAAACTTGGAAAAAACCTAATTGTCCATCAATAGGAGAATGTTTAAATACGTTGTAGTAGAGACATAGAAACATAAAAATCAGTGAAATTGAACAAAAATTGATGAATTGCTAAAGTAATTTTAAATGAAAAAGCTAGCAGAAGGATAAAATTACAGTATTAAATCATGTATATATTTCAAAATGCAAGATAATTCCATATACAGCTTATTGATACATCCATATATATACAAAGAAAAATGCATAGAAGTGATAAACACTAAATTTAGAATAGTTTACTTCTGAGAGGAGGAAATGGGAGTTTTATTAGGGTTGTGAACCCAGAAGACTTCAACTATATTGAGGATATTTTATTTCTCAAGTGTTTGCTATATGTTGTTTTGTACATCATAAATATTCAAAATGTTTAAAATGGCATACTTTTTCAGGGTGATAATCCACATATATATGTGAATATATGTATATATGTGTGTGTGTATATATGTATATGTATATAATTTTGCCATGTTTCCAAGAATGAACAGAAATTCATCCAAGTGTCTCAGTTTAAAACTGAACTCACATTCAATGCAATGGTGTGTCTTGTTCTGTAGCTAGTTACTTCCTGGTGAAGCTCTCCTTTTCTTGTGGGTCCTGGATCTGTAATGAAGGGCAATGACTGGTTCTCAGTCCTGAAAAGACATTAAAATCATATTAGAAGACTTTAAAAATCAAATTATTGTGTACACTTAGACCTCCTCATTGAGAATCTGAACAGTAGGGTCTAAGAACTGACACATTTTTTTCACAACCGTCTTATTGGTTTTGATTTATTCAGTTTGAAGGCTCAAATTTGAGTGCACTGACATACAGGAAATATGTGTTGATGGCCTAGATTATGGTTTTGCCTTATCTCTATAAGGAGCCCACAAATCTAACATATGGTCAGTAATTAGCTTCTAATTAGTGACTTTTTAGATTAGTTGTTCTCTAACTTTAGATTGCATACAAATATCCTGGAAGGCTTGTTAAAACACAAGTAGCTGGATGTCAACAAAATGTTAGAGTAGAAAACCTGAAGCTGCTGTTTCTCGACAGAAACACTGAAAAACAAGCAGAAATTGTCAGAACCAACTTTGTTGGAACTTAGGAAAATAGTCAGAGGTTTATAGCAACCGAGTGAATGCTGAATCAAGAAAAAGGCAACCTTAAAACAGTAGGAAAGCTGTGAGGCATGTTTACTTGCCTTTTGTACCATACCATTTATAACCCAGTGGCAGTCCTGAAAGATTTCAGCCCATGTTCCTAGTGTAGGACAACAGTCTCTGGTTGTGGAGTGAGCAGAGCAGACCTTATTCACAAATTATTTTGCATATCTATTCTAACTATCTGGGACTATGTGAAGAACTGATAAAAGGTACTTGTAACTCAGAACGAGTTAGTGGGTGCAGCGCACCAGCATGGCACATGCATACATATGTAACTAACCTGCACAATGTGCACATGTACCCTAAAACTTAAGTATAATAAATAAATAAAAAAAAAAAGAAAAAAGTGGCAGGCATTGATTTATTGCATATTTCAAAATAGCTACAAGAGAAGATTTGGAATGTTCCCAACACGAATAAATAACTAATGTTTGAAGTGACAGTTATCCCAATTATCCTGATATGATCATTATATATTGTATGCACGTACCAAATATCAAATGTACCCAATACATAGGTACAATTATTATGTGTTAATTTAAGAAAACATTTCAAATCTAACAAACACCATGTGTCTGCCTGGGGCCAAAGAGTATGGTTGAGACATATAGTAGATCATGTAAAGCAAAGAGAAAATGCTGGAAAAAGGGTTTCTTTGGACAATTAGAACATTCAAAATCACCTGTGTGTTCAAGGAATTTAGAAAGCCATATGCATGCCTAGGGCAAGAGGTAAGGTCAGAAAAGACTTGAGAACACCCAAAGCTTTCATCTTTGGCTGATCCCTAGGATCAGTGTAAGCCTGGCTAAGTGTTGAAGGAGGGTCCCAGCACGGAGAAAATCTGCAAAGGTTGGAGGAGTCTCTCTCTCTTTCTTGTTTTTGGTTGCTGACATTCAAGGAAATCCCTGTCAAAATTTTTTTTTAAGTTTTTTTTTCTTTCTTTCTTTTTTCTTCTTTTGAGACAGGGTCTCATTCTGTTGCCCAAGCTGGAGGACAATGATATGATCATGGCTCACTGCAGCCTTGACCTCCTGGGCTCGTGTAATCATCCCATTTTAGCTTCCTAAGAAGCTAGGACTACAGGCACATGTGACCATGCCTGGCTAATTTTTAATTTTTTTTTTTTTTTTTCACAGAGACAAAGTCTCACTGTGTTGCCCAGGCAGGTCTCAAACTCCTGGCCTCCAGCAATCCTCTTTCCACAGCCTATCAGAGTGTTGGGATTACAGGTGTGAGCCACCTTGCCTGGCCCAAAATACTTTATAACATAAGATTAGGAACAGAGATTTCAGTTACTACACATGACTAGAAATACAGTCTCTGCAAAAATAGTTTGGTAAGCCACTAAAGAAATGGACTACTGTAGTATTCAACAATAAAAAACAAAGAAAAACAAAACTCAGCAAACCCCAGTAAAGGGGCAGATCTGTTCTCCAGTGTTAATACATTATAACATCCAAATGTTCAGTGTTCAAATAAAGTCACAGGCAAACAAAGAAAGAGGAAAGTATTGTCATTCAAAGGAACAAAATAAATGAATAGAAACTATTCCTGAGGAAGCACAGATGTTGAACTTACTGTACAGACTTTAAAATAACTGTCTCTAATGTGCTTAAAGAGCTAGATGAAAACATGGATAAAGAAATAAGTCAGGAAAATGATGTATAAAAAAATGAGAATATCAATGAAGAGATATAAATTATAAAAAGGAACCAAACAGATACTCTGCAGCTGAGAAGTACAACTGGAATAAAACACTTACTAGAGGGATGCAAGAGAAGATTTGAGCAGGCTGAAGAATGAGTAATGGAACTTAAAGATAAGATCATTGAAATTAACAAGGCTGTGGAGCAAAAAGAAAAATGAATAAAGAAAAATGAACAAGGCCTGAGGGATCTATCTGTAGGACATTATCAAATAGACTAATGTATGCACCGGGGGTGTCTCAGATGGAGAAGATAGAAAGTACTGGAAAGAAAATTTGGAACAATAATGGTTAAAACTTTTAACATTTGATGAAATATATGAATCTATGTATCCAAGAAGTTTAGCAAACTGTAAGTAAGATAAACTCAAAGGTATCCACACTGAGACACGTTATGATAAAACCATCAAAAGATAAACGCAAAGAGAATCTTGAGAGCAGAAAGCAAGACATGACTGTCAAATACAAGGACTTCTTCATGAGATTAGCAGTAAATTTATCATCAGAAACCATGGAGACCAGAAGGCAATGGGTTGTCATATTTAAAGTAGGGTCATTACTACTGACCTTACAGAAATTAAAAGGATTAAAATAGAAGACTATGAATAATTATATGAAAACAAATTAGATAACCTAGATGAAATGGACAAATTCCTAGAAACACATAACCAACCAGGACTGGATCATGAAGAAGACCGGATCATGAAGAATTAGAAAATCTGAAGAGACTTATAATAAGTAAAGTGTTTGAACTGGTAACAAAAATCTCTCAATCAAGTAAAGTCTGGGACCAGATGGCTTCACTGGTGAATTGCAACAAACATTCAAACAAGAATGAACATCAATCCTTCTTAAACTCTTCCAAAAAATTGAAGTGGAGAAACATTTCCTAACTCATTCTATGAGGTCAGAATTACTATAATACCAAAGCAGATAAGGACATCATAAGCAAAGAAAATTACAGACCAGTATCTCTTATGAATGTAGAGGCAACATTTCTCAACAAAATACAAATGAACTGAATCCAACAGTGTATTAAAAGGATTATGCACTATGCCCAAGTGGGATTTATCCCAGGAGAATGGTTTAACATAAGAAAAGTCAAGCAATATTATATGCCACATTAATAGAATAAAGGAAAAAAAGCCCTACAGGATCATCTCAATTGACACAGAAAACGCATCTGACAAAATCCAATATCTTGTCATGATAAAAACACTCAGAAAATGAGCAACATATGGAAACTTTCTTAACGTAATAAAGGGCATTAATGAAAAACTCAGAGCTAGCATTATACTCAATAGTGAAAGACTCAAAGTTTTCCTCTTAAAATCAGGAACAAGGCAAAGATATCACCACTGCTATTTAACACTGTACTGGAATTTCTAGCCAGTGCAAATGGGCAAGAAAAATAAGTAAATGCATTCAAATTGGAAAAGAAGTAAAACTATCTCTACTCACAGATGCCATGATTCTATGTATAGAAGTTAGACCCCCTACTTCACACCACATATAAAAATGATCTCAAAATCAACTAACATTCTAAATATAATAGCTACAACCACTAAATCTTAGAATAAAAAGTAGAGGTAAATATCTATGGGCTTGCATTTTACAATGGATTCTGTGACTCCATCTCAAAAAAAAAAAAAAAAAAAAAAATTTCTTCATCAAAAGAGATTATTAAGGATGTGAAAACAAAACCAAAAAAAGGAAGAAAGTATTTTTAAATTATGTATCTTATAAAAATTTAATGTCCAGAGTATACAAAGTACTCCTATAACTGAACAAAATGACAACCCAACTGAAAAATGGGCAAATGATCTGAATACACATTTCTCCAAAGAAGATATACAAATGGCCAATAAGCACATGAAAAGATACTCAACATCTTTAGTCATTAGGAAAATTCAAATTAAACCTCCAATAATATATCACTTCATACCCCACCAGTTATAATTTTTAAATAAAATTCCCATCCTATTAGAAAATAAGGGGAAAATAAGTGTTGGTGAGGTTGTGGAAAATTTGGAACTCTTGTATATTGCTGGTGGAAATATAAAATCATGTAGCTTGATGAAAATACCAAAAGCAATTGGAACAGAATCCAAAATTGACAAATGGGATGTAATTAAACTAAAGAGCTTCTGCACAGCAAAAGAAACTATCATCAGAGTGAACAGGCATCCAACAGAGTGGGAGAAAATTTTTGCAGTCTACTTACTGACAAAAGTCTAATATCCAGAATTTACAAGGAACTTAAACATATTTATGAGAAAAACTTCATCACAAAGTGGGCAAAAGAGATGAACAGACACTTCTCAAAGGAAGACATTTACACGGCCAAAAAACGTATGAAAAAGAGTTAAACATCACTGATCATCAGAGAAATGCAAATCAAAATGATAATGAGATACCATCTTACGCCAGTCAGAATGGCGATTATTAAAAAGGCAAGAAACAATAGATCCTGGTGAGGCTGTGGAGAAATACGAACATTTTTATGCTATTGGTGGGAATGTAAATTAGTTCAACCATTGTGGAAGACAGTATGGCAATTCTTCAAAGATATAAAACCAGAAATACCATTTGACCCAGGAATCCCATTGCTGGGTATATAGCCAAAGGAATATAAGTCAATCTGCTGAAAAGACACATGCACACGTATGTTTATTACAGCACTATTCACAATAGCAAAGACATGGAACTAACCCAAATTCTCAACAATGATAGACTATTTGATAAAGAAAATGTGGTACATATACACCAGGGAGTACTACACAGCCATAAAAAGGGACACGATCATGTTCTTTGCAGGGACATGGATGAAGCTGGAAGCCATCATCTTCAGCAAACTAACACAGAAGGAGAAAACCAAACACCACATGTTCTCACTCATAAGTGGGAGTTGAACAATGAGAACACATGGGCACAGAGAGGGGAACATCACACACTGGGGCCTGTTGCGGGATGGGGGAAAGGGGAGGGAATTTAGAGGACAGGTCAATAATACATCAAGCCCCCATGGCACACGTATACCTATGTAACAAACCTGCACATTCTGCACATGTATCCTGGAACTTAAAGTAAAATTTAAAAATAAAATTTAAAGTAAAAATAAAATTTTGATTAAAAAAGTTAAAAAATAAAATCACGCAGCTGCTGTGGAAAACAGTTTGTTGGTTCCTCAAAAATTTAAACACAGAATTACATGTAATCCAGCAATTCCTCTCCTAGGTTTATAGGTAAGAGAATTGAAAACAGGGACTCAAACAGACACTTGTATGTCAGTGTTCACTGCAGCCTTATTCAAAATACACAAAAGATGGAATGAAGCCAAATGTCTACCCATGTATGAATGGATAAAGAAAACTTGGTATATGTATCCAGTGGGATATTATTCATCCATAAGAAAGGAATGAAGTTCTGATACGTACTACAGTGTGGATAAGCCCTAAAAACTATGCTATGTGAAGGAACCATGCACAAAAGGACAACTATTCTTTAATTCCACTTATATGAAATATCAAAAATAGGCAAATTTATTGAGACAGAAAGTAAATTAATGGTTAACAGGGGATGGTGGCGGGAGTCATGGGAGTTATTGCTTAATGGTTACAGAGTTTTTGTTGAGGCAATAGAAAAGTTTGATTAATAGTGGTGATGGTTGCATAACACTGTGAATGTATTTAATGCCACTGAATTGTGCACTTAAAATGTTTATAATGGAAAATTTTAAAAAAACAAAACAAAACAGGTAGCTTGGTCCTATTTCCAAAGTCTGATTCAGTGGACCTAGGTTGGGACCCAAATCTTTTCATTTCTAACAAGCTGCCAGGTGATGGTGATGCTGCTGGTTCTGGGACATGCTTTAGACAGAAACATAACAAGAACTCCAGGGCCGGGAAGAAGAATCTTGGTTTCAAGGGATGGAGATCTGAGTTTGAATCCTGAACATACCTCTTTATTATAGCTGTTGAACTTGTGTTGCTTTGCTTTTTGAAGCCAATGAAGTTAACTCTCTTGCTTAAATTCTTTTAGTGACTCTCTATTGCATGTCAAACCAGCGTAAGATCTGGTCCTTGCTGTCCTCTGCAACCTTCTCTCATGCCATTTTCTCTTCTGCCCACCATGCCTCAGCCACACTACTCTTTTATAGTTCCTTGAACATAACAGGGCCTTTTCACCTGCTTGTGCCCAGGACAGTTTTCATTCGGTTGTTTGAAATGTTGTCTTCTTTATTTTTCTAAATTAATTATAATTTGTATTTTAAGTGCTAGGGTACATGTGCAGGATATTTTCCTGGAGCACCCTCTCTTTGCAGGTCCGTCACCATTACTGCATATATCGGTTAGCTATTGCTGCACAACAAACCCCCAAAACTCAGGGGCTTATGTCAGTAACCTCACAGGTCTGCTCAAAAATTGTGTTGATAAGGATCGGTCTTGGTTGATCCCCTCTAGATTTACTCATATGCCTGTAGCTGGCTGGTGGAGTTGGCCAAAGGCTGACTTAACTGGGATAGTCTCAGTGCCATGGTGATTAACTCCTGGCTGGGGCAATGTTGACGACTGGACCATGTGTCTTTCATTATCTAACAGGCCAGCCTGGGCTTGTTCCCGTGGTGCTCGGCAATGTTTCAAGGTAGAGTAGATGTTCACAAGACCCTTGAGGCCTAGGCTGGGAACTGGCACACCATCACTTCCACAGTGCTTTACTGATCAAAGCAAGTCACAAGACTAGCCCCAGACTTAAGGGATGGGGAAACAGACTCCCCCTCTTGAAGTGAGGGTGTACAAAGTCACTGTTCAAAATGTGTGAGTACAAATGGGGAATCAATTTGCAATCATTCTATCACATACTTTCCAACTGAAACATCTCCATTTCCGGCCCCGCACTCACCACAGTTTGAGAGTGTAGGCAGGGCTGGCTTCATGGGCCATCAACCTGAGCAGTCCCAGGGGGGCCGTGCTTAGAAAGGTCCTGTGATTAGATTACTGCCCTGCTGTTGCCCTCTTCAATTGTTTAGTAAATTTTGAACAAGGGACTCTGCAAATTATGTAGCAGGTTCTAAGTATAGTTTATGTGGGTGTTTATTTGTTCATCATTGGTCTTTCTAGATTGTAGGCTTCACCAGGGTCAGAACTAGCTCTCATTCAGCAAGTGCTTAGAAGTACCAGGTACATAACTGGCAGACAATATACTGTTAATGAATGAATGTACCAGTTATGAATTTATCTTCTTATTTGTAAAGTTCCAGAGATGTCTTTCCTGAAGGTAATGCAGATTATATAAGAATATGTATTAAAAGCAACTTGCACATAGTACATTTGTAACACATGTCTCCATCCCTTTTTAGTATTTAAGCACATAAAAATGCATTTCTTGGCATTTAATGCTCCCTGTATGTTTAACTGTATACTGTAGAAATGAAGGCACTCTTCCTGTCTTTTAGGAATTTCTGTTTTAGTTATGAGGATATGATTAAGAGAGAGAGAACAGTTCTTCCTATTATCTATTCCAGCTTGATGAGTGTATGATTCTCTGTAGATATAAAGAACTTTGTGCTTGAGCTCAAATACCTGGTACAGACAGATAACACAAAGAACATTCAGAGACTTGGACAATCATTTTGCTGCAGAGGTGGGTTATGGGAATGTAGAGGACAGAACCAACAGTTATTGAATACTTCCTATGTTACAGACTTTGGCCCTGCATATAGTATCTCAGTTAATTACATTTCACCTTCAGAGAAATCCTACTAAGTTAGTGATTTTTATCCCCATTGTGTAGGTCAGGCAATTGGACTCAGATTAAGTAAGTTGCCAACCTTATATAGCCCAGAAGTGATGGAAATGGGATTTAGACCCAGGTCTTTATGATTTCAAAGTCTTTGCTCCTTCATTCAACAAATATTTATTAAGGGCTTACCCTGTGTTTCCACAGTTACCACTGTGTTGATT	LN:i:17948	rd:i:0
+A	atg000002l	0	-	m64011_190901_095311/29166179/ccs	0	16328	id:i:75	HG:A:a
+A	atg000002l	5181	+	m64012_190921_234837/159975018/ccs	0	12767	id:i:79	HG:A:a
--- /dev/null	Thu Jan 01 00:00:00 1970 +0000
+++ b/test-data/hifiasm-out-hifi-p.gfa	Wed Oct 06 20:11:11 2021 +0000
@@ -0,0 +1,7 @@
+S	ptg000001l	GAAGTTTTGTCTGAGAGGAGTACCAGGCCGTGTGAGGTGTCAGTCTGCCCCTACTTGGGGGTGCCTCCCAGTTAGGCTACTCGGGTGTCAGAGACCCACTTGAGGAGGCAGTCTGTCCATTCTCAGATGTCCAGCTGCGTGCTGGGAGAACCACTACTCTCTTCAAGGCTGTCAGACAGGGACATTTAAGTCTGCAGAGGATTCTGCTGACTTTTCTTTGGCTGTGCCTTGCCCCTAGAGGTGGAGTCTACAGAGGCAGGCAGGCCTCCTTGAGCTGCGGTGGGCTCCACCCAGTTCGAGCTTCCCAGCTGCTTTGTTTATCTACTCAAGCCTTGGCAATGGCAGGCGCCCCCTCCCCCGGCCTCACTGCTGCCTTGCAGTTTGATCTCAGACTGCTGTGCTAGCAATGAGTGAGACTCCATGGGCGTAGGGCCCTCCGAGCCAGGGGTGGGATATAATCTCCTGGTGTGCCATTTGCTAAGACTGTTGGAAAAGTGCAGTATTAGGGTGGGAGTGACCTGATTTTCCAGGTGCTGTCTGTCACCCCTTTCTTTGACTAGGAAAGGGAATTCCCTGACCCCTTGCGCTTCCTGGGTGAGGCGATGCCTTGCCCTGCTTCGGCTCATGCTCGGTGCACTGCACCCACTGTCCTGCACCCACTTTCCGACACTCCCCAGTGAGATGAACCCAGTACCTCAGTTGGAAATGCAGAAATCACCCATCTTCTGCATCGCTCATGCTGGGAACTGTGGACTGGAGCTGTTCCTATTCAGCCATCTTGGCTCCACACTGTCAAATGCTTTTTCTGCATCTATTGTTATGATCATGTGATTTTTCTTCTTTAGCCTTTTGATGTGCTGAACACATCAATTCAAATGATTTTCAAATGTTGAACCAGTCTTGCCTTACCTGGGATAATATACACCGCCTGGTTATGGTGTATTTTTTTAAATAACTGTCGGAGTCAATTCACTAATATTTTGTTGAGAATTTTTGCATCTATGTTCATGAGAAATACCGGGCTATAGTTTTCTTTTCTTGTGATGTTTTTGTCTGGTTTTAGTATTAGAGTAATGTTGGCCTCACAAAGAATTTGGAAGTATTCCCAATGCTTCTGTATTCTGGAAGAGATTGTGGAGAATTTGTATAATTTCTTTCATAAATGTTTGGTAGAATTCACCAGTGAACCCATCTGGGCCTGGTGCTTCTGTTTGAAACTGTTATTAATTATTGGTTCAATTTCTGTAATAGATATAGGCCTATTCAGATAATCTATGTCTTCTTCTGTGAGAATTATCTTTCAAGAAATTGGTTCATTTTACATAGGTTATCAAATTTTGGGCATAGAGAGTTGTTCATAATATTGCTGTATAACCTTTTAATGTCCATGAGACTACAGTGATATCCTCTTTTTCATTACTGATATTAGTGATTTGTCTTCCTTCTTTTTTGTCTTAGCCTGACTGGAGGTTCATCAATTTTGTTGATCTTTTCAAAGAACTAGGTTTTATTTTTGTTAATTTTCTCTATTGATTTCCTGTTTTCAGTTTCATTGATTTTGGCACTAATTTTTATTATATGTTTTCTCCTGCTTATTTTGGATCTAATTTTTTTCTAGTTTCCTAAGGTGGAAGCTTGGATCATTACTCTCCAATCTTTCTTTTGTTCTAATATGTGCATTCAATGCTAAGCACAGCCTTCCCTGCAAATTTTGAAAAATTTTATCTTATTTTTATTTAGTTTAAAATATTTTTAATTTCTTTTGAGATTTCTGTTTTGACCCATAGGTTACTTAAAAGTGTGCTGTTTAATCCCCAATAATTTTGGAGTTCTCCAGCTGTTATTGATTTCCATTTTAATTCTATTGTGGCATGAATGCAGATATTGTATGATAATTTCTGTTCTTTTAAATGTGCTAAGGTCTGCTTTATGACCCAGAACATGGTTTATTTTGATGAATGTTCCATGTGAGCTTGAGAAGAATGTGTGTTGTGCTGTCACTGAATGATGTAGTTCATAGATGTCAATTATATCCAGTTGATTAATGTGGTATTATTGCTATGTCCTTAAGAATTTTCTGCCAGCAGACTCTGTTTATTTCAGAAAGAGGAGTGTCTAATTGTCAAACTATATTAGTGAATTCATCTGTTTCTCTTTCTAGTTTGGTCAGTTTTTACTCATGTATTTTGAGGTTCTCATGTTAGGCACATACACAAAAAGATTGTGTATATCTTTTTGGAGAATTAACCCTTTTAAAATTATGTAATGCCCATTTATCCCTGATAATTTTTCTTGCTTTGAAGTCTGTTGTGTCAGAAATTAATATAGCTATTCTGATTTCATTTTAGTATTAGCATGATATATATTTCTTCTTCCATTTGCTTTTAATCTGTATATTTTTTAATAAAGTGAGTATTTTGTAGACAGCACGTAGTTGGGTCTTGTCTTTTGATCCACTCTGATATTCTGTATCTTTTAATTGGTATATTTAGACCACTGATTGTTGACACAAGTGACACTACTATATTTATTACTGCTTTCTTTTCACTACCTGTGTCCTTGCTTCTATTTTAGTCTTCCAATCTTTGTCTTCTTTTTGAGGTTTTCATTAATCATTTTATGATATTCTATTTTTCTTTTTTCTTAGCATAGCAATATACTTTTTTTTAAACAAAAAGCGATTGCCACAGAGTTTTCAATATACATTTATAATTAATCCCAGCATACCCTTAGATAATACTATACTACTTCATAGAGAGTACAAGAACCTTATGATAACAAAAGAAGCCTAATTCTCTCTCCCATCACTGTATCATTGCTGTCATTCATTTCACTTTTGTATAAGAGTATATAATCGAATACATTGTTGCTATGATTTTGAACAAACTGTTATCTGTTAGATCAATTAATGATAAGGGAAAAGTTTTAATTTTAATTTTGCTAATTCTTTCGCTGATGCTCTTTCTTTCTTTATGTAGATCCATGATTTGAACTATATGATTTTCCTCTTCTATGAAGACCTTCAACATTTCTTGTAAGGTAGGTCTGCTTGGCACAAAACCCTCAATTTTTGTTGTCTGAAAATGGCTTTATGTCTCCTCTACTTTTGAAGGATAATTTCACTGGGTGCAGCATTCTAAGTTGCTTTTTTTCCCTCAACACTTACATATTTCATACCTTTCTCTTCTTGTTTGCATGATTTCTAAGAAATCAGTGGTAATTCTCTTTGGTCTTCTAGGTAAGAATTTTTTTTTCTCCTGAATTTCTTCAAGAATTTTTATCTTTGGTTTTCTGCAGTTCGAATAGGATATGCCTCTGTGTGTGTGTGTGTGTGAGAGAGAGAGAGAGAGAGAGAGAGGGATTTGGCAATTTGGCATTTATCCTGCTTGGTTTTCTCTGAGCTTCCTGAATACATGGTTTGTTGTCTGACATTAATGTTAGAAAATTCTCAGTCATTATTGTTTCCCATATTCCTATTGTTTCTTTTTGTTTTCTTCTTCTGATATTCCCACTATATGCATTTACACATTCTATGGTGGTCCCACAGTTCTTTGGCTTTTTGTTTTGTTTTGTTTTTTTCTCAGTTTTCTTTTTCTTTGTTTTTCCATTTTAGAAGTTTCCATTAATATATCTTCAAGCTCAGAGATTTTTTTTCCTCAGCCATGTAAAGTTTACTAATTAGCACAAAAAAGGCATTTTTCATGTCTGCTACAGATTTTTTCTTCTGTAGCATTTCTTTTCAATCCTTTCTTAGAATTTCCATCTCTCTGATTACATTGACCATCTGTTCTTACATTCTGTCTACTTTATCCATTAGAATCCTTTTCATGTTAACCATACCTGTTTTAAATTCCAGGTCTACTCCCAATATTCCTGCCACATCTGAGTCTGGTTTTTATACTTGCTCTATGTTTTAAAACTGTGCTTTCTCCTTTTAGTATCCCTTGCCATTTTTTCTTGATAACCAGACATGACATGATGTATTATGTAAAAGGGACTGTAATAAACAGACCTTTTGTAATGTGGTGGGAAGTTGTTGAGGGGTTAGCATTCTATATGATTAGGTCTCATTCTTTCATTAAGACTGTGCCTCTGAACTATGAATTTCACAAGTGCTTCTCCATCTCCACCCCACAAGACTCAGGTGGGACAGGTTGGTTAGAGTGGGCTGGAGCTGTGAATTTTTCTTCCCCCATGTGGAAGGCTAGGAGGTGGCTGGAGTTGGGTATTTCCTTTCCCCTAGATTGGGTAGGCTCTGATAAAAACCCCTACAGTTCAGGCTGTGCTAAATAAAATAGTTCCTCTTAAAGGCAGGTTTTGTTAAGAACAGAATGCTCTGGCATATGTCCACATGGTTTCTTCTCTTCTCCTCCTGCCAGAAGCATAGGGGAATTTTTCATTCTTAGAAGCTGGTCAAGCTCCTGGATGTAAAGCTCACAAAAGTGTGAGGGCCTCTCTATCGCCATCCTCCGACCCTATGGAGTTTTAAACACTCACATTAGTCTATAAGCCTAAAGCAATTAATCAGTTATATTTCAGGTTTCCCTACCCTGGTCCTGGTTCCCACATAAGTTTCAGTTTGGAGTTTTTCTTCCTTAAGTTCTTTGTTTCTGCCTGTCTGTCTTTCCAGTTTGGGGGGCAGCAGTTTTCCCTGTGACCTAACTTCACTAAATTTTCTAACTAAAAGACAAAGGATGGCTAAATAGATTAAAAACAAGACCTAACTATATGCTGTCTATGAGAAACTCACTTCACCTATAATGACACACATTTACTGAAAGTGAAGGAATGGAGAAAATCATTTCATGCAAATGAAAACCAAAACAGAGCAGGAGGAGCTACATTTATATCAGATAAAATAAACTTTAAGTCAGAAACTGGTAGGACATCCACATAAAGATGCCCAGTAGGTGGCTTAATAAATGACTGCAGCCCTGGATAAGTTATTGTGGGTGATGATATCGATTCAAGAGTCATCAACATATGGACAAGAGTTAAATACAAAAGAGTATATAAAATAGCCTAGAGCAGAGGTTTTCAACTTTTCTTCTGCTATGACAGATGTGAATGACATTCATATGAGACACACTCCCAGGAACATACTCAGACTGTAATGAAAACCAAACACACACACTTACAAACAAAAGTAGTTGGCCAAATAAAGCAAAGAACTCCCAAACTGTTTTTATAGATCATACTCGCAAAAGCATTTTACTACCAAAGGATCAGTAAAATCACATATTTAATTATCTTAAAACATCATTTCTTGGAGAGAAAAAAATGCATATATGGTTAATCTAACATAAAAACTATTTTGAACTATATTTTGAAGACTAAATTCAAACCCCCACAGGTAATACAAGGAAATAAAAATGTATTACTAGTAATTTTTAAATTATCATTTTATCATTAAAAAGTATAGTGAGTAGTATTTCTATTTATTCATGATATTATTATAAGTAACATTATTGCACACACTATTTGAATGATCACTTTGTCTTTGATTTGGAGATTGTAAGGACAGCCTCATTCTCATTTCTATACCATGAGGATGTAGATGCATATACATTTTCTTCATCTCTCTTTGTTATTAAAAATGTGCCCATGGATAAATCAAGAAAAGAAACATACCTATAAATCCACAGTTTATAGACTATAATATTTCAAAATTGTTATAACTCTTAATGACACATCAATAATCATAGTTCATGGATGTTTTCAGCAAATATAAAATAGGCTAAGAATTATGAGAAATTCACTTACAGCTAACTCTAATTCCATGTTTTCACACACAAGTAGGTACACACTATTGAAAAATAAATGCATAAGTGTGACATTCTTATAATGGTAAATTTGAGGTGAGTCTAATTAATTAAAAATTTAAAATTTTCAGAAATCCTTATAACAATTCTTATGAGTGAGTAGTTTTGACACGTGCTATAACTGATCGTGATCCTGTAATGTGTCATGCCACTAAGATCAAGAGGACTAGGCTAGGAAGAGGACTGTAGAGAAAGCACAGAAAAATGATGATGACAAAACCGGGGACCACCAATATTTAAACTGTCAAAAGAAGATGACAAGATAATTAGCTGGAATGTAGAAAAAGAGAGAGAGAAGGGTGTCACAGAAGCCAAGAGAAGTGCAACATTCAAAGGATAAAGGGTCAACGTGTCAAAATCCTGTTGAAAGGTAAGTAAAGTTAGAAATGGCAATGATGGAGTCATTGATAAGCTTCATGGGCCCACGTAGATTACTGGTTAAAAGCATGAGCTGCAGAGCCAAATGTCTGCCATGTGCAACCTCTGTAGCCTGTGCAAGGTTCCTGATATCTTTTGGAGCTTATATTCAAGAGGGAACAAATAGCAGAGAGTAAAAATAGGTAGATAGATGATTGATGGACAGACAAGCAACACACAAGTGAACATTTTAATGTCAGGGAAAAAAATACTATGAAACAAATATAAAACCTACTGCCTTCACAGAGGTTACATTCTAAGCCGAGTTAAAAAAAAAAATACCTAAATGGAATGCGAACTGCCAGTTCATGCTAAATGGTTCCAGAGTGACCTCACTGGGTTGTGGAAGTGCATAGATGAACTGACTGCGTATCTGGACTAGGAGGGTTAGGGAATCATCCAATCTTAAGGAGGGGCTAGTAGCAGGTAAGTGCAGAGGAAGGGAGAGGATTTTTGACACAGAGGCAAAACTGAAAGGTCTGTGGGGTACACTAAGCATTCCTGTTTGGCTGAAAGGAAGGATTTATGTAGAAAAATATTGACCAAAAAATAGGGAAAGTAAATTGGGGTCAGAGGATAGAGGGCCTTGAATGAAAAACTAAGAATTTGTAGAATACCCTTAGCGTGGTACACAGACATTAAAGAATTTCTGAAATAAAAATACAAGGCTCAGAAAGATACTACCTTAAAAAGGAAAATATGAACTTCAGAAAAGAGAGAGAGACAGTAAAGTTTTAAGAACCCAAGACTATTTTATACCAAAGATTTGCCTTAATGCAAACAGAAACTTTAAAACATGCACACAGACACACATACTCTTCAAGAAAGCTCTTGAGACTTATTGGATGTTGTCCTAGAGAACCAATGATTATAAACATTGTTTTATTTACTTTTTTTTCTAAAAAGAATCAATACAGAGATACTTAATTTGTTCCATTTTCTCTATTGCACAATTAATGCAATTTCTCACCTGTCATGCCATCACTATTTAATAACCACAGAAGAGCTGACAGATGGCAGAAAACTGTGGAGAGCCAGATTTAAAGGATTCTAGAAATGTCCTTGCTGTTTTCCAAAAGAGAATACACATTATATAATACCAAATCCACTGTAGCCCTTGTTTGAGGAAGTGATACCCCTATTTTTACACTAAGAAGAGCCTTCTGAATATAGTTTTTATTTAGTAAAAGAAAAACATCTTCCTTTGCAAAGAAAGTATTAAGGAGGGGGTGAATAGTTCACATTATTCATGCTGAATTTTTTTGGTTTTTGGCTGAAATAGAGGTGTTTATAGTCTACTCACGAAAGTGATGTTTAAGCAGCAAAAGTTAGCCTTTCTTGAAAAGATGACAGGTGAAGACTCAAGATTACAGGTAAATTAGAAATTGGAAACAGCTTATCTTTTATCTTCCCTTCTAACTAAACATTACAGCCACATGAACAACTCTATTAAATACTTTTCTATTACCTAAGGCCTTTACTATGCCACTCTAAATTATCTTTCTCCCTATCTAGGAGGATTGTGTCCTTCCAAGAACTATTCATATGTTTTATTATTATTTTTCTTCAACTGCTCTCTATTTTGGAGGCTTTCTTTTAAATAGGATAAAGCAAGAGAATCTCTTTGTGCTAATAATGAAAGGATACATGAGTCAATGAAGTGCTCTCTGGTAAAAGTATCTGTTTTAGTTCAACACACGCACGCACACACACACACACTCCACAACTGTTGTCACCAGCTCAGGCAACCATACACTGAGTTTTCCCCAAAAGTCTCTATTTCAATTAGCTCCAAATTCATAGTCTGCTATAAGGTACACTCCACATTTGTTAAACCACTGTGACCCAATTCCTATAGTAAGGTCATTATAATAACTAAAAGATCTAGAAATTAGTGGGGGCTTTCAGAAGCCAGATATTTTAGCCAAGTAGTTTAGCCCTGGTCAATATTACAAAGTAGATATAATTGTACAAACTATACATATCTGAAAATATTCTCAAAAAGATTCCCTCCAGCCTTCCCATCTCCTGCTGGCAAATGTTCTCCCTTCATTCCAGATACAACATGGCCTCCACTGGGCACCATATTCAAGGCTTGTGCAGGATGACACTTTATCTCCATCTGCAAAATGCAACTACAAGACAGCTGTTATTCTAATCACTTCATAGATAAGGAAAGTGAGATGCCAAAAAGATTAATAACTCAAAGTCAGCAGAAGATTCAATCTCGGTCTCTTCCTCCTAAGCCTGTGCTCTTTTTCCCTATATCATGCTGCTTTTCTTCTCCTGTGCTTTTATATGTCTCTAGGTGCTACATTCCCCCTCCCACCCCTATTCCTGAGGAGGGAAGGATGAGACAGACAGACACACAAACACACACACACACACACACACACACACACACACACACCCCATTGTAGACTTTCAGACATCTAACAGAGAAGCTGGTAATTAGGCAAAACAAAAAAATTCTCTATAAACAAGTTTCCAAATAAACATGGTTGGCTAAATGCACATAATTTCATCTGCTCCTTCTTGAAATTTCATTAAAGTTATATATTTAAGAGCTTTTTTTCCATTTTTTAAGGATTATATACCTATAAAGGCTGTGAGAATTGTAACTCAACAAAATTTTGAAAACTTAGAAGCAGATGAAGGAGTGATGACTGCTTTCTCAGATCTGAAAAAGCTGAATTCAAACACTCAGTGAGAAAAGCCAAGAAACAGTTTGTTTTGCACCATGGGATTTAAGAGGCTCAGGAATTAACACCACCAGATACTTCTGACAATGGCAGCTAAATATAGGATGAAAGTCTCCTTAAAAACTAGGTATACACCTGGTTCCTCTTCCCATTCTGCCCAGTTAGATGACTGCCTCTCCACCAGCCTAGAAAAAGATGGGAGATTTATTTTCTGCACTATGGAACACCACACGCAACTGAATGCAGATTCCATATTGAATACTGGGAAATCAGTGAAAGTTTATATGGCAATCAGAATGCTGAAAGATGGCTTTTATTGCCTGGGCAGGAATTTTGAAGAATATTTTCTAAGGAAACAAACAAACTAAAAATACTTAAATTGACAATCAGGTGTTTCCTGAGAGAATGAATGGCTCGCCGTTACCCCACATTGAATTTAATCATTAACAATCACATCTCCAGTTGCACAGAGCTTTCGATTAGTGTTTTATTGCAGAGCTCTTAAGTATGAGTGGAAAGCCGGGTTAAACATTTGAGGGAGGCTTCTAACATAAAAGACAAAAGCCACAGCAAATTTGTAGACAAACCCAAGAAGAAGGATGTGAGAACTCCATTAACAGAACACTTCATCATCACTATCCCTTGATTACTCACCATGATTAATGTCCTAAGAGGGAAAGGACACCATGTTCATGAAACAGAGTATGCTATGAGAAAACACAGGAAGAGAAAAAGCAGTCTTGAAACATAAAAGAGGACAACAGAAATGAAAAGGGTTACAAGATAAAGTGAACGAAGTCTCCAGATATTAGAAGAAAATGACAAATATATGTAAAATAAGAAGACAAGTATAAAAATTGAAAAATCAGAAAGTCCAGCATCAAAATAACAGGAAAGCTAGAAAAAGAAAGAGAAGACCAAGGAAAAAGGAGTAAGAGTACAGGAGAAGTCACCAAAGATATCATGTTAGAACATTTACAGACTTAAATGTTATGAATATCTAGATTGAAAAAGTCCACTGAGTGACCAACAGGATGAAGAAAATGTATACCAATATCATCATGAAATTTAAAACAATGGATTTCAAAACCAAAGATAAAAAGTCAGAATAGCATTGGGCTTCTCAAATTCCATACAGGAACCTAGGATACAATGGAACAATGCTTTCAGAATCCTGAGGAAGGAACAATGATTTACAAACAGAAATACAATACCTTTTCAAATTGCCAGTCAAGAGTGAAGGTATAATTATTTTTAAAATGTATATGTTTTGTTTGCCATGTGCCAGATAGTTTTCTTAGCAATTTGTAAATATTAACTCACTTCATAAGACAGTTATCAGAGCAGAAATTTCTCAAAACCTCATCTCCCATGTAGTCTTTCTCAGGTAATTAATGGAGAACCAAGCCAGAGCGGTCAACTAAGAAAAGTAAGCACAGTACATAGGAACGGGGCTCTCACCCGACAGAGAGGCAAAAAGGACCCCAGAGTCATGGTACAGATATATTCCCAGGACATTCACTACACAGTGAACCTGGAAATCAACCAAACTGTGGGGGAGATTTATTCCAGAACATAAAAGAGTTAATGTCTTAGAGGGTATTTATACAACTAGAGGGAGTTTGAGGATTAATTATGATAATACCATAGTAAACTAAATAATAAGATTAATAAATTAGATGATTCTTAATGACAAGAGGAACGAAGAGCTATGCAAGAAAGAAAATCAAGTATATTCCATGATTAGATTATCAATAGCACACGCACAATTGTAATAACATAAACGATACTAACCTAACGAGAAGATATGTGGAGAGGTGTGTAAAAAAATGAAAACTTAAAAATATCACAAAGTAGCAAAGAAATGTGCTATTTAAAGATCTGAACGAAAACACCAATTGAATCTGTTAAAAGCATTGAAAGTGGTTGCCTCTAGGGATAGGAAATAGGGAACTGTTTCCAAGGGATTAATCTTCCCTATAAAACTTTCTAGAACTGTTTAGTTCTTTAAACTACATGTATGTAGAGACTTGAAATTACAAAATAATTTCTCAGTGTTCATAAACAGATTTTTCCTTTGAGGCAGTACTGCATAAAGGTTAAAAATTAGCAGATTGCTTGGGTTTAATCCTGGCTCTTTCATTAATAGCTATTTGACCTTGGGCAAATTCTTTAATCGCTCTCTGCCTCTGTTTCCTCTTGTGTAAATGCAGGTAGGTAATAGTATCTTCCTCACAGAGTTTTGTGAGGGCTAAATATATGCAATTTGAACAGTGCCTAGCTCAACATGAAGTTTATGATCATAATTAGTCGTACAAATGGAATATTTGAGGGTATTTTAGGTCCATCTAAATAATAAAAGAAATAAAACTAAAGCAACAGGACATGTAGAGGGGAACAACACACTGGAGCCTTTCAAAGGATGGAAAGGGGAAGGAGGGAGAGGATCAGGAAAAATAACTAATGGGTACTATGCTTAATATCTGAGTGATGAAATAATCTTACAACAAACCTCCATGACACAAGTTTACCTATGCAACAAACCTGCACTTGTACCCCTGACCTTGAAATAAAAGTAAAAAAAAAAAAGGCCATTTCATTTTATTTTCACCCAAATTATCTATACTGGCCCAAAATTATGATTTAAAAATGTCGAGGAACCAGCAGACTAACATTCTAAGTAGCAATGATTTATTAAGCAACCCTTTGATAACTGAATACAGTTGCTAACTATGATCACTTACTGAATTTCTATTCAATAAGGTATAGAGGGTTCTTTAATATTACCTCCACTTAAAGAATATTTATAGCCCTTAATATTCTAACCTCCCTCCACTTAATAATTTCAGAAATTGATAGAAAGTATTAATATGTCTTCTAAAGGAAAAATGAATTAACTTCCATGTATAATTCTCTCCTTACCAAAAAAAAATATTTAAAAAGCTGTCTTCATATTTTGTGAGCTCTGGCTAATTTTTTAATATTTGTAAAGCCAATATGAGTATAAGTTAAAATTTATTCTTCTTCAGTATGCCAAGAAAAAAGGAGAGGCTCCTCAATAACCCTCAAGACATAATGTCATTTTCTCTCCTGTGGATGAAGACTCTCTATCTGCTGAATATTTATTAGTCTGCTGGGTCACCTGCTAGAAAACAGACAATTCTCCAGCAACTTCAAACACTCTTCTTCACTGAACTACAGTTTGGTATGAGACGTCAAAGGATAAGAATGTGCATACCTAAATGGTCAAATGAAGATGAATGTTCCATATGGCTTTTGCCCCATACTGCCCAAGACTGTGTTAAAAACTAAATACATCAGGATGCTCTAAGCCACTGAAGAGCCATGTTTGCCAGTCACATTATACTGGGCTTCTCTGGTTATACAAAGGGACACCTAATGAAGATATTCTGTTGATATAAAAGCAGTCTCATGGACAGTAATCTTTCTATATCCTTAGGCAGCCACAATACTGCCTGTCAAATATAATTACCAGCAGAAGAACAGAAAACTAACACTTACCTATTACCTTGTTAACATGTCCACAATGAGCCAATATGAAATGAACATAATAATGGTGTCATTTGTGGGGAAAAGCCTGAGAGACATGGTTTATAGTGCTCACCAAGGTCTGAATGTCAGAAAGAATATTATGTGATAAGACTATTTTAACATGCAAATATAATGGGCCAGGTTTTCCGTTTGGTTTCCTGCTATATCCACCACATCTAGAATAGTATTTGGTACTCAATAAATATCTGTTCACTTAATGAATTGAGAACTATGCTGAGTTGTACTTTAAAGGTGATTTATTAATAAAATATTTGGTGGTAATTTTGAGTGTACATAAATCACATCTCAAATTTATTGCTCACATATGACCCTACTCTAAAACATGATTAGAACAACTCTATTTAAATTCAACTTAAATGCAAATCTGCTTAACAGGGTGAATTGCTTCAGTCATAAAGACTGGGTTCCCAAAAGCTATGCAAGCTAATTCTTGAAAAAAAGTCATTTTTGAAAACACAGAATAAAAAAGAAAAAGGTCTATGGACTATAGTGGTCTAGAGAAACTCCGACTTAGTATTTTGCATCTTCTTTTTTTTCTCTGTAAAACACCAGTGTGAGCATGTCACTTTTGTGTTTTAGATGGATTTAGGTCCAAAATTCTTAGTAGGGCATTCAAGGCTTCCTGGCTACCGACCCCAGTCTGTCTATTGCAGCACTCTTCTTGGAACTCTTTTCATCTGCTGTCCACTCACATTGCAACTCAGCACCATCACATGATATCCTGTTCTCCAAAAGGCTGAAAAATTGTATTTCCATAACTTTACTCATGCTATTCCTCTGCCCCAAAAGTCTACCCCTCATATCCATTTGGCAAAGTCCCACTTGTCCTTTGAAATTCCCAAGGAAATAAGGCCACTTCTCTAAAGCCTTCCCTGACCCCCTAATTATAGCAAACCACTCCCATTATGCTTTATAATAATGGCTCCCTTAAAGCACAATAGAATTGTACAGTTATCAAACGTTTCTCCATCTAGATTATAACATCCTCAAGGGTGGAGATGGTGTCTCATTCATGCTGAGTCTCCAAAATCTAGTACAGTATTTCTTATACAATAAATGCCCAACAAGTGTTTTTAGGTGTTACCTCAGCCATTTTTGCACTGCCCCCCTCCCGCTTCTATAGGAACAATATAAAGCATTCTTTGTCAAAGACAAAATTTACCTTAGGTTTATAGTCTTCTTGTCTTAGGGACGTTCTATTTTTGCTGGTCTGACTACTGGCCTACATTTGACTCTGTGACTATACTGTTCCTGGTTCTCTATTTCCTAAGCTTGGATCCAACTCTTGCTTCTCTAAACAATTCCATTAGTAATAATTATGGCTACCATTTTCTGAACCTCTATCTCTGCCTATGCTTCACAAATTTTCTCACTTAATCTCTAAGCAACTCATGAGATTATAAAAATGGATTCATAAAGTGTAAGTATGATGGTTAATTTTATGTGTCAGCTTGACTAGGTTATGAGATGCCCGGATATTTGGTCAAACATTATTCTGAGTGTTTCTGTGAGCGTGTTTTTTTGATGAGAATAACATTTTGAATCAGTAGACTGAATAAAGCAGATTGCCCTCCATTACCTAGGTGGGCCATATCTAATCAGTTGAAGGGCTGAATAGGCAAAAAGCTAACCTTCCTACAAATAAGAAAATTCTCCTGCCTGCCTTTCTTCAAACTAGTACAACAGCTCTGCAAATTTAGGACTTGCCAGCCTTCATAATTGCATGAGACAATTTCTTATATTATGTAATAAATACATAATATCATAATTATTAACCATAAAATATGTTGATTTTATATACATTCTATTACTTCTGTTTCTCTGGAGAATCCTAATTAATACTTTACCAAGACAACAGTGCTAATTAGCTACAGAACTAGAATTTCAATTGAGGTCTGTTTCCACAGTCCATGCTTCAGCAAACACCATCCATAGGATGTTATCAAGAAACAGCTTTTCTTCTGGCTCTGACACTGGAGGAAAAGATTTTCCCTTGTCCTCAAATGAAATCTTGGCCTTCAGCAAGTCACATAACATTTTTTTCTCACTCTCAGATAACAGCAAGTCCTGTGGACAAATGTCCAGCCCCAGATAAGAATCCAAACCTTAAACTTGCTTCAACATCTGATTTTAACTTCTTCTCCACTTCGGGCGTCTCCTGTAGTTGAGCACTTACAGTGAGACAAAGAGTCATGGTCCTTTCTCTCTTCCCACCAATGTGTCTCCCTCTTCCCCACGTTGCTTTTTGTTTTCTTCTGCCAGGATCAGATTGAGGAAAAGAGACTAGGAGAAAGGGATGTATCTTGCTGGTTGGTACATTTGTCACTTAGGGTAGGATGCTCTGGTGGCAGATGAACAGTTGTGGACACTGTCATGGATAATCCCCTCCTACCATTAAACTGGCATGAGCAACAGCTCTCATTCAGGTGGCCACTTTAGCCACAACTCCTGGTTCTCTTTCAATCCATTTGTATTCTCACTGTACTATTGCTTCTTTCAAGCAACATTCTTGACAAAGAATGTTGTCAAGAATGTCCAGTCCAGCATACTGGCCATGGGGAAACATCTATGACTCCTCTAACAGTTTGTTGGAATGTTCAGGAGTTCACCTTTACTTCCCCTCCAAATCAGTTCATCAGTGTGTCTCTCTGACATACTAGGTTGTCTCAAGAGGGGCTCAGATTCCAGTTTATTGTATCACCAAACTTCATACAACATAGATGAGGCTCTCCAAGTGATCTGATTGAAGATCTCCCAGGCCTGATCAAAAGGAAGGTGCAAGTCCACTTGCAGATGAAAATGTGAGGCTCACAGGACAGATTCCTCTAGATAAAGTATTATCATAAAATCCTAACTACATTTCCTTGAAATTTCCAAATCCTTGAAATAGATGAGGAGCTCAACATCATGAAACTAGCTTTAAAATATCTACTTCAGAATGCCCACTTAGTGGTGTGGCATCTCACTTTGAAACTGCACATAAATTGTATCCCAGGGCCACACTGGAACATGAAGAGTTCTATTCTAATATATTCTTACAGTTGACACTGTTCGTCCCTCCCCTACATCTCCTTGGGTCTTACCATTTTGACACACACCTGCCTGACTTCCCACTGCCAGCAACTGCATCTCTGAGACTGAGGGGAAGCTCTAGGAACTAGTGCTAGGAAATTAATTTTCCTGTGGAGCAGCTACGTAGCAGTGACATACTGCCTGAGTGAGATAAATTTGGGTCACATTTTCCCAAAATTTCCTACCAGGATTGGGTTCCTGCTGTGCACAGCTGTAACCCACTTCACTTGAATGAAGTACCCAACACTGGATGTCTTGCCTTTCCTGTCTCACTTGCCCATTGCCCTATACCCGTGCTTCCGGTGCTCACCTCCCAGATACAATCTATGAGCTCAAATCCTTTTCTCACAGTCTTCTGGGAGAGCCAGACACTCACACTCTTAATCATTCTTCTGCATTGTCATTGTCCTTGCCTCCACAGTTGCACCCAGAGCAAGAACTTTGAAAGACAGACACTATGTGAGTAGTCACATACCTACTGTGATGGCAACAGCCTCCACATCTTAACAAAAGTGAGCATTTTTAGGTCACTGGCAGTTTGCCAACATGAACACAGCTGACCCCAAGAAGTCAGGATGAGACCTGCTATATAATTCCAGGTAAAGAAGCAGTCAAAGCACAATGATGACCTTAAGCTACTTATGACGTGAGGCCAAAGAAAAATGCCAGTGCTAGTAGATCCAAGAGCAGATCTGCCTTCCAGATCTTAATTGTTGCCACTTGATTTGTTTTCTACCTGGCTTCACACTCAGATCAGTAGCTCTTCAGTTCTGTTAACTACACAGTGCAGAAATAAATCCACTAAATGTAGCATTTATGTGCTCAAGTCAAGTTGCCCCAATCTTTATGTCTATCTTTAGTTCTCAGAGAGAGCAAATATACATTATATAAAGATTGCTCAGTAGAGGTAAAAATTACATATCATATAGGTACAAAGTGAAAGAACCTTGGAAAAATAAATGTCACAAACATGAATGGTCGTGTTGGACATCCATTCACTGAATGCTCTTTATGGACCAGATGGTATGCTAGGCAATGAAGGTAAGAAAGATATTAGGTCTGTTCTTAAGAGAATCACAGCCTGGGAGGGGGGAGACAGCTACATAAAGACACAATATGATATATATACCGAGTGTTAGAATGAAGGTAAGAATTGTCTGCAATGGGAGGAGAAAGGAAGAAACATGTTTGAGCGCTAAAGGAATTTAAAAAGAAACATTTTCTTAAAAAGTTGAAACCCAGAGAAAATTCCAAGCAGAAATACCAGCAAGTACAAAAGTATGAAAATAGACAAAGCAAGAGGTGTTCCCCATTAGAAGTGGAAGTGAGAAGAGTAAAAAGTGAATCTGGATAGGTAGGCACAAGCTAATGAGACCTGAATGAATTGGGTATGTCTGAAACTTTATTTTTTCTAGCATATTTCTATAATCAAATATAAAAATAGAAGAAATATAATCTGCAATCAGGAAATGCAATAATTAAATTGTGTTAGGAAATGGAAAGGAAGAGGAGACACAGGCTGATTACTGTAGAAATGTATGACATGTAACTTCTTTAGCAGTACATCTTCATTTCCAGCTTTCGAGCTATACTGAAGTTGTTTTTTTCTCCCCCAGATGTTTGCCTGAATGCAATCTTGCCAAATTGCATTCTAATTCTTCCTCCAAAGCTAGTGCACACAAGATATTTTTCTAAGAAAGTTCTGAGTTTAGTGGTTAGCTCTGTAGTAGATGATTCAAGCAGAAAAGCCTATTTGCCTTACAATATATCCTGGGGGTTTCTTAAGGAGAGTTTCTCTGCTTTTCCATCACTAAAAGAACAACACAATTACTTTCCTGGGAAACAGAAATTTAAAGAACACAGGTTATCAACAATCTTAAGAAAGCTGAGATGTCAGATTCAGAAGTTCAGCTTCTGTGGACAGACAAGATAAATGTCAACCTCAGCTTAACCTCCGTGGGGGAAGATGTTGTCACCCGAATAGTTCTTTTAAGACCACTCCACCCAGGGTTAAGGATATTCTCACTTGGCTCCATTAAAGGCCTCAGGACAGGGCATGGGACACCTAGTCTCTTTGTTGTTAATTTGGAGAGTGCATTCTACCCTGTAAATTAGCTCATCCTAGCCCAGCATGTCTGTCATTTCAGATCATTACCATTCCCTCTGCTCCCTCTCATGTCACACAAAGGTGAAAGAATATGCTTCTGGAAGGCAATTCAATGAGTGTTTGAAGGCTGTGGGGCTTGCTCAGCTGCTCTCAAATGTCTCTGAACTCCATGCAACCACACTGTATCCCCTCAGTGGCCATCTCGGCACAGCTGGGCTTTTTCAGAAATGGCTGTGAAATGTACTGTGAAAAGAAGAGAGAGCAAAACTCTACTTAATAGCAAATAGAAAGCTCACCAACTAGATCAGTTCAGCTTGGTCTTTTCATCAATGTTCACCAGTGTATCTGCCACCTGAACCGCCAAGGACTTACTAACAAACACAAGCCTGGCCAGAGATTTTTGAAAATGGCTGGTAGACAAACACGAATTTCCAGGCAGTTCCACAGATCTCAGCTCCCTCGGGCATGTGTATGTTAACTCTCCTGCTGTCCAATTTCAAATCTCCTTTCTGACCCATCCCCTTTTCTCCATGAAGTCTTTTTTTCGTATAAATTGAGCAAATGTTACCTTAACATTAACCTTTCTCATGATACTTAATTTATGCCTTTGTTTGCTGGGCATTGAATTTTTTAAGCCACCTATTAATTCATTCTGATGGTGCAATTTCCATAATGTAATTTCTTTGGTAGAGAGGAAATGGCTTTTTTCTATCATCATATTTTCTTCAGGTACCATTATGAATGTTCTATTTAGTCTTGCAATTAGTCTTATACTTAACATATGCTGACTTCACAGAGACACATTTATTATTTTCATTGCCTAATGCTATGAAAAGAAATTCTTGGTGTAGATCAGTAGCCTATATTTTTCAGGCAATTTTGATAATTGAATGACCAGGCATATGGAGAAGGAGTAAGCTCCATATACATGCTATGCTCTTCCCTGCAACTGATCCACAGTGTTCCTTTACATGGATTTTCTTTCTCTTTTTCACCACATGTCCCTCTGCAAACCTCTGACTTTGTTTATCTGTCTCATATCTGCATCCCCTCAGTAGTCAACTTAAAAATAACTTCTTCAAACCTTCCTAGTCCTTCAAATTTAAACTAAGAGGTTGAGGTTCCTCCTTTCTCCATTGGAGTATATCCACACTACATTGTTTAATTGCCTTGATTTGCTTGTTTATAGCCCTCACAAAATTATAATCTCTTCAATGGCAGAAGCTGTGTTTTTTTGTTTTGTTTTAACCGTCACATCCCTGCCTTTAGACATCTAATATATCCTTGGCTGACTGACTATTATAGAGTGAATTATAGAATGATCACATGTTCTATCCCAATTTGTCTAATATGGAACTGGCTGTTTTGCCAATGAAACCAGTAATAGCTCACTCCCAAAAGTATCACAAGTTGGATTAATATATATGGTTGCCTTTATGAGCAATACATTGGAAGAAGAATATATTCCATATTCAGAGAATCTGCATTTGAATCTGAGCTCTAGTATGTCTTTGTAGTATGACCTTGAGCAAGTTACTTCCCTTCTTTAATCCCAGTTTCATCATCTATAAAACAAGGTTGAAGACAGTATTTACCTAAAGGGTTATTCTTAGAAACATTGGAAAATGACACAGTGGAAATTACTTTGAGAACAGGCAAATTGCTATGTAAATCATAATTACCACTCTATCACTACAGTATTAGTATATACAGCAGTATATACAGACAGATAAAAATAGCCATGAAACTAACAAAATAGTCTAGAAAGACATCATGGAATAAAGAAAAGATTTCCAAGAATTAAAGAACTTGGGTTCTCAGCCTCATTCTTTCATTAAGAGGTTATAGGTATGTCCTTCCCCCAGGGCATCCTGACCTTTAAATAGGAGAGATGATCCCTAAAGGTCATTCTAGCTCTAAAATGCCTGGTTGTCTACAAATGAGGTGTTTTCCACCATTTCTTGATAACCCTTAACCACAGAGACATTTGATTACTTACAACAATGTAAATTTTATAAATTTACTCAACTATAAATACTTCAAAGTAAAGTATAGACTAGGCTACCTCAACTATTAGCAGTTGTACACTCCAAGACCATGAATTACTAAGTTGTAAAGTTATTAATCAGGGGTAGGTGCTGAGAGGCCACAGAATGCAAAACCATGTTTAAGTTTAAGTAATAGAAAGCTGCCTTCGAAGAGATTAGAATCTAATATTTGAGACTTTTGTGTTATTCTTAATGACCTTCTTACTTATCCTGAGTGTTTTCCTTCTTTGGATAGCTCTACTAAAAGATTAAACATATAAATGAAAGCAAAACCTCAAACTCCACGTTTGATCAGAGTATGAGAAGCTTCCATTTTAGTTCCATTTCTGATTAATTCCCAATTATAAATTCATTACAGAAGGACTTGATAGCTTTTGACTAAATTTAGCAAGGGATATCAAAATATATCTGAGCTCATTTTGAGGTTCAAACTGCTATCCTAAAAAGTATAACATGCCATAATTTTTCAGATGAAAATACCTTCCTTTAGCTGCATGAGATTTGAAAGAAACTTACGCATGGTCAAACGGGAGTGTCAGGCACAACTTGGTGTCAAGTCTCTGGTCTGTGCTTCTGGATCCCTGATCTAGCTCCATTTTTTATCCCATTCCATGGATCAAACCTGACCTAAGGCACAGGTATACCTGCCCCCAAAACCAATGTTACAATAGGAAAACCAATTGGATCTACCCATTTTACTCAGTGTTTCTTCCTTGGTCCCTATTCTCAAGATCCTAGTTACCTAGCCTCTGTAACATACCAGTGAAAAGAAAATGAACTTTGAAGTCAGACCTGAGTTCGAATCTTGTTTCTGCCATTTACTAACTGTGTGACTATTGGTAGCTACTAAGTCTCTGTTGTCTCATCTATAAATAGAATAATGAATGTCCTTTGGAGATTTAGCAAGAATTAAATGGAGCAGTGTGTGTAAACATGTGACACAGTCTTGCGTGTAAACACTCCATATGTGTCCATTAATTTCTGTGTGTCCCTGTGTGCATTCAATGAACACAACCCTGTTCTTTCATGAACATTAATCTTGTTCTTGCCCTTGATTTTCCGGTAGTCTGAAGCTCTATCATTGAAGTTGTTCCAGAACTTCATCTTAGTGTATGTAACATAACTACTCACTTACAGACCATCTTAAAGCCAAAATCTGCTTGGTTCATTGAATATTTCCAACTCCAAAGTCTTCTTCATGGTGATCCATTCCATCGCCTTGAACCTCCTCATGTCATTGCCAAAGTTTACCTGGACTATGATCATTAATTATTGATTCCCTTGGACCCTGGATTTGCCCACCAGAATGAGCACTGCCTGGTGGTAACTTCAGCTTCCTTACATCCTGATCATTTGTCCCTAAATATTCCTACCTGGTGGATCTAGTGCTGCCCTGTCCCATGAAAGTGGTCTGCACTTGCTGTTGATGGCGGGTGGAGGTGGGGGGCTGGGAGAGAGTGTAGTATGTTACTGGAACTAAATTGTCTCTAACTTCATGTGATTATATTTGACTAAGGAGGGTTAGGCTAGTTAATAATGTATAAGATTATGGATTTATATGCTTGGATCTTCAATTGCATATTTGCATGATGTTCTATGCAACTATACAATGATGATTTTTAAAGAGTCTCCTTTTATATTGGGGGAATAGAGGATCTGAATGCCCTCACCTCAGAAATTCTGTGACTAATCTCTGGGTGCTTAAGTCAGACCCTGACACTGTCCATCACATACTGTCATACAGGTATCTAGATAATGTAGGCATGCTGTTTTTTAAAAAGTAAGTGTCCTTAGCAGTAATTAAACAGATCTAAGTGGTAAACTCTTATAGATGCTTTCATGCTTAAAGTCTCAGTATATCTCAAAAACCTCCATTTTTATATCTGATAATGCTTTTTATATATGCCTGATAAATGGCATTTACATTTGAACTAGACCTCAGATTCCTCATTTAAGCATTCAGAACCGAGGACTCAAAAGGAAAAGAGAATGCCACAAGAACGTAGTGGGGCTTAGTGACTGAGCCAGGACGAAAACCCAGTCCATATGGTTTACAAATTCAAGAGCTTCCCAACCAGAGTGTCAAGAATAGGGTAAGGTATGCTGAGCTACTGATCCCCTCAAACCAGCCTGGCCACCTTTAGCAGTGAGAAGCCTCATCTATTTATTTCCATGTACCTATCAAACATTATAATTTATATGTGTATCATAATATAAAAAGGTTTGGGATTCACTTATTTCTCTTTATTCCAACATTTATAATCTGCAATGTCAAGGAATAGAGTGTTTTGCTCAAGATAATACAATTTATGGAATGATCTGAATTAGAGTCACTGGTTTAATCTTACCCAAAGGTTGACTCTTTTGAGTTTGTTTGTGTTCTAAATTCCTATCAGCCAAAGACAAAATATGACAACTTTCCTTATCTATCTAGGTGATTAGGCTATAGGCCTTCAAATCCAGCTGGCAGCTGATAAGAAATCAAAACACCATTCTGAAGAAGAGGAAAAAGATATTTCAATTCCAACAGCCAGGAGCAAGGAAGAGCCCTGCAGGTTTTCAGGATGGTGTAAATGATGCAAAGTGGTGGCTGTGTCATAGCCCTAAACTGAAAGGCCCCCGAGTGGAGTGGAGAGGAGAAAAGTACCTAAAAAGCCCACATATGCATTCATACAATAAGTAACTGTTACTTAGAGATCACTGCAAATCAGGTTTATGTTAAATAACTGCAAATTACTCCTCTACACAGATCCCTGTCTGAATCTTTTAATATGTGAAGATGCTTTTTGAGTAGGATCTGAATTAACTTTCCCAGTACTCAAAGAATGAACCCTTATGACACTTTTAAATAGTTGCTGGTTTGTTGCCAACCACATTAGCAAAAGTACTGGTTACTAAGTAAAAAATATTTTAAGACTAAATTACAGTAAACATGAAAGCTCCACAGTTTAAACCCAATATAAATCAACCATATCCAATTATCAAGTTAAAACAAAGAATATTAACTCCTGAAAGCTGAAAGCAAGATTTTTTAAAAAACATCACCAATGGGTATTTTAGACTTTTGCAGTTTTTTGTCCAAATCTTCTTGATATTGTGAACTGTACCCCTTCCAGTTTAGTTTCTTCTGGACTTTCCTTACTTAACTGACAGTTACCTTTTAAAATTTGCACACATTATGATTAAAATTGGGCCTCTACTGTGATGATTCCTATTTCCTCTCATGTTTTAAAGTGCAAACTAACATTCAAGTGAACATTAGCATCAAGTAATGCAGACATTTGTATGCATTTCCTTGATTCAATTTGTGACCTTACCAGTTTTGAATTGGAATTGCACCATTTCGTAGATAAAGGAAACTAAGTATATTGCTGCACTTTTAAGTTTTCAAAATAGTGTTTAAAAATTGCATTGTTTTTATTTTTTTTAAACTCAGTTTAAAAAGACAAAATGTTCTTTCAAAAGAGGCATCTAAATGTGTTCCTAATTTTGTATATGGGCTTAGGTTTTGTAACCAATAAAAAAAGCTGCTATCAAATATGAAAAAAAAAATAAGTAACTGTTTTAGTGAATAAGAAAAAAAAACCTTCTTTCAAGAATATATCTGTTGAAATTGATAATAATGTGGTCATGCCTGAGGGAAAAATGCATAGGTTTTGTAGTCAAACCTACTAATTATTCTTCCATCTAAAACACTGTCTTCCCTTTGGCTTAATAATAAGAACCTTGATCACCAGATTTGCATAATCTCTACACCAAATATATCTCACCCTCATAAAAATACAATGATTTTCCCATTAGGATATGAAGGATTCTTACTGCTTTTCTTCACATAGAAGCTGAGTTACCCTACAAGCAGTTAGTGCTTTGTTAAAAAATGACAGAAACTGATTAAATGGGGTTAAGCAAAACTAGGGGGTGGTCCTGACTTCAGGCAGGGCTGGGTATAGAGGCCCCCCAGCAACAGTATCATCAGGATCTGGTTCAACCTTATCCCTTTATTCAGTTCTCTCTGTTGGCTTCCTCCTCAGACAGCCTCTTCCCTGTCATCATGTTCTTCCAGATTCCCTCCCACAGTAGAAAAATGAGACTCATTGTCCAATATTACCAGGATAAAAAACAAAAACAAACCTACTTTGATTGGCTTGTGTAACAGGACAAATCCTGAACCAGTCCTTGTGGCCAGGAAAATGCACTGTTATAATGGTCTTAAAGAAAAGTTATGAGTTCCAATGCTAAATCCATATGGACTGAAAGCGAGCACGGGTGGGTCCCAGAAGGAAATCGAGAAACATTTAGCAGCAGGGTAAAAGAACGCTGGGTGGCAAAAAGTAACAGATGTCCTATTCTCCACTTGAGCTGTCCTTGTTTCCTCACCACCTACTTTCTCCTCAATTCTCTGTAATCCAGTTTCTACAGCTATCATTCCCCAGACTCTACCTCAGGAACCACCATTTGAAGGCTGAGACTAATCTAAACAGTGGCCACAAACCTCTGATTTCTTGCCATCACCCAAAATGCAGTCCATCCCTATATCCACCTCAATTCAAACTTACAATCAGATACTGCACTTCCTCTCTCCTGCTTTGTTTTGTCTTGTTATGTTGTTTCTTTTCTTTTCTTTTCTTTTTTTTTTTTGACAGGCTGTCACTGTCACTCAGGCTGGAGTGCAGTGGCATGATCTCGGATCACTGCAGCTTCGACATCCTGGGCTCAAGCAATCCTCCCATGTCAGCCTCCTGAGTAGCTGGGACCACAAGGTGCGTGCCACCACATCCAGCTAATTTTTTGTATTTTGGTAGAGATGGAGTTTTGTCATGTTGCTCAGGTTGGTCTTGAACTCCTGAGCTCAAGCCATCCACCAGCCCTGGCCTGCCAAAAGGCTGGAATTACAGGCGTGAGCCACTGCACCCGGCCTCCTGCTCTTTTTTGTACCAGAGATACTGGCTATAACTTTTAAAATTTCTGCCAATGGGAATGAAATTTCTCTATACCTCCATCTCTTCAGAGAATGCTTCCTCCACCGTCCATATGATGGATTGCATATAAAATGGTGGTCCCATAAGATTATAAGGAAGCTGAAAAATTATAATGGAGCTGAAAAATTCCTATTGGTCATAATGTCGTAGCCCAGTGCATCAATCACATGTTTGTGGTGATGCTGGTGTAAACAAACCTACTGTGCTGCCAATCATATAACGGTATAGCATATACAATTATATACAGTACATAAGAGTTGATAGTGACAAACAGCTATGTTACTGGTTTATGTCTTTACTGTGCTATTGTTTTTAATCATTGTTGTATAGTCCCACTTACATATTTTAAAAAGTTAACCACAAAATACCCCACGTAGGTCCTTCAGGAGATATTCCAGAATAAGGCACTGTTACCATTGGAGATGACACCTCCATGCGTGCTATTGCCCCTGAAGACCCTCTAACGGGACAAAAGTTGGAGGTGGAAGACAGTGATACTGATGATTCTGACCCTGTGTGATGTGTGTGTTTTTGTCTTCATTTTAAACAAAAAACCTCAAAAGGTTAAAAAAAAATTAAAAATAGACAAAAGCTTATAGAATAAGGCTATAAAGAAATTAGTTTACAGAGATGTACAATGTGTTTTTTAAGCTAAGTGTTATTGCAAACCAGTCAAAAAGATTTTAAAATATAAAGGTTTATAAAGTAAAAAAGGTATAATAAGCTAAAGTTAATTTATTATTGAAGAAAAATATTTTAATAAATGTAGCGTTGCCAAAGTGTACAGTGTATATACAGCCTACCATAGTGTACAGCAATGTCCTAGGCCTTCACATTCACTCAACCACTCACTCACTGACTCACCCAGGGCAACTTCCAGTCCTGCAAGCTCCAGTCATGGTAAGTGCCCTATATAGGTGTACCACTCTTTATCTTTTATACCACATTTTTACTGTGTTTAGATATTGATATGGTTTGGCTGTGTCCCCCACCCAAATCTCATTTTGAATTGTAGCTACCATAATTCCCACATGTTGTGGGAGGGACCCAGTAGGAGATAATTGAATCATGGGGGCGGTTCCCCCATACTGTTCTTGTGATAGTGAATAAATCTCGCAAGAGCTGATGATTTTATAAGAGATTTCTCCTCTCTGGCTTGCCACCATGTAAGGTGTGCCTTTTGCCTTTTGCCATGATTGTGAGGCCTCCTCAGCCACGTGGAATTGTGAGTCCATTAAACCTCTTTTTCTTTATAAATTACCCAGTCTCGGGTATGTCTCTATCAGCAGCATGAAAACAGACTAATACAAATATGTTCAGATAGACAAATATTACCATTGTGTTATAATTGCCTCAAATATTAAGTACAGTAACATGCTATATAGGCTTGTAGCCTAGAAAAAATAGGCCATATCGTAGAGTCTAGGTATGTAGTAAGCTATACCATCTAGGTTTGTGTAAGTACACTGTATTATATACATATAACAACAAAATCGCCTAAGGACACATTTCTCAGAACATATCTCCATCATTAAGTAATACATGACTATAATTAGATCCATGTCCATGCTCGAAATGTCTGTATCCTTTACAGCTCTTTCCATTCCATGGAAAGCTTTGGCATTCTCCAAGCTTGCTAATGCTGATATCTACACACATGACAATTTCAGTGTTACATAAACCTTTTCTTGACATCTAACCTCCACTCTAGCCTAAACTACATAGCTGATTGCCTCAGACATCCTTTCTGCACCTCAGTTTGCTCACATATAATATGGAGACAATACTTCTGCCTTCTTCATAGAAAACTGGTATGATTTAAATGAGATACATGCTGTAAAGTTCTTAGCCCAGTGCCTGACATATAGACGCTCAATATATATTAGCTGTTATTACTGTCATATGGGTGGGCTTGCAGGTATATGGTCATACTTTACTATATCTGTATTATTTCAACATTCTTTGAGTCAAAAAAAAACAATTTGTATTAAATGGAATAATTTGAATCTGGTGGACCAGATGATTGCTGTCACTATTCTGATGCCCAAAGACACATCCAAACAGAGACTGAATCTAAAGTGCCTGTGCATTGAGCAGGATCCTTATTTATTGACTCTTAATTTTCTTAGTACAGCTTAAAACCTTCCCCTTCATAACATAAATACCTAAAGGTAAGTCTAAGAGAAAGGTATTTTGTAATTACTGAGTTCCTACTATGTGCCAAGCAGTCAAAATAGGTAATTTCACTTAATCCTCACAACTATTTTATTGCATGTTTTCCTCAATGAACATTTACTAAATAACCCATACATGATAAGCTTTGGGACACAAAGATGACAAGGATACATTGTCCGCCTGCCTACGCCAGTGAGGGAAACAGATTAAGCAAATTAACAAGTACAGTGCAGTGTGAATAAATGCCAGGACAGAGAGTGATATTCTGGACACAGAGTAGAGGTGAAAACAAACTGCCTTAAGGAGGTAAAACCTGAACTTCATTTTGAACGACAAGGAAAAGCCAAATAAAAATGAGAGAGAAAGATATTTCCTTCCAACTGAGGACACAACAGCTAAGAATTTACTGTGTACAAGCACTGTGCCAAGCACTTTATTTATTTCTCATCTCATTCTTATAACCTGAGGAAGCAGGTTCACAGAAGCTTGTGTAACTTCCAAGGCCACAGAAATTGCCAAGAGCTAGAGCCCAGCTTTGAATACAGGCAACTGACTCCAAAGCCTCATGCATTTAACCACTGAGCTATTTCACAGCAGGGAAGAAGGGAAGACTTGGAAAAACTATGAGTAGTTTTAGTTTGACTAAAATACAGGTTTTGTGTGGGGGAAAAGGAAATGAGGCTACAGAGGCAGGTGAGAACTAAATTAGGAATGGCCTGTGTATCCCACTAAGAAGTGCTAATTCCATCCTCAATGTAACATGTAAGAAGGATGCATGGCAGGATCTTAAGCATGGAGTCATAAGGTAGATAGATAGATACCTAATGGCAACAATTTATATGCCAGGATGTGCCCTAAGCAGTACACTCCATTTAATCTTAAAAACAATCCATGGAGATAGACACAATTATTATCCCCAGTTGTAAAAGTGAGGCACAGAGAAGTTAAGTGACTAGCCCAAGATGGCACACTAGCTAAGTAGAAGAGCCAAACTTCCAACCAAGCAGTCTAGCTCCAGAAACCGTGACCTTCACCACTCAGTCACCTTGCTTGCAGGTAGAACACGGACAATCTCTCTGGCTCCACCTATGTGCTAGATGAATTTGAGAGTATCTATCCTGGAAGAGACAGGCAACATGGGAAGACAATATTCTTCAGGCAAGAGAGCAAACTCAGAGAAGTGAGGAGACTTTGCCCCAGATCAGACATGTGCCAGAGTTGGGATTTGAGTCCAAGAGTGTCATATTCAAAAGTCCTTAAATTTATAATGTTTGGGGATGTGTACTGCTAATTCAATTTCTATAAAATTATTCCAAATTCTAAATTATCTTGGTCTACATTGAGATTTTATTCTCTGTACATTCAGCATTCAAGTATGATCCCACTAAGTGCTGTGCTTAAGCATGTCAGAAAATTATCCACAAATTGCCATGTTTCCCTATCCTCAAGAATGCATGGGCTCTTCTCTGTCTAATGGCTGTAAGAGAGCCTGCAGAGCATGTCACTATTTAAAGTTAATAAGCATCAGCACAGTGAGCAGATCATTATGAAAATCATTATGTCTGCTCTCTCATGAACTGTTTTTAATATGAAATTGATCTTAAAATGCAACGAAAGTAAATGCTATAGATTTGTTGTGTTCTTTTTTCTCCTACTCTCTTATCTTAGTAAAATTTGAAGTTTAATGAATGTTACTCATTTCTATTCAATATCTGACTTTATGGTGAAGTTCCATCCAGAGACAGGAAATGTTATGCTGTAGAAGGAATGAGGTATTCTCAACCTCTGGTATATGGATTCCAGCTACCTGTCTGCTTAATAAATGCTACAATGTTGCATCCCACCAAAAGCCAGACTTGGGCTGCTCAACATAACAAAAAAAAATAATGGAAAGTACCATTTCATTTTAAGGGTGCCCTGCTGCCTCTCCAGAGATCACCCCTTTGTGTGCTTAAGGGTGCAGATTAAAGAGTGTGCCTTTTTTTTTTAATTAATTTAAACCTACACTGAAAGTTTTTACAATGGCTATGGTAGCCACTAACCACAGGTGGCTGCTGAGCACTTGAAATGTCGCTAGTCTGAACTGAGATGTGTCTAACCTGTGTCTAGTATCTTTCTTATGGCAGCTTCTAAAAAATTTTAAATCACATATGTGGTTCACATTATCTTTCAGTTGAACAGTACTGTTCTAGAGCCTTTACGTCTTCTACTAATCTCATAGCATTCACGTGTTATGTGCATGTGCGCATTTTGCTTTGTTTTGGTAAAGATACAGCGAGTCCTCTTCCAAGAAATTCATTACAATTTGCTTTCCTTCTACAAATACAGTCTTCAAAGAGGTAACTTAAGTGAAGATACCAAGACTCAGTTTTCTTATCTGTAAAACAGAGTTTGCCCACTAGACCCCAAAGATTGTTTCCTAGCTTTAAGCAGTCTAGGAGGCTGAGTCAAAATCATTTTCTACCTCATCTAGTTACATGTGCAAAAACGGCCTATGCTTCAGAAAGATATGAAAAATTCCTCATCTACACATGCACTTATTTAAGCAAAGTATTCATTTTATGGAATTTTAATATTCTACCTACAAGAAGTATACCTTAGATTCGTTCATTATTCCTAATAAAAATCTAAAATAAATTATAAACTGTTAATAGATATGAATACTTAATTTTTTGCCATATCCCTGCCTAGTATCTTTCAGAATATACCACATTAAAAATGGCATCATCCTCAAATGAGTAGGGTGATAGAAAAACACAGCCTGAGGGAATTCACATATCATTCTCTGTTGCAAGTTTAAAAAGGACAAATTCCCAAGTTGGGGGAAAAAATGATCACTAACAACAGGAAGGGAACTGTCATATGGACAAGTGGGAATCAGTTATGTAAGTAATAGGATTATGAAAGGTCCAGAGCTCAGGTGGAGTGTTATTCTATTATGTCACTAGAAGTTTCACTCAAAAGATATTTAATGATTGAGTTCCTTGTACTACTTCAAGTGACCCATAAAGCAGTTTCTCAATTTTCCTTAAAACTGGCAGCATCAGAGGCTTAGATAAAAAGCAACTGTCTTTAATTCGATTGAAGCCAGAGAAAAGTGGTGATGACACGGTTGGAAGGGATGAGTTTGCTCAAACAGAGAGTTATTTAAACTCTGGATATTCACAGTAATTTTTACGTGTAGGCCTACAAGAGATCTTTACAGTGTATCAGGCAGAATCCATTTCAGAAATACATGAGGTTTATTTTCTACAAACAATAATGCAGCTAATTTTATTCATGTAGCATTTTATTTACAACAGCAGTGTAGCAGAGGCTGCTGGAACCAAACAATATCTGTGTTCTCCCCTGCTTCCTGGGCACACATAGCTTCTGTTTTATTGTTCGGTGTGGCCATGGACTGAGTTCTGGCCAATTCAATGCAAGACAAAAGTGATAGGTGCTGCTTTCATAATGGTCCCTAAAAACCTCTCGTGTTTGACCTTTTATTCTTTTCCCATCTTCTGACGGAGTGGTAAGGATTCTGAAAACCAAGAGGTTAGAGACACAAGATAGAAAGTGACTGTATTCCTGAATCACTGTGACACACAACCACTCTCACCATTAGCTGTTAATGAGAAATAAATAATATTGTGTTGGACCCACTGAAGTTTTGGAGTTTATCTGTTACAGCATCTACCATCATTTACTTATCTTTAACAAGCAGTTTCTCATGTGTTCATCATTTTACCGTAAACATTTTCTCACTTAGGAGCTGAGAGTGAGAAAAAAATTTGAAAATGCCATCATATCTATTCACAGACAAGGAAATGTGAAACAATAGGTCATTTGACTGGTTTATTCTCACAGGACAAGGTGTAACACACATGTCCTTGGAAGTAAACGTCTAGCTGTAAATGACACAATTAGGCAAAAAAAAAAAAAAAAATAGAAACAGACATCGAATTCAGTCGAACCAGAAGATGGCTGTGTTTTAAAGATGAAACACAGCTGAATGAACTCTACTATAAGCATATCTAACTTTATTGCAGAAAGCAAACAGAGTGGCATGCATAGGGCTGAAATGAAAAAAACAAACACATAATTCTGTTTGGGGTAGAAATAAGTAGAAATGTGAAAACAGGCAAGTGAGAACCACACACATTCTACTGGTCAGTCCTAGTTAAACATTCCACCAATATCTGATGGCAGAAAGACTACAGTTAGCCCTACCCCCAAATTATGCTGACACTTGTACATTATTTGTAAATATTTTTAAATTTATCCTTTGTTGCCTTAAAAAAGACCTGAGTCAAGAGAAGCCTCTTGAAGCATCTGGACCAAGCAGACCCAGTAACAGTACTTGGCGTAAGCCTAAGCTAGTTTACATAACATAACAGCCATTAAAAGGTAACAGATCTATTTAAGCTAACCTTGCCTTACAATATGGCACCCAACCAGGTGAGACAGTTCTTTGGCTCTATTTAAGGCAAATACTCTGCCCATAACCTGAGCTGATGTGGACATATCAACTAGAGCTGGCTGCCATTCTATAATAGTACCAGCTGTTGAATACTGTGAATATTTTGCAAATAACTGCTACCCAAAACAGATCATAATCCAGTAGATAGCCTACATATTGACAATGAAATATTTCAGTAATGTTTCCTAAAGTCTCCTGGTCCATTGAGAATTGTTACTAAGGAAAGGAAAACAATCTTATTCTGATTGCTTGAGAGAAAGTCAATGTTTGGTAGCCTGTTTTAAAATAAAACTGACTGATATATGTATACGGCTTTGCTAATCTTGTGGGTCATTTCAGATGTGACAATTATGGTTAACAAACATCTATGTAACTCAGCAAAGTGCAACCTGGAAATGCACTCAAAAGAATCAGCACTTGTCTAAGTGTCAGATTTCCACTCCCTCTGAGATACAAGCTGATCTGATTTAACATGTTTCCCTTAAGCCTCTAGGGATGTAGTTACTGTCTACTGGGCTGCAAACTTTAAAAGGTAAGCGCTGACTTTGGAAAGTGATGGAAAGTGTTTTAAGTGCATCCAATAGACTCCCCCCTCCGCCCCCCCACTAGAAAGGCACTTGAAGGAAAGGAATATTAAAGGCTAGGACAAGACTACGTCAAGGTGCACCTTGTTAAGCCAAAAGAACGCAATCCATATATTGTATCTTGTGCCACGAAAGTCCCTTTGCCTTGCCCCAATCTTGTTAATGTACTATTGCTGGGTTCAAGACTGAAAATACAGCTTCTGTGTCTACTTGCAGTCCTTTATCAAACTGATGAGCATAAATGTCTCTAGGTAACTTAGATGAGATAATTAGTTTTATTCTCTAGTTTGAGACATATTTCTCAAAGAAAACACTATCAGACCTTTAAGCGTAACCTTCTCTGGGCCTAAATACTCTTCCTTCTCTTAGAACTAAATTGGAATTAAGAAGTTCCCCCTCCCACTTCAGGATTATAACTAATACCCCCACATCTAAATTTAGTATCAGTATTTGTTGGTAAGCATTTTTATGACAGAGATTTTGCAAAACAATTTGAAGTTATTTTAACATTGCCTAACACTGCAGTTAATAATCATGTTAACAGTACTGCCAATCTACTTTTACAAACAATATGAACAGTTCATCTAAAATACGTAGCATTTCTGGGGGTGGAATAGTGAGGATGGGAGAAAGTCCTTATCATTTATCTTCTCCAGACTTCAGGAGGGAATGGTAGAGGAATGATTGCTCTGAATTTCTTTGCTTTTGTACCCAAGTAATAGCTTTTGCCCTTATGAGGAGGAATGTCTATGTGGCAAGCATGATGAAGATTGGTTCATGTTTGCCAGAGACCATGGCTCCAGCAAGGCACAAGCCATTCCTTTTCTTGGACCTCCCACACTCATATGTGATCCCCAAAACTTCCCATTTCTACATTATCAGCAGAGCAAATATCTCAATAGGTCTCTGCATCACCTGTTCCACCTTCTCCTACAACTGAGAAGTGAGAAGATGCCAGCCCTGCAGTGGGGTCTGATGGTCCCAGAGAGCCAAGAACCATCTATCTTGGTTCACTTGATTCAAGAGAACAAAGATAGATGTGGGACTGTGATTCCCACACTGTCCCATATCTATCCCCTACTGAGTCAAATGTGTAGAAGTGGAGAAAAAAGTAATGATACCTCATACCTCCAACAAGCAGTGGTAGGGTACTATTCCATTTTTCTGGAACAAAGTGATCCTGAGTTTATTTATGGCTAAAACTTAAATGGCCTACAGAGAAATGTATTCCATGCTGCTTCAGGCTACATATTAGAATACTGATCTGAGTCTCACGAATGTTTCCCACTGGTCACAACTAGGCCAGCACACATATGAAAAGACAATGTCTACTCAAGAGCACATGCCACACTTGGGTGGGTAGATGTATATGGCAGTATCTTGGATCATAAAGTTTGAATTATTGATTTTTATTTTTTCCAACAAATAGTGAGACGATCCATCCCTGTTATAGGTATGATGGGAAATATAGTAATGTATACAACATATGTTAAAAAGGCAATGAGTGCATTAAATAAGGACACAAAATGACTATCATATGCATAAATAGGTGTGTATTATATACATAATGTTTATGAAGTACCACAGAGCAAGAAACACCATAGGTTCTAAGAGAGATGTAATGATATCAGGGAAGATGGTAAGGAGAAAAATTTCAGTGGATTTTTCATCGTGCTAATAATAATATTGACAATTGCTAATGTCTACTGAGCAACTACTGTGTTCCAAACACTAACCTAAGTATCATAAGTGTATTATCTCATTTAATTTTTACAGTCACGTGAAGTAACTACCCTTATGGTTCTCCTTTAAAGATAAAGAAACTAAGGTTTAGAGAAATAAGCTTATGTGTTGAGGTATGTTCTTTTACAATCACCTTTCACAGGTGAAGAAAATTGAATTTTTCAACAATTTAGTCACTTGCTGAAGTCACATAGCTAGTAAACAGAAATATCAAAATTTGAACCCAATGTGTCTTCCTCCAAAGCCCATGCACCTAATGGTTATAATAGAATTCTCTATCAGCAACAACTCTTACAACAGCCTCTTCAGTTTTCCATCTTAGTTAAGAATTGGGTCTTCTGCCACCCACTCAGCAGAGGCCATATTTTTCTTTATAATTCTTTGAACCTCAG	LN:i:34076	rd:i:0
+A	ptg000001l	0	-	m64011_190901_095311/31787056/ccs	0	16420	id:i:3	HG:A:a
+A	ptg000001l	15714	-	m64012_190920_173625/158859888/ccs	0	11221	id:i:25	HG:A:a
+A	ptg000001l	22204	-	m64012_190920_173625/146736917/ccs	0	11872	id:i:70	HG:A:a
+S	ptg000002l	CCTTAAATGTAAATGGGCTAAGTGCCCCAATTAAAAGACACAGACTGGCAAATTGGATAAGGAGTCAAGACCAATCGGTATGCTGTATTCAGGAGATCCATCTTACATGCAAAGACACACACAGGCTCAAAATAAAGGGATGGAGGAAAATTTACCAAGCAAATGGAAGGCAAAAAAAGGCAGGGGTTGGAATCCTAGTCTCTGACAAAACAGACTTTAAACCGACAAAGATAAAAAAAGACAAAGAAGGGCATTACATAATGGTAAAGGGATCAATTCAACAAGAAGAGATAACTATCCTAAATACATATATGCACCCAATACAGGAGCACCCAGATTCATAAAGCAAGTTCTTAGAGACCCACAAAGAGACTTAGACTCCCACATAATAATAGTGAGAGACTTTAATACCCCACTGTCAATATTAGACAGATCAACGAGACAGAAAATTAACAAGGATATTCAGGACTTGAACTCCGCTTTGCATCAAGTGGACCTAGTAGATGTCTACAGAACTCTCCACCCCAAATCAACAGAATATACATTCTTCTCAGTGCCACATGACTCTTATTCTAAAATCAACCACATAATTGGACATAAAACACTCCTCAGCAAATGCAAAAGAACTGAAATCATAACAAACCGTCTCTCAGATCACGGTGCGATCAAATTAGAACTCAGGATTAAGAAACTCGCTCAAAACCGCACAATTTCATGAAATCTGAACAATGTGCTCCTGAATTACTCCTGAGTAAATAATGAAATTAAGGCAGAAATCAAGAAGTTCTTTGAAACCAATGAGAACAAAGAGACAATGTACCAGAACTGATTATCAGAGAAATGCAAACCAAAACCACAATGAGATACCATCTCATACCAGTCGGAATGGTGATTATTAAAAAGGCAAGAAACAATAGATCCTATGTGAGGCTGTGGAGAAATAGGAATCCTTTTACACTGTTGGTGGGAATGCAAATTAGTTCAACCATTGTGGACGATAGTATGGTGATTCCTTAAGGATCTATGACCGGAAACACCATCTGACCCAGCAGTTCCATTACTGAGTGTATACACAAAGGAATATAAATCATTCTACTGTGAAGACACATGCGGCCGGGGCGCAGTGGCTCAGGCCAGACACGGTGGCTCACACCTGTAATCCCAGCACTTTGGGAGGCCGAGGTGGGTGGATCATGAGGTCAGGAGTTCAAGACCAGCCTGACCAACATGGTGAAACCCTGTCTCTACTAAAAATACAAAACTTAGCCGGGTGTGGCGGCACGCGCCAGTAGTCTCAGCTACTTGGGAGGCTGAGACAGGAGAATCGCTTGAACCCATGAGGTGGAGGTTGCAGTGAGCTGAGATTGTGCCATTGTACTCCAGCCTGGGTGACAGAGAGAGACTGTGTCTCAAAAAAAAAAAAAAAAAAACAGACACATGTACATGTATGTTTATTGCAGCACTATTCACAATAGCAAAGACGTGGAACTAACCCAAATGCTCATCAATGTTAGACTAAAGAAAATGTGGTACATAAACACCATGGCATACTACACAGCCATGAAAAGGAATGAGATCATGTCCTTTGCAGAGACATGGGTGAAGCTGGAAGCCATCATCCTCAGCAAACCAACACAGGAACAGAAAACCAAACACTGCATGTTCTTACTCATAAGTGGGAGTTTAACATTAAGAACACATGGATACAGAGAGGGGAACAACATACCCCAGGGCCTGTTGGGGGGTGAGGGGTGAGGGGAGGGAATTTAGAGGATGGATCAATGGGTGCAGCGAACCACCATGACACATGTCCTATGTCACAAACCTGCACACTCTGCACATGTATCCCGTGTTTTTTTTTTTTAATAAATAAAAAAATAATTAAAATTAAAATTAAAAAAATATTGACAGCAATAAAATGTTAGTAAAGGTGATCTGATTTAAAGTGTTCTAAGGCCTGATTTCAAGTGTTCTAAGTGGTCAGAAAAAGAATGGAGAAACTGATTAACTTTAGACTTTAAGTCTACATGTTAGAATTAAAACAATATCAAAATAATAGAAATCATGTTTAACTCCCAAACTCTGACATTTAAGTATAAGAGAAAAGGGGATTTTTTTTAAGCCTCATCAACCCAAAATAAGGTAAGAAGAGAAATATTTAATATAAGATACCATATATAATTCCATTTCACAATTGTTATTATCAATTTAAGTGATTTACACTTAGAATGAAAAATAAGAGTATTATATTGAATTCATAAAACCCAAAGCCTGTTGTATATTGCTTACAGTGAAACAATAAAAAATAAGGACTCATAAATGTTGATAGTGAGGTAGTTAAAAAAAAAAAAAAAAAAGAAAAATAGGCCAAACTAAACATGAGAAGGCTGGAGAAACTGCTGATTTCAAACTGCAAGGCCAAAAAGGTCACCACATAATAATAAGCTATTTTAAAGATGTATGTACTGAATAACATAATCTCAAACTGTATGTTGTAGCCTGGCAGAATAGCAGGCATGGATGGCCTACTCACTACAGTGTGCTGGGTCAACTGAATATCCCCATGGGAAAGCACTAATCTTGACCCTGTTTCACACAACTGATAATGCAAAATCAATTCCAAGTGGGCTATAGATCAAAAAGTTAAACTGACAAAGCTTATAAAAGATAATGTAGGAGAATACTTTATGACCTCGATGTAGGAAAAATACTTTTTAAATAAGATGTAAGAAATAATAACTATAAAGGAAAAGACTGATCCATTGGAATATATTAAAATTTGGAACTTTTCTCATCAAAATAGATGACTAAGAGAGTAAAAAGGCATGTCAAGGAATAGGAGGAGCTATTCAAAGTAGTTGTGTCCCACAAAGGCCTTTTATCCAAGCTGTATAAAGGACCCCTTTACATCAATAATGAAAAGTCTATCCAATAAAAACATTTGAGAAAAATGCTACCAGGCACTTCACAAAAGGGAATGTCCAAAAGGCCAGTAAACAAAGGGGATGGTATCAATATGATTAGTCATCAGGGAAAGTAAAGCCATACTGAGATGCTACTGAATATCCATCAGAATGGGTCAAATTAAAAACACAGACCATACCATGTATTTGCAAGGATGTGGAACAACTGGAGCCTTCATTCACTGCTGGTGGGAATGAAATTGATTTAAGTACTAAGGAAAGCTGTTTGTTAGTATGGTTAATAAAATGGACATATATATGTCCTATGACCAAGAAAGAATACTCTAGGTACCTAATGTCTAATAGAGATATGCATTTGTATACACTAAAAGGCATGCACAGAATTTTTAAGATTTGCATAAATTTGTGGGGTACATGTAAATGTTGTTATATGTATATAACGTATAGTGATCAAGTCAACGTATTTAGGGTGTCCATTGCCTGAGTATAATACATTTTTGTTAAGTATAGTCAACCTACTCTGCTATCAAACATTGAAATTATTCCCTCTGGCCGGGCGCGGTGGCTCACGCCTGTAATCCCAGCACTTTGGGAGGCCGAGGCGGGCGGATCACGAGGTCAGGAGATCGAGACCATCCCGGCTAAAACGGTGAAACCCCGTCTCTACTAAAAATACAAAAAAATTAGCCGGGCGTAGTGGCGGGCGCCTGTAGTCCCAGCTACTTGGGAGGCTGAGGCAGGAGAATGGCGTGAACCCGGGAGGCGGAGCTTGCAGTGAGCCGAGATCCCGCCACTGCACTCCAGCCTGGGCGACAGAGCGAGACTCCGTCTCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGAAATTATTCCTTCTGTCCTACTGTGTATATGTACCCTTTAACCAGCTTCTCTTCATCCTTGCTCCATGTACCCCATTCACCCTTCCCAGTCTCTGTTATCTGTCTTTCCGCTCTCTATCTTTCCACTCTCTAGCTGTGTATTCAAATTTTTTAGCTCCCACATATAAGTGAGAACATGTGATATTTGCCTTTTTTTTTTTTTTTTTTTTTTTGAGACGGAGTCTCGCTCTGTTGCCCAGGCTGGAGTGCAGTGGCGCGATCTTGGCTCACTGCAACCTCCGCCCCTCCAGGTTTAAGCATTTCTCTGCCTCAGCCTCTGGAGGAGCTGGGATTACAGGTGTGTGCCACCATGCCCGGCTAATTTTTTTGTATTTTTTAGTAGAGACGGGGTTTCACTGTCTTGGCCAGGCTGGTCTTGAACTCCTGACCTCGTGATCCACCCACCTCGGCCTCCCAAAGTGCTGGGATTACAGGCCTGAGCCACTGCGCCTGGCCAGATACTTGCCTTTTTTATGCCTGGCTTATTTCACTTAAGATAATGACCTCCAGTTCCATCCGTGTTGCTGCAAATGACATGAGTTCATTTTCTTTTTTTGGCTGAATAGTATTTCATTGTGTATATAGGCCACATTTTCTTTTTTTTAAATTCTATGATTTGGTGTTTATTTTTTATATTTTTAAAAAAATTTCACTAGTTTTTGGGGCACAGGTGGTTTTTTGTTACATAGATAAATTCTTTAGTGGTGATTTGTGAGATTTTTGGTGCACTCATCACCCGAGTGGTGTACACAGTACCCAACATGTAGTCTTTTATCCCTCACCCTCTCTCACCCTTTCACCTAAGTCCCCAGGATCCCTTCTGTCATTCTTATACCTTTGTGCCCTCATAGCTTAGCTCCCACTTATAAGTGAGAACATACAATATTTGGTTTTCCATTCCTGAGTTGCTTCACTTAGAATAATGGTCTCCAGTTTCATTCAGGTTGCTGTGAATGCCATTATTTCATTTCCTTTTATGGCTGAGTAGTATTTATATATACATGCCACAATTTCTTTATCCATTCATTGGTTGATGGACATTTAGGCTGGTTCCGTGTCTTTGCAATTGAGAATTGTGCTGCTATAACCGTGTGTATGTCTTTTTCATATAATGACTTCTTTTCTTCTTGGTAGATACCCAGTAGTGGGATTGCTGGATCAAATGGTATTTCCACTTTTGGTTCTTTAAAGAATCTCCATACTGTTTTCCATAGGGGTTAATAGTTTACATTCACACCAGCAGTGTAAAAGTGTTCCCTTTTTAGTCAAATTGTCCCTGTTTGCAGACGACATGATTGTATATCTAGAAAACCCCATCATCTCAGCCCAGAATCTCCTTAAGCTGATAAACAACTTCAGCAAAGTCTCAGGATACAAAATCAGTGTGCAGAAATCACAAGCATTCTTATACACCAATAACAGACAAACAGAGAGCCAAATCATGAGTGAACTCCCATTCACAATTGCTTCAAAGAGAATAAAATACCTAGGAATCCAACTTACAAGGGATGTGAAGGACCTCTTCAAGGAGAACTACAAACCACTGCTCAATGAAATAAAAGAGGATACAAACAAATGGAAGAACATTCCATGCTCATGGGTAGGAAGAATCAATATCATGAAAATGGCCATATTGCCCAAGGTAATTTATAGATTCAGTGCCATCCCCATCAAGCTACCAATGCCTTTCTTCACAGAATTGGAAAAAACTACTTTAAAGTTCCTATGGAACTAAAAAAGAGCCCGCATTGCCAAGTCAATCCTAAGCCAAAAGACCAAAGCTGGAGGCATCATGCTACCTGACTTCAAACTATACTACAAAGCTACAGTAACCAAAACAGCATGGTACTGTTACCAAAACAGAGATATAGACTAATGGAACAGAACAGAGCCCTCAGAAATAATGCCACATATCTACAACTATCTGATTTTTGACAAACCTGACAAAAATAAGAAATGGGGAAAGGATTCCCTATTTAATAAATGGTGCTGGGAAAACTGGCTAGCCATATGTAGAAAGCTGAAACTGGATCCCTTCCTTACACCTTATACAAAAATTAATTCAAGATGGATTAAATATTTAAATGTTAGACCTAAAACCATAAAAACCCTAGAAGAAAACCTAGGCAATACCATTCAGGAAGGACATAGGCATGGGCAAGGACTTCATGTCTAAAACACCAAAAGCAATGGCAACAAAAGCCAAAATTGACAAATGGGATCTAATTAAACTAAAGAGCTTCTGCACAGCAAAAGAAACTACCATCAGAGTGAACAGGAAACCTACAGAATGGGAGAAAATTTTTGCAATCTACTCATCTGACAAAGGGCTAATATCCAGAATCTACAATGAACTCAAACAAATTTACAAGAAAAAAACAAACAACCCCATCAACAAGTGGGCAAAGTATATGGATAGACACTTCTTAAAAGAAGACATTTATGCAGCCAAAAGACACATGAAAAAATGCTCATCATCCCTGGCCATCAGAGAAATGCAAATCAAAACCACAATGAGATACCATCTCACACCAGTTAGTATGGCGATCATTAAAAAGTCAGGAAACAACACAGGTGCTGGAGAGGATGTGTAGAAATGGGAACACTTTTACACTGTTGGTGGGACCGTAAACTAGTTCAGCCATTGTGAAAGTCAGTGTGGTGATTCCTCAGGGATCTAGAACTAGAAATACCATTTGACCCAGCCATCCCATTACTGGGTATATACCCAAAGGATTATAAATCATGCTATTATAAAGGCACATGCACACATATGTTTATCGCAGCACTATTCACAATAGCAAAGACTTGGAACCAACCCAAATGTCCAACAATGATAGACTGGATTAAGAAAACGTGGCACATATACACCGTGGAATACCATGCAGCCATAAAAAAGGATGAGTTCATGTCCTTTGTAGGGACATGGATGAAGCTGGAAACCATCATTCTCAGTAAACTATTGCGAGGACAAAAAAACCAAACACTGCATGTTCTCACTCATAAGGGGGAATTGAACAATGACAACACATGGACACAGGAAGGGGAATATCACACACCAGGGCCTGTCATGGGGTGGGGGGAATGGGGAGGGATAGCATTAGGAGATATACCTAATGTTAAATGATGAGTTACTGGGTACAGCACACCAACATGGCACATATATATATATGTAACAAACCTGCACATTGTGCACATGTACCCTAAAACTTAAAGTATAATAAAAAAAAAAGTGTTCTCTTTTCACCACATCCACGTCAACATCTATTTTTTTTTTTTTTAAATTATGACCATTCTTGCAGGACTAAGATGCTATTTCACTGTGGTTTTAATTTGCATTTCCCTGATAATTAGTGATGTGAGTATTTTTTCATATGTTTGTTTACCATTTGTATATATCACATTTTCTTTATTCATTCATTCATTGATGAACACTTAGGGTGATTCCACATTTTTGCTTTCACAAGTAAATAATATTTGCTTTCACAAATCTATAAATAAAACTAGGGAAGTCTCCTAGTTTTATTTACAGATCTAGGTGGCACTTGCACAGTGTTTATGTCAAGTTAATTCATCAATATGTACTTTTATGATTTGTGTAACTATCTGTATATATGTTATTCTTTAATAAAAATGTTTACTAAACATATATGCATAGTAGGTAATTAGAGGGAAAATGGATACATTTGCCATCATACTGAGTGATATTTAACATACTTCTCGCAATAACTTATAGATCAAGCTAGCAGAAAAGTTAGTAAGCGTATGGATTTAAACATACTTAACAAGTTTAATGGCTATATATATATACACACACACATACACACTCTACCAACAATGAACACATCTAGCACATGGAATCTTTGTGAAAATTAACTACATAAAAGTCCATAAAAAGGAAATCTCCACAAATTACAAAAAATGATACATAGACCATATTCTCTGATGACAGTGCAGTTACGTTAGAAATAAATAGTGAAAAGATAACTAACCTCCCACCTTTGTATGTTTGGCAATATAAACAGTATCATTTAAAGTAACTAATCAGTCTGGGGGAAAATAATAGTATAAGTTAATAACTAACTCAGAAAGATAATAAATATCACAATTTGTGAGATGCAGCTAAAGCAATTCTTAGCAGTATTTATCTTTAAATGCTTGTATTGGAAAAGGTAGATATTTAATGAGTTAAACATCCAAATAGGGAAGTTAGAAAAAGAACAACAGAATGTATACAAAGAAAGTAAAAGGAATGAAATAGTAAGCATGAAATCGTAAGAACAGAAATTCATAAAATAATGAGTAGGGTATAATAGGCAAGATCAAGAAAGCCAAAATTTGATCATTTGAAAATACACCGGGAAGTTTGAGCAAGAAGAAAATGAGAGAAGGCATAAATATATTAGAAATAAAAAAAGCATATAACAATAAATGCTGCAAAAATTAAAACAGTAGTAACCATTTGTTAACAACTTTATGCCAATAAAATGGAAAATTAGAGAAAAATGGACAGTTTTCTAAAGCTACATGAATCGCCAAAATGGACTTCAAATAAACAACTATGGTAGTCTTAGCTTCATTAAAGTGATGAGTTTATGATTGAAAGTCTATTGTACCAGTTAGCTTTTGATATACAGCAAATCAAAACAAAGCTTAATGGCTTAAAACAACAGCCTTTATTTACCTCACAATTTTGTGCATTAGCAATTTGAGCTGGGCTTACTTTGCTGGATTTTATTCTCCATGGGTTCATTTGTGCATCTTTGATCAGCTGCTGGGGTTTCTGGGGCCTAGTTGTACTAGGCCTTGAATGGCCTTAGCTGGTATGGCTCATCTCTGCTTCATGTGGCCTCTCGATTTCCAGAAGTCTAGCCCAAACTAGTTTACATGATCATGGAATAAAGTTTCAAGAGTCAGAGCAGAAATGTGCATGGCCTTTTGAGGCCTAGGCTTAAAACTTGCACTAGATTACTTTGCTTCATTATATTGGCCAAAGCAAGTTACAAGCCCAGCTTAGATTCAAGTGTACTGGAAATAGATTTGACCTTTTGATGGGATATGCTACAAATTCACATTGCACAAGGTATGGACACAGTGAGGAGCAAAGGACTGGGATCATTCTGGCAGTCTACCATGTCCCTCCACCAAATAACCACGAGGCTCACACAGTTTTACAGGGGAGTTGTAGCACACATCCAAGGAAATAATTCCAATCTTAAATAAACTCTTCCAGAGAGGAGAATAAATGAGAATACCACTCATCTAATTTTATGAGCATAGGTCACCTTGATTTGCAGACTAGATAAGGACCGTATGAGAAGGGAATTGCTTAAGCCAATTTACTTTTGAACAGATTAGATTAAAAAATTTAAACAAAATATTATTAGCAACCTGTTTATTAGCAGAGTGTATGTATGCGTGTGTGTCTGGGTGTGTGAGAGAGAACAAGTTGATTATTTCAATAGTGAAAATTTGTTTTTATCTTCAGAAAATTTCTTAATGAAATTGACTACATTAAAGGAGAAAAAAATCCAATGGTCTTCTCAAGAGGCAGAAAAGGCACTAGAAGAAATTCAATACTGACTCATTAAAAATTCTTAGCAAACTAGAAATAGAAGGAAACTTCATTAAATTGATAAAAGTACATGAAGTAAACATACATCAAATATCATACTTACAGTTTAAATATTAAGAGAATTCCTGTTAAAATCAGGAACCACACAAGAATGACTATTATCAGTGTTTCTATTCAACATTGTACTGGAGGTTCTTACCAGCAAAATAAGTAAAAATCTTAAGGATTATAATTAAAAAAGTAGTTATTAACTTATATATTGCCTATATATAAAAAATGATCACCAAATTATTAGAATTAGCAAGAGAGTTCAGAAAGAGTGCTAGATGTAAAGCCAAAGATAAGATCAATTGCATTGCTGAGCAAAAGCAGCATAGTGGCAGCTGCAACAGCAATAACAAAAACTGCAATTAAATATTTTATTTATAATATCAAAAGGTGAATCAAATAGGAACAAATCAAATAAAATATATACATGACACTTATAAAGAAAATTATGAAATTTTATGAAAAACCACTGAAGACCTAACTGGGGAGAAGTACGCTATGTTCTTGGAGAAGAAGGCTTAAAATAATAAAAACGTCTGCTTCTTCCATATTGCTCTCTAGGGTCAATGAACTTGTAATCAGTTCCCAAGAGGATTTTTTTTTTTTTTCCTGATGGACTCTGACAAGCTGATGCTAAAATTTTTAGGGAAGACCAGAGGCCAAGAATAACTAAGACATTTTCTGAGGGAGAAAAAGGAAGGGACTTAGCCATCCAGATGTGAAGGCTTATTGTAAAGTTATAGCAATCAGCAGAGTGTGATATCACTGCATTAATCAGCACATGAACCAAGAGATCAGAATGGAGAGGCCAGAAATGACCCTTTCGTCATGTGTGGAAACTTGGAAACTTGACACATAACTGATGTGGCATTCCTGACCAATGAGGAAAGGATGGATTCATCAATACATGGTTAGGAAAATCAGTTATTTAAAAACATTATATATATATTATAGACACAGACATTGAGTGATGTAATTGATTTTTGTGTACAGTATAAGGAAAAGCTTCAAATATATACCTGGACCCCATACATAAAAATCACTTACAAGTACAATTGAATTAAATACCTAACTGAAAGCTCAATGTTGAAAGGTTTAGAAGACAACATAAGAACATATCTTCACGATCTCAGTCAGGATAGAGAAGTTCTTAGACAAGATAAAAAAATGCACAAGTCCTTAAAGAAAATACTGATGGGTTTACTGCATAAAATTCTAAAAAGTGTGACAATACATCAAGGAAGATCTTGACAACAATTAGCAAAAAAAAAGTATTCATTGAAGAAATGCTGCAAATCAATAAGAAACCTTTTTTTTTTAACTCAATAGGAAGTCAGACAAAAGATATAGAAGGATGGTTTTCCAAAGTAGAAAACATAAATAACCAGTGAACATATTGAAAGTAATTCAAGTTCACTAGTTATCTTGGAAATGCAAATTAAAACCATTATGAAAAACCATTTCTTCACCCATTAGCCTGGCAAAAGTGAAAAACCATCTGACAATGCTATGTGTAGGGGAAGTCATTGAGCAATGGATTCTTACCCATTGTGTTGGAAACTTGAATTGGTGGAACCAATAGAGAGGGAAATTTGGGGATCCTTGTAATGTGCATACATTTGGACATAGGAGCCCAACTCTTTGGTATAAACGTTGAAGAAACTCTTGGTCATATACCCAGGTATATATGTATAAGCATCATCACAGGACTTTTTTTTTTGTTTTGGTAATTTCAAAAACTTGGAAAAAACCTAATTGTCCATCAATAGGAGAATGTTTAAATACGTTGTAGTAGAGACATAGAAACATAAAAATCAGTGAAATTGAACAAAAATTGATGAATTGCTAAAGTAATTTTAAATGAAAAAGCTAGCAGAAGGATAAAATTACAGTATTAAATCATGTATATATTTCAAAATGCAAGATAATTCCATATACAGCTTATTGATACATCCATATATATACAAAGAAAAATGCATAGAAGTGATAAACACTAAATTTAGAATAGTTTACTTCTGAGAGGAGGAAATGGGAGTTTTATTAGGGTTGTGAACCCAGAAGACTTCAACTATATTGAGGATATTTTATTTCTCAAGTGTTTGCTATATGTTGTTTTGTACATCATAAATATTCAAAATGTTTAAAATGGCATACTTTTTCAGGGTGATAATCCACATATATATGTGAATATATGTATATATGTGTGTGTGTATATATGTATATGTATATAATTTTGCCATGTTTCCAAGAATGAACAGAAATTCATCCAAGTGTCTCAGTTTAAAACTGAACTCACATTCAATGCAATGGTGTGTCTTGTTCTGTAGCTAGTTACTTCCTGGTGAAGCTCTCCTTTTCTTGTGGGTCCTGGATCTGTAATGAAGGGCAATGACTGGTTCTCAGTCCTGAAAAGACATTAAAATCATATTAGAAGACTTTAAAAATCAAATTATTGTGTACACTTAGACCTCCTCATTGAGAATCTGAACAGTAGGGTCTAAGAACTGACACATTTTTTTCACAACCGTCTTATTGGTTTTGATTTATTCAGTTTGAAGGCTCAAATTTGAGTGCACTGACATACAGGAAATATGTGTTGATGGCCTAGATTATGGTTTTGCCTTATCTCTATAAGGAGCCCACAAATCTAACATATGGTCAGTAATTAGCTTCTAATTAGTGACTTTTTAGATTAGTTGTTCTCTAACTTTAGATTGCATACAAATATCCTGGAAGGCTTGTTAAAACACAAGTAGCTGGATGTCAACAAAATGTTAGAGTAGAAAACCTGAAGCTGCTGTTTCTCGACAGAAACACTGAAAAACAAGCAGAAATTGTCAGAACCAACTTTGTTGGAACTTAGGAAAATAGTCAGAGGTTTATAGCAACCGAGTGAATGCTGAATCAAGAAAAAGGCAACCTTAAAACAGTAGGAAAGCTGTGAGGCATGTTTACTTGCCTTTTGTACCATACCATTTATAACCCAGTGGCAGTCCTGAAAGATTTCAGCCCATGTTCCTAGTGTAGGACAACAGTCTCTGGTTGTGGAGTGAGCAGAGCAGACCTTATTCACAAATTATTTTGCATATCTATTCTAACTATCTGGGACTATGTGAAGAACTGATAAAAGGTACTTGTAACTCAGAACGAGTTAGTGGGTGCAGCGCACCAGCATGGCACATGCATACATATGTAACTAACCTGCACAATGTGCACATGTACCCTAAAACTTAAAGTATAATAAATAAATAAAAAAAAAAAGAAAAAAGTGGCAGGCATTGATTTATTGCATATTTCAAAATAGCTACAAGAGAAGATTTGGAATGTTCCCAACACGAATAAATAACTAATGTTTGAAGTGACAGTTATCCCAATTATCCTGATATGATCATTATATATTGTATGCACGTACCAAATATCAAATGTACCCAATACATAGGTACAATTATTATGTGTTAATTTAAGAAAACATTTCAAATCTAACAAACACCATGTGTCTGCCTGGGGCCAAAGAGTATGGTTGAGACATATAGTAGATCATGTAAAGCAAAGAGAAAATGCTGGAAAAAGGGTTTCTTTGGACAATTAGAACATTCAAAATCACCTGTGTGTTCAAGGAATTTAGAAAGCCATATGCATGCCTAGGGCAAGAGGTAAGGTCAGAAAAGACTTGAGAACACCCAAAGCTTTCATCTTTGGCTGATCCCTAGGATCAGTGTAAGCCTGGCTAAGTGTTGAAGGAGGGTCCCAGCACGGAGAAAATCTGCAAAGGTTGGAGGAGTCTCTCTCTCTTTCTTGTTTTTGGTTGCTGACATTCAAGGAAATCCCTGTCAAAATTTTTTTTTAAGTTTTTTTTTCTTTCTTTCTTTTTTCTTCTTTTGAGACAGGGTCTCATTCTGTTGCCCAAGCTGGAGGACAATGATATGATCATGGCTCACTGCAGCCTTGACCTCCTGGGCTCGTGTAATCATCCCATTTTAGCTTCCTAAGAAGCTAGGACTACAGGCACATGTGACCATGCCTGGCTAATTTTTAATTTTTTTTTTTTTTTTCACAGAGACAAAGTCTCACTGTGTTGCCCAGGCAGGTCTCAAACTCCTGGCCTCCAGCAATCCTCTTTCCACAGCCTATCAGAGTGTTGGGATTACAGGTGTGAGCCACCTTGCCTGGCCCAAAATACTTTATAACATAAGATTAGGAACAGAGATTTCAGTTACTACACATGACTAGAAATACAGTCTCTGCAAAAATAGTTTGGTAAGCCACTAAAGAAATGGACTACTGTAGTATTCAACAATAAAAAACAAAGAAAAACAAAACTCAGCAAACCCCAGTAAAGGGGCAGATCTGTTCTCCAGTGTTAATACATTATAACATCCAAATGTTCAGTGTTCAAATAAAGTCACAGGCAAACAAAGAAAGAGGAAAGTATTGTCATTCAAAGGAACAAAATAAATGAATAGAAACTATTCCTGAGGAAGCACAGATGTTGAACTTACTGTACAGACTTTAAAATAACTGTCTCTAATGTGCTTAAAGAGCTAGATGAAAACATGGATAAAGAAATAAGTCAGGAAAATGATGTATAAAAAAAATGAGAATATCAATGAAGAGATATAAATTATAAAAAGGAACCAAACAGATACTCTGCAGCTGAGAAGTACAACTGGAATAAAACACTTACTAGAGGGATGCAAGAGAAGATTTGAGCAGGCTGAAGAATGAGTAATGGAACTTAAAGATAAGATCATTGAAATTAACAAGGCTGTGGAGCAAAAAGAAAAATGAATAAAGAAAAATGAACAAGGCCTGAGGGATCTATCTGTAGGACATTATCAAATAGACTAATGTATGCACCGGGGGTGTCTCAGATGGAGAAGATAGAAAGTACTGGAAAGAAAATTTGGAACAATAATGGTTAAAACTTTTAACATTTGATGAAATATATGAATCTATGTATCCAAGAAGTTTAGCAAACTGTAAGTAAGATAAACTCAAAGGTATCCACACTGAGACACGTTATGATAAAACCATCAAAAGATAAACGCAAAGAGAATCTTGAGAGCAGAAAGCAAGACATGACTGTCAAATACAAGGACTTCTTCATGAGATTAGCAGTAAATTTATCATCAGAAACCATGGAGACCAGAAGGCAATGGGTTGTCATATTTAAAGTAGGGTCATTACTACTGACCTTACAGAAATTAAAAGGATTAAAATAGAAGACTATGAATAATTATATGAAAACAAATTAGATAACCTAGATGAAATGGACAAATTCCTAGAAACACATAACCAACCAGGACTGGATCATGAAGAAGACCGGATCATGAAGAATTAGAAAATCTGAAGAGACTTATAATAAGTAAAGTGTTTGAACTGGTAACAAAAATCTCTCAATCAAGTAAAGTCTGGGACCAGATGGCTTCACTGGTGAATTGCAACAAACATTCAAACAAGAATGAACATCAATCCTTCTTAAACTCTTCCAAAAAATTGAAGTGGAGAAACATTTCCTAACTCATTCTATGAGGTCAGAATTACTATAATACCAAAGCAGATAAGGACATCATAAGCAAAGAAAATTACAGACCAGTATCTCTTATGAATGTAGAGGCAACATTTCTCAACAAAATACAAATGAACTGAATCCAACAGTGTATTAAAAGGATTATGCACTATGCCCAAGTGGGATTTATCCCAGGAGAATGGTTTAACATAAGAAAAGTCAAGCAATATTATATGCCACATTAATAGAATAAAGGAAAAAAAGCCCTACAGGATCATCTCAATTGACACAGAAAACGCATCTGACAAAATCCAATATCTTGTCATGATAAAAACACTCAGAAAATGAGCAACATATGGAAACTTTCTTAACGTAATAAAGGGCATTAATGAAAAACTCAGAGCTAGCATTATACTCAATAGTGAAAGACTCAAAGTTTTCCTCTTAAAATCAGGAACAAGGCAAAGATATCACCACTGCTATTTAACACTGTACTGGAATTTCTAGCCAGTGCAAATGGGCAAGAAAAATAAGTAAATGCATTCAAATTGGAAAAGAAGTAAAACTATCTCTACTCACAGATGCCATGATTCTATGTATAGAAGTTAGACCCCCTACTTCACACCACATATAAAAATGATCTCAAAATCAACTAACATTCTAAATATAATAGCTACAACCACTAAATCTTAGAATAAAAAGTAGAGGTAAATATCTATGGGCTTGCATTTTACAATGGATTCTGTGACTCCATCTCAAAAAAAAAAAAAAAAAAAAAATTTCTTCATCAAAAGAGATTATTAAGGATGTGAAAACAAAACCAAAAAAAGGAAGAAAGTATTTTTAAATTATGTATCTTATAAAAATTTAATGTCCAGAGTATACAAAGTACTCCTATAACTGAACAAAATGACAACCCAACTGAAAAATGGGCAAATGATCTGAATACACATTTCTCCAAAGAAGATATACAAATGGCCAATAAGCACATGAAAAGATACTCAACATCTTTAGTCATTAGGAAAATTCAAATTAAACCTCCAATAATATATCACTTCATACCCCACCAGTTATAATTTTTAAATAAAATTCCCATCCTATTAGAAAATAAGGGGAAAATAAGTGTTGGTGAGGTTGTGGAAAATTTGGAACTCTTGTATATTGCTGGTGGAAATATAAAATCATGTAGCTTGATGAAAATACCAAAAGCAATTGGAACAGAATCCAAAATTGACAAATGGGATGTAATTAAACTAAAGAGCTTCTGCACAGCAAAAGAAACTATCATCAGAGTGAACAGGCATCCAACAGAGTGGGAGAAAATTTTTGCAGTCTACTTACTGACAAAAGTCTAATATCCAGAATTTACAAGGAACTTAAACATATTTATGAGAAAAACTTCATCACAAAGTGGGCAAAAGAGATGAACAGACACTTCTCAAAGGAAGACATTTACACGGCCAAAAAACGTATGAAAAAGAGTTAAACATCACTGATCATCAGAGAAATGCAAATCAAAATGATAATGAGATACCATCTTACGCCAGTCAGAATGGCGATTATTAAAAAGGCAAGAAACAATAGATCCTGGTGAGGCTGTGGAGAAATACGAACATTTTTATGCTATTGGTGGGAATGTAAATTAGTTCAACCATTGTGGAAGACAGTATGGCAATTCTTCAAAGATATAAAACCAGAAATACCATTTGACCCAGGAATCCCATTGCTGGGTATATAGCCAAAGGAATATAAGTCAATCTGCTGAAAAGACACATGCACACGTATGTTTATTACAGCACTATTCACAATAGCAAAGACATGGAACTAACCCAAATTCTCAACAATGATAGACTATTTGATAAAGAAAATGTGGTACATATACACCAGGGAGTACTACACAGCCATAAAAAGGGACACGATCATGTTCTTTGCAGGGACATGGATGAAGCTGGAAGCCATCATCTTCAGCAAACTAACACAGAAGGAGAAAACCAAACACCACATGTTCTCACTCATAAGTGGGAGTTGAACAATGAGAACACATGGGCACAGAGAGGGGAACATCACACACTGGGGCCTGTTGCGGGATGGGGGAAAGGGGAGGGAATTTAGAGGACAGGTCAATAATACATCAAGCCCCCATGGCACACGTATACCTATGTAACAAACCTGCACATTCTGCACATGTATCCTGGAACTTAAAGTAAAATTTAAAAATAAAATTTAAAGTAAAAATAAAATTTTGATTAAAAAAGTTAAAAAATAAAATCACGCAGCTGCTGTGGAAAACAGTTTGTTGGTTCCTCAAAAATTTAAACACAGAATTACATGTAATCCAGCAATTCCTCTCCTAGGTTTATAGGTAAGAGAATTGAAAACAGGGACTCAAACAGACACTTGTATGTCAGTGTTCACTGCAGCCTTATTCAAAATACACAAAAGATGGAATGAAGCCAAATGTCTACCCATGTATGAATGGATAAAGAAAACTTGGTATATGTATCCAGTGGGATATTATTCATCCATAAGAAAGGAATGAAGTTCTGATACGTACTACAGTGTGGATAAGCCCTAAAAACTATGCTATGTGAAGGAACCATGCACAAAAGGACAACTATTCTTTAATTCCACTTATATGAAATATCAAAAATAGGCAAATTTATTGAGACAGAAAGTAAATTAATGGTTAACAGGGGATGGTGGCGGGAGTCATGGGAGTTATTGCTTAATGGTTACAGAGTTTTTGTTGAGGCAATAGAAAAGTTTGATTAATAGTGGTGATGGTTGCATAACACTGTGAATGTATTTAATGCCACTGAATTGTGCACTTAAAATGTTTATAATGGAAAATTTTAAAAAAACAAAACAAAACAGGTAGCTTGGTCCTATTTCCAAAGTCTGATTCAGTGGACCTAGGTTGGGACCCAAATCTTTTCATTTCTAACAAGCTGCCAGGTGATGGTGATGCTGCTGGTTCTGGGACATGCTTTAGACAGAAACATAACAAGAACTCCAGGGCCGGGAAGAAGAATCTTGGTTTCAAGGGATGGAGATCTGAGTTTGAATCCTGAACATACCTCTTTATTATAGCTGTTGAACTTGTGTTGCTTTGCTTTTTGAAGCCAATGAAGTTAACTCTCTTGCTTAAATTCTTTTAGTGACTCTCTATTGCATGTCAAACCAGCGTAAGATCTGGTCCTTGCTGTCCTCTGCAACCTTCTCTCATGCCATTTTCTCTTCTGCCCACCATGCCTCAGCCACACTACTCTTTTTATAGTTCCTTGAACATAACAGGGCCTTTTCACCTGCTTGTGCCCAGGACAGTTTTCATTCGGTTGTTTGAAATGTTGTCTTCTTTATTTTTCTAAATTAATTATAATTTGTATTTTAAGTGCTAGGGTACATGTGCAGGATATTTTCCTGGAGCACCCTCTCTTTGCAGGTCCGTCACCATTACTGCATATATCGGTTAGCTATTGCTGCACAACAAACCCCCAAAACTCAGGGGCTTATGTCAGTAACCTCACAGGTCTGCTCAAAAATTGTGTTGATAAGGATCGGTCTTGGTTGATCCCCTCTAGATTTACTCATATGCCTGTAGCTGGCTGGTGGAGTTGGCCAAAGGCTGACTTAACTGGGATAGTCTCAGTGCCATGGTGATTAACTCCTGGCTGGGGCAATGTTGACGACTGGACCATGTGTCTTTCATTATCTAACAGGCCAGCCTGGGCTTGTTCCCGTGGTGCTCGGCAATGTTTCAAGGTAGAGTAGATGTTCACAAGACCCTTGAGGCCTAGGCTGGGAACTGGCACACCATCACTTCCACAGTGCTTTACTGATCAAAGCAAGTCACAAGACTAGCCCCAGACTTAAGGGATGGGGAAACAGACTCCCCCTCTTGAAGTGAGGGTGTACAAAGTCACTGTTCAAAATGTGTGAGTACAAATGGGGAATCAATTTGCAATCATTCTATCACATACTTTCCAACTGAAACATCTCCATTTCCGGCCCCGCACTCACCACAGTTTGAGAGTGTAGGCAGGGCTGGCTTCATGGGCCATCAACCTGAGCAGTCCCAGGGGGGCCGTGCTTAGAAAGGTCCTGTGATTAGATTACTGCCCTGCTGTTGCCCTCTTCAATTGTTTAGTAAATTTTGAACAAGGGACTCTGCAAATTATGTAGCAGGTTCTAAGTATAGTTTATGTGGGTGTTTATTTGTTCATCATTGGTCTTTCTAGATTGTAGGCTTCACCAGGGTCAGAACTAGCTCTCATTCAGCAAGTGCTTAGAAGTACCAGGTACATAACTGGCAGACAATATACTGTTAATGAATGAATGTACCAGTTATGAATTTATCTTCTTATTTGTAAAGTTCCAGAGATGTCTTTCCTGAAGGTAATGCAGATTATATAAGAATATGTATTAAAAGCAACTTGCACATAGTACATTTGTAACACATGTCTCCATCCCTTTTTAGTATTTAAGCACATAAAAATGCATTTCTTGGCATTTAATGCTCCCTGTATGTTTAACTGTATACTGTAGAAATGAAGGCACTCTTCCTGTCTTTTAGGAATTTCTGTTTTAGTTATGAGGATATGATTAAGAGAGAGAGAACAGTTCTTCCTATTATCTATTCCAGCTTGATGAGTGTATGATTCTCTGTAGATATAAAGAACTTTGTGCTTGAGCTCAAATACCTGGTACAGACAGATAACACAAAGAACATTCAGAGACTTGGACAATCATTTTGCTGCAGAGGTGGGTTATGGGAATGTAGAGGACAGAACCAACAGTTATTGAATACTTCCTATGTTACAGACTTTGGCCCTGCATATAGTATCTCAGTTAATTACATTTCACCTTCAGAGAAATCCTACTAAGTTAGTGATTTTTATCCCCATTGTGTAGGTCAGGCAATTGGACTCAGATTAAGTAAGTTGCCAACCTTATATAGCCCAGAAGTGATGGAAATGGGATTTAGACCCAGGTCTTTATGATTTCAAAGTCTTTGCTCCTTCATTCAACAAATATTTATTAAGGGCTTACCCTGTGTTTCCACAGTTACCACTGTGTTGATTAAGGAGACATGATATTTACATGTGGTACACCAAGTACCATCAGGAGACAGAATTTGTCTTTTTCTGGGTTTCCAGCTTCAAAGAATAGGTGATCCCAGTGGAAACATCAAAAGGTGATGGCAATTTCACCCAGTCCATCTTCCTAGAGAGCAAGGCGGTTCTTCTTGCTTCCTAATAGGAGTGGCCTCATGGAATGGCTCATTACAAAGATACTTTCCATGGGGCAGCTTTCAAAACTCATCTTCTCCTTAGAATCCTGGATGCCAGGCAGTGCTTCTGGCCATCCTTTTATGAGAAGAAATGGCTGGGGTAGGGGAAATATGTCAGTGTCTCATTACAGAAATTACCTCTTGATCAATTCAACACTACAAAAATCTCCCTGAAAAAGAGGCAGCCACTTCTCAGGTGAGAGTCAGCATAGCTCCAGGCTTTTAATATTTATCTTGTACATGCTGCCTCATGGATTCAACAACCACATCTGCTGAATTGCTCCAGAACTAAAAATGCTTGTGATGTGCTTTCAGGTTAAAATAACATTATTCTCTATTTTAAATATTATTATGTTGCCTTTATAGGCAAAGTAAAAGCAAAAGCTCCTCACTTGTCAAACCTAATTTCTGGACCCTGGTGGATCCTTGTGGATAGTGCAAAAAAAAGTGCTGCTGATTAAATAGCAGAGGATGGAATCACTTGCTTGGTGCCTGGTACATAAGCCTCTAGCATTAGGTAATTCCTGTCTGAGACACAGAACACAAGCTGGGAATTTTTTCACTTCAAAACAGCATCCATTTGAGAAAAGCTGGCCAGTAGTGATAGGCTTATCTGAATCTTCTGATTGTCATAGATTTTCATTATCAGGATGGTTGACTACCCACTCAATTTCCCTTTGATGCATTCTGAGCTGATTATGCTGTTACAATTTCAGAGGGTGAAAAATAAAAAAATGAGCCGAGGTGAACCAAAATAAGTTATAAGGATGCTTCAGGGGTTGAGTGTTCTGACAGTTTCTAAATAGTTGAGGCCTCAGGGAGACTTCATTCCAAAGCCTTTCACAGAGGCCAAGGCTCTCCTGTCTTTGTTTCTCTGTCTCTGTGTCTGTCTGGTGAACTTGGGTCTGAAACCTTTCCCTTACCTGGACATCACTGTCTCCTCTAACAGCTGAGGTGTCACTGGGAAGTGAAATTGATTACAACTTTTTAAAAATTCCACAGCTGTCGTTTTTACCTCAGCTGCTTCCCATAATTCCACAGATGGTAAACATATGTTTATAGGCACATTGAAAAAGAAGCTATATTGGATGCCTCCCATCTTTAATTCTTATTTTTCCTTTCATGCAGAAAGTCAAAGTCATAGAACTGGGGAATCTTACACATTTGAAGATTAATATTTCTGTGCATTAAGACTTTGGAAACAGCAGGACAGCTAATGATATGCTAATGAGCTGACAGTTTTTATTGATCATAATGAAAGTCGACAAGTGTCTTTCTTGGCGGTTTTGCATGCTGGAATATTTTATTAACGTCTTCAGGGCAGAAGTACATGATTGGTTGCATTTTGAAAACCCTCCCTGTGAGTTTACAGGTCCTACTTTTTGTTAGCCTGTTTCCAAAGCTTGAGTCCCTGCCAGTTTATAAACAGAACACATCTTCATCCATATATTTACATGCCCAGCAGGAAACTCTCCCACCCCTTTTTCCTCTCTCTTTCAAAGCAATTTGTTTCAGTATTTTAGCATACAAAAAAATAGAACCATTTTCTTCAATGTAAACAGAGATCTGCAGGGAAATAAGAGCGTTAAAAAAGAATTAGCATTTGTTTGGTGGTGAAGCTGCTTTTGTTTGTATCAGAAAGCTCTGCATGTTTAGAAGAGCTTGCTTAATCTTAGTTATTCCATACACAAGAGGGACCTAATTGGATAATTTTCTAATTTTTTAATTGCATCTTTCTATATTTCTTAATGCAAAATGAGAAACGTTCTAGGAATAATAGAAATAATGGGCATTAGTTCCCTAAACATTAAAAATCCATAATATACAATGTACCTGGTGCAAATTTATTTTTCAGTGCATGGTGAGCTGACAGCAGGAGGTACAGGGTGGCAACAGGTGGATTAAACAAAAGGAAAAAAAATCCATTTTTCTGCCGTCCATCCGTACTAAATAGTAAGCTTATTAATTTTGGGCTCTGCACCTTAGGGATTTATTTAGGGCCTCAGATCAGCTGAGGTTCATCATTACACTAACAATAAGAAAATGGATTGTTTAGCAAATTAATAGTGTAAATAAGATTACGGGGGGCGGGGGGATGGGGGGAAGAATATTAGGCTACCTAAAAAGACTTCTGTTTTCTAGCACTGAAAAACTGTCTTAGCAAATTATTATTATCTAATACAAATAGTTTTGCATGTTTGATTGGTATCTATCTATTAAGGCAATCAAGATAAAATCTCATTTTGATAACAAGACCTCTTTGTAGCAACAAGTTGTTGGTTCATGTTAAGGGGATCCCTTAAATTATATATTTTTACCTACAGCATATTGTAGTGACCCAGCACTGGTTTTGGAGTGTTAATCGAAAAGTGTCTGGATCTGTCTCTAGCTAATGATAAACAAGTCTCAATCAATTTAGAAAAGTTTATTTTGCCAAGGTTAAGGATGCACCCATGACACAACTTCAGGAGGTCCTGAGGACATGTGCCCAAGGTGGTCCTCATGTATACCTTGCTTTATACATCTTAGGGAGACATAATACCTCCATCAGTACATGTAAGATTTACATTGGTTTGATCTGGAAGGGTAGGACAACCAGAAGGGTGGCAGCTTCCAGGTCATAGGTAGATTTAAAATTTTTCTGATCGGCTATTGGTTGAAAGCGTTATCAGTAGTAAAGAATGTCTGGGTTCTGATAAGGGGTTGTGGAGAAGAAGCTTTTATCATGCAGATGAAGCCTCTAAATAGCAGGCTTCAGGGAGAATATATTGTAAATGTGTATCATTAGACTTAAGGTCTGTGTTGATGTAAATGCTGGAGAGGTTTAATGAAGCATGTTCAACTCCTTTTCCATCATGGTCTGAACTAGATTTCCGGGTTAACTCTGGAATGCCCTTGGCGGAGAGAAGGGGGTTCATTCAGATGGTTGGGGGCTTAGAACTTTATTTTTGGTTTTCAAGAGTTAGTAGCCCTGTAGTATATAGCCTAGGATTAAGGTATCCTTTAGAAAAGCTACTTAGAGTATCAAAGCCTTAAATTTCTCATAGGTCATATGACCAGGTAATCTGGTCCTAGATAAGTAGTTCTTATGGAAAGTATCAAAATGACCTCAGACAGTTTTCAAAATAGTCATGACTGTTCTTTCAACCTCTTCCAAAATTCTGATATATACCCTAAATTAAAAACTATTGCCCCACATGATCTTCACAGATCCTAACTGTGCTCAAAATTATGTGGTTCAGTATTGTATAATTCATAGTTTTCAATAATTTGATGCTTTAGAATATTTATTGTGTTTACTATGTGAAATCTACTACAATAGGAACTTCAGGGGATACTAAGATGAAAATCTATTATCTTTGGTGTTTATAATACAGTCTAGTAATTCTGTTGGGTTTTATTCAGTTCCAAATCAGTAAGATTTTACTCTATTTATATATGAGTTGGATGCAATAATTTTAACCATTGTGAACTTTTAATGAGTAAATGCTCTTGCTCCAAAAGAAGCAAATGGTTGACAATAAAGCAGAATTTTTCAAAGTGAGGTCCTTTTACCATTCATCAGAATCATCTGGAAGAGGTTTTGTTTAAAAAATGAATATTCCTGGGCCCACTCCAATCCTACTGAAACAGGATCCTTTGGGTTGACACAAGAATCTGAATGTTAAGCAGACACTCAAGGTGATTCTCAGGAACTTGAAGTTTGAGAAACACTGCCAAAATGAATAATATGAAATAAAGCATATGTCTGAAAAAAGGAGATCAAATGAGGTCAGCTAATACAGGCCCAGATAGAGTTGCATTTTTCAGTTAAATGTAGATACATTTAGAGTTAAATGAGGAGAAATAATAAAAATTTTGTCTTTTTATCCCTTATCTCCCTTGGGAGAAGTTGTAGTGCTGAAAGGCACATTTTCATCTGTGGAAATCCTCATAGATGATATATATATATATATATATATATATATATATATATATATATATTTTTTTTTTTTTTTTTTGAGAGGAATAAGGCTGATTGAGCTCCTTTGTAGTTTTATGCATTATAAAATCCCTTTTGTAGTTTTATGAAGGAAACTACATGCTTAGCAAATGCTTCTTTTATCAGCAAATGTCCTGGCAGTAAATTGTCCATATAGCAATTTAATGCCAGACCTTCTGATTCTTATTCTGGGGAAGGTGCTGGGATATACATAAATGTGTGTAGTCACATGCATACACACACATGCACTCAGACATCTTTAGATTATAAGTGGTATCTGTAGGGTATCACCACTTTTCTTTTAATCCAGCATTGACTTACAACCATTCAAATAAATTAACATTCCCATCTTGATTCATTTGGTAAGAACACATTTTCATGCCAGTATGTGGGCTCACCTCTATGACCTTTCCTTATAAAAAATACCAAGTGCTTTGGGTTTTTGTGTTAATGAGCATTGGGAAGCTGTCAGCTTTTATTTCTGTTTTTTGTTCAAGTCAACATCATTGACCTTCACCTAATGATCTATGTAACATACACACGCAGGTACCACAGATTAAAAGTGGAAAGACAGGGAAGTAAGGAGAGATGCACATAGAGGAAAGGTGTGAGAGCAGGTGATTTGTAAATCATAATGTCACTAAAATGAGTAAGATCACTTGAAAAGGAAAGGAAAACTGCTGTGTGCTGTATTTTCTTGCTTTAGGATTAGCGGGATGGGGTATTATTTTAAAATGAGTTTTCAGTTTGGTTTTG	LN:i:25000	rd:i:0
+A	ptg000002l	0	-	m64012_190920_173625/16714108/ccs	0	12049	id:i:17	HG:A:a
+A	ptg000002l	8768	+	m64011_190901_095311/27789106/ccs	0	16232	id:i:60	HG:A:a