Mercurial > repos > bgruening > hicexplorer_hiccomparematrices
changeset 1:b938352c9428 draft
planemo upload for repository https://github.com/maxplanck-ie/HiCExplorer/tree/master/galaxy/wrapper/ commit 2307743fd10f0babde52eec30289fe1682236287
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--- a/hicCompareMatrices.xml Wed Mar 07 04:24:22 2018 -0500 +++ b/hicCompareMatrices.xml Sat Jun 09 15:23:59 2018 -0400 @@ -1,5 +1,5 @@ <tool id="hicexplorer_hiccomparematrices" name="@BINARY@" version="@WRAPPER_VERSION@.0"> - <description>normalize and compare two HiC matricies</description> + <description>normalize and compare two Hi-C contact matrices</description> <macros> <token name="@BINARY@">hicCompareMatrices</token> <import>macros.xml</import> @@ -56,16 +56,43 @@ </tests> <help><![CDATA[ -Comparison of HiC matrices -========================== -`hicCompareMatrices` takes two matrices, normalizes them and appliesthe given operation. To -normalize the matrices each element is divided by sum of the matrix. +Comparison of Hi-C matrices +=========================== + +This tool is useful to compare two matrices by applying operations like difference, ratio or log2ratio after normalization. To +normalize the matrices, each element is divided by the sum of the matrix. + +**hicCompareMatrices** can be used for example to determine the effect of a mutation compared to wild-type samples on contact enrichment, +or to see TAD structure modifications near differentially expressed genes between two conditions when followed by ``hicPlotMatrix``. +It can also be used to compare two biological replicates. + +_________________ + +Usage +----- + +**hicCompareMatrices** is usually perfomed on corrected matrices (``hicCorrectMatrix``) with bins merged (``hicMergeMatrixBins``) depending +on the downstream analyses to perform (visualisation of a whole chromosome, or of a small region, etc). -Input ------ -- the matricies to be compared +_________________ + +Output +------ + +Here is an example of a log2ratio comparison between M1BP Knockdown and GST cells in +*Drosophila melanogaster* on corrected matrices with 50 bins merged (about 30kb bins) plotted using ``hicPlotMatrix``. +.. image:: $PATH_TO_IMAGES/hicCompareMatrices_m1bp_over_gst_log2_m50_matrix_plot.png + :width: 50% +In this plot we see that the cells with a M1BP Knockdown display a negative log2ratio compared to the wild-type. Depletion of M1BP thus show a dramatic effect on the distribution of Hi-C contacts in which short range contacts decrease (Ramirez *et al.* 2017, High-resolution TADs reveal DNA sequences underlying genome organization in flies, https://doi.org/10.1038/s41467-017-02525-w). + +Below you can find an example of a log2ratio plot between Hi-C matrices of two biological replicates, no differences are observable which means that the replicates are well correlated. + +.. image:: $PATH_TO_IMAGES/hicCompareMatrices_QC_log2_m50_matrix_plot.png + :width: 50% + +_________________ | For more information about HiCExplorer please consider our documentation on readthedocs.io_
--- a/macros.xml Wed Mar 07 04:24:22 2018 -0500 +++ b/macros.xml Sat Jun 09 15:23:59 2018 -0400 @@ -1,7 +1,6 @@ <macros> <token name="@THREADS@">\${GALAXY_SLOTS:-4}</token> - <token name="@WRAPPER_VERSION@">2.1</token> - + <token name="@WRAPPER_VERSION@">2.1.4</token> <token name="@USE_RANGE@"> #if $use_range.select_use_range == "yes_use_range": --range $range_min:$range_max @@ -28,7 +27,7 @@ </xml> <xml name="use_range"> <conditional name="use_range"> <!-- argparse specifies one argument of type min_range:max_range --> - <param name="select_use_range" type="select" label="Range restriction (in bp)" argument="--range"> + <param name="select_use_range" type="select" label="Range restriction (in bp)" argument="--range" help="If given, only counts within the specified range are considered."> <option value="no_use_range">No restriction</option> <option value="yes_use_range">Only consider counts within a range</option> </param> @@ -40,8 +39,8 @@ </xml> <xml name="range"> - <param name="range_min" type="integer" value="" min="0"/> - <param name="range_max" type="integer" value="" min="0"/> + <param name='range_min' label="Minimum range to consider interactions" type="integer" value="" min="0" help="The minimum range should be farer from the diagonal than median TAD size in order to reduce background interactions."/> + <param name='range_max' label="Maximum range to consider interactions" type="integer" value="" min="0"/> </xml> <xml name="colormap"> @@ -189,9 +188,9 @@ <xml name="multiple_input_matrices"> - <repeat name="input_files" title="HiC Matrix files" min="2"> + <repeat name="input_files" title="Hi-C Matrix files" min="2"> <param name="matrix" type="data" format="h5,cool" - label="HiC Matrix file" + label="Hi-C Matrix file" help=""/> <param name="mlabel" type="text" size="30" optional="true" value="" label="Label"
--- a/macros.xml.orig Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,585 +0,0 @@ -<macros> - <token name="@THREADS@">\${GALAXY_SLOTS:-4}</token> -<<<<<<< HEAD - <token name="@WRAPPER_VERSION@">2.0</token> - - <token name="@USE_RANGE@"> - #if $use_range.select_use_range == "yes_use_range": - --range $range_min:$range_max - #end if - </token> - -======= - <token name="@WRAPPER_VERSION@">2.1alpha1</token> ->>>>>>> joachimwolff-master - <xml name="requirements"> - <requirements> - <requirement type="package" version="@WRAPPER_VERSION@">hicexplorer</requirement> - <yield /> - </requirements> - <version_command>@BINARY@ --version</version_command> - </xml> - - <xml name="citations"> - <citations> - <citation type="doi">10.5281/zenodo.1133705</citation> - <yield /> - </citations> - </xml> - - <xml name="zMax"> - <param argument="--zMax" name="zMax" type="float" optional="true" label="zMax for 3D plot"/> <!-- this should only be enabled when both or 3d is selected for param whatToShow --> - </xml> - <xml name="use_range"> - <conditional name="use_range"> <!-- argparse specifies one argument of type min_range:max_range --> - <param name="select_use_range" type="select" label="Range restriction (in bp)" argument="--range"> - <option value="no_use_range">No restriction</option> - <option value="yes_use_range">Only consider counts within a range</option> - </param> - <when value="no_use_range"/> - <when value="yes_use_range"> - <param name="range_min" type="integer" value="" min="0"/> - <param name="range_max" type="integer" value="" min="0"/> - </when> - </conditional> - </xml> - <xml name="colormap"> - <param argument="--colorMap" name="colormap" type="select" optional="True" label="Color map to use for the heatmap" help=" Available color map names can be found here: https://matplotlib.org/examples/color/colormaps_reference.html"> - <option value="RdYlBu">RdYlBu</option> - <option value="Accent">Accent</option> - <option value="Spectral">Spectral</option> - <option value="Set1">Set1</option> - <option value="Set2">Set2</option> - <option value="Set3">Set3</option> - <option value="Dark2">Dark2</option> - <option value="Reds">Reds</option> - <option value="Oranges">Oranges</option> - <option value="Greens">Greens</option> - <option value="Blues">Blues</option> - <option value="Greys">Greys</option> - <option value="Purples">Purples</option> - <option value="Paired">Paired</option> - <option value="Pastel1">Pastel1</option> - <option value="Pastel2">Pastel2</option> - <option value="spring">spring</option> - <option value="summer">summer</option> - <option value="autumn">autumn</option> - <option value="winter">winter</option> - <option value="hot">hot</option> - <option value="coolwarm">coolwarm</option> - <option value="cool">cool</option> - <option value="seismic">seismic</option> - <option value="terrain">terrain</option> - <option value="ocean">ocean</option> - <option value="rainbow">rainbow</option> - <option value="bone">bone</option> - <option value="flag">flag</option> - <option value="prism">prism</option> - <option value="cubehelix">cubehelix</option> - <option value="binary">binary</option> - <option value="pink">pink</option> - <option value="gray">gray</option> - <option value="copper">copper</option> - <option value="BrBG">BrBG</option> - <option value="BuGn">BuGn</option> - <option value="BuPu">BuPu</option> - <option value="GnBu">GnBu</option> - <option value="OrRd">OrRd</option> - <option value="PiYG">PiYG</option> - <option value="PRGn">PRGn</option> - <option value="PuOr">PuOr</option> - <option value="PuRd">PuRd</option> - <option value="PuBu">PuBu</option> - <option value="RdBu">RdBu</option> - <option value="RdGy">RdGy</option> - <option value="RdPu">RdPu</option> - <option value="YlGn">YlGn</option> - <option value="PuBuGn">PuBuGn</option> - <option value="RdYlGn">RdYlGn</option> - <option value="YlGnBu">YlGnBu</option> - <option value="YlOrBr">YlOrBr</option> - <option value="YlOrRd">YlOrRd</option> - <option value="gist_gray">gist_gray</option> - <option value="gist_stern">gist_stern</option> - <option value="gist_earth">gist_earth</option> - <option value="gist_yarg">gist_yarg</option> - <option value="gist_ncar">gist_ncar</option> - <option value="gist_rainbow">gist_rainbow</option> - <option value="gist_heat">gist_heat</option> - <option value="gnuplot">gnuplot</option> - <option value="gnuplot2">gnuplot2</option> - <option value="CMRmap">CMRmap</option> - <option value="bwr">bwr</option> - <option value="hsv">hsv</option> - <option value="brg">brg</option> - <option value="jet">jet</option> - <option value="afmhot">afmhot</option> - <option value="Accent_r">Accent reversed</option> - <option value="Spectral_r">Spectral reversed</option> - <option value="Set1_r">Set1 reversed</option> - <option value="Set2_r">Set2 reversed</option> - <option value="Set3_r">Set3 reversed</option> - <option value="Dark2_r">Dark2 reversed</option> - <option value="Reds_r">Reds reversed</option> - <option value="Oranges_r">Oranges reversed</option> - <option value="Greens_r">Greens reversed</option> - <option value="Blues_r">Blues reversed</option> - <option value="Greys_r">Greys reversed</option> - <option value="Purples_r">Purples reversed</option> - <option value="Paired_r">Paired reversed</option> - <option value="Pastel1_r">Pastel1 reversed</option> - <option value="Pastel2_r">Pastel2 reversed</option> - <option value="spring_r">spring reversed</option> - <option value="summer_r">summer reversed</option> - <option value="autumn_r">autumn reversed</option> - <option value="winter_r">winter reversed</option> - <option value="hot_r">hot reversed</option> - <option value="coolwarm_r">coolwarm reversed</option> - <option value="cool_r">cool reversed</option> - <option value="seismic_r">seismic reversed</option> - <option value="terrain_r">terrain reversed</option> - <option value="ocean_r">ocean reversed</option> - <option value="rainbow_r">rainbow reversed</option> - <option value="bone_r">bone reversed</option> - <option value="flag_r">flag reversed</option> - <option value="prism_r">prism reversed</option> - <option value="cubehelix_r">cubehelix reversed</option> - <option value="binary_r">binary reversed</option> - <option value="pink_r">pink reversed</option> - <option value="gray_r">gray reversed</option> - <option value="copper_r">copper reversed</option> - <option value="BrBG_r">BrBG reversed</option> - <option value="BuGn_r">BuGn reversed</option> - <option value="BuPu_r">BuPu reversed</option> - <option value="GnBu_r">GnBu reversed</option> - <option value="OrRd_r">OrRd reversed</option> - <option value="PiYG_r">PiYG reversed</option> - <option value="PRGn_r">PRGn reversed</option> - <option value="PuOr_r">PuOr reversed</option> - <option value="PuRd_r">PuRd reversed</option> - <option value="PuBu_r">PuBu reversed</option> - <option value="RdBu_r">RdBu reversed</option> - <option value="RdGy_r">RdGy reversed</option> - <option value="RdPu_r">RdPu reversed</option> - <option value="YlGn_r">YlGn reversed</option> - <option value="PuBuGn_r">PuBuGn reversed</option> - <option value="RdYlBu_r" selected="True">RdYlBu reversed</option> - <option value="RdYlGn_r">RdYlGn reversed</option> - <option value="YlGnBu_r">YlGnBu reversed</option> - <option value="YlOrBr_r">YlOrBr reversed</option> - <option value="YlOrRd_r">YlOrRd reversed</option> - <option value="gist_gray_r">gist_gray reversed</option> - <option value="gist_stern_r">gist_stern reversed</option> - <option value="gist_earth_r">gist_earth reversed</option> - <option value="gist_yarg_r">gist_yarg reversed</option> - <option value="gist_ncar_r">gist_ncar reversed</option> - <option value="gist_rainbow_r">gist_rainbow reversed</option> - <option value="gist_heat_r">gist_heat reversed</option> - <option value="gnuplot_r">gnuplot reversed</option> - <option value="gnuplot2_r">gnuplot2 reversed</option> - <option value="CMRmap_r">CMRmap reversed</option> - <option value="bwr_r">bwr reversed</option> - <option value="hsv_r">hsv reversed</option> - <option value="brg_r">brg reversed</option> - <option value="jet_r">jet reversed</option> - <option value="afmhot_r">afmhot reversed</option> - </param> - </xml> - - - <xml name="multiple_input_matrices"> - <repeat name="input_files" title="HiC Matrix files" min="2"> - <param name="matrix" type="data" format="h5,cool" - label="HiC Matrix file" - help=""/> - <param name="mlabel" type="text" size="30" optional="true" value="" - label="Label" - help="Label to use in the output. If not given the dataset name will be used instead."/> - </repeat> - </xml> - - <token name="@multiple_input_matrices@"> - #set $matrices = [] - #set $mlabels = [] - #for $counter, $i in enumerate($input_files): - ln -s $i.matrix #echo str($counter)+'_matrix'#; - #silent $matrices.append( '%s_matrix' % $counter ) - - #if str($i.mlabel.value) != "": - #set $mlabels += ['"%s"' % ($i.mlabel.value)] - #else - #set $mlabels += ['"%s"' % ($i.matrix.name)] - #end if - #end for - #set $mlabels = ' '.join($mlabels) - #set $matrices = ' '.join($matrices) - </token> - - - <xml name="region"> - <param name="region" type="text" label="Region of the genome to limit the operation" - help="The format is chr:start-end. Also valid is just to specify a chromosome, for example chr10:10-500" argument="--region"/> - </xml> - - - - <xml name="kmeans_clustering"> - <conditional name="used_multiple_regions"> - <param name="used_multiple_regions_options" type="select" - label="Did you compute the matrix with more than one groups of regions?" - help="Would you like to cluster the regions according to the similarity of the signal distribution? This is only possible if you used computeMatrix on only one group of regions."> - <option value="yes">Yes, I used multiple groups of regions</option> - <option value="no">No, I used only one group</option> - </param> - <when value="no"> - <conditional name="clustering"> - <param name="clustering_options" type="select" label="Clustering algorithm"> - <option value="none">No clustering</option> - <option value="kmeans">Kmeans clustering</option> - </param> - <when value="kmeans"> - <param name="k_kmeans" type="integer" value="0" label="Number of clusters to compute" - help="When this option is set, then the matrix is split into clusters using the kmeans algorithm. Only works for data that is not grouped, otherwise only the first group will be clustered. If more specific clustering methods are required it is advisable to save the underlying matrix and run the clustering using other software. The plotting of the clustering may fail (Error: Segmentation fault) if a cluster has very few members compared to the total number or regions. (default: None)."/> - </when> - <when value="none" /> - </conditional> - </when> - <when value="yes" /> - </conditional> - </xml> - - <token name="@KMEANS_CLUSTERING@"> - #if $advancedOpt.used_multiple_regions.used_multiple_regions_options == 'no': - #if $advancedOpt.used_multiple_regions.clustering.clustering_options == 'kmeans': - #if int($advancedOpt.used_multiple_regions.clustering.k_kmeans) > 0: - --kmeans $advancedOpt.used_multiple_regions.clustering.k_kmeans - #end if - #end if - #end if - </token> - - <xml name="samFlag"> - <param name="samFlag" type="integer" optional="true" value="" - label="Filter reads based on the SAM flag" - help= "For example to get only reads that are the first mate use a flag of 64. This is useful to count properly paired reads only once, otherwise the second mate will be also considered for the coverage. (--samFlag)"/> - </xml> - <xml name="plotNumbers"> - <param name="plotNumbers" type="boolean" truevalue="--plotNumbers" falsevalue="" - label="Plot the correlation value" - help="If set, then the correlation number is plotted on top of the heatmap. (--plotNumbers)"/> - </xml> - <xml name="doNotExtendPairedEnds"> - <param name="doNotExtendPairedEnds" type="boolean" truevalue="--doNotExtendPairedEnds" falsevalue="" - label="Do not extend paired ends" - help="If set, reads are not extended to match the fragment length reported in the BAM file, instead they will be extended to match the fragment length. Default is to extend the reads if paired end information is available. (--doNotExtendPairedEnds)"/> - </xml> - - <xml name="ignoreDuplicates"> - <param name="ignoreDuplicates" type="boolean" truevalue="--ignoreDuplicates" falsevalue="" - label="Ignore duplicates" - help="If set, reads that have the same orientation and start position will be considered only once. If reads are paired, the mate position also has to coincide to ignore a read. (--ignoreDuplicates)" /> - </xml> - - <xml name="minMappingQuality"> - <param argument="--minMappingQuality" type="integer" optional="true" value="" min="1" - label="Minimum mapping quality" - help= "If set, only reads that have a mapping quality score higher than the given value are considered. - *Note* Bowtie's Mapping quality is related to uniqueness: the higher the score, the more unique is a read. - A mapping quality defined by Bowtie of 10 or less indicates that there is at least a 1 in 10 chance that the read truly originated elsewhere."/> - </xml> - - <xml name="skipZeros"> - <param name="skipZeros" type="boolean" truevalue="--skipZeros" falsevalue="" - label ="Skip zeros" - help ="If set, then zero counts that happen for *all* BAM files given are ignored. This might have the effect that fewer regions are considered than indicated in the option where the number of samples is defined. (--skipZeros)" /> - </xml> - - <xml name="fragmentLength"> - <param name="fragmentLength" type="integer" value="300" min="1" - label="Fragment length used for the sequencing" - help ="If paired-end reads are used, the fragment length is computed from the BAM file. (--fragmentLength)"/> - </xml> - - <xml name="scaleFactor"> - <param name="scaleFactor1" type="float" value="1" label="Scale factor for treatment" help="(--scaleFactors)"/> - <param name="scaleFactor2" type="float" value="1" label="Scale factor for input" help="(--scaleFactors)"/> - </xml> - - <xml name="xMax"> - <param argument="--xMax" name="xMax" type="integer" optional="true" value="" - label="Max value for the x-axis in counts per bin" /> - </xml> - - <xml name="filterThreshold"> - <param argument="--filterThreshold" name="filterThreshold_low" type="float" value="-1.5" - label="Remove bins of low coverage" help="e.g. -1.5; Both Thresholds needs to be set to take effect."/> - - <param argument="--filterThreshold" name="filterThreshold_large" type="float" value="5.0" - label="Remove bins of large coverage" help="e.g. 5; Both Thresholds needs to be set to take effect."/> - </xml> - - <xml name="pseudocount"> - <param name="pseudocount" type="float" value="1" label="Pseudocount" help="Small number to avoid dividing by zero."/> - </xml> - <xml name='matrix_h5_cooler_macro'> - <param name='matrix_h5_cooler' type="data" format="h5,cool" - label="Matrix to compute on"/> - </xml> - <xml name='matrix_h5_cooler_multiple_macro'> - <param name='matrix_h5_cooler_multiple' type="data" format="h5,cool" - label="Matricies to compute on" multiple="true"/> - </xml> - <token name="@REFERENCES@"> - -.. class:: infomark - -For more information on the tools, please visit our `help site`_. - -If you would like to give us feedback or you run into any trouble, please send an email to deeptools@googlegroups.com - -This tool is developed by the `Bioinformatics and Deep-Sequencing Unit`_ at the `Max Planck Institute for Immunobiology and Epigenetics`_. - -.. _Bioinformatics and Deep-Sequencing Unit: http://www3.ie-freiburg.mpg.de/facilities/research-facilities/bioinformatics-and-deep-sequencing-unit/ -.. _Max Planck Institute for Immunobiology and Epigenetics: http://www3.ie-freiburg.mpg.de -.. _help site: https://hicexplorer.readthedocs.org - - </token> - - - <xml name="multiple_input_bams"> - <repeat name="input_files" title="BAM files" min="2"> - <param name="bamfile" type="data" format="bam" - label="Bam file" - help="The BAM file must be sorted."/> - <param name="label" type="text" size="30" optional="true" value="" - label="Label" - help="Label to use in the output. If not given the dataset name will be used instead."/> - </repeat> - </xml> - - <xml name="multiple_input_bigwigs"> - <repeat name="input_files" title="BigWig files" min="2"> - <param name="bigwigfile" type="data" format="bigwig" - label="Bigwig file" - help="The Bigwig file must be sorted."/> - <param name="label" type="text" size="30" optional="true" value="" - label="Label" - help="Label to use in the output. If not given the dataset name will be used instead."/> - </repeat> - </xml> - - <xml name="plotTitle"> - <param name="plotTitle" type="text" value="" size="30" optional="True" - label="Title of the plot" - help="Title of the plot, to be printed on top of the generated image. (--plotTitle)" /> - </xml> - - <token name="@multiple_input_bams@"> - #import tempfile - #set $temp_dir = os.path.abspath(tempfile.mkdtemp()) - #set files=[] - #set labels=[] - #for $i in $input_files: - #set $temp_input_handle = tempfile.NamedTemporaryFile( dir=$temp_dir ) - #set $temp_input_path = $temp_input_handle.name - #silent $temp_input_handle.close() - #silent os.system("ln -s %s %s.bam" % (str($i.bamfile), $temp_input_path)) - #silent os.system("ln -s %s %s.bam.bai" % (str($i.bamfile.metadata.bam_index), $temp_input_path)) - #silent $files.append('%s.bam' % $temp_input_path) - - ##set $files += [str($i.bamfile)] - #if str($i.label.value) != "": - #set $labels += ["\"%s\"" % ($i.label.value)] - #else - #set $labels += ["\"%s\"" % ($i.bamfile.name)] - #end if - #end for - </token> - - <token name="@multiple_input_bigwigs@"> - #import tempfile - #set $temp_dir = os.path.abspath(tempfile.mkdtemp()) - #set files=[] - #set labels=[] - #for $i in $input_files: - #set $temp_input_handle = tempfile.NamedTemporaryFile( dir=$temp_dir ) - #set $temp_input_path = $temp_input_handle.name - #silent $temp_input_handle.close() - #silent os.system("ln -s %s %s.bw" % (str($i.bigwigfile), $temp_input_path)) - #silent $files.append('%s.bw' % $temp_input_path) - - ##set $files += [str($i.bigwigfile)] - #if str($i.label.value) != "": - #set $labels += ["\"%s\"" % ($i.label.value)] - #else - #set $labels += ["\"%s\"" % ($i.bigwigfile.name)] - #end if - #end for - </token> - - <xml name="reference_genome_source"> - <conditional name="source"> - <param name="ref_source" type="select" label="Reference genome"> - <option value="cached">locally cached</option> - <option value="history">in your history</option> - </param> - <when value="cached"> - <param name="input1_2bit" type="select" label="Using reference genome" help="If your genome of interest is not listed, contact the Galaxy team"> - <options from_data_table="deepTools_seqs"> - <filter type="sort_by" column="1" /> - <validator type="no_options" message="No indexes are available." /> - </options> - </param> - </when> - <when value="history"> - <param name="input1" type="data" format="twobit" label="Select a reference dataset in 2bit format" /> - </when> - </conditional> - </xml> - - <token name="@reference_genome_source@"> - #if $source.ref_source=="history": - --genome $source.input1 - #else: - --genome "${source.input1_2bit.fields.path}" - #end if - </token> - - <xml name="effectiveGenomeSize"> - <conditional name="effectiveGenomeSize"> - <param name="effectiveGenomeSize_opt" type="select" label="Effective genome size" - help="The effective genome size is the portion of the genome that is mappable. Large fractions of the genome are stretches of NNNN that should be discarded. - Also, if repetitive regions were not included in the mapping of reads, the effective genome size needs to be adjusted accordingly. - See Table 2 of http://www.plosone.org/article/info%3Adoi%2F10.1371%2Fjournal.pone.0030377 or http://www.nature.com/nbt/journal/v27/n1/fig_tab/nbt.1518_T1.html for several effective genome sizes."> - <option value="93260000">ce10 (93260000)</option> - <option value="121400000">dm3 (121400000)</option> - <option value="2451960000" selected="true">hg19 (2451960000)</option> - <option value="2150570000">mm9 (2150570000)</option> - <option value="specific">user specified</option> - </param> - <when value="specific"> - <param name="effectiveGenomeSize" type="integer" value="" label="Effective genome size" help="e.g. ce10: 93260000, dm3: 121400000, hg19: 2451960000, mm9: 2150570000"/> - </when> - <when value="2150570000" /> - <when value="2451960000" /> - <when value="121400000" /> - <when value="93260000" /> - </conditional> - </xml> - - <xml name="image_file_format"> - <param name="outFileFormat" type="select" label="Image file format"> - <option value="png" selected="true">png</option> - <option value="pdf">pdf</option> - <option value="svg">svg</option> - <option value="eps">eps</option> - <option value="emf">emf</option> - </param> - </xml> - - <xml name="missingDataAsZero"> - <param name="missingDataAsZero" type="boolean" truevalue="yes" falsevalue="no" checked="True" - label ="Treat missing data as zero" - help ="This parameter determines if missing data should be treated as zeros. If unchecked, missing data will be ignored and not included in the output file. Missing data is defined as those regions for which both BAM files have 0 reads." /> - </xml> - - <xml name="input_save_matrix_values"> - <param name="saveMatrix" type="boolean" label="Save the matrix of values underlying the heatmap"/> - </xml> - - <xml name="input_graphic_output_settings"> - <conditional name="output" > - <param name="showOutputSettings" type="select" label="Show advanced output settings" > - <option value="no" selected="true">no</option> - <option value="yes">yes</option> - </param> - <when value="no" /> - <when value="yes"> - <yield /> - <param name="saveData" type="boolean" label="Save the data underlying the average profile"/> - <param name="saveSortedRegions" type="boolean" label="Save the regions after skipping zeros or min/max threshold values" help="The order of the regions in the file follows the sorting order selected. This is useful, for example, to generate other heatmaps keeping the sorting of the first heatmap."/> - </when> - </conditional> - </xml> - - <xml name="input_image_file_format"> - <param name="outFileFormat" type="select" label="Image file format"> - <option value="png" selected="true">png</option> - <option value="pdf">pdf</option> - <option value="svg">svg</option> - <option value="eps">eps</option> - <option value="emf">emf</option> - </param> - </xml> - - <xml name="output_image_file_format"> - <data format="png" name="outFileName" label="${tool.name} image"> - <change_format> - <when input="output.outFileFormat" value="pdf" format="pdf" /> - <when input="output.outFileFormat" value="svg" format="svg" /> - <when input="output.outFileFormat" value="eps" format="eps" /> - <when input="output.outFileFormat" value="emf" format="emf" /> - </change_format> - </data> - </xml> - - <xml name="output_save_matrix_values"> - <data format="tabular" name="outFileNameMatrix" label="${tool.name} on ${on_string}: Heatmap values"> - <filter> - (( - output['showOutputSettings'] == 'yes' and - output['saveMatrix'] is True - )) - </filter> - </data> - </xml> - - <xml name="output_graphic_outputs"> - <data format="tabular" name="outFileNameData" label="${tool.name} on ${on_string}: averages per matrix column"> - <filter> - (( - output['showOutputSettings'] == 'yes' and - output['saveData'] is True - )) - </filter> - </data> - <data format="bed" name="outFileSortedRegions" label="${tool.name} on ${on_string}: sorted/filtered regions"> - <filter> - (( - output['showOutputSettings'] == 'yes' and - output['saveSortedRegions'] is True - )) - </filter> - </data> - </xml> - - <xml name="track_input_h5_macro"> - <param name="track_input_h5" type="data" format="h5, cool" label="Track file h5 or cool format"/> - </xml> - <xml name="track_input_bed_macro"> - <param name="track_input_bed" type="data" format="bed" label="Track file bed format"/> - </xml> - <xml name="track_input_bedgraph_macro"> - <param name="track_input_bedgraph" type="data" format="bedgraph" label="Track file bedgraph format"/> - </xml> - <xml name="track_input_bigwig_macro"> - <param name="track_input_bigwig" type="data" format="bigwig" label="Track file bigwig format"/> - </xml> - <xml name="track_input_bedgraph_matrix_macro"> - <param name="track_input_bedgraph_matrix" type="data" format="bedgraph" label="Track file bigwig format"/> - </xml> - <xml name="track_input_tabular_macro"> - <param name="track_input_tabular" type="data" format="tabular" label="Track file tabular format"/> - </xml> - <xml name="plot_title"> - <param name="title" type="text" optional="true" label="Plot title"/> - </xml> - - <xml name="spacer_macro"> - <param name="spacer_width" type="float" value="" optional="True" - label="Include spacer at the end of the track." help="Width of the spacer." /> - </xml> - <xml name="fontsize_macro"> - <param name="fontsize" type="integer" value="" optional="True" label="Fontsize" /> - </xml> -</macros>
--- /dev/null Thu Jan 01 00:00:00 1970 +0000 +++ b/test-data/distVsCounts.txt Sat Jun 09 15:23:59 2018 -0400 @@ -0,0 +1,62 @@ + Chromosome Contacts Distance Matrix +0 all 2.673662429796039 0 small_test_matrix_50kb_res.h5 +1 all 1.6689429928741093 50000 small_test_matrix_50kb_res.h5 +2 all 0.7796660703637448 100000 small_test_matrix_50kb_res.h5 +3 all 0.4811377245508982 150000 small_test_matrix_50kb_res.h5 +4 all 0.3259170174383644 200000 small_test_matrix_50kb_res.h5 +5 all 0.2530193236714976 250000 small_test_matrix_50kb_res.h5 +6 all 0.19278569263413156 300000 small_test_matrix_50kb_res.h5 +7 all 0.1475958612294583 350000 small_test_matrix_50kb_res.h5 +8 all 0.12736713500305435 400000 small_test_matrix_50kb_res.h5 +9 all 0.11737664725712535 450000 small_test_matrix_50kb_res.h5 +10 all 0.09348093480934809 500000 small_test_matrix_50kb_res.h5 +11 all 0.08145634063560629 550000 small_test_matrix_50kb_res.h5 +12 all 0.07492260061919505 600000 small_test_matrix_50kb_res.h5 +13 all 0.06803355079217148 650000 small_test_matrix_50kb_res.h5 +14 all 0.06016209476309227 700000 small_test_matrix_50kb_res.h5 +15 all 0.05411323115420707 750000 small_test_matrix_50kb_res.h5 +16 all 0.0514752040175769 800000 small_test_matrix_50kb_res.h5 +17 all 0.043464566929133856 850000 small_test_matrix_50kb_res.h5 +18 all 0.04835651074589128 900000 small_test_matrix_50kb_res.h5 +19 all 0.04281636536631779 950000 small_test_matrix_50kb_res.h5 +20 all 0.04010184595798854 1000000 small_test_matrix_50kb_res.h5 +21 all 0.034493771957840945 1050000 small_test_matrix_50kb_res.h5 +22 all 0.035256410256410256 1100000 small_test_matrix_50kb_res.h5 +23 all 0.030556449018977163 1150000 small_test_matrix_50kb_res.h5 +24 all 0.027437056165267915 1200000 small_test_matrix_50kb_res.h5 +25 all 0.030774214447683836 1250000 small_test_matrix_50kb_res.h5 +26 all 0.03153446033810143 1300000 small_test_matrix_50kb_res.h5 +27 all 0.026753670473083198 1350000 small_test_matrix_50kb_res.h5 +28 all 0.025867714472822528 1400000 small_test_matrix_50kb_res.h5 +29 all 0.028252299605781867 1450000 small_test_matrix_50kb_res.h5 +30 all 0.025379037574159526 1500000 small_test_matrix_50kb_res.h5 +31 all 0.026124338624338623 1550000 small_test_matrix_50kb_res.h5 +32 all 0.025547445255474453 1600000 small_test_matrix_50kb_res.h5 +33 all 0.0262982689747004 1650000 small_test_matrix_50kb_res.h5 +34 all 0.018036072144288578 1700000 small_test_matrix_50kb_res.h5 +35 all 0.028820375335120642 1750000 small_test_matrix_50kb_res.h5 +36 all 0.024546065904505716 1800000 small_test_matrix_50kb_res.h5 +37 all 0.025303643724696356 1850000 small_test_matrix_50kb_res.h5 +38 all 0.01963439404197698 1900000 small_test_matrix_50kb_res.h5 +39 all 0.020380434782608696 1950000 small_test_matrix_50kb_res.h5 +40 all 0.026244035446489435 2000000 small_test_matrix_50kb_res.h5 +41 all 0.024623803009575923 2050000 small_test_matrix_50kb_res.h5 +42 all 0.024365133836650652 2100000 small_test_matrix_50kb_res.h5 +43 all 0.01928374655647383 2150000 small_test_matrix_50kb_res.h5 +44 all 0.017622667588113337 2200000 small_test_matrix_50kb_res.h5 +45 all 0.015256588072122053 2250000 small_test_matrix_50kb_res.h5 +46 all 0.021224773834377174 2300000 small_test_matrix_50kb_res.h5 +47 all 0.01920391061452514 2350000 small_test_matrix_50kb_res.h5 +48 all 0.014365802382620883 2400000 small_test_matrix_50kb_res.h5 +49 all 0.014416315049226441 2450000 small_test_matrix_50kb_res.h5 +50 all 0.016231474947071278 2500000 small_test_matrix_50kb_res.h5 +51 all 0.013456090651558074 2550000 small_test_matrix_50kb_res.h5 +52 all 0.01492007104795737 2600000 small_test_matrix_50kb_res.h5 +53 all 0.020306376914855716 2650000 small_test_matrix_50kb_res.h5 +54 all 0.013576277241872096 2700000 small_test_matrix_50kb_res.h5 +55 all 0.0146900752418488 2750000 small_test_matrix_50kb_res.h5 +56 all 0.017966223499820338 2800000 small_test_matrix_50kb_res.h5 +57 all 0.017297297297297298 2850000 small_test_matrix_50kb_res.h5 +58 all 0.018070112034694615 2900000 small_test_matrix_50kb_res.h5 +59 all 0.013773106197897789 2950000 small_test_matrix_50kb_res.h5 +60 all 0.01599418393311523 3000000 small_test_matrix_50kb_res.h5
--- a/test-data/find_TADs/multiBonferroni_boundaries.bed Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,2 +0,0 @@ -chr2L 22922500 22927500 B09504 -0.06825625 . -chrX 87500 92500 B09542 -0.0720205 .
--- a/test-data/find_TADs/multiBonferroni_boundaries.gff Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,2 +0,0 @@ -chr2L HiCExplorer boundary 22922500 22927500 -0.06825625 . . ID=B09504;delta=0.0219547105263;pvalue=0.0547512191318;tad_sep=-0.06825625 -chrX HiCExplorer boundary 87500 92500 -0.0720205 . . ID=B09542;delta=0.0197999736842;pvalue=0.0890201733631;tad_sep=-0.0720205
--- a/test-data/find_TADs/multiBonferroni_score.bedgraph Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,23814 +0,0 @@ -chr2RHet 2500 3286880 0.0 -chr3RHet 2500 2516253 0.0 -chr2LHet 2500 366936 0.0 -chr4 2500 1350928 0.0 -chrYHet 2500 346019 0.0 -chr3L 2500 7500 -0.15973725 -chr3L 7500 12500 -0.1550825 -chr3L 12500 17500 -0.1511685 -chr3L 17500 22500 -0.14787325 -chr3L 22500 27500 -0.14477275 -chr3L 27500 32500 -0.141869 -chr3L 32500 37500 -0.13920825 -chr3L 37500 42500 -0.13669525 -chr3L 42500 47500 -0.13435775 -chr3L 47500 52500 -0.13219825 -chr3L 52500 57500 -0.13013875 -chr3L 57500 62500 -0.09402375 -chr3L 62500 67500 -0.076427 -chr3L 67500 72500 -0.04183125 -chr3L 72500 77500 0.0197075 -chr3L 77500 82500 0.07052875 -chr3L 82500 87500 0.07283975 -chr3L 87500 92500 0.07045525 -chr3L 92500 97500 0.0683615 -chr3L 97500 102500 0.06999375 -chr3L 102500 107500 0.0683285 -chr3L 107500 112500 0.066853 -chr3L 112500 117500 0.06554 -chr3L 117500 122500 0.06436125 -chr3L 122500 127500 0.00960325 -chr3L 127500 132500 0.012285 -chr3L 132500 137500 -0.00142775 -chr3L 137500 142500 -0.060362 -chr3L 142500 147500 -0.05156225 -chr3L 147500 152500 -0.0552185 -chr3L 152500 157500 -0.06660375 -chr3L 157500 162500 -0.070088 -chr3L 162500 167500 -0.10316675 -chr3L 167500 172500 -0.10316675 -chr3L 172500 177500 -0.10316675 -chr3L 177500 182500 -0.089227 -chr3L 182500 187500 -0.0778915 -chr3L 187500 192500 -0.0547475 -chr3L 192500 197500 -0.06240725 -chr3L 197500 202500 -0.040267 -chr3L 202500 207500 -0.018089 -chr3L 207500 212500 -0.018089 -chr3L 212500 217500 -0.018089 -chr3L 217500 222500 0.0190635 -chr3L 222500 227500 0.01122225 -chr3L 227500 232500 -0.00338425 -chr3L 232500 237500 0.018671 -chr3L 237500 242500 0.015759 -chr3L 242500 247500 0.015759 -chr3L 247500 252500 -0.00807575 -chr3L 252500 257500 -0.01047525 -chr3L 257500 262500 -0.026655 -chr3L 262500 267500 -0.01461 -chr3L 267500 272500 -0.01739225 -chr3L 272500 277500 0.006616 -chr3L 277500 282500 0.02626725 -chr3L 282500 287500 0.02671675 -chr3L 287500 292500 0.04431375 -chr3L 292500 297500 0.075128 -chr3L 297500 302500 0.0517535 -chr3L 302500 307500 0.03498275 -chr3L 307500 312500 0.04280875 -chr3L 312500 317500 -0.00566075 -chr3L 317500 322500 -0.00566075 -chr3L 322500 327500 -0.01699625 -chr3L 327500 332500 0.0001575 -chr3L 332500 337500 -0.030848 -chr3L 337500 342500 -0.02264125 -chr3L 342500 347500 -0.01607175 -chr3L 347500 352500 -0.03003825 -chr3L 352500 357500 -0.0029145 -chr3L 357500 362500 -0.0580815 -chr3L 362500 367500 -0.042338 -chr3L 367500 372500 -0.0243195 -chr3L 372500 377500 -0.0233235 -chr3L 377500 382500 0.01665375 -chr3L 382500 387500 0.01665375 -chr3L 387500 392500 0.030134 -chr3L 392500 397500 0.01966325 -chr3L 397500 402500 0.0270555 -chr3L 402500 407500 0.03715275 -chr3L 407500 412500 0.03215025 -chr3L 412500 417500 0.007102 -chr3L 417500 422500 0.01531925 -chr3L 422500 427500 0.04944275 -chr3L 427500 432500 0.017395 -chr3L 432500 437500 0.0233485 -chr3L 437500 442500 0.010935 -chr3L 442500 447500 0.015241 -chr3L 447500 452500 -0.00172725 -chr3L 452500 457500 -0.006215 -chr3L 457500 462500 -0.0121685 -chr3L 462500 467500 -0.0042425 -chr3L 467500 472500 0.00083775 -chr3L 472500 477500 -0.02013475 -chr3L 477500 482500 -0.058266 -chr3L 482500 487500 -0.07169775 -chr3L 487500 492500 -0.04601075 -chr3L 492500 497500 -0.02333825 -chr3L 497500 502500 -0.00838725 -chr3L 502500 507500 -0.0641845 -chr3L 507500 512500 -0.067458 -chr3L 512500 517500 -0.067458 -chr3L 517500 522500 -0.09926975 -chr3L 522500 527500 -0.1060405 -chr3L 527500 532500 -0.07751675 -chr3L 532500 537500 -0.07751675 -chr3L 537500 542500 -0.07751675 -chr3L 542500 547500 -0.06945475 -chr3L 547500 552500 -0.06322125 -chr3L 552500 557500 0.00947925 -chr3L 557500 562500 -0.02586475 -chr3L 562500 567500 0.030247 -chr3L 567500 572500 0.04485875 -chr3L 572500 577500 0.0579985 -chr3L 577500 582500 0.085449 -chr3L 582500 587500 0.10347075 -chr3L 587500 592500 0.1197795 -chr3L 592500 597500 0.115187 -chr3L 597500 602500 0.099483 -chr3L 602500 607500 0.100333 -chr3L 607500 612500 0.1935635 -chr3L 612500 617500 0.344854 -chr3L 617500 622500 0.3897975 -chr3L 622500 627500 0.3983345 -chr3L 627500 632500 0.39443225 -chr3L 632500 637500 0.41099325 -chr3L 637500 642500 0.43095225 -chr3L 642500 647500 0.41256625 -chr3L 647500 652500 0.1076835 -chr3L 652500 657500 0.096348 -chr3L 657500 662500 0.07293275 -chr3L 662500 667500 0.03265675 -chr3L 667500 672500 0.03265675 -chr3L 672500 677500 0.00526475 -chr3L 677500 682500 -0.0148855 -chr3L 682500 687500 0.0353875 -chr3L 687500 692500 0.05534625 -chr3L 692500 697500 0.07582525 -chr3L 697500 702500 0.052862 -chr3L 702500 707500 0.002784 -chr3L 707500 712500 0.012742 -chr3L 712500 717500 0.021319 -chr3L 717500 722500 0.02509825 -chr3L 722500 727500 0.02969 -chr3L 727500 732500 0.020263 -chr3L 732500 737500 0.01689175 -chr3L 737500 742500 0.00949975 -chr3L 742500 747500 0.01195525 -chr3L 747500 752500 0.03557425 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0.111982 0.021408 0.014023 -chrX 11735000 11740000 0.170608 0.068825 0.002227 0.003878 -chrX 11740000 11745000 0.261457 0.119928 0.024939 0.015891 -chrX 11745000 11750000 0.231021 0.102807 0.017330 0.011866 -chrX 11750000 11755000 0.231021 0.102807 0.017330 0.011866 -chrX 11755000 11760000 0.231021 0.102807 0.017330 0.039273 -chrX 11760000 11765000 0.231021 0.102807 0.017330 0.039273 -chrX 11765000 11770000 0.083937 0.070498 0.002970 0.031678 -chrX 11770000 11775000 0.083937 0.020073 -0.019441 -0.001802 -chrX 11775000 11780000 0.083937 0.020073 -0.019441 -0.001802 -chrX 11780000 11785000 0.083937 0.020073 -0.019441 -0.001802 -chrX 11785000 11790000 -0.009192 0.020073 -0.019441 -0.001802 -chrX 11790000 11795000 -0.009192 0.020073 -0.019441 -0.001802 -chrX 11795000 11800000 -0.085916 -0.075470 -0.061904 -0.024261 -chrX 11800000 11805000 -0.085916 -0.075470 -0.010087 -0.024261 -chrX 11805000 11810000 -0.085916 -0.075470 -0.010087 -0.024261 -chrX 11810000 11815000 -0.055479 -0.058349 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0.075887 0.150150 0.135634 -chrX 12060000 12065000 0.095967 0.136711 0.177183 0.149933 -chrX 12065000 12070000 0.065530 0.068228 0.084284 0.161182 -chrX 12070000 12075000 0.065530 0.068228 0.084284 0.125868 -chrX 12075000 12080000 0.169548 0.068228 0.084284 0.125868 -chrX 12080000 12085000 0.169548 0.146999 0.084284 0.125868 -chrX 12085000 12090000 0.225134 0.178267 0.098180 0.133218 -chrX 12090000 12095000 0.279225 0.208693 0.111703 0.125018 -chrX 12095000 12100000 0.205475 0.217633 0.115676 0.127120 -chrX 12100000 12105000 0.435156 0.217633 0.190975 0.127120 -chrX 12105000 12110000 0.081424 0.155939 0.163556 0.112617 -chrX 12110000 12115000 0.081424 0.155939 0.116243 0.118074 -chrX 12115000 12120000 0.003728 0.169361 0.122208 0.136581 -chrX 12120000 12125000 0.003728 0.169361 0.122208 0.109232 -chrX 12125000 12130000 0.003728 0.032080 0.122208 0.109232 -chrX 12130000 12135000 0.182008 0.075237 0.141389 0.119378 -chrX 12135000 12140000 0.182008 0.075237 0.115385 0.105623 -chrX 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0.103961 0.048883 0.006929 -chrX 12385000 12390000 -0.025503 0.086841 0.041274 0.002905 -chrX 12390000 12395000 -0.025503 0.086841 0.041274 0.002905 -chrX 12395000 12400000 0.078480 0.017003 0.010234 -0.013513 -chrX 12400000 12405000 0.018067 -0.016980 -0.004869 -0.021501 -chrX 12405000 12410000 0.018067 -0.016980 -0.004869 -0.021501 -chrX 12410000 12415000 -0.085916 -0.016980 -0.004869 -0.021501 -chrX 12415000 12420000 -0.085916 -0.016980 -0.004869 -0.021501 -chrX 12420000 12425000 0.067362 0.069239 0.033451 -0.001233 -chrX 12425000 12430000 0.067362 0.069239 0.033451 -0.001233 -chrX 12430000 12435000 0.067362 0.010749 0.033451 -0.001233 -chrX 12435000 12440000 0.067362 0.010749 0.002411 -0.017651 -chrX 12440000 12445000 0.067362 0.010749 0.002411 -0.017651 -chrX 12445000 12450000 0.067362 0.010749 0.002411 -0.017651 -chrX 12450000 12455000 0.067362 0.010749 0.002411 -0.017651 -chrX 12455000 12460000 0.067362 0.010749 -0.023584 -0.031400 -chrX 12460000 12465000 0.067362 0.010749 -0.023584 -0.031400 -chrX 12465000 12470000 0.067362 0.010749 -0.023584 -0.031400 -chrX 12470000 12475000 0.067362 0.010749 -0.023584 -0.031400 -chrX 12475000 12480000 0.067362 0.010749 -0.023584 -0.031400 -chrX 12480000 12485000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12485000 12490000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12490000 12495000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12495000 12500000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12500000 12505000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12505000 12510000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12510000 12515000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12515000 12520000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12520000 12525000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 12525000 12530000 -0.030329 -0.044202 -0.048007 -0.044318 -chrX 12530000 12535000 -0.030329 -0.044202 -0.048007 -0.044318 -chrX 12535000 12540000 -0.030329 -0.044202 -0.048007 -0.044318 -chrX 12540000 12545000 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20715000 0.013294 -0.019664 0.031434 0.068412 -chrX 20715000 20720000 0.013294 -0.019664 0.031434 0.068412 -chrX 20720000 20725000 0.013294 0.059107 0.031434 0.068412 -chrX 20725000 20730000 0.013294 0.059107 -0.002092 0.050679 -chrX 20730000 20735000 0.013294 0.059107 0.028947 0.067096 -chrX 20735000 20740000 0.013294 0.059107 0.028947 0.067096 -chrX 20740000 20745000 0.153331 0.059107 0.028947 0.048614 -chrX 20745000 20750000 -0.085916 0.059107 0.028947 0.048614 -chrX 20750000 20755000 -0.085916 0.059107 0.028947 0.048614 -chrX 20755000 20760000 -0.085916 0.059107 0.028947 0.026979 -chrX 20760000 20765000 -0.085916 0.059107 0.028947 0.026979 -chrX 20765000 20770000 -0.085916 -0.075470 0.028947 0.026979 -chrX 20770000 20775000 -0.085916 -0.005631 0.004145 0.013860 -chrX 20775000 20780000 -0.011185 0.036405 0.022827 0.023742 -chrX 20780000 20785000 -0.011185 0.036405 0.022827 0.023742 -chrX 20785000 20790000 -0.011185 0.036405 0.022827 0.023742 -chrX 20790000 20795000 -0.011185 0.036405 0.022827 -0.006852 -chrX 20795000 20800000 -0.011185 0.036405 0.022827 -0.006852 -chrX 20800000 20805000 -0.011185 0.036405 -0.012182 -0.025369 -chrX 20805000 20810000 0.030074 0.059613 -0.001867 -0.019913 -chrX 20810000 20815000 0.071334 0.012983 0.008448 -0.014458 -chrX 20815000 20820000 -0.014220 -0.035141 -0.012941 -0.025771 -chrX 20820000 20825000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20825000 20830000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20830000 20835000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20835000 20840000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20840000 20845000 0.005395 -0.024107 -0.008037 -0.023177 -chrX 20845000 20850000 0.005395 -0.024107 -0.008037 -0.023177 -chrX 20850000 20855000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20855000 20860000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20860000 20865000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20865000 20870000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20870000 20875000 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12472500 12477500 B20736 -0.01250275 . -chr3R 12502500 12507500 B20742 -0.009183 . -chr3R 12572500 12577500 B20756 -0.026389 . -chr3R 12667500 12672500 B20775 -0.04390025 . -chr3R 12737500 12742500 B20789 -0.009504 . -chr3R 12772500 12777500 B20796 -0.009823 . -chr3R 12802500 12807500 B20802 -0.0176885 . -chr3R 12872500 12877500 B20816 -0.085944 . -chr3R 12917500 12922500 B20825 -0.088056 . -chr3R 13052500 13057500 B20852 0.02551975 . -chr3R 13062500 13067500 B20854 0.04950025 . -chr3R 13162500 13167500 B20874 0.04378675 . -chr3R 13197500 13202500 B20881 0.0424255 . -chr3R 13222500 13227500 B20886 0.0544345 . -chr3R 13312500 13317500 B20904 0.11092275 . -chr3R 13357500 13362500 B20913 0.01667425 . -chr3R 13437500 13442500 B20929 -0.06125525 . -chr3R 13492500 13497500 B20940 -0.08284775 . -chr3R 13542500 13547500 B20950 -0.06110725 . -chr3R 13587500 13592500 B20959 -0.03928725 . -chr3R 13722500 13727500 B20986 0.023938 . -chr3R 13827500 13832500 B21007 0.00793875 . -chr3R 13902500 13907500 B21022 -0.01205075 . -chr3R 13962500 13967500 B21034 -0.02961175 . -chr3R 14067500 14072500 B21055 -0.06893525 . -chr3R 14117500 14122500 B21065 -0.03839675 . -chr3R 14237500 14242500 B21089 -0.0522915 . -chr3R 14377500 14382500 B21117 -0.032096 . -chr3R 14477500 14482500 B21137 -0.0983995 . -chr3R 14562500 14567500 B21154 -0.09574025 . -chr3R 14732500 14737500 B21188 -0.086167 . -chr3R 14772500 14777500 B21196 -0.0837245 . -chr3R 14872500 14877500 B21216 -0.09261925 . -chr3R 14982500 14987500 B21238 -0.0672105 . -chr3R 15057500 15062500 B21253 -0.0598935 . -chr3R 15152500 15157500 B21272 0.06270025 . -chr3R 15312500 15317500 B21304 0.035499 . -chr3R 15367500 15372500 B21315 0.00496875 . -chr3R 15487500 15492500 B21339 -0.04944075 . -chr3R 15512500 15517500 B21344 -0.0455655 . -chr3R 15557500 15562500 B21353 -0.0591275 . -chr3R 15592500 15597500 B21360 -0.075517 . -chr3R 15642500 15647500 B21370 -0.03652625 . -chr3R 15742500 15747500 B21390 -0.0121245 . -chr3R 15827500 15832500 B21407 0.01194425 . -chr3R 15862500 15867500 B21414 0.03510975 . -chr3R 15912500 15917500 B21424 0.0658725 . -chr3R 15932500 15937500 B21428 0.06661075 . -chr3R 16112500 16117500 B21464 -0.087499 . -chr3R 16152500 16157500 B21472 -0.0530865 . -chr3R 16292500 16297500 B21500 0.05583375 . -chr3R 16347500 16352500 B21511 0.02853525 . -chr3R 16442500 16447500 B21530 -0.094774 . -chr3R 16562500 16567500 B21554 -0.07276575 . -chr3R 16667500 16672500 B21575 -0.067027 . -chr3R 16697500 16702500 B21581 -0.05248575 . -chr3R 16767500 16772500 B21595 -0.036296 . -chr3R 16802500 16807500 B21602 -0.0365275 . -chr3R 16907500 16912500 B21623 -0.11469275 . -chr3R 17102500 17107500 B21662 -0.05478675 . -chr3R 17212500 17217500 B21684 -0.07937775 . -chr3R 17312500 17317500 B21704 -0.017845 . -chr3R 17422500 17427500 B21726 -0.072665 . -chr3R 17487500 17492500 B21739 -0.04999425 . -chr3R 17517500 17522500 B21745 -0.02900275 . -chr3R 17597500 17602500 B21761 -0.018032 . -chr3R 17627500 17632500 B21767 0.00256125 . -chr3R 17667500 17672500 B21775 -0.00398125 . -chr3R 17697500 17702500 B21781 -0.02050575 . -chr3R 17712500 17717500 B21784 -0.016624 . -chr3R 17742500 17747500 B21790 -0.03185675 . -chr3R 17832500 17837500 B21808 -0.02028125 . -chr3R 17877500 17882500 B21817 -0.042281 . -chr3R 17912500 17917500 B21824 -0.05210225 . -chr3R 17932500 17937500 B21828 -0.04894525 . -chr3R 18027500 18032500 B21847 -0.07584425 . -chr3R 18117500 18122500 B21865 -0.0833235 . -chr3R 18177500 18182500 B21877 -0.09684475 . -chr3R 18307500 18312500 B21903 -0.069608 . -chr3R 18392500 18397500 B21920 -0.06729775 . -chr3R 18442500 18447500 B21930 -0.04397025 . -chr3R 18482500 18487500 B21938 -0.0533955 . -chr3R 18522500 18527500 B21946 -0.11469275 . -chr3R 18687500 18692500 B21979 -0.075545 . -chr3R 18732500 18737500 B21988 -0.0485985 . -chr3R 18882500 18887500 B22018 -0.09972425 . -chr3R 19002500 19007500 B22042 -0.1054935 . -chr3R 19097500 19102500 B22061 -0.080215 . -chr3R 19182500 19187500 B22078 -0.1117525 . -chr3R 19252500 19257500 B22092 -0.07804225 . -chr3R 19282500 19287500 B22098 -0.069411 . -chr3R 19377500 19382500 B22117 -0.05580225 . -chr3R 19457500 19462500 B22133 -0.01161525 . -chr3R 19562500 19567500 B22154 -0.08905275 . -chr3R 19692500 19697500 B22180 -0.10521125 . -chr3R 19737500 19742500 B22189 -0.1117525 . -chr3R 19932500 19937500 B22228 -0.10631075 . -chr3R 20017500 20022500 B22245 -0.083403 . -chr3R 20047500 20052500 B22251 -0.0909175 . -chr3R 20147500 20152500 B22271 -0.0227935 . -chr3R 20217500 20222500 B22285 -0.034021 . -chr3R 20332500 20337500 B22308 -0.10360825 . -chr3R 20372500 20377500 B22316 -0.11469275 . -chr3R 20452500 20457500 B22332 -0.10752325 . -chr3R 20612500 20617500 B22364 -0.099168 . -chr3R 20707500 20712500 B22383 -0.07351875 . -chr3R 20717500 20722500 B22385 -0.0705095 . -chr3R 20762500 20767500 B22394 -0.0862985 . -chr3R 20857500 20862500 B22413 -0.01276525 . -chr3R 20897500 20902500 B22421 -0.02185325 . -chr3R 20932500 20937500 B22428 -0.05891975 . -chr3R 20962500 20967500 B22434 -0.0613935 . -chr3R 21082500 21087500 B22458 -0.094928 . -chr3R 21172500 21177500 B22476 -0.0413955 . -chr3R 21217500 21222500 B22485 -0.05028725 . -chr3R 21317500 21322500 B22505 -0.086029 . -chr3R 21332500 21337500 B22508 -0.06100175 . -chr3R 21387500 21392500 B22519 -0.0656765 . -chr3R 21472500 21477500 B22536 -0.0932985 . -chr3R 21612500 21617500 B22564 -0.081974 . -chr3R 21727500 21732500 B22587 0.07025075 . -chr3R 21817500 21822500 B22605 -0.00145975 . -chr3R 21842500 21847500 B22610 0.0360515 . -chr3R 21947500 21952500 B22631 0.002742 . -chr3R 21987500 21992500 B22639 0.00713375 . -chr3R 22072500 22077500 B22656 -0.087915 . -chr3R 22217500 22222500 B22685 0.0614505 . -chr3R 22267500 22272500 B22695 -0.02575325 . -chr3R 22307500 22312500 B22703 -0.04946475 . -chr3R 22377500 22382500 B22717 -0.055847 . -chr3R 22497500 22502500 B22741 -0.0631105 . -chr3R 22517500 22522500 B22745 -0.062648 . -chr3R 22602500 22607500 B22762 -0.011252 . -chr3R 22692500 22697500 B22780 -0.089033 . -chr3R 22777500 22782500 B22797 -0.04050025 . -chr3R 22882500 22887500 B22818 -0.05683475 . -chr3R 22982500 22987500 B22838 -0.0237815 . -chr3R 23107500 23112500 B22863 -0.100625 . -chr3R 23182500 23187500 B22878 -0.00294725 . -chr3R 23192500 23197500 B22880 -0.00275775 . -chr3R 23412500 23417500 B22924 -0.090027 . -chr3R 23557500 23562500 B22953 -0.104602 . -chr3R 23767500 23772500 B22995 -0.1119105 . -chr3R 23812500 23817500 B23004 -0.0660765 . -chr3R 23917500 23922500 B23025 -0.04218475 . -chr3R 24027500 24032500 B23047 -0.05579575 . -chr3R 24157500 24162500 B23073 -0.01546725 . -chr3R 24202500 24207500 B23082 -0.0326015 . -chr3R 24342500 24347500 B23110 -0.0623065 . -chr3R 24372500 24377500 B23116 -0.0749395 . -chr3R 24447500 24452500 B23131 -0.09836075 . -chr3R 24622500 24627500 B23166 -0.03171375 . -chr3R 24742500 24747500 B23190 -0.08589625 . -chr3R 24882500 24887500 B23218 -0.09323725 . -chr3R 24992500 24997500 B23240 -0.0589785 . -chr3R 25087500 25092500 B23259 0.03674225 . -chr3R 25162500 25167500 B23274 -0.0462465 . -chr3R 25327500 25332500 B23307 -0.08303325 . -chr3R 25402500 25407500 B23322 -0.00546225 . -chr3R 25567500 25572500 B23355 -0.04654075 . -chr3R 25577500 25582500 B23357 -0.01871575 . -chr3R 25727500 25732500 B23387 -0.00858875 . -chr3R 25877500 25882500 B23417 -0.10581625 . -chr3R 25987500 25992500 B23439 -0.090403 . -chr3R 26047500 26052500 B23451 -0.0935315 . -chr3R 26177500 26182500 B23477 -0.11469275 . -chr3R 26272500 26277500 B23496 -0.1002735 . -chr3R 26327500 26332500 B23507 -0.092304 . -chr3R 26487500 26492500 B23539 0.0627965 . -chr3R 26562500 26567500 B23554 -0.01974475 . -chr3R 26637500 26642500 B23569 -0.07430725 . -chr3R 26712500 26717500 B23584 -0.049789 . -chr3R 26867500 26872500 B23615 -0.0249905 . -chr3R 27042500 27047500 B23650 -0.074189 . -chr3R 27152500 27157500 B23672 -0.00609925 . -chr3R 27182500 27187500 B23678 -0.01281025 . -chr3R 27247500 27252500 B23691 -0.04990275 . -chr3R 27382500 27387500 B23718 -0.041305 . -chr3R 27417500 27422500 B23725 -0.0499295 . -chr3R 27567500 27572500 B23755 -0.08094325 . -chr3R 27697500 27702500 B23781 -0.01535 . -chr3R 27747500 27752500 B23791 0.01357725 . -chr3R 27767500 27772500 B23795 0.0229625 .
--- a/test-data/find_TADs/multiNone_boundaries.gff Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,1408 +0,0 @@ -chr3L HiCExplorer boundary 162500 167500 -0.10316675 . . ID=B00043;delta=0.0645107368421;pvalue=0.414620099134;tad_sep=-0.10316675 -chr3L HiCExplorer boundary 257500 262500 -0.026655 . . ID=B00062;delta=0.0383848026316;pvalue=0.674283084976;tad_sep=-0.026655 -chr3L HiCExplorer boundary 332500 337500 -0.030848 . . ID=B00077;delta=0.0331458421053;pvalue=0.748578488932;tad_sep=-0.030848 -chr3L HiCExplorer boundary 357500 362500 -0.0580815 . . ID=B00082;delta=0.0546451184211;pvalue=0.411792655248;tad_sep=-0.0580815 -chr3L HiCExplorer boundary 482500 487500 -0.07169775 . . ID=B00107;delta=0.0361521710526;pvalue=0.503736281368;tad_sep=-0.07169775 -chr3L HiCExplorer boundary 522500 527500 -0.1060405 . . ID=B00115;delta=0.0607123552632;pvalue=0.409780073639;tad_sep=-0.1060405 -chr3L HiCExplorer boundary 677500 682500 -0.0148855 . . ID=B00146;delta=0.131560763158;pvalue=0.100696558537;tad_sep=-0.0148855 -chr3L HiCExplorer boundary 702500 707500 0.002784 . . ID=B00151;delta=0.0290640789474;pvalue=0.0467137020614;tad_sep=0.002784 -chr3L HiCExplorer boundary 737500 742500 0.00949975 . . ID=B00158;delta=0.0521745789474;pvalue=0.489399813333;tad_sep=0.00949975 -chr3L HiCExplorer boundary 867500 872500 -0.09546975 . . ID=B00184;delta=0.0513249605263;pvalue=0.400201394819;tad_sep=-0.09546975 -chr3L HiCExplorer boundary 1007500 1012500 -0.05182175 . . ID=B00212;delta=0.0427919605263;pvalue=0.672733336625;tad_sep=-0.05182175 -chr3L HiCExplorer boundary 1037500 1042500 -0.05874875 . . ID=B00218;delta=0.0230098947368;pvalue=0.755560160507;tad_sep=-0.05874875 -chr3L HiCExplorer boundary 1107500 1112500 -0.048349 . . ID=B00232;delta=0.0230250526316;pvalue=0.888587028967;tad_sep=-0.048349 -chr3L HiCExplorer boundary 1207500 1212500 -0.0567565 . . ID=B00252;delta=0.0157581052632;pvalue=0.800037725246;tad_sep=-0.0567565 -chr3L HiCExplorer boundary 1242500 1247500 -0.0641435 . . ID=B00259;delta=0.0260385921053;pvalue=0.954297852598;tad_sep=-0.0641435 -chr3L HiCExplorer boundary 1297500 1302500 -0.091379 . . ID=B00270;delta=0.0368676315789;pvalue=0.631433509478;tad_sep=-0.091379 -chr3L HiCExplorer boundary 1462500 1467500 -0.01307225 . . ID=B00303;delta=0.0279480657895;pvalue=0.605503787241;tad_sep=-0.01307225 -chr3L HiCExplorer boundary 1532500 1537500 -0.08711525 . . ID=B00317;delta=0.0325782763158;pvalue=0.900898397027;tad_sep=-0.08711525 -chr3L HiCExplorer boundary 1577500 1582500 -0.08235875 . . ID=B00326;delta=0.0138771973684;pvalue=0.819230752873;tad_sep=-0.08235875 -chr3L HiCExplorer boundary 1637500 1642500 -0.0628755 . . ID=B00338;delta=0.0229921710526;pvalue=0.763101258064;tad_sep=-0.0628755 -chr3L HiCExplorer boundary 1667500 1672500 -0.037945 . . ID=B00344;delta=0.0121138026316;pvalue=0.876302477922;tad_sep=-0.037945 -chr3L HiCExplorer boundary 1732500 1737500 -0.050313 . . ID=B00357;delta=0.0373916184211;pvalue=0.699787217442;tad_sep=-0.050313 -chr3L HiCExplorer boundary 1812500 1817500 -0.01723525 . . ID=B00373;delta=0.0390851973684;pvalue=0.524726986549;tad_sep=-0.01723525 -chr3L HiCExplorer boundary 1847500 1852500 -0.0259975 . . ID=B00380;delta=0.0458929868421;pvalue=0.543337134063;tad_sep=-0.0259975 -chr3L HiCExplorer boundary 1922500 1927500 8.325e-05 . . ID=B00395;delta=0.0419640921053;pvalue=0.718745147352;tad_sep=8.325e-05 -chr3L HiCExplorer boundary 2152500 2157500 -0.0401965 . . ID=B00441;delta=0.0494363815789;pvalue=0.876302477922;tad_sep=-0.0401965 -chr3L HiCExplorer boundary 2257500 2262500 -0.07518575 . . ID=B00462;delta=0.0447468026316;pvalue=0.522884086855;tad_sep=-0.07518575 -chr3L HiCExplorer boundary 2387500 2392500 -0.072071 . . ID=B00488;delta=0.0427154736842;pvalue=0.600572469118;tad_sep=-0.072071 -chr3L HiCExplorer boundary 2457500 2462500 -0.09132325 . . ID=B00502;delta=0.0525483815789;pvalue=0.387641292676;tad_sep=-0.09132325 -chr3L HiCExplorer boundary 2557500 2562500 -0.09179675 . . ID=B00522;delta=0.0580647763158;pvalue=0.293724987027;tad_sep=-0.09179675 -chr3L HiCExplorer boundary 2597500 2602500 -0.0934855 . . ID=B00530;delta=0.0556909342105;pvalue=0.300279449651;tad_sep=-0.0934855 -chr3L HiCExplorer boundary 2737500 2742500 -0.08927875 . . ID=B00558;delta=0.0831579736842;pvalue=0.199079042047;tad_sep=-0.08927875 -chr3L HiCExplorer boundary 2882500 2887500 -0.08972575 . . ID=B00587;delta=0.064862;pvalue=0.644065742713;tad_sep=-0.08972575 -chr3L HiCExplorer boundary 2942500 2947500 0.029899 . . ID=B00599;delta=0.0144388157895;pvalue=0.208391411164;tad_sep=0.029899 -chr3L HiCExplorer boundary 2957500 2962500 0.0356865 . . ID=B00602;delta=0.0299731447368;pvalue=0.552763877794;tad_sep=0.0356865 -chr3L HiCExplorer boundary 3042500 3047500 -0.00466875 . . ID=B00619;delta=0.0614519473684;pvalue=0.656801632371;tad_sep=-0.00466875 -chr3L HiCExplorer boundary 3132500 3137500 0.055702 . . ID=B00637;delta=0.0102164605263;pvalue=0.488955366114;tad_sep=0.055702 -chr3L HiCExplorer boundary 3217500 3222500 -0.059463 . . ID=B00654;delta=0.0345384078947;pvalue=0.23905913915;tad_sep=-0.059463 -chr3L HiCExplorer boundary 3252500 3257500 -0.045796 . . ID=B00661;delta=0.0277431842105;pvalue=0.917724545617;tad_sep=-0.045796 -chr3L HiCExplorer boundary 3312500 3317500 -0.05499875 . . ID=B00673;delta=0.0460939605263;pvalue=0.402185776036;tad_sep=-0.05499875 -chr3L HiCExplorer boundary 3342500 3347500 -0.04234075 . . ID=B00679;delta=0.0449113684211;pvalue=0.434731359795;tad_sep=-0.04234075 -chr3L HiCExplorer boundary 3472500 3477500 -0.05097675 . . ID=B00705;delta=0.117128907895;pvalue=0.357308524364;tad_sep=-0.05097675 -chr3L HiCExplorer boundary 3512500 3517500 -0.012488 . . ID=B00713;delta=0.0303931184211;pvalue=0.380683042275;tad_sep=-0.012488 -chr3L HiCExplorer boundary 3542500 3547500 0.02457925 . . ID=B00719;delta=0.0169115921053;pvalue=0.637483848478;tad_sep=0.02457925 -chr3L HiCExplorer boundary 3612500 3617500 0.019683 . . ID=B00733;delta=0.0429443289474;pvalue=0.833007400221;tad_sep=0.019683 -chr3L HiCExplorer boundary 3667500 3672500 0.09945325 . . ID=B00744;delta=0.0335152763158;pvalue=0.701884695106;tad_sep=0.09945325 -chr3L HiCExplorer boundary 3762500 3767500 -0.047454 . . ID=B00763;delta=0.115379039474;pvalue=0.307265796546;tad_sep=-0.047454 -chr3L HiCExplorer boundary 3782500 3787500 -0.041084 . . ID=B00767;delta=0.0517841578947;pvalue=0.56993156638;tad_sep=-0.041084 -chr3L HiCExplorer boundary 3822500 3827500 -0.06101175 . . ID=B00775;delta=0.03739;pvalue=0.289194387264;tad_sep=-0.06101175 -chr3L HiCExplorer boundary 3897500 3902500 -0.0684535 . . ID=B00790;delta=0.0425583947368;pvalue=0.485407629712;tad_sep=-0.0684535 -chr3L HiCExplorer boundary 3997500 4002500 -0.03007875 . . ID=B00810;delta=0.0384355394737;pvalue=0.577642427572;tad_sep=-0.03007875 -chr3L HiCExplorer boundary 4117500 4122500 -0.0807515 . . ID=B00834;delta=0.0341960526316;pvalue=0.562270140389;tad_sep=-0.0807515 -chr3L HiCExplorer boundary 4162500 4167500 -0.088488 . . ID=B00843;delta=0.0191684342105;pvalue=0.920532697273;tad_sep=-0.088488 -chr3L HiCExplorer boundary 4197500 4202500 -0.098724 . . ID=B00850;delta=0.0203905131579;pvalue=0.843512300001;tad_sep=-0.098724 -chr3L HiCExplorer boundary 4217500 4222500 -0.088911 . . ID=B00854;delta=0.0111406973684;pvalue=0.920532697273;tad_sep=-0.088911 -chr3L HiCExplorer boundary 4267500 4272500 -0.11633575 . . ID=B00864;delta=0.0308001184211;pvalue=0.722452034002;tad_sep=-0.11633575 -chr3L HiCExplorer boundary 4362500 4367500 -0.0944955 . . ID=B00883;delta=0.0247530526316;pvalue=0.847389659687;tad_sep=-0.0944955 -chr3L HiCExplorer boundary 4402500 4407500 -0.07463925 . . ID=B00891;delta=0.0227481842105;pvalue=0.515089010427;tad_sep=-0.07463925 -chr3L HiCExplorer boundary 4487500 4492500 0.00287075 . . ID=B00908;delta=0.0371564868421;pvalue=0.666033882935;tad_sep=0.00287075 -chr3L HiCExplorer boundary 4622500 4627500 0.04064075 . . ID=B00935;delta=0.0338415789474;pvalue=0.788578811756;tad_sep=0.04064075 -chr3L HiCExplorer boundary 4647500 4652500 0.03764975 . . ID=B00940;delta=0.0390943552632;pvalue=0.252294079149;tad_sep=0.03764975 -chr3L HiCExplorer boundary 4787500 4792500 -0.06999725 . . ID=B00968;delta=0.0415735394737;pvalue=0.795121333545;tad_sep=-0.06999725 -chr3L HiCExplorer boundary 4892500 4897500 -0.076914 . . ID=B00989;delta=0.0439305526316;pvalue=0.594678972216;tad_sep=-0.076914 -chr3L HiCExplorer boundary 4997500 5002500 -0.0378805 . . ID=B01010;delta=0.0766589078947;pvalue=0.85626593287;tad_sep=-0.0378805 -chr3L HiCExplorer boundary 5107500 5112500 -0.061049 . . ID=B01032;delta=0.0307165131579;pvalue=0.713988867979;tad_sep=-0.061049 -chr3L HiCExplorer boundary 5237500 5242500 0.07173475 . . ID=B01058;delta=0.0330033026316;pvalue=0.899778150539;tad_sep=0.07173475 -chr3L HiCExplorer boundary 5277500 5282500 0.02598475 . . ID=B01066;delta=0.0336933157895;pvalue=0.510986775907;tad_sep=0.02598475 -chr3L HiCExplorer boundary 5357500 5362500 -0.06976425 . . ID=B01082;delta=0.0721796315789;pvalue=0.386088352225;tad_sep=-0.06976425 -chr3L HiCExplorer boundary 5462500 5467500 0.0082995 . . ID=B01103;delta=0.0577447763158;pvalue=0.458391013562;tad_sep=0.0082995 -chr3L HiCExplorer boundary 5552500 5557500 -0.03433 . . ID=B01121;delta=0.0935211710526;pvalue=0.466146521208;tad_sep=-0.03433 -chr3L HiCExplorer boundary 5572500 5577500 0.00900825 . . ID=B01125;delta=0.0403627631579;pvalue=0.689855684033;tad_sep=0.00900825 -chr3L HiCExplorer boundary 5742500 5747500 -0.09901225 . . ID=B01159;delta=0.0387016710526;pvalue=0.661411320743;tad_sep=-0.09901225 -chr3L HiCExplorer boundary 5812500 5817500 -0.08504275 . . ID=B01173;delta=0.0160468421053;pvalue=0.968958523945;tad_sep=-0.08504275 -chr3L HiCExplorer boundary 5872500 5877500 -0.107036 . . ID=B01185;delta=0.0424336184211;pvalue=0.788034267189;tad_sep=-0.107036 -chr3L HiCExplorer boundary 5957500 5962500 -0.0645035 . . ID=B01202;delta=0.0277291447368;pvalue=0.681533438626;tad_sep=-0.0645035 -chr3L HiCExplorer boundary 5987500 5992500 -0.06534175 . . ID=B01208;delta=0.0398256973684;pvalue=0.544746028387;tad_sep=-0.06534175 -chr3L HiCExplorer boundary 6117500 6122500 -0.06653425 . . ID=B01234;delta=0.0472426315789;pvalue=0.581516185929;tad_sep=-0.06653425 -chr3L HiCExplorer boundary 6192500 6197500 -0.08219225 . . ID=B01249;delta=0.0277041842105;pvalue=0.85626593287;tad_sep=-0.08219225 -chr3L HiCExplorer boundary 6227500 6232500 -0.07949925 . . ID=B01256;delta=0.0155060263158;pvalue=0.840191861109;tad_sep=-0.07949925 -chr3L HiCExplorer boundary 6252500 6257500 -0.0959415 . . ID=B01261;delta=0.0548885131579;pvalue=0.789668210617;tad_sep=-0.0959415 -chr3L HiCExplorer boundary 6367500 6372500 -0.0155925 . . ID=B01284;delta=0.0207132631579;pvalue=0.617910669268;tad_sep=-0.0155925 -chr3L HiCExplorer boundary 6442500 6447500 -0.0843135 . . ID=B01299;delta=0.0361257236842;pvalue=0.850161471437;tad_sep=-0.0843135 -chr3L HiCExplorer boundary 6487500 6492500 -0.07350925 . . ID=B01308;delta=0.0496775263158;pvalue=0.408575337067;tad_sep=-0.07350925 -chr3L HiCExplorer boundary 6557500 6562500 0.050254 . . ID=B01322;delta=0.0139740263158;pvalue=0.64153090381;tad_sep=0.050254 -chr3L HiCExplorer boundary 6582500 6587500 0.05181025 . . ID=B01327;delta=0.0393502236842;pvalue=0.87072824437;tad_sep=0.05181025 -chr3L HiCExplorer boundary 6727500 6732500 -0.08674075 . . ID=B01356;delta=0.0728240263158;pvalue=0.551817604834;tad_sep=-0.08674075 -chr3L HiCExplorer boundary 6872500 6877500 0.015592 . . ID=B01385;delta=0.0993634605263;pvalue=0.517833305588;tad_sep=0.015592 -chr3L HiCExplorer boundary 6957500 6962500 -0.06386025 . . ID=B01402;delta=0.0485376710526;pvalue=0.313339086682;tad_sep=-0.06386025 -chr3L HiCExplorer boundary 7072500 7077500 -0.05008325 . . ID=B01425;delta=0.0242048421053;pvalue=0.673249765374;tad_sep=-0.05008325 -chr3L HiCExplorer boundary 7117500 7122500 -0.04982075 . . ID=B01434;delta=0.0154717236842;pvalue=0.806605227244;tad_sep=-0.04982075 -chr3L HiCExplorer boundary 7142500 7147500 -0.049721 . . ID=B01439;delta=0.0316954605263;pvalue=0.833559564266;tad_sep=-0.049721 -chr3L HiCExplorer boundary 7302500 7307500 -0.10379175 . . ID=B01471;delta=0.0509606184211;pvalue=0.792938866773;tad_sep=-0.10379175 -chr3L HiCExplorer boundary 7367500 7372500 -0.0351445 . . ID=B01484;delta=0.0176231710526;pvalue=0.683090948227;tad_sep=-0.0351445 -chr3L HiCExplorer boundary 7522500 7527500 -0.05807975 . . ID=B01515;delta=0.0278558552632;pvalue=0.348872191353;tad_sep=-0.05807975 -chr3L HiCExplorer boundary 7602500 7607500 -0.02439625 . . ID=B01531;delta=0.0361033157895;pvalue=0.803867081869;tad_sep=-0.02439625 -chr3L HiCExplorer boundary 7627500 7632500 -0.0078695 . . ID=B01536;delta=0.0168234473684;pvalue=0.69507627914;tad_sep=-0.0078695 -chr3L HiCExplorer boundary 7697500 7702500 -0.05487375 . . ID=B01550;delta=0.0425653552632;pvalue=0.510077491805;tad_sep=-0.05487375 -chr3L HiCExplorer boundary 7757500 7762500 -0.0722705 . . ID=B01562;delta=0.0337604210526;pvalue=0.866273462912;tad_sep=-0.0722705 -chr3L HiCExplorer boundary 7802500 7807500 -0.048435 . . ID=B01571;delta=0.02395625;pvalue=0.712933416835;tad_sep=-0.048435 -chr3L HiCExplorer boundary 7897500 7902500 -0.04267725 . . ID=B01590;delta=0.0461156184211;pvalue=0.548040489674;tad_sep=-0.04267725 -chr3L HiCExplorer boundary 7947500 7952500 -0.02681575 . . ID=B01600;delta=0.0199724210526;pvalue=0.64153090381;tad_sep=-0.02681575 -chr3L HiCExplorer boundary 8007500 8012500 -0.049908 . . ID=B01612;delta=0.0217122631579;pvalue=0.871285383555;tad_sep=-0.049908 -chr3L HiCExplorer boundary 8052500 8057500 -0.077315 . . ID=B01621;delta=0.0507164078947;pvalue=0.409780073639;tad_sep=-0.077315 -chr3L HiCExplorer boundary 8197500 8202500 -0.03326775 . . ID=B01650;delta=0.0858422105263;pvalue=0.53865396045;tad_sep=-0.03326775 -chr3L HiCExplorer boundary 8302500 8307500 -0.07717275 . . ID=B01671;delta=0.0200308421053;pvalue=0.496988587062;tad_sep=-0.07717275 -chr3L HiCExplorer boundary 8337500 8342500 -0.07715575 . . ID=B01678;delta=0.0126960789474;pvalue=0.909867290362;tad_sep=-0.07715575 -chr3L HiCExplorer boundary 8407500 8412500 -0.088482 . . ID=B01692;delta=0.0217477763158;pvalue=0.93121241727;tad_sep=-0.088482 -chr3L HiCExplorer boundary 8432500 8437500 -0.098101 . . ID=B01697;delta=0.0210529210526;pvalue=0.806605227244;tad_sep=-0.098101 -chr3L HiCExplorer boundary 8462500 8467500 -0.09699025 . . ID=B01703;delta=0.0162808552632;pvalue=0.839085676693;tad_sep=-0.09699025 -chr3L HiCExplorer boundary 8502500 8507500 -0.09547525 . . ID=B01711;delta=0.0143709868421;pvalue=0.586375395179;tad_sep=-0.09547525 -chr3L HiCExplorer boundary 8642500 8647500 0.015577 . . ID=B01739;delta=0.0133178552632;pvalue=0.624405886237;tad_sep=0.015577 -chr3L HiCExplorer boundary 8667500 8672500 0.00026425 . . ID=B01744;delta=0.0383864868421;pvalue=0.200568136265;tad_sep=0.00026425 -chr3L HiCExplorer boundary 8707500 8712500 0.03299475 . . ID=B01752;delta=0.02934675;pvalue=0.842958698649;tad_sep=0.03299475 -chr3L HiCExplorer boundary 8767500 8772500 0.05842025 . . ID=B01764;delta=0.02511175;pvalue=0.811539845693;tad_sep=0.05842025 -chr3L HiCExplorer boundary 8852500 8857500 -0.04306275 . . ID=B01781;delta=0.0353982105263;pvalue=0.510532028023;tad_sep=-0.04306275 -chr3L HiCExplorer boundary 8872500 8877500 -0.042365 . . ID=B01785;delta=0.0190923289474;pvalue=0.736810449392;tad_sep=-0.042365 -chr3L HiCExplorer boundary 8967500 8972500 -0.09925675 . . ID=B01804;delta=0.0372931578947;pvalue=0.611941464477;tad_sep=-0.09925675 -chr3L HiCExplorer boundary 9117500 9122500 -0.07110225 . . ID=B01834;delta=0.0242967368421;pvalue=0.631433509478;tad_sep=-0.07110225 -chr3L HiCExplorer boundary 9222500 9227500 -0.0200285 . . ID=B01855;delta=0.0239745131579;pvalue=0.584915656656;tad_sep=-0.0200285 -chr3L HiCExplorer boundary 9352500 9357500 -0.10868725 . . ID=B01881;delta=0.0315783684211;pvalue=0.686210012319;tad_sep=-0.10868725 -chr3L HiCExplorer boundary 9392500 9397500 -0.10117225 . . ID=B01889;delta=0.0124537105263;pvalue=0.895299182937;tad_sep=-0.10117225 -chr3L HiCExplorer boundary 9482500 9487500 -0.10105 . . ID=B01907;delta=0.0516721184211;pvalue=0.659360972012;tad_sep=-0.10105 -chr3L HiCExplorer boundary 9602500 9607500 -0.0327885 . . ID=B01931;delta=0.0189245263158;pvalue=0.773371541972;tad_sep=-0.0327885 -chr3L HiCExplorer boundary 9717500 9722500 -0.10868725 . . ID=B01954;delta=0.0281196447368;pvalue=0.9059419174;tad_sep=-0.10868725 -chr3L HiCExplorer boundary 9817500 9822500 -0.0672575 . . ID=B01974;delta=0.0194694868421;pvalue=0.975728828663;tad_sep=-0.0672575 -chr3L HiCExplorer boundary 9892500 9897500 -0.1071045 . . ID=B01989;delta=0.0334255263158;pvalue=0.779335812475;tad_sep=-0.1071045 -chr3L HiCExplorer boundary 9962500 9967500 -0.10162625 . . ID=B02003;delta=0.0186430394737;pvalue=0.839085676693;tad_sep=-0.10162625 -chr3L HiCExplorer boundary 10117500 10122500 -0.02085 . . ID=B02034;delta=0.0919274342105;pvalue=0.813735427486;tad_sep=-0.02085 -chr3L HiCExplorer boundary 10202500 10207500 -0.08171475 . . ID=B02051;delta=0.0344451973684;pvalue=0.67066916694;tad_sep=-0.08171475 -chr3L HiCExplorer boundary 10317500 10322500 -0.038513 . . ID=B02074;delta=0.0330456052632;pvalue=0.782051168742;tad_sep=-0.038513 -chr3L HiCExplorer boundary 10442500 10447500 -0.04705425 . . ID=B02099;delta=0.0504317894737;pvalue=0.656801632371;tad_sep=-0.04705425 -chr3L HiCExplorer boundary 10532500 10537500 0.00456875 . . ID=B02117;delta=0.0225036842105;pvalue=0.371525589432;tad_sep=0.00456875 -chr3L HiCExplorer boundary 10582500 10587500 -0.02505125 . . ID=B02127;delta=0.0593792631579;pvalue=0.560362585691;tad_sep=-0.02505125 -chr3L HiCExplorer boundary 10682500 10687500 0.08679725 . . ID=B02147;delta=0.0758736052632;pvalue=0.894739543599;tad_sep=0.08679725 -chr3L HiCExplorer boundary 10737500 10742500 0.065835 . . ID=B02158;delta=0.0698577368421;pvalue=0.77608093869;tad_sep=0.065835 -chr3L HiCExplorer boundary 10777500 10782500 0.060989 . . ID=B02166;delta=0.0215448815789;pvalue=0.169869900296;tad_sep=0.060989 -chr3L HiCExplorer boundary 10837500 10842500 -0.03974775 . . ID=B02178;delta=0.0461863421053;pvalue=0.725103810734;tad_sep=-0.03974775 -chr3L HiCExplorer boundary 10882500 10887500 -0.04725125 . . ID=B02187;delta=0.0424670263158;pvalue=0.618908008509;tad_sep=-0.04725125 -chr3L HiCExplorer boundary 10957500 10962500 0.03732375 . . ID=B02202;delta=0.0172750526316;pvalue=0.792938866773;tad_sep=0.03732375 -chr3L HiCExplorer boundary 11067500 11072500 -0.088851 . . ID=B02224;delta=0.0398048552632;pvalue=0.870171169331;tad_sep=-0.088851 -chr3L HiCExplorer boundary 11192500 11197500 -0.1098975 . . ID=B02249;delta=0.0344590394737;pvalue=0.818130968015;tad_sep=-0.1098975 -chr3L HiCExplorer boundary 11227500 11232500 -0.0901485 . . ID=B02256;delta=0.0146608289474;pvalue=0.833007400221;tad_sep=-0.0901485 -chr3L HiCExplorer boundary 11292500 11297500 -0.05611625 . . ID=B02269;delta=0.0211776710526;pvalue=0.527035279662;tad_sep=-0.05611625 -chr3L HiCExplorer boundary 11377500 11382500 -0.02769625 . . ID=B02286;delta=0.0355993815789;pvalue=0.856821316308;tad_sep=-0.02769625 -chr3L HiCExplorer boundary 11512500 11517500 -0.1065995 . . ID=B02313;delta=0.0238808552632;pvalue=0.821431387661;tad_sep=-0.1065995 -chr3L HiCExplorer boundary 11622500 11627500 -0.090991 . . ID=B02335;delta=0.0561489342105;pvalue=0.915478761369;tad_sep=-0.090991 -chr3L HiCExplorer boundary 11712500 11717500 -0.0141535 . . ID=B02353;delta=0.0242261973684;pvalue=0.661411320743;tad_sep=-0.0141535 -chr3L HiCExplorer boundary 11782500 11787500 -0.062442 . . ID=B02367;delta=0.0309373026316;pvalue=0.822532233413;tad_sep=-0.062442 -chr3L HiCExplorer boundary 11822500 11827500 -0.0614325 . . ID=B02375;delta=0.0451161315789;pvalue=0.585402048452;tad_sep=-0.0614325 -chr3L HiCExplorer boundary 11927500 11932500 -0.041385 . . ID=B02396;delta=0.0550728289474;pvalue=0.62040533358;tad_sep=-0.041385 -chr3L HiCExplorer boundary 11942500 11947500 -0.023826 . . ID=B02399;delta=0.0253324210526;pvalue=0.732546253179;tad_sep=-0.023826 -chr3L HiCExplorer boundary 11977500 11982500 -0.0250355 . . ID=B02406;delta=0.0126468157895;pvalue=0.771747226156;tad_sep=-0.0250355 -chr3L HiCExplorer boundary 12072500 12077500 -0.0904175 . . ID=B02425;delta=0.0278721447368;pvalue=0.634959906764;tad_sep=-0.0904175 -chr3L HiCExplorer boundary 12132500 12137500 -0.10699525 . . ID=B02437;delta=0.0361094078947;pvalue=0.600080337238;tad_sep=-0.10699525 -chr3L HiCExplorer boundary 12197500 12202500 -0.0274905 . . ID=B02450;delta=0.0129864078947;pvalue=0.577642427572;tad_sep=-0.0274905 -chr3L HiCExplorer boundary 12282500 12287500 -0.039511 . . ID=B02467;delta=0.0483025526316;pvalue=0.562270140389;tad_sep=-0.039511 -chr3L HiCExplorer boundary 12412500 12417500 -0.00526025 . . ID=B02493;delta=0.05513275;pvalue=0.534456481216;tad_sep=-0.00526025 -chr3L HiCExplorer boundary 12487500 12492500 -0.029715 . . ID=B02508;delta=0.0286665789474;pvalue=0.867943516053;tad_sep=-0.029715 -chr3L HiCExplorer boundary 12517500 12522500 -0.039666 . . ID=B02514;delta=0.0393826184211;pvalue=0.534456481216;tad_sep=-0.039666 -chr3L HiCExplorer boundary 12697500 12702500 -0.03720925 . . ID=B02550;delta=0.0335104868421;pvalue=0.345244013921;tad_sep=-0.03720925 -chr3L HiCExplorer boundary 12722500 12727500 -0.0410715 . . ID=B02555;delta=0.0256324736842;pvalue=0.712405897159;tad_sep=-0.0410715 -chr3L HiCExplorer boundary 12777500 12782500 -0.0651715 . . ID=B02566;delta=0.0398010394737;pvalue=0.936275677356;tad_sep=-0.0651715 -chr3L HiCExplorer boundary 12867500 12872500 -0.066515 . . ID=B02584;delta=0.0243499605263;pvalue=0.808797453222;tad_sep=-0.066515 -chr3L HiCExplorer boundary 12922500 12927500 -0.08273825 . . ID=B02595;delta=0.0552823157895;pvalue=0.792393502688;tad_sep=-0.08273825 -chr3L HiCExplorer boundary 13012500 13017500 -0.09834475 . . ID=B02613;delta=0.0382869605263;pvalue=0.846281461332;tad_sep=-0.09834475 -chr3L HiCExplorer boundary 13047500 13052500 -0.10480475 . . ID=B02620;delta=0.0236605;pvalue=0.852935136242;tad_sep=-0.10480475 -chr3L HiCExplorer boundary 13157500 13162500 -0.038191 . . ID=B02642;delta=0.0124382105263;pvalue=0.881882853951;tad_sep=-0.038191 -chr3L HiCExplorer boundary 13262500 13267500 -0.031713 . . ID=B02663;delta=0.0552199078947;pvalue=0.872399853275;tad_sep=-0.031713 -chr3L HiCExplorer boundary 13387500 13392500 -0.08558725 . . ID=B02688;delta=0.0370734868421;pvalue=0.624906737955;tad_sep=-0.08558725 -chr3L HiCExplorer boundary 13517500 13522500 -0.07756375 . . ID=B02714;delta=0.0418049736842;pvalue=0.541930056137;tad_sep=-0.07756375 -chr3L HiCExplorer boundary 13582500 13587500 -0.06155175 . . ID=B02727;delta=0.0261620789474;pvalue=0.895858874387;tad_sep=-0.06155175 -chr3L HiCExplorer boundary 13662500 13667500 -0.01819075 . . ID=B02743;delta=0.0243503947368;pvalue=0.621404425572;tad_sep=-0.01819075 -chr3L HiCExplorer boundary 13692500 13697500 -0.00876475 . . ID=B02749;delta=0.0492934078947;pvalue=0.697692027562;tad_sep=-0.00876475 -chr3L HiCExplorer boundary 13832500 13837500 -0.09447725 . . ID=B02777;delta=0.0816430131579;pvalue=0.399013596171;tad_sep=-0.09447725 -chr3L HiCExplorer boundary 13982500 13987500 -0.07893625 . . ID=B02807;delta=0.0561979868421;pvalue=0.597131385177;tad_sep=-0.07893625 -chr3L HiCExplorer boundary 14062500 14067500 -0.08770825 . . ID=B02823;delta=0.0361326578947;pvalue=0.577642427572;tad_sep=-0.08770825 -chr3L HiCExplorer boundary 14107500 14112500 -0.03526875 . . ID=B02832;delta=0.0240711184211;pvalue=0.64355844241;tad_sep=-0.03526875 -chr3L HiCExplorer boundary 14212500 14217500 -0.03334825 . . ID=B02853;delta=0.0671445526316;pvalue=0.44309922731;tad_sep=-0.03334825 -chr3L HiCExplorer boundary 14282500 14287500 -0.0179095 . . ID=B02867;delta=0.0232312105263;pvalue=0.686730378139;tad_sep=-0.0179095 -chr3L HiCExplorer boundary 14387500 14392500 0.05096825 . . ID=B02888;delta=0.0256150131579;pvalue=0.738411622809;tad_sep=0.05096825 -chr3L HiCExplorer boundary 14422500 14427500 0.02575375 . . ID=B02895;delta=0.0321993815789;pvalue=0.554658808155;tad_sep=0.02575375 -chr3L HiCExplorer boundary 14457500 14462500 0.02146575 . . ID=B02902;delta=0.0333160131579;pvalue=0.707138304216;tad_sep=0.02146575 -chr3L HiCExplorer boundary 14532500 14537500 -0.0406925 . . ID=B02917;delta=0.0614076710526;pvalue=0.383379863253;tad_sep=-0.0406925 -chr3L HiCExplorer boundary 14602500 14607500 -0.048831 . . ID=B02931;delta=0.0449709473684;pvalue=0.722982123882;tad_sep=-0.048831 -chr3L HiCExplorer boundary 14647500 14652500 -0.0406465 . . ID=B02940;delta=0.0422053684211;pvalue=0.946409728677;tad_sep=-0.0406465 -chr3L HiCExplorer boundary 14732500 14737500 -0.11298775 . . ID=B02957;delta=0.053555;pvalue=0.377232870861;tad_sep=-0.11298775 -chr3L HiCExplorer boundary 14887500 14892500 -0.007654 . . ID=B02988;delta=0.0214720789474;pvalue=0.955988773921;tad_sep=-0.007654 -chr3L HiCExplorer boundary 14962500 14967500 -0.043583 . . ID=B03003;delta=0.0208838815789;pvalue=0.872399853275;tad_sep=-0.043583 -chr3L HiCExplorer boundary 15002500 15007500 -0.085687 . . ID=B03011;delta=0.0440220526316;pvalue=0.803867081869;tad_sep=-0.085687 -chr3L HiCExplorer boundary 15132500 15137500 -0.06121325 . . ID=B03037;delta=0.0592894868421;pvalue=0.581031302414;tad_sep=-0.06121325 -chr3L HiCExplorer boundary 15242500 15247500 -0.036634 . . ID=B03059;delta=0.0566086052632;pvalue=0.655267956491;tad_sep=-0.036634 -chr3L HiCExplorer boundary 15352500 15357500 0.0581035 . . ID=B03081;delta=0.0295049210526;pvalue=0.740013931639;tad_sep=0.0581035 -chr3L HiCExplorer boundary 15447500 15452500 0.0045765 . . ID=B03100;delta=0.0301267631579;pvalue=0.837426996635;tad_sep=0.0045765 -chr3L HiCExplorer boundary 15512500 15517500 -0.07869125 . . ID=B03113;delta=0.0397421184211;pvalue=0.825836858975;tad_sep=-0.07869125 -chr3L HiCExplorer boundary 15527500 15532500 -0.06834375 . . ID=B03116;delta=0.0228881973684;pvalue=0.835769038825;tad_sep=-0.06834375 -chr3L HiCExplorer boundary 15577500 15582500 -0.050761 . . ID=B03126;delta=0.0150284605263;pvalue=0.510986775907;tad_sep=-0.050761 -chr3L HiCExplorer boundary 15682500 15687500 0.039769 . . ID=B03147;delta=0.04190525;pvalue=0.807153142039;tad_sep=0.039769 -chr3L HiCExplorer boundary 15792500 15797500 -0.049537 . . ID=B03169;delta=0.0468371184211;pvalue=0.686730378139;tad_sep=-0.049537 -chr3L HiCExplorer boundary 15817500 15822500 -0.0439065 . . ID=B03174;delta=0.0256340131579;pvalue=0.610949082674;tad_sep=-0.0439065 -chr3L HiCExplorer boundary 15947500 15952500 -0.0345245 . . ID=B03200;delta=0.0704066578947;pvalue=0.0923304306147;tad_sep=-0.0345245 -chr3L HiCExplorer boundary 15997500 16002500 0.07653425 . . ID=B03210;delta=0.0235713157895;pvalue=0.417052734331;tad_sep=0.07653425 -chr3L HiCExplorer boundary 16117500 16122500 -0.0516855 . . ID=B03234;delta=0.0526836578947;pvalue=0.18463042769;tad_sep=-0.0516855 -chr3L HiCExplorer boundary 16172500 16177500 -0.0698515 . . ID=B03245;delta=0.0346160131579;pvalue=0.667062852012;tad_sep=-0.0698515 -chr3L HiCExplorer boundary 16402500 16407500 -0.0615085 . . ID=B03291;delta=0.0561642763158;pvalue=0.587349491609;tad_sep=-0.0615085 -chr3L HiCExplorer boundary 16572500 16577500 -0.11633575 . . ID=B03325;delta=0.0163489342105;pvalue=0.760944328464;tad_sep=-0.11633575 -chr3L HiCExplorer boundary 16717500 16722500 -0.07164275 . . ID=B03354;delta=0.0390677894737;pvalue=0.601557279733;tad_sep=-0.07164275 -chr3L HiCExplorer boundary 16842500 16847500 -0.06520975 . . ID=B03379;delta=0.0395528552632;pvalue=0.498334261623;tad_sep=-0.06520975 -chr3L HiCExplorer boundary 16922500 16927500 -0.08319 . . ID=B03395;delta=0.0440214342105;pvalue=0.405772499075;tad_sep=-0.08319 -chr3L HiCExplorer boundary 17022500 17027500 -0.0640675 . . ID=B03415;delta=0.0441382105263;pvalue=0.804962053268;tad_sep=-0.0640675 -chr3L HiCExplorer boundary 17097500 17102500 -0.026472 . . ID=B03430;delta=0.0304490263158;pvalue=0.792393502688;tad_sep=-0.026472 -chr3L HiCExplorer boundary 17132500 17137500 -0.0018855 . . ID=B03437;delta=0.0255193421053;pvalue=0.836874263429;tad_sep=-0.0018855 -chr3L HiCExplorer boundary 17212500 17217500 -0.0158685 . . ID=B03453;delta=0.0580061447368;pvalue=0.868500331798;tad_sep=-0.0158685 -chr3L HiCExplorer boundary 17267500 17272500 0.03657775 . . ID=B03464;delta=0.0165320657895;pvalue=0.760944328464;tad_sep=0.03657775 -chr3L HiCExplorer boundary 17347500 17352500 0.062336 . . ID=B03480;delta=0.0422741842105;pvalue=0.470051430487;tad_sep=0.062336 -chr3L HiCExplorer boundary 17422500 17427500 0.00865775 . . ID=B03495;delta=0.0410031184211;pvalue=0.593699297106;tad_sep=0.00865775 -chr3L HiCExplorer boundary 17477500 17482500 -0.097315 . . ID=B03506;delta=0.0559189605263;pvalue=0.461398413772;tad_sep=-0.097315 -chr3L HiCExplorer boundary 17547500 17552500 -0.10612275 . . ID=B03520;delta=0.0384115526316;pvalue=0.757712419737;tad_sep=-0.10612275 -chr3L HiCExplorer boundary 17627500 17632500 -0.07611675 . . ID=B03536;delta=0.0515409342105;pvalue=0.230420886819;tad_sep=-0.07611675 -chr3L HiCExplorer boundary 17767500 17772500 -0.0506175 . . ID=B03564;delta=0.0589976973684;pvalue=0.486293255311;tad_sep=-0.0506175 -chr3L HiCExplorer boundary 17852500 17857500 -0.06025075 . . ID=B03581;delta=0.0455068815789;pvalue=0.0588752095533;tad_sep=-0.06025075 -chr3L HiCExplorer boundary 17882500 17887500 -0.01261725 . . ID=B03587;delta=0.0274637368421;pvalue=0.771747226156;tad_sep=-0.01261725 -chr3L HiCExplorer boundary 17962500 17967500 -0.0328375 . . ID=B03603;delta=0.0746529868421;pvalue=0.52426594998;tad_sep=-0.0328375 -chr3L HiCExplorer boundary 18037500 18042500 -0.0043705 . . ID=B03618;delta=0.0297248157895;pvalue=0.879649983887;tad_sep=-0.0043705 -chr3L HiCExplorer boundary 18122500 18127500 -0.044299 . . ID=B03635;delta=0.0385258684211;pvalue=0.355832180416;tad_sep=-0.044299 -chr3L HiCExplorer boundary 18247500 18252500 -0.0754875 . . ID=B03660;delta=0.0377484736842;pvalue=0.99209666831;tad_sep=-0.0754875 -chr3L HiCExplorer boundary 18297500 18302500 -0.03245175 . . ID=B03670;delta=0.0189913552632;pvalue=0.876860243609;tad_sep=-0.03245175 -chr3L HiCExplorer boundary 18327500 18332500 -0.02034625 . . ID=B03676;delta=0.0284328552632;pvalue=0.308272562033;tad_sep=-0.02034625 -chr3L HiCExplorer boundary 18402500 18407500 0.082286 . . ID=B03691;delta=0.0138044605263;pvalue=0.69507627914;tad_sep=0.082286 -chr3L HiCExplorer boundary 18447500 18452500 0.052447 . . ID=B03700;delta=0.0563565394737;pvalue=0.348508287503;tad_sep=0.052447 -chr3L HiCExplorer boundary 18572500 18577500 -0.07423625 . . ID=B03725;delta=0.0810239868421;pvalue=0.484080830083;tad_sep=-0.07423625 -chr3L HiCExplorer boundary 18667500 18672500 -0.03959775 . . ID=B03744;delta=0.0345397631579;pvalue=0.90762394443;tad_sep=-0.03959775 -chr3L HiCExplorer boundary 18717500 18722500 -0.038368 . . ID=B03754;delta=0.0107495131579;pvalue=0.930087619038;tad_sep=-0.038368 -chr3L HiCExplorer boundary 18742500 18747500 -0.04427875 . . ID=B03759;delta=0.0140182236842;pvalue=0.655779020646;tad_sep=-0.04427875 -chr3L HiCExplorer boundary 18817500 18822500 -0.0727695 . . ID=B03774;delta=0.0464930131579;pvalue=0.333088947356;tad_sep=-0.0727695 -chr3L HiCExplorer boundary 18887500 18892500 -0.046292 . . ID=B03788;delta=0.100793355263;pvalue=0.432238906795;tad_sep=-0.046292 -chr3L HiCExplorer boundary 19057500 19062500 -0.033827 . . ID=B03822;delta=0.0318037368421;pvalue=0.56993156638;tad_sep=-0.033827 -chr3L HiCExplorer boundary 19087500 19092500 -0.035873 . . ID=B03828;delta=0.0227947236842;pvalue=0.909306385793;tad_sep=-0.035873 -chr3L HiCExplorer boundary 19112500 19117500 -0.044785 . . ID=B03833;delta=0.0289386710526;pvalue=0.992661175469;tad_sep=-0.044785 -chr3L HiCExplorer boundary 19137500 19142500 -0.034991 . . ID=B03838;delta=0.0245177368421;pvalue=0.636473765098;tad_sep=-0.034991 -chr3L HiCExplorer boundary 19197500 19202500 -0.0179575 . . ID=B03850;delta=0.0352680921053;pvalue=0.903699872131;tad_sep=-0.0179575 -chr3L HiCExplorer boundary 19262500 19267500 0.00234625 . . ID=B03863;delta=0.0349543289474;pvalue=0.780964705423;tad_sep=0.00234625 -chr3L HiCExplorer boundary 19277500 19282500 0.03160025 . . ID=B03866;delta=0.0125740657895;pvalue=0.770664904012;tad_sep=0.03160025 -chr3L HiCExplorer boundary 19342500 19347500 -0.0136645 . . ID=B03879;delta=0.0713070789474;pvalue=0.52934874387;tad_sep=-0.0136645 -chr3L HiCExplorer boundary 19412500 19417500 0.01178775 . . ID=B03893;delta=0.0672253421053;pvalue=0.718745147352;tad_sep=0.01178775 -chr3L HiCExplorer boundary 19502500 19507500 -0.0743135 . . ID=B03911;delta=0.0554873684211;pvalue=0.684649808077;tad_sep=-0.0743135 -chr3L HiCExplorer boundary 19577500 19582500 -0.036058 . . ID=B03926;delta=0.0252643552632;pvalue=0.785857127244;tad_sep=-0.036058 -chr3L HiCExplorer boundary 19617500 19622500 -0.02795225 . . ID=B03934;delta=0.0238663026316;pvalue=0.881324547707;tad_sep=-0.02795225 -chr3L HiCExplorer boundary 19677500 19682500 -0.02994275 . . ID=B03946;delta=0.0220406710526;pvalue=0.748578488932;tad_sep=-0.02994275 -chr3L HiCExplorer boundary 19792500 19797500 -0.11633575 . . ID=B03969;delta=0.0555463026316;pvalue=0.744292257229;tad_sep=-0.11633575 -chr3L HiCExplorer boundary 19862500 19867500 -0.06805475 . . ID=B03983;delta=0.0199213684211;pvalue=0.633447573215;tad_sep=-0.06805475 -chr3L HiCExplorer boundary 19887500 19892500 -0.068095 . . ID=B03988;delta=0.0377707763158;pvalue=0.215908052386;tad_sep=-0.068095 -chr3L HiCExplorer boundary 20042500 20047500 0.007372 . . ID=B04019;delta=0.0568758815789;pvalue=0.701360111993;tad_sep=0.007372 -chr3L HiCExplorer boundary 20102500 20107500 -0.0166675 . . ID=B04031;delta=0.0700495526316;pvalue=0.668092447654;tad_sep=-0.0166675 -chr3L HiCExplorer boundary 20192500 20197500 -0.076225 . . ID=B04049;delta=0.0561583684211;pvalue=0.786401255976;tad_sep=-0.076225 -chr3L HiCExplorer boundary 20212500 20217500 -0.066589 . . ID=B04053;delta=0.0275245263158;pvalue=0.634959906764;tad_sep=-0.066589 -chr3L HiCExplorer boundary 20337500 20342500 -0.09604725 . . ID=B04078;delta=0.0440743157895;pvalue=0.5737808594;tad_sep=-0.09604725 -chr3L HiCExplorer boundary 20392500 20397500 -0.0352225 . . ID=B04089;delta=0.0124320394737;pvalue=0.6344556259;tad_sep=-0.0352225 -chr3L HiCExplorer boundary 20497500 20502500 -0.11361975 . . ID=B04110;delta=0.0254661842105;pvalue=0.320868584383;tad_sep=-0.11361975 -chr3L HiCExplorer boundary 20692500 20697500 -0.0748375 . . ID=B04149;delta=0.0571911710526;pvalue=0.669638012248;tad_sep=-0.0748375 -chr3L HiCExplorer boundary 20827500 20832500 -0.065319 . . ID=B04176;delta=0.0569406447368;pvalue=0.280905905458;tad_sep=-0.065319 -chr3L HiCExplorer boundary 20942500 20947500 0.0536985 . . ID=B04199;delta=0.0338975657895;pvalue=0.621904233584;tad_sep=0.0536985 -chr3L HiCExplorer boundary 21002500 21007500 -0.010175 . . ID=B04211;delta=0.0673481184211;pvalue=0.819230752873;tad_sep=-0.010175 -chr3L HiCExplorer boundary 21127500 21132500 -0.01343375 . . ID=B04236;delta=0.0823365789474;pvalue=0.788034267189;tad_sep=-0.01343375 -chr3L HiCExplorer boundary 21192500 21197500 -0.0648305 . . ID=B04249;delta=0.0370546578947;pvalue=0.700835671195;tad_sep=-0.0648305 -chr3L HiCExplorer boundary 21277500 21282500 -0.03652325 . . ID=B04266;delta=0.0200116710526;pvalue=0.815383075834;tad_sep=-0.03652325 -chr3L HiCExplorer boundary 21332500 21337500 -0.046753 . . ID=B04277;delta=0.0260157631579;pvalue=0.818130968015;tad_sep=-0.046753 -chr3L HiCExplorer boundary 21432500 21437500 -0.10898425 . . ID=B04297;delta=0.0396488026316;pvalue=0.76526002839;tad_sep=-0.10898425 -chr3L HiCExplorer boundary 21602500 21607500 -0.05421025 . . ID=B04331;delta=0.0321226842105;pvalue=0.690377084803;tad_sep=-0.05421025 -chr3L HiCExplorer boundary 21762500 21767500 0.06558875 . . ID=B04363;delta=0.0299455263158;pvalue=0.615420403269;tad_sep=0.06558875 -chr3L HiCExplorer boundary 21822500 21827500 -0.012039 . . ID=B04375;delta=0.0341543684211;pvalue=0.914917419995;tad_sep=-0.012039 -chr3L HiCExplorer boundary 21892500 21897500 -0.01766375 . . ID=B04389;delta=0.0216471578947;pvalue=0.67066916694;tad_sep=-0.01766375 -chr3L HiCExplorer boundary 21927500 21932500 -0.00711075 . . ID=B04396;delta=0.0436094078947;pvalue=0.580546608196;tad_sep=-0.00711075 -chr3L HiCExplorer boundary 22012500 22017500 0.083152 . . ID=B04413;delta=0.0434463157895;pvalue=0.688813324292;tad_sep=0.083152 -chr3L HiCExplorer boundary 22067500 22072500 0.0638995 . . ID=B04424;delta=0.0150365;pvalue=0.722452034002;tad_sep=0.0638995 -chr3L HiCExplorer boundary 22097500 22102500 0.00261925 . . ID=B04430;delta=0.0656267236842;pvalue=0.472664710412;tad_sep=0.00261925 -chr3L HiCExplorer boundary 22247500 22252500 -0.07011075 . . ID=B04460;delta=0.0494791447368;pvalue=0.93177486805;tad_sep=-0.07011075 -chr3L HiCExplorer boundary 22352500 22357500 -0.045749 . . ID=B04481;delta=0.0426006842105;pvalue=0.719803587206;tad_sep=-0.045749 -chr3L HiCExplorer boundary 22417500 22422500 -0.03755225 . . ID=B04494;delta=0.0292952368421;pvalue=0.762561852482;tad_sep=-0.03755225 -chr3L HiCExplorer boundary 22492500 22497500 -0.015081 . . ID=B04509;delta=0.0335765526316;pvalue=0.719274299986;tad_sep=-0.015081 -chr3L HiCExplorer boundary 22592500 22597500 0.05889875 . . ID=B04529;delta=0.0203015263158;pvalue=0.899218102018;tad_sep=0.05889875 -chr3L HiCExplorer boundary 22687500 22692500 -0.07253425 . . ID=B04548;delta=0.0494618947368;pvalue=0.627915480558;tad_sep=-0.07253425 -chr3L HiCExplorer boundary 22812500 22817500 -0.0899575 . . ID=B04573;delta=0.0414312763158;pvalue=0.546156735098;tad_sep=-0.0899575 -chr3L HiCExplorer boundary 22877500 22882500 -0.049646 . . ID=B04586;delta=0.0197731315789;pvalue=0.742686952054;tad_sep=-0.049646 -chr3L HiCExplorer boundary 22987500 22992500 0.051599 . . ID=B04608;delta=0.0101916578947;pvalue=0.700835671195;tad_sep=0.051599 -chr3L HiCExplorer boundary 23032500 23037500 0.0162535 . . ID=B04617;delta=0.0299154078947;pvalue=0.407773352255;tad_sep=0.0162535 -chr3L HiCExplorer boundary 23117500 23122500 -0.08982175 . . ID=B04634;delta=0.0430966315789;pvalue=0.645080840707;tad_sep=-0.08982175 -chr3L HiCExplorer boundary 23197500 23202500 -0.088425 . . ID=B04650;delta=0.0383395921053;pvalue=0.866273462912;tad_sep=-0.088425 -chr3L HiCExplorer boundary 23262500 23267500 -0.05795675 . . ID=B04663;delta=0.0326676842105;pvalue=0.852380256644;tad_sep=-0.05795675 -chr3L HiCExplorer boundary 23317500 23322500 -0.06270725 . . ID=B04674;delta=0.0269179473684;pvalue=0.886910218672;tad_sep=-0.06270725 -chr3L HiCExplorer boundary 23432500 23437500 -0.11318675 . . ID=B04697;delta=0.0269385394737;pvalue=0.886910218672;tad_sep=-0.11318675 -chr3L HiCExplorer boundary 23527500 23532500 -0.11633575 . . ID=B04716;delta=0.0183235263158;pvalue=0.755560160507;tad_sep=-0.11633575 -chr3L HiCExplorer boundary 23642500 23647500 -0.11100775 . . ID=B04739;delta=0.0257215263158;pvalue=0.909306385793;tad_sep=-0.11100775 -chr3L HiCExplorer boundary 23657500 23662500 -0.10274175 . . ID=B04742;delta=0.0160453552632;pvalue=0.652204968359;tad_sep=-0.10274175 -chr3L HiCExplorer boundary 23767500 23772500 -0.10392225 . . ID=B04764;delta=0.0307873684211;pvalue=0.627413591999;tad_sep=-0.10392225 -chr3L HiCExplorer boundary 23837500 23842500 -0.08260325 . . ID=B04778;delta=0.0172835526316;pvalue=0.93121241727;tad_sep=-0.08260325 -chr3L HiCExplorer boundary 23972500 23977500 -0.11633575 . . ID=B04805;delta=0.0209463947368;pvalue=0.884116663159;tad_sep=-0.11633575 -chr3L HiCExplorer boundary 24132500 24137500 -0.094302 . . ID=B04837;delta=0.0185084868421;pvalue=0.531203226714;tad_sep=-0.094302 -chr3L HiCExplorer boundary 24187500 24192500 -0.10329425 . . ID=B04848;delta=0.0173753157895;pvalue=0.788034267189;tad_sep=-0.10329425 -chr2L HiCExplorer boundary 97500 102500 -0.0644705 . . ID=B04939;delta=0.0783732236842;pvalue=0.124925480646;tad_sep=-0.0644705 -chr2L HiCExplorer boundary 207500 212500 -0.05569675 . . ID=B04961;delta=0.035985;pvalue=0.682052458104;tad_sep=-0.05569675 -chr2L HiCExplorer boundary 247500 252500 -0.06548675 . . ID=B04969;delta=0.0161788552632;pvalue=0.791848240155;tad_sep=-0.06548675 -chr2L HiCExplorer boundary 277500 282500 -0.0860065 . . ID=B04975;delta=0.0387847368421;pvalue=0.615918103481;tad_sep=-0.0860065 -chr2L HiCExplorer boundary 397500 402500 -0.0502635 . . ID=B04999;delta=0.0588704605263;pvalue=0.953170685516;tad_sep=-0.0502635 -chr2L HiCExplorer boundary 452500 457500 -0.071915 . . ID=B05010;delta=0.0295318552632;pvalue=0.918847685102;tad_sep=-0.071915 -chr2L HiCExplorer boundary 542500 547500 -0.12013525 . . ID=B05028;delta=0.0370041578947;pvalue=0.446049588921;tad_sep=-0.12013525 -chr2L HiCExplorer boundary 557500 562500 -0.0998855 . . ID=B05031;delta=0.0156791447368;pvalue=0.923341840181;tad_sep=-0.0998855 -chr2L HiCExplorer boundary 627500 632500 -0.10469075 . . ID=B05045;delta=0.038601;pvalue=0.566573570441;tad_sep=-0.10469075 -chr2L HiCExplorer boundary 707500 712500 -0.02854775 . . ID=B05061;delta=0.0227800526316;pvalue=0.719803587206;tad_sep=-0.02854775 -chr2L HiCExplorer boundary 747500 752500 -0.0233405 . . ID=B05069;delta=0.0434872894737;pvalue=0.735743634396;tad_sep=-0.0233405 -chr2L HiCExplorer boundary 877500 882500 -0.09829225 . . ID=B05095;delta=0.0709143947368;pvalue=0.145166383479;tad_sep=-0.09829225 -chr2L HiCExplorer boundary 962500 967500 -0.0019695 . . ID=B05112;delta=0.0804565789474;pvalue=0.334504444524;tad_sep=-0.0019695 -chr2L HiCExplorer boundary 1052500 1057500 0.02919025 . . ID=B05130;delta=0.0417345657895;pvalue=0.759866558841;tad_sep=0.02919025 -chr2L HiCExplorer boundary 1142500 1147500 -0.03054175 . . ID=B05148;delta=0.0563169342105;pvalue=0.625908961056;tad_sep=-0.03054175 -chr2L HiCExplorer boundary 1237500 1242500 -0.00370725 . . ID=B05167;delta=0.0358573421053;pvalue=0.410584403508;tad_sep=-0.00370725 -chr2L HiCExplorer boundary 1257500 1262500 0.00311875 . . ID=B05171;delta=0.0190496973684;pvalue=0.700311372937;tad_sep=0.00311875 -chr2L HiCExplorer boundary 1372500 1377500 -0.07151225 . . ID=B05194;delta=0.0419260526316;pvalue=0.559886187414;tad_sep=-0.07151225 -chr2L HiCExplorer boundary 1472500 1477500 -0.022056 . . ID=B05214;delta=0.0453043157895;pvalue=0.70766443797;tad_sep=-0.022056 -chr2L HiCExplorer boundary 1617500 1622500 -0.04661925 . . ID=B05243;delta=0.0370546710526;pvalue=0.872957183266;tad_sep=-0.04661925 -chr2L HiCExplorer boundary 1712500 1717500 -0.11637 . . ID=B05262;delta=0.0180856842105;pvalue=0.620904792174;tad_sep=-0.11637 -chr2L HiCExplorer boundary 1812500 1817500 -0.068647 . . ID=B05282;delta=0.0236857894737;pvalue=0.972907627818;tad_sep=-0.068647 -chr2L HiCExplorer boundary 1887500 1892500 -0.11414575 . . ID=B05297;delta=0.0421323815789;pvalue=0.820881096483;tad_sep=-0.11414575 -chr2L HiCExplorer boundary 2017500 2022500 -0.014005 . . ID=B05323;delta=0.0119910526316;pvalue=0.890823550492;tad_sep=-0.014005 -chr2L HiCExplorer boundary 2067500 2072500 -0.031936 . . ID=B05333;delta=0.0247082368421;pvalue=0.823633428612;tad_sep=-0.031936 -chr2L HiCExplorer boundary 2087500 2092500 -0.028678 . . ID=B05337;delta=0.0132352105263;pvalue=0.800037725246;tad_sep=-0.028678 -chr2L HiCExplorer boundary 2142500 2147500 -0.107285 . . ID=B05348;delta=0.0483633421053;pvalue=0.510986775907;tad_sep=-0.107285 -chr2L HiCExplorer boundary 2197500 2202500 -0.10171375 . . ID=B05359;delta=0.0264278684211;pvalue=0.839085676693;tad_sep=-0.10171375 -chr2L HiCExplorer boundary 2232500 2237500 -0.05789125 . . ID=B05366;delta=0.0121003026316;pvalue=0.869614158708;tad_sep=-0.05789125 -chr2L HiCExplorer boundary 2357500 2362500 -0.09179475 . . ID=B05391;delta=0.0612816578947;pvalue=0.506901675717;tad_sep=-0.09179475 -chr2L HiCExplorer boundary 2467500 2472500 -0.05963775 . . ID=B05413;delta=0.0528441052632;pvalue=0.512352288263;tad_sep=-0.05963775 -chr2L HiCExplorer boundary 2487500 2492500 -0.05594375 . . ID=B05417;delta=0.0186041710526;pvalue=0.682571628043;tad_sep=-0.05594375 -chr2L HiCExplorer boundary 2517500 2522500 -0.081712 . . ID=B05423;delta=0.0227969736842;pvalue=0.9059419174;tad_sep=-0.081712 -chr2L HiCExplorer boundary 2562500 2567500 -0.094266 . . ID=B05432;delta=0.0400805;pvalue=0.676869069656;tad_sep=-0.094266 -chr2L HiCExplorer boundary 2717500 2722500 -0.10553575 . . ID=B05463;delta=0.0483553552632;pvalue=0.741082765141;tad_sep=-0.10553575 -chr2L HiCExplorer boundary 2787500 2792500 -0.10459975 . . ID=B05477;delta=0.0531205526316;pvalue=0.461828940372;tad_sep=-0.10459975 -chr2L HiCExplorer boundary 2882500 2887500 -0.06905475 . . ID=B05496;delta=0.0778806447368;pvalue=0.653225316032;tad_sep=-0.06905475 -chr2L HiCExplorer boundary 2972500 2977500 -0.082597 . . ID=B05514;delta=0.0830752763158;pvalue=0.55845817206;tad_sep=-0.082597 -chr2L HiCExplorer boundary 3042500 3047500 0.00612425 . . ID=B05528;delta=0.0144444473684;pvalue=0.971215067743;tad_sep=0.00612425 -chr2L HiCExplorer boundary 3092500 3097500 -0.044628 . . ID=B05538;delta=0.0499935657895;pvalue=0.634959906764;tad_sep=-0.044628 -chr2L HiCExplorer boundary 3142500 3147500 -0.044329 . . ID=B05548;delta=0.0323343552632;pvalue=0.579093663016;tad_sep=-0.044329 -chr2L HiCExplorer boundary 3372500 3377500 -0.12013525 . . ID=B05594;delta=0.0225642894737;pvalue=0.526573206797;tad_sep=-0.12013525 -chr2L HiCExplorer boundary 3452500 3457500 -0.08823725 . . ID=B05610;delta=0.02949925;pvalue=0.694030993139;tad_sep=-0.08823725 -chr2L HiCExplorer boundary 3542500 3547500 -0.01131875 . . ID=B05628;delta=0.0331157894737;pvalue=0.832455318542;tad_sep=-0.01131875 -chr2L HiCExplorer boundary 3632500 3637500 -0.1035475 . . ID=B05646;delta=0.0547828026316;pvalue=0.171859212995;tad_sep=-0.1035475 -chr2L HiCExplorer boundary 3722500 3727500 -0.00093825 . . ID=B05664;delta=0.0402963815789;pvalue=0.917724545617;tad_sep=-0.00093825 -chr2L HiCExplorer boundary 3772500 3777500 -0.0086795 . . ID=B05674;delta=0.0382270394737;pvalue=0.792938866773;tad_sep=-0.0086795 -chr2L HiCExplorer boundary 3872500 3877500 -0.07517175 . . ID=B05694;delta=0.0444624473684;pvalue=0.70924367601;tad_sep=-0.07517175 -chr2L HiCExplorer boundary 3907500 3912500 -0.063245 . . ID=B05701;delta=0.0235637236842;pvalue=0.46657950857;tad_sep=-0.063245 -chr2L HiCExplorer boundary 4007500 4012500 0.00152525 . . ID=B05721;delta=0.02526575;pvalue=0.735210417792;tad_sep=0.00152525 -chr2L HiCExplorer boundary 4192500 4197500 -0.05996675 . . ID=B05758;delta=0.0481368815789;pvalue=0.592231171057;tad_sep=-0.05996675 -chr2L HiCExplorer boundary 4227500 4232500 -0.08267775 . . ID=B05765;delta=0.0269674736842;pvalue=0.476599584253;tad_sep=-0.08267775 -chr2L HiCExplorer boundary 4317500 4322500 -0.0955515 . . ID=B05783;delta=0.0200428684211;pvalue=0.847389659687;tad_sep=-0.0955515 -chr2L HiCExplorer boundary 4332500 4337500 -0.095092 . . ID=B05786;delta=0.0191981052632;pvalue=0.929525272146;tad_sep=-0.095092 -chr2L HiCExplorer boundary 4382500 4387500 -0.1145495 . . ID=B05796;delta=0.0335460526316;pvalue=0.918286094978;tad_sep=-0.1145495 -chr2L HiCExplorer boundary 4452500 4457500 -0.106985 . . ID=B05810;delta=0.0134845789474;pvalue=0.847389659687;tad_sep=-0.106985 -chr2L HiCExplorer boundary 4612500 4617500 -0.0323465 . . ID=B05842;delta=0.0345656973684;pvalue=0.795121333545;tad_sep=-0.0323465 -chr2L HiCExplorer boundary 4647500 4652500 -0.0112265 . . ID=B05849;delta=0.0115454078947;pvalue=0.604516073488;tad_sep=-0.0112265 -chr2L HiCExplorer boundary 4677500 4682500 0.01180275 . . ID=B05855;delta=0.0123569736842;pvalue=0.694553563534;tad_sep=0.01180275 -chr2L HiCExplorer boundary 4832500 4837500 -0.09266125 . . ID=B05886;delta=0.0533696973684;pvalue=0.783681660733;tad_sep=-0.09266125 -chr2L HiCExplorer boundary 4912500 4917500 -0.08224175 . . ID=B05902;delta=0.0310927763158;pvalue=0.707138304216;tad_sep=-0.08224175 -chr2L HiCExplorer boundary 4972500 4977500 -0.1085015 . . ID=B05914;delta=0.035709;pvalue=0.364747973317;tad_sep=-0.1085015 -chr2L HiCExplorer boundary 5082500 5087500 -0.0973565 . . ID=B05936;delta=0.0658041315789;pvalue=0.459249147288;tad_sep=-0.0973565 -chr2L HiCExplorer boundary 5242500 5247500 0.02801475 . . ID=B05968;delta=0.0343348157895;pvalue=0.420309304718;tad_sep=0.02801475 -chr2L HiCExplorer boundary 5272500 5277500 0.02272475 . . ID=B05974;delta=0.0241313157895;pvalue=0.724573190385;tad_sep=0.02272475 -chr2L HiCExplorer boundary 5337500 5342500 -0.10021025 . . ID=B05987;delta=0.0859410394737;pvalue=0.342718656975;tad_sep=-0.10021025 -chr2L HiCExplorer boundary 5457500 5462500 -0.0281285 . . ID=B06011;delta=0.0174731710526;pvalue=0.402185776036;tad_sep=-0.0281285 -chr2L HiCExplorer boundary 5537500 5542500 -0.07436625 . . ID=B06027;delta=0.0652651578947;pvalue=0.488511136441;tad_sep=-0.07436625 -chr2L HiCExplorer boundary 5617500 5622500 0.046721 . . ID=B06043;delta=0.0195542631579;pvalue=0.728821837132;tad_sep=0.046721 -chr2L HiCExplorer boundary 5667500 5672500 0.006107 . . ID=B06053;delta=0.0320520263158;pvalue=0.810991181022;tad_sep=0.006107 -chr2L HiCExplorer boundary 5717500 5722500 -0.04542075 . . ID=B06063;delta=0.0420726315789;pvalue=0.599588387881;tad_sep=-0.04542075 -chr2L HiCExplorer boundary 5837500 5842500 -0.03895675 . . ID=B06087;delta=0.0282749605263;pvalue=0.599588387881;tad_sep=-0.03895675 -chr2L HiCExplorer boundary 5882500 5887500 -0.070456 . . ID=B06096;delta=0.0321440263158;pvalue=0.858487890958;tad_sep=-0.070456 -chr2L HiCExplorer boundary 5907500 5912500 -0.064702 . . ID=B06101;delta=0.0198756842105;pvalue=0.912111355153;tad_sep=-0.064702 -chr2L HiCExplorer boundary 5942500 5947500 -0.055652 . . ID=B06108;delta=0.0302530921053;pvalue=0.220404118338;tad_sep=-0.055652 -chr2L HiCExplorer boundary 6047500 6052500 -0.07006825 . . ID=B06129;delta=0.0423306578947;pvalue=0.722452034002;tad_sep=-0.07006825 -chr2L HiCExplorer boundary 6082500 6087500 -0.1067135 . . ID=B06136;delta=0.0485325789474;pvalue=0.649147835112;tad_sep=-0.1067135 -chr2L HiCExplorer boundary 6157500 6162500 -0.0396325 . . ID=B06151;delta=0.0263646184211;pvalue=0.800037725246;tad_sep=-0.0396325 -chr2L HiCExplorer boundary 6222500 6227500 0.03323775 . . ID=B06164;delta=0.0157705131579;pvalue=0.527960045787;tad_sep=0.03323775 -chr2L HiCExplorer boundary 6252500 6257500 0.047076 . . ID=B06170;delta=0.0224046184211;pvalue=0.907063222347;tad_sep=0.047076 -chr2L HiCExplorer boundary 6267500 6272500 0.05206375 . . ID=B06173;delta=0.0226533684211;pvalue=0.807701151472;tad_sep=0.05206375 -chr2L HiCExplorer boundary 6312500 6317500 0.055442 . . ID=B06182;delta=0.0252318157895;pvalue=0.907063222347;tad_sep=0.055442 -chr2L HiCExplorer boundary 6427500 6432500 -0.10531775 . . ID=B06205;delta=0.04492775;pvalue=0.736810449392;tad_sep=-0.10531775 -chr2L HiCExplorer boundary 6512500 6517500 -0.09409925 . . ID=B06222;delta=0.0732389078947;pvalue=0.556082087459;tad_sep=-0.09409925 -chr2L HiCExplorer boundary 6657500 6662500 -0.110455 . . ID=B06251;delta=0.0102843552632;pvalue=0.740013931639;tad_sep=-0.110455 -chr2L HiCExplorer boundary 6802500 6807500 -0.0987365 . . ID=B06280;delta=0.0388720131579;pvalue=0.879091915161;tad_sep=-0.0987365 -chr2L HiCExplorer boundary 6852500 6857500 -0.07816875 . . ID=B06290;delta=0.0201224342105;pvalue=0.698215609771;tad_sep=-0.07816875 -chr2L HiCExplorer boundary 6917500 6922500 -0.094449 . . ID=B06303;delta=0.0271851184211;pvalue=0.936838424706;tad_sep=-0.094449 -chr2L HiCExplorer boundary 7042500 7047500 -0.07839075 . . ID=B06328;delta=0.0390656447368;pvalue=0.617910669268;tad_sep=-0.07839075 -chr2L HiCExplorer boundary 7127500 7132500 0.0650435 . . ID=B06345;delta=0.0139754736842;pvalue=0.718745147352;tad_sep=0.0650435 -chr2L HiCExplorer boundary 7207500 7212500 -0.086101 . . ID=B06361;delta=0.118916210526;pvalue=0.513263685787;tad_sep=-0.086101 -chr2L HiCExplorer boundary 7317500 7322500 0.003285 . . ID=B06383;delta=0.0644125657895;pvalue=0.7480422818;tad_sep=0.003285 -chr2L HiCExplorer boundary 7422500 7427500 -0.08292575 . . ID=B06404;delta=0.06842925;pvalue=0.494303057386;tad_sep=-0.08292575 -chr2L HiCExplorer boundary 7447500 7452500 -0.06369 . . ID=B06409;delta=0.0164127368421;pvalue=0.542398880044;tad_sep=-0.06369 -chr2L HiCExplorer boundary 7502500 7507500 -0.103121 . . ID=B06420;delta=0.0420811973684;pvalue=0.789668210617;tad_sep=-0.103121 -chr2L HiCExplorer boundary 7577500 7582500 -0.0681795 . . ID=B06435;delta=0.0251560263158;pvalue=0.696122145095;tad_sep=-0.0681795 -chr2L HiCExplorer boundary 7732500 7737500 -0.0331445 . . ID=B06466;delta=0.0262413947368;pvalue=0.75878925528;tad_sep=-0.0331445 -chr2L HiCExplorer boundary 7817500 7822500 -0.0758675 . . ID=B06483;delta=0.0316495657895;pvalue=0.315040040034;tad_sep=-0.0758675 -chr2L HiCExplorer boundary 7952500 7957500 -0.0937315 . . ID=B06510;delta=0.0541298421053;pvalue=0.760405385517;tad_sep=-0.0937315 -chr2L HiCExplorer boundary 8027500 8032500 -0.10791425 . . ID=B06525;delta=0.0211589605263;pvalue=0.576675889362;tad_sep=-0.10791425 -chr2L HiCExplorer boundary 8072500 8077500 -0.09181775 . . ID=B06534;delta=0.0143591315789;pvalue=0.727227610161;tad_sep=-0.09181775 -chr2L HiCExplorer boundary 8132500 8137500 -0.0511045 . . ID=B06546;delta=0.0134259736842;pvalue=0.964446199916;tad_sep=-0.0511045 -chr2L HiCExplorer boundary 8292500 8297500 -0.0395095 . . ID=B06578;delta=0.0401828157895;pvalue=0.485407629712;tad_sep=-0.0395095 -chr2L HiCExplorer boundary 8322500 8327500 -0.04411025 . . ID=B06584;delta=0.0297668026316;pvalue=0.683610418438;tad_sep=-0.04411025 -chr2L HiCExplorer boundary 8407500 8412500 -0.0332225 . . ID=B06601;delta=0.0553709868421;pvalue=0.480112258763;tad_sep=-0.0332225 -chr2L HiCExplorer boundary 8487500 8492500 -0.02618475 . . ID=B06617;delta=0.0277640789474;pvalue=0.678940605706;tad_sep=-0.02618475 -chr2L HiCExplorer boundary 8527500 8532500 -0.057983 . . ID=B06625;delta=0.0449418157895;pvalue=0.165079872486;tad_sep=-0.057983 -chr2L HiCExplorer boundary 8747500 8752500 -0.055436 . . ID=B06669;delta=0.0789994473684;pvalue=0.625908961056;tad_sep=-0.055436 -chr2L HiCExplorer boundary 8932500 8937500 -0.01037225 . . ID=B06706;delta=0.0481103026316;pvalue=0.749651267793;tad_sep=-0.01037225 -chr2L HiCExplorer boundary 8962500 8967500 -0.02153825 . . ID=B06712;delta=0.0163988157895;pvalue=0.626911875768;tad_sep=-0.02153825 -chr2L HiCExplorer boundary 8987500 8992500 -0.0641535 . . ID=B06717;delta=0.0676596973684;pvalue=0.348144624953;tad_sep=-0.0641535 -chr2L HiCExplorer boundary 9117500 9122500 0.002392 . . ID=B06743;delta=0.0377819342105;pvalue=0.488511136441;tad_sep=0.002392 -chr2L HiCExplorer boundary 9177500 9182500 -0.03171525 . . ID=B06755;delta=0.0377166447368;pvalue=0.901458594442;tad_sep=-0.03171525 -chr2L HiCExplorer boundary 9232500 9237500 -0.00104875 . . ID=B06766;delta=0.0387171447368;pvalue=0.467446152495;tad_sep=-0.00104875 -chr2L HiCExplorer boundary 9282500 9287500 0.0789045 . . ID=B06776;delta=0.0108711052632;pvalue=0.735743634396;tad_sep=0.0789045 -chr2L HiCExplorer boundary 9342500 9347500 0.05394225 . . ID=B06788;delta=0.0486807631579;pvalue=0.737877771863;tad_sep=0.05394225 -chr2L HiCExplorer boundary 9472500 9477500 -0.09567725 . . ID=B06814;delta=0.0195293421053;pvalue=0.637989142926;tad_sep=-0.09567725 -chr2L HiCExplorer boundary 9607500 9612500 -0.10193125 . . ID=B06841;delta=0.0456670394737;pvalue=0.402583359274;tad_sep=-0.10193125 -chr2L HiCExplorer boundary 9712500 9717500 -0.087906 . . ID=B06862;delta=0.0395341842105;pvalue=0.623404703417;tad_sep=-0.087906 -chr2L HiCExplorer boundary 9767500 9772500 -0.07065875 . . ID=B06873;delta=0.0335600526316;pvalue=0.254352024229;tad_sep=-0.07065875 -chr2L HiCExplorer boundary 9882500 9887500 -0.1103755 . . ID=B06896;delta=0.0738696315789;pvalue=0.345967718157;tad_sep=-0.1103755 -chr2L HiCExplorer boundary 9892500 9897500 -0.1086135 . . ID=B06898;delta=0.0564610657895;pvalue=0.345967718157;tad_sep=-0.1086135 -chr2L HiCExplorer boundary 10002500 10007500 -0.082539 . . ID=B06920;delta=0.0279322894737;pvalue=0.884675260152;tad_sep=-0.082539 -chr2L HiCExplorer boundary 10132500 10137500 -0.03559325 . . ID=B06946;delta=0.0264980526316;pvalue=0.817581209633;tad_sep=-0.03559325 -chr2L HiCExplorer boundary 10167500 10172500 -0.07573075 . . ID=B06953;delta=0.0298822631579;pvalue=0.673249765374;tad_sep=-0.07573075 -chr2L HiCExplorer boundary 10227500 10232500 -0.08768075 . . ID=B06965;delta=0.0328166315789;pvalue=0.784225369593;tad_sep=-0.08768075 -chr2L HiCExplorer boundary 10332500 10337500 -0.0555425 . . ID=B06986;delta=0.0306756447368;pvalue=0.637483848478;tad_sep=-0.0555425 -chr2L HiCExplorer boundary 10382500 10387500 -0.05514725 . . ID=B06996;delta=0.02046425;pvalue=0.426044106939;tad_sep=-0.05514725 -chr2L HiCExplorer boundary 10432500 10437500 -0.06712825 . . ID=B07006;delta=0.0392023157895;pvalue=0.628417541253;tad_sep=-0.06712825 -chr2L HiCExplorer boundary 10482500 10487500 -0.040104 . . ID=B07016;delta=0.0263234473684;pvalue=0.904260312178;tad_sep=-0.040104 -chr2L HiCExplorer boundary 10522500 10527500 -0.057855 . . ID=B07024;delta=0.0240675789474;pvalue=0.325372945444;tad_sep=-0.057855 -chr2L HiCExplorer boundary 10712500 10717500 -0.08159175 . . ID=B07062;delta=0.0684770789474;pvalue=0.338774161477;tad_sep=-0.08159175 -chr2L HiCExplorer boundary 10742500 10747500 -0.0922795 . . ID=B07068;delta=0.0489838157895;pvalue=0.317431549657;tad_sep=-0.0922795 -chr2L HiCExplorer boundary 10772500 10777500 -0.06544275 . . ID=B07074;delta=0.0343893815789;pvalue=0.75179827715;tad_sep=-0.06544275 -chr2L HiCExplorer boundary 10887500 10892500 -0.04085375 . . ID=B07097;delta=0.0639168289474;pvalue=0.776623146347;tad_sep=-0.04085375 -chr2L HiCExplorer boundary 10932500 10937500 -0.1146315 . . ID=B07106;delta=0.0738066315789;pvalue=0.70977036686;tad_sep=-0.1146315 -chr2L HiCExplorer boundary 10987500 10992500 -0.0821705 . . ID=B07117;delta=0.0128632236842;pvalue=0.787489826202;tad_sep=-0.0821705 -chr2L HiCExplorer boundary 11092500 11097500 -0.015797 . . ID=B07138;delta=0.0291419210526;pvalue=0.743757031651;tad_sep=-0.015797 -chr2L HiCExplorer boundary 11172500 11177500 -0.0738595 . . ID=B07154;delta=0.0415310131579;pvalue=0.813735427486;tad_sep=-0.0738595 -chr2L HiCExplorer boundary 11192500 11197500 -0.0732905 . . ID=B07158;delta=0.0243433947368;pvalue=0.768501600807;tad_sep=-0.0732905 -chr2L HiCExplorer boundary 11237500 11242500 -0.081622 . . ID=B07167;delta=0.0171533026316;pvalue=0.568491263346;tad_sep=-0.081622 -chr2L HiCExplorer boundary 11347500 11352500 -0.052311 . . ID=B07189;delta=0.0363715657895;pvalue=0.527035279662;tad_sep=-0.052311 -chr2L HiCExplorer boundary 11477500 11482500 -0.107657 . . ID=B07215;delta=0.0330764210526;pvalue=0.77716546286;tad_sep=-0.107657 -chr2L HiCExplorer boundary 11542500 11547500 -0.098152 . . ID=B07228;delta=0.0199516447368;pvalue=0.60698671149;tad_sep=-0.098152 -chr2L HiCExplorer boundary 11642500 11647500 -0.01945425 . . ID=B07248;delta=0.0285943815789;pvalue=0.910428239859;tad_sep=-0.01945425 -chr2L HiCExplorer boundary 11662500 11667500 -0.00909875 . . ID=B07252;delta=0.0237836315789;pvalue=0.712405897159;tad_sep=-0.00909875 -chr2L HiCExplorer boundary 11697500 11702500 -0.00572325 . . ID=B07259;delta=0.0103825526316;pvalue=0.98306528394;tad_sep=-0.00572325 -chr2L HiCExplorer boundary 11752500 11757500 -0.0658925 . . ID=B07270;delta=0.0570816184211;pvalue=0.666033882935;tad_sep=-0.0658925 -chr2L HiCExplorer boundary 11847500 11852500 -0.06333325 . . ID=B07289;delta=0.0325600394737;pvalue=0.667062852012;tad_sep=-0.06333325 -chr2L HiCExplorer boundary 11977500 11982500 -0.10208675 . . ID=B07315;delta=0.0197559868421;pvalue=0.840745071835;tad_sep=-0.10208675 -chr2L HiCExplorer boundary 12027500 12032500 -0.11425575 . . ID=B07325;delta=0.0332175526316;pvalue=0.605503787241;tad_sep=-0.11425575 -chr2L HiCExplorer boundary 12107500 12112500 -0.04286525 . . ID=B07341;delta=0.0336395789474;pvalue=0.837426996635;tad_sep=-0.04286525 -chr2L HiCExplorer boundary 12177500 12182500 -0.0344325 . . ID=B07355;delta=0.0436875;pvalue=0.876860243609;tad_sep=-0.0344325 -chr2L HiCExplorer boundary 12217500 12222500 0.0240555 . . ID=B07363;delta=0.0115018947368;pvalue=0.601557279733;tad_sep=0.0240555 -chr2L HiCExplorer boundary 12312500 12317500 0.0222645 . . ID=B07382;delta=0.0287580526316;pvalue=0.722452034002;tad_sep=0.0222645 -chr2L HiCExplorer boundary 12362500 12367500 0.0186645 . . ID=B07392;delta=0.0249149078947;pvalue=0.44858735068;tad_sep=0.0186645 -chr2L HiCExplorer boundary 12447500 12452500 -0.04836525 . . ID=B07409;delta=0.0506445657895;pvalue=0.440998673015;tad_sep=-0.04836525 -chr2L HiCExplorer boundary 12542500 12547500 -0.09990125 . . ID=B07428;delta=0.0691927368421;pvalue=0.377615268482;tad_sep=-0.09990125 -chr2L HiCExplorer boundary 12662500 12667500 -0.05561 . . ID=B07452;delta=0.0892764210526;pvalue=0.467012719033;tad_sep=-0.05561 -chr2L HiCExplorer boundary 12692500 12697500 -0.03848325 . . ID=B07458;delta=0.0363222894737;pvalue=0.806057407345;tad_sep=-0.03848325 -chr2L HiCExplorer boundary 12822500 12827500 0.10045725 . . ID=B07484;delta=0.0106093289474;pvalue=0.719274299986;tad_sep=0.10045725 -chr2L HiCExplorer boundary 12917500 12922500 -0.06594025 . . ID=B07503;delta=0.0534216710526;pvalue=0.672217062196;tad_sep=-0.06594025 -chr2L HiCExplorer boundary 12947500 12952500 -0.058507 . . ID=B07509;delta=0.0164967763158;pvalue=0.909867290362;tad_sep=-0.058507 -chr2L HiCExplorer boundary 13002500 13007500 -0.08311 . . ID=B07520;delta=0.0655728684211;pvalue=0.482755999694;tad_sep=-0.08311 -chr2L HiCExplorer boundary 13192500 13197500 -0.11131925 . . ID=B07558;delta=0.0189680657895;pvalue=0.757712419737;tad_sep=-0.11131925 -chr2L HiCExplorer boundary 13277500 13282500 -0.09779475 . . ID=B07575;delta=0.0230996447368;pvalue=0.437232091555;tad_sep=-0.09779475 -chr2L HiCExplorer boundary 13377500 13382500 -0.04550125 . . ID=B07595;delta=0.0603576973684;pvalue=0.398222910571;tad_sep=-0.04550125 -chr2L HiCExplorer boundary 13502500 13507500 -0.00414575 . . ID=B07620;delta=0.0750438947368;pvalue=0.866830081339;tad_sep=-0.00414575 -chr2L HiCExplorer boundary 13552500 13557500 0.0516315 . . ID=B07630;delta=0.0116274473684;pvalue=0.766880304647;tad_sep=0.0516315 -chr2L HiCExplorer boundary 13617500 13622500 -0.013385 . . ID=B07643;delta=0.0273029210526;pvalue=0.748578488932;tad_sep=-0.013385 -chr2L HiCExplorer boundary 13642500 13647500 -0.0472665 . . ID=B07648;delta=0.0356496578947;pvalue=0.893060941012;tad_sep=-0.0472665 -chr2L HiCExplorer boundary 13682500 13687500 -0.0620875 . . ID=B07656;delta=0.0419003157895;pvalue=0.507354726679;tad_sep=-0.0620875 -chr2L HiCExplorer boundary 13737500 13742500 -0.02304875 . . ID=B07667;delta=0.0236365526316;pvalue=0.822532233413;tad_sep=-0.02304875 -chr2L HiCExplorer boundary 13812500 13817500 -0.09116575 . . ID=B07682;delta=0.0458359210526;pvalue=0.39310650026;tad_sep=-0.09116575 -chr2L HiCExplorer boundary 13907500 13912500 -0.08466775 . . ID=B07701;delta=0.0524167368421;pvalue=0.75018783904;tad_sep=-0.08466775 -chr2L HiCExplorer boundary 13972500 13977500 -0.01591225 . . ID=B07714;delta=0.0321446052632;pvalue=0.62891977389;tad_sep=-0.01591225 -chr2L HiCExplorer boundary 14037500 14042500 -0.00449825 . . ID=B07727;delta=0.02765075;pvalue=0.769583028235;tad_sep=-0.00449825 -chr2L HiCExplorer boundary 14102500 14107500 -0.099688 . . ID=B07740;delta=0.0629967631579;pvalue=0.57812598247;tad_sep=-0.099688 -chr2L HiCExplorer boundary 14182500 14187500 -0.0111765 . . ID=B07756;delta=0.0183196710526;pvalue=0.717158499268;tad_sep=-0.0111765 -chr2L HiCExplorer boundary 14222500 14227500 -0.0089615 . . ID=B07764;delta=0.0259717631579;pvalue=0.884116663159;tad_sep=-0.0089615 -chr2L HiCExplorer boundary 14262500 14267500 -0.0285745 . . ID=B07772;delta=0.0388431710526;pvalue=0.668607479912;tad_sep=-0.0285745 -chr2L HiCExplorer boundary 14332500 14337500 0.03298975 . . ID=B07786;delta=0.0162782105263;pvalue=0.806605227244;tad_sep=0.03298975 -chr2L HiCExplorer boundary 14402500 14407500 0.06905825 . . ID=B07800;delta=0.0163757894737;pvalue=0.786945489046;tad_sep=0.06905825 -chr2L HiCExplorer boundary 14442500 14447500 0.021165 . . ID=B07808;delta=0.0371037368421;pvalue=0.496092547559;tad_sep=0.021165 -chr2L HiCExplorer boundary 14512500 14517500 -0.06884325 . . ID=B07822;delta=0.0353541315789;pvalue=0.744827606341;tad_sep=-0.06884325 -chr2L HiCExplorer boundary 14577500 14582500 -0.0661905 . . ID=B07835;delta=0.0266152105263;pvalue=0.800584484302;tad_sep=-0.0661905 -chr2L HiCExplorer boundary 14622500 14627500 -0.0571515 . . ID=B07844;delta=0.0264362236842;pvalue=0.689855684033;tad_sep=-0.0571515 -chr2L HiCExplorer boundary 14657500 14662500 -0.055335 . . ID=B07851;delta=0.040575;pvalue=0.889146076919;tad_sep=-0.055335 -chr2L HiCExplorer boundary 14752500 14757500 -0.03766925 . . ID=B07870;delta=0.0463595921053;pvalue=0.493856224882;tad_sep=-0.03766925 -chr2L HiCExplorer boundary 14782500 14787500 -0.01417075 . . ID=B07876;delta=0.0498655526316;pvalue=0.406972306358;tad_sep=-0.01417075 -chr2L HiCExplorer boundary 14832500 14837500 0.077357 . . ID=B07886;delta=0.0110894605263;pvalue=0.555607463093;tad_sep=0.077357 -chr2L HiCExplorer boundary 14882500 14887500 0.08165675 . . ID=B07896;delta=0.0227260131579;pvalue=0.87574477366;tad_sep=0.08165675 -chr2L HiCExplorer boundary 14957500 14962500 -0.04873025 . . ID=B07911;delta=0.0753556710526;pvalue=0.402185776036;tad_sep=-0.04873025 -chr2L HiCExplorer boundary 15052500 15057500 -0.02088175 . . ID=B07930;delta=0.0258033552632;pvalue=0.815383075834;tad_sep=-0.02088175 -chr2L HiCExplorer boundary 15127500 15132500 -0.0478965 . . ID=B07945;delta=0.0599264078947;pvalue=0.696122145095;tad_sep=-0.0478965 -chr2L HiCExplorer boundary 15242500 15247500 0.00488225 . . ID=B07968;delta=0.0721107105263;pvalue=0.747506196521;tad_sep=0.00488225 -chr2L HiCExplorer boundary 15302500 15307500 -0.00726125 . . ID=B07980;delta=0.0392285131579;pvalue=0.774996850942;tad_sep=-0.00726125 -chr2L HiCExplorer boundary 15357500 15362500 0.06843925 . . ID=B07991;delta=0.0132233157895;pvalue=0.332382650805;tad_sep=0.06843925 -chr2L HiCExplorer boundary 15467500 15472500 0.0055895 . . ID=B08013;delta=0.0575474605263;pvalue=0.379914667296;tad_sep=0.0055895 -chr2L HiCExplorer boundary 15537500 15542500 0.06273125 . . ID=B08027;delta=0.0175436184211;pvalue=0.725634563119;tad_sep=0.06273125 -chr2L HiCExplorer boundary 15652500 15657500 -0.0907845 . . ID=B08050;delta=0.0446132236842;pvalue=0.45496748581;tad_sep=-0.0907845 -chr2L HiCExplorer boundary 15727500 15732500 -0.0874995 . . ID=B08065;delta=0.0128378684211;pvalue=0.51737539837;tad_sep=-0.0874995 -chr2L HiCExplorer boundary 15762500 15767500 -0.0924195 . . ID=B08072;delta=0.0473296052632;pvalue=0.499681871642;tad_sep=-0.0924195 -chr2L HiCExplorer boundary 15912500 15917500 -0.0085575 . . ID=B08102;delta=0.0686972894737;pvalue=0.655779020646;tad_sep=-0.0085575 -chr2L HiCExplorer boundary 15977500 15982500 0.071041 . . ID=B08115;delta=0.0392619868421;pvalue=0.928962960442;tad_sep=0.071041 -chr2L HiCExplorer boundary 16032500 16037500 0.0566115 . . ID=B08126;delta=0.0370603421053;pvalue=0.489844477982;tad_sep=0.0566115 -chr2L HiCExplorer boundary 16102500 16107500 0.05206325 . . ID=B08140;delta=0.0448726842105;pvalue=0.811539845693;tad_sep=0.05206325 -chr2L HiCExplorer boundary 16267500 16272500 -0.110565 . . ID=B08173;delta=0.0502610921053;pvalue=0.738411622809;tad_sep=-0.110565 -chr2L HiCExplorer boundary 16347500 16352500 -0.08951775 . . ID=B08189;delta=0.0552101447368;pvalue=0.102172645426;tad_sep=-0.08951775 -chr2L HiCExplorer boundary 16417500 16422500 0.03990275 . . ID=B08203;delta=0.0316756710526;pvalue=0.571373607418;tad_sep=0.03990275 -chr2L HiCExplorer boundary 16437500 16442500 0.0631665 . . ID=B08207;delta=0.0224610921053;pvalue=0.861266913673;tad_sep=0.0631665 -chr2L HiCExplorer boundary 16502500 16507500 -0.05383675 . . ID=B08220;delta=0.08625325;pvalue=0.424811392205;tad_sep=-0.05383675 -chr2L HiCExplorer boundary 16737500 16742500 -0.06428 . . ID=B08267;delta=0.0511220263158;pvalue=0.850161471437;tad_sep=-0.06428 -chr2L HiCExplorer boundary 16847500 16852500 -0.083309 . . ID=B08289;delta=0.0488436447368;pvalue=0.346692388185;tad_sep=-0.083309 -chr2L HiCExplorer boundary 16912500 16917500 0.01852 . . ID=B08302;delta=0.0218419736842;pvalue=0.844619734419;tad_sep=0.01852 -chr2L HiCExplorer boundary 16932500 16937500 0.04658325 . . ID=B08306;delta=0.0119609868421;pvalue=0.665005542102;tad_sep=0.04658325 -chr2L HiCExplorer boundary 16972500 16977500 0.04427925 . . ID=B08314;delta=0.0266901842105;pvalue=0.675317019299;tad_sep=0.04427925 -chr2L HiCExplorer boundary 17022500 17027500 0.05912775 . . ID=B08324;delta=0.0415525526316;pvalue=0.475723620292;tad_sep=0.05912775 -chr2L HiCExplorer boundary 17102500 17107500 0.0378035 . . ID=B08340;delta=0.0718431184211;pvalue=0.820881096483;tad_sep=0.0378035 -chr2L HiCExplorer boundary 17187500 17192500 -0.00300525 . . ID=B08357;delta=0.0614388026316;pvalue=0.540524798598;tad_sep=-0.00300525 -chr2L HiCExplorer boundary 17297500 17302500 0.01723525 . . ID=B08379;delta=0.0265922105263;pvalue=0.742152098513;tad_sep=0.01723525 -chr2L HiCExplorer boundary 17352500 17357500 -0.07727175 . . ID=B08390;delta=0.0482226052632;pvalue=0.566573570441;tad_sep=-0.07727175 -chr2L HiCExplorer boundary 17387500 17392500 -0.08801175 . . ID=B08397;delta=0.0386434210526;pvalue=0.640518134865;tad_sep=-0.08801175 -chr2L HiCExplorer boundary 17492500 17497500 -0.0432985 . . ID=B08418;delta=0.032215;pvalue=0.571373607418;tad_sep=-0.0432985 -chr2L HiCExplorer boundary 17617500 17622500 -0.010732 . . ID=B08443;delta=0.0497933552632;pvalue=0.409378260286;tad_sep=-0.010732 -chr2L HiCExplorer boundary 17652500 17657500 -0.008331 . . ID=B08450;delta=0.0358064342105;pvalue=0.597622419247;tad_sep=-0.008331 -chr2L HiCExplorer boundary 17722500 17727500 0.021553 . . ID=B08464;delta=0.0214894210526;pvalue=0.510532028023;tad_sep=0.021553 -chr2L HiCExplorer boundary 17747500 17752500 0.034619 . . ID=B08469;delta=0.02017375;pvalue=0.497436929995;tad_sep=0.034619 -chr2L HiCExplorer boundary 17892500 17897500 0.025353 . . ID=B08498;delta=0.0395143289474;pvalue=0.51737539837;tad_sep=0.025353 -chr2L HiCExplorer boundary 17957500 17962500 0.00258 . . ID=B08511;delta=0.0556096052632;pvalue=0.714516798989;tad_sep=0.00258 -chr2L HiCExplorer boundary 18057500 18062500 -0.07493 . . ID=B08531;delta=0.0579854736842;pvalue=0.55323731256;tad_sep=-0.07493 -chr2L HiCExplorer boundary 18157500 18162500 -0.07798925 . . ID=B08551;delta=0.0579339605263;pvalue=0.600080337238;tad_sep=-0.07798925 -chr2L HiCExplorer boundary 18282500 18287500 0.09943575 . . ID=B08576;delta=0.0582460657895;pvalue=0.581031302414;tad_sep=0.09943575 -chr2L HiCExplorer boundary 18442500 18447500 -0.0920255 . . ID=B08608;delta=0.0604980131579;pvalue=0.673249765374;tad_sep=-0.0920255 -chr2L HiCExplorer boundary 18537500 18542500 -0.075841 . . ID=B08627;delta=0.0470026052632;pvalue=0.679977285117;tad_sep=-0.075841 -chr2L HiCExplorer boundary 18582500 18587500 -0.055646 . . ID=B08636;delta=0.0300529868421;pvalue=0.548040489674;tad_sep=-0.055646 -chr2L HiCExplorer boundary 18677500 18682500 -0.07308875 . . ID=B08655;delta=0.0838993947368;pvalue=0.555133036606;tad_sep=-0.07308875 -chr2L HiCExplorer boundary 18732500 18737500 -0.038225 . . ID=B08666;delta=0.0165306315789;pvalue=0.437232091555;tad_sep=-0.038225 -chr2L HiCExplorer boundary 18812500 18817500 -0.0775135 . . ID=B08682;delta=0.0264368552632;pvalue=0.595659385216;tad_sep=-0.0775135 -chr2L HiCExplorer boundary 18837500 18842500 -0.0966705 . . ID=B08687;delta=0.0205388552632;pvalue=0.684649808077;tad_sep=-0.0966705 -chr2L HiCExplorer boundary 18877500 18882500 -0.10690625 . . ID=B08695;delta=0.0292574473684;pvalue=0.718216129534;tad_sep=-0.10690625 -chr2L HiCExplorer boundary 18942500 18947500 -0.08530525 . . ID=B08708;delta=0.0349727105263;pvalue=0.847389659687;tad_sep=-0.08530525 -chr2L HiCExplorer boundary 19032500 19037500 -0.077179 . . ID=B08726;delta=0.0402206052632;pvalue=0.504187840851;tad_sep=-0.077179 -chr2L HiCExplorer boundary 19072500 19077500 -0.0639145 . . ID=B08734;delta=0.0306453157895;pvalue=0.840191861109;tad_sep=-0.0639145 -chr2L HiCExplorer boundary 19167500 19172500 -0.10563625 . . ID=B08753;delta=0.0363867631579;pvalue=0.360644376149;tad_sep=-0.10563625 -chr2L HiCExplorer boundary 19267500 19272500 -0.00631975 . . ID=B08773;delta=0.0338585921053;pvalue=0.881324547707;tad_sep=-0.00631975 -chr2L HiCExplorer boundary 19317500 19322500 -0.056985 . . ID=B08783;delta=0.0369851578947;pvalue=0.46053803358;tad_sep=-0.056985 -chr2L HiCExplorer boundary 19392500 19397500 -0.11151275 . . ID=B08798;delta=0.0452113026316;pvalue=0.576675889362;tad_sep=-0.11151275 -chr2L HiCExplorer boundary 19517500 19522500 -0.07405125 . . ID=B08823;delta=0.0299059736842;pvalue=0.793484332155;tad_sep=-0.07405125 -chr2L HiCExplorer boundary 19572500 19577500 -0.089496 . . ID=B08834;delta=0.0450508947368;pvalue=0.75179827715;tad_sep=-0.089496 -chr2L HiCExplorer boundary 19717500 19722500 -0.045114 . . ID=B08863;delta=0.0694901315789;pvalue=0.66346421247;tad_sep=-0.045114 -chr2L HiCExplorer boundary 19827500 19832500 -0.0247815 . . ID=B08885;delta=0.0552178289474;pvalue=0.270928116837;tad_sep=-0.0247815 -chr2L HiCExplorer boundary 19932500 19937500 -0.012557 . . ID=B08906;delta=0.0400067236842;pvalue=0.907063222347;tad_sep=-0.012557 -chr2L HiCExplorer boundary 20012500 20017500 0.072374 . . ID=B08922;delta=0.0211803947368;pvalue=0.845173566951;tad_sep=0.072374 -chr2L HiCExplorer boundary 20132500 20137500 -0.062548 . . ID=B08946;delta=0.0437696315789;pvalue=0.551817604834;tad_sep=-0.062548 -chr2L HiCExplorer boundary 20202500 20207500 -0.01359825 . . ID=B08960;delta=0.0134333157895;pvalue=0.73148148699;tad_sep=-0.01359825 -chr2L HiCExplorer boundary 20272500 20277500 -0.09512375 . . ID=B08974;delta=0.0445250526316;pvalue=0.839085676693;tad_sep=-0.09512375 -chr2L HiCExplorer boundary 20337500 20342500 -0.07098575 . . ID=B08987;delta=0.0182515263158;pvalue=0.790758020759;tad_sep=-0.07098575 -chr2L HiCExplorer boundary 20387500 20392500 -0.053992 . . ID=B08997;delta=0.0120388026316;pvalue=0.837979810091;tad_sep=-0.053992 -chr2L HiCExplorer boundary 20432500 20437500 -0.0751555 . . ID=B09006;delta=0.0265184342105;pvalue=0.87072824437;tad_sep=-0.0751555 -chr2L HiCExplorer boundary 20662500 20667500 -0.041413 . . ID=B09052;delta=0.0365365657895;pvalue=0.846835522646;tad_sep=-0.041413 -chr2L HiCExplorer boundary 20747500 20752500 -0.111722 . . ID=B09069;delta=0.0395775789474;pvalue=0.67066916694;tad_sep=-0.111722 -chr2L HiCExplorer boundary 20807500 20812500 -0.0545255 . . ID=B09081;delta=0.0239566710526;pvalue=0.707138304216;tad_sep=-0.0545255 -chr2L HiCExplorer boundary 20857500 20862500 -0.032595 . . ID=B09091;delta=0.0346573684211;pvalue=0.465713757048;tad_sep=-0.032595 -chr2L HiCExplorer boundary 20947500 20952500 -0.06341975 . . ID=B09109;delta=0.0334715921053;pvalue=0.513263685787;tad_sep=-0.06341975 -chr2L HiCExplorer boundary 21117500 21122500 -0.114525 . . ID=B09143;delta=0.0418000131579;pvalue=0.656801632371;tad_sep=-0.114525 -chr2L HiCExplorer boundary 21212500 21217500 -0.07580475 . . ID=B09162;delta=0.0411741447368;pvalue=0.347418023839;tad_sep=-0.07580475 -chr2L HiCExplorer boundary 21322500 21327500 -0.020032 . . ID=B09184;delta=0.0416413815789;pvalue=0.298631764718;tad_sep=-0.020032 -chr2L HiCExplorer boundary 21372500 21377500 -0.05318125 . . ID=B09194;delta=0.0281138552632;pvalue=0.621904233584;tad_sep=-0.05318125 -chr2L HiCExplorer boundary 21417500 21422500 -0.11069625 . . ID=B09203;delta=0.0366901973684;pvalue=0.349965350479;tad_sep=-0.11069625 -chr2L HiCExplorer boundary 21532500 21537500 -0.12013525 . . ID=B09226;delta=0.0219135;pvalue=0.577159063147;tad_sep=-0.12013525 -chr2L HiCExplorer boundary 21642500 21647500 0.03254875 . . ID=B09248;delta=0.0369240789474;pvalue=0.517833305588;tad_sep=0.03254875 -chr2L HiCExplorer boundary 21677500 21682500 0.02673225 . . ID=B09255;delta=0.0231538684211;pvalue=0.527035279662;tad_sep=0.02673225 -chr2L HiCExplorer boundary 21712500 21717500 -0.017128 . . ID=B09262;delta=0.0274639342105;pvalue=0.852380256644;tad_sep=-0.017128 -chr2L HiCExplorer boundary 21752500 21757500 -0.0665495 . . ID=B09270;delta=0.0520928289474;pvalue=0.675834216449;tad_sep=-0.0665495 -chr2L HiCExplorer boundary 21867500 21872500 0.0265165 . . ID=B09293;delta=0.0422203157895;pvalue=0.788578811756;tad_sep=0.0265165 -chr2L HiCExplorer boundary 21937500 21942500 -0.027992 . . ID=B09307;delta=0.0888101184211;pvalue=0.520125982499;tad_sep=-0.027992 -chr2L HiCExplorer boundary 22022500 22027500 0.025183 . . ID=B09324;delta=0.0564849605263;pvalue=0.881882853951;tad_sep=0.025183 -chr2L HiCExplorer boundary 22077500 22082500 0.0986805 . . ID=B09335;delta=0.0125834078947;pvalue=0.508261466165;tad_sep=0.0986805 -chr2L HiCExplorer boundary 22172500 22177500 0.05646725 . . ID=B09354;delta=0.105023644737;pvalue=0.904260312178;tad_sep=0.05646725 -chr2L HiCExplorer boundary 22227500 22232500 0.017173 . . ID=B09365;delta=0.0234609605263;pvalue=0.912111355153;tad_sep=0.017173 -chr2L HiCExplorer boundary 22267500 22272500 -0.033332 . . ID=B09373;delta=0.0247286052632;pvalue=0.412599326935;tad_sep=-0.033332 -chr2L HiCExplorer boundary 22352500 22357500 -0.08526625 . . ID=B09390;delta=0.0249675263158;pvalue=0.928962960442;tad_sep=-0.08526625 -chr2L HiCExplorer boundary 22467500 22472500 -0.11154275 . . ID=B09413;delta=0.0104260263158;pvalue=0.804414519605;tad_sep=-0.11154275 -chr2L HiCExplorer boundary 22617500 22622500 -0.01484675 . . ID=B09443;delta=0.0344741973684;pvalue=0.915478761369;tad_sep=-0.01484675 -chr2L HiCExplorer boundary 22647500 22652500 -0.0345525 . . ID=B09449;delta=0.0255255263158;pvalue=0.780421633919;tad_sep=-0.0345525 -chr2L HiCExplorer boundary 22707500 22712500 -0.0835225 . . ID=B09461;delta=0.0284287368421;pvalue=0.894179956649;tad_sep=-0.0835225 -chr2L HiCExplorer boundary 22737500 22742500 -0.10212425 . . ID=B09467;delta=0.0237323289474;pvalue=0.685689795224;tad_sep=-0.10212425 -chr2L HiCExplorer boundary 22797500 22802500 -0.10039625 . . ID=B09479;delta=0.0120688157895;pvalue=0.806605227244;tad_sep=-0.10039625 -chr2L HiCExplorer boundary 22922500 22927500 -0.06825625 . . ID=B09504;delta=0.0219547105263;pvalue=3.39647761363e-05;tad_sep=-0.06825625 -chrX HiCExplorer boundary 87500 92500 -0.0720205 . . ID=B09542;delta=0.0197999736842;pvalue=5.52234326074e-05;tad_sep=-0.0720205 -chrX HiCExplorer boundary 227500 232500 -0.06873975 . . ID=B09570;delta=0.0163740263158;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 287500 292500 -0.06873975 . . ID=B09582;delta=0.0354013815789;pvalue=0.781507883781;tad_sep=-0.06873975 -chrX HiCExplorer boundary 357500 362500 -0.06873975 . . ID=B09596;delta=0.0306513947368;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 682500 687500 -0.05764525 . . ID=B09661;delta=0.0282211710526;pvalue=0.919409315711;tad_sep=-0.05764525 -chrX HiCExplorer boundary 747500 752500 -0.046177 . . ID=B09674;delta=0.0321892894737;pvalue=0.962190455764;tad_sep=-0.046177 -chrX HiCExplorer boundary 852500 857500 -0.05093975 . . ID=B09695;delta=0.0299690657895;pvalue=0.956552458758;tad_sep=-0.05093975 -chrX HiCExplorer boundary 872500 877500 -0.04608975 . . ID=B09699;delta=0.0133595131579;pvalue=0.840745071835;tad_sep=-0.04608975 -chrX HiCExplorer boundary 1062500 1067500 -0.0649015 . . ID=B09737;delta=0.0229113289474;pvalue=1.0;tad_sep=-0.0649015 -chrX HiCExplorer boundary 1122500 1127500 -0.06873975 . . ID=B09749;delta=0.0194779736842;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 1387500 1392500 -0.02902475 . . ID=B09802;delta=0.0453171184211;pvalue=0.511441735329;tad_sep=-0.02902475 -chrX HiCExplorer boundary 1417500 1422500 -0.02902475 . . ID=B09808;delta=0.039993;pvalue=0.56945127204;tad_sep=-0.02902475 -chrX HiCExplorer boundary 1427500 1432500 -0.017421 . . ID=B09810;delta=0.0379616315789;pvalue=0.602049958109;tad_sep=-0.017421 -chrX HiCExplorer boundary 1502500 1507500 -0.00512525 . . ID=B09825;delta=0.0968436710526;pvalue=0.867943516053;tad_sep=-0.00512525 -chrX HiCExplorer boundary 1562500 1567500 0.0740305 . . ID=B09837;delta=0.0278773552632;pvalue=0.798398036982;tad_sep=0.0740305 -chrX HiCExplorer boundary 1587500 1592500 0.06838375 . . ID=B09842;delta=0.0332135394737;pvalue=0.670153511906;tad_sep=0.06838375 -chrX HiCExplorer boundary 1747500 1752500 -0.03990825 . . ID=B09874;delta=0.029013;pvalue=0.906502546578;tad_sep=-0.03990825 -chrX HiCExplorer boundary 1782500 1787500 -0.05312125 . . ID=B09881;delta=0.0248063684211;pvalue=0.867943516053;tad_sep=-0.05312125 -chrX HiCExplorer boundary 1822500 1827500 -0.044828 . . ID=B09889;delta=0.0324934210526;pvalue=0.741082765141;tad_sep=-0.044828 -chrX HiCExplorer boundary 1887500 1892500 -0.00133675 . . ID=B09902;delta=0.0561086447368;pvalue=0.551344766945;tad_sep=-0.00133675 -chrX HiCExplorer boundary 1967500 1972500 -0.05727125 . . ID=B09918;delta=0.0885943815789;pvalue=0.894179956649;tad_sep=-0.05727125 -chrX HiCExplorer boundary 2052500 2057500 -0.05727125 . . ID=B09935;delta=0.0346266842105;pvalue=0.867943516053;tad_sep=-0.05727125 -chrX HiCExplorer boundary 2092500 2097500 -0.041714 . . ID=B09943;delta=0.0145998289474;pvalue=0.847389659687;tad_sep=-0.041714 -chrX HiCExplorer boundary 2142500 2147500 -0.06873975 . . ID=B09953;delta=0.0227576447368;pvalue=0.701360111993;tad_sep=-0.06873975 -chrX HiCExplorer boundary 2267500 2272500 -0.05920325 . . ID=B09978;delta=0.0380647236842;pvalue=0.894179956649;tad_sep=-0.05920325 -chrX HiCExplorer boundary 2337500 2342500 -0.0411735 . . ID=B09992;delta=0.0237821052632;pvalue=0.919409315711;tad_sep=-0.0411735 -chrX HiCExplorer boundary 2372500 2377500 -0.04582175 . . ID=B09999;delta=0.0383965;pvalue=0.894179956649;tad_sep=-0.04582175 -chrX HiCExplorer boundary 2462500 2467500 -0.05764525 . . ID=B10017;delta=0.0289354210526;pvalue=0.918847685102;tad_sep=-0.05764525 -chrX HiCExplorer boundary 2502500 2507500 -0.0591185 . . ID=B10025;delta=0.0154190131579;pvalue=0.791303079427;tad_sep=-0.0591185 -chrX HiCExplorer boundary 2607500 2612500 -0.05538325 . . ID=B10046;delta=0.0563915263158;pvalue=0.942467587414;tad_sep=-0.05538325 -chrX HiCExplorer boundary 2667500 2672500 -0.05880325 . . ID=B10058;delta=0.0463002763158;pvalue=1.0;tad_sep=-0.05880325 -chrX HiCExplorer boundary 2722500 2727500 -0.034711 . . ID=B10069;delta=0.0400634868421;pvalue=0.5737808594;tad_sep=-0.034711 -chrX HiCExplorer boundary 2802500 2807500 -0.022515 . . ID=B10085;delta=0.0328309868421;pvalue=0.867943516053;tad_sep=-0.022515 -chrX HiCExplorer boundary 2832500 2837500 -0.019914 . . ID=B10091;delta=0.0196587894737;pvalue=0.591742166172;tad_sep=-0.019914 -chrX HiCExplorer boundary 2882500 2887500 -0.0342565 . . ID=B10101;delta=0.0360372631579;pvalue=1.0;tad_sep=-0.0342565 -chrX HiCExplorer boundary 2942500 2947500 -0.0101365 . . ID=B10113;delta=0.0185790526316;pvalue=0.840745071835;tad_sep=-0.0101365 -chrX HiCExplorer boundary 3017500 3022500 -0.02627225 . . ID=B10128;delta=0.0316627763158;pvalue=0.796213169626;tad_sep=-0.02627225 -chrX HiCExplorer boundary 3057500 3062500 -0.020248 . . ID=B10136;delta=0.0440907763158;pvalue=0.783681660733;tad_sep=-0.020248 -chrX HiCExplorer boundary 3177500 3182500 -0.06873975 . . ID=B10160;delta=0.0575521052632;pvalue=0.783681660733;tad_sep=-0.06873975 -chrX HiCExplorer boundary 3337500 3342500 -0.0649015 . . ID=B10192;delta=0.0324584736842;pvalue=0.867943516053;tad_sep=-0.0649015 -chrX HiCExplorer boundary 3372500 3377500 -0.0441725 . . ID=B10199;delta=0.0265161315789;pvalue=0.638494605617;tad_sep=-0.0441725 -chrX HiCExplorer boundary 3502500 3507500 -0.060275 . . ID=B10225;delta=0.0552645394737;pvalue=0.51737539837;tad_sep=-0.060275 -chrX HiCExplorer boundary 3572500 3577500 -0.06873975 . . ID=B10239;delta=0.0604630394737;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 3727500 3732500 -0.019901 . . ID=B10270;delta=0.0184057105263;pvalue=0.958807412577;tad_sep=-0.019901 -chrX HiCExplorer boundary 3762500 3767500 -0.0184595 . . ID=B10277;delta=0.0200529868421;pvalue=0.790758020759;tad_sep=-0.0184595 -chrX HiCExplorer boundary 3857500 3862500 -0.02515225 . . ID=B10296;delta=0.0385131578947;pvalue=0.90762394443;tad_sep=-0.02515225 -chrX HiCExplorer boundary 3927500 3932500 -0.06873975 . . ID=B10310;delta=0.0351441184211;pvalue=0.93177486805;tad_sep=-0.06873975 -chrX HiCExplorer boundary 4122500 4127500 0.03353825 . . ID=B10349;delta=0.0306005394737;pvalue=0.952607136958;tad_sep=0.03353825 -chrX HiCExplorer boundary 4222500 4227500 -0.0470475 . . ID=B10369;delta=0.0382927105263;pvalue=0.658848783727;tad_sep=-0.0470475 -chrX HiCExplorer boundary 4317500 4322500 -0.04577875 . . ID=B10388;delta=0.0519363815789;pvalue=0.840745071835;tad_sep=-0.04577875 -chrX HiCExplorer boundary 4467500 4472500 0.03129775 . . ID=B10418;delta=0.0718185526316;pvalue=0.713988867979;tad_sep=0.03129775 -chrX HiCExplorer boundary 4532500 4537500 -0.06873975 . . ID=B10431;delta=0.0927328552632;pvalue=0.737877771863;tad_sep=-0.06873975 -chrX HiCExplorer boundary 4612500 4617500 -0.03641575 . . ID=B10447;delta=0.0289298026316;pvalue=0.906502546578;tad_sep=-0.03641575 -chrX HiCExplorer boundary 4697500 4702500 0.002193 . . ID=B10464;delta=0.0418599342105;pvalue=0.852380256644;tad_sep=0.002193 -chrX HiCExplorer boundary 4772500 4777500 -0.02999 . . ID=B10479;delta=0.0552655394737;pvalue=0.738945599912;tad_sep=-0.02999 -chrX HiCExplorer boundary 4827500 4832500 0.004205 . . ID=B10490;delta=0.0223155789474;pvalue=0.761483387437;tad_sep=0.004205 -chrX HiCExplorer boundary 4937500 4942500 -0.06873975 . . ID=B10512;delta=0.0250646184211;pvalue=0.638494605617;tad_sep=-0.06873975 -chrX HiCExplorer boundary 5162500 5167500 -0.032438 . . ID=B10557;delta=0.0224686973684;pvalue=0.824734971166;tad_sep=-0.032438 -chrX HiCExplorer boundary 5267500 5272500 -0.0500965 . . ID=B10578;delta=0.0165847236842;pvalue=1.0;tad_sep=-0.0500965 -chrX HiCExplorer boundary 5307500 5312500 -0.04867725 . . ID=B10586;delta=0.0138943815789;pvalue=0.839085676693;tad_sep=-0.04867725 -chrX HiCExplorer boundary 5327500 5332500 -0.0438415 . . ID=B10590;delta=0.0190706184211;pvalue=0.852380256644;tad_sep=-0.0438415 -chrX HiCExplorer boundary 5367500 5372500 -0.01440425 . . ID=B10598;delta=0.0294935789474;pvalue=1.0;tad_sep=-0.01440425 -chrX HiCExplorer boundary 5467500 5472500 -0.06873975 . . ID=B10618;delta=0.0291124078947;pvalue=0.850161471437;tad_sep=-0.06873975 -chrX HiCExplorer boundary 5722500 5727500 -0.0559375 . . ID=B10669;delta=0.0352559605263;pvalue=0.919409315711;tad_sep=-0.0559375 -chrX HiCExplorer boundary 5802500 5807500 -0.06873975 . . ID=B10685;delta=0.0208964473684;pvalue=0.859043556389;tad_sep=-0.06873975 -chrX HiCExplorer boundary 5832500 5837500 -0.06873975 . . ID=B10691;delta=0.0277628289474;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 5887500 5892500 -0.0510205 . . ID=B10702;delta=0.0248141973684;pvalue=0.692464155423;tad_sep=-0.0510205 -chrX HiCExplorer boundary 5952500 5957500 -0.042279 . . ID=B10715;delta=0.0212321447368;pvalue=0.942467587414;tad_sep=-0.042279 -chrX HiCExplorer boundary 6017500 6022500 -0.029748 . . ID=B10728;delta=0.0151818552632;pvalue=0.894179956649;tad_sep=-0.029748 -chrX HiCExplorer boundary 6097500 6102500 -0.06431075 . . ID=B10744;delta=0.0296384473684;pvalue=0.692464155423;tad_sep=-0.06431075 -chrX HiCExplorer boundary 6197500 6202500 -0.06873975 . . ID=B10764;delta=0.0283648157895;pvalue=0.690377084803;tad_sep=-0.06873975 -chrX HiCExplorer boundary 6267500 6272500 -0.06873975 . . ID=B10778;delta=0.0232711973684;pvalue=0.843512300001;tad_sep=-0.06873975 -chrX HiCExplorer boundary 6417500 6422500 -0.055952 . . ID=B10808;delta=0.0267505657895;pvalue=0.812637452486;tad_sep=-0.055952 -chrX HiCExplorer boundary 6492500 6497500 -0.032883 . . ID=B10823;delta=0.0118174210526;pvalue=0.817031540964;tad_sep=-0.032883 -chrX HiCExplorer boundary 6562500 6567500 -0.06873975 . . ID=B10837;delta=0.0354962236842;pvalue=0.843512300001;tad_sep=-0.06873975 -chrX HiCExplorer boundary 6617500 6622500 -0.06873975 . . ID=B10848;delta=0.0105694736842;pvalue=0.867943516053;tad_sep=-0.06873975 -chrX HiCExplorer boundary 6762500 6767500 -0.05764525 . . ID=B10877;delta=0.0634463421053;pvalue=0.895299182937;tad_sep=-0.05764525 -chrX HiCExplorer boundary 6837500 6842500 -0.0403345 . . ID=B10892;delta=0.0310724605263;pvalue=0.906502546578;tad_sep=-0.0403345 -chrX HiCExplorer boundary 6862500 6867500 -0.04908775 . . ID=B10897;delta=0.0294888157895;pvalue=0.895299182937;tad_sep=-0.04908775 -chrX HiCExplorer boundary 6932500 6937500 -0.055925 . . ID=B10911;delta=0.0299976842105;pvalue=0.976857396003;tad_sep=-0.055925 -chrX HiCExplorer boundary 7142500 7147500 -0.06873975 . . ID=B10953;delta=0.0158544868421;pvalue=0.633951514652;tad_sep=-0.06873975 -chrX HiCExplorer boundary 7212500 7217500 -0.06873975 . . ID=B10967;delta=0.0287279605263;pvalue=0.756636054163;tad_sep=-0.06873975 -chrX HiCExplorer boundary 7352500 7357500 -0.04076175 . . ID=B10995;delta=0.0425116578947;pvalue=0.859599291646;tad_sep=-0.04076175 -chrX HiCExplorer boundary 7417500 7422500 0.0143445 . . ID=B11008;delta=0.0255999868421;pvalue=0.87072824437;tad_sep=0.0143445 -chrX HiCExplorer boundary 7577500 7582500 -0.06873975 . . ID=B11040;delta=0.0663043157895;pvalue=0.741082765141;tad_sep=-0.06873975 -chrX HiCExplorer boundary 7667500 7672500 -0.01522375 . . ID=B11058;delta=0.0795779210526;pvalue=0.672733336625;tad_sep=-0.01522375 -chrX HiCExplorer boundary 7732500 7737500 0.03931675 . . ID=B11071;delta=0.0165948684211;pvalue=0.817031540964;tad_sep=0.03931675 -chrX HiCExplorer boundary 7827500 7832500 -0.055925 . . ID=B11090;delta=0.0243450526316;pvalue=0.820881096483;tad_sep=-0.055925 -chrX HiCExplorer boundary 7942500 7947500 -0.06873975 . . ID=B11113;delta=0.0308190131579;pvalue=0.99209666831;tad_sep=-0.06873975 -chrX HiCExplorer boundary 8287500 8292500 -0.05644675 . . ID=B11182;delta=0.0508568421053;pvalue=0.685689795224;tad_sep=-0.05644675 -chrX HiCExplorer boundary 8362500 8367500 -0.03096525 . . ID=B11197;delta=0.0239171973684;pvalue=0.924465767097;tad_sep=-0.03096525 -chrX HiCExplorer boundary 8432500 8437500 -0.06873975 . . ID=B11211;delta=0.0380114078947;pvalue=0.78912345965;tad_sep=-0.06873975 -chrX HiCExplorer boundary 8502500 8507500 -0.06388975 . . ID=B11225;delta=0.0349906578947;pvalue=0.988709718323;tad_sep=-0.06388975 -chrX HiCExplorer boundary 8597500 8602500 -0.04374075 . . ID=B11244;delta=0.0367501842105;pvalue=0.936838424706;tad_sep=-0.04374075 -chrX HiCExplorer boundary 8742500 8747500 -0.0553685 . . ID=B11273;delta=0.0670487763158;pvalue=0.444362300023;tad_sep=-0.0553685 -chrX HiCExplorer boundary 8997500 9002500 -0.06188775 . . ID=B11324;delta=0.0238338815789;pvalue=0.847389659687;tad_sep=-0.06188775 -chrX HiCExplorer boundary 9042500 9047500 -0.06873975 . . ID=B11333;delta=0.0392588684211;pvalue=0.840745071835;tad_sep=-0.06873975 -chrX HiCExplorer boundary 9122500 9127500 -0.05880325 . . ID=B11349;delta=0.0339048684211;pvalue=0.867943516053;tad_sep=-0.05880325 -chrX HiCExplorer boundary 9192500 9197500 -0.05880325 . . ID=B11363;delta=0.0376093421053;pvalue=0.93177486805;tad_sep=-0.05880325 -chrX HiCExplorer boundary 9277500 9282500 -0.00807375 . . ID=B11380;delta=0.0194590131579;pvalue=0.711351270739;tad_sep=-0.00807375 -chrX HiCExplorer boundary 9302500 9307500 -0.025808 . . ID=B11385;delta=0.0203503157895;pvalue=0.792393502688;tad_sep=-0.025808 -chrX HiCExplorer boundary 9347500 9352500 -0.04654875 . . ID=B11394;delta=0.0371823421053;pvalue=0.837426996635;tad_sep=-0.04654875 -chrX HiCExplorer boundary 9447500 9452500 -0.06873975 . . ID=B11414;delta=0.0272680394737;pvalue=0.687250892464;tad_sep=-0.06873975 -chrX HiCExplorer boundary 9612500 9617500 -0.03547875 . . ID=B11447;delta=0.0109698026316;pvalue=0.942467587414;tad_sep=-0.03547875 -chrX HiCExplorer boundary 9717500 9722500 -0.06873975 . . ID=B11468;delta=0.0596912105263;pvalue=0.895299182937;tad_sep=-0.06873975 -chrX HiCExplorer boundary 9842500 9847500 -0.0527935 . . ID=B11493;delta=0.0359892631579;pvalue=0.895299182937;tad_sep=-0.0527935 -chrX HiCExplorer boundary 9972500 9977500 -0.02916575 . . ID=B11519;delta=0.0568566578947;pvalue=0.968958523945;tad_sep=-0.02916575 -chrX HiCExplorer boundary 10047500 10052500 -0.018568 . . ID=B11534;delta=0.0163319605263;pvalue=1.0;tad_sep=-0.018568 -chrX HiCExplorer boundary 10082500 10087500 -0.0322145 . . ID=B11541;delta=0.0219629342105;pvalue=0.821981766725;tad_sep=-0.0322145 -chrX HiCExplorer boundary 10107500 10112500 -0.023041 . . ID=B11546;delta=0.0199642631579;pvalue=0.952607136958;tad_sep=-0.023041 -chrX HiCExplorer boundary 10202500 10207500 -0.05810275 . . ID=B11565;delta=0.0410938684211;pvalue=0.952607136958;tad_sep=-0.05810275 -chrX HiCExplorer boundary 10357500 10362500 -0.04351825 . . ID=B11596;delta=0.0360890394737;pvalue=0.976857396003;tad_sep=-0.04351825 -chrX HiCExplorer boundary 10387500 10392500 -0.03859725 . . ID=B11602;delta=0.0124011052632;pvalue=0.976857396003;tad_sep=-0.03859725 -chrX HiCExplorer boundary 10422500 10427500 -0.03685 . . ID=B11609;delta=0.0157409736842;pvalue=0.629924754225;tad_sep=-0.03685 -chrX HiCExplorer boundary 10537500 10542500 0.00410225 . . ID=B11632;delta=0.0199113289474;pvalue=0.885233914473;tad_sep=0.00410225 -chrX HiCExplorer boundary 10567500 10572500 -0.02050525 . . ID=B11638;delta=0.0210386973684;pvalue=0.762561852482;tad_sep=-0.02050525 -chrX HiCExplorer boundary 10602500 10607500 -0.06873975 . . ID=B11645;delta=0.0649365131579;pvalue=0.840191861109;tad_sep=-0.06873975 -chrX HiCExplorer boundary 10682500 10687500 -0.06873975 . . ID=B11661;delta=0.04562225;pvalue=0.719803587206;tad_sep=-0.06873975 -chrX HiCExplorer boundary 10737500 10742500 -0.06873975 . . ID=B11672;delta=0.01795475;pvalue=0.724573190385;tad_sep=-0.06873975 -chrX HiCExplorer boundary 10872500 10877500 0.11662475 . . ID=B11699;delta=0.0345992894737;pvalue=0.503284935456;tad_sep=0.11662475 -chrX HiCExplorer boundary 10967500 10972500 -0.0460075 . . ID=B11718;delta=0.0375731052632;pvalue=0.780421633919;tad_sep=-0.0460075 -chrX HiCExplorer boundary 11002500 11007500 -0.0559375 . . ID=B11725;delta=0.0151797236842;pvalue=1.0;tad_sep=-0.0559375 -chrX HiCExplorer boundary 11042500 11047500 -0.05131975 . . ID=B11733;delta=0.0227102105263;pvalue=0.697168589232;tad_sep=-0.05131975 -chrX HiCExplorer boundary 11127500 11132500 0.01917425 . . ID=B11750;delta=0.0626680789474;pvalue=0.894179956649;tad_sep=0.01917425 -chrX HiCExplorer boundary 11227500 11232500 -0.06873975 . . ID=B11770;delta=0.0353124473684;pvalue=0.588324336368;tad_sep=-0.06873975 -chrX HiCExplorer boundary 11397500 11402500 -0.06873975 . . ID=B11804;delta=0.0289592105263;pvalue=0.877418070449;tad_sep=-0.06873975 -chrX HiCExplorer boundary 11442500 11447500 -0.064487 . . ID=B11813;delta=0.0201685526316;pvalue=0.852380256644;tad_sep=-0.064487 -chrX HiCExplorer boundary 11497500 11502500 -0.05644675 . . ID=B11824;delta=0.0250730657895;pvalue=0.859043556389;tad_sep=-0.05644675 -chrX HiCExplorer boundary 11602500 11607500 -0.05218875 . . ID=B11845;delta=0.0281292105263;pvalue=0.740013931639;tad_sep=-0.05218875 -chrX HiCExplorer boundary 11692500 11697500 -0.029158 . . ID=B11863;delta=0.0524943026316;pvalue=0.739479702935;tad_sep=-0.029158 -chrX HiCExplorer boundary 11792500 11797500 -0.06188775 . . ID=B11883;delta=0.0844575;pvalue=0.780964705423;tad_sep=-0.06188775 -chrX HiCExplorer boundary 11857500 11862500 -0.0183045 . . ID=B11896;delta=0.0190954210526;pvalue=0.93177486805;tad_sep=-0.0183045 -chrX HiCExplorer boundary 11892500 11897500 -0.03791275 . . ID=B11903;delta=0.0321099078947;pvalue=0.757712419737;tad_sep=-0.03791275 -chrX HiCExplorer boundary 12022500 12027500 0.01906975 . . ID=B11929;delta=0.0676919605263;pvalue=0.684130038461;tad_sep=0.01906975 -chrX HiCExplorer boundary 12067500 12072500 0.0859775 . . ID=B11938;delta=0.012673;pvalue=0.976857396003;tad_sep=0.0859775 -chrX HiCExplorer boundary 12122500 12127500 0.066812 . . ID=B11949;delta=0.0514341184211;pvalue=0.884116663159;tad_sep=0.066812 -chrX HiCExplorer boundary 12187500 12192500 -0.00168175 . . ID=B11962;delta=0.0495887894737;pvalue=0.795667201573;tad_sep=-0.00168175 -chrX HiCExplorer boundary 12202500 12207500 0.0174975 . . ID=B11965;delta=0.0172954078947;pvalue=0.795667201573;tad_sep=0.0174975 -chrX HiCExplorer boundary 12302500 12307500 -0.026357 . . ID=B11985;delta=0.0313076973684;pvalue=0.839085676693;tad_sep=-0.026357 -chrX HiCExplorer boundary 12332500 12337500 -0.0275515 . . ID=B11991;delta=0.0190655921053;pvalue=0.836321610737;tad_sep=-0.0275515 -chrX HiCExplorer boundary 12407500 12412500 -0.0323165 . . ID=B12006;delta=0.0402999078947;pvalue=0.906502546578;tad_sep=-0.0323165 -chrX HiCExplorer boundary 12477500 12482500 -0.06873975 . . ID=B12020;delta=0.0438834342105;pvalue=0.847389659687;tad_sep=-0.06873975 -chrX HiCExplorer boundary 12662500 12667500 -0.03599575 . . ID=B12057;delta=0.0993422368421;pvalue=0.320523790744;tad_sep=-0.03599575 -chrX HiCExplorer boundary 12692500 12697500 -0.03229275 . . ID=B12063;delta=0.0526928552632;pvalue=0.334858923762;tad_sep=-0.03229275 -chrX HiCExplorer boundary 12807500 12812500 -0.042259 . . ID=B12086;delta=0.0906123684211;pvalue=0.742686952054;tad_sep=-0.042259 -chrX HiCExplorer boundary 12877500 12882500 0.08867225 . . ID=B12100;delta=0.0656710657895;pvalue=0.681533438626;tad_sep=0.08867225 -chrX HiCExplorer boundary 12962500 12967500 0.0322335 . . ID=B12117;delta=0.0847379210526;pvalue=0.679458869642;tad_sep=0.0322335 -chrX HiCExplorer boundary 13287500 13292500 -0.0590395 . . ID=B12182;delta=0.0524042105263;pvalue=0.656290246007;tad_sep=-0.0590395 -chrX HiCExplorer boundary 13467500 13472500 -0.044019 . . ID=B12218;delta=0.0924831447368;pvalue=0.510077491805;tad_sep=-0.044019 -chrX HiCExplorer boundary 13562500 13567500 -0.03122825 . . ID=B12237;delta=0.0154605394737;pvalue=0.877418070449;tad_sep=-0.03122825 -chrX HiCExplorer boundary 13612500 13617500 -0.0307365 . . ID=B12247;delta=0.0206723552632;pvalue=1.0;tad_sep=-0.0307365 -chrX HiCExplorer boundary 13672500 13677500 -0.06389025 . . ID=B12259;delta=0.0277672894737;pvalue=0.840745071835;tad_sep=-0.06389025 -chrX HiCExplorer boundary 13742500 13747500 -0.06873975 . . ID=B12273;delta=0.0174732631579;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 13952500 13957500 -0.06873975 . . ID=B12315;delta=0.0430195263158;pvalue=0.762561852482;tad_sep=-0.06873975 -chrX HiCExplorer boundary 14022500 14027500 -0.00795425 . . ID=B12329;delta=0.0273202368421;pvalue=0.859043556389;tad_sep=-0.00795425 -chrX HiCExplorer boundary 14077500 14082500 -0.06873975 . . ID=B12340;delta=0.0498649605263;pvalue=0.762561852482;tad_sep=-0.06873975 -chrX HiCExplorer boundary 14152500 14157500 -0.06873975 . . ID=B12355;delta=0.0317841184211;pvalue=0.668092447654;tad_sep=-0.06873975 -chrX HiCExplorer boundary 14267500 14272500 -0.0394785 . . ID=B12378;delta=0.0520495394737;pvalue=0.668092447654;tad_sep=-0.0394785 -chrX HiCExplorer boundary 14327500 14332500 0.0111925 . . ID=B12390;delta=0.0197114078947;pvalue=0.693508568174;tad_sep=0.0111925 -chrX HiCExplorer boundary 14442500 14447500 -0.04285925 . . ID=B12413;delta=0.0408657763158;pvalue=0.641024435809;tad_sep=-0.04285925 -chrX HiCExplorer boundary 14467500 14472500 -0.051823 . . ID=B12418;delta=0.0165030921053;pvalue=0.810442609181;tad_sep=-0.051823 -chrX HiCExplorer boundary 14577500 14582500 -0.030981 . . ID=B12440;delta=0.0382161315789;pvalue=0.93177486805;tad_sep=-0.030981 -chrX HiCExplorer boundary 14612500 14617500 -0.0260965 . . ID=B12447;delta=0.0337525526316;pvalue=0.772829992684;tad_sep=-0.0260965 -chrX HiCExplorer boundary 14707500 14712500 -0.05253775 . . ID=B12466;delta=0.0399561315789;pvalue=0.580546608196;tad_sep=-0.05253775 -chrX HiCExplorer boundary 14787500 14792500 -0.03941575 . . ID=B12482;delta=0.0647817368421;pvalue=0.697692027562;tad_sep=-0.03941575 -chrX HiCExplorer boundary 14867500 14872500 -0.01640775 . . ID=B12498;delta=0.0572930789474;pvalue=0.836321610737;tad_sep=-0.01640775 -chrX HiCExplorer boundary 14927500 14932500 0.002938 . . ID=B12510;delta=0.0235151973684;pvalue=0.696645295002;tad_sep=0.002938 -chrX HiCExplorer boundary 15017500 15022500 -0.05592925 . . ID=B12528;delta=0.0372005263158;pvalue=0.877418070449;tad_sep=-0.05592925 -chrX HiCExplorer boundary 15187500 15192500 -0.037579 . . ID=B12562;delta=0.0110917105263;pvalue=0.994354717862;tad_sep=-0.037579 -chrX HiCExplorer boundary 15327500 15332500 -0.055358 . . ID=B12590;delta=0.0563246052632;pvalue=0.762561852482;tad_sep=-0.055358 -chrX HiCExplorer boundary 15367500 15372500 0.0201255 . . ID=B12598;delta=0.0151386052632;pvalue=0.854600210659;tad_sep=0.0201255 -chrX HiCExplorer boundary 15462500 15467500 0.022054 . . ID=B12617;delta=0.0252665;pvalue=0.762561852482;tad_sep=0.022054 -chrX HiCExplorer boundary 15507500 15512500 0.00462025 . . ID=B12626;delta=0.0131853026316;pvalue=0.94359377394;tad_sep=0.00462025 -chrX HiCExplorer boundary 15557500 15562500 -0.02515625 . . ID=B12636;delta=0.0169816710526;pvalue=0.909306385793;tad_sep=-0.02515625 -chrX HiCExplorer boundary 15592500 15597500 -0.055358 . . ID=B12643;delta=0.0271713157895;pvalue=0.700835671195;tad_sep=-0.055358 -chrX HiCExplorer boundary 15672500 15677500 -0.055358 . . ID=B12659;delta=0.0305991052632;pvalue=0.839085676693;tad_sep=-0.055358 -chrX HiCExplorer boundary 15782500 15787500 -0.0136345 . . ID=B12681;delta=0.0465268421053;pvalue=0.684649808077;tad_sep=-0.0136345 -chrX HiCExplorer boundary 15847500 15852500 -0.02515625 . . ID=B12694;delta=0.0401320789474;pvalue=0.970650909483;tad_sep=-0.02515625 -chrX HiCExplorer boundary 15887500 15892500 -0.02846175 . . ID=B12702;delta=0.0314051447368;pvalue=0.896418617673;tad_sep=-0.02846175 -chrX HiCExplorer boundary 15957500 15962500 -0.06431825 . . ID=B12716;delta=0.0471750526316;pvalue=0.894179956649;tad_sep=-0.06431825 -chrX HiCExplorer boundary 15982500 15987500 -0.06333325 . . ID=B12721;delta=0.0305521052632;pvalue=0.894179956649;tad_sep=-0.06333325 -chrX HiCExplorer boundary 16077500 16082500 0.00608 . . ID=B12740;delta=0.0119196710526;pvalue=0.894179956649;tad_sep=0.00608 -chrX HiCExplorer boundary 16117500 16122500 -0.0038205 . . ID=B12748;delta=0.0174428815789;pvalue=0.882441218892;tad_sep=-0.0038205 -chrX HiCExplorer boundary 16162500 16167500 -0.02050525 . . ID=B12757;delta=0.0214926710526;pvalue=0.794575565796;tad_sep=-0.02050525 -chrX HiCExplorer boundary 16197500 16202500 -0.032883 . . ID=B12764;delta=0.0284690921053;pvalue=0.932899871545;tad_sep=-0.032883 -chrX HiCExplorer boundary 16332500 16337500 -0.06873975 . . ID=B12791;delta=0.0442314210526;pvalue=0.828041661967;tad_sep=-0.06873975 -chrX HiCExplorer boundary 16452500 16457500 -0.06873975 . . ID=B12815;delta=0.0414756578947;pvalue=0.828041661967;tad_sep=-0.06873975 -chrX HiCExplorer boundary 16942500 16947500 -0.03257175 . . ID=B12913;delta=0.0492879210526;pvalue=0.680495851917;tad_sep=-0.03257175 -chrX HiCExplorer boundary 16997500 17002500 -0.01836725 . . ID=B12924;delta=0.0131421973684;pvalue=0.894179956649;tad_sep=-0.01836725 -chrX HiCExplorer boundary 17107500 17112500 -0.014774 . . ID=B12946;delta=0.02585625;pvalue=0.942467587414;tad_sep=-0.014774 -chrX HiCExplorer boundary 17177500 17182500 -0.04194125 . . ID=B12960;delta=0.03178;pvalue=0.884675260152;tad_sep=-0.04194125 -chrX HiCExplorer boundary 17202500 17207500 -0.0331705 . . ID=B12965;delta=0.0134079868421;pvalue=0.843512300001;tad_sep=-0.0331705 -chrX HiCExplorer boundary 17262500 17267500 -0.05161625 . . ID=B12977;delta=0.0523009605263;pvalue=0.776623146347;tad_sep=-0.05161625 -chrX HiCExplorer boundary 17392500 17397500 0.026895 . . ID=B13003;delta=0.0324031578947;pvalue=0.75126134396;tad_sep=0.026895 -chrX HiCExplorer boundary 17427500 17432500 -0.01271725 . . ID=B13010;delta=0.0433583684211;pvalue=0.836321610737;tad_sep=-0.01271725 -chrX HiCExplorer boundary 17522500 17527500 -0.06388975 . . ID=B13029;delta=0.0393549342105;pvalue=0.830799570346;tad_sep=-0.06388975 -chrX HiCExplorer boundary 17632500 17637500 -0.001567 . . ID=B13051;delta=0.0236230526316;pvalue=0.962190455764;tad_sep=-0.001567 -chrX HiCExplorer boundary 17712500 17717500 -0.06295675 . . ID=B13067;delta=0.0542892105263;pvalue=0.756636054163;tad_sep=-0.06295675 -chrX HiCExplorer boundary 17802500 17807500 0.0374145 . . ID=B13085;delta=0.0408210394737;pvalue=0.821981766725;tad_sep=0.0374145 -chrX HiCExplorer boundary 17852500 17857500 0.036681 . . ID=B13095;delta=0.0323809605263;pvalue=0.840745071835;tad_sep=0.036681 -chrX HiCExplorer boundary 17892500 17897500 0.02818375 . . ID=B13103;delta=0.0355770394737;pvalue=0.832455318542;tad_sep=0.02818375 -chrX HiCExplorer boundary 17942500 17947500 0.02332775 . . ID=B13113;delta=0.0593948815789;pvalue=0.724042702305;tad_sep=0.02332775 -chrX HiCExplorer boundary 18052500 18057500 -0.04913325 . . ID=B13135;delta=0.0409656578947;pvalue=0.54380656388;tad_sep=-0.04913325 -chrX HiCExplorer boundary 18207500 18212500 -0.015514 . . ID=B13166;delta=0.0176780394737;pvalue=0.926151939522;tad_sep=-0.015514 -chrX HiCExplorer boundary 18267500 18272500 -0.059908 . . ID=B13178;delta=0.0292000394737;pvalue=0.942467587414;tad_sep=-0.059908 -chrX HiCExplorer boundary 18387500 18392500 -0.06873975 . . ID=B13202;delta=0.0108477894737;pvalue=0.724573190385;tad_sep=-0.06873975 -chrX HiCExplorer boundary 18532500 18537500 -0.06873975 . . ID=B13231;delta=0.0348343947368;pvalue=0.80222534679;tad_sep=-0.06873975 -chrX HiCExplorer boundary 18632500 18637500 -0.04284475 . . ID=B13251;delta=0.0389528947368;pvalue=0.839085676693;tad_sep=-0.04284475 -chrX HiCExplorer boundary 18687500 18692500 -0.05764275 . . ID=B13262;delta=0.0303443421053;pvalue=0.80222534679;tad_sep=-0.05764275 -chrX HiCExplorer boundary 18747500 18752500 -0.063632 . . ID=B13274;delta=0.0284500526316;pvalue=1.0;tad_sep=-0.063632 -chrX HiCExplorer boundary 18912500 18917500 -0.01725275 . . ID=B13307;delta=0.0766452105263;pvalue=0.70924367601;tad_sep=-0.01725275 -chrX HiCExplorer boundary 19022500 19027500 -0.0192025 . . ID=B13329;delta=0.0317173552632;pvalue=0.906502546578;tad_sep=-0.0192025 -chrX HiCExplorer boundary 19072500 19077500 -0.036954 . . ID=B13339;delta=0.0449934605263;pvalue=0.772829992684;tad_sep=-0.036954 -chrX HiCExplorer boundary 19172500 19177500 -0.06873975 . . ID=B13359;delta=0.0300331315789;pvalue=0.780964705423;tad_sep=-0.06873975 -chrX HiCExplorer boundary 19367500 19372500 -0.06873975 . . ID=B13398;delta=0.0424456578947;pvalue=0.906502546578;tad_sep=-0.06873975 -chrX HiCExplorer boundary 19477500 19482500 -0.05727125 . . ID=B13420;delta=0.0319100263158;pvalue=0.906502546578;tad_sep=-0.05727125 -chrX HiCExplorer boundary 19562500 19567500 -0.06873975 . . ID=B13437;delta=0.0250552236842;pvalue=0.93177486805;tad_sep=-0.06873975 -chrX HiCExplorer boundary 19677500 19682500 -0.0568755 . . ID=B13460;delta=0.0150890789474;pvalue=0.968958523945;tad_sep=-0.0568755 -chrX HiCExplorer boundary 19847500 19852500 -0.05478675 . . ID=B13494;delta=0.0247071973684;pvalue=0.859043556389;tad_sep=-0.05478675 -chrX HiCExplorer boundary 19907500 19912500 -0.06873975 . . ID=B13506;delta=0.0207847105263;pvalue=1.0;tad_sep=-0.06873975 -chrX HiCExplorer boundary 19942500 19947500 -0.06873975 . . ID=B13513;delta=0.0195454868421;pvalue=0.738411622809;tad_sep=-0.06873975 -chrX HiCExplorer boundary 20022500 20027500 -0.01962325 . . ID=B13529;delta=0.0107536842105;pvalue=0.952607136958;tad_sep=-0.01962325 -chrX HiCExplorer boundary 20067500 20072500 -0.05764525 . . ID=B13538;delta=0.0332988552632;pvalue=0.694030993139;tad_sep=-0.05764525 -chrX HiCExplorer boundary 20217500 20222500 -0.06873975 . . ID=B13568;delta=0.0512197105263;pvalue=0.829144572945;tad_sep=-0.06873975 -chrX HiCExplorer boundary 20387500 20392500 -0.04103925 . . ID=B13602;delta=0.0592633947368;pvalue=0.676351566639;tad_sep=-0.04103925 -chrX HiCExplorer boundary 20452500 20457500 0.03779075 . . ID=B13615;delta=0.0247614210526;pvalue=0.810442609181;tad_sep=0.03779075 -chrX HiCExplorer boundary 20487500 20492500 0.04029475 . . ID=B13622;delta=0.0335860526316;pvalue=0.675317019299;tad_sep=0.04029475 -chrX HiCExplorer boundary 20567500 20572500 0.01527775 . . ID=B13638;delta=0.0686547105263;pvalue=0.603529083356;tad_sep=0.01527775 -chrX HiCExplorer boundary 20672500 20677500 -0.02371025 . . ID=B13659;delta=0.0845415526316;pvalue=0.735743634396;tad_sep=-0.02371025 -chrX HiCExplorer boundary 20702500 20707500 -0.0014335 . . ID=B13665;delta=0.0264125;pvalue=0.604516073488;tad_sep=-0.0014335 -chrX HiCExplorer boundary 20762500 20767500 -0.026365 . . ID=B13677;delta=0.0441832236842;pvalue=1.0;tad_sep=-0.026365 -chrX HiCExplorer boundary 20817500 20822500 -0.03530925 . . ID=B13688;delta=0.0268478552632;pvalue=0.885233914473;tad_sep=-0.03530925 -chrX HiCExplorer boundary 20847500 20852500 -0.0243455 . . ID=B13694;delta=0.0145328157895;pvalue=0.93571296184;tad_sep=-0.0243455 -chrX HiCExplorer boundary 20897500 20902500 -0.06873975 . . ID=B13704;delta=0.0378221447368;pvalue=0.716101411028;tad_sep=-0.06873975 -chrX HiCExplorer boundary 20927500 20932500 -0.064119 . . ID=B13710;delta=0.0392574473684;pvalue=0.828593075219;tad_sep=-0.064119 -chrX HiCExplorer boundary 20982500 20987500 -0.03381725 . . ID=B13721;delta=0.0353504736842;pvalue=0.640012001175;tad_sep=-0.03381725 -chrX HiCExplorer boundary 21187500 21192500 -0.022185 . . ID=B13762;delta=0.0316771052632;pvalue=0.882999642256;tad_sep=-0.022185 -chrX HiCExplorer boundary 21262500 21267500 -0.06873975 . . ID=B13777;delta=0.0197892763158;pvalue=0.696122145095;tad_sep=-0.06873975 -chrX HiCExplorer boundary 21387500 21392500 -0.063632 . . ID=B13802;delta=0.0151043157895;pvalue=0.852380256644;tad_sep=-0.063632 -chrX HiCExplorer boundary 21507500 21512500 -0.06873975 . . ID=B13826;delta=0.0143047368421;pvalue=0.999435467123;tad_sep=-0.06873975 -chrX HiCExplorer boundary 21927500 21932500 -0.05764525 . . ID=B13910;delta=0.04677825;pvalue=0.906502546578;tad_sep=-0.05764525 -chrX HiCExplorer boundary 22017500 22022500 -0.0279065 . . ID=B13928;delta=0.0763420263158;pvalue=0.890264337956;tad_sep=-0.0279065 -chrX HiCExplorer boundary 22112500 22117500 -0.00088375 . . ID=B13947;delta=0.0690037631579;pvalue=0.598605037449;tad_sep=-0.00088375 -chrX HiCExplorer boundary 22272500 22277500 -0.02033775 . . ID=B13979;delta=0.0895868421053;pvalue=0.617910669268;tad_sep=-0.02033775 -chr2R HiCExplorer boundary 92500 97500 -0.064355 . . ID=B14030;delta=0.010314;pvalue=0.000641416814844;tad_sep=-0.064355 -chr2R HiCExplorer boundary 157500 162500 -0.09549125 . . ID=B14043;delta=0.0119785394737;pvalue=0.961626566306;tad_sep=-0.09549125 -chr2R HiCExplorer boundary 202500 207500 -0.09544475 . . ID=B14052;delta=0.0108389342105;pvalue=0.929525272146;tad_sep=-0.09544475 -chr2R HiCExplorer boundary 292500 297500 -0.10955875 . . ID=B14070;delta=0.0157893157895;pvalue=0.929525272146;tad_sep=-0.10955875 -chr2R HiCExplorer boundary 492500 497500 -0.06407475 . . ID=B14110;delta=0.0314643552632;pvalue=0.753947209129;tad_sep=-0.06407475 -chr2R HiCExplorer boundary 577500 582500 -0.09939775 . . ID=B14127;delta=0.0358605526316;pvalue=0.686210012319;tad_sep=-0.09939775 -chr2R HiCExplorer boundary 617500 622500 -0.105582 . . ID=B14135;delta=0.0171385131579;pvalue=0.745363078748;tad_sep=-0.105582 -chr2R HiCExplorer boundary 727500 732500 -0.083229 . . ID=B14157;delta=0.0590366973684;pvalue=0.671184977141;tad_sep=-0.083229 -chr2R HiCExplorer boundary 837500 842500 -0.068971 . . ID=B14179;delta=0.0265897105263;pvalue=0.778793063037;tad_sep=-0.068971 -chr2R HiCExplorer boundary 877500 882500 -0.07297475 . . ID=B14187;delta=0.0199473421053;pvalue=0.694030993139;tad_sep=-0.07297475 -chr2R HiCExplorer boundary 977500 982500 -0.0917465 . . ID=B14207;delta=0.0263741052632;pvalue=0.767420623706;tad_sep=-0.0917465 -chr2R HiCExplorer boundary 1062500 1067500 -0.0921445 . . ID=B14224;delta=0.0238562631579;pvalue=0.858487890958;tad_sep=-0.0921445 -chr2R HiCExplorer boundary 1112500 1117500 -0.09623225 . . ID=B14234;delta=0.0266849210526;pvalue=0.929525272146;tad_sep=-0.09623225 -chr2R HiCExplorer boundary 1222500 1227500 -0.0945825 . . ID=B14256;delta=0.0243593684211;pvalue=0.929525272146;tad_sep=-0.0945825 -chr2R HiCExplorer boundary 1312500 1317500 -0.106689 . . ID=B14274;delta=0.0410409210526;pvalue=0.554658808155;tad_sep=-0.106689 -chr2R HiCExplorer boundary 1437500 1442500 -0.03268775 . . ID=B14299;delta=0.0213044736842;pvalue=0.820881096483;tad_sep=-0.03268775 -chr2R HiCExplorer boundary 1507500 1512500 -0.088113 . . ID=B14313;delta=0.0189384078947;pvalue=0.906502546578;tad_sep=-0.088113 -chr2R HiCExplorer boundary 1662500 1667500 -0.01964725 . . ID=B14344;delta=0.0275082105263;pvalue=0.816481962267;tad_sep=-0.01964725 -chr2R HiCExplorer boundary 1707500 1712500 0.0019615 . . ID=B14353;delta=0.0266853026316;pvalue=0.545216062779;tad_sep=0.0019615 -chr2R HiCExplorer boundary 1737500 1742500 0.03608825 . . ID=B14359;delta=0.0217964736842;pvalue=0.612934558939;tad_sep=0.03608825 -chr2R HiCExplorer boundary 1877500 1882500 -0.05367375 . . ID=B14387;delta=0.0295392631579;pvalue=0.548511929512;tad_sep=-0.05367375 -chr2R HiCExplorer boundary 1982500 1987500 -0.02962375 . . ID=B14408;delta=0.0375732105263;pvalue=0.673249765374;tad_sep=-0.02962375 -chr2R HiCExplorer boundary 2037500 2042500 -0.0417505 . . ID=B14419;delta=0.0504190394737;pvalue=0.965010181125;tad_sep=-0.0417505 -chr2R HiCExplorer boundary 2102500 2107500 -0.0951475 . . ID=B14432;delta=0.0804040657895;pvalue=0.774996850942;tad_sep=-0.0951475 -chr2R HiCExplorer boundary 2377500 2382500 -0.08858475 . . ID=B14487;delta=0.0188068157895;pvalue=0.688292365759;tad_sep=-0.08858475 -chr2R HiCExplorer boundary 2457500 2462500 -0.05676875 . . ID=B14503;delta=0.0196731973684;pvalue=0.689334430456;tad_sep=-0.05676875 -chr2R HiCExplorer boundary 2527500 2532500 -0.0802925 . . ID=B14517;delta=0.0344699210526;pvalue=0.626410332056;tad_sep=-0.0802925 -chr2R HiCExplorer boundary 2577500 2582500 -0.05817075 . . ID=B14527;delta=0.0155188552632;pvalue=0.906502546578;tad_sep=-0.05817075 -chr2R HiCExplorer boundary 2647500 2652500 0.0085065 . . ID=B14541;delta=0.0102306315789;pvalue=0.438067505481;tad_sep=0.0085065 -chr2R HiCExplorer boundary 2762500 2767500 0.03997525 . . ID=B14564;delta=0.0613966447368;pvalue=0.630427501536;tad_sep=0.03997525 -chr2R HiCExplorer boundary 2857500 2862500 -0.03639025 . . ID=B14583;delta=0.0435790921053;pvalue=0.383766076253;tad_sep=-0.03639025 -chr2R HiCExplorer boundary 2877500 2882500 0.0069545 . . ID=B14587;delta=0.0119808026316;pvalue=0.519208284106;tad_sep=0.0069545 -chr2R HiCExplorer boundary 2947500 2952500 -0.02647325 . . ID=B14601;delta=0.0611591447368;pvalue=0.923341840181;tad_sep=-0.02647325 -chr2R HiCExplorer boundary 3082500 3087500 -0.0731445 . . ID=B14628;delta=0.0453795263158;pvalue=0.769583028235;tad_sep=-0.0731445 -chr2R HiCExplorer boundary 3172500 3177500 -0.05878075 . . ID=B14646;delta=0.0601328289474;pvalue=0.446894599764;tad_sep=-0.05878075 -chr2R HiCExplorer boundary 3287500 3292500 -0.01696725 . . ID=B14669;delta=0.0704540526316;pvalue=0.44858735068;tad_sep=-0.01696725 -chr2R HiCExplorer boundary 3372500 3377500 -0.0744495 . . ID=B14686;delta=0.0796887236842;pvalue=0.572335931493;tad_sep=-0.0744495 -chr2R HiCExplorer boundary 3412500 3417500 -0.05353175 . . ID=B14694;delta=0.0237790921053;pvalue=0.775538840139;tad_sep=-0.05353175 -chr2R HiCExplorer boundary 3472500 3477500 -0.05957825 . . ID=B14706;delta=0.0240736710526;pvalue=0.542867906068;tad_sep=-0.05957825 -chr2R HiCExplorer boundary 3512500 3517500 -0.06716425 . . ID=B14714;delta=0.0385475131579;pvalue=0.823633428612;tad_sep=-0.06716425 -chr2R HiCExplorer boundary 3592500 3597500 -0.084495 . . ID=B14730;delta=0.0338947631579;pvalue=0.431824304065;tad_sep=-0.084495 -chr2R HiCExplorer boundary 3612500 3617500 -0.0779385 . . ID=B14734;delta=0.0264066052632;pvalue=0.730949297622;tad_sep=-0.0779385 -chr2R HiCExplorer boundary 3662500 3667500 -0.08312075 . . ID=B14744;delta=0.0266816315789;pvalue=0.840745071835;tad_sep=-0.08312075 -chr2R HiCExplorer boundary 3712500 3717500 -0.100358 . . ID=B14754;delta=0.0296936842105;pvalue=0.431824304065;tad_sep=-0.100358 -chr2R HiCExplorer boundary 3782500 3787500 -0.06729025 . . ID=B14768;delta=0.0199609342105;pvalue=0.823082787462;tad_sep=-0.06729025 -chr2R HiCExplorer boundary 3807500 3812500 -0.0448405 . . ID=B14773;delta=0.0166922894737;pvalue=0.611445184401;tad_sep=-0.0448405 -chr2R HiCExplorer boundary 3847500 3852500 -0.038473 . . ID=B14781;delta=0.016875;pvalue=0.920532697273;tad_sep=-0.038473 -chr2R HiCExplorer boundary 3887500 3892500 -0.06617275 . . ID=B14789;delta=0.0384382368421;pvalue=0.952607136958;tad_sep=-0.06617275 -chr2R HiCExplorer boundary 3957500 3962500 -0.072878 . . ID=B14803;delta=0.0262881578947;pvalue=0.335923813152;tad_sep=-0.072878 -chr2R HiCExplorer boundary 3987500 3992500 -0.0701055 . . ID=B14809;delta=0.0379024605263;pvalue=0.560362585691;tad_sep=-0.0701055 -chr2R HiCExplorer boundary 4042500 4047500 -0.06933775 . . ID=B14820;delta=0.0433306184211;pvalue=0.843512300001;tad_sep=-0.06933775 -chr2R HiCExplorer boundary 4067500 4072500 -0.06263575 . . ID=B14825;delta=0.0446831710526;pvalue=0.758250778884;tad_sep=-0.06263575 -chr2R HiCExplorer boundary 4142500 4147500 0.009935 . . ID=B14840;delta=0.0150736447368;pvalue=0.928962960442;tad_sep=0.009935 -chr2R HiCExplorer boundary 4167500 4172500 -0.00889125 . . ID=B14845;delta=0.0396048026316;pvalue=0.70766443797;tad_sep=-0.00889125 -chr2R HiCExplorer boundary 4252500 4257500 -0.00908825 . . ID=B14862;delta=0.0349468026316;pvalue=0.564180826031;tad_sep=-0.00908825 -chr2R HiCExplorer boundary 4272500 4277500 -0.00831525 . . ID=B14866;delta=0.0420537368421;pvalue=0.710824164452;tad_sep=-0.00831525 -chr2R HiCExplorer boundary 4317500 4322500 0.035654 . . ID=B14875;delta=0.0319080657895;pvalue=0.646096600549;tad_sep=0.035654 -chr2R HiCExplorer boundary 4467500 4472500 -0.0553405 . . ID=B14905;delta=0.0431309342105;pvalue=0.846835522646;tad_sep=-0.0553405 -chr2R HiCExplorer boundary 4537500 4542500 -0.04982025 . . ID=B14919;delta=0.0209377631579;pvalue=0.947536300048;tad_sep=-0.04982025 -chr2R HiCExplorer boundary 4652500 4657500 -0.0096625 . . ID=B14942;delta=0.0506329210526;pvalue=0.40417604689;tad_sep=-0.0096625 -chr2R HiCExplorer boundary 4772500 4777500 0.032808 . . ID=B14966;delta=0.0252868157895;pvalue=0.557507146289;tad_sep=0.032808 -chr2R HiCExplorer boundary 4827500 4832500 -0.01447775 . . ID=B14977;delta=0.0329667105263;pvalue=0.793484332155;tad_sep=-0.01447775 -chr2R HiCExplorer boundary 4872500 4877500 -0.05841325 . . ID=B14986;delta=0.0364065394737;pvalue=0.715573070743;tad_sep=-0.05841325 -chr2R HiCExplorer boundary 4912500 4917500 -0.057465 . . ID=B14994;delta=0.0175948684211;pvalue=0.617412263454;tad_sep=-0.057465 -chr2R HiCExplorer boundary 4982500 4987500 -0.064272 . . ID=B15008;delta=0.0165351447368;pvalue=0.975728828663;tad_sep=-0.064272 -chr2R HiCExplorer boundary 5057500 5062500 -0.100123 . . ID=B15023;delta=0.0310953026316;pvalue=0.715573070743;tad_sep=-0.100123 -chr2R HiCExplorer boundary 5192500 5197500 0.003422 . . ID=B15050;delta=0.0532003026316;pvalue=0.971779240407;tad_sep=0.003422 -chr2R HiCExplorer boundary 5327500 5332500 -0.01467775 . . ID=B15077;delta=0.0189341973684;pvalue=0.652204968359;tad_sep=-0.01467775 -chr2R HiCExplorer boundary 5352500 5357500 -0.02147775 . . ID=B15082;delta=0.0246206710526;pvalue=0.633951514652;tad_sep=-0.02147775 -chr2R HiCExplorer boundary 5447500 5452500 -0.0567315 . . ID=B15101;delta=0.0399166842105;pvalue=0.828593075219;tad_sep=-0.0567315 -chr2R HiCExplorer boundary 5542500 5547500 -0.0327795 . . ID=B15120;delta=0.0255043815789;pvalue=0.836321610737;tad_sep=-0.0327795 -chr2R HiCExplorer boundary 5577500 5582500 -0.03009575 . . ID=B15127;delta=0.0257633552632;pvalue=0.861822925535;tad_sep=-0.03009575 -chr2R HiCExplorer boundary 5717500 5722500 -0.0983935 . . ID=B15155;delta=0.0409238815789;pvalue=0.371525589432;tad_sep=-0.0983935 -chr2R HiCExplorer boundary 5842500 5847500 -0.0755875 . . ID=B15180;delta=0.0216493157895;pvalue=0.628417541253;tad_sep=-0.0755875 -chr2R HiCExplorer boundary 5997500 6002500 -0.09680125 . . ID=B15211;delta=0.0443662236842;pvalue=0.65782488728;tad_sep=-0.09680125 -chr2R HiCExplorer boundary 6117500 6122500 -0.038396 . . ID=B15235;delta=0.0760511315789;pvalue=0.669638012248;tad_sep=-0.038396 -chr2R HiCExplorer boundary 6282500 6287500 0.01654825 . . ID=B15268;delta=0.182434039474;pvalue=0.0718646855175;tad_sep=0.01654825 -chr2R HiCExplorer boundary 6302500 6307500 0.017505 . . ID=B15272;delta=0.0992660263158;pvalue=0.0208821416749;tad_sep=0.017505 -chr2R HiCExplorer boundary 6452500 6457500 -0.02162925 . . ID=B15302;delta=0.0463667368421;pvalue=0.341280911091;tad_sep=-0.02162925 -chr2R HiCExplorer boundary 6497500 6502500 -0.071321 . . ID=B15311;delta=0.0747160526316;pvalue=0.234294157335;tad_sep=-0.071321 -chr2R HiCExplorer boundary 6627500 6632500 -0.05926 . . ID=B15337;delta=0.0486527236842;pvalue=0.627915480558;tad_sep=-0.05926 -chr2R HiCExplorer boundary 6717500 6722500 -0.08033825 . . ID=B15355;delta=0.0281675921053;pvalue=0.683610418438;tad_sep=-0.08033825 -chr2R HiCExplorer boundary 6782500 6787500 -0.1052695 . . ID=B15368;delta=0.0271314605263;pvalue=0.839085676693;tad_sep=-0.1052695 -chr2R HiCExplorer boundary 6867500 6872500 -0.06038725 . . ID=B15385;delta=0.0170512368421;pvalue=0.92277993397;tad_sep=-0.06038725 -chr2R HiCExplorer boundary 6892500 6897500 -0.07233 . . ID=B15390;delta=0.0395918157895;pvalue=0.690377084803;tad_sep=-0.07233 -chr2R HiCExplorer boundary 7022500 7027500 0.0061175 . . ID=B15416;delta=0.0317305263158;pvalue=0.673766348228;tad_sep=0.0061175 -chr2R HiCExplorer boundary 7047500 7052500 0.00824475 . . ID=B15421;delta=0.0450894868421;pvalue=0.683610418438;tad_sep=0.00824475 -chr2R HiCExplorer boundary 7182500 7187500 -0.07265075 . . ID=B15448;delta=0.0208728684211;pvalue=0.694553563534;tad_sep=-0.07265075 -chr2R HiCExplorer boundary 7297500 7302500 -0.0765185 . . ID=B15471;delta=0.0376985394737;pvalue=0.480992627684;tad_sep=-0.0765185 -chr2R HiCExplorer boundary 7472500 7477500 0.00986175 . . ID=B15506;delta=0.0740931842105;pvalue=0.55323731256;tad_sep=0.00986175 -chr2R HiCExplorer boundary 7557500 7562500 -0.06929 . . ID=B15523;delta=0.0326622763158;pvalue=0.129813708286;tad_sep=-0.06929 -chr2R HiCExplorer boundary 7597500 7602500 -0.0675465 . . ID=B15531;delta=0.050307;pvalue=0.612934558939;tad_sep=-0.0675465 -chr2R HiCExplorer boundary 7732500 7737500 -0.03059125 . . ID=B15558;delta=0.0711280921053;pvalue=0.588324336368;tad_sep=-0.03059125 -chr2R HiCExplorer boundary 7787500 7792500 -0.04697575 . . ID=B15569;delta=0.0744993421053;pvalue=0.327815325165;tad_sep=-0.04697575 -chr2R HiCExplorer boundary 7907500 7912500 0.01008175 . . ID=B15593;delta=0.0241285921053;pvalue=0.371147018017;tad_sep=0.01008175 -chr2R HiCExplorer boundary 8022500 8027500 -0.079754 . . ID=B15616;delta=0.0418609473684;pvalue=0.726165447308;tad_sep=-0.079754 -chr2R HiCExplorer boundary 8132500 8137500 0.0761755 . . ID=B15638;delta=0.0231715921053;pvalue=0.72775888836;tad_sep=0.0761755 -chr2R HiCExplorer boundary 8212500 8217500 0.0145305 . . ID=B15654;delta=0.0587794342105;pvalue=0.77716546286;tad_sep=0.0145305 -chr2R HiCExplorer boundary 8222500 8227500 0.04205975 . . ID=B15656;delta=0.01562975;pvalue=0.670153511906;tad_sep=0.04205975 -chr2R HiCExplorer boundary 8322500 8327500 -0.06201275 . . ID=B15676;delta=0.0310592763158;pvalue=0.918286094978;tad_sep=-0.06201275 -chr2R HiCExplorer boundary 8337500 8342500 -0.06089675 . . ID=B15679;delta=0.0304573947368;pvalue=0.701360111993;tad_sep=-0.06089675 -chr2R HiCExplorer boundary 8552500 8557500 -0.08516325 . . ID=B15722;delta=0.0533072894737;pvalue=0.152533415779;tad_sep=-0.08516325 -chr2R HiCExplorer boundary 8637500 8642500 -0.05181275 . . ID=B15739;delta=0.0525643157895;pvalue=0.534922051357;tad_sep=-0.05181275 -chr2R HiCExplorer boundary 8712500 8717500 -0.07001 . . ID=B15754;delta=0.0734599078947;pvalue=0.7480422818;tad_sep=-0.07001 -chr2R HiCExplorer boundary 8827500 8832500 -0.09537375 . . ID=B15777;delta=0.0555874605263;pvalue=0.565615888816;tad_sep=-0.09537375 -chr2R HiCExplorer boundary 8947500 8952500 -0.102756 . . ID=B15801;delta=0.0634902105263;pvalue=0.565615888816;tad_sep=-0.102756 -chr2R HiCExplorer boundary 9037500 9042500 -0.05077875 . . ID=B15819;delta=0.0150904736842;pvalue=0.844619734419;tad_sep=-0.05077875 -chr2R HiCExplorer boundary 9107500 9112500 -0.0870745 . . ID=B15833;delta=0.0833541578947;pvalue=0.473537578022;tad_sep=-0.0870745 -chr2R HiCExplorer boundary 9227500 9232500 0.0546225 . . ID=B15857;delta=0.0767537763158;pvalue=0.602049958109;tad_sep=0.0546225 -chr2R HiCExplorer boundary 9297500 9302500 -0.07234375 . . ID=B15871;delta=0.0719618157895;pvalue=0.602049958109;tad_sep=-0.07234375 -chr2R HiCExplorer boundary 9437500 9442500 -0.01500425 . . ID=B15899;delta=0.0349064210526;pvalue=0.537719760535;tad_sep=-0.01500425 -chr2R HiCExplorer boundary 9497500 9502500 -0.04233375 . . ID=B15911;delta=0.0503811842105;pvalue=0.847389659687;tad_sep=-0.04233375 -chr2R HiCExplorer boundary 9687500 9692500 -0.04501625 . . ID=B15949;delta=0.0561226447368;pvalue=0.580546608196;tad_sep=-0.04501625 -chr2R HiCExplorer boundary 9752500 9757500 0.00135075 . . ID=B15962;delta=0.0375080789474;pvalue=0.936275677356;tad_sep=0.00135075 -chr2R HiCExplorer boundary 9837500 9842500 -0.05264025 . . ID=B15979;delta=0.0765140394737;pvalue=0.511441735329;tad_sep=-0.05264025 -chr2R HiCExplorer boundary 9907500 9912500 -0.06264125 . . ID=B15993;delta=0.0664534736842;pvalue=0.34235885803;tad_sep=-0.06264125 -chr2R HiCExplorer boundary 10057500 10062500 -0.09217875 . . ID=B16023;delta=0.0443538421053;pvalue=0.793484332155;tad_sep=-0.09217875 -chr2R HiCExplorer boundary 10182500 10187500 -0.097835 . . ID=B16048;delta=0.0277776447368;pvalue=0.794029898581;tad_sep=-0.097835 -chr2R HiCExplorer boundary 10207500 10212500 -0.0976975 . . ID=B16053;delta=0.0267071184211;pvalue=0.360644376149;tad_sep=-0.0976975 -chr2R HiCExplorer boundary 10387500 10392500 -0.0279585 . . ID=B16089;delta=0.0497453684211;pvalue=0.394676522044;tad_sep=-0.0279585 -chr2R HiCExplorer boundary 10407500 10412500 -0.0029855 . . ID=B16093;delta=0.0366163684211;pvalue=0.353624889238;tad_sep=-0.0029855 -chr2R HiCExplorer boundary 10507500 10512500 -0.04224275 . . ID=B16113;delta=0.0763410263158;pvalue=0.713461073851;tad_sep=-0.04224275 -chr2R HiCExplorer boundary 10602500 10607500 -0.05759525 . . ID=B16132;delta=0.0672646973684;pvalue=0.625407762959;tad_sep=-0.05759525 -chr2R HiCExplorer boundary 10677500 10682500 -0.05716625 . . ID=B16147;delta=0.0284194210526;pvalue=0.77608093869;tad_sep=-0.05716625 -chr2R HiCExplorer boundary 10727500 10732500 -0.046105 . . ID=B16157;delta=0.0165343157895;pvalue=0.979114667409;tad_sep=-0.046105 -chr2R HiCExplorer boundary 10792500 10797500 -0.0852145 . . ID=B16170;delta=0.0334241710526;pvalue=0.687771555077;tad_sep=-0.0852145 -chr2R HiCExplorer boundary 10912500 10917500 -0.06458275 . . ID=B16194;delta=0.0415255394737;pvalue=0.87574477366;tad_sep=-0.06458275 -chr2R HiCExplorer boundary 11012500 11017500 0.02882475 . . ID=B16214;delta=0.0124382763158;pvalue=0.84406597868;tad_sep=0.02882475 -chr2R HiCExplorer boundary 11047500 11052500 0.01121875 . . ID=B16221;delta=0.0112435394737;pvalue=0.677386725285;tad_sep=0.01121875 -chr2R HiCExplorer boundary 11077500 11082500 -0.0504035 . . ID=B16227;delta=0.0507040921053;pvalue=0.480552333374;tad_sep=-0.0504035 -chr2R HiCExplorer boundary 11112500 11117500 -0.0388235 . . ID=B16234;delta=0.0176121315789;pvalue=0.820881096483;tad_sep=-0.0388235 -chr2R HiCExplorer boundary 11167500 11172500 -0.06728375 . . ID=B16245;delta=0.0367484210526;pvalue=0.823633428612;tad_sep=-0.06728375 -chr2R HiCExplorer boundary 11212500 11217500 -0.0353375 . . ID=B16254;delta=0.0161431184211;pvalue=0.353257850603;tad_sep=-0.0353375 -chr2R HiCExplorer boundary 11322500 11327500 0.03372075 . . ID=B16276;delta=0.0544085657895;pvalue=0.92277993397;tad_sep=0.03372075 -chr2R HiCExplorer boundary 11372500 11377500 0.01379025 . . ID=B16286;delta=0.0152078289474;pvalue=0.620904792174;tad_sep=0.01379025 -chr2R HiCExplorer boundary 11417500 11422500 -0.0516025 . . ID=B16295;delta=0.0433259078947;pvalue=0.982500882462;tad_sep=-0.0516025 -chr2R HiCExplorer boundary 11502500 11507500 -0.07983725 . . ID=B16312;delta=0.0206867105263;pvalue=0.772288553997;tad_sep=-0.07983725 -chr2R HiCExplorer boundary 11587500 11592500 -0.063507 . . ID=B16329;delta=0.0229390263158;pvalue=0.930087619038;tad_sep=-0.063507 -chr2R HiCExplorer boundary 11657500 11662500 -0.0660395 . . ID=B16343;delta=0.017373;pvalue=0.839085676693;tad_sep=-0.0660395 -chr2R HiCExplorer boundary 11712500 11717500 -0.07628875 . . ID=B16354;delta=0.0388248289474;pvalue=0.0441206226047;tad_sep=-0.07628875 -chr2R HiCExplorer boundary 11832500 11837500 -0.03699875 . . ID=B16378;delta=0.105964605263;pvalue=0.0587804885693;tad_sep=-0.03699875 -chr2R HiCExplorer boundary 11882500 11887500 -0.0252265 . . ID=B16388;delta=0.0432831973684;pvalue=0.572335931493;tad_sep=-0.0252265 -chr2R HiCExplorer boundary 11987500 11992500 -0.08639 . . ID=B16409;delta=0.0410246710526;pvalue=0.209930804073;tad_sep=-0.08639 -chr2R HiCExplorer boundary 12022500 12027500 -0.09129175 . . ID=B16416;delta=0.0230268552632;pvalue=0.836321610737;tad_sep=-0.09129175 -chr2R HiCExplorer boundary 12102500 12107500 -0.0914255 . . ID=B16432;delta=0.0385541578947;pvalue=0.268166166368;tad_sep=-0.0914255 -chr2R HiCExplorer boundary 12257500 12262500 -0.0480015 . . ID=B16463;delta=0.0448083289474;pvalue=0.551817604834;tad_sep=-0.0480015 -chr2R HiCExplorer boundary 12342500 12347500 -0.0352425 . . ID=B16480;delta=0.0311217763158;pvalue=0.734677328768;tad_sep=-0.0352425 -chr2R HiCExplorer boundary 12447500 12452500 -0.10245475 . . ID=B16501;delta=0.0461174868421;pvalue=0.480112258763;tad_sep=-0.10245475 -chr2R HiCExplorer boundary 12577500 12582500 0.055233 . . ID=B16527;delta=0.0676103684211;pvalue=0.790758020759;tad_sep=0.055233 -chr2R HiCExplorer boundary 12667500 12672500 -0.06795725 . . ID=B16545;delta=0.0813860921053;pvalue=0.157254276204;tad_sep=-0.06795725 -chr2R HiCExplorer boundary 12757500 12762500 -0.01657725 . . ID=B16563;delta=0.0387903815789;pvalue=0.388030121903;tad_sep=-0.01657725 -chr2R HiCExplorer boundary 12902500 12907500 -0.09266575 . . ID=B16592;delta=0.121315552632;pvalue=0.434731359795;tad_sep=-0.09266575 -chr2R HiCExplorer boundary 12987500 12992500 -0.06561475 . . ID=B16609;delta=0.0516466447368;pvalue=0.72775888836;tad_sep=-0.06561475 -chr2R HiCExplorer boundary 13182500 13187500 0.008407 . . ID=B16648;delta=0.0619873684211;pvalue=0.289516431719;tad_sep=0.008407 -chr2R HiCExplorer boundary 13292500 13297500 -0.0677165 . . ID=B16670;delta=0.0400711710526;pvalue=0.58881203894;tad_sep=-0.0677165 -chr2R HiCExplorer boundary 13312500 13317500 -0.0643875 . . ID=B16674;delta=0.0201242763158;pvalue=0.607976227949;tad_sep=-0.0643875 -chr2R HiCExplorer boundary 13337500 13342500 -0.058182 . . ID=B16679;delta=0.0230416184211;pvalue=0.719274299986;tad_sep=-0.058182 -chr2R HiCExplorer boundary 13422500 13427500 -0.09635975 . . ID=B16696;delta=0.0605098026316;pvalue=0.460968111475;tad_sep=-0.09635975 -chr2R HiCExplorer boundary 13472500 13477500 -0.0909975 . . ID=B16706;delta=0.0294346447368;pvalue=0.377997904893;tad_sep=-0.0909975 -chr2R HiCExplorer boundary 13557500 13562500 -0.0814595 . . ID=B16723;delta=0.0405436710526;pvalue=0.858487890958;tad_sep=-0.0814595 -chr2R HiCExplorer boundary 13607500 13612500 -0.09870575 . . ID=B16733;delta=0.0287720921053;pvalue=0.457533779782;tad_sep=-0.09870575 -chr2R HiCExplorer boundary 13697500 13702500 -0.06323075 . . ID=B16751;delta=0.0191993815789;pvalue=0.858487890958;tad_sep=-0.06323075 -chr2R HiCExplorer boundary 13732500 13737500 -0.05482225 . . ID=B16758;delta=0.0170303947368;pvalue=0.76634009891;tad_sep=-0.05482225 -chr2R HiCExplorer boundary 13797500 13802500 -0.011235 . . ID=B16771;delta=0.0182408026316;pvalue=0.611445184401;tad_sep=-0.011235 -chr2R HiCExplorer boundary 13817500 13822500 0.0146155 . . ID=B16775;delta=0.0157767368421;pvalue=0.884116663159;tad_sep=0.0146155 -chr2R HiCExplorer boundary 13932500 13937500 -0.03533975 . . ID=B16798;delta=0.0783513289474;pvalue=0.765800006742;tad_sep=-0.03533975 -chr2R HiCExplorer boundary 14012500 14017500 -0.05749125 . . ID=B16814;delta=0.0508054473684;pvalue=0.807701151472;tad_sep=-0.05749125 -chr2R HiCExplorer boundary 14062500 14067500 -0.069061 . . ID=B16824;delta=0.0417594473684;pvalue=0.696645295002;tad_sep=-0.069061 -chr2R HiCExplorer boundary 14152500 14157500 -0.01348325 . . ID=B16842;delta=0.0360695657895;pvalue=0.684649808077;tad_sep=-0.01348325 -chr2R HiCExplorer boundary 14302500 14307500 -0.09570725 . . ID=B16872;delta=0.0342454868421;pvalue=0.369635127462;tad_sep=-0.09570725 -chr2R HiCExplorer boundary 14427500 14432500 -0.07362225 . . ID=B16897;delta=0.0332734868421;pvalue=0.34235885803;tad_sep=-0.07362225 -chr2R HiCExplorer boundary 14452500 14457500 -0.080418 . . ID=B16902;delta=0.0178730789474;pvalue=0.688813324292;tad_sep=-0.080418 -chr2R HiCExplorer boundary 14547500 14552500 -0.095424 . . ID=B16921;delta=0.0168158421053;pvalue=0.730417237717;tad_sep=-0.095424 -chr2R HiCExplorer boundary 14707500 14712500 -0.0489125 . . ID=B16953;delta=0.0405487631579;pvalue=0.828041661967;tad_sep=-0.0489125 -chr2R HiCExplorer boundary 14822500 14827500 0.08591525 . . ID=B16976;delta=0.0400833947368;pvalue=0.789668210617;tad_sep=0.08591525 -chr2R HiCExplorer boundary 14877500 14882500 0.096862 . . ID=B16987;delta=0.0195734868421;pvalue=0.699787217442;tad_sep=0.096862 -chr2R HiCExplorer boundary 14912500 14917500 0.0737195 . . ID=B16994;delta=0.0428213815789;pvalue=0.636473765098;tad_sep=0.0737195 -chr2R HiCExplorer boundary 15012500 15017500 -0.04937725 . . ID=B17014;delta=0.0475708947368;pvalue=0.945283264456;tad_sep=-0.04937725 -chr2R HiCExplorer boundary 15092500 15097500 -0.050505 . . ID=B17030;delta=0.0360190394737;pvalue=0.511896906157;tad_sep=-0.050505 -chr2R HiCExplorer boundary 15222500 15227500 -0.072802 . . ID=B17056;delta=0.04561025;pvalue=0.666033882935;tad_sep=-0.072802 -chr2R HiCExplorer boundary 15272500 15277500 -0.052163 . . ID=B17066;delta=0.0104476447368;pvalue=0.884116663159;tad_sep=-0.052163 -chr2R HiCExplorer boundary 15302500 15307500 -0.08587325 . . ID=B17072;delta=0.0361501052632;pvalue=0.885233914473;tad_sep=-0.08587325 -chr2R HiCExplorer boundary 15357500 15362500 -0.08366225 . . ID=B17083;delta=0.0313249473684;pvalue=0.854045113518;tad_sep=-0.08366225 -chr2R HiCExplorer boundary 15502500 15507500 -0.06912925 . . ID=B17112;delta=0.0601346052632;pvalue=0.750724531176;tad_sep=-0.06912925 -chr2R HiCExplorer boundary 15602500 15607500 -0.0945555 . . ID=B17132;delta=0.0309280394737;pvalue=0.780421633919;tad_sep=-0.0945555 -chr2R HiCExplorer boundary 15787500 15792500 -0.03865975 . . ID=B17169;delta=0.0609389342105;pvalue=0.565615888816;tad_sep=-0.03865975 -chr2R HiCExplorer boundary 15917500 15922500 -0.04639775 . . ID=B17195;delta=0.0363998684211;pvalue=0.893620422361;tad_sep=-0.04639775 -chr2R HiCExplorer boundary 15972500 15977500 -0.0266515 . . ID=B17206;delta=0.0347357894737;pvalue=0.729885307511;tad_sep=-0.0266515 -chr2R HiCExplorer boundary 16067500 16072500 -0.01434275 . . ID=B17225;delta=0.0444103947368;pvalue=0.635464357049;tad_sep=-0.01434275 -chr2R HiCExplorer boundary 16147500 16152500 -0.039879 . . ID=B17241;delta=0.0457233289474;pvalue=0.963318291139;tad_sep=-0.039879 -chr2R HiCExplorer boundary 16212500 16217500 -0.07338725 . . ID=B17254;delta=0.0434158684211;pvalue=0.876860243609;tad_sep=-0.07338725 -chr2R HiCExplorer boundary 16252500 16257500 -0.03524825 . . ID=B17262;delta=0.0121091578947;pvalue=0.840191861109;tad_sep=-0.03524825 -chr2R HiCExplorer boundary 16322500 16327500 -0.01918775 . . ID=B17276;delta=0.0262067105263;pvalue=0.746970233336;tad_sep=-0.01918775 -chr2R HiCExplorer boundary 16467500 16472500 -0.08082325 . . ID=B17305;delta=0.0182983947368;pvalue=0.713988867979;tad_sep=-0.08082325 -chr2R HiCExplorer boundary 16562500 16567500 -0.0710545 . . ID=B17324;delta=0.0405061973684;pvalue=0.831903319494;tad_sep=-0.0710545 -chr2R HiCExplorer boundary 16597500 16602500 -0.03869725 . . ID=B17331;delta=0.0193777894737;pvalue=0.756098048223;tad_sep=-0.03869725 -chr2R HiCExplorer boundary 16712500 16717500 -0.017405 . . ID=B17354;delta=0.0279782368421;pvalue=0.857376770648;tad_sep=-0.017405 -chr2R HiCExplorer boundary 16747500 16752500 -0.0596635 . . ID=B17361;delta=0.0528248421053;pvalue=0.415430043797;tad_sep=-0.0596635 -chr2R HiCExplorer boundary 16842500 16847500 -0.0392095 . . ID=B17380;delta=0.0473634605263;pvalue=0.736810449392;tad_sep=-0.0392095 -chr2R HiCExplorer boundary 16912500 16917500 -0.04303925 . . ID=B17394;delta=0.01715025;pvalue=0.917724545617;tad_sep=-0.04303925 -chr2R HiCExplorer boundary 16972500 16977500 -0.0984415 . . ID=B17406;delta=0.0294938157895;pvalue=0.883558123769;tad_sep=-0.0984415 -chr2R HiCExplorer boundary 17047500 17052500 -0.08768675 . . ID=B17421;delta=0.0281064736842;pvalue=0.719803587206;tad_sep=-0.08768675 -chr2R HiCExplorer boundary 17142500 17147500 -0.06926 . . ID=B17440;delta=0.0233314736842;pvalue=0.763101258064;tad_sep=-0.06926 -chr2R HiCExplorer boundary 17172500 17177500 -0.0896475 . . ID=B17446;delta=0.0266604868421;pvalue=0.557031929213;tad_sep=-0.0896475 -chr2R HiCExplorer boundary 17267500 17272500 -0.033435 . . ID=B17465;delta=0.0340290394737;pvalue=0.395069619286;tad_sep=-0.033435 -chr2R HiCExplorer boundary 17292500 17297500 0.00201275 . . ID=B17470;delta=0.0203118026316;pvalue=0.460108180186;tad_sep=0.00201275 -chr2R HiCExplorer boundary 17367500 17372500 -0.0170355 . . ID=B17485;delta=0.0424701710526;pvalue=0.382222653175;tad_sep=-0.0170355 -chr2R HiCExplorer boundary 17417500 17422500 -0.0013115 . . ID=B17495;delta=0.0572210526316;pvalue=0.700311372937;tad_sep=-0.0013115 -chr2R HiCExplorer boundary 17542500 17547500 -0.10955875 . . ID=B17520;delta=0.0260888947368;pvalue=0.473101033446;tad_sep=-0.10955875 -chr2R HiCExplorer boundary 17572500 17577500 -0.10955875 . . ID=B17526;delta=0.0101761052632;pvalue=0.42317101861;tad_sep=-0.10955875 -chr2R HiCExplorer boundary 17597500 17602500 -0.10419925 . . ID=B17531;delta=0.0329917631579;pvalue=0.382993888375;tad_sep=-0.10419925 -chr2R HiCExplorer boundary 17677500 17682500 -0.010073 . . ID=B17547;delta=0.0457707631579;pvalue=0.764180414119;tad_sep=-0.010073 -chr2R HiCExplorer boundary 17772500 17777500 0.03911875 . . ID=B17566;delta=0.0591233157895;pvalue=0.946973001109;tad_sep=0.03911875 -chr2R HiCExplorer boundary 17827500 17832500 0.11165925 . . ID=B17577;delta=0.0326386578947;pvalue=0.790758020759;tad_sep=0.11165925 -chr2R HiCExplorer boundary 17957500 17962500 -0.095325 . . ID=B17603;delta=0.0798622105263;pvalue=0.19735199654;tad_sep=-0.095325 -chr2R HiCExplorer boundary 18117500 18122500 -0.02804525 . . ID=B17635;delta=0.0243099473684;pvalue=0.834664138398;tad_sep=-0.02804525 -chr2R HiCExplorer boundary 18152500 18157500 -0.0307365 . . ID=B17642;delta=0.0150870394737;pvalue=0.834111810413;tad_sep=-0.0307365 -chr2R HiCExplorer boundary 18192500 18197500 -0.01803875 . . ID=B17650;delta=0.0383547105263;pvalue=0.56945127204;tad_sep=-0.01803875 -chr2R HiCExplorer boundary 18297500 18302500 0.04134725 . . ID=B17671;delta=0.0389502631579;pvalue=0.523805121084;tad_sep=0.04134725 -chr2R HiCExplorer boundary 18387500 18392500 -0.04366925 . . ID=B17689;delta=0.03129525;pvalue=0.734144367558;tad_sep=-0.04366925 -chr2R HiCExplorer boundary 18427500 18432500 -0.0664675 . . ID=B17697;delta=0.0350106842105;pvalue=0.948099625213;tad_sep=-0.0664675 -chr2R HiCExplorer boundary 18482500 18487500 -0.05165725 . . ID=B17708;delta=0.0391574342105;pvalue=0.754484740717;tad_sep=-0.05165725 -chr2R HiCExplorer boundary 18582500 18587500 -0.053443 . . ID=B17728;delta=0.0524730921053;pvalue=0.501932180394;tad_sep=-0.053443 -chr2R HiCExplorer boundary 18687500 18692500 -0.0469615 . . ID=B17749;delta=0.0651140657895;pvalue=0.617910669268;tad_sep=-0.0469615 -chr2R HiCExplorer boundary 18812500 18817500 -0.075967 . . ID=B17774;delta=0.0179985657895;pvalue=0.888587028967;tad_sep=-0.075967 -chr2R HiCExplorer boundary 18842500 18847500 -0.09439325 . . ID=B17780;delta=0.0372341973684;pvalue=0.554658808155;tad_sep=-0.09439325 -chr2R HiCExplorer boundary 18947500 18952500 -0.0463415 . . ID=B17801;delta=0.072962;pvalue=0.579093663016;tad_sep=-0.0463415 -chr2R HiCExplorer boundary 19012500 19017500 0.000571 . . ID=B17814;delta=0.0615424605263;pvalue=0.809345745023;tad_sep=0.000571 -chr2R HiCExplorer boundary 19147500 19152500 -0.02951825 . . ID=B17841;delta=0.0225781052632;pvalue=0.693508568174;tad_sep=-0.02951825 -chr2R HiCExplorer boundary 19247500 19252500 -0.02837425 . . ID=B17861;delta=0.0399539473684;pvalue=0.879649983887;tad_sep=-0.02837425 -chr2R HiCExplorer boundary 19272500 19277500 -0.04698875 . . ID=B17866;delta=0.0366013947368;pvalue=0.655779020646;tad_sep=-0.04698875 -chr2R HiCExplorer boundary 19317500 19322500 -0.0316155 . . ID=B17875;delta=0.0560023157895;pvalue=0.805509682601;tad_sep=-0.0316155 -chr2R HiCExplorer boundary 19432500 19437500 -0.0901405 . . ID=B17898;delta=0.0427040394737;pvalue=0.72033300878;tad_sep=-0.0901405 -chr2R HiCExplorer boundary 19577500 19582500 -0.10713375 . . ID=B17927;delta=0.0512304342105;pvalue=0.848498159879;tad_sep=-0.10713375 -chr2R HiCExplorer boundary 19742500 19747500 -0.06872475 . . ID=B17960;delta=0.0471736973684;pvalue=0.437649683822;tad_sep=-0.06872475 -chr2R HiCExplorer boundary 19782500 19787500 -0.10457925 . . ID=B17968;delta=0.0410219342105;pvalue=0.730949297622;tad_sep=-0.10457925 -chr2R HiCExplorer boundary 19922500 19927500 -0.06192675 . . ID=B17996;delta=0.0444636184211;pvalue=0.753409796735;tad_sep=-0.06192675 -chr2R HiCExplorer boundary 20012500 20017500 -0.0657535 . . ID=B18014;delta=0.0386990131579;pvalue=0.633951514652;tad_sep=-0.0657535 -chr2R HiCExplorer boundary 20062500 20067500 -0.08050375 . . ID=B18024;delta=0.03992325;pvalue=0.470921635803;tad_sep=-0.08050375 -chr2R HiCExplorer boundary 20157500 20162500 -0.04011575 . . ID=B18043;delta=0.0455056052632;pvalue=0.693508568174;tad_sep=-0.04011575 -chr2R HiCExplorer boundary 20292500 20297500 0.01231975 . . ID=B18070;delta=0.0235447368421;pvalue=0.757712419737;tad_sep=0.01231975 -chr2R HiCExplorer boundary 20312500 20317500 0.025472 . . ID=B18074;delta=0.0125917236842;pvalue=0.738411622809;tad_sep=0.025472 -chr2R HiCExplorer boundary 20407500 20412500 -0.10180525 . . ID=B18093;delta=0.0300883421053;pvalue=0.843512300001;tad_sep=-0.10180525 -chr2R HiCExplorer boundary 20557500 20562500 0.02603975 . . ID=B18123;delta=0.0428810131579;pvalue=0.502382884845;tad_sep=0.02603975 -chr2R HiCExplorer boundary 20667500 20672500 -0.03642025 . . ID=B18145;delta=0.0653733815789;pvalue=0.319834930231;tad_sep=-0.03642025 -chr2R HiCExplorer boundary 20752500 20757500 0.00627525 . . ID=B18162;delta=0.0228636578947;pvalue=0.745363078748;tad_sep=0.00627525 -chr2R HiCExplorer boundary 20812500 20817500 -0.0747365 . . ID=B18174;delta=0.0503171315789;pvalue=0.667062852012;tad_sep=-0.0747365 -chr2R HiCExplorer boundary 20937500 20942500 -0.03499775 . . ID=B18199;delta=0.0184185131579;pvalue=0.876302477922;tad_sep=-0.03499775 -chr2R HiCExplorer boundary 20972500 20977500 -0.0417235 . . ID=B18206;delta=0.0486367763158;pvalue=0.65424631262;tad_sep=-0.0417235 -chr2R HiCExplorer boundary 21072500 21077500 0.08961725 . . ID=B18226;delta=0.129759171053;pvalue=0.00523566118257;tad_sep=0.08961725 -chr3R HiCExplorer boundary 47500 52500 -0.08774025 . . ID=B18251;delta=0.0580890263158;pvalue=nan;tad_sep=-0.08774025 -chr3R HiCExplorer boundary 162500 167500 -0.03304825 . . ID=B18274;delta=0.0243945;pvalue=0.917163037297;tad_sep=-0.03304825 -chr3R HiCExplorer boundary 227500 232500 -0.09286 . . ID=B18287;delta=0.0494490789474;pvalue=0.416240922379;tad_sep=-0.09286 -chr3R HiCExplorer boundary 292500 297500 -0.04262225 . . ID=B18300;delta=0.0587860131579;pvalue=0.173195074149;tad_sep=-0.04262225 -chr3R HiCExplorer boundary 467500 472500 -0.0731815 . . ID=B18335;delta=0.0470048684211;pvalue=0.688813324292;tad_sep=-0.0731815 -chr3R HiCExplorer boundary 552500 557500 -0.0679325 . . ID=B18352;delta=0.0362837763158;pvalue=0.512352288263;tad_sep=-0.0679325 -chr3R HiCExplorer boundary 617500 622500 -0.0291485 . . ID=B18365;delta=0.0162078684211;pvalue=0.5330609989;tad_sep=-0.0291485 -chr3R HiCExplorer boundary 727500 732500 -0.05753675 . . ID=B18387;delta=0.112295210526;pvalue=0.698215609771;tad_sep=-0.05753675 -chr3R HiCExplorer boundary 852500 857500 -0.02704775 . . ID=B18412;delta=0.0120327894737;pvalue=0.662950751859;tad_sep=-0.02704775 -chr3R HiCExplorer boundary 902500 907500 -0.06788 . . ID=B18422;delta=0.0265915657895;pvalue=0.629422178279;tad_sep=-0.06788 -chr3R HiCExplorer boundary 947500 952500 -0.0839205 . . ID=B18431;delta=0.0205708289474;pvalue=0.516917700851;tad_sep=-0.0839205 -chr3R HiCExplorer boundary 1042500 1047500 -0.06301 . . ID=B18450;delta=0.0273359605263;pvalue=0.803319740316;tad_sep=-0.06301 -chr3R HiCExplorer boundary 1097500 1102500 -0.06367575 . . ID=B18461;delta=0.0295316578947;pvalue=0.859599291646;tad_sep=-0.06367575 -chr3R HiCExplorer boundary 1172500 1177500 -0.02382675 . . ID=B18476;delta=0.0208346710526;pvalue=0.689855684033;tad_sep=-0.02382675 -chr3R HiCExplorer boundary 1257500 1262500 -0.1045525 . . ID=B18493;delta=0.0349668552632;pvalue=0.398618135317;tad_sep=-0.1045525 -chr3R HiCExplorer boundary 1267500 1272500 -0.09907025 . . ID=B18495;delta=0.0222881842105;pvalue=0.490289359944;tad_sep=-0.09907025 -chr3R HiCExplorer boundary 1472500 1477500 -0.095882 . . ID=B18536;delta=0.0357869736842;pvalue=0.863491370904;tad_sep=-0.095882 -chr3R HiCExplorer boundary 1502500 1507500 -0.0750905 . . ID=B18542;delta=0.0208766578947;pvalue=0.872399853275;tad_sep=-0.0750905 -chr3R HiCExplorer boundary 1612500 1617500 -0.0367905 . . ID=B18564;delta=0.03644;pvalue=0.445205488772;tad_sep=-0.0367905 -chr3R HiCExplorer boundary 1637500 1642500 -0.0454785 . . ID=B18569;delta=0.0503815789474;pvalue=0.930087619038;tad_sep=-0.0454785 -chr3R HiCExplorer boundary 1682500 1687500 -0.0291625 . . ID=B18578;delta=0.0322756973684;pvalue=0.881882853951;tad_sep=-0.0291625 -chr3R HiCExplorer boundary 1787500 1792500 -0.062296 . . ID=B18599;delta=0.0338089736842;pvalue=0.8646040066;tad_sep=-0.062296 -chr3R HiCExplorer boundary 1962500 1967500 -0.0262055 . . ID=B18634;delta=0.0275960394737;pvalue=0.67066916694;tad_sep=-0.0262055 -chr3R HiCExplorer boundary 1992500 1997500 -0.049199 . . ID=B18640;delta=0.0310782631579;pvalue=0.283121387476;tad_sep=-0.049199 -chr3R HiCExplorer boundary 2102500 2107500 0.0229605 . . ID=B18662;delta=0.0405673684211;pvalue=0.685169727071;tad_sep=0.0229605 -chr3R HiCExplorer boundary 2142500 2147500 -0.02472475 . . ID=B18670;delta=0.0313286710526;pvalue=0.66912266818;tad_sep=-0.02472475 -chr3R HiCExplorer boundary 2207500 2212500 -0.0475745 . . ID=B18683;delta=0.0343708947368;pvalue=0.795667201573;tad_sep=-0.0475745 -chr3R HiCExplorer boundary 2242500 2247500 -0.02540625 . . ID=B18690;delta=0.0198894605263;pvalue=0.642544340189;tad_sep=-0.02540625 -chr3R HiCExplorer boundary 2272500 2277500 -0.03237 . . ID=B18696;delta=0.0551276973684;pvalue=0.840191861109;tad_sep=-0.03237 -chr3R HiCExplorer boundary 2377500 2382500 0.0675765 . . ID=B18717;delta=0.0393496973684;pvalue=0.412599326935;tad_sep=0.0675765 -chr3R HiCExplorer boundary 2472500 2477500 0.01515975 . . ID=B18736;delta=0.0533255131579;pvalue=0.75932784868;tad_sep=0.01515975 -chr3R HiCExplorer boundary 2487500 2492500 0.01968375 . . ID=B18739;delta=0.0281001578947;pvalue=0.688292365759;tad_sep=0.01968375 -chr3R HiCExplorer boundary 2552500 2557500 -0.011292 . . ID=B18752;delta=0.0235237368421;pvalue=0.637483848478;tad_sep=-0.011292 -chr3R HiCExplorer boundary 2627500 2632500 -0.05659825 . . ID=B18767;delta=0.0427383815789;pvalue=0.753947209129;tad_sep=-0.05659825 -chr3R HiCExplorer boundary 2687500 2692500 -0.03587525 . . ID=B18779;delta=0.0339764736842;pvalue=0.916601570297;tad_sep=-0.03587525 -chr3R HiCExplorer boundary 2762500 2767500 -0.0531635 . . ID=B18794;delta=0.0290895657895;pvalue=0.643051308169;tad_sep=-0.0531635 -chr3R HiCExplorer boundary 2977500 2982500 -0.093939 . . ID=B18837;delta=0.0369274868421;pvalue=0.807153142039;tad_sep=-0.093939 -chr3R HiCExplorer boundary 3047500 3052500 -0.06559725 . . ID=B18851;delta=0.0405063026316;pvalue=0.962190455764;tad_sep=-0.06559725 -chr3R HiCExplorer boundary 3097500 3102500 -0.02800425 . . ID=B18861;delta=0.0327764473684;pvalue=0.297317970951;tad_sep=-0.02800425 -chr3R HiCExplorer boundary 3167500 3172500 0.066972 . . ID=B18875;delta=0.0220534210526;pvalue=0.500581351949;tad_sep=0.066972 -chr3R HiCExplorer boundary 3262500 3267500 -0.053166 . . ID=B18894;delta=0.0690297894737;pvalue=0.566573570441;tad_sep=-0.053166 -chr3R HiCExplorer boundary 3332500 3337500 -0.07855925 . . ID=B18908;delta=0.0517018684211;pvalue=0.461828940372;tad_sep=-0.07855925 -chr3R HiCExplorer boundary 3367500 3372500 -0.053151 . . ID=B18915;delta=0.0314608947368;pvalue=0.864047655054;tad_sep=-0.053151 -chr3R HiCExplorer boundary 3422500 3427500 -0.02916725 . . ID=B18926;delta=0.0442917631579;pvalue=0.809345745023;tad_sep=-0.02916725 -chr3R HiCExplorer boundary 3517500 3522500 -0.0072225 . . ID=B18945;delta=0.0320984605263;pvalue=0.700835671195;tad_sep=-0.0072225 -chr3R HiCExplorer boundary 3567500 3572500 -0.023661 . . ID=B18955;delta=0.0395168157895;pvalue=0.615918103481;tad_sep=-0.023661 -chr3R HiCExplorer boundary 3647500 3652500 -0.02165875 . . ID=B18971;delta=0.0488061973684;pvalue=0.746970233336;tad_sep=-0.02165875 -chr3R HiCExplorer boundary 3707500 3712500 -0.01603825 . . ID=B18983;delta=0.0216524473684;pvalue=0.871285383555;tad_sep=-0.01603825 -chr3R HiCExplorer boundary 3737500 3742500 -0.05471 . . ID=B18989;delta=0.0645618421053;pvalue=0.613431372955;tad_sep=-0.05471 -chr3R HiCExplorer boundary 3827500 3832500 -0.072962 . . ID=B19007;delta=0.0756962236842;pvalue=0.561315971038;tad_sep=-0.072962 -chr3R HiCExplorer boundary 3922500 3927500 -0.08821075 . . ID=B19026;delta=0.0722463815789;pvalue=0.499681871642;tad_sep=-0.08821075 -chr3R HiCExplorer boundary 4042500 4047500 -0.01555925 . . ID=B19050;delta=0.0136495789474;pvalue=0.690898632547;tad_sep=-0.01555925 -chr3R HiCExplorer boundary 4112500 4117500 -0.1055805 . . ID=B19064;delta=0.0204744605263;pvalue=0.496092547559;tad_sep=-0.1055805 -chr3R HiCExplorer boundary 4162500 4167500 -0.11179375 . . ID=B19074;delta=0.0202828026316;pvalue=0.849052522497;tad_sep=-0.11179375 -chr3R HiCExplorer boundary 4257500 4262500 -0.0487275 . . ID=B19093;delta=0.0102237368421;pvalue=0.819230752873;tad_sep=-0.0487275 -chr3R HiCExplorer boundary 4422500 4427500 -0.03174575 . . ID=B19126;delta=0.0700610921053;pvalue=0.556082087459;tad_sep=-0.03174575 -chr3R HiCExplorer boundary 4492500 4497500 -0.04505925 . . ID=B19140;delta=0.0348801842105;pvalue=0.778793063037;tad_sep=-0.04505925 -chr3R HiCExplorer boundary 4592500 4597500 -0.085168 . . ID=B19160;delta=0.0623132894737;pvalue=0.736810449392;tad_sep=-0.085168 -chr3R HiCExplorer boundary 4682500 4687500 -0.081637 . . ID=B19178;delta=0.0427451973684;pvalue=0.734677328768;tad_sep=-0.081637 -chr3R HiCExplorer boundary 4817500 4822500 -0.0984675 . . ID=B19205;delta=0.0494702368421;pvalue=0.75878925528;tad_sep=-0.0984675 -chr3R HiCExplorer boundary 4872500 4877500 -0.094817 . . ID=B19216;delta=0.0464936710526;pvalue=0.874629550503;tad_sep=-0.094817 -chr3R HiCExplorer boundary 4982500 4987500 0.01289125 . . ID=B19238;delta=0.0650487236842;pvalue=0.420717423644;tad_sep=0.01289125 -chr3R HiCExplorer boundary 5052500 5057500 0.03692225 . . ID=B19252;delta=0.07324675;pvalue=0.680495851917;tad_sep=0.03692225 -chr3R HiCExplorer boundary 5212500 5217500 -0.04637 . . ID=B19284;delta=0.0567731184211;pvalue=0.945846483033;tad_sep=-0.04637 -chr3R HiCExplorer boundary 5277500 5282500 -0.060544 . . ID=B19297;delta=0.0188265657895;pvalue=0.674283084976;tad_sep=-0.060544 -chr3R HiCExplorer boundary 5357500 5362500 -0.08234025 . . ID=B19313;delta=0.0161336842105;pvalue=0.785313103101;tad_sep=-0.08234025 -chr3R HiCExplorer boundary 5427500 5432500 -0.08224525 . . ID=B19327;delta=0.0284036184211;pvalue=0.77716546286;tad_sep=-0.08224525 -chr3R HiCExplorer boundary 5452500 5457500 -0.06995975 . . ID=B19332;delta=0.0218348026316;pvalue=0.778250421455;tad_sep=-0.06995975 -chr3R HiCExplorer boundary 5582500 5587500 -0.11469275 . . ID=B19358;delta=0.0544560657895;pvalue=0.505543799474;tad_sep=-0.11469275 -chr3R HiCExplorer boundary 5707500 5712500 -0.044996 . . ID=B19383;delta=0.0379741052632;pvalue=0.578609727674;tad_sep=-0.044996 -chr3R HiCExplorer boundary 5827500 5832500 -0.00554225 . . ID=B19407;delta=0.0419330131579;pvalue=0.773913201609;tad_sep=-0.00554225 -chr3R HiCExplorer boundary 5957500 5962500 -0.08993 . . ID=B19433;delta=0.0667783026316;pvalue=0.635968976559;tad_sep=-0.08993 -chr3R HiCExplorer boundary 6067500 6072500 -0.0810555 . . ID=B19455;delta=0.0205872105263;pvalue=0.239624187844;tad_sep=-0.0810555 -chr3R HiCExplorer boundary 6162500 6167500 -0.10241275 . . ID=B19474;delta=0.0277538684211;pvalue=0.690377084803;tad_sep=-0.10241275 -chr3R HiCExplorer boundary 6272500 6277500 -0.06761875 . . ID=B19496;delta=0.0453285526316;pvalue=0.719274299986;tad_sep=-0.06761875 -chr3R HiCExplorer boundary 6382500 6387500 0.056357 . . ID=B19518;delta=0.0188753157895;pvalue=0.865160425272;tad_sep=0.056357 -chr3R HiCExplorer boundary 6447500 6452500 -0.01331625 . . ID=B19531;delta=0.0450236973684;pvalue=0.918847685102;tad_sep=-0.01331625 -chr3R HiCExplorer boundary 6477500 6482500 -0.002913 . . ID=B19537;delta=0.0231205921053;pvalue=0.525188230653;tad_sep=-0.002913 -chr3R HiCExplorer boundary 6592500 6597500 0.027459 . . ID=B19560;delta=0.0396699605263;pvalue=0.869614158708;tad_sep=0.027459 -chr3R HiCExplorer boundary 6687500 6692500 -0.06199125 . . ID=B19579;delta=0.0420452105263;pvalue=0.582971970572;tad_sep=-0.06199125 -chr3R HiCExplorer boundary 6727500 6732500 -0.0913745 . . ID=B19587;delta=0.0268622894737;pvalue=0.529812055711;tad_sep=-0.0913745 -chr3R HiCExplorer boundary 6872500 6877500 -0.0332115 . . ID=B19616;delta=0.0337919736842;pvalue=0.521504096471;tad_sep=-0.0332115 -chr3R HiCExplorer boundary 7037500 7042500 -0.11112375 . . ID=B19649;delta=0.0101418684211;pvalue=0.874629550503;tad_sep=-0.11112375 -chr3R HiCExplorer boundary 7097500 7102500 -0.0924375 . . ID=B19661;delta=0.0175752105263;pvalue=0.874629550503;tad_sep=-0.0924375 -chr3R HiCExplorer boundary 7172500 7177500 -0.0967015 . . ID=B19676;delta=0.0319715921053;pvalue=0.792938866773;tad_sep=-0.0967015 -chr3R HiCExplorer boundary 7237500 7242500 -0.07084025 . . ID=B19689;delta=0.0266758815789;pvalue=0.408976681408;tad_sep=-0.07084025 -chr3R HiCExplorer boundary 7407500 7412500 -0.0765645 . . ID=B19723;delta=0.0415235;pvalue=0.237650631588;tad_sep=-0.0765645 -chr3R HiCExplorer boundary 7457500 7462500 -0.08356775 . . ID=B19733;delta=0.0290599736842;pvalue=0.496988587062;tad_sep=-0.08356775 -chr3R HiCExplorer boundary 7572500 7577500 -0.06955825 . . ID=B19756;delta=0.05255325;pvalue=0.621904233584;tad_sep=-0.06955825 -chr3R HiCExplorer boundary 7622500 7627500 -0.0166525 . . ID=B19766;delta=0.0146079210526;pvalue=0.928400684206;tad_sep=-0.0166525 -chr3R HiCExplorer boundary 7737500 7742500 -0.09952275 . . ID=B19789;delta=0.0337184078947;pvalue=0.726696463066;tad_sep=-0.09952275 -chr3R HiCExplorer boundary 7802500 7807500 -0.100695 . . ID=B19802;delta=0.0319156052632;pvalue=0.775538840139;tad_sep=-0.100695 -chr3R HiCExplorer boundary 7942500 7947500 0.079666 . . ID=B19830;delta=0.0307349605263;pvalue=0.879649983887;tad_sep=0.079666 -chr3R HiCExplorer boundary 8057500 8062500 0.0213175 . . ID=B19853;delta=0.0288729078947;pvalue=0.780421633919;tad_sep=0.0213175 -chr3R HiCExplorer boundary 8082500 8087500 0.0235365 . . ID=B19858;delta=0.0203863815789;pvalue=0.818130968015;tad_sep=0.0235365 -chr3R HiCExplorer boundary 8172500 8177500 -0.0252505 . . ID=B19876;delta=0.0296097368421;pvalue=0.637989142926;tad_sep=-0.0252505 -chr3R HiCExplorer boundary 8327500 8332500 -0.11469275 . . ID=B19907;delta=0.0216767894737;pvalue=0.749651267793;tad_sep=-0.11469275 -chr3R HiCExplorer boundary 8442500 8447500 -0.0869855 . . ID=B19930;delta=0.0434203684211;pvalue=0.866273462912;tad_sep=-0.0869855 -chr3R HiCExplorer boundary 8552500 8557500 -0.07822175 . . ID=B19952;delta=0.0302444868421;pvalue=0.837426996635;tad_sep=-0.07822175 -chr3R HiCExplorer boundary 8597500 8602500 -0.043304 . . ID=B19961;delta=0.0231101315789;pvalue=0.760944328464;tad_sep=-0.043304 -chr3R HiCExplorer boundary 8692500 8697500 0.0405805 . . ID=B19980;delta=0.0212156973684;pvalue=0.581031302414;tad_sep=0.0405805 -chr3R HiCExplorer boundary 8767500 8772500 -0.069562 . . ID=B19995;delta=0.0823263026316;pvalue=0.934025009086;tad_sep=-0.069562 -chr3R HiCExplorer boundary 8787500 8792500 -0.03371425 . . ID=B19999;delta=0.0347876447368;pvalue=0.600080337238;tad_sep=-0.03371425 -chr3R HiCExplorer boundary 8852500 8857500 -0.0521565 . . ID=B20012;delta=0.0374303815789;pvalue=0.817581209633;tad_sep=-0.0521565 -chr3R HiCExplorer boundary 8947500 8952500 -0.01163375 . . ID=B20031;delta=0.04013;pvalue=0.559886187414;tad_sep=-0.01163375 -chr3R HiCExplorer boundary 9022500 9027500 0.02988525 . . ID=B20046;delta=0.0626820131579;pvalue=0.920532697273;tad_sep=0.02988525 -chr3R HiCExplorer boundary 9152500 9157500 -0.065617 . . ID=B20072;delta=0.0513885394737;pvalue=0.659873320063;tad_sep=-0.065617 -chr3R HiCExplorer boundary 9187500 9192500 -0.10440325 . . ID=B20079;delta=0.0496818815789;pvalue=0.618409251016;tad_sep=-0.10440325 -chr3R HiCExplorer boundary 9442500 9447500 -0.0888795 . . ID=B20130;delta=0.0466086578947;pvalue=0.498783250074;tad_sep=-0.0888795 -chr3R HiCExplorer boundary 9552500 9557500 -0.052408 . . ID=B20152;delta=0.0263842105263;pvalue=0.760405385517;tad_sep=-0.052408 -chr3R HiCExplorer boundary 9647500 9652500 -0.07661675 . . ID=B20171;delta=0.0644135789474;pvalue=0.788578811756;tad_sep=-0.07661675 -chr3R HiCExplorer boundary 9797500 9802500 -0.06576625 . . ID=B20201;delta=0.0594096710526;pvalue=0.669638012248;tad_sep=-0.06576625 -chr3R HiCExplorer boundary 9912500 9917500 -0.098744 . . ID=B20224;delta=0.0567476052632;pvalue=0.338417021474;tad_sep=-0.098744 -chr3R HiCExplorer boundary 10062500 10067500 -0.01751525 . . ID=B20254;delta=0.0225965131579;pvalue=0.925027787244;tad_sep=-0.01751525 -chr3R HiCExplorer boundary 10137500 10142500 -0.073234 . . ID=B20269;delta=0.0461841710526;pvalue=0.851825450096;tad_sep=-0.073234 -chr3R HiCExplorer boundary 10282500 10287500 0.01077775 . . ID=B20298;delta=0.0376809473684;pvalue=0.576675889362;tad_sep=0.01077775 -chr3R HiCExplorer boundary 10437500 10442500 -0.060105 . . ID=B20329;delta=0.0405110921053;pvalue=0.809894130428;tad_sep=-0.060105 -chr3R HiCExplorer boundary 10477500 10482500 -0.0770145 . . ID=B20337;delta=0.0235177105263;pvalue=0.854600210659;tad_sep=-0.0770145 -chr3R HiCExplorer boundary 10512500 10517500 -0.08507825 . . ID=B20344;delta=0.02125525;pvalue=0.707138304216;tad_sep=-0.08507825 -chr3R HiCExplorer boundary 10652500 10657500 0.0767165 . . ID=B20372;delta=0.0520548815789;pvalue=0.86738676581;tad_sep=0.0767165 -chr3R HiCExplorer boundary 10722500 10727500 0.008892 . . ID=B20386;delta=0.0597313684211;pvalue=0.690377084803;tad_sep=0.008892 -chr3R HiCExplorer boundary 10752500 10757500 0.02667225 . . ID=B20392;delta=0.0311344736842;pvalue=0.50509160003;tad_sep=0.02667225 -chr3R HiCExplorer boundary 10917500 10922500 -0.0296155 . . ID=B20425;delta=0.013504;pvalue=0.646096600549;tad_sep=-0.0296155 -chr3R HiCExplorer boundary 10952500 10957500 -0.075882 . . ID=B20432;delta=0.0466767236842;pvalue=0.744827606341;tad_sep=-0.075882 -chr3R HiCExplorer boundary 11027500 11032500 -0.06293775 . . ID=B20447;delta=0.0310873684211;pvalue=0.814833768618;tad_sep=-0.06293775 -chr3R HiCExplorer boundary 11152500 11157500 -0.109499 . . ID=B20472;delta=0.0200299868421;pvalue=0.795121333545;tad_sep=-0.109499 -chr3R HiCExplorer boundary 11292500 11297500 0.021681 . . ID=B20500;delta=0.0305403026316;pvalue=0.472664710412;tad_sep=0.021681 -chr3R HiCExplorer boundary 11317500 11322500 0.02274025 . . ID=B20505;delta=0.0266234736842;pvalue=0.45667744672;tad_sep=0.02274025 -chr3R HiCExplorer boundary 11372500 11377500 0.01457775 . . ID=B20516;delta=0.0234520657895;pvalue=0.808797453222;tad_sep=0.01457775 -chr3R HiCExplorer boundary 11397500 11402500 -0.02120475 . . ID=B20521;delta=0.0706284342105;pvalue=0.721392254069;tad_sep=-0.02120475 -chr3R HiCExplorer boundary 11507500 11512500 0.027476 . . ID=B20543;delta=0.0639106315789;pvalue=0.57812598247;tad_sep=0.027476 -chr3R HiCExplorer boundary 11612500 11617500 -0.0042395 . . ID=B20564;delta=0.0731817631579;pvalue=0.675834216449;tad_sep=-0.0042395 -chr3R HiCExplorer boundary 11702500 11707500 0.0618155 . . ID=B20582;delta=0.0175293947368;pvalue=0.62040533358;tad_sep=0.0618155 -chr3R HiCExplorer boundary 11752500 11757500 -0.045442 . . ID=B20592;delta=0.0572820526316;pvalue=0.739479702935;tad_sep=-0.045442 -chr3R HiCExplorer boundary 11792500 11797500 -0.05860825 . . ID=B20600;delta=0.0330587236842;pvalue=0.144192104063;tad_sep=-0.05860825 -chr3R HiCExplorer boundary 11807500 11812500 -0.0550275 . . ID=B20603;delta=0.0392645657895;pvalue=0.219605853126;tad_sep=-0.0550275 -chr3R HiCExplorer boundary 11912500 11917500 0.06476725 . . ID=B20624;delta=0.0160337894737;pvalue=0.51737539837;tad_sep=0.06476725 -chr3R HiCExplorer boundary 12017500 12022500 -0.07062675 . . ID=B20645;delta=0.0252438552632;pvalue=0.620904792174;tad_sep=-0.07062675 -chr3R HiCExplorer boundary 12092500 12097500 -0.09505675 . . ID=B20660;delta=0.0237878289474;pvalue=0.885233914473;tad_sep=-0.09505675 -chr3R HiCExplorer boundary 12162500 12167500 -0.069725 . . ID=B20674;delta=0.0141781052632;pvalue=0.890264337956;tad_sep=-0.069725 -chr3R HiCExplorer boundary 12197500 12202500 -0.055654 . . ID=B20681;delta=0.0127644210526;pvalue=0.830247820772;tad_sep=-0.055654 -chr3R HiCExplorer boundary 12257500 12262500 -0.10428725 . . ID=B20693;delta=0.0308563157895;pvalue=0.847389659687;tad_sep=-0.10428725 -chr3R HiCExplorer boundary 12292500 12297500 -0.11145675 . . ID=B20700;delta=0.0153127368421;pvalue=0.786401255976;tad_sep=-0.11145675 -chr3R HiCExplorer boundary 12472500 12477500 -0.01250275 . . ID=B20736;delta=0.0323961315789;pvalue=0.682052458104;tad_sep=-0.01250275 -chr3R HiCExplorer boundary 12502500 12507500 -0.009183 . . ID=B20742;delta=0.0177944210526;pvalue=0.809345745023;tad_sep=-0.009183 -chr3R HiCExplorer boundary 12572500 12577500 -0.026389 . . ID=B20756;delta=0.0550936973684;pvalue=0.772288553997;tad_sep=-0.026389 -chr3R HiCExplorer boundary 12667500 12672500 -0.04390025 . . ID=B20775;delta=0.0471311052632;pvalue=0.546627372724;tad_sep=-0.04390025 -chr3R HiCExplorer boundary 12737500 12742500 -0.009504 . . ID=B20789;delta=0.0180645263158;pvalue=0.795121333545;tad_sep=-0.009504 -chr3R HiCExplorer boundary 12772500 12777500 -0.009823 . . ID=B20796;delta=0.0238102631579;pvalue=0.597622419247;tad_sep=-0.009823 -chr3R HiCExplorer boundary 12802500 12807500 -0.0176885 . . ID=B20802;delta=0.0264008421053;pvalue=0.744292257229;tad_sep=-0.0176885 -chr3R HiCExplorer boundary 12872500 12877500 -0.085944 . . ID=B20816;delta=0.0360631447368;pvalue=0.7480422818;tad_sep=-0.085944 -chr3R HiCExplorer boundary 12917500 12922500 -0.088056 . . ID=B20825;delta=0.0183444736842;pvalue=0.274019740787;tad_sep=-0.088056 -chr3R HiCExplorer boundary 13052500 13057500 0.02551975 . . ID=B20852;delta=0.0416066052632;pvalue=0.382222653175;tad_sep=0.02551975 -chr3R HiCExplorer boundary 13062500 13067500 0.04950025 . . ID=B20854;delta=0.0278723026316;pvalue=0.752872503779;tad_sep=0.04950025 -chr3R HiCExplorer boundary 13162500 13167500 0.04378675 . . ID=B20874;delta=0.0373608947368;pvalue=0.436397595526;tad_sep=0.04378675 -chr3R HiCExplorer boundary 13197500 13202500 0.0424255 . . ID=B20881;delta=0.0246775526316;pvalue=0.76634009891;tad_sep=0.0424255 -chr3R HiCExplorer boundary 13222500 13227500 0.0544345 . . ID=B20886;delta=0.0305862763158;pvalue=0.627413591999;tad_sep=0.0544345 -chr3R HiCExplorer boundary 13312500 13317500 0.11092275 . . ID=B20904;delta=0.0130622894737;pvalue=0.749114817677;tad_sep=0.11092275 -chr3R HiCExplorer boundary 13357500 13362500 0.01667425 . . ID=B20913;delta=0.0744358026316;pvalue=0.597622419247;tad_sep=0.01667425 -chr3R HiCExplorer boundary 13437500 13442500 -0.06125525 . . ID=B20929;delta=0.0850254342105;pvalue=0.961062696043;tad_sep=-0.06125525 -chr3R HiCExplorer boundary 13492500 13497500 -0.08284775 . . ID=B20940;delta=0.0555629868421;pvalue=0.778250421455;tad_sep=-0.08284775 -chr3R HiCExplorer boundary 13542500 13547500 -0.06110725 . . ID=B20950;delta=0.0167813026316;pvalue=0.309618306558;tad_sep=-0.06110725 -chr3R HiCExplorer boundary 13587500 13592500 -0.03928725 . . ID=B20959;delta=0.0116387236842;pvalue=0.635968976559;tad_sep=-0.03928725 -chr3R HiCExplorer boundary 13722500 13727500 0.023938 . . ID=B20986;delta=0.0684334736842;pvalue=0.65731317953;tad_sep=0.023938 -chr3R HiCExplorer boundary 13827500 13832500 0.00793875 . . ID=B21007;delta=0.0515311184211;pvalue=0.755560160507;tad_sep=0.00793875 -chr3R HiCExplorer boundary 13902500 13907500 -0.01205075 . . ID=B21022;delta=0.0427193552632;pvalue=0.666033882935;tad_sep=-0.01205075 -chr3R HiCExplorer boundary 13962500 13967500 -0.02961175 . . ID=B21034;delta=0.0244036315789;pvalue=0.737877771863;tad_sep=-0.02961175 -chr3R HiCExplorer boundary 14067500 14072500 -0.06893525 . . ID=B21055;delta=0.0373238552632;pvalue=0.541930056137;tad_sep=-0.06893525 -chr3R HiCExplorer boundary 14117500 14122500 -0.03839675 . . ID=B21065;delta=0.0344903684211;pvalue=0.518291422373;tad_sep=-0.03839675 -chr3R HiCExplorer boundary 14237500 14242500 -0.0522915 . . ID=B21089;delta=0.0861308421053;pvalue=0.397827921991;tad_sep=-0.0522915 -chr3R HiCExplorer boundary 14377500 14382500 -0.032096 . . ID=B21117;delta=0.0265134605263;pvalue=0.746434392485;tad_sep=-0.032096 -chr3R HiCExplorer boundary 14477500 14482500 -0.0983995 . . ID=B21137;delta=0.0280813026316;pvalue=0.829144572945;tad_sep=-0.0983995 -chr3R HiCExplorer boundary 14562500 14567500 -0.09574025 . . ID=B21154;delta=0.0374863289474;pvalue=0.846835522646;tad_sep=-0.09574025 -chr3R HiCExplorer boundary 14732500 14737500 -0.086167 . . ID=B21188;delta=0.0161790394737;pvalue=0.906502546578;tad_sep=-0.086167 -chr3R HiCExplorer boundary 14772500 14777500 -0.0837245 . . ID=B21196;delta=0.0161198684211;pvalue=0.866273462912;tad_sep=-0.0837245 -chr3R HiCExplorer boundary 14872500 14877500 -0.09261925 . . ID=B21216;delta=0.0628606184211;pvalue=0.671700942297;tad_sep=-0.09261925 -chr3R HiCExplorer boundary 14982500 14987500 -0.0672105 . . ID=B21238;delta=0.0285548684211;pvalue=0.688292365759;tad_sep=-0.0672105 -chr3R HiCExplorer boundary 15057500 15062500 -0.0598935 . . ID=B21253;delta=0.0326081578947;pvalue=0.879649983887;tad_sep=-0.0598935 -chr3R HiCExplorer boundary 15152500 15157500 0.06270025 . . ID=B21272;delta=0.0129488815789;pvalue=0.879091915161;tad_sep=0.06270025 -chr3R HiCExplorer boundary 15312500 15317500 0.035499 . . ID=B21304;delta=0.0419719342105;pvalue=0.447740520589;tad_sep=0.035499 -chr3R HiCExplorer boundary 15367500 15372500 0.00496875 . . ID=B21315;delta=0.0629274210526;pvalue=0.334504444524;tad_sep=0.00496875 -chr3R HiCExplorer boundary 15487500 15492500 -0.04944075 . . ID=B21339;delta=0.0562058157895;pvalue=0.368127070857;tad_sep=-0.04944075 -chr3R HiCExplorer boundary 15512500 15517500 -0.0455655 . . ID=B21344;delta=0.0211581052632;pvalue=0.409780073639;tad_sep=-0.0455655 -chr3R HiCExplorer boundary 15557500 15562500 -0.0591275 . . ID=B21353;delta=0.0183999605263;pvalue=0.671700942297;tad_sep=-0.0591275 -chr3R HiCExplorer boundary 15592500 15597500 -0.075517 . . ID=B21360;delta=0.0413275;pvalue=0.73148148699;tad_sep=-0.075517 -chr3R HiCExplorer boundary 15642500 15647500 -0.03652625 . . ID=B21370;delta=0.0353196184211;pvalue=0.454113859482;tad_sep=-0.03652625 -chr3R HiCExplorer boundary 15742500 15747500 -0.0121245 . . ID=B21390;delta=0.0437992763158;pvalue=0.952043612098;tad_sep=-0.0121245 -chr3R HiCExplorer boundary 15827500 15832500 0.01194425 . . ID=B21407;delta=0.0438781710526;pvalue=0.399013596171;tad_sep=0.01194425 -chr3R HiCExplorer boundary 15862500 15867500 0.03510975 . . ID=B21414;delta=0.0314337631579;pvalue=0.819780778827;tad_sep=0.03510975 -chr3R HiCExplorer boundary 15912500 15917500 0.0658725 . . ID=B21424;delta=0.0141046447368;pvalue=0.707138304216;tad_sep=0.0658725 -chr3R HiCExplorer boundary 15932500 15937500 0.06661075 . . ID=B21428;delta=0.0179485263158;pvalue=0.650675667131;tad_sep=0.06661075 -chr3R HiCExplorer boundary 16112500 16117500 -0.087499 . . ID=B21464;delta=0.0373003421053;pvalue=0.589299928077;tad_sep=-0.087499 -chr3R HiCExplorer boundary 16152500 16157500 -0.0530865 . . ID=B21472;delta=0.0612383157895;pvalue=0.59125334681;tad_sep=-0.0530865 -chr3R HiCExplorer boundary 16292500 16297500 0.05583375 . . ID=B21500;delta=0.0669120263158;pvalue=0.614425533634;tad_sep=0.05583375 -chr3R HiCExplorer boundary 16347500 16352500 0.02853525 . . ID=B21511;delta=0.0514158026316;pvalue=0.794575565796;tad_sep=0.02853525 -chr3R HiCExplorer boundary 16442500 16447500 -0.094774 . . ID=B21530;delta=0.0435377236842;pvalue=0.771747226156;tad_sep=-0.094774 -chr3R HiCExplorer boundary 16562500 16567500 -0.07276575 . . ID=B21554;delta=0.0461706842105;pvalue=0.829144572945;tad_sep=-0.07276575 -chr3R HiCExplorer boundary 16667500 16672500 -0.067027 . . ID=B21575;delta=0.0404852631579;pvalue=0.693508568174;tad_sep=-0.067027 -chr3R HiCExplorer boundary 16697500 16702500 -0.05248575 . . ID=B21581;delta=0.0174033552632;pvalue=0.658848783727;tad_sep=-0.05248575 -chr3R HiCExplorer boundary 16767500 16772500 -0.036296 . . ID=B21595;delta=0.0139196447368;pvalue=0.946973001109;tad_sep=-0.036296 -chr3R HiCExplorer boundary 16802500 16807500 -0.0365275 . . ID=B21602;delta=0.0144044078947;pvalue=0.753947209129;tad_sep=-0.0365275 -chr3R HiCExplorer boundary 16907500 16912500 -0.11469275 . . ID=B21623;delta=0.0255046973684;pvalue=0.524726986549;tad_sep=-0.11469275 -chr3R HiCExplorer boundary 17102500 17107500 -0.05478675 . . ID=B21662;delta=0.0435904473684;pvalue=0.512352288263;tad_sep=-0.05478675 -chr3R HiCExplorer boundary 17212500 17217500 -0.07937775 . . ID=B21684;delta=0.0383783684211;pvalue=0.53865396045;tad_sep=-0.07937775 -chr3R HiCExplorer boundary 17312500 17317500 -0.017845 . . ID=B21704;delta=0.0273585789474;pvalue=0.881324547707;tad_sep=-0.017845 -chr3R HiCExplorer boundary 17422500 17427500 -0.072665 . . ID=B21726;delta=0.0426288157895;pvalue=0.829144572945;tad_sep=-0.072665 -chr3R HiCExplorer boundary 17487500 17492500 -0.04999425 . . ID=B21739;delta=0.0323419210526;pvalue=0.674283084976;tad_sep=-0.04999425 -chr3R HiCExplorer boundary 17517500 17522500 -0.02900275 . . ID=B21745;delta=0.0326626578947;pvalue=0.926151939522;tad_sep=-0.02900275 -chr3R HiCExplorer boundary 17597500 17602500 -0.018032 . . ID=B21761;delta=0.0537305921053;pvalue=0.551344766945;tad_sep=-0.018032 -chr3R HiCExplorer boundary 17627500 17632500 0.00256125 . . ID=B21767;delta=0.0182137763158;pvalue=0.527960045787;tad_sep=0.00256125 -chr3R HiCExplorer boundary 17667500 17672500 -0.00398125 . . ID=B21775;delta=0.0251535394737;pvalue=0.601557279733;tad_sep=-0.00398125 -chr3R HiCExplorer boundary 17697500 17702500 -0.02050575 . . ID=B21781;delta=0.0422892368421;pvalue=0.761483387437;tad_sep=-0.02050575 -chr3R HiCExplorer boundary 17712500 17717500 -0.016624 . . ID=B21784;delta=0.0315114605263;pvalue=0.767961055842;tad_sep=-0.016624 -chr3R HiCExplorer boundary 17742500 17747500 -0.03185675 . . ID=B21790;delta=0.0447962763158;pvalue=0.353624889238;tad_sep=-0.03185675 -chr3R HiCExplorer boundary 17832500 17837500 -0.02028125 . . ID=B21808;delta=0.0235041315789;pvalue=0.573299024744;tad_sep=-0.02028125 -chr3R HiCExplorer boundary 17877500 17882500 -0.042281 . . ID=B21817;delta=0.0209896973684;pvalue=0.808249255286;tad_sep=-0.042281 -chr3R HiCExplorer boundary 17912500 17917500 -0.05210225 . . ID=B21824;delta=0.01765225;pvalue=0.734144367558;tad_sep=-0.05210225 -chr3R HiCExplorer boundary 17932500 17937500 -0.04894525 . . ID=B21828;delta=0.0163134473684;pvalue=0.837979810091;tad_sep=-0.04894525 -chr3R HiCExplorer boundary 18027500 18032500 -0.07584425 . . ID=B21847;delta=0.0266545131579;pvalue=0.631936769722;tad_sep=-0.07584425 -chr3R HiCExplorer boundary 18117500 18122500 -0.0833235 . . ID=B21865;delta=0.0303827894737;pvalue=0.894739543599;tad_sep=-0.0833235 -chr3R HiCExplorer boundary 18177500 18182500 -0.09684475 . . ID=B21877;delta=0.0399453947368;pvalue=0.563702861651;tad_sep=-0.09684475 -chr3R HiCExplorer boundary 18307500 18312500 -0.069608 . . ID=B21903;delta=0.0514917236842;pvalue=0.484965144553;tad_sep=-0.069608 -chr3R HiCExplorer boundary 18392500 18397500 -0.06729775 . . ID=B21920;delta=0.0615866710526;pvalue=0.681533438626;tad_sep=-0.06729775 -chr3R HiCExplorer boundary 18442500 18447500 -0.04397025 . . ID=B21930;delta=0.0128914605263;pvalue=0.829696154884;tad_sep=-0.04397025 -chr3R HiCExplorer boundary 18482500 18487500 -0.0533955 . . ID=B21938;delta=0.0110960657895;pvalue=0.534922051357;tad_sep=-0.0533955 -chr3R HiCExplorer boundary 18522500 18527500 -0.11469275 . . ID=B21946;delta=0.0361643684211;pvalue=0.646604728162;tad_sep=-0.11469275 -chr3R HiCExplorer boundary 18687500 18692500 -0.075545 . . ID=B21979;delta=0.0445208421053;pvalue=0.989838682059;tad_sep=-0.075545 -chr3R HiCExplorer boundary 18732500 18737500 -0.0485985 . . ID=B21988;delta=0.0180865394737;pvalue=0.883558123769;tad_sep=-0.0485985 -chr3R HiCExplorer boundary 18882500 18887500 -0.09972425 . . ID=B22018;delta=0.0205659342105;pvalue=0.73148148699;tad_sep=-0.09972425 -chr3R HiCExplorer boundary 19002500 19007500 -0.1054935 . . ID=B22042;delta=0.0263891578947;pvalue=0.706086456453;tad_sep=-0.1054935 -chr3R HiCExplorer boundary 19097500 19102500 -0.080215 . . ID=B22061;delta=0.0524581447368;pvalue=0.353992168838;tad_sep=-0.080215 -chr3R HiCExplorer boundary 19182500 19187500 -0.1117525 . . ID=B22078;delta=0.0979365657895;pvalue=0.534922051357;tad_sep=-0.1117525 -chr3R HiCExplorer boundary 19252500 19257500 -0.07804225 . . ID=B22092;delta=0.0302058026316;pvalue=0.942467587414;tad_sep=-0.07804225 -chr3R HiCExplorer boundary 19282500 19287500 -0.069411 . . ID=B22098;delta=0.0159022763158;pvalue=0.463121865004;tad_sep=-0.069411 -chr3R HiCExplorer boundary 19377500 19382500 -0.05580225 . . ID=B22117;delta=0.0344807631579;pvalue=0.895858874387;tad_sep=-0.05580225 -chr3R HiCExplorer boundary 19457500 19462500 -0.01161525 . . ID=B22133;delta=0.0233403421053;pvalue=0.687771555077;tad_sep=-0.01161525 -chr3R HiCExplorer boundary 19562500 19567500 -0.08905275 . . ID=B22154;delta=0.0351064473684;pvalue=0.756098048223;tad_sep=-0.08905275 -chr3R HiCExplorer boundary 19692500 19697500 -0.10521125 . . ID=B22180;delta=0.0222889868421;pvalue=0.49519737068;tad_sep=-0.10521125 -chr3R HiCExplorer boundary 19737500 19742500 -0.1117525 . . ID=B22189;delta=0.0112779210526;pvalue=0.858487890958;tad_sep=-0.1117525 -chr3R HiCExplorer boundary 19932500 19937500 -0.10631075 . . ID=B22228;delta=0.0272001973684;pvalue=0.879091915161;tad_sep=-0.10631075 -chr3R HiCExplorer boundary 20017500 20022500 -0.083403 . . ID=B22245;delta=0.0262221578947;pvalue=0.882441218892;tad_sep=-0.083403 -chr3R HiCExplorer boundary 20047500 20052500 -0.0909175 . . ID=B22251;delta=0.0331485131579;pvalue=0.436814728762;tad_sep=-0.0909175 -chr3R HiCExplorer boundary 20147500 20152500 -0.0227935 . . ID=B22271;delta=0.02741525;pvalue=0.888587028967;tad_sep=-0.0227935 -chr3R HiCExplorer boundary 20217500 20222500 -0.034021 . . ID=B22285;delta=0.0436807894737;pvalue=0.717687246762;tad_sep=-0.034021 -chr3R HiCExplorer boundary 20332500 20337500 -0.10360825 . . ID=B22308;delta=0.0399734210526;pvalue=0.651185271232;tad_sep=-0.10360825 -chr3R HiCExplorer boundary 20372500 20377500 -0.11469275 . . ID=B22316;delta=0.0185718684211;pvalue=0.739479702935;tad_sep=-0.11469275 -chr3R HiCExplorer boundary 20452500 20457500 -0.10752325 . . ID=B22332;delta=0.0218227368421;pvalue=0.611445184401;tad_sep=-0.10752325 -chr3R HiCExplorer boundary 20612500 20617500 -0.099168 . . ID=B22364;delta=0.0356230657895;pvalue=0.900898397027;tad_sep=-0.099168 -chr3R HiCExplorer boundary 20707500 20712500 -0.07351875 . . ID=B22383;delta=0.0322318552632;pvalue=0.839085676693;tad_sep=-0.07351875 -chr3R HiCExplorer boundary 20717500 20722500 -0.0705095 . . ID=B22385;delta=0.0217939078947;pvalue=0.774454971349;tad_sep=-0.0705095 -chr3R HiCExplorer boundary 20762500 20767500 -0.0862985 . . ID=B22394;delta=0.0503651842105;pvalue=0.512352288263;tad_sep=-0.0862985 -chr3R HiCExplorer boundary 20857500 20862500 -0.01276525 . . ID=B22413;delta=0.0470274473684;pvalue=0.429754749919;tad_sep=-0.01276525 -chr3R HiCExplorer boundary 20897500 20902500 -0.02185325 . . ID=B22421;delta=0.0101886052632;pvalue=0.733078829528;tad_sep=-0.02185325 -chr3R HiCExplorer boundary 20932500 20937500 -0.05891975 . . ID=B22428;delta=0.0310205789474;pvalue=0.944156909629;tad_sep=-0.05891975 -chr3R HiCExplorer boundary 20962500 20967500 -0.0613935 . . ID=B22434;delta=0.0454598026316;pvalue=0.644573208879;tad_sep=-0.0613935 -chr3R HiCExplorer boundary 21082500 21087500 -0.094928 . . ID=B22458;delta=0.0539093947368;pvalue=0.417458990149;tad_sep=-0.094928 -chr3R HiCExplorer boundary 21172500 21177500 -0.0413955 . . ID=B22476;delta=0.0480206447368;pvalue=0.582001258574;tad_sep=-0.0413955 -chr3R HiCExplorer boundary 21217500 21222500 -0.05028725 . . ID=B22485;delta=0.0253128026316;pvalue=0.659360972012;tad_sep=-0.05028725 -chr3R HiCExplorer boundary 21317500 21322500 -0.086029 . . ID=B22505;delta=0.0424489473684;pvalue=0.763640778692;tad_sep=-0.086029 -chr3R HiCExplorer boundary 21332500 21337500 -0.06100175 . . ID=B22508;delta=0.0140173684211;pvalue=0.745898674209;tad_sep=-0.06100175 -chr3R HiCExplorer boundary 21387500 21392500 -0.0656765 . . ID=B22519;delta=0.0353735657895;pvalue=0.741617369463;tad_sep=-0.0656765 -chr3R HiCExplorer boundary 21472500 21477500 -0.0932985 . . ID=B22536;delta=0.0466448421053;pvalue=0.468313688004;tad_sep=-0.0932985 -chr3R HiCExplorer boundary 21612500 21617500 -0.081974 . . ID=B22564;delta=0.0457387368421;pvalue=0.449011106476;tad_sep=-0.081974 -chr3R HiCExplorer boundary 21727500 21732500 0.07025075 . . ID=B22587;delta=0.0226870657895;pvalue=0.948662976322;tad_sep=0.07025075 -chr3R HiCExplorer boundary 21817500 21822500 -0.00145975 . . ID=B22605;delta=0.0551621052632;pvalue=0.343438979708;tad_sep=-0.00145975 -chr3R HiCExplorer boundary 21842500 21847500 0.0360515 . . ID=B22610;delta=0.0289424473684;pvalue=0.780964705423;tad_sep=0.0360515 -chr3R HiCExplorer boundary 21947500 21952500 0.002742 . . ID=B22631;delta=0.066375;pvalue=0.321904418804;tad_sep=0.002742 -chr3R HiCExplorer boundary 21987500 21992500 0.00713375 . . ID=B22639;delta=0.018854;pvalue=0.736276978341;tad_sep=0.00713375 -chr3R HiCExplorer boundary 22072500 22077500 -0.087915 . . ID=B22656;delta=0.0495407236842;pvalue=0.560362585691;tad_sep=-0.087915 -chr3R HiCExplorer boundary 22217500 22222500 0.0614505 . . ID=B22685;delta=0.0418321842105;pvalue=0.451133289328;tad_sep=0.0614505 -chr3R HiCExplorer boundary 22267500 22272500 -0.02575325 . . ID=B22695;delta=0.0363970921053;pvalue=0.842958698649;tad_sep=-0.02575325 -chr3R HiCExplorer boundary 22307500 22312500 -0.04946475 . . ID=B22703;delta=0.0485779078947;pvalue=0.817031540964;tad_sep=-0.04946475 -chr3R HiCExplorer boundary 22377500 22382500 -0.055847 . . ID=B22717;delta=0.0861925;pvalue=0.275886242862;tad_sep=-0.055847 -chr3R HiCExplorer boundary 22497500 22502500 -0.0631105 . . ID=B22741;delta=0.0733059736842;pvalue=0.275886242862;tad_sep=-0.0631105 -chr3R HiCExplorer boundary 22517500 22522500 -0.062648 . . ID=B22745;delta=0.0388309078947;pvalue=0.409378260286;tad_sep=-0.062648 -chr3R HiCExplorer boundary 22602500 22607500 -0.011252 . . ID=B22762;delta=0.0390628684211;pvalue=0.902018840936;tad_sep=-0.011252 -chr3R HiCExplorer boundary 22692500 22697500 -0.089033 . . ID=B22780;delta=0.0690539342105;pvalue=0.208135643258;tad_sep=-0.089033 -chr3R HiCExplorer boundary 22777500 22782500 -0.04050025 . . ID=B22797;delta=0.0623373552632;pvalue=0.512807881516;tad_sep=-0.04050025 -chr3R HiCExplorer boundary 22882500 22887500 -0.05683475 . . ID=B22818;delta=0.0869171447368;pvalue=0.184864701762;tad_sep=-0.05683475 -chr3R HiCExplorer boundary 22982500 22987500 -0.0237815 . . ID=B22838;delta=0.0649359736842;pvalue=0.501932180394;tad_sep=-0.0237815 -chr3R HiCExplorer boundary 23107500 23112500 -0.100625 . . ID=B22863;delta=0.0559728157895;pvalue=0.636473765098;tad_sep=-0.100625 -chr3R HiCExplorer boundary 23182500 23187500 -0.00294725 . . ID=B22878;delta=0.0111427368421;pvalue=0.818680815848;tad_sep=-0.00294725 -chr3R HiCExplorer boundary 23192500 23197500 -0.00275775 . . ID=B22880;delta=0.0222522631579;pvalue=0.723512346727;tad_sep=-0.00275775 -chr3R HiCExplorer boundary 23412500 23417500 -0.090027 . . ID=B22924;delta=0.0356313421053;pvalue=0.559886187414;tad_sep=-0.090027 -chr3R HiCExplorer boundary 23557500 23562500 -0.104602 . . ID=B22953;delta=0.0323763157895;pvalue=0.563702861651;tad_sep=-0.104602 -chr3R HiCExplorer boundary 23767500 23772500 -0.1119105 . . ID=B22995;delta=0.0468168684211;pvalue=0.631433509478;tad_sep=-0.1119105 -chr3R HiCExplorer boundary 23812500 23817500 -0.0660765 . . ID=B23004;delta=0.0121186184211;pvalue=0.752872503779;tad_sep=-0.0660765 -chr3R HiCExplorer boundary 23917500 23922500 -0.04218475 . . ID=B23025;delta=0.0470529736842;pvalue=0.409378260286;tad_sep=-0.04218475 -chr3R HiCExplorer boundary 24027500 24032500 -0.05579575 . . ID=B23047;delta=0.0688583552632;pvalue=0.322250181435;tad_sep=-0.05579575 -chr3R HiCExplorer boundary 24157500 24162500 -0.01546725 . . ID=B23073;delta=0.0422899473684;pvalue=0.442258320126;tad_sep=-0.01546725 -chr3R HiCExplorer boundary 24202500 24207500 -0.0326015 . . ID=B23082;delta=0.0605274868421;pvalue=0.635464357049;tad_sep=-0.0326015 -chr3R HiCExplorer boundary 24342500 24347500 -0.0623065 . . ID=B23110;delta=0.0303860131579;pvalue=0.856821316308;tad_sep=-0.0623065 -chr3R HiCExplorer boundary 24372500 24377500 -0.0749395 . . ID=B23116;delta=0.0346640131579;pvalue=0.894739543599;tad_sep=-0.0749395 -chr3R HiCExplorer boundary 24447500 24452500 -0.09836075 . . ID=B23131;delta=0.0402177236842;pvalue=0.630427501536;tad_sep=-0.09836075 -chr3R HiCExplorer boundary 24622500 24627500 -0.03171375 . . ID=B23166;delta=0.0578174736842;pvalue=0.823633428612;tad_sep=-0.03171375 -chr3R HiCExplorer boundary 24742500 24747500 -0.08589625 . . ID=B23190;delta=0.0228875394737;pvalue=0.86738676581;tad_sep=-0.08589625 -chr3R HiCExplorer boundary 24882500 24887500 -0.09323725 . . ID=B23218;delta=0.0242850657895;pvalue=0.674283084976;tad_sep=-0.09323725 -chr3R HiCExplorer boundary 24992500 24997500 -0.0589785 . . ID=B23240;delta=0.0611537631579;pvalue=0.597622419247;tad_sep=-0.0589785 -chr3R HiCExplorer boundary 25087500 25092500 0.03674225 . . ID=B23259;delta=0.0342633947368;pvalue=0.98306528394;tad_sep=0.03674225 -chr3R HiCExplorer boundary 25162500 25167500 -0.0462465 . . ID=B23274;delta=0.0399657631579;pvalue=0.294701990791;tad_sep=-0.0462465 -chr3R HiCExplorer boundary 25327500 25332500 -0.08303325 . . ID=B23307;delta=0.0424824078947;pvalue=0.515089010427;tad_sep=-0.08303325 -chr3R HiCExplorer boundary 25402500 25407500 -0.00546225 . . ID=B23322;delta=0.0185628552632;pvalue=0.846835522646;tad_sep=-0.00546225 -chr3R HiCExplorer boundary 25567500 25572500 -0.04654075 . . ID=B23355;delta=0.0566089736842;pvalue=0.576192906383;tad_sep=-0.04654075 -chr3R HiCExplorer boundary 25577500 25582500 -0.01871575 . . ID=B23357;delta=0.0281310394737;pvalue=0.314699364851;tad_sep=-0.01871575 -chr3R HiCExplorer boundary 25727500 25732500 -0.00858875 . . ID=B23387;delta=0.0986943815789;pvalue=0.112031426493;tad_sep=-0.00858875 -chr3R HiCExplorer boundary 25877500 25882500 -0.10581625 . . ID=B23417;delta=0.0288810657895;pvalue=0.48806712443;tad_sep=-0.10581625 -chr3R HiCExplorer boundary 25987500 25992500 -0.090403 . . ID=B23439;delta=0.0182022894737;pvalue=0.952043612098;tad_sep=-0.090403 -chr3R HiCExplorer boundary 26047500 26052500 -0.0935315 . . ID=B23451;delta=0.0351577631579;pvalue=0.420309304718;tad_sep=-0.0935315 -chr3R HiCExplorer boundary 26177500 26182500 -0.11469275 . . ID=B23477;delta=0.0468813947368;pvalue=0.407773352255;tad_sep=-0.11469275 -chr3R HiCExplorer boundary 26272500 26277500 -0.1002735 . . ID=B23496;delta=0.0265311973684;pvalue=0.866273462912;tad_sep=-0.1002735 -chr3R HiCExplorer boundary 26327500 26332500 -0.092304 . . ID=B23507;delta=0.0340349736842;pvalue=0.801678295331;tad_sep=-0.092304 -chr3R HiCExplorer boundary 26487500 26492500 0.0627965 . . ID=B23539;delta=0.0261305394737;pvalue=0.917163037297;tad_sep=0.0627965 -chr3R HiCExplorer boundary 26562500 26567500 -0.01974475 . . ID=B23554;delta=0.0717252631579;pvalue=0.774996850942;tad_sep=-0.01974475 -chr3R HiCExplorer boundary 26637500 26642500 -0.07430725 . . ID=B23569;delta=0.0364784868421;pvalue=0.687771555077;tad_sep=-0.07430725 -chr3R HiCExplorer boundary 26712500 26717500 -0.049789 . . ID=B23584;delta=0.0413630789474;pvalue=0.926151939522;tad_sep=-0.049789 -chr3R HiCExplorer boundary 26867500 26872500 -0.0249905 . . ID=B23615;delta=0.0878640789474;pvalue=0.360644376149;tad_sep=-0.0249905 -chr3R HiCExplorer boundary 27042500 27047500 -0.074189 . . ID=B23650;delta=0.0714735131579;pvalue=0.596640534697;tad_sep=-0.074189 -chr3R HiCExplorer boundary 27152500 27157500 -0.00609925 . . ID=B23672;delta=0.0508306842105;pvalue=0.667062852012;tad_sep=-0.00609925 -chr3R HiCExplorer boundary 27182500 27187500 -0.01281025 . . ID=B23678;delta=0.0210053815789;pvalue=0.481433141582;tad_sep=-0.01281025 -chr3R HiCExplorer boundary 27247500 27252500 -0.04990275 . . ID=B23691;delta=0.0377629210526;pvalue=0.746434392485;tad_sep=-0.04990275 -chr3R HiCExplorer boundary 27382500 27387500 -0.041305 . . ID=B23718;delta=0.0604152368421;pvalue=0.443941047643;tad_sep=-0.041305 -chr3R HiCExplorer boundary 27417500 27422500 -0.0499295 . . ID=B23725;delta=0.040293;pvalue=0.772288553997;tad_sep=-0.0499295 -chr3R HiCExplorer boundary 27567500 27572500 -0.08094325 . . ID=B23755;delta=0.0899101052632;pvalue=0.377997904893;tad_sep=-0.08094325 -chr3R HiCExplorer boundary 27697500 27702500 -0.01535 . . ID=B23781;delta=0.0567128421053;pvalue=0.546627372724;tad_sep=-0.01535 -chr3R HiCExplorer boundary 27747500 27752500 0.01357725 . . ID=B23791;delta=0.0162098684211;pvalue=0.746434392485;tad_sep=0.01357725 -chr3R HiCExplorer boundary 27767500 27772500 0.0229625 . . ID=B23795;delta=0.0310075921053;pvalue=0.767420623706;tad_sep=0.0229625
--- a/test-data/find_TADs/multiNone_domains.bed Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,1403 +0,0 @@ -chr3L 165000 260000 ID_0.01_1 -0.10316675 . 165000 260000 31,120,180 -chr3L 260000 335000 ID_0.01_2 -0.026655 . 260000 335000 51,160,44 -chr3L 335000 360000 ID_0.01_3 -0.030848 . 335000 360000 31,120,180 -chr3L 360000 485000 ID_0.01_4 -0.0580815 . 360000 485000 51,160,44 -chr3L 485000 525000 ID_0.01_5 -0.07169775 . 485000 525000 31,120,180 -chr3L 525000 680000 ID_0.01_6 -0.1060405 . 525000 680000 51,160,44 -chr3L 680000 705000 ID_0.01_7 -0.0148855 . 680000 705000 31,120,180 -chr3L 705000 740000 ID_0.01_8 0.002784 . 705000 740000 51,160,44 -chr3L 740000 870000 ID_0.01_9 0.00949975 . 740000 870000 31,120,180 -chr3L 870000 1010000 ID_0.01_10 -0.09546975 . 870000 1010000 51,160,44 -chr3L 1010000 1040000 ID_0.01_11 -0.05182175 . 1010000 1040000 31,120,180 -chr3L 1040000 1110000 ID_0.01_12 -0.05874875 . 1040000 1110000 51,160,44 -chr3L 1110000 1210000 ID_0.01_13 -0.048349 . 1110000 1210000 31,120,180 -chr3L 1210000 1245000 ID_0.01_14 -0.0567565 . 1210000 1245000 51,160,44 -chr3L 1245000 1300000 ID_0.01_15 -0.0641435 . 1245000 1300000 31,120,180 -chr3L 1300000 1465000 ID_0.01_16 -0.091379 . 1300000 1465000 51,160,44 -chr3L 1465000 1535000 ID_0.01_17 -0.01307225 . 1465000 1535000 31,120,180 -chr3L 1535000 1580000 ID_0.01_18 -0.08711525 . 1535000 1580000 51,160,44 -chr3L 1580000 1640000 ID_0.01_19 -0.08235875 . 1580000 1640000 31,120,180 -chr3L 1640000 1670000 ID_0.01_20 -0.0628755 . 1640000 1670000 51,160,44 -chr3L 1670000 1735000 ID_0.01_21 -0.037945 . 1670000 1735000 31,120,180 -chr3L 1735000 1815000 ID_0.01_22 -0.050313 . 1735000 1815000 51,160,44 -chr3L 1815000 1850000 ID_0.01_23 -0.01723525 . 1815000 1850000 31,120,180 -chr3L 1850000 1925000 ID_0.01_24 -0.0259975 . 1850000 1925000 51,160,44 -chr3L 1925000 2155000 ID_0.01_25 8.325e-05 . 1925000 2155000 31,120,180 -chr3L 2155000 2260000 ID_0.01_26 -0.0401965 . 2155000 2260000 51,160,44 -chr3L 2260000 2390000 ID_0.01_27 -0.07518575 . 2260000 2390000 31,120,180 -chr3L 2390000 2460000 ID_0.01_28 -0.072071 . 2390000 2460000 51,160,44 -chr3L 2460000 2560000 ID_0.01_29 -0.09132325 . 2460000 2560000 31,120,180 -chr3L 2560000 2600000 ID_0.01_30 -0.09179675 . 2560000 2600000 51,160,44 -chr3L 2600000 2740000 ID_0.01_31 -0.0934855 . 2600000 2740000 31,120,180 -chr3L 2740000 2885000 ID_0.01_32 -0.08927875 . 2740000 2885000 51,160,44 -chr3L 2885000 2945000 ID_0.01_33 -0.08972575 . 2885000 2945000 31,120,180 -chr3L 2945000 2960000 ID_0.01_34 0.029899 . 2945000 2960000 51,160,44 -chr3L 2960000 3045000 ID_0.01_35 0.0356865 . 2960000 3045000 31,120,180 -chr3L 3045000 3135000 ID_0.01_36 -0.00466875 . 3045000 3135000 51,160,44 -chr3L 3135000 3220000 ID_0.01_37 0.055702 . 3135000 3220000 31,120,180 -chr3L 3220000 3255000 ID_0.01_38 -0.059463 . 3220000 3255000 51,160,44 -chr3L 3255000 3315000 ID_0.01_39 -0.045796 . 3255000 3315000 31,120,180 -chr3L 3315000 3345000 ID_0.01_40 -0.05499875 . 3315000 3345000 51,160,44 -chr3L 3345000 3475000 ID_0.01_41 -0.04234075 . 3345000 3475000 31,120,180 -chr3L 3475000 3515000 ID_0.01_42 -0.05097675 . 3475000 3515000 51,160,44 -chr3L 3515000 3545000 ID_0.01_43 -0.012488 . 3515000 3545000 31,120,180 -chr3L 3545000 3615000 ID_0.01_44 0.02457925 . 3545000 3615000 51,160,44 -chr3L 3615000 3670000 ID_0.01_45 0.019683 . 3615000 3670000 31,120,180 -chr3L 3670000 3765000 ID_0.01_46 0.09945325 . 3670000 3765000 51,160,44 -chr3L 3765000 3785000 ID_0.01_47 -0.047454 . 3765000 3785000 31,120,180 -chr3L 3785000 3825000 ID_0.01_48 -0.041084 . 3785000 3825000 51,160,44 -chr3L 3825000 3900000 ID_0.01_49 -0.06101175 . 3825000 3900000 31,120,180 -chr3L 3900000 4000000 ID_0.01_50 -0.0684535 . 3900000 4000000 51,160,44 -chr3L 4000000 4120000 ID_0.01_51 -0.03007875 . 4000000 4120000 31,120,180 -chr3L 4120000 4165000 ID_0.01_52 -0.0807515 . 4120000 4165000 51,160,44 -chr3L 4165000 4200000 ID_0.01_53 -0.088488 . 4165000 4200000 31,120,180 -chr3L 4200000 4220000 ID_0.01_54 -0.098724 . 4200000 4220000 51,160,44 -chr3L 4220000 4270000 ID_0.01_55 -0.088911 . 4220000 4270000 31,120,180 -chr3L 4270000 4365000 ID_0.01_56 -0.11633575 . 4270000 4365000 51,160,44 -chr3L 4365000 4405000 ID_0.01_57 -0.0944955 . 4365000 4405000 31,120,180 -chr3L 4405000 4490000 ID_0.01_58 -0.07463925 . 4405000 4490000 51,160,44 -chr3L 4490000 4625000 ID_0.01_59 0.00287075 . 4490000 4625000 31,120,180 -chr3L 4625000 4650000 ID_0.01_60 0.04064075 . 4625000 4650000 51,160,44 -chr3L 4650000 4790000 ID_0.01_61 0.03764975 . 4650000 4790000 31,120,180 -chr3L 4790000 4895000 ID_0.01_62 -0.06999725 . 4790000 4895000 51,160,44 -chr3L 4895000 5000000 ID_0.01_63 -0.076914 . 4895000 5000000 31,120,180 -chr3L 5000000 5110000 ID_0.01_64 -0.0378805 . 5000000 5110000 51,160,44 -chr3L 5110000 5240000 ID_0.01_65 -0.061049 . 5110000 5240000 31,120,180 -chr3L 5240000 5280000 ID_0.01_66 0.07173475 . 5240000 5280000 51,160,44 -chr3L 5280000 5360000 ID_0.01_67 0.02598475 . 5280000 5360000 31,120,180 -chr3L 5360000 5465000 ID_0.01_68 -0.06976425 . 5360000 5465000 51,160,44 -chr3L 5465000 5555000 ID_0.01_69 0.0082995 . 5465000 5555000 31,120,180 -chr3L 5555000 5575000 ID_0.01_70 -0.03433 . 5555000 5575000 51,160,44 -chr3L 5575000 5745000 ID_0.01_71 0.00900825 . 5575000 5745000 31,120,180 -chr3L 5745000 5815000 ID_0.01_72 -0.09901225 . 5745000 5815000 51,160,44 -chr3L 5815000 5875000 ID_0.01_73 -0.08504275 . 5815000 5875000 31,120,180 -chr3L 5875000 5960000 ID_0.01_74 -0.107036 . 5875000 5960000 51,160,44 -chr3L 5960000 5990000 ID_0.01_75 -0.0645035 . 5960000 5990000 31,120,180 -chr3L 5990000 6120000 ID_0.01_76 -0.06534175 . 5990000 6120000 51,160,44 -chr3L 6120000 6195000 ID_0.01_77 -0.06653425 . 6120000 6195000 31,120,180 -chr3L 6195000 6230000 ID_0.01_78 -0.08219225 . 6195000 6230000 51,160,44 -chr3L 6230000 6255000 ID_0.01_79 -0.07949925 . 6230000 6255000 31,120,180 -chr3L 6255000 6370000 ID_0.01_80 -0.0959415 . 6255000 6370000 51,160,44 -chr3L 6370000 6445000 ID_0.01_81 -0.0155925 . 6370000 6445000 31,120,180 -chr3L 6445000 6490000 ID_0.01_82 -0.0843135 . 6445000 6490000 51,160,44 -chr3L 6490000 6560000 ID_0.01_83 -0.07350925 . 6490000 6560000 31,120,180 -chr3L 6560000 6585000 ID_0.01_84 0.050254 . 6560000 6585000 51,160,44 -chr3L 6585000 6730000 ID_0.01_85 0.05181025 . 6585000 6730000 31,120,180 -chr3L 6730000 6875000 ID_0.01_86 -0.08674075 . 6730000 6875000 51,160,44 -chr3L 6875000 6960000 ID_0.01_87 0.015592 . 6875000 6960000 31,120,180 -chr3L 6960000 7075000 ID_0.01_88 -0.06386025 . 6960000 7075000 51,160,44 -chr3L 7075000 7120000 ID_0.01_89 -0.05008325 . 7075000 7120000 31,120,180 -chr3L 7120000 7145000 ID_0.01_90 -0.04982075 . 7120000 7145000 51,160,44 -chr3L 7145000 7305000 ID_0.01_91 -0.049721 . 7145000 7305000 31,120,180 -chr3L 7305000 7370000 ID_0.01_92 -0.10379175 . 7305000 7370000 51,160,44 -chr3L 7370000 7525000 ID_0.01_93 -0.0351445 . 7370000 7525000 31,120,180 -chr3L 7525000 7605000 ID_0.01_94 -0.05807975 . 7525000 7605000 51,160,44 -chr3L 7605000 7630000 ID_0.01_95 -0.02439625 . 7605000 7630000 31,120,180 -chr3L 7630000 7700000 ID_0.01_96 -0.0078695 . 7630000 7700000 51,160,44 -chr3L 7700000 7760000 ID_0.01_97 -0.05487375 . 7700000 7760000 31,120,180 -chr3L 7760000 7805000 ID_0.01_98 -0.0722705 . 7760000 7805000 51,160,44 -chr3L 7805000 7900000 ID_0.01_99 -0.048435 . 7805000 7900000 31,120,180 -chr3L 7900000 7950000 ID_0.01_100 -0.04267725 . 7900000 7950000 51,160,44 -chr3L 7950000 8010000 ID_0.01_101 -0.02681575 . 7950000 8010000 31,120,180 -chr3L 8010000 8055000 ID_0.01_102 -0.049908 . 8010000 8055000 51,160,44 -chr3L 8055000 8200000 ID_0.01_103 -0.077315 . 8055000 8200000 31,120,180 -chr3L 8200000 8305000 ID_0.01_104 -0.03326775 . 8200000 8305000 51,160,44 -chr3L 8305000 8340000 ID_0.01_105 -0.07717275 . 8305000 8340000 31,120,180 -chr3L 8340000 8410000 ID_0.01_106 -0.07715575 . 8340000 8410000 51,160,44 -chr3L 8410000 8435000 ID_0.01_107 -0.088482 . 8410000 8435000 31,120,180 -chr3L 8435000 8465000 ID_0.01_108 -0.098101 . 8435000 8465000 51,160,44 -chr3L 8465000 8505000 ID_0.01_109 -0.09699025 . 8465000 8505000 31,120,180 -chr3L 8505000 8645000 ID_0.01_110 -0.09547525 . 8505000 8645000 51,160,44 -chr3L 8645000 8670000 ID_0.01_111 0.015577 . 8645000 8670000 31,120,180 -chr3L 8670000 8710000 ID_0.01_112 0.00026425 . 8670000 8710000 51,160,44 -chr3L 8710000 8770000 ID_0.01_113 0.03299475 . 8710000 8770000 31,120,180 -chr3L 8770000 8855000 ID_0.01_114 0.05842025 . 8770000 8855000 51,160,44 -chr3L 8855000 8875000 ID_0.01_115 -0.04306275 . 8855000 8875000 31,120,180 -chr3L 8875000 8970000 ID_0.01_116 -0.042365 . 8875000 8970000 51,160,44 -chr3L 8970000 9120000 ID_0.01_117 -0.09925675 . 8970000 9120000 31,120,180 -chr3L 9120000 9225000 ID_0.01_118 -0.07110225 . 9120000 9225000 51,160,44 -chr3L 9225000 9355000 ID_0.01_119 -0.0200285 . 9225000 9355000 31,120,180 -chr3L 9355000 9395000 ID_0.01_120 -0.10868725 . 9355000 9395000 51,160,44 -chr3L 9395000 9485000 ID_0.01_121 -0.10117225 . 9395000 9485000 31,120,180 -chr3L 9485000 9605000 ID_0.01_122 -0.10105 . 9485000 9605000 51,160,44 -chr3L 9605000 9720000 ID_0.01_123 -0.0327885 . 9605000 9720000 31,120,180 -chr3L 9720000 9820000 ID_0.01_124 -0.10868725 . 9720000 9820000 51,160,44 -chr3L 9820000 9895000 ID_0.01_125 -0.0672575 . 9820000 9895000 31,120,180 -chr3L 9895000 9965000 ID_0.01_126 -0.1071045 . 9895000 9965000 51,160,44 -chr3L 9965000 10120000 ID_0.01_127 -0.10162625 . 9965000 10120000 31,120,180 -chr3L 10120000 10205000 ID_0.01_128 -0.02085 . 10120000 10205000 51,160,44 -chr3L 10205000 10320000 ID_0.01_129 -0.08171475 . 10205000 10320000 31,120,180 -chr3L 10320000 10445000 ID_0.01_130 -0.038513 . 10320000 10445000 51,160,44 -chr3L 10445000 10535000 ID_0.01_131 -0.04705425 . 10445000 10535000 31,120,180 -chr3L 10535000 10585000 ID_0.01_132 0.00456875 . 10535000 10585000 51,160,44 -chr3L 10585000 10685000 ID_0.01_133 -0.02505125 . 10585000 10685000 31,120,180 -chr3L 10685000 10740000 ID_0.01_134 0.08679725 . 10685000 10740000 51,160,44 -chr3L 10740000 10780000 ID_0.01_135 0.065835 . 10740000 10780000 31,120,180 -chr3L 10780000 10840000 ID_0.01_136 0.060989 . 10780000 10840000 51,160,44 -chr3L 10840000 10885000 ID_0.01_137 -0.03974775 . 10840000 10885000 31,120,180 -chr3L 10885000 10960000 ID_0.01_138 -0.04725125 . 10885000 10960000 51,160,44 -chr3L 10960000 11070000 ID_0.01_139 0.03732375 . 10960000 11070000 31,120,180 -chr3L 11070000 11195000 ID_0.01_140 -0.088851 . 11070000 11195000 51,160,44 -chr3L 11195000 11230000 ID_0.01_141 -0.1098975 . 11195000 11230000 31,120,180 -chr3L 11230000 11295000 ID_0.01_142 -0.0901485 . 11230000 11295000 51,160,44 -chr3L 11295000 11380000 ID_0.01_143 -0.05611625 . 11295000 11380000 31,120,180 -chr3L 11380000 11515000 ID_0.01_144 -0.02769625 . 11380000 11515000 51,160,44 -chr3L 11515000 11625000 ID_0.01_145 -0.1065995 . 11515000 11625000 31,120,180 -chr3L 11625000 11715000 ID_0.01_146 -0.090991 . 11625000 11715000 51,160,44 -chr3L 11715000 11785000 ID_0.01_147 -0.0141535 . 11715000 11785000 31,120,180 -chr3L 11785000 11825000 ID_0.01_148 -0.062442 . 11785000 11825000 51,160,44 -chr3L 11825000 11930000 ID_0.01_149 -0.0614325 . 11825000 11930000 31,120,180 -chr3L 11930000 11945000 ID_0.01_150 -0.041385 . 11930000 11945000 51,160,44 -chr3L 11945000 11980000 ID_0.01_151 -0.023826 . 11945000 11980000 31,120,180 -chr3L 11980000 12075000 ID_0.01_152 -0.0250355 . 11980000 12075000 51,160,44 -chr3L 12075000 12135000 ID_0.01_153 -0.0904175 . 12075000 12135000 31,120,180 -chr3L 12135000 12200000 ID_0.01_154 -0.10699525 . 12135000 12200000 51,160,44 -chr3L 12200000 12285000 ID_0.01_155 -0.0274905 . 12200000 12285000 31,120,180 -chr3L 12285000 12415000 ID_0.01_156 -0.039511 . 12285000 12415000 51,160,44 -chr3L 12415000 12490000 ID_0.01_157 -0.00526025 . 12415000 12490000 31,120,180 -chr3L 12490000 12520000 ID_0.01_158 -0.029715 . 12490000 12520000 51,160,44 -chr3L 12520000 12700000 ID_0.01_159 -0.039666 . 12520000 12700000 31,120,180 -chr3L 12700000 12725000 ID_0.01_160 -0.03720925 . 12700000 12725000 51,160,44 -chr3L 12725000 12780000 ID_0.01_161 -0.0410715 . 12725000 12780000 31,120,180 -chr3L 12780000 12870000 ID_0.01_162 -0.0651715 . 12780000 12870000 51,160,44 -chr3L 12870000 12925000 ID_0.01_163 -0.066515 . 12870000 12925000 31,120,180 -chr3L 12925000 13015000 ID_0.01_164 -0.08273825 . 12925000 13015000 51,160,44 -chr3L 13015000 13050000 ID_0.01_165 -0.09834475 . 13015000 13050000 31,120,180 -chr3L 13050000 13160000 ID_0.01_166 -0.10480475 . 13050000 13160000 51,160,44 -chr3L 13160000 13265000 ID_0.01_167 -0.038191 . 13160000 13265000 31,120,180 -chr3L 13265000 13390000 ID_0.01_168 -0.031713 . 13265000 13390000 51,160,44 -chr3L 13390000 13520000 ID_0.01_169 -0.08558725 . 13390000 13520000 31,120,180 -chr3L 13520000 13585000 ID_0.01_170 -0.07756375 . 13520000 13585000 51,160,44 -chr3L 13585000 13665000 ID_0.01_171 -0.06155175 . 13585000 13665000 31,120,180 -chr3L 13665000 13695000 ID_0.01_172 -0.01819075 . 13665000 13695000 51,160,44 -chr3L 13695000 13835000 ID_0.01_173 -0.00876475 . 13695000 13835000 31,120,180 -chr3L 13835000 13985000 ID_0.01_174 -0.09447725 . 13835000 13985000 51,160,44 -chr3L 13985000 14065000 ID_0.01_175 -0.07893625 . 13985000 14065000 31,120,180 -chr3L 14065000 14110000 ID_0.01_176 -0.08770825 . 14065000 14110000 51,160,44 -chr3L 14110000 14215000 ID_0.01_177 -0.03526875 . 14110000 14215000 31,120,180 -chr3L 14215000 14285000 ID_0.01_178 -0.03334825 . 14215000 14285000 51,160,44 -chr3L 14285000 14390000 ID_0.01_179 -0.0179095 . 14285000 14390000 31,120,180 -chr3L 14390000 14425000 ID_0.01_180 0.05096825 . 14390000 14425000 51,160,44 -chr3L 14425000 14460000 ID_0.01_181 0.02575375 . 14425000 14460000 31,120,180 -chr3L 14460000 14535000 ID_0.01_182 0.02146575 . 14460000 14535000 51,160,44 -chr3L 14535000 14605000 ID_0.01_183 -0.0406925 . 14535000 14605000 31,120,180 -chr3L 14605000 14650000 ID_0.01_184 -0.048831 . 14605000 14650000 51,160,44 -chr3L 14650000 14735000 ID_0.01_185 -0.0406465 . 14650000 14735000 31,120,180 -chr3L 14735000 14890000 ID_0.01_186 -0.11298775 . 14735000 14890000 51,160,44 -chr3L 14890000 14965000 ID_0.01_187 -0.007654 . 14890000 14965000 31,120,180 -chr3L 14965000 15005000 ID_0.01_188 -0.043583 . 14965000 15005000 51,160,44 -chr3L 15005000 15135000 ID_0.01_189 -0.085687 . 15005000 15135000 31,120,180 -chr3L 15135000 15245000 ID_0.01_190 -0.06121325 . 15135000 15245000 51,160,44 -chr3L 15245000 15355000 ID_0.01_191 -0.036634 . 15245000 15355000 31,120,180 -chr3L 15355000 15450000 ID_0.01_192 0.0581035 . 15355000 15450000 51,160,44 -chr3L 15450000 15515000 ID_0.01_193 0.0045765 . 15450000 15515000 31,120,180 -chr3L 15515000 15530000 ID_0.01_194 -0.07869125 . 15515000 15530000 51,160,44 -chr3L 15530000 15580000 ID_0.01_195 -0.06834375 . 15530000 15580000 31,120,180 -chr3L 15580000 15685000 ID_0.01_196 -0.050761 . 15580000 15685000 51,160,44 -chr3L 15685000 15795000 ID_0.01_197 0.039769 . 15685000 15795000 31,120,180 -chr3L 15795000 15820000 ID_0.01_198 -0.049537 . 15795000 15820000 51,160,44 -chr3L 15820000 15950000 ID_0.01_199 -0.0439065 . 15820000 15950000 31,120,180 -chr3L 15950000 16000000 ID_0.01_200 -0.0345245 . 15950000 16000000 51,160,44 -chr3L 16000000 16120000 ID_0.01_201 0.07653425 . 16000000 16120000 31,120,180 -chr3L 16120000 16175000 ID_0.01_202 -0.0516855 . 16120000 16175000 51,160,44 -chr3L 16175000 16405000 ID_0.01_203 -0.0698515 . 16175000 16405000 31,120,180 -chr3L 16405000 16575000 ID_0.01_204 -0.0615085 . 16405000 16575000 51,160,44 -chr3L 16575000 16720000 ID_0.01_205 -0.11633575 . 16575000 16720000 31,120,180 -chr3L 16720000 16845000 ID_0.01_206 -0.07164275 . 16720000 16845000 51,160,44 -chr3L 16845000 16925000 ID_0.01_207 -0.06520975 . 16845000 16925000 31,120,180 -chr3L 16925000 17025000 ID_0.01_208 -0.08319 . 16925000 17025000 51,160,44 -chr3L 17025000 17100000 ID_0.01_209 -0.0640675 . 17025000 17100000 31,120,180 -chr3L 17100000 17135000 ID_0.01_210 -0.026472 . 17100000 17135000 51,160,44 -chr3L 17135000 17215000 ID_0.01_211 -0.0018855 . 17135000 17215000 31,120,180 -chr3L 17215000 17270000 ID_0.01_212 -0.0158685 . 17215000 17270000 51,160,44 -chr3L 17270000 17350000 ID_0.01_213 0.03657775 . 17270000 17350000 31,120,180 -chr3L 17350000 17425000 ID_0.01_214 0.062336 . 17350000 17425000 51,160,44 -chr3L 17425000 17480000 ID_0.01_215 0.00865775 . 17425000 17480000 31,120,180 -chr3L 17480000 17550000 ID_0.01_216 -0.097315 . 17480000 17550000 51,160,44 -chr3L 17550000 17630000 ID_0.01_217 -0.10612275 . 17550000 17630000 31,120,180 -chr3L 17630000 17770000 ID_0.01_218 -0.07611675 . 17630000 17770000 51,160,44 -chr3L 17770000 17855000 ID_0.01_219 -0.0506175 . 17770000 17855000 31,120,180 -chr3L 17855000 17885000 ID_0.01_220 -0.06025075 . 17855000 17885000 51,160,44 -chr3L 17885000 17965000 ID_0.01_221 -0.01261725 . 17885000 17965000 31,120,180 -chr3L 17965000 18040000 ID_0.01_222 -0.0328375 . 17965000 18040000 51,160,44 -chr3L 18040000 18125000 ID_0.01_223 -0.0043705 . 18040000 18125000 31,120,180 -chr3L 18125000 18250000 ID_0.01_224 -0.044299 . 18125000 18250000 51,160,44 -chr3L 18250000 18300000 ID_0.01_225 -0.0754875 . 18250000 18300000 31,120,180 -chr3L 18300000 18330000 ID_0.01_226 -0.03245175 . 18300000 18330000 51,160,44 -chr3L 18330000 18405000 ID_0.01_227 -0.02034625 . 18330000 18405000 31,120,180 -chr3L 18405000 18450000 ID_0.01_228 0.082286 . 18405000 18450000 51,160,44 -chr3L 18450000 18575000 ID_0.01_229 0.052447 . 18450000 18575000 31,120,180 -chr3L 18575000 18670000 ID_0.01_230 -0.07423625 . 18575000 18670000 51,160,44 -chr3L 18670000 18720000 ID_0.01_231 -0.03959775 . 18670000 18720000 31,120,180 -chr3L 18720000 18745000 ID_0.01_232 -0.038368 . 18720000 18745000 51,160,44 -chr3L 18745000 18820000 ID_0.01_233 -0.04427875 . 18745000 18820000 31,120,180 -chr3L 18820000 18890000 ID_0.01_234 -0.0727695 . 18820000 18890000 51,160,44 -chr3L 18890000 19060000 ID_0.01_235 -0.046292 . 18890000 19060000 31,120,180 -chr3L 19060000 19090000 ID_0.01_236 -0.033827 . 19060000 19090000 51,160,44 -chr3L 19090000 19115000 ID_0.01_237 -0.035873 . 19090000 19115000 31,120,180 -chr3L 19115000 19140000 ID_0.01_238 -0.044785 . 19115000 19140000 51,160,44 -chr3L 19140000 19200000 ID_0.01_239 -0.034991 . 19140000 19200000 31,120,180 -chr3L 19200000 19265000 ID_0.01_240 -0.0179575 . 19200000 19265000 51,160,44 -chr3L 19265000 19280000 ID_0.01_241 0.00234625 . 19265000 19280000 31,120,180 -chr3L 19280000 19345000 ID_0.01_242 0.03160025 . 19280000 19345000 51,160,44 -chr3L 19345000 19415000 ID_0.01_243 -0.0136645 . 19345000 19415000 31,120,180 -chr3L 19415000 19505000 ID_0.01_244 0.01178775 . 19415000 19505000 51,160,44 -chr3L 19505000 19580000 ID_0.01_245 -0.0743135 . 19505000 19580000 31,120,180 -chr3L 19580000 19620000 ID_0.01_246 -0.036058 . 19580000 19620000 51,160,44 -chr3L 19620000 19680000 ID_0.01_247 -0.02795225 . 19620000 19680000 31,120,180 -chr3L 19680000 19795000 ID_0.01_248 -0.02994275 . 19680000 19795000 51,160,44 -chr3L 19795000 19865000 ID_0.01_249 -0.11633575 . 19795000 19865000 31,120,180 -chr3L 19865000 19890000 ID_0.01_250 -0.06805475 . 19865000 19890000 51,160,44 -chr3L 19890000 20045000 ID_0.01_251 -0.068095 . 19890000 20045000 31,120,180 -chr3L 20045000 20105000 ID_0.01_252 0.007372 . 20045000 20105000 51,160,44 -chr3L 20105000 20195000 ID_0.01_253 -0.0166675 . 20105000 20195000 31,120,180 -chr3L 20195000 20215000 ID_0.01_254 -0.076225 . 20195000 20215000 51,160,44 -chr3L 20215000 20340000 ID_0.01_255 -0.066589 . 20215000 20340000 31,120,180 -chr3L 20340000 20395000 ID_0.01_256 -0.09604725 . 20340000 20395000 51,160,44 -chr3L 20395000 20500000 ID_0.01_257 -0.0352225 . 20395000 20500000 31,120,180 -chr3L 20500000 20695000 ID_0.01_258 -0.11361975 . 20500000 20695000 51,160,44 -chr3L 20695000 20830000 ID_0.01_259 -0.0748375 . 20695000 20830000 31,120,180 -chr3L 20830000 20945000 ID_0.01_260 -0.065319 . 20830000 20945000 51,160,44 -chr3L 20945000 21005000 ID_0.01_261 0.0536985 . 20945000 21005000 31,120,180 -chr3L 21005000 21130000 ID_0.01_262 -0.010175 . 21005000 21130000 51,160,44 -chr3L 21130000 21195000 ID_0.01_263 -0.01343375 . 21130000 21195000 31,120,180 -chr3L 21195000 21280000 ID_0.01_264 -0.0648305 . 21195000 21280000 51,160,44 -chr3L 21280000 21335000 ID_0.01_265 -0.03652325 . 21280000 21335000 31,120,180 -chr3L 21335000 21435000 ID_0.01_266 -0.046753 . 21335000 21435000 51,160,44 -chr3L 21435000 21605000 ID_0.01_267 -0.10898425 . 21435000 21605000 31,120,180 -chr3L 21605000 21765000 ID_0.01_268 -0.05421025 . 21605000 21765000 51,160,44 -chr3L 21765000 21825000 ID_0.01_269 0.06558875 . 21765000 21825000 31,120,180 -chr3L 21825000 21895000 ID_0.01_270 -0.012039 . 21825000 21895000 51,160,44 -chr3L 21895000 21930000 ID_0.01_271 -0.01766375 . 21895000 21930000 31,120,180 -chr3L 21930000 22015000 ID_0.01_272 -0.00711075 . 21930000 22015000 51,160,44 -chr3L 22015000 22070000 ID_0.01_273 0.083152 . 22015000 22070000 31,120,180 -chr3L 22070000 22100000 ID_0.01_274 0.0638995 . 22070000 22100000 51,160,44 -chr3L 22100000 22250000 ID_0.01_275 0.00261925 . 22100000 22250000 31,120,180 -chr3L 22250000 22355000 ID_0.01_276 -0.07011075 . 22250000 22355000 51,160,44 -chr3L 22355000 22420000 ID_0.01_277 -0.045749 . 22355000 22420000 31,120,180 -chr3L 22420000 22495000 ID_0.01_278 -0.03755225 . 22420000 22495000 51,160,44 -chr3L 22495000 22595000 ID_0.01_279 -0.015081 . 22495000 22595000 31,120,180 -chr3L 22595000 22690000 ID_0.01_280 0.05889875 . 22595000 22690000 51,160,44 -chr3L 22690000 22815000 ID_0.01_281 -0.07253425 . 22690000 22815000 31,120,180 -chr3L 22815000 22880000 ID_0.01_282 -0.0899575 . 22815000 22880000 51,160,44 -chr3L 22880000 22990000 ID_0.01_283 -0.049646 . 22880000 22990000 31,120,180 -chr3L 22990000 23035000 ID_0.01_284 0.051599 . 22990000 23035000 51,160,44 -chr3L 23035000 23120000 ID_0.01_285 0.0162535 . 23035000 23120000 31,120,180 -chr3L 23120000 23200000 ID_0.01_286 -0.08982175 . 23120000 23200000 51,160,44 -chr3L 23200000 23265000 ID_0.01_287 -0.088425 . 23200000 23265000 31,120,180 -chr3L 23265000 23320000 ID_0.01_288 -0.05795675 . 23265000 23320000 51,160,44 -chr3L 23320000 23435000 ID_0.01_289 -0.06270725 . 23320000 23435000 31,120,180 -chr3L 23435000 23530000 ID_0.01_290 -0.11318675 . 23435000 23530000 51,160,44 -chr3L 23530000 23645000 ID_0.01_291 -0.11633575 . 23530000 23645000 31,120,180 -chr3L 23645000 23660000 ID_0.01_292 -0.11100775 . 23645000 23660000 51,160,44 -chr3L 23660000 23770000 ID_0.01_293 -0.10274175 . 23660000 23770000 31,120,180 -chr3L 23770000 23840000 ID_0.01_294 -0.10392225 . 23770000 23840000 51,160,44 -chr3L 23840000 23975000 ID_0.01_295 -0.08260325 . 23840000 23975000 31,120,180 -chr3L 23975000 24135000 ID_0.01_296 -0.11633575 . 23975000 24135000 51,160,44 -chr3L 24135000 24190000 ID_0.01_297 -0.094302 . 24135000 24190000 31,120,180 -chr2L 100000 210000 ID_0.01_298 -0.0644705 . 100000 210000 51,160,44 -chr2L 210000 250000 ID_0.01_299 -0.05569675 . 210000 250000 31,120,180 -chr2L 250000 280000 ID_0.01_300 -0.06548675 . 250000 280000 51,160,44 -chr2L 280000 400000 ID_0.01_301 -0.0860065 . 280000 400000 31,120,180 -chr2L 400000 455000 ID_0.01_302 -0.0502635 . 400000 455000 51,160,44 -chr2L 455000 545000 ID_0.01_303 -0.071915 . 455000 545000 31,120,180 -chr2L 545000 560000 ID_0.01_304 -0.12013525 . 545000 560000 51,160,44 -chr2L 560000 630000 ID_0.01_305 -0.0998855 . 560000 630000 31,120,180 -chr2L 630000 710000 ID_0.01_306 -0.10469075 . 630000 710000 51,160,44 -chr2L 710000 750000 ID_0.01_307 -0.02854775 . 710000 750000 31,120,180 -chr2L 750000 880000 ID_0.01_308 -0.0233405 . 750000 880000 51,160,44 -chr2L 880000 965000 ID_0.01_309 -0.09829225 . 880000 965000 31,120,180 -chr2L 965000 1055000 ID_0.01_310 -0.0019695 . 965000 1055000 51,160,44 -chr2L 1055000 1145000 ID_0.01_311 0.02919025 . 1055000 1145000 31,120,180 -chr2L 1145000 1240000 ID_0.01_312 -0.03054175 . 1145000 1240000 51,160,44 -chr2L 1240000 1260000 ID_0.01_313 -0.00370725 . 1240000 1260000 31,120,180 -chr2L 1260000 1375000 ID_0.01_314 0.00311875 . 1260000 1375000 51,160,44 -chr2L 1375000 1475000 ID_0.01_315 -0.07151225 . 1375000 1475000 31,120,180 -chr2L 1475000 1620000 ID_0.01_316 -0.022056 . 1475000 1620000 51,160,44 -chr2L 1620000 1715000 ID_0.01_317 -0.04661925 . 1620000 1715000 31,120,180 -chr2L 1715000 1815000 ID_0.01_318 -0.11637 . 1715000 1815000 51,160,44 -chr2L 1815000 1890000 ID_0.01_319 -0.068647 . 1815000 1890000 31,120,180 -chr2L 1890000 2020000 ID_0.01_320 -0.11414575 . 1890000 2020000 51,160,44 -chr2L 2020000 2070000 ID_0.01_321 -0.014005 . 2020000 2070000 31,120,180 -chr2L 2070000 2090000 ID_0.01_322 -0.031936 . 2070000 2090000 51,160,44 -chr2L 2090000 2145000 ID_0.01_323 -0.028678 . 2090000 2145000 31,120,180 -chr2L 2145000 2200000 ID_0.01_324 -0.107285 . 2145000 2200000 51,160,44 -chr2L 2200000 2235000 ID_0.01_325 -0.10171375 . 2200000 2235000 31,120,180 -chr2L 2235000 2360000 ID_0.01_326 -0.05789125 . 2235000 2360000 51,160,44 -chr2L 2360000 2470000 ID_0.01_327 -0.09179475 . 2360000 2470000 31,120,180 -chr2L 2470000 2490000 ID_0.01_328 -0.05963775 . 2470000 2490000 51,160,44 -chr2L 2490000 2520000 ID_0.01_329 -0.05594375 . 2490000 2520000 31,120,180 -chr2L 2520000 2565000 ID_0.01_330 -0.081712 . 2520000 2565000 51,160,44 -chr2L 2565000 2720000 ID_0.01_331 -0.094266 . 2565000 2720000 31,120,180 -chr2L 2720000 2790000 ID_0.01_332 -0.10553575 . 2720000 2790000 51,160,44 -chr2L 2790000 2885000 ID_0.01_333 -0.10459975 . 2790000 2885000 31,120,180 -chr2L 2885000 2975000 ID_0.01_334 -0.06905475 . 2885000 2975000 51,160,44 -chr2L 2975000 3045000 ID_0.01_335 -0.082597 . 2975000 3045000 31,120,180 -chr2L 3045000 3095000 ID_0.01_336 0.00612425 . 3045000 3095000 51,160,44 -chr2L 3095000 3145000 ID_0.01_337 -0.044628 . 3095000 3145000 31,120,180 -chr2L 3145000 3375000 ID_0.01_338 -0.044329 . 3145000 3375000 51,160,44 -chr2L 3375000 3455000 ID_0.01_339 -0.12013525 . 3375000 3455000 31,120,180 -chr2L 3455000 3545000 ID_0.01_340 -0.08823725 . 3455000 3545000 51,160,44 -chr2L 3545000 3635000 ID_0.01_341 -0.01131875 . 3545000 3635000 31,120,180 -chr2L 3635000 3725000 ID_0.01_342 -0.1035475 . 3635000 3725000 51,160,44 -chr2L 3725000 3775000 ID_0.01_343 -0.00093825 . 3725000 3775000 31,120,180 -chr2L 3775000 3875000 ID_0.01_344 -0.0086795 . 3775000 3875000 51,160,44 -chr2L 3875000 3910000 ID_0.01_345 -0.07517175 . 3875000 3910000 31,120,180 -chr2L 3910000 4010000 ID_0.01_346 -0.063245 . 3910000 4010000 51,160,44 -chr2L 4010000 4195000 ID_0.01_347 0.00152525 . 4010000 4195000 31,120,180 -chr2L 4195000 4230000 ID_0.01_348 -0.05996675 . 4195000 4230000 51,160,44 -chr2L 4230000 4320000 ID_0.01_349 -0.08267775 . 4230000 4320000 31,120,180 -chr2L 4320000 4335000 ID_0.01_350 -0.0955515 . 4320000 4335000 51,160,44 -chr2L 4335000 4385000 ID_0.01_351 -0.095092 . 4335000 4385000 31,120,180 -chr2L 4385000 4455000 ID_0.01_352 -0.1145495 . 4385000 4455000 51,160,44 -chr2L 4455000 4615000 ID_0.01_353 -0.106985 . 4455000 4615000 31,120,180 -chr2L 4615000 4650000 ID_0.01_354 -0.0323465 . 4615000 4650000 51,160,44 -chr2L 4650000 4680000 ID_0.01_355 -0.0112265 . 4650000 4680000 31,120,180 -chr2L 4680000 4835000 ID_0.01_356 0.01180275 . 4680000 4835000 51,160,44 -chr2L 4835000 4915000 ID_0.01_357 -0.09266125 . 4835000 4915000 31,120,180 -chr2L 4915000 4975000 ID_0.01_358 -0.08224175 . 4915000 4975000 51,160,44 -chr2L 4975000 5085000 ID_0.01_359 -0.1085015 . 4975000 5085000 31,120,180 -chr2L 5085000 5245000 ID_0.01_360 -0.0973565 . 5085000 5245000 51,160,44 -chr2L 5245000 5275000 ID_0.01_361 0.02801475 . 5245000 5275000 31,120,180 -chr2L 5275000 5340000 ID_0.01_362 0.02272475 . 5275000 5340000 51,160,44 -chr2L 5340000 5460000 ID_0.01_363 -0.10021025 . 5340000 5460000 31,120,180 -chr2L 5460000 5540000 ID_0.01_364 -0.0281285 . 5460000 5540000 51,160,44 -chr2L 5540000 5620000 ID_0.01_365 -0.07436625 . 5540000 5620000 31,120,180 -chr2L 5620000 5670000 ID_0.01_366 0.046721 . 5620000 5670000 51,160,44 -chr2L 5670000 5720000 ID_0.01_367 0.006107 . 5670000 5720000 31,120,180 -chr2L 5720000 5840000 ID_0.01_368 -0.04542075 . 5720000 5840000 51,160,44 -chr2L 5840000 5885000 ID_0.01_369 -0.03895675 . 5840000 5885000 31,120,180 -chr2L 5885000 5910000 ID_0.01_370 -0.070456 . 5885000 5910000 51,160,44 -chr2L 5910000 5945000 ID_0.01_371 -0.064702 . 5910000 5945000 31,120,180 -chr2L 5945000 6050000 ID_0.01_372 -0.055652 . 5945000 6050000 51,160,44 -chr2L 6050000 6085000 ID_0.01_373 -0.07006825 . 6050000 6085000 31,120,180 -chr2L 6085000 6160000 ID_0.01_374 -0.1067135 . 6085000 6160000 51,160,44 -chr2L 6160000 6225000 ID_0.01_375 -0.0396325 . 6160000 6225000 31,120,180 -chr2L 6225000 6255000 ID_0.01_376 0.03323775 . 6225000 6255000 51,160,44 -chr2L 6255000 6270000 ID_0.01_377 0.047076 . 6255000 6270000 31,120,180 -chr2L 6270000 6315000 ID_0.01_378 0.05206375 . 6270000 6315000 51,160,44 -chr2L 6315000 6430000 ID_0.01_379 0.055442 . 6315000 6430000 31,120,180 -chr2L 6430000 6515000 ID_0.01_380 -0.10531775 . 6430000 6515000 51,160,44 -chr2L 6515000 6660000 ID_0.01_381 -0.09409925 . 6515000 6660000 31,120,180 -chr2L 6660000 6805000 ID_0.01_382 -0.110455 . 6660000 6805000 51,160,44 -chr2L 6805000 6855000 ID_0.01_383 -0.0987365 . 6805000 6855000 31,120,180 -chr2L 6855000 6920000 ID_0.01_384 -0.07816875 . 6855000 6920000 51,160,44 -chr2L 6920000 7045000 ID_0.01_385 -0.094449 . 6920000 7045000 31,120,180 -chr2L 7045000 7130000 ID_0.01_386 -0.07839075 . 7045000 7130000 51,160,44 -chr2L 7130000 7210000 ID_0.01_387 0.0650435 . 7130000 7210000 31,120,180 -chr2L 7210000 7320000 ID_0.01_388 -0.086101 . 7210000 7320000 51,160,44 -chr2L 7320000 7425000 ID_0.01_389 0.003285 . 7320000 7425000 31,120,180 -chr2L 7425000 7450000 ID_0.01_390 -0.08292575 . 7425000 7450000 51,160,44 -chr2L 7450000 7505000 ID_0.01_391 -0.06369 . 7450000 7505000 31,120,180 -chr2L 7505000 7580000 ID_0.01_392 -0.103121 . 7505000 7580000 51,160,44 -chr2L 7580000 7735000 ID_0.01_393 -0.0681795 . 7580000 7735000 31,120,180 -chr2L 7735000 7820000 ID_0.01_394 -0.0331445 . 7735000 7820000 51,160,44 -chr2L 7820000 7955000 ID_0.01_395 -0.0758675 . 7820000 7955000 31,120,180 -chr2L 7955000 8030000 ID_0.01_396 -0.0937315 . 7955000 8030000 51,160,44 -chr2L 8030000 8075000 ID_0.01_397 -0.10791425 . 8030000 8075000 31,120,180 -chr2L 8075000 8135000 ID_0.01_398 -0.09181775 . 8075000 8135000 51,160,44 -chr2L 8135000 8295000 ID_0.01_399 -0.0511045 . 8135000 8295000 31,120,180 -chr2L 8295000 8325000 ID_0.01_400 -0.0395095 . 8295000 8325000 51,160,44 -chr2L 8325000 8410000 ID_0.01_401 -0.04411025 . 8325000 8410000 31,120,180 -chr2L 8410000 8490000 ID_0.01_402 -0.0332225 . 8410000 8490000 51,160,44 -chr2L 8490000 8530000 ID_0.01_403 -0.02618475 . 8490000 8530000 31,120,180 -chr2L 8530000 8750000 ID_0.01_404 -0.057983 . 8530000 8750000 51,160,44 -chr2L 8750000 8935000 ID_0.01_405 -0.055436 . 8750000 8935000 31,120,180 -chr2L 8935000 8965000 ID_0.01_406 -0.01037225 . 8935000 8965000 51,160,44 -chr2L 8965000 8990000 ID_0.01_407 -0.02153825 . 8965000 8990000 31,120,180 -chr2L 8990000 9120000 ID_0.01_408 -0.0641535 . 8990000 9120000 51,160,44 -chr2L 9120000 9180000 ID_0.01_409 0.002392 . 9120000 9180000 31,120,180 -chr2L 9180000 9235000 ID_0.01_410 -0.03171525 . 9180000 9235000 51,160,44 -chr2L 9235000 9285000 ID_0.01_411 -0.00104875 . 9235000 9285000 31,120,180 -chr2L 9285000 9345000 ID_0.01_412 0.0789045 . 9285000 9345000 51,160,44 -chr2L 9345000 9475000 ID_0.01_413 0.05394225 . 9345000 9475000 31,120,180 -chr2L 9475000 9610000 ID_0.01_414 -0.09567725 . 9475000 9610000 51,160,44 -chr2L 9610000 9715000 ID_0.01_415 -0.10193125 . 9610000 9715000 31,120,180 -chr2L 9715000 9770000 ID_0.01_416 -0.087906 . 9715000 9770000 51,160,44 -chr2L 9770000 9885000 ID_0.01_417 -0.07065875 . 9770000 9885000 31,120,180 -chr2L 9885000 9895000 ID_0.01_418 -0.1103755 . 9885000 9895000 51,160,44 -chr2L 9895000 10005000 ID_0.01_419 -0.1086135 . 9895000 10005000 31,120,180 -chr2L 10005000 10135000 ID_0.01_420 -0.082539 . 10005000 10135000 51,160,44 -chr2L 10135000 10170000 ID_0.01_421 -0.03559325 . 10135000 10170000 31,120,180 -chr2L 10170000 10230000 ID_0.01_422 -0.07573075 . 10170000 10230000 51,160,44 -chr2L 10230000 10335000 ID_0.01_423 -0.08768075 . 10230000 10335000 31,120,180 -chr2L 10335000 10385000 ID_0.01_424 -0.0555425 . 10335000 10385000 51,160,44 -chr2L 10385000 10435000 ID_0.01_425 -0.05514725 . 10385000 10435000 31,120,180 -chr2L 10435000 10485000 ID_0.01_426 -0.06712825 . 10435000 10485000 51,160,44 -chr2L 10485000 10525000 ID_0.01_427 -0.040104 . 10485000 10525000 31,120,180 -chr2L 10525000 10715000 ID_0.01_428 -0.057855 . 10525000 10715000 51,160,44 -chr2L 10715000 10745000 ID_0.01_429 -0.08159175 . 10715000 10745000 31,120,180 -chr2L 10745000 10775000 ID_0.01_430 -0.0922795 . 10745000 10775000 51,160,44 -chr2L 10775000 10890000 ID_0.01_431 -0.06544275 . 10775000 10890000 31,120,180 -chr2L 10890000 10935000 ID_0.01_432 -0.04085375 . 10890000 10935000 51,160,44 -chr2L 10935000 10990000 ID_0.01_433 -0.1146315 . 10935000 10990000 31,120,180 -chr2L 10990000 11095000 ID_0.01_434 -0.0821705 . 10990000 11095000 51,160,44 -chr2L 11095000 11175000 ID_0.01_435 -0.015797 . 11095000 11175000 31,120,180 -chr2L 11175000 11195000 ID_0.01_436 -0.0738595 . 11175000 11195000 51,160,44 -chr2L 11195000 11240000 ID_0.01_437 -0.0732905 . 11195000 11240000 31,120,180 -chr2L 11240000 11350000 ID_0.01_438 -0.081622 . 11240000 11350000 51,160,44 -chr2L 11350000 11480000 ID_0.01_439 -0.052311 . 11350000 11480000 31,120,180 -chr2L 11480000 11545000 ID_0.01_440 -0.107657 . 11480000 11545000 51,160,44 -chr2L 11545000 11645000 ID_0.01_441 -0.098152 . 11545000 11645000 31,120,180 -chr2L 11645000 11665000 ID_0.01_442 -0.01945425 . 11645000 11665000 51,160,44 -chr2L 11665000 11700000 ID_0.01_443 -0.00909875 . 11665000 11700000 31,120,180 -chr2L 11700000 11755000 ID_0.01_444 -0.00572325 . 11700000 11755000 51,160,44 -chr2L 11755000 11850000 ID_0.01_445 -0.0658925 . 11755000 11850000 31,120,180 -chr2L 11850000 11980000 ID_0.01_446 -0.06333325 . 11850000 11980000 51,160,44 -chr2L 11980000 12030000 ID_0.01_447 -0.10208675 . 11980000 12030000 31,120,180 -chr2L 12030000 12110000 ID_0.01_448 -0.11425575 . 12030000 12110000 51,160,44 -chr2L 12110000 12180000 ID_0.01_449 -0.04286525 . 12110000 12180000 31,120,180 -chr2L 12180000 12220000 ID_0.01_450 -0.0344325 . 12180000 12220000 51,160,44 -chr2L 12220000 12315000 ID_0.01_451 0.0240555 . 12220000 12315000 31,120,180 -chr2L 12315000 12365000 ID_0.01_452 0.0222645 . 12315000 12365000 51,160,44 -chr2L 12365000 12450000 ID_0.01_453 0.0186645 . 12365000 12450000 31,120,180 -chr2L 12450000 12545000 ID_0.01_454 -0.04836525 . 12450000 12545000 51,160,44 -chr2L 12545000 12665000 ID_0.01_455 -0.09990125 . 12545000 12665000 31,120,180 -chr2L 12665000 12695000 ID_0.01_456 -0.05561 . 12665000 12695000 51,160,44 -chr2L 12695000 12825000 ID_0.01_457 -0.03848325 . 12695000 12825000 31,120,180 -chr2L 12825000 12920000 ID_0.01_458 0.10045725 . 12825000 12920000 51,160,44 -chr2L 12920000 12950000 ID_0.01_459 -0.06594025 . 12920000 12950000 31,120,180 -chr2L 12950000 13005000 ID_0.01_460 -0.058507 . 12950000 13005000 51,160,44 -chr2L 13005000 13195000 ID_0.01_461 -0.08311 . 13005000 13195000 31,120,180 -chr2L 13195000 13280000 ID_0.01_462 -0.11131925 . 13195000 13280000 51,160,44 -chr2L 13280000 13380000 ID_0.01_463 -0.09779475 . 13280000 13380000 31,120,180 -chr2L 13380000 13505000 ID_0.01_464 -0.04550125 . 13380000 13505000 51,160,44 -chr2L 13505000 13555000 ID_0.01_465 -0.00414575 . 13505000 13555000 31,120,180 -chr2L 13555000 13620000 ID_0.01_466 0.0516315 . 13555000 13620000 51,160,44 -chr2L 13620000 13645000 ID_0.01_467 -0.013385 . 13620000 13645000 31,120,180 -chr2L 13645000 13685000 ID_0.01_468 -0.0472665 . 13645000 13685000 51,160,44 -chr2L 13685000 13740000 ID_0.01_469 -0.0620875 . 13685000 13740000 31,120,180 -chr2L 13740000 13815000 ID_0.01_470 -0.02304875 . 13740000 13815000 51,160,44 -chr2L 13815000 13910000 ID_0.01_471 -0.09116575 . 13815000 13910000 31,120,180 -chr2L 13910000 13975000 ID_0.01_472 -0.08466775 . 13910000 13975000 51,160,44 -chr2L 13975000 14040000 ID_0.01_473 -0.01591225 . 13975000 14040000 31,120,180 -chr2L 14040000 14105000 ID_0.01_474 -0.00449825 . 14040000 14105000 51,160,44 -chr2L 14105000 14185000 ID_0.01_475 -0.099688 . 14105000 14185000 31,120,180 -chr2L 14185000 14225000 ID_0.01_476 -0.0111765 . 14185000 14225000 51,160,44 -chr2L 14225000 14265000 ID_0.01_477 -0.0089615 . 14225000 14265000 31,120,180 -chr2L 14265000 14335000 ID_0.01_478 -0.0285745 . 14265000 14335000 51,160,44 -chr2L 14335000 14405000 ID_0.01_479 0.03298975 . 14335000 14405000 31,120,180 -chr2L 14405000 14445000 ID_0.01_480 0.06905825 . 14405000 14445000 51,160,44 -chr2L 14445000 14515000 ID_0.01_481 0.021165 . 14445000 14515000 31,120,180 -chr2L 14515000 14580000 ID_0.01_482 -0.06884325 . 14515000 14580000 51,160,44 -chr2L 14580000 14625000 ID_0.01_483 -0.0661905 . 14580000 14625000 31,120,180 -chr2L 14625000 14660000 ID_0.01_484 -0.0571515 . 14625000 14660000 51,160,44 -chr2L 14660000 14755000 ID_0.01_485 -0.055335 . 14660000 14755000 31,120,180 -chr2L 14755000 14785000 ID_0.01_486 -0.03766925 . 14755000 14785000 51,160,44 -chr2L 14785000 14835000 ID_0.01_487 -0.01417075 . 14785000 14835000 31,120,180 -chr2L 14835000 14885000 ID_0.01_488 0.077357 . 14835000 14885000 51,160,44 -chr2L 14885000 14960000 ID_0.01_489 0.08165675 . 14885000 14960000 31,120,180 -chr2L 14960000 15055000 ID_0.01_490 -0.04873025 . 14960000 15055000 51,160,44 -chr2L 15055000 15130000 ID_0.01_491 -0.02088175 . 15055000 15130000 31,120,180 -chr2L 15130000 15245000 ID_0.01_492 -0.0478965 . 15130000 15245000 51,160,44 -chr2L 15245000 15305000 ID_0.01_493 0.00488225 . 15245000 15305000 31,120,180 -chr2L 15305000 15360000 ID_0.01_494 -0.00726125 . 15305000 15360000 51,160,44 -chr2L 15360000 15470000 ID_0.01_495 0.06843925 . 15360000 15470000 31,120,180 -chr2L 15470000 15540000 ID_0.01_496 0.0055895 . 15470000 15540000 51,160,44 -chr2L 15540000 15655000 ID_0.01_497 0.06273125 . 15540000 15655000 31,120,180 -chr2L 15655000 15730000 ID_0.01_498 -0.0907845 . 15655000 15730000 51,160,44 -chr2L 15730000 15765000 ID_0.01_499 -0.0874995 . 15730000 15765000 31,120,180 -chr2L 15765000 15915000 ID_0.01_500 -0.0924195 . 15765000 15915000 51,160,44 -chr2L 15915000 15980000 ID_0.01_501 -0.0085575 . 15915000 15980000 31,120,180 -chr2L 15980000 16035000 ID_0.01_502 0.071041 . 15980000 16035000 51,160,44 -chr2L 16035000 16105000 ID_0.01_503 0.0566115 . 16035000 16105000 31,120,180 -chr2L 16105000 16270000 ID_0.01_504 0.05206325 . 16105000 16270000 51,160,44 -chr2L 16270000 16350000 ID_0.01_505 -0.110565 . 16270000 16350000 31,120,180 -chr2L 16350000 16420000 ID_0.01_506 -0.08951775 . 16350000 16420000 51,160,44 -chr2L 16420000 16440000 ID_0.01_507 0.03990275 . 16420000 16440000 31,120,180 -chr2L 16440000 16505000 ID_0.01_508 0.0631665 . 16440000 16505000 51,160,44 -chr2L 16505000 16740000 ID_0.01_509 -0.05383675 . 16505000 16740000 31,120,180 -chr2L 16740000 16850000 ID_0.01_510 -0.06428 . 16740000 16850000 51,160,44 -chr2L 16850000 16915000 ID_0.01_511 -0.083309 . 16850000 16915000 31,120,180 -chr2L 16915000 16935000 ID_0.01_512 0.01852 . 16915000 16935000 51,160,44 -chr2L 16935000 16975000 ID_0.01_513 0.04658325 . 16935000 16975000 31,120,180 -chr2L 16975000 17025000 ID_0.01_514 0.04427925 . 16975000 17025000 51,160,44 -chr2L 17025000 17105000 ID_0.01_515 0.05912775 . 17025000 17105000 31,120,180 -chr2L 17105000 17190000 ID_0.01_516 0.0378035 . 17105000 17190000 51,160,44 -chr2L 17190000 17300000 ID_0.01_517 -0.00300525 . 17190000 17300000 31,120,180 -chr2L 17300000 17355000 ID_0.01_518 0.01723525 . 17300000 17355000 51,160,44 -chr2L 17355000 17390000 ID_0.01_519 -0.07727175 . 17355000 17390000 31,120,180 -chr2L 17390000 17495000 ID_0.01_520 -0.08801175 . 17390000 17495000 51,160,44 -chr2L 17495000 17620000 ID_0.01_521 -0.0432985 . 17495000 17620000 31,120,180 -chr2L 17620000 17655000 ID_0.01_522 -0.010732 . 17620000 17655000 51,160,44 -chr2L 17655000 17725000 ID_0.01_523 -0.008331 . 17655000 17725000 31,120,180 -chr2L 17725000 17750000 ID_0.01_524 0.021553 . 17725000 17750000 51,160,44 -chr2L 17750000 17895000 ID_0.01_525 0.034619 . 17750000 17895000 31,120,180 -chr2L 17895000 17960000 ID_0.01_526 0.025353 . 17895000 17960000 51,160,44 -chr2L 17960000 18060000 ID_0.01_527 0.00258 . 17960000 18060000 31,120,180 -chr2L 18060000 18160000 ID_0.01_528 -0.07493 . 18060000 18160000 51,160,44 -chr2L 18160000 18285000 ID_0.01_529 -0.07798925 . 18160000 18285000 31,120,180 -chr2L 18285000 18445000 ID_0.01_530 0.09943575 . 18285000 18445000 51,160,44 -chr2L 18445000 18540000 ID_0.01_531 -0.0920255 . 18445000 18540000 31,120,180 -chr2L 18540000 18585000 ID_0.01_532 -0.075841 . 18540000 18585000 51,160,44 -chr2L 18585000 18680000 ID_0.01_533 -0.055646 . 18585000 18680000 31,120,180 -chr2L 18680000 18735000 ID_0.01_534 -0.07308875 . 18680000 18735000 51,160,44 -chr2L 18735000 18815000 ID_0.01_535 -0.038225 . 18735000 18815000 31,120,180 -chr2L 18815000 18840000 ID_0.01_536 -0.0775135 . 18815000 18840000 51,160,44 -chr2L 18840000 18880000 ID_0.01_537 -0.0966705 . 18840000 18880000 31,120,180 -chr2L 18880000 18945000 ID_0.01_538 -0.10690625 . 18880000 18945000 51,160,44 -chr2L 18945000 19035000 ID_0.01_539 -0.08530525 . 18945000 19035000 31,120,180 -chr2L 19035000 19075000 ID_0.01_540 -0.077179 . 19035000 19075000 51,160,44 -chr2L 19075000 19170000 ID_0.01_541 -0.0639145 . 19075000 19170000 31,120,180 -chr2L 19170000 19270000 ID_0.01_542 -0.10563625 . 19170000 19270000 51,160,44 -chr2L 19270000 19320000 ID_0.01_543 -0.00631975 . 19270000 19320000 31,120,180 -chr2L 19320000 19395000 ID_0.01_544 -0.056985 . 19320000 19395000 51,160,44 -chr2L 19395000 19520000 ID_0.01_545 -0.11151275 . 19395000 19520000 31,120,180 -chr2L 19520000 19575000 ID_0.01_546 -0.07405125 . 19520000 19575000 51,160,44 -chr2L 19575000 19720000 ID_0.01_547 -0.089496 . 19575000 19720000 31,120,180 -chr2L 19720000 19830000 ID_0.01_548 -0.045114 . 19720000 19830000 51,160,44 -chr2L 19830000 19935000 ID_0.01_549 -0.0247815 . 19830000 19935000 31,120,180 -chr2L 19935000 20015000 ID_0.01_550 -0.012557 . 19935000 20015000 51,160,44 -chr2L 20015000 20135000 ID_0.01_551 0.072374 . 20015000 20135000 31,120,180 -chr2L 20135000 20205000 ID_0.01_552 -0.062548 . 20135000 20205000 51,160,44 -chr2L 20205000 20275000 ID_0.01_553 -0.01359825 . 20205000 20275000 31,120,180 -chr2L 20275000 20340000 ID_0.01_554 -0.09512375 . 20275000 20340000 51,160,44 -chr2L 20340000 20390000 ID_0.01_555 -0.07098575 . 20340000 20390000 31,120,180 -chr2L 20390000 20435000 ID_0.01_556 -0.053992 . 20390000 20435000 51,160,44 -chr2L 20435000 20665000 ID_0.01_557 -0.0751555 . 20435000 20665000 31,120,180 -chr2L 20665000 20750000 ID_0.01_558 -0.041413 . 20665000 20750000 51,160,44 -chr2L 20750000 20810000 ID_0.01_559 -0.111722 . 20750000 20810000 31,120,180 -chr2L 20810000 20860000 ID_0.01_560 -0.0545255 . 20810000 20860000 51,160,44 -chr2L 20860000 20950000 ID_0.01_561 -0.032595 . 20860000 20950000 31,120,180 -chr2L 20950000 21120000 ID_0.01_562 -0.06341975 . 20950000 21120000 51,160,44 -chr2L 21120000 21215000 ID_0.01_563 -0.114525 . 21120000 21215000 31,120,180 -chr2L 21215000 21325000 ID_0.01_564 -0.07580475 . 21215000 21325000 51,160,44 -chr2L 21325000 21375000 ID_0.01_565 -0.020032 . 21325000 21375000 31,120,180 -chr2L 21375000 21420000 ID_0.01_566 -0.05318125 . 21375000 21420000 51,160,44 -chr2L 21420000 21535000 ID_0.01_567 -0.11069625 . 21420000 21535000 31,120,180 -chr2L 21535000 21645000 ID_0.01_568 -0.12013525 . 21535000 21645000 51,160,44 -chr2L 21645000 21680000 ID_0.01_569 0.03254875 . 21645000 21680000 31,120,180 -chr2L 21680000 21715000 ID_0.01_570 0.02673225 . 21680000 21715000 51,160,44 -chr2L 21715000 21755000 ID_0.01_571 -0.017128 . 21715000 21755000 31,120,180 -chr2L 21755000 21870000 ID_0.01_572 -0.0665495 . 21755000 21870000 51,160,44 -chr2L 21870000 21940000 ID_0.01_573 0.0265165 . 21870000 21940000 31,120,180 -chr2L 21940000 22025000 ID_0.01_574 -0.027992 . 21940000 22025000 51,160,44 -chr2L 22025000 22080000 ID_0.01_575 0.025183 . 22025000 22080000 31,120,180 -chr2L 22080000 22175000 ID_0.01_576 0.0986805 . 22080000 22175000 51,160,44 -chr2L 22175000 22230000 ID_0.01_577 0.05646725 . 22175000 22230000 31,120,180 -chr2L 22230000 22270000 ID_0.01_578 0.017173 . 22230000 22270000 51,160,44 -chr2L 22270000 22355000 ID_0.01_579 -0.033332 . 22270000 22355000 31,120,180 -chr2L 22355000 22470000 ID_0.01_580 -0.08526625 . 22355000 22470000 51,160,44 -chr2L 22470000 22620000 ID_0.01_581 -0.11154275 . 22470000 22620000 31,120,180 -chr2L 22620000 22650000 ID_0.01_582 -0.01484675 . 22620000 22650000 51,160,44 -chr2L 22650000 22710000 ID_0.01_583 -0.0345525 . 22650000 22710000 31,120,180 -chr2L 22710000 22740000 ID_0.01_584 -0.0835225 . 22710000 22740000 51,160,44 -chr2L 22740000 22800000 ID_0.01_585 -0.10212425 . 22740000 22800000 31,120,180 -chr2L 22800000 22925000 ID_0.01_586 -0.10039625 . 22800000 22925000 51,160,44 -chrX 90000 230000 ID_0.01_587 -0.0720205 . 90000 230000 31,120,180 -chrX 230000 290000 ID_0.01_588 -0.06873975 . 230000 290000 51,160,44 -chrX 290000 360000 ID_0.01_589 -0.06873975 . 290000 360000 31,120,180 -chrX 360000 685000 ID_0.01_590 -0.06873975 . 360000 685000 51,160,44 -chrX 685000 750000 ID_0.01_591 -0.05764525 . 685000 750000 31,120,180 -chrX 750000 855000 ID_0.01_592 -0.046177 . 750000 855000 51,160,44 -chrX 855000 875000 ID_0.01_593 -0.05093975 . 855000 875000 31,120,180 -chrX 875000 1065000 ID_0.01_594 -0.04608975 . 875000 1065000 51,160,44 -chrX 1065000 1125000 ID_0.01_595 -0.0649015 . 1065000 1125000 31,120,180 -chrX 1125000 1390000 ID_0.01_596 -0.06873975 . 1125000 1390000 51,160,44 -chrX 1390000 1420000 ID_0.01_597 -0.02902475 . 1390000 1420000 31,120,180 -chrX 1420000 1430000 ID_0.01_598 -0.02902475 . 1420000 1430000 51,160,44 -chrX 1430000 1505000 ID_0.01_599 -0.017421 . 1430000 1505000 31,120,180 -chrX 1505000 1565000 ID_0.01_600 -0.00512525 . 1505000 1565000 51,160,44 -chrX 1565000 1590000 ID_0.01_601 0.0740305 . 1565000 1590000 31,120,180 -chrX 1590000 1750000 ID_0.01_602 0.06838375 . 1590000 1750000 51,160,44 -chrX 1750000 1785000 ID_0.01_603 -0.03990825 . 1750000 1785000 31,120,180 -chrX 1785000 1825000 ID_0.01_604 -0.05312125 . 1785000 1825000 51,160,44 -chrX 1825000 1890000 ID_0.01_605 -0.044828 . 1825000 1890000 31,120,180 -chrX 1890000 1970000 ID_0.01_606 -0.00133675 . 1890000 1970000 51,160,44 -chrX 1970000 2055000 ID_0.01_607 -0.05727125 . 1970000 2055000 31,120,180 -chrX 2055000 2095000 ID_0.01_608 -0.05727125 . 2055000 2095000 51,160,44 -chrX 2095000 2145000 ID_0.01_609 -0.041714 . 2095000 2145000 31,120,180 -chrX 2145000 2270000 ID_0.01_610 -0.06873975 . 2145000 2270000 51,160,44 -chrX 2270000 2340000 ID_0.01_611 -0.05920325 . 2270000 2340000 31,120,180 -chrX 2340000 2375000 ID_0.01_612 -0.0411735 . 2340000 2375000 51,160,44 -chrX 2375000 2465000 ID_0.01_613 -0.04582175 . 2375000 2465000 31,120,180 -chrX 2465000 2505000 ID_0.01_614 -0.05764525 . 2465000 2505000 51,160,44 -chrX 2505000 2610000 ID_0.01_615 -0.0591185 . 2505000 2610000 31,120,180 -chrX 2610000 2670000 ID_0.01_616 -0.05538325 . 2610000 2670000 51,160,44 -chrX 2670000 2725000 ID_0.01_617 -0.05880325 . 2670000 2725000 31,120,180 -chrX 2725000 2805000 ID_0.01_618 -0.034711 . 2725000 2805000 51,160,44 -chrX 2805000 2835000 ID_0.01_619 -0.022515 . 2805000 2835000 31,120,180 -chrX 2835000 2885000 ID_0.01_620 -0.019914 . 2835000 2885000 51,160,44 -chrX 2885000 2945000 ID_0.01_621 -0.0342565 . 2885000 2945000 31,120,180 -chrX 2945000 3020000 ID_0.01_622 -0.0101365 . 2945000 3020000 51,160,44 -chrX 3020000 3060000 ID_0.01_623 -0.02627225 . 3020000 3060000 31,120,180 -chrX 3060000 3180000 ID_0.01_624 -0.020248 . 3060000 3180000 51,160,44 -chrX 3180000 3340000 ID_0.01_625 -0.06873975 . 3180000 3340000 31,120,180 -chrX 3340000 3375000 ID_0.01_626 -0.0649015 . 3340000 3375000 51,160,44 -chrX 3375000 3505000 ID_0.01_627 -0.0441725 . 3375000 3505000 31,120,180 -chrX 3505000 3575000 ID_0.01_628 -0.060275 . 3505000 3575000 51,160,44 -chrX 3575000 3730000 ID_0.01_629 -0.06873975 . 3575000 3730000 31,120,180 -chrX 3730000 3765000 ID_0.01_630 -0.019901 . 3730000 3765000 51,160,44 -chrX 3765000 3860000 ID_0.01_631 -0.0184595 . 3765000 3860000 31,120,180 -chrX 3860000 3930000 ID_0.01_632 -0.02515225 . 3860000 3930000 51,160,44 -chrX 3930000 4125000 ID_0.01_633 -0.06873975 . 3930000 4125000 31,120,180 -chrX 4125000 4225000 ID_0.01_634 0.03353825 . 4125000 4225000 51,160,44 -chrX 4225000 4320000 ID_0.01_635 -0.0470475 . 4225000 4320000 31,120,180 -chrX 4320000 4470000 ID_0.01_636 -0.04577875 . 4320000 4470000 51,160,44 -chrX 4470000 4535000 ID_0.01_637 0.03129775 . 4470000 4535000 31,120,180 -chrX 4535000 4615000 ID_0.01_638 -0.06873975 . 4535000 4615000 51,160,44 -chrX 4615000 4700000 ID_0.01_639 -0.03641575 . 4615000 4700000 31,120,180 -chrX 4700000 4775000 ID_0.01_640 0.002193 . 4700000 4775000 51,160,44 -chrX 4775000 4830000 ID_0.01_641 -0.02999 . 4775000 4830000 31,120,180 -chrX 4830000 4940000 ID_0.01_642 0.004205 . 4830000 4940000 51,160,44 -chrX 4940000 5165000 ID_0.01_643 -0.06873975 . 4940000 5165000 31,120,180 -chrX 5165000 5270000 ID_0.01_644 -0.032438 . 5165000 5270000 51,160,44 -chrX 5270000 5310000 ID_0.01_645 -0.0500965 . 5270000 5310000 31,120,180 -chrX 5310000 5330000 ID_0.01_646 -0.04867725 . 5310000 5330000 51,160,44 -chrX 5330000 5370000 ID_0.01_647 -0.0438415 . 5330000 5370000 31,120,180 -chrX 5370000 5470000 ID_0.01_648 -0.01440425 . 5370000 5470000 51,160,44 -chrX 5470000 5725000 ID_0.01_649 -0.06873975 . 5470000 5725000 31,120,180 -chrX 5725000 5805000 ID_0.01_650 -0.0559375 . 5725000 5805000 51,160,44 -chrX 5805000 5835000 ID_0.01_651 -0.06873975 . 5805000 5835000 31,120,180 -chrX 5835000 5890000 ID_0.01_652 -0.06873975 . 5835000 5890000 51,160,44 -chrX 5890000 5955000 ID_0.01_653 -0.0510205 . 5890000 5955000 31,120,180 -chrX 5955000 6020000 ID_0.01_654 -0.042279 . 5955000 6020000 51,160,44 -chrX 6020000 6100000 ID_0.01_655 -0.029748 . 6020000 6100000 31,120,180 -chrX 6100000 6200000 ID_0.01_656 -0.06431075 . 6100000 6200000 51,160,44 -chrX 6200000 6270000 ID_0.01_657 -0.06873975 . 6200000 6270000 31,120,180 -chrX 6270000 6420000 ID_0.01_658 -0.06873975 . 6270000 6420000 51,160,44 -chrX 6420000 6495000 ID_0.01_659 -0.055952 . 6420000 6495000 31,120,180 -chrX 6495000 6565000 ID_0.01_660 -0.032883 . 6495000 6565000 51,160,44 -chrX 6565000 6620000 ID_0.01_661 -0.06873975 . 6565000 6620000 31,120,180 -chrX 6620000 6765000 ID_0.01_662 -0.06873975 . 6620000 6765000 51,160,44 -chrX 6765000 6840000 ID_0.01_663 -0.05764525 . 6765000 6840000 31,120,180 -chrX 6840000 6865000 ID_0.01_664 -0.0403345 . 6840000 6865000 51,160,44 -chrX 6865000 6935000 ID_0.01_665 -0.04908775 . 6865000 6935000 31,120,180 -chrX 6935000 7145000 ID_0.01_666 -0.055925 . 6935000 7145000 51,160,44 -chrX 7145000 7215000 ID_0.01_667 -0.06873975 . 7145000 7215000 31,120,180 -chrX 7215000 7355000 ID_0.01_668 -0.06873975 . 7215000 7355000 51,160,44 -chrX 7355000 7420000 ID_0.01_669 -0.04076175 . 7355000 7420000 31,120,180 -chrX 7420000 7580000 ID_0.01_670 0.0143445 . 7420000 7580000 51,160,44 -chrX 7580000 7670000 ID_0.01_671 -0.06873975 . 7580000 7670000 31,120,180 -chrX 7670000 7735000 ID_0.01_672 -0.01522375 . 7670000 7735000 51,160,44 -chrX 7735000 7830000 ID_0.01_673 0.03931675 . 7735000 7830000 31,120,180 -chrX 7830000 7945000 ID_0.01_674 -0.055925 . 7830000 7945000 51,160,44 -chrX 7945000 8290000 ID_0.01_675 -0.06873975 . 7945000 8290000 31,120,180 -chrX 8290000 8365000 ID_0.01_676 -0.05644675 . 8290000 8365000 51,160,44 -chrX 8365000 8435000 ID_0.01_677 -0.03096525 . 8365000 8435000 31,120,180 -chrX 8435000 8505000 ID_0.01_678 -0.06873975 . 8435000 8505000 51,160,44 -chrX 8505000 8600000 ID_0.01_679 -0.06388975 . 8505000 8600000 31,120,180 -chrX 8600000 8745000 ID_0.01_680 -0.04374075 . 8600000 8745000 51,160,44 -chrX 8745000 9000000 ID_0.01_681 -0.0553685 . 8745000 9000000 31,120,180 -chrX 9000000 9045000 ID_0.01_682 -0.06188775 . 9000000 9045000 51,160,44 -chrX 9045000 9125000 ID_0.01_683 -0.06873975 . 9045000 9125000 31,120,180 -chrX 9125000 9195000 ID_0.01_684 -0.05880325 . 9125000 9195000 51,160,44 -chrX 9195000 9280000 ID_0.01_685 -0.05880325 . 9195000 9280000 31,120,180 -chrX 9280000 9305000 ID_0.01_686 -0.00807375 . 9280000 9305000 51,160,44 -chrX 9305000 9350000 ID_0.01_687 -0.025808 . 9305000 9350000 31,120,180 -chrX 9350000 9450000 ID_0.01_688 -0.04654875 . 9350000 9450000 51,160,44 -chrX 9450000 9615000 ID_0.01_689 -0.06873975 . 9450000 9615000 31,120,180 -chrX 9615000 9720000 ID_0.01_690 -0.03547875 . 9615000 9720000 51,160,44 -chrX 9720000 9845000 ID_0.01_691 -0.06873975 . 9720000 9845000 31,120,180 -chrX 9845000 9975000 ID_0.01_692 -0.0527935 . 9845000 9975000 51,160,44 -chrX 9975000 10050000 ID_0.01_693 -0.02916575 . 9975000 10050000 31,120,180 -chrX 10050000 10085000 ID_0.01_694 -0.018568 . 10050000 10085000 51,160,44 -chrX 10085000 10110000 ID_0.01_695 -0.0322145 . 10085000 10110000 31,120,180 -chrX 10110000 10205000 ID_0.01_696 -0.023041 . 10110000 10205000 51,160,44 -chrX 10205000 10360000 ID_0.01_697 -0.05810275 . 10205000 10360000 31,120,180 -chrX 10360000 10390000 ID_0.01_698 -0.04351825 . 10360000 10390000 51,160,44 -chrX 10390000 10425000 ID_0.01_699 -0.03859725 . 10390000 10425000 31,120,180 -chrX 10425000 10540000 ID_0.01_700 -0.03685 . 10425000 10540000 51,160,44 -chrX 10540000 10570000 ID_0.01_701 0.00410225 . 10540000 10570000 31,120,180 -chrX 10570000 10605000 ID_0.01_702 -0.02050525 . 10570000 10605000 51,160,44 -chrX 10605000 10685000 ID_0.01_703 -0.06873975 . 10605000 10685000 31,120,180 -chrX 10685000 10740000 ID_0.01_704 -0.06873975 . 10685000 10740000 51,160,44 -chrX 10740000 10875000 ID_0.01_705 -0.06873975 . 10740000 10875000 31,120,180 -chrX 10875000 10970000 ID_0.01_706 0.11662475 . 10875000 10970000 51,160,44 -chrX 10970000 11005000 ID_0.01_707 -0.0460075 . 10970000 11005000 31,120,180 -chrX 11005000 11045000 ID_0.01_708 -0.0559375 . 11005000 11045000 51,160,44 -chrX 11045000 11130000 ID_0.01_709 -0.05131975 . 11045000 11130000 31,120,180 -chrX 11130000 11230000 ID_0.01_710 0.01917425 . 11130000 11230000 51,160,44 -chrX 11230000 11400000 ID_0.01_711 -0.06873975 . 11230000 11400000 31,120,180 -chrX 11400000 11445000 ID_0.01_712 -0.06873975 . 11400000 11445000 51,160,44 -chrX 11445000 11500000 ID_0.01_713 -0.064487 . 11445000 11500000 31,120,180 -chrX 11500000 11605000 ID_0.01_714 -0.05644675 . 11500000 11605000 51,160,44 -chrX 11605000 11695000 ID_0.01_715 -0.05218875 . 11605000 11695000 31,120,180 -chrX 11695000 11795000 ID_0.01_716 -0.029158 . 11695000 11795000 51,160,44 -chrX 11795000 11860000 ID_0.01_717 -0.06188775 . 11795000 11860000 31,120,180 -chrX 11860000 11895000 ID_0.01_718 -0.0183045 . 11860000 11895000 51,160,44 -chrX 11895000 12025000 ID_0.01_719 -0.03791275 . 11895000 12025000 31,120,180 -chrX 12025000 12070000 ID_0.01_720 0.01906975 . 12025000 12070000 51,160,44 -chrX 12070000 12125000 ID_0.01_721 0.0859775 . 12070000 12125000 31,120,180 -chrX 12125000 12190000 ID_0.01_722 0.066812 . 12125000 12190000 51,160,44 -chrX 12190000 12205000 ID_0.01_723 -0.00168175 . 12190000 12205000 31,120,180 -chrX 12205000 12305000 ID_0.01_724 0.0174975 . 12205000 12305000 51,160,44 -chrX 12305000 12335000 ID_0.01_725 -0.026357 . 12305000 12335000 31,120,180 -chrX 12335000 12410000 ID_0.01_726 -0.0275515 . 12335000 12410000 51,160,44 -chrX 12410000 12480000 ID_0.01_727 -0.0323165 . 12410000 12480000 31,120,180 -chrX 12480000 12665000 ID_0.01_728 -0.06873975 . 12480000 12665000 51,160,44 -chrX 12665000 12695000 ID_0.01_729 -0.03599575 . 12665000 12695000 31,120,180 -chrX 12695000 12810000 ID_0.01_730 -0.03229275 . 12695000 12810000 51,160,44 -chrX 12810000 12880000 ID_0.01_731 -0.042259 . 12810000 12880000 31,120,180 -chrX 12880000 12965000 ID_0.01_732 0.08867225 . 12880000 12965000 51,160,44 -chrX 12965000 13290000 ID_0.01_733 0.0322335 . 12965000 13290000 31,120,180 -chrX 13290000 13470000 ID_0.01_734 -0.0590395 . 13290000 13470000 51,160,44 -chrX 13470000 13565000 ID_0.01_735 -0.044019 . 13470000 13565000 31,120,180 -chrX 13565000 13615000 ID_0.01_736 -0.03122825 . 13565000 13615000 51,160,44 -chrX 13615000 13675000 ID_0.01_737 -0.0307365 . 13615000 13675000 31,120,180 -chrX 13675000 13745000 ID_0.01_738 -0.06389025 . 13675000 13745000 51,160,44 -chrX 13745000 13955000 ID_0.01_739 -0.06873975 . 13745000 13955000 31,120,180 -chrX 13955000 14025000 ID_0.01_740 -0.06873975 . 13955000 14025000 51,160,44 -chrX 14025000 14080000 ID_0.01_741 -0.00795425 . 14025000 14080000 31,120,180 -chrX 14080000 14155000 ID_0.01_742 -0.06873975 . 14080000 14155000 51,160,44 -chrX 14155000 14270000 ID_0.01_743 -0.06873975 . 14155000 14270000 31,120,180 -chrX 14270000 14330000 ID_0.01_744 -0.0394785 . 14270000 14330000 51,160,44 -chrX 14330000 14445000 ID_0.01_745 0.0111925 . 14330000 14445000 31,120,180 -chrX 14445000 14470000 ID_0.01_746 -0.04285925 . 14445000 14470000 51,160,44 -chrX 14470000 14580000 ID_0.01_747 -0.051823 . 14470000 14580000 31,120,180 -chrX 14580000 14615000 ID_0.01_748 -0.030981 . 14580000 14615000 51,160,44 -chrX 14615000 14710000 ID_0.01_749 -0.0260965 . 14615000 14710000 31,120,180 -chrX 14710000 14790000 ID_0.01_750 -0.05253775 . 14710000 14790000 51,160,44 -chrX 14790000 14870000 ID_0.01_751 -0.03941575 . 14790000 14870000 31,120,180 -chrX 14870000 14930000 ID_0.01_752 -0.01640775 . 14870000 14930000 51,160,44 -chrX 14930000 15020000 ID_0.01_753 0.002938 . 14930000 15020000 31,120,180 -chrX 15020000 15190000 ID_0.01_754 -0.05592925 . 15020000 15190000 51,160,44 -chrX 15190000 15330000 ID_0.01_755 -0.037579 . 15190000 15330000 31,120,180 -chrX 15330000 15370000 ID_0.01_756 -0.055358 . 15330000 15370000 51,160,44 -chrX 15370000 15465000 ID_0.01_757 0.0201255 . 15370000 15465000 31,120,180 -chrX 15465000 15510000 ID_0.01_758 0.022054 . 15465000 15510000 51,160,44 -chrX 15510000 15560000 ID_0.01_759 0.00462025 . 15510000 15560000 31,120,180 -chrX 15560000 15595000 ID_0.01_760 -0.02515625 . 15560000 15595000 51,160,44 -chrX 15595000 15675000 ID_0.01_761 -0.055358 . 15595000 15675000 31,120,180 -chrX 15675000 15785000 ID_0.01_762 -0.055358 . 15675000 15785000 51,160,44 -chrX 15785000 15850000 ID_0.01_763 -0.0136345 . 15785000 15850000 31,120,180 -chrX 15850000 15890000 ID_0.01_764 -0.02515625 . 15850000 15890000 51,160,44 -chrX 15890000 15960000 ID_0.01_765 -0.02846175 . 15890000 15960000 31,120,180 -chrX 15960000 15985000 ID_0.01_766 -0.06431825 . 15960000 15985000 51,160,44 -chrX 15985000 16080000 ID_0.01_767 -0.06333325 . 15985000 16080000 31,120,180 -chrX 16080000 16120000 ID_0.01_768 0.00608 . 16080000 16120000 51,160,44 -chrX 16120000 16165000 ID_0.01_769 -0.0038205 . 16120000 16165000 31,120,180 -chrX 16165000 16200000 ID_0.01_770 -0.02050525 . 16165000 16200000 51,160,44 -chrX 16200000 16335000 ID_0.01_771 -0.032883 . 16200000 16335000 31,120,180 -chrX 16335000 16455000 ID_0.01_772 -0.06873975 . 16335000 16455000 51,160,44 -chrX 16455000 16945000 ID_0.01_773 -0.06873975 . 16455000 16945000 31,120,180 -chrX 16945000 17000000 ID_0.01_774 -0.03257175 . 16945000 17000000 51,160,44 -chrX 17000000 17110000 ID_0.01_775 -0.01836725 . 17000000 17110000 31,120,180 -chrX 17110000 17180000 ID_0.01_776 -0.014774 . 17110000 17180000 51,160,44 -chrX 17180000 17205000 ID_0.01_777 -0.04194125 . 17180000 17205000 31,120,180 -chrX 17205000 17265000 ID_0.01_778 -0.0331705 . 17205000 17265000 51,160,44 -chrX 17265000 17395000 ID_0.01_779 -0.05161625 . 17265000 17395000 31,120,180 -chrX 17395000 17430000 ID_0.01_780 0.026895 . 17395000 17430000 51,160,44 -chrX 17430000 17525000 ID_0.01_781 -0.01271725 . 17430000 17525000 31,120,180 -chrX 17525000 17635000 ID_0.01_782 -0.06388975 . 17525000 17635000 51,160,44 -chrX 17635000 17715000 ID_0.01_783 -0.001567 . 17635000 17715000 31,120,180 -chrX 17715000 17805000 ID_0.01_784 -0.06295675 . 17715000 17805000 51,160,44 -chrX 17805000 17855000 ID_0.01_785 0.0374145 . 17805000 17855000 31,120,180 -chrX 17855000 17895000 ID_0.01_786 0.036681 . 17855000 17895000 51,160,44 -chrX 17895000 17945000 ID_0.01_787 0.02818375 . 17895000 17945000 31,120,180 -chrX 17945000 18055000 ID_0.01_788 0.02332775 . 17945000 18055000 51,160,44 -chrX 18055000 18210000 ID_0.01_789 -0.04913325 . 18055000 18210000 31,120,180 -chrX 18210000 18270000 ID_0.01_790 -0.015514 . 18210000 18270000 51,160,44 -chrX 18270000 18390000 ID_0.01_791 -0.059908 . 18270000 18390000 31,120,180 -chrX 18390000 18535000 ID_0.01_792 -0.06873975 . 18390000 18535000 51,160,44 -chrX 18535000 18635000 ID_0.01_793 -0.06873975 . 18535000 18635000 31,120,180 -chrX 18635000 18690000 ID_0.01_794 -0.04284475 . 18635000 18690000 51,160,44 -chrX 18690000 18750000 ID_0.01_795 -0.05764275 . 18690000 18750000 31,120,180 -chrX 18750000 18915000 ID_0.01_796 -0.063632 . 18750000 18915000 51,160,44 -chrX 18915000 19025000 ID_0.01_797 -0.01725275 . 18915000 19025000 31,120,180 -chrX 19025000 19075000 ID_0.01_798 -0.0192025 . 19025000 19075000 51,160,44 -chrX 19075000 19175000 ID_0.01_799 -0.036954 . 19075000 19175000 31,120,180 -chrX 19175000 19370000 ID_0.01_800 -0.06873975 . 19175000 19370000 51,160,44 -chrX 19370000 19480000 ID_0.01_801 -0.06873975 . 19370000 19480000 31,120,180 -chrX 19480000 19565000 ID_0.01_802 -0.05727125 . 19480000 19565000 51,160,44 -chrX 19565000 19680000 ID_0.01_803 -0.06873975 . 19565000 19680000 31,120,180 -chrX 19680000 19850000 ID_0.01_804 -0.0568755 . 19680000 19850000 51,160,44 -chrX 19850000 19910000 ID_0.01_805 -0.05478675 . 19850000 19910000 31,120,180 -chrX 19910000 19945000 ID_0.01_806 -0.06873975 . 19910000 19945000 51,160,44 -chrX 19945000 20025000 ID_0.01_807 -0.06873975 . 19945000 20025000 31,120,180 -chrX 20025000 20070000 ID_0.01_808 -0.01962325 . 20025000 20070000 51,160,44 -chrX 20070000 20220000 ID_0.01_809 -0.05764525 . 20070000 20220000 31,120,180 -chrX 20220000 20390000 ID_0.01_810 -0.06873975 . 20220000 20390000 51,160,44 -chrX 20390000 20455000 ID_0.01_811 -0.04103925 . 20390000 20455000 31,120,180 -chrX 20455000 20490000 ID_0.01_812 0.03779075 . 20455000 20490000 51,160,44 -chrX 20490000 20570000 ID_0.01_813 0.04029475 . 20490000 20570000 31,120,180 -chrX 20570000 20675000 ID_0.01_814 0.01527775 . 20570000 20675000 51,160,44 -chrX 20675000 20705000 ID_0.01_815 -0.02371025 . 20675000 20705000 31,120,180 -chrX 20705000 20765000 ID_0.01_816 -0.0014335 . 20705000 20765000 51,160,44 -chrX 20765000 20820000 ID_0.01_817 -0.026365 . 20765000 20820000 31,120,180 -chrX 20820000 20850000 ID_0.01_818 -0.03530925 . 20820000 20850000 51,160,44 -chrX 20850000 20900000 ID_0.01_819 -0.0243455 . 20850000 20900000 31,120,180 -chrX 20900000 20930000 ID_0.01_820 -0.06873975 . 20900000 20930000 51,160,44 -chrX 20930000 20985000 ID_0.01_821 -0.064119 . 20930000 20985000 31,120,180 -chrX 20985000 21190000 ID_0.01_822 -0.03381725 . 20985000 21190000 51,160,44 -chrX 21190000 21265000 ID_0.01_823 -0.022185 . 21190000 21265000 31,120,180 -chrX 21265000 21390000 ID_0.01_824 -0.06873975 . 21265000 21390000 51,160,44 -chrX 21390000 21510000 ID_0.01_825 -0.063632 . 21390000 21510000 31,120,180 -chrX 21510000 21930000 ID_0.01_826 -0.06873975 . 21510000 21930000 51,160,44 -chrX 21930000 22020000 ID_0.01_827 -0.05764525 . 21930000 22020000 31,120,180 -chrX 22020000 22115000 ID_0.01_828 -0.0279065 . 22020000 22115000 51,160,44 -chrX 22115000 22275000 ID_0.01_829 -0.00088375 . 22115000 22275000 31,120,180 -chr2R 95000 160000 ID_0.01_830 -0.064355 . 95000 160000 51,160,44 -chr2R 160000 205000 ID_0.01_831 -0.09549125 . 160000 205000 31,120,180 -chr2R 205000 295000 ID_0.01_832 -0.09544475 . 205000 295000 51,160,44 -chr2R 295000 495000 ID_0.01_833 -0.10955875 . 295000 495000 31,120,180 -chr2R 495000 580000 ID_0.01_834 -0.06407475 . 495000 580000 51,160,44 -chr2R 580000 620000 ID_0.01_835 -0.09939775 . 580000 620000 31,120,180 -chr2R 620000 730000 ID_0.01_836 -0.105582 . 620000 730000 51,160,44 -chr2R 730000 840000 ID_0.01_837 -0.083229 . 730000 840000 31,120,180 -chr2R 840000 880000 ID_0.01_838 -0.068971 . 840000 880000 51,160,44 -chr2R 880000 980000 ID_0.01_839 -0.07297475 . 880000 980000 31,120,180 -chr2R 980000 1065000 ID_0.01_840 -0.0917465 . 980000 1065000 51,160,44 -chr2R 1065000 1115000 ID_0.01_841 -0.0921445 . 1065000 1115000 31,120,180 -chr2R 1115000 1225000 ID_0.01_842 -0.09623225 . 1115000 1225000 51,160,44 -chr2R 1225000 1315000 ID_0.01_843 -0.0945825 . 1225000 1315000 31,120,180 -chr2R 1315000 1440000 ID_0.01_844 -0.106689 . 1315000 1440000 51,160,44 -chr2R 1440000 1510000 ID_0.01_845 -0.03268775 . 1440000 1510000 31,120,180 -chr2R 1510000 1665000 ID_0.01_846 -0.088113 . 1510000 1665000 51,160,44 -chr2R 1665000 1710000 ID_0.01_847 -0.01964725 . 1665000 1710000 31,120,180 -chr2R 1710000 1740000 ID_0.01_848 0.0019615 . 1710000 1740000 51,160,44 -chr2R 1740000 1880000 ID_0.01_849 0.03608825 . 1740000 1880000 31,120,180 -chr2R 1880000 1985000 ID_0.01_850 -0.05367375 . 1880000 1985000 51,160,44 -chr2R 1985000 2040000 ID_0.01_851 -0.02962375 . 1985000 2040000 31,120,180 -chr2R 2040000 2105000 ID_0.01_852 -0.0417505 . 2040000 2105000 51,160,44 -chr2R 2105000 2380000 ID_0.01_853 -0.0951475 . 2105000 2380000 31,120,180 -chr2R 2380000 2460000 ID_0.01_854 -0.08858475 . 2380000 2460000 51,160,44 -chr2R 2460000 2530000 ID_0.01_855 -0.05676875 . 2460000 2530000 31,120,180 -chr2R 2530000 2580000 ID_0.01_856 -0.0802925 . 2530000 2580000 51,160,44 -chr2R 2580000 2650000 ID_0.01_857 -0.05817075 . 2580000 2650000 31,120,180 -chr2R 2650000 2765000 ID_0.01_858 0.0085065 . 2650000 2765000 51,160,44 -chr2R 2765000 2860000 ID_0.01_859 0.03997525 . 2765000 2860000 31,120,180 -chr2R 2860000 2880000 ID_0.01_860 -0.03639025 . 2860000 2880000 51,160,44 -chr2R 2880000 2950000 ID_0.01_861 0.0069545 . 2880000 2950000 31,120,180 -chr2R 2950000 3085000 ID_0.01_862 -0.02647325 . 2950000 3085000 51,160,44 -chr2R 3085000 3175000 ID_0.01_863 -0.0731445 . 3085000 3175000 31,120,180 -chr2R 3175000 3290000 ID_0.01_864 -0.05878075 . 3175000 3290000 51,160,44 -chr2R 3290000 3375000 ID_0.01_865 -0.01696725 . 3290000 3375000 31,120,180 -chr2R 3375000 3415000 ID_0.01_866 -0.0744495 . 3375000 3415000 51,160,44 -chr2R 3415000 3475000 ID_0.01_867 -0.05353175 . 3415000 3475000 31,120,180 -chr2R 3475000 3515000 ID_0.01_868 -0.05957825 . 3475000 3515000 51,160,44 -chr2R 3515000 3595000 ID_0.01_869 -0.06716425 . 3515000 3595000 31,120,180 -chr2R 3595000 3615000 ID_0.01_870 -0.084495 . 3595000 3615000 51,160,44 -chr2R 3615000 3665000 ID_0.01_871 -0.0779385 . 3615000 3665000 31,120,180 -chr2R 3665000 3715000 ID_0.01_872 -0.08312075 . 3665000 3715000 51,160,44 -chr2R 3715000 3785000 ID_0.01_873 -0.100358 . 3715000 3785000 31,120,180 -chr2R 3785000 3810000 ID_0.01_874 -0.06729025 . 3785000 3810000 51,160,44 -chr2R 3810000 3850000 ID_0.01_875 -0.0448405 . 3810000 3850000 31,120,180 -chr2R 3850000 3890000 ID_0.01_876 -0.038473 . 3850000 3890000 51,160,44 -chr2R 3890000 3960000 ID_0.01_877 -0.06617275 . 3890000 3960000 31,120,180 -chr2R 3960000 3990000 ID_0.01_878 -0.072878 . 3960000 3990000 51,160,44 -chr2R 3990000 4045000 ID_0.01_879 -0.0701055 . 3990000 4045000 31,120,180 -chr2R 4045000 4070000 ID_0.01_880 -0.06933775 . 4045000 4070000 51,160,44 -chr2R 4070000 4145000 ID_0.01_881 -0.06263575 . 4070000 4145000 31,120,180 -chr2R 4145000 4170000 ID_0.01_882 0.009935 . 4145000 4170000 51,160,44 -chr2R 4170000 4255000 ID_0.01_883 -0.00889125 . 4170000 4255000 31,120,180 -chr2R 4255000 4275000 ID_0.01_884 -0.00908825 . 4255000 4275000 51,160,44 -chr2R 4275000 4320000 ID_0.01_885 -0.00831525 . 4275000 4320000 31,120,180 -chr2R 4320000 4470000 ID_0.01_886 0.035654 . 4320000 4470000 51,160,44 -chr2R 4470000 4540000 ID_0.01_887 -0.0553405 . 4470000 4540000 31,120,180 -chr2R 4540000 4655000 ID_0.01_888 -0.04982025 . 4540000 4655000 51,160,44 -chr2R 4655000 4775000 ID_0.01_889 -0.0096625 . 4655000 4775000 31,120,180 -chr2R 4775000 4830000 ID_0.01_890 0.032808 . 4775000 4830000 51,160,44 -chr2R 4830000 4875000 ID_0.01_891 -0.01447775 . 4830000 4875000 31,120,180 -chr2R 4875000 4915000 ID_0.01_892 -0.05841325 . 4875000 4915000 51,160,44 -chr2R 4915000 4985000 ID_0.01_893 -0.057465 . 4915000 4985000 31,120,180 -chr2R 4985000 5060000 ID_0.01_894 -0.064272 . 4985000 5060000 51,160,44 -chr2R 5060000 5195000 ID_0.01_895 -0.100123 . 5060000 5195000 31,120,180 -chr2R 5195000 5330000 ID_0.01_896 0.003422 . 5195000 5330000 51,160,44 -chr2R 5330000 5355000 ID_0.01_897 -0.01467775 . 5330000 5355000 31,120,180 -chr2R 5355000 5450000 ID_0.01_898 -0.02147775 . 5355000 5450000 51,160,44 -chr2R 5450000 5545000 ID_0.01_899 -0.0567315 . 5450000 5545000 31,120,180 -chr2R 5545000 5580000 ID_0.01_900 -0.0327795 . 5545000 5580000 51,160,44 -chr2R 5580000 5720000 ID_0.01_901 -0.03009575 . 5580000 5720000 31,120,180 -chr2R 5720000 5845000 ID_0.01_902 -0.0983935 . 5720000 5845000 51,160,44 -chr2R 5845000 6000000 ID_0.01_903 -0.0755875 . 5845000 6000000 31,120,180 -chr2R 6000000 6120000 ID_0.01_904 -0.09680125 . 6000000 6120000 51,160,44 -chr2R 6120000 6285000 ID_0.01_905 -0.038396 . 6120000 6285000 31,120,180 -chr2R 6285000 6305000 ID_0.01_906 0.01654825 . 6285000 6305000 51,160,44 -chr2R 6305000 6455000 ID_0.01_907 0.017505 . 6305000 6455000 31,120,180 -chr2R 6455000 6500000 ID_0.01_908 -0.02162925 . 6455000 6500000 51,160,44 -chr2R 6500000 6630000 ID_0.01_909 -0.071321 . 6500000 6630000 31,120,180 -chr2R 6630000 6720000 ID_0.01_910 -0.05926 . 6630000 6720000 51,160,44 -chr2R 6720000 6785000 ID_0.01_911 -0.08033825 . 6720000 6785000 31,120,180 -chr2R 6785000 6870000 ID_0.01_912 -0.1052695 . 6785000 6870000 51,160,44 -chr2R 6870000 6895000 ID_0.01_913 -0.06038725 . 6870000 6895000 31,120,180 -chr2R 6895000 7025000 ID_0.01_914 -0.07233 . 6895000 7025000 51,160,44 -chr2R 7025000 7050000 ID_0.01_915 0.0061175 . 7025000 7050000 31,120,180 -chr2R 7050000 7185000 ID_0.01_916 0.00824475 . 7050000 7185000 51,160,44 -chr2R 7185000 7300000 ID_0.01_917 -0.07265075 . 7185000 7300000 31,120,180 -chr2R 7300000 7475000 ID_0.01_918 -0.0765185 . 7300000 7475000 51,160,44 -chr2R 7475000 7560000 ID_0.01_919 0.00986175 . 7475000 7560000 31,120,180 -chr2R 7560000 7600000 ID_0.01_920 -0.06929 . 7560000 7600000 51,160,44 -chr2R 7600000 7735000 ID_0.01_921 -0.0675465 . 7600000 7735000 31,120,180 -chr2R 7735000 7790000 ID_0.01_922 -0.03059125 . 7735000 7790000 51,160,44 -chr2R 7790000 7910000 ID_0.01_923 -0.04697575 . 7790000 7910000 31,120,180 -chr2R 7910000 8025000 ID_0.01_924 0.01008175 . 7910000 8025000 51,160,44 -chr2R 8025000 8135000 ID_0.01_925 -0.079754 . 8025000 8135000 31,120,180 -chr2R 8135000 8215000 ID_0.01_926 0.0761755 . 8135000 8215000 51,160,44 -chr2R 8215000 8225000 ID_0.01_927 0.0145305 . 8215000 8225000 31,120,180 -chr2R 8225000 8325000 ID_0.01_928 0.04205975 . 8225000 8325000 51,160,44 -chr2R 8325000 8340000 ID_0.01_929 -0.06201275 . 8325000 8340000 31,120,180 -chr2R 8340000 8555000 ID_0.01_930 -0.06089675 . 8340000 8555000 51,160,44 -chr2R 8555000 8640000 ID_0.01_931 -0.08516325 . 8555000 8640000 31,120,180 -chr2R 8640000 8715000 ID_0.01_932 -0.05181275 . 8640000 8715000 51,160,44 -chr2R 8715000 8830000 ID_0.01_933 -0.07001 . 8715000 8830000 31,120,180 -chr2R 8830000 8950000 ID_0.01_934 -0.09537375 . 8830000 8950000 51,160,44 -chr2R 8950000 9040000 ID_0.01_935 -0.102756 . 8950000 9040000 31,120,180 -chr2R 9040000 9110000 ID_0.01_936 -0.05077875 . 9040000 9110000 51,160,44 -chr2R 9110000 9230000 ID_0.01_937 -0.0870745 . 9110000 9230000 31,120,180 -chr2R 9230000 9300000 ID_0.01_938 0.0546225 . 9230000 9300000 51,160,44 -chr2R 9300000 9440000 ID_0.01_939 -0.07234375 . 9300000 9440000 31,120,180 -chr2R 9440000 9500000 ID_0.01_940 -0.01500425 . 9440000 9500000 51,160,44 -chr2R 9500000 9690000 ID_0.01_941 -0.04233375 . 9500000 9690000 31,120,180 -chr2R 9690000 9755000 ID_0.01_942 -0.04501625 . 9690000 9755000 51,160,44 -chr2R 9755000 9840000 ID_0.01_943 0.00135075 . 9755000 9840000 31,120,180 -chr2R 9840000 9910000 ID_0.01_944 -0.05264025 . 9840000 9910000 51,160,44 -chr2R 9910000 10060000 ID_0.01_945 -0.06264125 . 9910000 10060000 31,120,180 -chr2R 10060000 10185000 ID_0.01_946 -0.09217875 . 10060000 10185000 51,160,44 -chr2R 10185000 10210000 ID_0.01_947 -0.097835 . 10185000 10210000 31,120,180 -chr2R 10210000 10390000 ID_0.01_948 -0.0976975 . 10210000 10390000 51,160,44 -chr2R 10390000 10410000 ID_0.01_949 -0.0279585 . 10390000 10410000 31,120,180 -chr2R 10410000 10510000 ID_0.01_950 -0.0029855 . 10410000 10510000 51,160,44 -chr2R 10510000 10605000 ID_0.01_951 -0.04224275 . 10510000 10605000 31,120,180 -chr2R 10605000 10680000 ID_0.01_952 -0.05759525 . 10605000 10680000 51,160,44 -chr2R 10680000 10730000 ID_0.01_953 -0.05716625 . 10680000 10730000 31,120,180 -chr2R 10730000 10795000 ID_0.01_954 -0.046105 . 10730000 10795000 51,160,44 -chr2R 10795000 10915000 ID_0.01_955 -0.0852145 . 10795000 10915000 31,120,180 -chr2R 10915000 11015000 ID_0.01_956 -0.06458275 . 10915000 11015000 51,160,44 -chr2R 11015000 11050000 ID_0.01_957 0.02882475 . 11015000 11050000 31,120,180 -chr2R 11050000 11080000 ID_0.01_958 0.01121875 . 11050000 11080000 51,160,44 -chr2R 11080000 11115000 ID_0.01_959 -0.0504035 . 11080000 11115000 31,120,180 -chr2R 11115000 11170000 ID_0.01_960 -0.0388235 . 11115000 11170000 51,160,44 -chr2R 11170000 11215000 ID_0.01_961 -0.06728375 . 11170000 11215000 31,120,180 -chr2R 11215000 11325000 ID_0.01_962 -0.0353375 . 11215000 11325000 51,160,44 -chr2R 11325000 11375000 ID_0.01_963 0.03372075 . 11325000 11375000 31,120,180 -chr2R 11375000 11420000 ID_0.01_964 0.01379025 . 11375000 11420000 51,160,44 -chr2R 11420000 11505000 ID_0.01_965 -0.0516025 . 11420000 11505000 31,120,180 -chr2R 11505000 11590000 ID_0.01_966 -0.07983725 . 11505000 11590000 51,160,44 -chr2R 11590000 11660000 ID_0.01_967 -0.063507 . 11590000 11660000 31,120,180 -chr2R 11660000 11715000 ID_0.01_968 -0.0660395 . 11660000 11715000 51,160,44 -chr2R 11715000 11835000 ID_0.01_969 -0.07628875 . 11715000 11835000 31,120,180 -chr2R 11835000 11885000 ID_0.01_970 -0.03699875 . 11835000 11885000 51,160,44 -chr2R 11885000 11990000 ID_0.01_971 -0.0252265 . 11885000 11990000 31,120,180 -chr2R 11990000 12025000 ID_0.01_972 -0.08639 . 11990000 12025000 51,160,44 -chr2R 12025000 12105000 ID_0.01_973 -0.09129175 . 12025000 12105000 31,120,180 -chr2R 12105000 12260000 ID_0.01_974 -0.0914255 . 12105000 12260000 51,160,44 -chr2R 12260000 12345000 ID_0.01_975 -0.0480015 . 12260000 12345000 31,120,180 -chr2R 12345000 12450000 ID_0.01_976 -0.0352425 . 12345000 12450000 51,160,44 -chr2R 12450000 12580000 ID_0.01_977 -0.10245475 . 12450000 12580000 31,120,180 -chr2R 12580000 12670000 ID_0.01_978 0.055233 . 12580000 12670000 51,160,44 -chr2R 12670000 12760000 ID_0.01_979 -0.06795725 . 12670000 12760000 31,120,180 -chr2R 12760000 12905000 ID_0.01_980 -0.01657725 . 12760000 12905000 51,160,44 -chr2R 12905000 12990000 ID_0.01_981 -0.09266575 . 12905000 12990000 31,120,180 -chr2R 12990000 13185000 ID_0.01_982 -0.06561475 . 12990000 13185000 51,160,44 -chr2R 13185000 13295000 ID_0.01_983 0.008407 . 13185000 13295000 31,120,180 -chr2R 13295000 13315000 ID_0.01_984 -0.0677165 . 13295000 13315000 51,160,44 -chr2R 13315000 13340000 ID_0.01_985 -0.0643875 . 13315000 13340000 31,120,180 -chr2R 13340000 13425000 ID_0.01_986 -0.058182 . 13340000 13425000 51,160,44 -chr2R 13425000 13475000 ID_0.01_987 -0.09635975 . 13425000 13475000 31,120,180 -chr2R 13475000 13560000 ID_0.01_988 -0.0909975 . 13475000 13560000 51,160,44 -chr2R 13560000 13610000 ID_0.01_989 -0.0814595 . 13560000 13610000 31,120,180 -chr2R 13610000 13700000 ID_0.01_990 -0.09870575 . 13610000 13700000 51,160,44 -chr2R 13700000 13735000 ID_0.01_991 -0.06323075 . 13700000 13735000 31,120,180 -chr2R 13735000 13800000 ID_0.01_992 -0.05482225 . 13735000 13800000 51,160,44 -chr2R 13800000 13820000 ID_0.01_993 -0.011235 . 13800000 13820000 31,120,180 -chr2R 13820000 13935000 ID_0.01_994 0.0146155 . 13820000 13935000 51,160,44 -chr2R 13935000 14015000 ID_0.01_995 -0.03533975 . 13935000 14015000 31,120,180 -chr2R 14015000 14065000 ID_0.01_996 -0.05749125 . 14015000 14065000 51,160,44 -chr2R 14065000 14155000 ID_0.01_997 -0.069061 . 14065000 14155000 31,120,180 -chr2R 14155000 14305000 ID_0.01_998 -0.01348325 . 14155000 14305000 51,160,44 -chr2R 14305000 14430000 ID_0.01_999 -0.09570725 . 14305000 14430000 31,120,180 -chr2R 14430000 14455000 ID_0.01_1000 -0.07362225 . 14430000 14455000 51,160,44 -chr2R 14455000 14550000 ID_0.01_1001 -0.080418 . 14455000 14550000 31,120,180 -chr2R 14550000 14710000 ID_0.01_1002 -0.095424 . 14550000 14710000 51,160,44 -chr2R 14710000 14825000 ID_0.01_1003 -0.0489125 . 14710000 14825000 31,120,180 -chr2R 14825000 14880000 ID_0.01_1004 0.08591525 . 14825000 14880000 51,160,44 -chr2R 14880000 14915000 ID_0.01_1005 0.096862 . 14880000 14915000 31,120,180 -chr2R 14915000 15015000 ID_0.01_1006 0.0737195 . 14915000 15015000 51,160,44 -chr2R 15015000 15095000 ID_0.01_1007 -0.04937725 . 15015000 15095000 31,120,180 -chr2R 15095000 15225000 ID_0.01_1008 -0.050505 . 15095000 15225000 51,160,44 -chr2R 15225000 15275000 ID_0.01_1009 -0.072802 . 15225000 15275000 31,120,180 -chr2R 15275000 15305000 ID_0.01_1010 -0.052163 . 15275000 15305000 51,160,44 -chr2R 15305000 15360000 ID_0.01_1011 -0.08587325 . 15305000 15360000 31,120,180 -chr2R 15360000 15505000 ID_0.01_1012 -0.08366225 . 15360000 15505000 51,160,44 -chr2R 15505000 15605000 ID_0.01_1013 -0.06912925 . 15505000 15605000 31,120,180 -chr2R 15605000 15790000 ID_0.01_1014 -0.0945555 . 15605000 15790000 51,160,44 -chr2R 15790000 15920000 ID_0.01_1015 -0.03865975 . 15790000 15920000 31,120,180 -chr2R 15920000 15975000 ID_0.01_1016 -0.04639775 . 15920000 15975000 51,160,44 -chr2R 15975000 16070000 ID_0.01_1017 -0.0266515 . 15975000 16070000 31,120,180 -chr2R 16070000 16150000 ID_0.01_1018 -0.01434275 . 16070000 16150000 51,160,44 -chr2R 16150000 16215000 ID_0.01_1019 -0.039879 . 16150000 16215000 31,120,180 -chr2R 16215000 16255000 ID_0.01_1020 -0.07338725 . 16215000 16255000 51,160,44 -chr2R 16255000 16325000 ID_0.01_1021 -0.03524825 . 16255000 16325000 31,120,180 -chr2R 16325000 16470000 ID_0.01_1022 -0.01918775 . 16325000 16470000 51,160,44 -chr2R 16470000 16565000 ID_0.01_1023 -0.08082325 . 16470000 16565000 31,120,180 -chr2R 16565000 16600000 ID_0.01_1024 -0.0710545 . 16565000 16600000 51,160,44 -chr2R 16600000 16715000 ID_0.01_1025 -0.03869725 . 16600000 16715000 31,120,180 -chr2R 16715000 16750000 ID_0.01_1026 -0.017405 . 16715000 16750000 51,160,44 -chr2R 16750000 16845000 ID_0.01_1027 -0.0596635 . 16750000 16845000 31,120,180 -chr2R 16845000 16915000 ID_0.01_1028 -0.0392095 . 16845000 16915000 51,160,44 -chr2R 16915000 16975000 ID_0.01_1029 -0.04303925 . 16915000 16975000 31,120,180 -chr2R 16975000 17050000 ID_0.01_1030 -0.0984415 . 16975000 17050000 51,160,44 -chr2R 17050000 17145000 ID_0.01_1031 -0.08768675 . 17050000 17145000 31,120,180 -chr2R 17145000 17175000 ID_0.01_1032 -0.06926 . 17145000 17175000 51,160,44 -chr2R 17175000 17270000 ID_0.01_1033 -0.0896475 . 17175000 17270000 31,120,180 -chr2R 17270000 17295000 ID_0.01_1034 -0.033435 . 17270000 17295000 51,160,44 -chr2R 17295000 17370000 ID_0.01_1035 0.00201275 . 17295000 17370000 31,120,180 -chr2R 17370000 17420000 ID_0.01_1036 -0.0170355 . 17370000 17420000 51,160,44 -chr2R 17420000 17545000 ID_0.01_1037 -0.0013115 . 17420000 17545000 31,120,180 -chr2R 17545000 17575000 ID_0.01_1038 -0.10955875 . 17545000 17575000 51,160,44 -chr2R 17575000 17600000 ID_0.01_1039 -0.10955875 . 17575000 17600000 31,120,180 -chr2R 17600000 17680000 ID_0.01_1040 -0.10419925 . 17600000 17680000 51,160,44 -chr2R 17680000 17775000 ID_0.01_1041 -0.010073 . 17680000 17775000 31,120,180 -chr2R 17775000 17830000 ID_0.01_1042 0.03911875 . 17775000 17830000 51,160,44 -chr2R 17830000 17960000 ID_0.01_1043 0.11165925 . 17830000 17960000 31,120,180 -chr2R 17960000 18120000 ID_0.01_1044 -0.095325 . 17960000 18120000 51,160,44 -chr2R 18120000 18155000 ID_0.01_1045 -0.02804525 . 18120000 18155000 31,120,180 -chr2R 18155000 18195000 ID_0.01_1046 -0.0307365 . 18155000 18195000 51,160,44 -chr2R 18195000 18300000 ID_0.01_1047 -0.01803875 . 18195000 18300000 31,120,180 -chr2R 18300000 18390000 ID_0.01_1048 0.04134725 . 18300000 18390000 51,160,44 -chr2R 18390000 18430000 ID_0.01_1049 -0.04366925 . 18390000 18430000 31,120,180 -chr2R 18430000 18485000 ID_0.01_1050 -0.0664675 . 18430000 18485000 51,160,44 -chr2R 18485000 18585000 ID_0.01_1051 -0.05165725 . 18485000 18585000 31,120,180 -chr2R 18585000 18690000 ID_0.01_1052 -0.053443 . 18585000 18690000 51,160,44 -chr2R 18690000 18815000 ID_0.01_1053 -0.0469615 . 18690000 18815000 31,120,180 -chr2R 18815000 18845000 ID_0.01_1054 -0.075967 . 18815000 18845000 51,160,44 -chr2R 18845000 18950000 ID_0.01_1055 -0.09439325 . 18845000 18950000 31,120,180 -chr2R 18950000 19015000 ID_0.01_1056 -0.0463415 . 18950000 19015000 51,160,44 -chr2R 19015000 19150000 ID_0.01_1057 0.000571 . 19015000 19150000 31,120,180 -chr2R 19150000 19250000 ID_0.01_1058 -0.02951825 . 19150000 19250000 51,160,44 -chr2R 19250000 19275000 ID_0.01_1059 -0.02837425 . 19250000 19275000 31,120,180 -chr2R 19275000 19320000 ID_0.01_1060 -0.04698875 . 19275000 19320000 51,160,44 -chr2R 19320000 19435000 ID_0.01_1061 -0.0316155 . 19320000 19435000 31,120,180 -chr2R 19435000 19580000 ID_0.01_1062 -0.0901405 . 19435000 19580000 51,160,44 -chr2R 19580000 19745000 ID_0.01_1063 -0.10713375 . 19580000 19745000 31,120,180 -chr2R 19745000 19785000 ID_0.01_1064 -0.06872475 . 19745000 19785000 51,160,44 -chr2R 19785000 19925000 ID_0.01_1065 -0.10457925 . 19785000 19925000 31,120,180 -chr2R 19925000 20015000 ID_0.01_1066 -0.06192675 . 19925000 20015000 51,160,44 -chr2R 20015000 20065000 ID_0.01_1067 -0.0657535 . 20015000 20065000 31,120,180 -chr2R 20065000 20160000 ID_0.01_1068 -0.08050375 . 20065000 20160000 51,160,44 -chr2R 20160000 20295000 ID_0.01_1069 -0.04011575 . 20160000 20295000 31,120,180 -chr2R 20295000 20315000 ID_0.01_1070 0.01231975 . 20295000 20315000 51,160,44 -chr2R 20315000 20410000 ID_0.01_1071 0.025472 . 20315000 20410000 31,120,180 -chr2R 20410000 20560000 ID_0.01_1072 -0.10180525 . 20410000 20560000 51,160,44 -chr2R 20560000 20670000 ID_0.01_1073 0.02603975 . 20560000 20670000 31,120,180 -chr2R 20670000 20755000 ID_0.01_1074 -0.03642025 . 20670000 20755000 51,160,44 -chr2R 20755000 20815000 ID_0.01_1075 0.00627525 . 20755000 20815000 31,120,180 -chr2R 20815000 20940000 ID_0.01_1076 -0.0747365 . 20815000 20940000 51,160,44 -chr2R 20940000 20975000 ID_0.01_1077 -0.03499775 . 20940000 20975000 31,120,180 -chr2R 20975000 21075000 ID_0.01_1078 -0.0417235 . 20975000 21075000 51,160,44 -chr3R 50000 165000 ID_0.01_1079 -0.08774025 . 50000 165000 31,120,180 -chr3R 165000 230000 ID_0.01_1080 -0.03304825 . 165000 230000 51,160,44 -chr3R 230000 295000 ID_0.01_1081 -0.09286 . 230000 295000 31,120,180 -chr3R 295000 470000 ID_0.01_1082 -0.04262225 . 295000 470000 51,160,44 -chr3R 470000 555000 ID_0.01_1083 -0.0731815 . 470000 555000 31,120,180 -chr3R 555000 620000 ID_0.01_1084 -0.0679325 . 555000 620000 51,160,44 -chr3R 620000 730000 ID_0.01_1085 -0.0291485 . 620000 730000 31,120,180 -chr3R 730000 855000 ID_0.01_1086 -0.05753675 . 730000 855000 51,160,44 -chr3R 855000 905000 ID_0.01_1087 -0.02704775 . 855000 905000 31,120,180 -chr3R 905000 950000 ID_0.01_1088 -0.06788 . 905000 950000 51,160,44 -chr3R 950000 1045000 ID_0.01_1089 -0.0839205 . 950000 1045000 31,120,180 -chr3R 1045000 1100000 ID_0.01_1090 -0.06301 . 1045000 1100000 51,160,44 -chr3R 1100000 1175000 ID_0.01_1091 -0.06367575 . 1100000 1175000 31,120,180 -chr3R 1175000 1260000 ID_0.01_1092 -0.02382675 . 1175000 1260000 51,160,44 -chr3R 1260000 1270000 ID_0.01_1093 -0.1045525 . 1260000 1270000 31,120,180 -chr3R 1270000 1475000 ID_0.01_1094 -0.09907025 . 1270000 1475000 51,160,44 -chr3R 1475000 1505000 ID_0.01_1095 -0.095882 . 1475000 1505000 31,120,180 -chr3R 1505000 1615000 ID_0.01_1096 -0.0750905 . 1505000 1615000 51,160,44 -chr3R 1615000 1640000 ID_0.01_1097 -0.0367905 . 1615000 1640000 31,120,180 -chr3R 1640000 1685000 ID_0.01_1098 -0.0454785 . 1640000 1685000 51,160,44 -chr3R 1685000 1790000 ID_0.01_1099 -0.0291625 . 1685000 1790000 31,120,180 -chr3R 1790000 1965000 ID_0.01_1100 -0.062296 . 1790000 1965000 51,160,44 -chr3R 1965000 1995000 ID_0.01_1101 -0.0262055 . 1965000 1995000 31,120,180 -chr3R 1995000 2105000 ID_0.01_1102 -0.049199 . 1995000 2105000 51,160,44 -chr3R 2105000 2145000 ID_0.01_1103 0.0229605 . 2105000 2145000 31,120,180 -chr3R 2145000 2210000 ID_0.01_1104 -0.02472475 . 2145000 2210000 51,160,44 -chr3R 2210000 2245000 ID_0.01_1105 -0.0475745 . 2210000 2245000 31,120,180 -chr3R 2245000 2275000 ID_0.01_1106 -0.02540625 . 2245000 2275000 51,160,44 -chr3R 2275000 2380000 ID_0.01_1107 -0.03237 . 2275000 2380000 31,120,180 -chr3R 2380000 2475000 ID_0.01_1108 0.0675765 . 2380000 2475000 51,160,44 -chr3R 2475000 2490000 ID_0.01_1109 0.01515975 . 2475000 2490000 31,120,180 -chr3R 2490000 2555000 ID_0.01_1110 0.01968375 . 2490000 2555000 51,160,44 -chr3R 2555000 2630000 ID_0.01_1111 -0.011292 . 2555000 2630000 31,120,180 -chr3R 2630000 2690000 ID_0.01_1112 -0.05659825 . 2630000 2690000 51,160,44 -chr3R 2690000 2765000 ID_0.01_1113 -0.03587525 . 2690000 2765000 31,120,180 -chr3R 2765000 2980000 ID_0.01_1114 -0.0531635 . 2765000 2980000 51,160,44 -chr3R 2980000 3050000 ID_0.01_1115 -0.093939 . 2980000 3050000 31,120,180 -chr3R 3050000 3100000 ID_0.01_1116 -0.06559725 . 3050000 3100000 51,160,44 -chr3R 3100000 3170000 ID_0.01_1117 -0.02800425 . 3100000 3170000 31,120,180 -chr3R 3170000 3265000 ID_0.01_1118 0.066972 . 3170000 3265000 51,160,44 -chr3R 3265000 3335000 ID_0.01_1119 -0.053166 . 3265000 3335000 31,120,180 -chr3R 3335000 3370000 ID_0.01_1120 -0.07855925 . 3335000 3370000 51,160,44 -chr3R 3370000 3425000 ID_0.01_1121 -0.053151 . 3370000 3425000 31,120,180 -chr3R 3425000 3520000 ID_0.01_1122 -0.02916725 . 3425000 3520000 51,160,44 -chr3R 3520000 3570000 ID_0.01_1123 -0.0072225 . 3520000 3570000 31,120,180 -chr3R 3570000 3650000 ID_0.01_1124 -0.023661 . 3570000 3650000 51,160,44 -chr3R 3650000 3710000 ID_0.01_1125 -0.02165875 . 3650000 3710000 31,120,180 -chr3R 3710000 3740000 ID_0.01_1126 -0.01603825 . 3710000 3740000 51,160,44 -chr3R 3740000 3830000 ID_0.01_1127 -0.05471 . 3740000 3830000 31,120,180 -chr3R 3830000 3925000 ID_0.01_1128 -0.072962 . 3830000 3925000 51,160,44 -chr3R 3925000 4045000 ID_0.01_1129 -0.08821075 . 3925000 4045000 31,120,180 -chr3R 4045000 4115000 ID_0.01_1130 -0.01555925 . 4045000 4115000 51,160,44 -chr3R 4115000 4165000 ID_0.01_1131 -0.1055805 . 4115000 4165000 31,120,180 -chr3R 4165000 4260000 ID_0.01_1132 -0.11179375 . 4165000 4260000 51,160,44 -chr3R 4260000 4425000 ID_0.01_1133 -0.0487275 . 4260000 4425000 31,120,180 -chr3R 4425000 4495000 ID_0.01_1134 -0.03174575 . 4425000 4495000 51,160,44 -chr3R 4495000 4595000 ID_0.01_1135 -0.04505925 . 4495000 4595000 31,120,180 -chr3R 4595000 4685000 ID_0.01_1136 -0.085168 . 4595000 4685000 51,160,44 -chr3R 4685000 4820000 ID_0.01_1137 -0.081637 . 4685000 4820000 31,120,180 -chr3R 4820000 4875000 ID_0.01_1138 -0.0984675 . 4820000 4875000 51,160,44 -chr3R 4875000 4985000 ID_0.01_1139 -0.094817 . 4875000 4985000 31,120,180 -chr3R 4985000 5055000 ID_0.01_1140 0.01289125 . 4985000 5055000 51,160,44 -chr3R 5055000 5215000 ID_0.01_1141 0.03692225 . 5055000 5215000 31,120,180 -chr3R 5215000 5280000 ID_0.01_1142 -0.04637 . 5215000 5280000 51,160,44 -chr3R 5280000 5360000 ID_0.01_1143 -0.060544 . 5280000 5360000 31,120,180 -chr3R 5360000 5430000 ID_0.01_1144 -0.08234025 . 5360000 5430000 51,160,44 -chr3R 5430000 5455000 ID_0.01_1145 -0.08224525 . 5430000 5455000 31,120,180 -chr3R 5455000 5585000 ID_0.01_1146 -0.06995975 . 5455000 5585000 51,160,44 -chr3R 5585000 5710000 ID_0.01_1147 -0.11469275 . 5585000 5710000 31,120,180 -chr3R 5710000 5830000 ID_0.01_1148 -0.044996 . 5710000 5830000 51,160,44 -chr3R 5830000 5960000 ID_0.01_1149 -0.00554225 . 5830000 5960000 31,120,180 -chr3R 5960000 6070000 ID_0.01_1150 -0.08993 . 5960000 6070000 51,160,44 -chr3R 6070000 6165000 ID_0.01_1151 -0.0810555 . 6070000 6165000 31,120,180 -chr3R 6165000 6275000 ID_0.01_1152 -0.10241275 . 6165000 6275000 51,160,44 -chr3R 6275000 6385000 ID_0.01_1153 -0.06761875 . 6275000 6385000 31,120,180 -chr3R 6385000 6450000 ID_0.01_1154 0.056357 . 6385000 6450000 51,160,44 -chr3R 6450000 6480000 ID_0.01_1155 -0.01331625 . 6450000 6480000 31,120,180 -chr3R 6480000 6595000 ID_0.01_1156 -0.002913 . 6480000 6595000 51,160,44 -chr3R 6595000 6690000 ID_0.01_1157 0.027459 . 6595000 6690000 31,120,180 -chr3R 6690000 6730000 ID_0.01_1158 -0.06199125 . 6690000 6730000 51,160,44 -chr3R 6730000 6875000 ID_0.01_1159 -0.0913745 . 6730000 6875000 31,120,180 -chr3R 6875000 7040000 ID_0.01_1160 -0.0332115 . 6875000 7040000 51,160,44 -chr3R 7040000 7100000 ID_0.01_1161 -0.11112375 . 7040000 7100000 31,120,180 -chr3R 7100000 7175000 ID_0.01_1162 -0.0924375 . 7100000 7175000 51,160,44 -chr3R 7175000 7240000 ID_0.01_1163 -0.0967015 . 7175000 7240000 31,120,180 -chr3R 7240000 7410000 ID_0.01_1164 -0.07084025 . 7240000 7410000 51,160,44 -chr3R 7410000 7460000 ID_0.01_1165 -0.0765645 . 7410000 7460000 31,120,180 -chr3R 7460000 7575000 ID_0.01_1166 -0.08356775 . 7460000 7575000 51,160,44 -chr3R 7575000 7625000 ID_0.01_1167 -0.06955825 . 7575000 7625000 31,120,180 -chr3R 7625000 7740000 ID_0.01_1168 -0.0166525 . 7625000 7740000 51,160,44 -chr3R 7740000 7805000 ID_0.01_1169 -0.09952275 . 7740000 7805000 31,120,180 -chr3R 7805000 7945000 ID_0.01_1170 -0.100695 . 7805000 7945000 51,160,44 -chr3R 7945000 8060000 ID_0.01_1171 0.079666 . 7945000 8060000 31,120,180 -chr3R 8060000 8085000 ID_0.01_1172 0.0213175 . 8060000 8085000 51,160,44 -chr3R 8085000 8175000 ID_0.01_1173 0.0235365 . 8085000 8175000 31,120,180 -chr3R 8175000 8330000 ID_0.01_1174 -0.0252505 . 8175000 8330000 51,160,44 -chr3R 8330000 8445000 ID_0.01_1175 -0.11469275 . 8330000 8445000 31,120,180 -chr3R 8445000 8555000 ID_0.01_1176 -0.0869855 . 8445000 8555000 51,160,44 -chr3R 8555000 8600000 ID_0.01_1177 -0.07822175 . 8555000 8600000 31,120,180 -chr3R 8600000 8695000 ID_0.01_1178 -0.043304 . 8600000 8695000 51,160,44 -chr3R 8695000 8770000 ID_0.01_1179 0.0405805 . 8695000 8770000 31,120,180 -chr3R 8770000 8790000 ID_0.01_1180 -0.069562 . 8770000 8790000 51,160,44 -chr3R 8790000 8855000 ID_0.01_1181 -0.03371425 . 8790000 8855000 31,120,180 -chr3R 8855000 8950000 ID_0.01_1182 -0.0521565 . 8855000 8950000 51,160,44 -chr3R 8950000 9025000 ID_0.01_1183 -0.01163375 . 8950000 9025000 31,120,180 -chr3R 9025000 9155000 ID_0.01_1184 0.02988525 . 9025000 9155000 51,160,44 -chr3R 9155000 9190000 ID_0.01_1185 -0.065617 . 9155000 9190000 31,120,180 -chr3R 9190000 9445000 ID_0.01_1186 -0.10440325 . 9190000 9445000 51,160,44 -chr3R 9445000 9555000 ID_0.01_1187 -0.0888795 . 9445000 9555000 31,120,180 -chr3R 9555000 9650000 ID_0.01_1188 -0.052408 . 9555000 9650000 51,160,44 -chr3R 9650000 9800000 ID_0.01_1189 -0.07661675 . 9650000 9800000 31,120,180 -chr3R 9800000 9915000 ID_0.01_1190 -0.06576625 . 9800000 9915000 51,160,44 -chr3R 9915000 10065000 ID_0.01_1191 -0.098744 . 9915000 10065000 31,120,180 -chr3R 10065000 10140000 ID_0.01_1192 -0.01751525 . 10065000 10140000 51,160,44 -chr3R 10140000 10285000 ID_0.01_1193 -0.073234 . 10140000 10285000 31,120,180 -chr3R 10285000 10440000 ID_0.01_1194 0.01077775 . 10285000 10440000 51,160,44 -chr3R 10440000 10480000 ID_0.01_1195 -0.060105 . 10440000 10480000 31,120,180 -chr3R 10480000 10515000 ID_0.01_1196 -0.0770145 . 10480000 10515000 51,160,44 -chr3R 10515000 10655000 ID_0.01_1197 -0.08507825 . 10515000 10655000 31,120,180 -chr3R 10655000 10725000 ID_0.01_1198 0.0767165 . 10655000 10725000 51,160,44 -chr3R 10725000 10755000 ID_0.01_1199 0.008892 . 10725000 10755000 31,120,180 -chr3R 10755000 10920000 ID_0.01_1200 0.02667225 . 10755000 10920000 51,160,44 -chr3R 10920000 10955000 ID_0.01_1201 -0.0296155 . 10920000 10955000 31,120,180 -chr3R 10955000 11030000 ID_0.01_1202 -0.075882 . 10955000 11030000 51,160,44 -chr3R 11030000 11155000 ID_0.01_1203 -0.06293775 . 11030000 11155000 31,120,180 -chr3R 11155000 11295000 ID_0.01_1204 -0.109499 . 11155000 11295000 51,160,44 -chr3R 11295000 11320000 ID_0.01_1205 0.021681 . 11295000 11320000 31,120,180 -chr3R 11320000 11375000 ID_0.01_1206 0.02274025 . 11320000 11375000 51,160,44 -chr3R 11375000 11400000 ID_0.01_1207 0.01457775 . 11375000 11400000 31,120,180 -chr3R 11400000 11510000 ID_0.01_1208 -0.02120475 . 11400000 11510000 51,160,44 -chr3R 11510000 11615000 ID_0.01_1209 0.027476 . 11510000 11615000 31,120,180 -chr3R 11615000 11705000 ID_0.01_1210 -0.0042395 . 11615000 11705000 51,160,44 -chr3R 11705000 11755000 ID_0.01_1211 0.0618155 . 11705000 11755000 31,120,180 -chr3R 11755000 11795000 ID_0.01_1212 -0.045442 . 11755000 11795000 51,160,44 -chr3R 11795000 11810000 ID_0.01_1213 -0.05860825 . 11795000 11810000 31,120,180 -chr3R 11810000 11915000 ID_0.01_1214 -0.0550275 . 11810000 11915000 51,160,44 -chr3R 11915000 12020000 ID_0.01_1215 0.06476725 . 11915000 12020000 31,120,180 -chr3R 12020000 12095000 ID_0.01_1216 -0.07062675 . 12020000 12095000 51,160,44 -chr3R 12095000 12165000 ID_0.01_1217 -0.09505675 . 12095000 12165000 31,120,180 -chr3R 12165000 12200000 ID_0.01_1218 -0.069725 . 12165000 12200000 51,160,44 -chr3R 12200000 12260000 ID_0.01_1219 -0.055654 . 12200000 12260000 31,120,180 -chr3R 12260000 12295000 ID_0.01_1220 -0.10428725 . 12260000 12295000 51,160,44 -chr3R 12295000 12475000 ID_0.01_1221 -0.11145675 . 12295000 12475000 31,120,180 -chr3R 12475000 12505000 ID_0.01_1222 -0.01250275 . 12475000 12505000 51,160,44 -chr3R 12505000 12575000 ID_0.01_1223 -0.009183 . 12505000 12575000 31,120,180 -chr3R 12575000 12670000 ID_0.01_1224 -0.026389 . 12575000 12670000 51,160,44 -chr3R 12670000 12740000 ID_0.01_1225 -0.04390025 . 12670000 12740000 31,120,180 -chr3R 12740000 12775000 ID_0.01_1226 -0.009504 . 12740000 12775000 51,160,44 -chr3R 12775000 12805000 ID_0.01_1227 -0.009823 . 12775000 12805000 31,120,180 -chr3R 12805000 12875000 ID_0.01_1228 -0.0176885 . 12805000 12875000 51,160,44 -chr3R 12875000 12920000 ID_0.01_1229 -0.085944 . 12875000 12920000 31,120,180 -chr3R 12920000 13055000 ID_0.01_1230 -0.088056 . 12920000 13055000 51,160,44 -chr3R 13055000 13065000 ID_0.01_1231 0.02551975 . 13055000 13065000 31,120,180 -chr3R 13065000 13165000 ID_0.01_1232 0.04950025 . 13065000 13165000 51,160,44 -chr3R 13165000 13200000 ID_0.01_1233 0.04378675 . 13165000 13200000 31,120,180 -chr3R 13200000 13225000 ID_0.01_1234 0.0424255 . 13200000 13225000 51,160,44 -chr3R 13225000 13315000 ID_0.01_1235 0.0544345 . 13225000 13315000 31,120,180 -chr3R 13315000 13360000 ID_0.01_1236 0.11092275 . 13315000 13360000 51,160,44 -chr3R 13360000 13440000 ID_0.01_1237 0.01667425 . 13360000 13440000 31,120,180 -chr3R 13440000 13495000 ID_0.01_1238 -0.06125525 . 13440000 13495000 51,160,44 -chr3R 13495000 13545000 ID_0.01_1239 -0.08284775 . 13495000 13545000 31,120,180 -chr3R 13545000 13590000 ID_0.01_1240 -0.06110725 . 13545000 13590000 51,160,44 -chr3R 13590000 13725000 ID_0.01_1241 -0.03928725 . 13590000 13725000 31,120,180 -chr3R 13725000 13830000 ID_0.01_1242 0.023938 . 13725000 13830000 51,160,44 -chr3R 13830000 13905000 ID_0.01_1243 0.00793875 . 13830000 13905000 31,120,180 -chr3R 13905000 13965000 ID_0.01_1244 -0.01205075 . 13905000 13965000 51,160,44 -chr3R 13965000 14070000 ID_0.01_1245 -0.02961175 . 13965000 14070000 31,120,180 -chr3R 14070000 14120000 ID_0.01_1246 -0.06893525 . 14070000 14120000 51,160,44 -chr3R 14120000 14240000 ID_0.01_1247 -0.03839675 . 14120000 14240000 31,120,180 -chr3R 14240000 14380000 ID_0.01_1248 -0.0522915 . 14240000 14380000 51,160,44 -chr3R 14380000 14480000 ID_0.01_1249 -0.032096 . 14380000 14480000 31,120,180 -chr3R 14480000 14565000 ID_0.01_1250 -0.0983995 . 14480000 14565000 51,160,44 -chr3R 14565000 14735000 ID_0.01_1251 -0.09574025 . 14565000 14735000 31,120,180 -chr3R 14735000 14775000 ID_0.01_1252 -0.086167 . 14735000 14775000 51,160,44 -chr3R 14775000 14875000 ID_0.01_1253 -0.0837245 . 14775000 14875000 31,120,180 -chr3R 14875000 14985000 ID_0.01_1254 -0.09261925 . 14875000 14985000 51,160,44 -chr3R 14985000 15060000 ID_0.01_1255 -0.0672105 . 14985000 15060000 31,120,180 -chr3R 15060000 15155000 ID_0.01_1256 -0.0598935 . 15060000 15155000 51,160,44 -chr3R 15155000 15315000 ID_0.01_1257 0.06270025 . 15155000 15315000 31,120,180 -chr3R 15315000 15370000 ID_0.01_1258 0.035499 . 15315000 15370000 51,160,44 -chr3R 15370000 15490000 ID_0.01_1259 0.00496875 . 15370000 15490000 31,120,180 -chr3R 15490000 15515000 ID_0.01_1260 -0.04944075 . 15490000 15515000 51,160,44 -chr3R 15515000 15560000 ID_0.01_1261 -0.0455655 . 15515000 15560000 31,120,180 -chr3R 15560000 15595000 ID_0.01_1262 -0.0591275 . 15560000 15595000 51,160,44 -chr3R 15595000 15645000 ID_0.01_1263 -0.075517 . 15595000 15645000 31,120,180 -chr3R 15645000 15745000 ID_0.01_1264 -0.03652625 . 15645000 15745000 51,160,44 -chr3R 15745000 15830000 ID_0.01_1265 -0.0121245 . 15745000 15830000 31,120,180 -chr3R 15830000 15865000 ID_0.01_1266 0.01194425 . 15830000 15865000 51,160,44 -chr3R 15865000 15915000 ID_0.01_1267 0.03510975 . 15865000 15915000 31,120,180 -chr3R 15915000 15935000 ID_0.01_1268 0.0658725 . 15915000 15935000 51,160,44 -chr3R 15935000 16115000 ID_0.01_1269 0.06661075 . 15935000 16115000 31,120,180 -chr3R 16115000 16155000 ID_0.01_1270 -0.087499 . 16115000 16155000 51,160,44 -chr3R 16155000 16295000 ID_0.01_1271 -0.0530865 . 16155000 16295000 31,120,180 -chr3R 16295000 16350000 ID_0.01_1272 0.05583375 . 16295000 16350000 51,160,44 -chr3R 16350000 16445000 ID_0.01_1273 0.02853525 . 16350000 16445000 31,120,180 -chr3R 16445000 16565000 ID_0.01_1274 -0.094774 . 16445000 16565000 51,160,44 -chr3R 16565000 16670000 ID_0.01_1275 -0.07276575 . 16565000 16670000 31,120,180 -chr3R 16670000 16700000 ID_0.01_1276 -0.067027 . 16670000 16700000 51,160,44 -chr3R 16700000 16770000 ID_0.01_1277 -0.05248575 . 16700000 16770000 31,120,180 -chr3R 16770000 16805000 ID_0.01_1278 -0.036296 . 16770000 16805000 51,160,44 -chr3R 16805000 16910000 ID_0.01_1279 -0.0365275 . 16805000 16910000 31,120,180 -chr3R 16910000 17105000 ID_0.01_1280 -0.11469275 . 16910000 17105000 51,160,44 -chr3R 17105000 17215000 ID_0.01_1281 -0.05478675 . 17105000 17215000 31,120,180 -chr3R 17215000 17315000 ID_0.01_1282 -0.07937775 . 17215000 17315000 51,160,44 -chr3R 17315000 17425000 ID_0.01_1283 -0.017845 . 17315000 17425000 31,120,180 -chr3R 17425000 17490000 ID_0.01_1284 -0.072665 . 17425000 17490000 51,160,44 -chr3R 17490000 17520000 ID_0.01_1285 -0.04999425 . 17490000 17520000 31,120,180 -chr3R 17520000 17600000 ID_0.01_1286 -0.02900275 . 17520000 17600000 51,160,44 -chr3R 17600000 17630000 ID_0.01_1287 -0.018032 . 17600000 17630000 31,120,180 -chr3R 17630000 17670000 ID_0.01_1288 0.00256125 . 17630000 17670000 51,160,44 -chr3R 17670000 17700000 ID_0.01_1289 -0.00398125 . 17670000 17700000 31,120,180 -chr3R 17700000 17715000 ID_0.01_1290 -0.02050575 . 17700000 17715000 51,160,44 -chr3R 17715000 17745000 ID_0.01_1291 -0.016624 . 17715000 17745000 31,120,180 -chr3R 17745000 17835000 ID_0.01_1292 -0.03185675 . 17745000 17835000 51,160,44 -chr3R 17835000 17880000 ID_0.01_1293 -0.02028125 . 17835000 17880000 31,120,180 -chr3R 17880000 17915000 ID_0.01_1294 -0.042281 . 17880000 17915000 51,160,44 -chr3R 17915000 17935000 ID_0.01_1295 -0.05210225 . 17915000 17935000 31,120,180 -chr3R 17935000 18030000 ID_0.01_1296 -0.04894525 . 17935000 18030000 51,160,44 -chr3R 18030000 18120000 ID_0.01_1297 -0.07584425 . 18030000 18120000 31,120,180 -chr3R 18120000 18180000 ID_0.01_1298 -0.0833235 . 18120000 18180000 51,160,44 -chr3R 18180000 18310000 ID_0.01_1299 -0.09684475 . 18180000 18310000 31,120,180 -chr3R 18310000 18395000 ID_0.01_1300 -0.069608 . 18310000 18395000 51,160,44 -chr3R 18395000 18445000 ID_0.01_1301 -0.06729775 . 18395000 18445000 31,120,180 -chr3R 18445000 18485000 ID_0.01_1302 -0.04397025 . 18445000 18485000 51,160,44 -chr3R 18485000 18525000 ID_0.01_1303 -0.0533955 . 18485000 18525000 31,120,180 -chr3R 18525000 18690000 ID_0.01_1304 -0.11469275 . 18525000 18690000 51,160,44 -chr3R 18690000 18735000 ID_0.01_1305 -0.075545 . 18690000 18735000 31,120,180 -chr3R 18735000 18885000 ID_0.01_1306 -0.0485985 . 18735000 18885000 51,160,44 -chr3R 18885000 19005000 ID_0.01_1307 -0.09972425 . 18885000 19005000 31,120,180 -chr3R 19005000 19100000 ID_0.01_1308 -0.1054935 . 19005000 19100000 51,160,44 -chr3R 19100000 19185000 ID_0.01_1309 -0.080215 . 19100000 19185000 31,120,180 -chr3R 19185000 19255000 ID_0.01_1310 -0.1117525 . 19185000 19255000 51,160,44 -chr3R 19255000 19285000 ID_0.01_1311 -0.07804225 . 19255000 19285000 31,120,180 -chr3R 19285000 19380000 ID_0.01_1312 -0.069411 . 19285000 19380000 51,160,44 -chr3R 19380000 19460000 ID_0.01_1313 -0.05580225 . 19380000 19460000 31,120,180 -chr3R 19460000 19565000 ID_0.01_1314 -0.01161525 . 19460000 19565000 51,160,44 -chr3R 19565000 19695000 ID_0.01_1315 -0.08905275 . 19565000 19695000 31,120,180 -chr3R 19695000 19740000 ID_0.01_1316 -0.10521125 . 19695000 19740000 51,160,44 -chr3R 19740000 19935000 ID_0.01_1317 -0.1117525 . 19740000 19935000 31,120,180 -chr3R 19935000 20020000 ID_0.01_1318 -0.10631075 . 19935000 20020000 51,160,44 -chr3R 20020000 20050000 ID_0.01_1319 -0.083403 . 20020000 20050000 31,120,180 -chr3R 20050000 20150000 ID_0.01_1320 -0.0909175 . 20050000 20150000 51,160,44 -chr3R 20150000 20220000 ID_0.01_1321 -0.0227935 . 20150000 20220000 31,120,180 -chr3R 20220000 20335000 ID_0.01_1322 -0.034021 . 20220000 20335000 51,160,44 -chr3R 20335000 20375000 ID_0.01_1323 -0.10360825 . 20335000 20375000 31,120,180 -chr3R 20375000 20455000 ID_0.01_1324 -0.11469275 . 20375000 20455000 51,160,44 -chr3R 20455000 20615000 ID_0.01_1325 -0.10752325 . 20455000 20615000 31,120,180 -chr3R 20615000 20710000 ID_0.01_1326 -0.099168 . 20615000 20710000 51,160,44 -chr3R 20710000 20720000 ID_0.01_1327 -0.07351875 . 20710000 20720000 31,120,180 -chr3R 20720000 20765000 ID_0.01_1328 -0.0705095 . 20720000 20765000 51,160,44 -chr3R 20765000 20860000 ID_0.01_1329 -0.0862985 . 20765000 20860000 31,120,180 -chr3R 20860000 20900000 ID_0.01_1330 -0.01276525 . 20860000 20900000 51,160,44 -chr3R 20900000 20935000 ID_0.01_1331 -0.02185325 . 20900000 20935000 31,120,180 -chr3R 20935000 20965000 ID_0.01_1332 -0.05891975 . 20935000 20965000 51,160,44 -chr3R 20965000 21085000 ID_0.01_1333 -0.0613935 . 20965000 21085000 31,120,180 -chr3R 21085000 21175000 ID_0.01_1334 -0.094928 . 21085000 21175000 51,160,44 -chr3R 21175000 21220000 ID_0.01_1335 -0.0413955 . 21175000 21220000 31,120,180 -chr3R 21220000 21320000 ID_0.01_1336 -0.05028725 . 21220000 21320000 51,160,44 -chr3R 21320000 21335000 ID_0.01_1337 -0.086029 . 21320000 21335000 31,120,180 -chr3R 21335000 21390000 ID_0.01_1338 -0.06100175 . 21335000 21390000 51,160,44 -chr3R 21390000 21475000 ID_0.01_1339 -0.0656765 . 21390000 21475000 31,120,180 -chr3R 21475000 21615000 ID_0.01_1340 -0.0932985 . 21475000 21615000 51,160,44 -chr3R 21615000 21730000 ID_0.01_1341 -0.081974 . 21615000 21730000 31,120,180 -chr3R 21730000 21820000 ID_0.01_1342 0.07025075 . 21730000 21820000 51,160,44 -chr3R 21820000 21845000 ID_0.01_1343 -0.00145975 . 21820000 21845000 31,120,180 -chr3R 21845000 21950000 ID_0.01_1344 0.0360515 . 21845000 21950000 51,160,44 -chr3R 21950000 21990000 ID_0.01_1345 0.002742 . 21950000 21990000 31,120,180 -chr3R 21990000 22075000 ID_0.01_1346 0.00713375 . 21990000 22075000 51,160,44 -chr3R 22075000 22220000 ID_0.01_1347 -0.087915 . 22075000 22220000 31,120,180 -chr3R 22220000 22270000 ID_0.01_1348 0.0614505 . 22220000 22270000 51,160,44 -chr3R 22270000 22310000 ID_0.01_1349 -0.02575325 . 22270000 22310000 31,120,180 -chr3R 22310000 22380000 ID_0.01_1350 -0.04946475 . 22310000 22380000 51,160,44 -chr3R 22380000 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12140000 12145000 0.182008 0.075237 0.144410 0.105623 -chrX 12145000 12150000 0.182008 0.075237 0.105784 0.105623 -chrX 12150000 12155000 0.182008 0.075237 0.105784 0.123350 -chrX 12155000 12160000 0.092364 0.075237 0.183052 0.121465 -chrX 12160000 12165000 0.015640 -0.018345 0.106451 0.080949 -chrX 12165000 12170000 0.015640 -0.018345 0.062698 0.099443 -chrX 12170000 12175000 0.015640 -0.018345 0.062698 0.099443 -chrX 12175000 12180000 -0.085916 -0.018345 0.026025 0.099443 -chrX 12180000 12185000 -0.085916 0.046962 0.026025 0.122575 -chrX 12185000 12190000 -0.085916 0.046962 0.026025 0.122575 -chrX 12190000 12195000 -0.085916 -0.010163 0.000636 0.088716 -chrX 12195000 12200000 -0.085916 -0.000061 0.034162 0.106449 -chrX 12200000 12205000 -0.055479 0.017060 0.085520 0.125829 -chrX 12205000 12210000 -0.085916 -0.000061 0.034162 0.121805 -chrX 12210000 12215000 -0.085916 -0.000061 0.069128 0.098662 -chrX 12215000 12220000 -0.085916 -0.000061 0.098160 0.126002 -chrX 12220000 12225000 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0.103961 0.048883 0.006929 -chrX 12385000 12390000 -0.025503 0.086841 0.041274 0.002905 -chrX 12390000 12395000 -0.025503 0.086841 0.041274 0.002905 -chrX 12395000 12400000 0.078480 0.017003 0.010234 -0.013513 -chrX 12400000 12405000 0.018067 -0.016980 -0.004869 -0.021501 -chrX 12405000 12410000 0.018067 -0.016980 -0.004869 -0.021501 -chrX 12410000 12415000 -0.085916 -0.016980 -0.004869 -0.021501 -chrX 12415000 12420000 -0.085916 -0.016980 -0.004869 -0.021501 -chrX 12420000 12425000 0.067362 0.069239 0.033451 -0.001233 -chrX 12425000 12430000 0.067362 0.069239 0.033451 -0.001233 -chrX 12430000 12435000 0.067362 0.010749 0.033451 -0.001233 -chrX 12435000 12440000 0.067362 0.010749 0.002411 -0.017651 -chrX 12440000 12445000 0.067362 0.010749 0.002411 -0.017651 -chrX 12445000 12450000 0.067362 0.010749 0.002411 -0.017651 -chrX 12450000 12455000 0.067362 0.010749 0.002411 -0.017651 -chrX 12455000 12460000 0.067362 0.010749 -0.023584 -0.031400 -chrX 12460000 12465000 0.067362 0.010749 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0.059676 0.051551 -chrX 12625000 12630000 0.329284 0.215206 0.067285 0.074070 -chrX 12630000 12635000 0.373291 0.292345 0.101569 0.092203 -chrX 12635000 12640000 0.418397 0.317717 0.112846 0.098168 -chrX 12640000 12645000 0.166184 0.117699 0.023949 0.051148 -chrX 12645000 12650000 0.160898 0.114726 0.022627 0.050449 -chrX 12650000 12655000 0.160898 0.114726 0.061253 0.050449 -chrX 12655000 12660000 0.046394 0.050317 0.032628 0.035308 -chrX 12660000 12665000 -0.030329 -0.044202 0.025561 0.013089 -chrX 12665000 12670000 -0.085916 -0.075470 0.011665 0.005738 -chrX 12670000 12675000 -0.044656 -0.052261 0.056946 0.011194 -chrX 12675000 12680000 -0.044656 -0.052261 0.056946 0.029666 -chrX 12680000 12685000 -0.085916 -0.075470 0.046631 0.024210 -chrX 12685000 12690000 -0.085916 -0.075470 0.046631 0.024210 -chrX 12690000 12695000 -0.085916 -0.075470 0.046631 0.024210 -chrX 12695000 12700000 -0.085916 -0.075470 0.008005 0.024210 -chrX 12700000 12705000 -0.085916 -0.023084 -0.003655 0.036525 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0.170926 0.088491 -chrX 12870000 12875000 0.157488 0.119935 0.152488 0.078739 -chrX 12875000 12880000 0.083738 0.200345 0.134050 0.068987 -chrX 12880000 12885000 0.015640 0.162040 0.117026 0.059983 -chrX 12885000 12890000 0.119622 0.219165 0.142415 0.073411 -chrX 12890000 12895000 0.119622 0.219165 0.174575 0.090422 -chrX 12895000 12900000 0.223640 0.219165 0.174575 0.125705 -chrX 12900000 12905000 0.221213 0.219165 0.174575 0.125705 -chrX 12905000 12910000 0.241967 0.307140 0.205153 0.141878 -chrX 12910000 12915000 0.241967 0.307140 0.205153 0.141878 -chrX 12915000 12920000 0.241967 0.307140 0.205153 0.141878 -chrX 12920000 12925000 0.241967 0.191524 0.179764 0.128449 -chrX 12925000 12930000 0.112800 0.094817 0.173476 0.125124 -chrX 12930000 12935000 0.142776 0.111679 0.170289 0.107554 -chrX 12935000 12940000 0.203189 0.145661 0.217553 0.115543 -chrX 12940000 12945000 0.136466 0.108129 0.200872 0.106720 -chrX 12945000 12950000 0.034910 0.049620 0.139923 0.106393 -chrX 12950000 12955000 0.034910 0.049620 0.139923 0.106393 -chrX 12955000 12960000 -0.025503 0.125490 0.121643 0.081824 -chrX 12960000 12965000 -0.085916 0.091483 0.081151 0.078909 -chrX 12965000 12970000 -0.085916 0.091483 0.044458 0.078909 -chrX 12970000 12975000 -0.085916 0.091483 0.069260 0.072629 -chrX 12975000 12980000 0.109378 0.147288 0.069260 0.072629 -chrX 12980000 12985000 0.210888 0.147288 0.069260 0.072629 -chrX 12985000 12990000 0.210888 0.147288 0.069260 0.053221 -chrX 12990000 12995000 0.183545 0.190397 0.091241 0.046344 -chrX 12995000 13000000 0.282755 0.190397 0.091241 0.046344 -chrX 13000000 13005000 0.282755 0.190397 0.091241 0.046344 -chrX 13005000 13010000 0.181244 0.190397 0.091241 0.046344 -chrX 13010000 13015000 0.181244 0.131907 0.091241 0.046344 -chrX 13015000 13020000 0.089933 0.131907 0.091241 0.046344 -chrX 13020000 13025000 0.089933 0.131907 0.091241 0.046344 -chrX 13025000 13030000 0.089933 0.074808 0.091241 0.046344 -chrX 13030000 13035000 -0.009277 0.153517 0.091241 0.046344 -chrX 13035000 13040000 -0.009277 0.102154 0.042418 0.003510 -chrX 13040000 13045000 -0.009277 0.023445 0.017040 -0.009913 -chrX 13045000 13050000 -0.009277 0.023445 0.017040 -0.009913 -chrX 13050000 13055000 -0.085916 -0.075470 -0.002120 -0.020047 -chrX 13055000 13060000 -0.085916 -0.075470 -0.026922 -0.033166 -chrX 13060000 13065000 -0.085916 -0.075470 -0.026922 -0.033166 -chrX 13065000 13070000 -0.085916 -0.075470 -0.026922 -0.033166 -chrX 13070000 13075000 -0.085916 -0.075470 -0.026922 -0.033166 -chrX 13075000 13080000 -0.085916 -0.075470 -0.026922 -0.033166 -chrX 13080000 13085000 -0.085916 -0.075470 -0.061904 -0.033166 -chrX 13085000 13090000 -0.085916 -0.075470 -0.061904 -0.033166 -chrX 13090000 13095000 -0.085916 -0.075470 -0.061904 -0.033166 -chrX 13095000 13100000 -0.085916 -0.075470 -0.061904 -0.033166 -chrX 13100000 13105000 -0.044656 -0.052261 -0.051589 -0.027710 -chrX 13105000 13110000 -0.044656 -0.052261 -0.051589 -0.027710 -chrX 13110000 13115000 -0.085916 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--- a/test-data/multiFDR_boundaries.gff Wed Mar 07 04:24:22 2018 -0500 +++ /dev/null Thu Jan 01 00:00:00 1970 +0000 @@ -1,2 +0,0 @@ -chr2L HiCExplorer boundary 22922500 22927500 -0.068256362891 . . ID=B04585;delta=0.021954846720;pvalue=0.000033964776;tad_sep=-0.068256362891 -chrX HiCExplorer boundary 87500 92500 -0.072020401017 . . ID=B19358;delta=0.019799980104;pvalue=0.000055223433;tad_sep=-0.072020401017
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0.050131 0.026084 -chrX 12295000 12300000 -0.012165 -0.033985 0.050131 0.026084 -chrX 12300000 12305000 -0.012165 -0.033985 0.050131 0.026084 -chrX 12305000 12310000 -0.055479 -0.058349 0.005776 0.002624 -chrX 12310000 12315000 -0.044656 -0.052261 0.008482 0.004055 -chrX 12315000 12320000 -0.044656 0.017577 0.039521 0.020472 -chrX 12320000 12325000 -0.085916 -0.005631 0.000175 0.015016 -chrX 12325000 12330000 -0.085916 -0.005631 0.000175 -0.003478 -chrX 12330000 12335000 -0.085916 -0.005631 0.000175 -0.003478 -chrX 12335000 12340000 -0.085916 -0.005631 0.000175 -0.018834 -chrX 12340000 12345000 -0.085916 -0.005631 0.000175 -0.018834 -chrX 12345000 12350000 -0.085916 -0.005631 0.000175 -0.018834 -chrX 12350000 12355000 -0.085916 -0.005631 0.026170 -0.005084 -chrX 12355000 12360000 -0.085916 -0.005631 0.026170 -0.005084 -chrX 12360000 12365000 -0.085916 -0.005631 0.026170 -0.005084 -chrX 12365000 12370000 -0.085916 -0.005631 0.026170 -0.005084 -chrX 12370000 12375000 -0.085916 -0.005631 0.026170 -0.005084 -chrX 12375000 12380000 -0.025503 0.086841 0.041274 0.002905 -chrX 12380000 12385000 0.004933 0.103961 0.048883 0.006929 -chrX 12385000 12390000 -0.025503 0.086841 0.041274 0.002905 -chrX 12390000 12395000 -0.025503 0.086841 0.041274 0.002905 -chrX 12395000 12400000 0.078480 0.017003 0.010234 -0.013513 -chrX 12400000 12405000 0.018067 -0.016980 -0.004869 -0.021501 -chrX 12405000 12410000 0.018067 -0.016980 -0.004869 -0.021501 -chrX 12410000 12415000 -0.085916 -0.016980 -0.004869 -0.021501 -chrX 12415000 12420000 -0.085916 -0.016980 -0.004869 -0.021501 -chrX 12420000 12425000 0.067362 0.069239 0.033451 -0.001233 -chrX 12425000 12430000 0.067362 0.069239 0.033451 -0.001233 -chrX 12430000 12435000 0.067362 0.010749 0.033451 -0.001233 -chrX 12435000 12440000 0.067362 0.010749 0.002411 -0.017651 -chrX 12440000 12445000 0.067362 0.010749 0.002411 -0.017651 -chrX 12445000 12450000 0.067362 0.010749 0.002411 -0.017651 -chrX 12450000 12455000 0.067362 0.010749 0.002411 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0.024042 -0.006210 -chrX 20455000 20460000 0.078459 0.080376 0.007361 -0.015033 -chrX 20460000 20465000 0.078459 0.080376 0.007361 -0.015033 -chrX 20465000 20470000 0.078459 0.080376 0.007361 -0.015033 -chrX 20470000 20475000 0.156155 0.060695 0.026785 -0.004759 -chrX 20475000 20480000 0.156155 0.060695 0.051587 0.026842 -chrX 20480000 20485000 0.156155 0.116501 0.051587 0.026842 -chrX 20485000 20490000 0.066511 0.116501 0.051587 0.026842 -chrX 20490000 20495000 0.058504 0.061572 0.027174 0.013929 -chrX 20495000 20500000 0.058504 0.061572 0.027174 0.013929 -chrX 20500000 20505000 0.157714 0.061572 0.027174 0.044540 -chrX 20505000 20510000 0.157714 0.061572 0.027174 0.044540 -chrX 20510000 20515000 0.157714 0.111997 0.021414 0.056394 -chrX 20515000 20520000 0.247358 0.111997 0.021414 0.056394 -chrX 20520000 20525000 0.315456 0.150302 0.073382 0.050498 -chrX 20525000 20530000 0.212296 0.092274 0.047592 0.036857 -chrX 20530000 20535000 0.212296 0.092274 0.047592 0.036857 -chrX 20535000 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0.087047 -chrX 20620000 20625000 0.378475 0.185750 0.113724 0.087047 -chrX 20625000 20630000 0.378475 0.185750 0.087720 0.073293 -chrX 20630000 20635000 0.408911 0.202871 0.095329 0.077317 -chrX 20635000 20640000 0.181329 0.185750 0.087720 0.073293 -chrX 20640000 20645000 0.235420 0.216176 0.101243 0.080445 -chrX 20645000 20650000 0.199955 0.219277 0.069094 0.063441 -chrX 20650000 20655000 0.009435 0.219277 0.069094 0.063441 -chrX 20655000 20660000 -0.085916 0.107132 0.080199 0.023494 -chrX 20660000 20665000 -0.085916 0.107132 0.080199 0.023494 -chrX 20665000 20670000 0.078626 0.124253 0.061804 0.013764 -chrX 20670000 20675000 0.048189 -0.000036 0.031367 -0.002335 -chrX 20675000 20680000 -0.085916 -0.000036 0.006565 -0.015454 -chrX 20680000 20685000 -0.085916 -0.000036 0.006565 -0.015454 -chrX 20685000 20690000 -0.030329 0.031232 0.080273 0.045168 -chrX 20690000 20695000 -0.030329 0.087037 0.080273 0.045168 -chrX 20695000 20700000 -0.030329 0.011603 0.045331 0.045168 -chrX 20700000 20705000 -0.030329 0.011603 0.045331 0.045168 -chrX 20705000 20710000 -0.085916 -0.019664 0.031434 0.068412 -chrX 20710000 20715000 0.013294 -0.019664 0.031434 0.068412 -chrX 20715000 20720000 0.013294 -0.019664 0.031434 0.068412 -chrX 20720000 20725000 0.013294 0.059107 0.031434 0.068412 -chrX 20725000 20730000 0.013294 0.059107 -0.002092 0.050679 -chrX 20730000 20735000 0.013294 0.059107 0.028947 0.067096 -chrX 20735000 20740000 0.013294 0.059107 0.028947 0.067096 -chrX 20740000 20745000 0.153331 0.059107 0.028947 0.048614 -chrX 20745000 20750000 -0.085916 0.059107 0.028947 0.048614 -chrX 20750000 20755000 -0.085916 0.059107 0.028947 0.048614 -chrX 20755000 20760000 -0.085916 0.059107 0.028947 0.026979 -chrX 20760000 20765000 -0.085916 0.059107 0.028947 0.026979 -chrX 20765000 20770000 -0.085916 -0.075470 0.028947 0.026979 -chrX 20770000 20775000 -0.085916 -0.005631 0.004145 0.013860 -chrX 20775000 20780000 -0.011185 0.036405 0.022827 0.023742 -chrX 20780000 20785000 -0.011185 0.036405 0.022827 0.023742 -chrX 20785000 20790000 -0.011185 0.036405 0.022827 0.023742 -chrX 20790000 20795000 -0.011185 0.036405 0.022827 -0.006852 -chrX 20795000 20800000 -0.011185 0.036405 0.022827 -0.006852 -chrX 20800000 20805000 -0.011185 0.036405 -0.012182 -0.025369 -chrX 20805000 20810000 0.030074 0.059613 -0.001867 -0.019913 -chrX 20810000 20815000 0.071334 0.012983 0.008448 -0.014458 -chrX 20815000 20820000 -0.014220 -0.035141 -0.012941 -0.025771 -chrX 20820000 20825000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20825000 20830000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20830000 20835000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20835000 20840000 -0.085916 -0.024107 -0.008037 -0.023177 -chrX 20840000 20845000 0.005395 -0.024107 -0.008037 -0.023177 -chrX 20845000 20850000 0.005395 -0.024107 -0.008037 -0.023177 -chrX 20850000 20855000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20855000 20860000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20860000 20865000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20865000 20870000 0.005395 -0.024107 -0.039076 -0.039594 -chrX 20870000 20875000 0.082119 0.019050 -0.019895 -0.029449 -chrX 20875000 20880000 0.082119 0.019050 -0.019895 -0.029449 -chrX 20880000 20885000 -0.009192 0.019050 -0.019895 -0.029449 -chrX 20885000 20890000 0.032067 0.042258 -0.009580 -0.023993 -chrX 20890000 20895000 0.032067 0.042258 -0.009580 -0.023993 -chrX 20895000 20900000 0.021244 0.036170 -0.012286 -0.025424 -chrX 20900000 20905000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 20905000 20910000 -0.085916 -0.075470 -0.061904 -0.051669 -chrX 20910000 20915000 -0.085916 -0.075470 -0.061904 -0.033186 -chrX 20915000 20920000 -0.085916 -0.075470 -0.061904 -0.033186 -chrX 20920000 20925000 -0.014220 -0.035141 -0.043980 -0.023706 -chrX 20925000 20930000 -0.044656 -0.052261 -0.051589 -0.027731 -chrX 20930000 20935000 -0.085916 -0.075470 -0.061904 -0.033186 -chrX 20935000 20940000 -0.085916 -0.075470 -0.061904 -0.033186 -chrX 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22295000 22300000 -0.012165 0.092013 0.012533 -0.003975 -chrX 22300000 22305000 -0.012165 0.092013 0.012533 -0.002383 -chrX 22305000 22310000 0.288555 0.135170 0.061021 0.032772 -chrX 22310000 22315000 0.288555 0.248101 0.093651 0.056380 -chrX 22315000 22320000 0.288555 0.305226 0.129413 0.082263 -chrX 22320000 22325000 0.281418 0.359702 0.167374 0.109763 -chrX 22325000 22330000 0.262960 0.359702 0.178810 0.117966 -chrX 22330000 22335000 0.389975 0.370602 0.198066 0.131823 -chrX 22335000 22340000 0.313251 0.327445 0.185726 0.122716 -chrX 22340000 22345000 0.309535 0.214480 0.164346 0.107040 -chrX 22345000 22350000 0.309535 0.160722 0.178928 0.117541 -chrX 22350000 22355000 0.309535 0.176511 0.195663 0.129634 -chrX 22355000 22360000 0.309535 0.194851 0.215077 0.143670 -chrX 22360000 22365000 0.309535 0.216340 0.237810 0.160142 -chrX 22365000 22370000 0.235638 0.241958 0.142695 0.090852 -chrX 22370000 22375000 0.144441 0.272856 0.163157 0.105614 -chrX 22375000 22380000 0.033332 0.310817 0.188354 0.123859 -chrX 22380000 22385000 0.047108 0.358633 0.220115 0.146874 -chrX 22385000 22390000 0.065244 0.162319 0.174180 0.113338 -chrX 22390000 22395000 -0.096387 0.049914 0.014061 -0.003271 -chrX 22395000 22400000 -0.098757 0.075839 0.031161 0.008970 -chrX 22400000 22405000 -0.101349 -0.094042 -0.082297 -0.073703 -chrX 22405000 22410000 -0.104371 -0.096430 -0.084079 -0.075333 -chrX 22410000 22415000 -0.108137 -0.099498 -0.086325 -0.077231 -chrX 22415000 22420000 -0.112872 -0.103287 -0.089234 -0.079379 -chrX 22420000 22422827 0.000000 0.000000 0.000000 0.000000 -chrXHet 0 5000 0.000000 0.000000 0.000000 0.000000 -chrXHet 200000 204112 0.000000 0.000000 0.000000 0.000000 -chrYHet 0 5000 0.000000 0.000000 0.000000 0.000000 -chrYHet 345000 347038 0.000000 0.000000 0.000000 0.000000
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yuKi7z9/AdksX0XfOmc4v7wPl6FFXnqXPYn4e6PnJvMSqqh+PLkr7PzOOoc9MQrl8ydI8r87c383+8nmhhejkuw98vnmJyJQYvERkSgxeIjIlBi8RmZK1Q98Ynfsf+/AfiHxvSXG+qur5IdCTKEsLuv9sew6pzZFYmX0PtA96/ehqcdPCTj0/B75HhUC/tFru8c59zXG+eYnIlBi8RGRKDF4iMiVrLwd966bnbLbfD9Xz/jtMdltUNlyHts+ZUNjtGpzJe9m1uKrqVvB1klQp4XZpMcIs8vciGHMu+P7z5zbb609pHABw6O2jb+9rRt/B0Lj2QwJqh5vBl1oOJT4u/db8RfA9PTSuk2EM0XkW94K+dXrYVHDyKvBBTupAJ0mVkqO3q6v1Qzl31fLP1QHw+eYlIlNi8BKRKTF4iciUGLxEZEpWZ0Ml1RPC7nYPSqGWqgRkVYDuSv4c1xH+qqp2h30ExpBImvPT+R78sdF31pc323fePo65cMfoS5FyaXcmup7XNzr8dL7FaLU/dZ+6MexDrxrHPP3do68jtNN9f0nY1J2Jql8sfRYP54X462cPY964umXw3RA2PXdPbOz/wMYvDL59q839g+hedehWJUm6+3sgbDrfLzXn8s1LRKbE4CUiU2LwEpEpWZ0OmlcuwM0qplW8qDR9T4Ix+Zu3m6Sav4MfB2NIs7gzRJmPQeIsLdrtVMuk6/JrYf8cXISL4Uf9lSEQri9sH30A9K0XQwLq9ZHMSomsCV3ze8GXzw/pKMSpjTHUSTw7Xb8NxlwNvrzEXR01tVxanE7n8qthk05EFV+T/AxVjdVr6V516MxNdPd3f9gnNsZUVb0OfL55iciUGLxEZEoMXiIyJXbMFpEp8c1LRKbE4CUiU2LwEpEpMXiJyJQYvERkSgxeIjIlBi8RmRKDl4hMicFLRKbE4CUiU2LwEpEpMXiJyJSsUaG4d4b9LhhD3an/Z9hvgjFZh48KCFKBwoyyVLTts+BLaH/UKKRTjJCKLWZDistgDBVuOxJFBNcXdrA+ACfzIihs+MfRoXtPo0M3XafPgy/vzdieYuwsXtVrPkHFCPNe0XOQBRKrxsJ7Z8GYT4Dv8WE/B8bcDb5syfEyGHMX+BJqUJENW+hedejMTXT3l8UrqekKFbj89+DzzUtEpsTgJSJTYvASkSkxeInIlKyeCZVUU5zudszuiIZLuxTn3HRMHW6DcL0P/iFIF0V5+tMgOwp9AcYchQ4/u0Og74jXBP2xQF1xsmvLHY25qdsNCbzZSPwxMIYEbeok09nfN8O+Ex7OdbgI2UX7fJibug7lPabO108F3ycb23WE705X65k7ZlMHI8I3LxGZEoOXiEyJwUtEpmQtkyqrqrKpdCYBVrFW1YmEuV23S3FqR93f2H8erYtfDWILJcV+J2zqGpzJvFVVl4ZNHax3QgJq6ihLNa8rKXP2j0fXrh2bbdLKOlCC5kfDvv4Z45gzUgBqQjpRalV74aGixOAcdkXzGP532E/+3DjmZkj6zcTupdf80FdH394nLJwsyOe+qtcxu0vn896NCb55iciUGLxEZEoMXiIyJQYvEZmS1SsgSfU9G0/e7Fj/4rDha64bJ3v7NbHZheOYA5dutl986Tjm/46uQUz9AIwhMTeTLym59RrY8OZQ0N8C25HgelMI9K8Fcf4+2O68sFP07vIz4Hsr+A6Gvd6YmxIoqYJDXk5KOnwU+M5sHANVYvjlsOkPJqpskcf17cb+q6q+FnZWmaC5q8ZEa9puaaLu8VRVgiqVEL55iciUGLxEZEoMXiIyJav3geb1vrD3wYYfBl9qQJ2F2VThMhM2q6pOD5sqXBKvCJu0CNKXUlt5P4w5CAmo+0Pj+iPY7tXgS52mm6iX3A++23OldFXt/vJmu5Mw2V2YnXPlAugHg/SPhBa6p45JiZb5/FQtLxLQWZjdWeBM23WSk4/3hdn0TBG+eYnIlBi8RGRKDF4iMiWrZ4PmlXkdlDdDuR+Zu0O/6VOfWKozkFbW6TpEY0jvyePK/K2qqn2Qw5VaFeUz0TdGbrc0T6erWeRx0XEmdM1Jz8qFvFks8MFYWogvNS7SC6lwZD6LH3rbOGb/a0dfp7MUnXNeY9J7Op+HTiFOulcdlhb57O4vnxfSyg7AKvp9cON98xKRKTF4iciUGLxEZEoMXiIyJWskxieH/3H07V4bfZ1ExxRXqWPL/wLfbeHc/bONnVXVkYtiu6vGMbSY+ZIQ6DP5tIoXCafo/B9gDFWm7NyHDt0/V+iPiyV0kmnpmDp/EBCUgJoLqmkMkeL4XhDniTwfOhda5J1vCl+BMVTxNaHzW3o9H865q3rP3R76VwbwzUtEpsTgJSJTYvASkSkxSbWqDkEC6rtC4/oT2I70gYNx0nthlblJqsz3Okm1+yxuV5IqbUefmeR4T1LtLuT3zUtEpsTgJSJTYvASkSkxeInIlKxRUlxWMqTKpiQ2nhA2iY8pZHYrhr4h7OdCi3Uq+Xp9lBZ9MYjzeyEBNUVgSiz91+C7MC7WqTDmnfCV8VPxT8JSwf73wPca8HXE44RE2YPQen5PtJ5v5hy2zpnE3Hw+/xOMuRp8+SySYE9/8HRE5+wwVDVec9quI9h3/gxYKth35ia6+8t7Rdfg4GdG387TRp9vXiIyJQYvEZkSg5eITMlaJyHs0yCM7egKGVsAP2XrbvCldrTzKeMY0iduD43retC3KILngu59sKCbKmFmR+B3gui1C05wuxa/nnPO6Nv9sdF3NOyl32I7nzD6Uj/bzm9Iuk6ZMP2NhXOR5tVJ8KUx90D77zM+tfV2HbrVebeLh/r+JbsgKDzc5ywi8pBh8BKRKTF4iciUrJ0CzjvCPgv0Lcp7WsLZ4CM57bqwj14Dgy4Yc7h2hMZ1+4njZu+GNtNZtJDO973gC6msng76Vienailngb5F+0sNYWlxwqN5wlW1J65dZ8F8l9s/PfpOOWOz/SbY7hkL97eUn/rU6Nuua95dQL5dbFfhyqresd/206Nv542jzzcvEZkSg5eITInBS0SmxOAlIlOCC7MvDZu6+TwXfLmolATtk8K+Bcb8IPhemg4Q5+vaRgLqwXGz74OE1y3neRBoEXuHpy7cLukmu54bdv5J0+bKV46+qy7bZG7nN+SOM7Ye80j8Rj6eklTrg88at1v96eB7JN5nETkOMHiJyJQYvERkStZuBmfqIe8Zf27WvePPUuwOnfxG2JfBmLvA9/hYYP01WGB9BWx3IOybQd+ijinZoXsXdOimBNvsvk2638ng+0LY1O2mAyX4/kvwZQ5lp2sMFY67bzXewdQsaQE75NK2oEICWfiPulUTWXjvV2DM7zf2R28AbwPfLzW260DdvLKoJ92rDvQcUKewpLu/jiZ8D+hbdN998xKRKTF4iciUGLxEZEoMXiIyJasXVg3ZntkVhzrg3Aq+3z1vs73+0XFMCm+0Yv0QdPjZHQL9v4LtqPPJA439UceWFEBJtCThNAVP2o58uR0Uv2iRnZ8ebH+ZLNgRZek65fWtGqtYdBN3O39S0P7y2lFHKkoC7jyLRD5nlFRN55xvCrQdJY0nJF7n/ex0IVo6N9Hd31fCpo5ROebB8M1LRKbE4CUiU2LwEpEpWSPd5gNh029QkLPq1nB2fr+TvkUdrE8Pm36b02LxT4QNzXiRzEnNa1LFv/PznL/c3N8j7Vvk6OtG3/pbt95ud2Pu+8BHOtjBjb/cZO9d/URj9h6Q110/8MLN9t4btm13j0geaZ8ZETlOMHiJyJQYvERkSlbnQp5XLmYmfeuCZ46+fR/fbNNizQOhce0DfYt4e9i0YPa+1kwjlG/znbCpexDphYcu3WzvuXQcQ3kzOdeTYEwHyoOiY89vrU43qEeDjxaCZ85YJ+epihdwJ6S/5rUjfYsWw+dxdbvyZF4ZXRc657zvtF1ngfPSuTt05ia6+8vnhXRxeqYI37xEZEoMXiIyJQYvEZkSg5eITMnqfBDsRUSOdXzzEpEpMXiJyJQYvERkStYg17R+c+O6zY6zzh/GXJztZ6rqykhAXYcE1FYxwvNG38sjU/YC2K7TvYigJNVMWOwkllZVHb5ms737wnEMzfXOsN8EYzp0ixEePmezvb/RzocWolPSaCdJla5BJzGXknCzW1AmGFdV/ST48rgouZWwGOGIxQhFRJoYvERkSgxeIjIlBi8RmZK1q8H59dVmgZ7ExxTnq6oublSIOBj/EOz++DjmjVDG4nfCvgPm7rZ5T7LbTdUoxnfGVFW9JgR6ap9Oc/3bsKnbTQc6JqqWsCsE+qVVCGh/S8Z0oXv8t2F3hfccR0I/0ekQRZ2sUvjuCOFE9/yOtbm789PzQtfKNy8RmRKDl4hMicFLRKZkjboUvzlzUg+M+tarQd+68szN9joksl4bGhfko9a54Ds52rG85VnjGNIs7oysvzOgTCPpPUf+cbO9Z20c8zzY7g1x7c64bhxDv9/znLuJeklXX3pl2Jcv3B9pGKkBdTWMDnSPO0mqnbm6ek9nOzrnvC7dyq3J0u2+13NX9a4xJa6TzzcvEZkSg5eITInBS0SmZI00p0HjWh/1LVyIeWcIPKtxQXfu7zKYhhZrVmhc2dG6qupu8O0KjYuOm/Ku9q5tPeYg+N5w4Mmb7Eevvtja3yVhvxHGdKDzozyklz1ns331R5btj/TCPL/HLJsaocXMSVe7yuOkDkqkAeX50P2kLkCp89F2HWi7pRpiQteAnp+lnLBNY6p88xKRSTF4iciUGLxEZEoMXiIyJauNjXGF9TsiARXWSdcXwPeSsGHN9VAJkwRYEiRzu+fCGGoTfk/YJKTSdp2F2ReBLwuSkoBORUvzOnQqahKfBR8d+2lhv+8b45i9j936mE4GX55ft337qY0x94LvyrA/DGPoWcxEYBL6b3sGOOOC7rp167mrxjeFP4Ax7wVfQtVkU2hf+vx05ia6+7s/7BOb29GfBr55iciUGLxEZEoMXiIyJf8PHQGF0OIyEBk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" 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" 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1988.268493 829.328617 -L 1988.571133 829.328617 -L 1988.873773 829.328617 -L 1989.176413 829.328617 -L 1989.479053 829.328617 -L 1989.781694 829.328617 -L 1990.084334 829.328617 -L 1990.386974 829.328617 -L 1990.689614 829.328617 -L 1990.992254 829.328617 -L 1991.294894 829.328617 -L 1991.597534 829.328617 -L 1991.900174 829.328617 -L 1992.202814 829.328617 -L 1992.505455 829.328617 -L 1992.808095 829.328617 -L 1993.110735 829.328617 -L 1993.413375 829.328617 -L 1993.716015 829.328617 -L 1994.018655 829.328617 -L 1994.321295 829.328617 -L 1994.623935 829.328617 -L 1994.926576 829.328617 -L 1995.229216 829.328617 -L 1995.531856 829.328617 -L 1995.834496 829.328617 -L 1996.137136 829.328617 -L 1996.439776 829.328617 -L 1996.742416 829.328617 -L 1997.045056 829.328617 -L 1997.347696 829.328617 -L 1997.650337 829.328617 -L 1997.952977 829.328617 -L 1998.255617 829.328617 -L 1998.558257 829.328617 -L 1998.860897 829.328617 -L 1999.163537 829.328617 -L 1999.466177 829.328617 -L 1999.768817 829.328617 -L 2000.071457 829.328617 -L 2000.374098 829.328617 -L 2000.676738 829.328617 -L 2000.979378 829.328617 -L 2001.282018 829.328617 -L 2001.584658 829.328617 -L 2001.887298 829.328617 -L 2002.189938 829.328617 -L 2002.492578 829.328617 -L 2002.795219 829.328617 -L 2003.097859 829.328617 -L 2003.400499 829.328617 -L 2003.703139 829.328617 -L 2004.005779 829.328617 -L 2004.308419 829.328617 -L 2004.611059 829.328617 -L 2004.913699 829.328617 -L 2005.216339 829.328617 -L 2005.51898 829.328617 -L 2005.82162 829.328617 -L 2006.12426 829.328617 -L 2006.4269 829.328617 -L 2006.72954 829.328617 -L 2007.03218 829.328617 -L 2007.33482 829.328617 -L 2007.63746 829.328617 -L 2007.9401 829.328617 -L 2008.242741 829.328617 -L 2008.545381 829.328617 -L 2008.848021 829.328617 -L 2009.150661 829.328617 -L 2009.453301 829.328617 -L 2009.755941 829.328617 -L 2010.058581 829.328617 -L 2010.361221 829.328617 -L 2010.663862 829.328617 -L 2010.966502 829.328617 -L 2011.269142 829.328617 -L 2011.571782 829.328617 -L 2011.874422 829.328617 -L 2012.177062 829.328617 -L 2012.479702 829.328617 -L 2012.782342 829.328617 -L 2013.084982 829.328617 -L 2013.387623 829.328617 -L 2013.690263 829.328617 -L 2013.992903 829.328617 -L 2014.295543 829.328617 -L 2014.598183 829.328617 -L 2014.900823 829.328617 -L 2015.203463 829.328617 -L 2015.506103 829.328617 -L 2015.808743 829.328617 -L 2016.111384 829.328617 -L 2016.414024 829.328617 -L 2016.716664 829.328617 -L 2017.019304 829.328617 -L 2017.321944 829.328617 -L 2017.624584 829.328617 -L 2017.927224 829.328617 -L 2018.229864 829.328617 -L 2018.532505 829.328617 -L 2018.835145 829.328617 -L 2019.137785 829.328617 -L 2019.440425 829.328617 -L 2019.743065 829.328617 -L 2020.045705 829.328617 -L 2020.348345 829.328617 -L 2020.650985 829.328617 -L 2020.953625 829.328617 -L 2021.256266 829.328617 -L 2021.558906 829.328617 -L 2021.861546 829.328617 -L 2022.164186 829.328617 -L 2022.466826 829.328617 -L 2022.769466 829.328617 -L 2023.072106 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2012.084372 840.804374 +L 2011.782008 840.804374 +L 2011.479645 840.804374 +L 2011.177281 840.804374 +L 2010.874917 840.804374 +L 2010.572554 840.804374 +L 2010.27019 840.804374 +L 2009.967827 840.804374 +L 2009.665463 840.804374 +L 2009.363099 840.804374 +L 2009.060736 840.804374 +L 2008.758372 840.804374 +L 2008.456009 840.804374 +L 2008.153645 840.804374 +L 2007.851281 840.804374 +L 2007.548918 840.804374 +L 2007.246554 840.804374 +L 2006.944191 840.804374 +L 2006.641827 840.804374 +L 2006.339463 840.804374 +L 2006.0371 840.804374 +L 2005.734736 840.804374 +L 2005.432373 840.804374 +L 2005.130009 840.804374 +L 2004.827645 840.804374 +L 2004.525282 840.804374 +L 2004.222918 840.804374 +L 2003.920555 840.804374 +L 2003.618191 840.804374 +L 2003.315827 840.804374 +L 2003.013464 840.804374 +L 2002.7111 840.804374 +L 2002.408737 840.804374 +L 2002.106373 840.804374 +L 2001.804009 840.804374 +L 2001.501646 840.804374 +L 2001.199282 840.804374 +L 2000.896919 840.804374 +L 2000.594555 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840.804374 +L 1977.010194 840.804374 +L 1976.707831 840.804374 +L 1976.405467 840.804374 +L 1976.103103 840.804374 +L 1975.80074 840.804374 +L 1975.498376 840.804374 +L 1975.196013 840.804374 +L 1974.893649 840.804374 +L 1974.591285 840.804374 +L 1974.288922 840.804374 +L 1973.986558 840.804374 +L 1973.684195 840.804374 +L 1973.381831 840.804374 +L 1973.079467 840.804374 +L 1972.777104 840.804374 +L 1972.47474 840.804374 +L 1972.172377 840.804374 +L 1971.870013 840.804374 +L 1971.567649 840.804374 +L 1971.265286 840.804374 +L 1970.962922 840.804374 +L 1970.660559 840.804374 +L 1970.358195 840.804374 +L 1970.055831 840.804374 +L 1969.753468 840.804374 +L 1969.451104 840.804374 +L 1969.148741 840.804374 +L 1968.846377 840.804374 +L 1968.544013 840.804374 +L 1968.24165 840.804374 +L 1967.939286 840.804374 +L 1967.636923 840.804374 +L 1967.334559 840.804374 +L 1967.032195 840.804374 +L 1966.729832 840.804374 +L 1966.427468 840.804374 +L 1966.125105 840.804374 +L 1965.822741 840.804374 +L 1965.520377 840.804374 +L 1965.218014 840.804374 +L 1964.91565 840.804374 +L 1964.613287 840.804374 +L 1964.310923 840.804374 +L 1964.008559 840.804374 +L 1963.706196 840.804374 +L 1963.403832 840.804374 +L 1963.101468 840.804374 +L 1962.799105 840.804374 +L 1962.496741 840.804374 +L 1962.194378 840.804374 +L 1961.892014 840.804374 +L 1961.58965 840.804374 +L 1961.287287 840.804374 +L 1960.984923 840.804374 +L 1960.68256 840.804374 +L 1960.380196 840.804374 +L 1960.077832 840.804374 +L 1959.775469 840.804374 +L 1959.473105 840.804374 +L 1959.170742 840.804374 +L 1958.868378 840.804374 +L 1958.566014 840.804374 +L 1958.263651 840.804374 +L 1957.961287 840.804374 +L 1957.658924 840.804374 +L 1957.35656 840.804374 +L 1957.054196 840.804374 +L 1956.751833 840.804374 +L 1956.449469 840.804374 +L 1956.147106 840.804374 +L 1955.844742 840.804374 +L 1955.542378 840.804374 +L 1955.240015 840.804374 +L 1954.937651 840.804374 +L 1954.635288 840.804374 +L 1954.332924 840.804374 +L 1954.03056 840.804374 +L 1953.728197 840.804374 +L 1953.425833 840.804374 +L 1953.12347 840.804374 +L 1952.821106 840.804374 +L 1952.518742 840.804374 +L 1952.216379 840.804374 +L 1951.914015 840.804374 +L 1951.611652 840.804374 +L 1951.309288 840.804374 +L 1951.006924 840.804374 +L 1950.704561 840.804374 +L 1950.402197 840.804374 +L 1950.099834 840.804374 +L 1949.79747 840.804374 +L 1949.495106 840.804374 +L 1949.192743 840.804374 +L 1948.890379 840.804374 +L 1948.588016 840.804374 +L 1948.285652 840.804374 +L 1947.983288 840.804374 +L 1947.680925 840.804374 +L 1947.378561 840.804374 +L 1947.076198 840.804374 +L 1946.773834 840.804374 +L 1946.47147 840.804374 +L 1946.169107 840.804374 +L 1945.866743 840.804374 +L 1945.56438 840.804374 +L 1945.262016 840.804374 +L 1944.959652 840.804374 +L 1944.657289 840.804374 +L 1944.354925 840.804374 +L 1944.052562 840.804374 +L 1943.750198 840.804374 +L 1943.447834 840.804374 +L 1943.145471 840.804374 +L 1942.843107 840.804374 +L 1942.540744 840.804374 +L 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" 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1984.636812 1241.718713 -L 1984.939452 1241.718713 -L 1985.242092 1241.718713 -L 1985.544732 1241.718713 -L 1985.847372 1241.718713 -L 1986.150012 1241.718713 -L 1986.452652 1241.718713 -L 1986.755292 1241.718713 -L 1987.057933 1241.718713 -L 1987.360573 1241.718713 -L 1987.663213 1241.718713 -L 1987.965853 1241.718713 -L 1988.268493 1241.718713 -L 1988.571133 1241.718713 -L 1988.873773 1241.718713 -L 1989.176413 1241.718713 -L 1989.479053 1241.718713 -L 1989.781694 1241.718713 -L 1990.084334 1241.718713 -L 1990.386974 1241.718713 -L 1990.689614 1241.718713 -L 1990.992254 1241.718713 -L 1991.294894 1241.718713 -L 1991.597534 1241.718713 -L 1991.900174 1241.718713 -L 1992.202814 1241.718713 -L 1992.505455 1241.718713 -L 1992.808095 1241.718713 -L 1993.110735 1241.718713 -L 1993.413375 1241.718713 -L 1993.716015 1241.718713 -L 1994.018655 1241.718713 -L 1994.321295 1241.718713 -L 1994.623935 1241.718713 -L 1994.926576 1241.718713 -L 1995.229216 1241.718713 -L 1995.531856 1241.718713 -L 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2033.96715 1243.377695 -L 2033.66451 1243.377695 -L 2033.36187 1243.377695 -L 2033.05923 1243.377695 -L 2032.75659 1239.61274 -L 2032.45395 1235.029317 -L 2032.15131 1235.029317 -L 2031.84867 1235.029317 -L 2031.546029 1235.029317 -L 2031.243389 1235.029317 -L 2030.940749 1235.029317 -L 2030.638109 1235.029317 -L 2030.335469 1235.029317 -L 2030.032829 1235.029317 -L 2029.730189 1235.029317 -L 2029.427549 1235.029317 -L 2029.124909 1235.029317 -L 2028.822268 1235.029317 -L 2028.519628 1235.029317 -L 2028.216988 1235.029317 -L 2027.914348 1235.029317 -L 2027.611708 1235.029317 -L 2027.309068 1235.029317 -L 2027.006428 1235.029317 -L 2026.703788 1232.982055 -L 2026.401148 1232.601169 -L 2026.098507 1232.601169 -L 2025.795867 1232.601169 -L 2025.493227 1232.601169 -L 2025.190587 1232.601169 -L 2024.887947 1232.601169 -L 2024.585307 1232.601169 -L 2024.282667 1232.601169 -L 2023.980027 1232.601169 -L 2023.677386 1232.601169 -L 2023.374746 1232.601169 -L 2023.072106 1232.601169 -L 2022.769466 1232.601169 -L 2022.466826 1232.601169 -L 2022.164186 1232.601169 -L 2021.861546 1232.601169 -L 2021.558906 1232.601169 -L 2021.256266 1232.601169 -L 2020.953625 1234.746474 -L 2020.650985 1241.718713 -L 2020.348345 1241.718713 -L 2020.045705 1241.718713 -L 2019.743065 1241.718713 -L 2019.440425 1241.718713 -L 2019.137785 1241.718713 -L 2018.835145 1241.718713 -L 2018.532505 1241.718713 -L 2018.229864 1241.718713 -L 2017.927224 1241.718713 -L 2017.624584 1241.718713 -L 2017.321944 1241.718713 -L 2017.019304 1241.718713 -L 2016.716664 1241.718713 -L 2016.414024 1241.718713 -L 2016.111384 1241.718713 -L 2015.808743 1241.718713 -L 2015.506103 1241.718713 -L 2015.203463 1241.718713 -L 2014.900823 1238.979472 -L 2014.598183 1237.353048 -L 2014.295543 1237.353048 -L 2013.992903 1237.353048 -L 2013.690263 1237.353048 -L 2013.387623 1237.353048 -L 2013.084982 1237.353048 -L 2012.782342 1237.353048 -L 2012.479702 1237.353048 -L 2012.177062 1237.353048 -L 2011.874422 1237.353048 -L 2011.571782 1237.353048 -L 2011.269142 1237.353048 -L 2010.966502 1237.353048 -L 2010.663862 1237.353048 -L 2010.361221 1237.353048 -L 2010.058581 1237.353048 -L 2009.755941 1237.353048 -L 2009.453301 1237.353048 -L 2009.150661 1237.30964 -L 2008.848021 1235.139227 -L 2008.545381 1235.139227 -L 2008.242741 1235.139227 -L 2007.9401 1235.139227 -L 2007.63746 1235.139227 -L 2007.33482 1235.139227 -L 2007.03218 1235.139227 -L 2006.72954 1235.139227 -L 2006.4269 1235.139227 -L 2006.12426 1235.139227 -L 2005.82162 1235.139227 -L 2005.51898 1235.139227 -L 2005.216339 1235.139227 -L 2004.913699 1235.139227 -L 2004.611059 1235.139227 -L 2004.308419 1235.139227 -L 2004.005779 1235.139227 -L 2003.703139 1235.139227 -L 2003.400499 1235.139227 -L 2003.097859 1241.309055 -L 2002.795219 1250.123096 -L 2002.492578 1250.123096 -L 2002.189938 1250.123096 -L 2001.887298 1250.123096 -L 2001.584658 1250.123096 -L 2001.282018 1250.123096 -L 2000.979378 1250.123096 -L 2000.676738 1250.123096 -L 2000.374098 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