<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-28219072</id><updated>2026-08-24T09:39:00.251-07:00</updated><category term="Bayesian Probability"/><category term="Contig Assembly"/><category term="Dynamic Programming"/><category term="Heritability"/><category term="Imputation"/><category term="Inteins Exeins"/><category term="N50"/><category term="Random DNA/Protein Sequence permutation"/><category term="Sequence Alignment"/><category term="Variants"/><title type='text'>genomics</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>95</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-28219072.post-3845826194018295643</id><published>2019-03-14T00:13:00.003-07:00</published><updated>2019-03-26T23:59:48.001-07:00</updated><title type='text'>Tool and Paper Watch</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Welcome back! Here I have decided to update the tools available for each of the sections:&lt;br /&gt;
Genomics; Transcriptomics; Databases; Statistics; Data analysis:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Genomics:&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Assembly:&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Annotation&lt;/u&gt;:&lt;/b&gt; Updating and improving genome annotation:&amp;nbsp;&lt;a href=&quot;https://academic.oup.com/nar/article/47/2/559/5213907&quot;&gt;https://academic.oup.com/nar/article/47/2/559/5213907&lt;/a&gt;&lt;br /&gt;
&lt;b style=&quot;text-decoration-line: underline;&quot;&gt;Comparative Genomics: &lt;/b&gt;&lt;a href=&quot;https://nph.onlinelibrary.wiley.com/doi/full/10.1111/nph.15687&quot;&gt;https://nph.onlinelibrary.wiley.com/doi/full/10.1111/nph.15687&lt;/a&gt;&lt;br /&gt;
&lt;b&gt;Genome compartmentalization:&lt;/b&gt;&amp;nbsp;&lt;a href=&quot;https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4824034/&quot;&gt;https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4824034/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;u&gt;Transcriptomics:&lt;/u&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Analysis:&lt;/b&gt;&lt;br /&gt;
1. DEE2: Digital Expression Explorer 2: Is a database containing analyzed RNAseq data from multiple platforms:&amp;nbsp;&lt;a href=&quot;http://dee2.io/about.html&quot;&gt;http://dee2.io/about.html&lt;/a&gt;&lt;br /&gt;
2. RNAseqAnalysis pipeline and resources:&amp;nbsp;&lt;a href=&quot;https://github.com/crazyhottommy/RNA-seq-analysis#databases&quot;&gt;https://github.com/crazyhottommy/RNA-seq-analysis#databases&lt;/a&gt;&lt;br /&gt;
3. Best Practises for detecting germline variations in human genomes;&amp;nbsp;&lt;a href=&quot;https://www.nature.com/articles/s41587-019-0054-x&quot;&gt;https://www.nature.com/articles/s41587-019-0054-x&lt;/a&gt;&lt;br /&gt;
4. Deep learning with empirical RNAseq evidence (DART) :&amp;nbsp;&lt;a href=&quot;https://github.com/Xinglab/DARTS&quot; style=&quot;background-color: white; color: #006699; font-family: Lora, Palatino, Times, &amp;quot;Times New Roman&amp;quot;, serif; font-size: 17px; letter-spacing: 0.17px; outline: 0px; vertical-align: baseline;&quot;&gt;https://github.com/Xinglab/DARTS&lt;/a&gt;&lt;br /&gt;
https://www.nature.com/articles/s41592-019-0351-9&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Metagenome assemblies&lt;/b&gt;&lt;br /&gt;
&lt;a href=&quot;https://academic.oup.com/bib/advance-article/doi/10.1093/bib/bbz025/5371422&quot; target=&quot;_blank&quot;&gt;https://academic.oup.com/bib/advance-article/doi/10.1093/bib/bbz025/5371422&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Databases:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Statistics &amp;amp; R:&lt;br /&gt;
Cola: A General Framework for Consensus and Hierarchical partitioning:&amp;nbsp;&lt;a href=&quot;https://github.com/jokergoo/cola&quot;&gt;https://github.com/jokergoo/cola&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/3845826194018295643/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/3845826194018295643' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/3845826194018295643'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/3845826194018295643'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2019/03/tool-and-paper-watch.html' title='Tool and Paper Watch'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-444828919341857825</id><published>2013-07-06T06:02:00.001-07:00</published><updated>2013-07-06T06:02:46.067-07:00</updated><title type='text'>Fastq format converter in Fastx</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Fastx is a useful tool for quality clipping, getting quality statistics etc. Just running with -i and -o parameters, it will complain if you have file in sanger fastq format. there is an undocumented parameter that takes the quality offset. For instance if you want to run a sanger fastq file, then do the following:&lt;br /&gt;
&amp;nbsp;./fastx_quality_stats -i tmp -Q 33 -o tmp.out&lt;br /&gt;
But if the file is in Solexa format, then you dont have to specify the -Q option.&lt;br /&gt;
&lt;br /&gt;
However, there is always a need to have a script in your tool box that can convert one fastq format to another. I found a nice script online probably written by Heng Li&lt;br /&gt;
&lt;br /&gt;
It takes about 30 mins to run in a single processor mode running on the head node of a cluster with 49 GB memory took approximately 1 hour for a 25 GB input file.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;span style=&quot;white-space: pre-wrap;&quot;&gt;#!/usr/bin/perl -w&lt;/span&gt;&lt;br /&gt;
&lt;pre style=&quot;white-space: pre-wrap; word-wrap: break-word;&quot;&gt;# Author: lh3
#
# fq_all2std.pl was originally distributed as part of the Maq software package (http://maq.sourceforge.net/)
# and is distributed under the GNU Public License (GPL) http://www.gnu.org/copyleft/gpl.html.
#
# Modified: Lance Parsons
# Added illumina2std function
# Fixed CR/LF conversion in sol2std
# Version: 0.1.7_lp

use strict;
use warnings;
use Getopt::Std;

my $usage = qq(
Usage:   fq_all2std.pl &amp;lt;command&amp;gt; &amp;lt;in.txt&amp;gt;

Command: scarf2std      Convert SCARF format to the standard/Sanger FASTQ
         fqint2std      Convert FASTQ-int format to the standard/Sanger FASTQ
         sol2std        Convert Solexa/Illumina FASTQ (Pipline 1.0 and below) to the standard FASTQ
         illumina2std Convert Illumina FASTQ (Pipeline v1.3) to the standard FASTQ
         std2sol        Convert standard FASTQ to Solexa/Illumina FASTQ (simplified)
         std2illumina Convert standard FASTQ to Illumina FASTQ (Pipeline v1.3)
         fa2std         Convert FASTA to the standard FASTQ
         seqprb2std     Convert .seq and .prb files to the standard FASTQ
         fq2fa          Convert various FASTQ-like format to FASTA
         export2sol     Convert Solexa export format to Solexa FASTQ
         export2std     Convert Solexa export format to Sanger FASTQ
         csfa2std       Convert AB SOLiD read format to Sanger FASTQ
         std2qual       Convert standard FASTQ to .seq+.qual
         instruction    Explanation to different format
         example        Show examples of various formats

Note:    Read/quality sequences MUST be presented in one line.
\n);

die($usage) if ( @ARGV &amp;lt; 1 );

# Solexa-&amp;gt;Sanger quality conversion table
my @conv_table;
my @rev_conv_table;
for ( -64 .. 64 ) {
 $conv_table[ $_ + 64 ] = chr( int( 33 + 10 * log( 1 + 10**( $_ / 10.0 ) ) / log(10) + .499 ) );
 $rev_conv_table[ int( 33 + 10 * log( 1 + 10**( $_ / 10.0 ) ) / log(10) + .499 ) ] = chr( $_ + 64 );
}

# parsing command line
my $cmd      = shift;
my %cmd_hash = (
 scarf2std    =&amp;gt; \&amp;amp;scarf2std,
 fqint2std    =&amp;gt; \&amp;amp;fqint2std,
 sol2std      =&amp;gt; \&amp;amp;sol2std,
 fa2std       =&amp;gt; \&amp;amp;fa2std,
 fq2fa        =&amp;gt; \&amp;amp;fq2fa,
 example      =&amp;gt; \&amp;amp;example,
 instruction  =&amp;gt; \&amp;amp;instruction,
 export2sol   =&amp;gt; \&amp;amp;export2sol,
 export2std   =&amp;gt; \&amp;amp;export2std,
 csfa2std     =&amp;gt; \&amp;amp;csfa2std,
 seqprb2std   =&amp;gt; \&amp;amp;seqprb2std,
 std2sol      =&amp;gt; \&amp;amp;std2sol,
 illumina2std =&amp;gt; \&amp;amp;illumina2std,
 std2illumina =&amp;gt; \&amp;amp;std2illumina,
 std2qual     =&amp;gt; \&amp;amp;std2qual
);
if ( defined( $cmd_hash{$cmd} ) ) {
 &amp;amp;{ $cmd_hash{$cmd} };
}
else {
 die(&quot;** Unrecognized command $cmd&quot;);
}

sub fa2std {
 my %opts = ( q =&amp;gt; 25 );
 getopts( &#39;q:&#39;, \%opts );
 die(&quot;Usage: fq_all2std.pl fa2std [-q $opts{q}] &amp;lt;in.fa&amp;gt;\n&quot;) if ( -t STDIN &amp;amp;&amp;amp; @ARGV == 0 );
 my $q = chr( $opts{q} + 33 );
 while (&amp;lt;&amp;gt;) {
  if (/^&amp;gt;(\S+)/) {
   print &quot;\@$1\n&quot;;
   $_ = &amp;lt;&amp;gt;;
   print &quot;$_+\n&quot;, $q x ( length($_) - 1 ), &quot;\n&quot;;
  }
 }
}

sub csfa2std {
 my %opts = ( q =&amp;gt; 25, Q =&amp;gt; &#39;&#39;, l =&amp;gt; 0 );
 getopts( &#39;q:Q:l:&#39;, \%opts );
 die( &quot;
Usage:   fq_all2std.pl csfa2std [options] &amp;lt;in.csfa&amp;gt;\n
Options: -q INT     default base quality [$opts{q}]
         -Q FILE    quality file [null]
         -l INT     output read length, 0 for auto [$opts{l}]

Note:    For paired-end alignment, Maq requires two sequence files as the
         input. The n-th read in the first file should forms a read pair with
         the n-th read in the second file. However, SOLiD reads may be
         singletons and therefore further prepocessing is needed.
\n&quot; ) if ( -t STDIN &amp;amp;&amp;amp; @ARGV == 0 );
 my ( $fh, $name, $seq );
 my $len = $opts{l};
 my $q   = chr( $opts{q} + 33 );
 if ( $opts{Q} ) {
  open( $fh, $opts{Q} ) || die(&quot;** fail to open quality file &#39;$opts{Q}&#39;&quot;);
 }
 while (1) {
  while (&amp;lt;&amp;gt;) { last if (/^&amp;gt;/); }
  last unless ($_);
  /^&amp;gt;(\S+)/;
  $name = $1;
  $_ = substr( &amp;lt;&amp;gt;, 2 );
  chomp;
  tr/0123./ACGTN/;
  $seq = $_;

  if ($fh) {    # .qual file is available
   while (&amp;lt;$fh&amp;gt;) { last if (/^&amp;gt;(\S+)/); }
   /^&amp;gt;(\S+)/;
   die(&quot;** unmatched seq-qual name: &#39;$name&#39; ne &#39;$1&#39;&quot;) unless ( $1 eq $name );
   $_ = &amp;lt;$fh&amp;gt;;
   s/(\s*\d+\s*)/chr(int($1) + 33)/eg;
   $_ = substr( $_, 1 );
  }
  else {
   $_ = $q x length($seq);
  }
  if ( $name =~ /^(\S+)_F\d$/ ) {    # change read name for maq
   $name = &quot;$1/1&quot;;
  }
  elsif ( $name =~ /^(\S+)_R\d$/ ) {
   $name = &quot;$1/2&quot;;
  }
  if ($len) {                        # chop the sequence if required
   $seq = substr( $seq, 1, $len );
   $_   = substr( $_,   1, $len );
  }
  print &quot;\@$name\n$seq\n+\n$_\n&quot;;
 }
 close($fh) if ($fh);
}

sub fq2fa {
 while (&amp;lt;&amp;gt;) {
  if (/^@(\S+)/) {
   print &quot;&amp;gt;$1\n&quot;;
   $_ = &amp;lt;&amp;gt;;
   print;
   &amp;lt;&amp;gt;;
   &amp;lt;&amp;gt;;
  }
 }
}

sub scarf2std {
 while (&amp;lt;&amp;gt;) {
  my @t = split( &#39;:&#39;, $_ );
  my $name = join( &#39;_&#39;, @t[ 0 .. 4 ] );
  print &quot;\@$name\n$t[5]\n+\n&quot;;
  my $qual = &#39;&#39;;
  @t = split( /\s/, $t[6] );
  $qual .= $conv_table[ $_ + 64 ] for (@t);
  print &quot;$qual\n&quot;;
 }
}

sub seqprb2std {
 die(&quot;Usage: fq_all2std.pl seqprb2std &amp;lt;in.seq.txt&amp;gt; &amp;lt;in.prb.txt&amp;gt;\n&quot;) if ( @ARGV != 2 );
 my ( $fhs, $fhq );
 open( $fhs, $ARGV[0] ) || die;
 open( $fhq, $ARGV[1] ) || die;
 while (&amp;lt;$fhs&amp;gt;) {
  my @t = split;
  my $name = join( &quot;:&quot;, @t[ 0 .. 3 ] );
  $t[4] =~ tr/./N/;
  print &quot;\@$name\n$t[4]\n+\n&quot;;
  $_ = &amp;lt;$fhq&amp;gt;;
  @t = split;
  my $q   = &#39;&#39;;
  my $max = -100;

  for ( 0 .. $#t ) {
   $max = $t[$_] if ( $t[$_] &amp;gt; $max );
   if ( ( $_ &amp;amp; 0x3 ) == 3 ) {
    $q .= $conv_table[ $max + 64 ];
    $max = -100;
   }
  }
  print &quot;$q\n&quot;;
 }
 close($fhs);
 close($fhq);
}

sub export2sol {
 while (&amp;lt;&amp;gt;) {
  chomp;
  my @t = split( &quot;\t&quot;, $_ );
  my $output = *STDOUT;
  if ( $t[21] ne &#39;Y&#39; ) {
   $output = *STDERR;
  }

  my $x = ( defined( $t[7] ) &amp;amp;&amp;amp; ( $t[7] == 1 || $t[7] == 2 ) ) ? &quot;/$t[7]&quot; : &#39;&#39;;
  $t[0] =~ s/^(SLXA|HWI)-//;
  $t[0] =~ s/_Human//i;
  $t[0] =~ s/_PhiX//i;
  $t[0] =~ s/_R1//;
  my $rn_head = ( $t[0] =~ /(^[A-Z]+\d+_\d+)/ ) ? $1 : ( $t[1] ? &quot;$t[0]_$t[1]&quot; : $t[0] );
  print {$output} &quot;\@$rn_head:$t[2]:$t[3]:$t[4]:$t[5]$x\n$t[8]\n+\n$t[9]\n&quot;;
 }
}

sub export2std {
 while (&amp;lt;&amp;gt;) {
  chomp;
  my @t = split( &quot;\t&quot;, $_ );
  my $output = *STDOUT;
  if ( $t[21] ne &#39;Y&#39; ) {
   $output = *STDERR;
  }
  my $x = ( defined( $t[7] ) &amp;amp;&amp;amp; ( $t[7] eq 1 || $t[7] eq 2 ) ) ? &quot;/$t[7]&quot; : &#39;&#39;;
  $t[0] =~ s/^SLXA-//;
  $t[0] =~ s/_Human//i;
  $t[0] =~ s/_PhiX//i;
  $t[0] =~ s/_R1//;
  my $rn_head = ( $t[0] =~ /(^[A-Z]+\d+_\d+)/ ) ? $1 : ( $t[1] ? &quot;$t[0]_$t[1]&quot; : $t[0] );
  print {$output} &quot;\@$rn_head:$t[2]:$t[3]:$t[4]:$t[5]$x\n$t[8]\n&quot;;
  my @s = split( &#39;&#39;, $t[9] );
  my $qual = &#39;&#39;;
  $qual .= $conv_table[ ord($_) ] for (@s);
  print {$output} &quot;+\n$qual\n&quot;;
 }
}

sub fqint2std {
 while (&amp;lt;&amp;gt;) {
  if (/^@/) {
   print;
   $_ = &amp;lt;&amp;gt;;
   print;
   $_ = &amp;lt;&amp;gt;;
   $_ = &amp;lt;&amp;gt;;
   my @t    = split;
   my $qual = &#39;&#39;;
   $qual .= $conv_table[ $_ + 64 ] for (@t);
   print &quot;+\n$qual\n&quot;;
  }
 }
}

sub sol2std {
 my $max = 0;
 while (&amp;lt;&amp;gt;) {
  if (/^@/) {
   print;
   $_ = &amp;lt;&amp;gt;;
   print;
   $_ = &amp;lt;&amp;gt;;
   $_ = &amp;lt;&amp;gt;;

   # Added to eliminate carriage return conversion
   chomp;
   my @t = split( &#39;&#39;, $_ );
   my $qual = &#39;&#39;;
   $qual .= $conv_table[ ord($_) ] for (@t);
   print &quot;+\n$qual\n&quot;;
  }
 }
}

sub illumina2std {
 my $max = 0;
 while (&amp;lt;&amp;gt;) {
  if (/^@/) {
   print;
   $_ = &amp;lt;&amp;gt;;
   print;
   $_ = &amp;lt;&amp;gt;;
   $_ = &amp;lt;&amp;gt;;

   # Added to eliminate carriage return conversion
   chomp;
   my @t = split( &#39;&#39;, $_ );
   my $qual = &#39;&#39;;
   $qual .= chr( ord($_) - 31 ) for (@t);
   print &quot;+\n$qual\n&quot;;
  }
 }
}

sub std2illumina {
 my $max = 0;
 while (&amp;lt;&amp;gt;) {
  if (/^@/) {
   print;
   $_ = &amp;lt;&amp;gt;;
   print;
   $_ = &amp;lt;&amp;gt;;
   $_ = &amp;lt;&amp;gt;;
   chomp;
   my @t = split( &#39;&#39;, $_ );
   my $qual = &#39;&#39;;
   $qual .= chr( ord($_) + 31 ) for (@t);
   print &quot;+\n$qual\n&quot;;
  }
 }
}

sub std2sol {
 my $max = 0;
 while (&amp;lt;&amp;gt;) {
  if (/^@/) {
   print;
   $_ = &amp;lt;&amp;gt;;
   print;
   $_ = &amp;lt;&amp;gt;;
   $_ = &amp;lt;&amp;gt;;
   chomp;
   
   #tr/!-]/@-|/; 
   #print &quot;+\n$_\n&quot;;
   
   my @t = split( &#39;&#39;, $_ );
   my $qual = &#39;&#39;;
   $qual .= $rev_conv_table[ ord($_) ] for (@t);
   print &quot;+\n$qual\n&quot;;
  }
 }
}

sub std2qual {
 die(&quot;Usage fq_all2std.pl std2qual &amp;lt;out.prefix&amp;gt; &amp;lt;in.fastq&amp;gt;\n&quot;) if ( @ARGV == 0 );
 my $pre = shift(@ARGV);
 my ( $fhs, $fhq );
 open( $fhs, &quot;&amp;gt;$pre.seq&quot; )  || die;
 open( $fhq, &quot;&amp;gt;$pre.qual&quot; ) || die;
 while (&amp;lt;&amp;gt;) {
  s/^@/&amp;gt;/;
  print $fhs $_;
  print $fhq $_;
  $_ = &amp;lt;&amp;gt;;
  print $fhs $_;
  &amp;lt;&amp;gt;;
  $_ = &amp;lt;&amp;gt;;
  s/([!-~])/&quot; &quot;.(ord($1)-33)/eg;
  $_ = substr( $_, 1 );
  print $fhq $_;
 }
 close($fhs);
 close($fhq);
}

sub instruction {

 print &quot;
FASTQ format is first used in the Sanger Institute, and therefore
we take the Sanger specification as the standard FASTQ. Although
Solexa/Illumina reads file looks pretty much like the standard
FASTQ, they are different in that the qualities are scaled
differently. In the quality string, if you can see a character
with its ASCII code higher than 90, probably your file is in the
Solexa/Illumina format.

Sometimes we also use an integer, instead of a single character,
to explicitly show the qualities. In that case, negative
qualities indicates that Solexa/Illumina qualities are used.

&quot;;

}

sub example {
 my $exam_scarf = &#39;
USI-EAS50_1:4:2:710:120:GTCAAAGTAATAATAGGAGATTTGAGCTATTT:23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 19 23 23 23 18 23 23 23
USI-EAS50_1:4:2:690:87:GTTTTTTTTTTTCTTTCCATTAATTTCCCTTT:23 23 23 23 23 23 23 23 23 23 23 23 12 23 23 23 23 23 16 23 23 9 18 23 23 23 12 23 18 23 23 23
USI-EAS50_1:4:2:709:32:GAGAAGTCAAACCTGTGTTAGAAATTTTATAC:23 23 23 23 23 23 23 23 20 23 23 23 23 23 23 23 23 23 23 23 23 12 23 18 23 23 23 23 23 23 23 23
USI-EAS50_1:4:2:886:890:GCTTATTTAAAAATTTACTTGGGGTTGTCTTT:23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23
USI-EAS50_1:4:2:682:91:GGGTTTCTAGACTAAAGGGATTTAACAAGTTT:23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 20 23 23 23 23 23 23 23 23 23 23 23 18 23 23 23 23
USI-EAS50_1:4:2:663:928:GAATTTGTTTGAAGAGTGTCATGGTCAGATCT:23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23 23
&#39;;

 my $exam_fqint = &#39;
@4_1_912_360
AAGGGGCTAGAGAAACACGTAATGAAGGGAGGACTC
+4_1_912_360
40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 21 40 40 40 40 40 40 40 40 40 26 40 40 14 39 40 40
@4_1_54_483
TAATAAATGTGCTTCCTTGATGCATGTGCTATGATT
+4_1_54_483
40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 16 40 40 40 28 40 40 40 40 40 40 16 40 40 5 40 40
@4_1_537_334
ATTGATGATGCTGTGCACCTAGCAAGAAGTTGCATA
+4_1_537_334
40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 21 29 40 40 33 40 40 33 40 40 33 31 40 40 40 40 18 26 40 -2
@4_1_920_361
AACGGCACAATCCAGGTTGATGCCTACGGCGGGTAC
+4_1_920_361
40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 39 40 40 40 40 40 40 40 40 31 40 40 40 40 40 40 15 5 -1 3
@4_1_784_155
AATGCATGCTTCGAATGGCATTCTCTTCAATCACGA
+4_1_784_155
40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 31 40 40 40 40 40
@4_1_595_150
AAAGACGTGGCCAGATGGGTGGCCAAGTGCCCGACT
+4_1_595_150
40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 40 30 40 40 40 40 40 40 40 40 40 20 40 40 40 40 40 14 40 40
&#39;;

 my $exam_sol = &#39;
@SLXA-B3_649_FC8437_R1_1_1_610_79
GATGTGCAATACCTTTGTAGAGGAA
+SLXA-B3_649_FC8437_R1_1_1_610_79
YYYYYYYYYYYYYYYYYYWYWYYSU
@SLXA-B3_649_FC8437_R1_1_1_397_389
GGTTTGAGAAAGAGAAATGAGATAA
+SLXA-B3_649_FC8437_R1_1_1_397_389
YYYYYYYYYWYYYYWWYYYWYWYWW
@SLXA-B3_649_FC8437_R1_1_1_850_123
GAGGGTGTTGATCATGATGATGGCG
+SLXA-B3_649_FC8437_R1_1_1_850_123
YYYYYYYYYYYYYWYYWYYSYYYSY
@SLXA-B3_649_FC8437_R1_1_1_362_549
GGAAACAAAGTTTTTCTCAACATAG
+SLXA-B3_649_FC8437_R1_1_1_362_549
YYYYYYYYYYYYYYYYYYWWWWYWY
@SLXA-B3_649_FC8437_R1_1_1_183_714
GTATTATTTAATGGCATACACTCAA
+SLXA-B3_649_FC8437_R1_1_1_183_714
YYYYYYYYYYWYYYYWYWWUWWWQQ
&#39;;

 print qq(
solexa
======
$exam_sol
scarf
=====
$exam_scarf
fqint
=====
$exam_fqint
);
}&lt;/pre&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/444828919341857825/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/444828919341857825' title='12 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/444828919341857825'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/444828919341857825'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2013/07/fastq-format-converter-in-fastx.html' title='Fastq format converter in Fastx'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-1495638534425314167</id><published>2013-07-04T06:55:00.002-07:00</published><updated>2013-07-04T06:55:58.862-07:00</updated><title type='text'>Not mine - I found this csfasta to fastq conversion script that worked best...</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
#!/usr/bin/perl -w&lt;br /&gt;
use strict;&lt;br /&gt;
use Getopt::Long;&lt;br /&gt;
&lt;br /&gt;
my $usage = qq(&lt;br /&gt;
This script is used for converting SOLiD/ABi FASTQ to Standard(Sanger) FASTQ&lt;br /&gt;
Usage : &amp;nbsp;perl $0 [Option]&lt;br /&gt;
Option: &amp;nbsp;-seq &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; seq file&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-qual &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;qual file&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-fastq &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; FASTQ file&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-o &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; output file&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;-help &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Help Information&lt;br /&gt;
Example: perl $0 -fastq solid.fastq -o std.fastq&lt;br /&gt;
&lt;br /&gt;
Author : BENM &amp;lt;BinxiaoFeng\@gmail.com&amp;gt;&lt;br /&gt;
Version: 1.2&lt;br /&gt;
Date &amp;nbsp; : 2009-10-06&lt;br /&gt;
Update : 2012-03-27&lt;br /&gt;
\n);&lt;br /&gt;
my ($Seq,$Qual,$Fastq,$Output,$Header,$Help);&lt;br /&gt;
my %opts;&lt;br /&gt;
GetOptions&lt;br /&gt;
(&lt;br /&gt;
&amp;nbsp; &amp;nbsp; \%opts,&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &quot;seq:s&quot;=&amp;gt;\$Seq,&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &quot;qual:s&quot;=&amp;gt;\$Qual,&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &quot;fastq:s&quot;=&amp;gt;\$Fastq,&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &quot;o:s&quot;=&amp;gt;\$Output,&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &quot;header:s&quot;=&amp;gt;\$Header,&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &quot;help&quot;=&amp;gt;\$Help&lt;br /&gt;
);&lt;br /&gt;
&lt;br /&gt;
die($usage) if (((!defined $Seq)||(!defined $Qual))&amp;amp;&amp;amp;(!defined $Fastq)&amp;amp;&amp;amp;(!defined $Output)||($Help));&lt;br /&gt;
&lt;br /&gt;
# Solexa-&amp;gt;Sanger quality conversion table&lt;br /&gt;
my @conv_table;&lt;br /&gt;
for (-64..64) {&lt;br /&gt;
&amp;nbsp; $conv_table[$_+64] = chr(int(33 + 10*log(1+10**($_/10.0))/log(10)+.499));&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
# SOLiD color code&lt;br /&gt;
my @code = ([0,1,2,3],[1,0,3,2],[2,3,0,1],[3,2,1,0]);&lt;br /&gt;
my @bases = qw(A C G T);&lt;br /&gt;
my %decode = ();&lt;br /&gt;
foreach my $i(0..3)&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp; &amp;nbsp; foreach my $j(0..3)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $decode{$code[$i]-&amp;gt;[$j]} -&amp;gt; {$bases[$i]} = $bases[$j];&lt;br /&gt;
&amp;nbsp; &amp;nbsp; }&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
open (OUT,&quot;&amp;gt;$Output&quot;) || die &quot;Fail to create FASTA file:$Output for writing\n&quot;;&lt;br /&gt;
if (defined $Fastq)&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp; &amp;nbsp; open (IN,$Fastq) || die &quot;Fail to open FASTQ file:$Fastq for reading\n&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; while (&amp;lt;IN&amp;gt;)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if (/^@/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; print OUT $_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $_ = &amp;lt;IN&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/\s+$//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my $seq = ($_=~/\d+/) ? col2base($_) : $_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; print OUT &quot;$seq\n&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $_ = &amp;lt;IN&amp;gt;; print OUT $_; $_ = &amp;lt;IN&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/\s+$//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my @t = split;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my $qual = &#39;&#39;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if ($_=~/^\d+\s*/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my @t=split;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= $conv_table[$_+64] for (@t); #intfq: SOLiD -&amp;gt; Standard&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; else&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= $_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; substr($qual,0,1,&#39;&#39;) if (length($qual)&amp;gt;length($seq));&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; print OUT &quot;$qual\n&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; close IN;&lt;br /&gt;
}&lt;br /&gt;
elsif ((defined $Seq)&amp;amp;&amp;amp;(defined $Qual))&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp; &amp;nbsp; my ($Title,$Name,$seq,$qual)=(&quot;&quot;,&quot;&quot;,&quot;&quot;,&quot;&quot;);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; open (IN1,$Seq) || die &quot;Fail to open Seq file:$Seq for reading\n&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; open (IN2,$Qual) || die &quot;Fail to open Quality file:$Qual for reading\n&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; while(&amp;lt;IN2&amp;gt;)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if ($_=~/^\#\s+Title\:\s+(\S+)/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $Title=$1;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my $in1=&amp;lt;IN1&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; while($in1 !~ /^\#\s+Title\:\s+(\S+)/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $in1=&amp;lt;IN1&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; else&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if ($_=~/^#\s\w+/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;lt;IN2&amp;gt;;&amp;lt;IN1&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; elsif (/^[\@\&amp;gt;](\S+)/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; chomp $seq;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; chomp $qual;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; substr($qual,0,1,&quot;&quot;) if (length($qual)&amp;gt;length($seq));&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; warn &quot;The length of quality is not match with seqence!\nSeq: $seq\nQual: $qual\n&quot; if (length($qual)!= length($seq));&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; print OUT &quot;$Name\n$seq\n+\n$qual\n&quot; if ($seq ne &quot;&quot;)&amp;amp;&amp;amp;($qual ne &quot;&quot;);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; ($seq,$qual)=(&quot;&quot;,&quot;&quot;);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $Name=&quot;@&quot;.$Title.$1;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $_ = &amp;lt;IN1&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if (/^[\@\&amp;gt;]/)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $_ = &amp;lt;IN1&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my $tmp_seq;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; while (($_ ne &quot;&quot;)&amp;amp;&amp;amp;($_ !~ /^[\@\&amp;gt;]/)&amp;amp;&amp;amp;(!eof))&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/\s+$//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $tmp_seq.=$_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $_=&amp;lt;IN1&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; chomp $_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $tmp_seq .= $_ if ((eof)&amp;amp;&amp;amp;($_ !~ /^[\@\&amp;gt;]/));&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; chomp $tmp_seq;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $seq = (($tmp_seq=~/\d+/)) ? col2base($tmp_seq) : $tmp_seq;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $_ = &amp;lt;IN2&amp;gt;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/^\s+//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/\s+$//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if (($_=~/\d+\s+\d+/)||($_=~/^\d+$/))&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= &quot; &quot; if ($qual=~/\d+$/);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my @t = split /\s+/,$_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= $conv_table[$_+64] for (@t);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; else&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= $_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; else&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/^\s+//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; s/\s+$//;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if (($_=~/\d+\s+\d+/)||($_=~/^\d+$/))&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= &quot; &quot; if ($qual=~/\d+$/);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; my @t = split /\s+/,$_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= $conv_table[$_+64] for (@t);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; else&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $qual .= $_;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &lt;br /&gt;
&amp;nbsp; &amp;nbsp; substr($qual,0,1,&quot;&quot;) if (length($qual)&amp;gt;length($seq));&lt;br /&gt;
&amp;nbsp; &amp;nbsp; print OUT &quot;$Name\n$seq\n+\n$qual\n&quot; if ($seq ne &quot;&quot;)&amp;amp;&amp;amp;($qual ne &quot;&quot;);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; close IN1;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; close IN2;&lt;br /&gt;
}&lt;br /&gt;
close OUT;&lt;br /&gt;
&lt;br /&gt;
sub col2base&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp; &amp;nbsp; my $col = shift;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; my @colors = split &#39;&#39;,$col;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; my $string = $colors[0];&lt;br /&gt;
&amp;nbsp; &amp;nbsp; if($string !~ /[acgt]/i){&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; warn &quot;$col has no header base\n&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; return 0;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; my $last_base = $string;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; my $current_base = &#39;&#39;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; for(my $i=1;$i&amp;lt;@colors;$i++)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; if (($last_base=~/N/i)&amp;amp;&amp;amp;(($colors[$i] eq &quot;.&quot;)||($colors[$i]==5)))&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $current_base = $bases[int(rand(@bases))];&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; else&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; {&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $current_base = (exists $decode{$colors[$i]}-&amp;gt;{$last_base}) ? $decode{$colors[$i]}-&amp;gt;{$last_base} : &quot;N&quot;;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $string .= $current_base;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; $last_base = $current_base;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; }&lt;br /&gt;
&amp;nbsp; &amp;nbsp; substr($string,0,1,&quot;&quot;);&lt;br /&gt;
&amp;nbsp; &amp;nbsp; return $string;&lt;br /&gt;
}&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/1495638534425314167/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/1495638534425314167' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/1495638534425314167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/1495638534425314167'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2013/07/not-mine-i-found-this-csfasta-to-fastq.html' title='Not mine - I found this csfasta to fastq conversion script that worked best...'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-2939003622528800065</id><published>2013-06-23T06:51:00.001-07:00</published><updated>2013-06-23T06:51:25.953-07:00</updated><title type='text'>Installing Samtools and BEDTools</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Trouble comes as a package when you start your lab. In my effort to resurrect our old database Eumicrobedb.org, I face new challenges every day. What earlier seemed to a be a cake walk, does not look that easy. I have installed so many open source programs in my last stint that I lost count of it. When running this software, I realize that many more dependencies need to be installed. Not to mention my troubles dealing with a crashed server and subsequent loss of all installations:((((&lt;br /&gt;
&lt;br /&gt;
recently I was stuck with easy installations samtools-0.1.19 &amp;nbsp;and bedtools-2.17.0 for more than 3 days. Earlier versions compiled fine in my SUSE linux machine but the same sources give trouble in Red Hat Linux.&lt;br /&gt;
&lt;br /&gt;
While compiling BEDTools, it complained about &quot;&lt;span style=&quot;background-color: white; font-family: &#39;times new roman&#39;, &#39;new york&#39;, times, serif; font-size: 16px;&quot;&gt;undefined reference to `gzopen64&#39;&quot;. Searching the forums I figured out that it is complaining about zlib. I checked, it was there in my server and also in the path. However, finally changing the makefile with the following compiled the program.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; font-family: &#39;times new roman&#39;, &#39;new york&#39;, times, serif; font-size: 16px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white; font-family: &#39;times new roman&#39;, &#39;new york&#39;, times, serif; font-size: 16px;&quot;&gt;Look for the line in Makefile &#39;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;export LIBS&#39; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;and add the following:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&amp;nbsp; export LIBS = YOUR_PATH/libz.so.&lt;/span&gt;&lt;wbr style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;/wbr&gt;&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;1.2.7 -lz&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;do a make clean and do make&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;It should compile fine.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;b&gt;Samtools:&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: 13px;&quot;&gt;With Samtools My problem lasted for a very long time. It always exited with error&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;samtools error bam_import.c:76: undefined reference to gzopen64&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;I tried re-installing zlib, added zlib path to LD_LIBRARY_PATH, installed latest version zlib, nothing worked.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;Finally I changed the line in Makefile that says :&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;CFLAGS= &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; -g -Wall -O2 to&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;CFLAGS= &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; -g -Wall -O2 -L /usr/local/lib (This is where my zlib libraries are located)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;viola.... It got installed.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;b&gt;NOTE:&lt;/b&gt;&amp;nbsp;Install as regular user. May be later you can copy the binary files to the system &amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;directories.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #500050; font-family: Arial, Helvetica, sans-serif; font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/2939003622528800065/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/2939003622528800065' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/2939003622528800065'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/2939003622528800065'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2013/06/installing-samtools-and-bedtools.html' title='Installing Samtools and BEDTools'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-7368592726775193698</id><published>2013-05-19T02:24:00.001-07:00</published><updated>2013-05-19T02:24:44.629-07:00</updated><title type='text'>Installing CEGMA...</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
Installing CEGMA can be a bit of a challenge for most of the users including me! I had installed it earlier, but this time it really gave me a very hard time in RH 6.2. Apart from installing a set of pre-requisitites, installation of genewise is bit of a challenge - especially so because now its status is archival. The INSTALL instruction that comes with the package is not very useful..&lt;br /&gt;
&lt;br /&gt;
Genewise has several pre-requisites:&lt;br /&gt;
&lt;br /&gt;
glib -&amp;gt; Provides low level data structure support for C programming. Can be found here:&lt;br /&gt;
&lt;a href=&quot;http://www.linuxfromscratch.org/blfs/view/svn/general/glib2.html&quot;&gt;http://www.linuxfromscratch.org/blfs/view/svn/general/glib2.html&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
glib has several pre-requisites such as&lt;br /&gt;
&lt;b&gt;1. pkg-config&lt;/b&gt;: This package provides tools for passing include and library path so that packages can be built using configure and make utilities.&lt;br /&gt;
&lt;div&gt;
This package can be found here:&amp;nbsp;&lt;a class=&quot;ulink&quot; href=&quot;http://pkgconfig.freedesktop.org/releases/pkg-config-0.28.tar.gz&quot; style=&quot;color: #5555ff; font-family: verdana, tahoma, helvetica, arial, sans-serif; line-height: 19.1875px;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;http://pkgconfig.freedesktop.org/releases/pkg-&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;color: #5555ff; font-family: verdana, tahoma, helvetica, arial, sans-serif; font-size: x-small; line-height: 19.1875px;&quot;&gt;&lt;a class=&quot;ulink&quot; href=&quot;http://pkgconfig.freedesktop.org/releases/pkg-config-0.28.tar.gz&quot; style=&quot;color: #5555ff;&quot;&gt;config-0.28.tar.gz&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
2.&lt;b&gt;&amp;nbsp;libffi:&amp;nbsp;&lt;/b&gt;This library provides high level portable interface for programmers to call any function at run time and can be found at:&lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp;&lt;a class=&quot;ulink&quot; href=&quot;ftp://sourceware.org/pub/libffi/libffi-3.0.13.tar.gz&quot; style=&quot;color: #5555ff; font-family: verdana, tahoma, helvetica, arial, sans-serif; line-height: 19.1875px;&quot;&gt;ftp://sourceware.org/pub/libffi/libffi-3.0.13.tar.gz&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
This package also requires a patch that can be found at:&amp;nbsp;&lt;/div&gt;
&lt;div&gt;
&lt;a class=&quot;ulink&quot; href=&quot;http://www.linuxfromscratch.org/patches/blfs/svn/libffi-3.0.13-includedir-1.patch&quot; style=&quot;color: #5555ff; font-family: verdana, tahoma, helvetica, arial, sans-serif; line-height: 19.1875px;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;http://www.linuxfromscratch.org/patches/blfs/svn/libffi-3.0.13-includedir-1.patch&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div&gt;
3.&amp;nbsp;&lt;b&gt;Python2.7.5&lt;/b&gt;&amp;nbsp;if it is not already there:&amp;nbsp;&lt;span style=&quot;background-color: honeydew; color: #222222; font-family: verdana, tahoma, helvetica, arial, sans-serif; font-size: 16px; line-height: 19.1875px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;a class=&quot;ulink&quot; href=&quot;http://www.python.org/ftp/python/2.7.5/Python-2.7.5.tar.xz&quot; style=&quot;color: #5555ff; font-family: verdana, tahoma, helvetica, arial, sans-serif; line-height: 19.1875px;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;http://www.python.org/ftp/python/2.7.5/Python-2.7.5.tar.xz&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
4. PCRE library: This contains perl like regular expression libraries:&lt;br /&gt;
&lt;span style=&quot;background-color: honeydew; color: #222222; font-family: verdana, tahoma, helvetica, arial, sans-serif; font-size: 16px; line-height: 19.1875px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;color: #5555ff; font-family: verdana, tahoma, helvetica, arial, sans-serif; font-size: x-small; line-height: 19.1875px;&quot;&gt;&lt;a class=&quot;ulink&quot; href=&quot;http://downloads.sourceforge.net/pcre/pcre-8.32.tar.bz2&quot; style=&quot;color: #5555ff;&quot;&gt;http://downloads.sourceforge.net/pcre/pcre-8.32.tar.bz2&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
All these installation will go smoothly, unless you have some problems with your system. Once done, go&lt;br /&gt;
Download wise2.4.1 source from&amp;nbsp;&lt;a href=&quot;http://wise.sourcearchive.com/downloads/2.4.1/&quot;&gt;http://wise.sourcearchive.com/downloads/2.4.1/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Do the following:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;go to wise-2.4.1/src/HMMer2&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;then replace &#39;getline&#39; to &#39;my_getline&#39; in sqio.c&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;replace &#39;isnumber&#39; in src/models/phasemodel.c into &#39;isdigit&#39;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Then go and check the makefile under each directory under src and relace&amp;nbsp;&lt;b&gt;&#39;glib-config --libs&#39; to &#39;pkg-config --libs glib-2.0&#39; &amp;nbsp;and also glib-config --cflags&#39; to &#39;pkg-config --cflags glib-2.0&#39;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
using the following command:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;find ./ -type f -name &quot;makefile&quot; -exec sed -i.old &#39;s/glib-config --cflags/pkg-config --cflags glib-2.0/g&#39; &quot;{}&quot; +;&lt;/b&gt;&lt;br /&gt;
and&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;find ./ -type f -name &quot;makefile&quot; -exec sed -i.old &#39;s/glib-config --libs/pkg-config --libs glib-2.0/g&#39; &quot;{}&quot; +;&lt;/b&gt;&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;
Also set path for&amp;nbsp;&lt;b&gt;wiseconfigdir&lt;/b&gt;&amp;nbsp;to&amp;nbsp;&lt;b&gt;wisecfg&lt;/b&gt;&amp;nbsp;file that is somewhere inside the distribution.&lt;/div&gt;
&lt;br /&gt;
&lt;div&gt;
Then do&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
make all&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
It works fine for RH6.2&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Make sure blast program and Hmmer3 is on your path. Also install geneid in your system as that is also a pre-requisite. Once installed, first set the environment variables for the following:&lt;br /&gt;
&lt;br /&gt;
CEGMA; CEGMATMP; PERL5LIB&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
PATH=$PATH:$HOME/bin:/usr/adadata/bin:/bin&lt;br /&gt;
export WISECONFIGDIR=/usr/adadata/wise2.4.0/wisecfg&lt;br /&gt;
export CEGMA=/usr/adadata/cegma_v2.4.010312&lt;br /&gt;
export CEGMATMP=/usr/adadata/cegma_v2.4.010312/tmp/&lt;br /&gt;
export PERL5LIB=$CEGMA/lib&lt;br /&gt;
&lt;br /&gt;
Now finally Run CEGMA with the default parameters:&lt;br /&gt;
&lt;br /&gt;
bin/cegma --genome sample/sample.dna --protein sample/sample.prot -o sample&lt;br /&gt;
&lt;br /&gt;
References:&amp;nbsp;&lt;a href=&quot;http://korflab.ucdavis.edu/datasets/cegma/README&quot;&gt;http://korflab.ucdavis.edu/datasets/cegma/README&lt;/a&gt;&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/7368592726775193698/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/7368592726775193698' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7368592726775193698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7368592726775193698'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2013/05/installing-cegma.html' title='Installing CEGMA...'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-6353451654819659863</id><published>2013-04-18T23:50:00.001-07:00</published><updated>2013-04-18T23:50:07.173-07:00</updated><title type='text'>Creating Network File System for your servers</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
Network File system is a great way to use your resources efficiently especially when they are connected to each other by network. There is a great article here [&lt;a href=&quot;http://www.tldp.org/HOWTO/NFS-HOWTO/&quot;&gt;http://www.tldp.org/HOWTO/NFS-HOWTO/&lt;/a&gt;] that guides you about how to achieve this. For the impatient, I am putting a shorter step by step version here, so that you can quickly achieve it.&lt;br /&gt;
&lt;br /&gt;
As a pre-requisite you need to have root access in all your servers you are trying to connect.&lt;br /&gt;
&lt;br /&gt;
1. edit /etc/exports file to have the following entries:&lt;br /&gt;
/usr/data nnn.n.n.n(rw,sync)&lt;br /&gt;
/usr/data mmm.m.m.m(rw,sync)&lt;br /&gt;
&lt;br /&gt;
where /usr/data in the local machine is the directory you want to share with machines with ip nnn.n.n.n and mmm.m.m.m. Here rw means read write, sync is to synchronise.&lt;br /&gt;
You can change this file in all the servers you want to share items with.&lt;br /&gt;
&lt;br /&gt;
2. make entries in your /etc/hosts file which should read something like:&lt;br /&gt;
127.0.0.1 xxx.localdomain localhost&lt;br /&gt;
nnn.n.n.n yyy.localdomain -&amp;gt; where your machine has the name &#39;xxx&#39; and the ip address of the machine you are trying to have in network is nnn.n.n.n and the name of that machine is: &#39;yyy&#39;. This way you can keep adding the number of machines in the network that you wish to add.&lt;br /&gt;
&lt;br /&gt;
3. In newer machines you can make the following entries into your /etc/hosts.deny file:&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;portmap:ALL&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;lockd:ALL&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;mountd:ALL&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;rquotad:ALL&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;statd:ALL&lt;br /&gt;
All these commands are harmless, and nothing happens if your system does not have a particular protocol. But it is a great way to protect your machine.&lt;br /&gt;
4. In /etc/hosts.allow file add the following lines:&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; service:nnn.n.n.n , mmm.m.m.m&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; lockd:nnn.n.n.n , mmm.m.m.m&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; rquotad:nnn.n.n.n , mmm.m.m.m&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; mountd:nnn.n.n.n , mmm.m.m.m&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; statd:nnn.n.n.n , mmm.m.m.m&lt;br /&gt;
5. Run rpcinfo -p to check if portmapper, rquotad, mountd, nfs, amd, status, nlockmgr is running.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
(where nnn.n.n.n and mmm.m.m.m are the other two machines in your network you wish to give nfs access to)&lt;br /&gt;
&lt;br /&gt;
6. Run exportfs -ra to make nfsd to read /etc/exports&lt;br /&gt;
&lt;br /&gt;
7. Check /proc/filesystems and see if there is an entry on nfs. If it is there then you are good to go&lt;br /&gt;
&lt;br /&gt;
8. Check if rpc.statd and rpc.lockd is running by doing ps aux | grep statd or ps aux | grep lockd&lt;br /&gt;
&lt;br /&gt;
9. Finally mount the file system. Make sure you have mount package is installed in your computer.&lt;br /&gt;
be a root in machine xxx.x.x.x and you want to have /usr/data drive of machine nnn.n.n.n to be mounted in /share/data in your local file system -&amp;gt; do the following:&lt;br /&gt;
mount nnn.n.n.n:/usr/data /share/data&lt;br /&gt;
and keep adding mount drives for other machines as well.&lt;br /&gt;
&lt;br /&gt;
Do the same for other machines if you want to have drives from your machine xxx.x.x.x to be mounted else where. Now finally you are done!!&lt;br /&gt;
&lt;br /&gt;
Happy creating network file system....&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;br /&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/6353451654819659863/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/6353451654819659863' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/6353451654819659863'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/6353451654819659863'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2013/04/creating-network-file-system-for-your.html' title='Creating Network File System for your servers'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-3386079474066712553</id><published>2013-03-22T17:55:00.001-07:00</published><updated>2013-03-22T17:55:29.763-07:00</updated><title type='text'>Training Augustus gene predictor for your organism</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Lately I have been asked by multiple people to solve the training problem of Augustus for their organism data. Although I have done it earlier, this time, I faced unusually long time in solving this issue. Augustus wants you to provide a training dataset either in genbank format or in gff format. It typically wants users to remove duplicate genes; proteins with 70% identity, in order to get over the over fitting problem. Also, remove any kind of overlapping genes from your training files. If you could not find a script that can do it efficiently, please contact me directly I will provide you one (sorry, I am yet to set my source code page up).&lt;br /&gt;
&lt;br /&gt;
I have generated a genbank file from my gff and the annotation files (again script can be sent upon request). Howver, few things I have overlooked and they were leaving empty lines between 2 genomic LOCUS entries. If empty space is left then the randomSplitter.pl that is used to split the gb training file into 2 random parts fails. You either get all your data in .test file or all of them in .train file. Suppose you decide to move on with your .train file with all the data and .test as a empty file. Surprises that you will end up with &lt;b&gt;std::bad_alloc()&lt;/b&gt; error from augustus, that has nothing to do with the memory of your system. So, if you have an autogenerated genbank file with empty lines, open the file in vim editor and get rid of empty lines using&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;:g/^$/d.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;Once done, try splitting your *.gb file with randomSplit.pl. This will do the magic. Now try to train your program and it should run file.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;Here is a check list of commands what you should be doing to train for Augustus.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;perl scripts/new_species.pl --species=sojae&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;perl scripts/randomSplit.pl psv5.gb 30&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;./bin/etraining --species=sojae psv5.gb.train&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;# mock prediction&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;./bin/augustus --species=sojae psv5.gb.test | tee firsttest.out&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-family: Arial, Helvetica, sans-serif; font-size: x-small; line-height: 14px;&quot;&gt;&lt;b&gt;grep -A 22 Evaluation firsttest.out&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;This is what you get when you run the last command. This is a pretty good indicator that your training is almost good to go.&lt;/span&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: #f2f2f2; color: #3a3a3a; font-size: 13px; line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;background-color: #f2f2f2;&quot;&gt;&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;******* &amp;nbsp; &amp;nbsp; &amp;nbsp;Evaluation of gene prediction &amp;nbsp; &amp;nbsp; *******&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;---------------------------------------------\&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| sensitivity | specificity |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;---------------------------------------------|&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;nucleotide level | &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.861 | &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.674 |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;---------------------------------------------/&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;--------------------------------------------------------------------------------&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;--------------------------\&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp;#pred | &amp;nbsp;#anno | &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp; &amp;nbsp;FP = false pos. | &amp;nbsp; &amp;nbsp;FN = false neg. |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; | &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| total/ | total/ | &amp;nbsp; TP |--------------------|--------------------|&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;sensitivity | specificity |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| unique | unique | &amp;nbsp; &amp;nbsp; &amp;nbsp;| part | ovlp | wrng | part | ovlp | wrng |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; | &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;--------------------------------------------------------------------------------&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;--------------------------|&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;24559 | &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;20733 |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; | &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;exon level | &amp;nbsp;34213 | &amp;nbsp;30387 | 9654 | ------------------ | ------------------ |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; 0.318 | &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.282 |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp;34213 | &amp;nbsp;30387 | &amp;nbsp; &amp;nbsp; &amp;nbsp;| 8709 | 4167 | 11683 | 9312 | 5502 | 5919 |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;| &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;--------------------------------------------------------------------------------&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;--------------------------/&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;----------------------------------------------------------------------------\&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;transcript | #pred | #anno | &amp;nbsp; TP | &amp;nbsp; FP | &amp;nbsp; FN | sensitivity | specificity |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;----------------------------------------------------------------------------|&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;gene level | 10348 | 12700 | 2547 | 7801 | 10153 | &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.201 | &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.246 |&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;----------------------------------------------------------------------------/&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;Sorry this output is jumbled but in essence it tells that 2547 genes were predicted exactly. Although exon and gene level results does not look that good, you could actually try and train the software using various types of exons that are accurate.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;color: #3a3a3a; font-size: x-small;&quot;&gt;&lt;span style=&quot;line-height: 14px;&quot;&gt;perl scripts/optimize_augustus.pl psv5.gb.train # This will take a while....&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/3386079474066712553/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/3386079474066712553' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/3386079474066712553'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/3386079474066712553'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2013/03/training-augustus-gene-predictor-for.html' title='Training Augustus gene predictor for your organism'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-7710476138481702360</id><published>2012-12-04T21:59:00.002-08:00</published><updated>2012-12-04T21:59:57.470-08:00</updated><title type='text'>Resetting forgotten password in RH enterprise Linux version</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;We have installed the latest version&amp;nbsp;Redhat.Enterprise.Linux.v6.UPDATE.2.X86_64 on one of our servers. Probably the grub prompt time setting is set to 0, so we never see a grub prompt when the computer booted. Numerous posts indicate that one has to set the run level to 1 during boot time to set the kernel settings to single user mode, then just type a password. Howver, in our machine, we could not get that prompt at all.&lt;/span&gt;&lt;br style=&quot;color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;br style=&quot;color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;Yesterday, one of my students,&amp;nbsp;&lt;/span&gt;&lt;b style=&quot;color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;Dhritiman Jana&lt;/b&gt;&lt;span style=&quot;color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp;was in the lab and he spent around few hours of his time in solving the issue. Following are his note on how to get to the grub prompt:&lt;/span&gt;&lt;/span&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;1. During boot time tap any key and enter into the grub prompt.&lt;/span&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;2. Goto kernel entry and press e to edit. After &quot;rhgb quiet&quot; enter &quot;1&quot;&lt;/span&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;to set the runlevel to single user mode.&lt;/span&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;3. Press b to boot the edited kernel entry.&lt;/span&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;4. Reset Password by using #passwd&lt;/span&gt;&lt;span style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;br style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot; /&gt;&lt;span style=&quot;background-color: #3d84c6; color: #666666; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;Hope this solution works for all!&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/7710476138481702360/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/7710476138481702360' title='11 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7710476138481702360'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7710476138481702360'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/12/resetting-forgotten-password-in-rh.html' title='Resetting forgotten password in RH enterprise Linux version'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-591736251485766126</id><published>2012-11-20T07:26:00.001-08:00</published><updated>2012-11-20T07:26:04.653-08:00</updated><title type='text'>When your web server gets attacked.....</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
This post may be a mixture of rants and some quick tips on how to save your web server when you suspect there is some malicious attack on it and you have limited admin access and support.&lt;br /&gt;
&lt;br /&gt;
It becomes imperative to create a world writable directory if you have a web server that plots, maps data on user demand. I would like to hear more from people if they knew how to do this otherwise. I have been looking for solutions into this problem, but did not find any. Now I have settled for something that makes your web program clean its own mess.&lt;br /&gt;
&lt;br /&gt;
Suppose say you have a world writable directory called /tmp/XX and some hacker has been able to put in some malicious code into it and is being able to run it. Now my solution for that is to delete the content of this folder after n hours. Just put in a small command inside your web program that runs frequently, and when that runs, the world writable folder will be cleaned.&lt;br /&gt;
&lt;br /&gt;
# To delete all files older than 6 hours in /tmp directory&lt;br /&gt;
&lt;br /&gt;
$command=&quot;find /tmp -type f -name \&quot;*.*\&quot; -mmin +360 -exec rm {} \\;&quot;;&lt;br /&gt;
system($command);&lt;br /&gt;
&lt;br /&gt;
Will probably partly solve your problem.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/591736251485766126/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/591736251485766126' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/591736251485766126'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/591736251485766126'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/11/when-your-web-server-gets-attacked.html' title='When your web server gets attacked.....'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-5092872755650124028</id><published>2012-11-06T01:48:00.000-08:00</published><updated>2012-11-06T01:48:06.308-08:00</updated><title type='text'>Creating login/password less ssh connection with multiple remote machines</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Many times while working in multiple machines, you may like to automate certain processes where the programs can directly access information/data from another server effortlessly - without a password. This can be done using &lt;b&gt;ssh-keygen&lt;/b&gt; protocol.&lt;br /&gt;
&lt;br /&gt;
So, what happens here is; you have a local machine, lets call it &#39;A&#39; and you have a remote machine, lets call it as &#39;B&#39;. You have an account in &#39;B&#39; and that is say &#39;myname&#39;. Everytime you log into that machine using ssh, you have to do something like:&lt;br /&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
$ ssh myname@B&lt;/div&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
$Password:&lt;/div&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
$myname@B:&lt;/div&gt;
&lt;br /&gt;
In order to directly log into a machine without a password, you have to generate a pair of keys; called as a public key and a private key. The public key is the public information and the private key is only known to your local machine i.e; &#39;A&#39;. You can use ssh-keygen to create a pair of keys in a given time. This is how you should proceed:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
$ ssh-keygen -t rsa&lt;/div&gt;
&lt;span style=&quot;color: blue;&quot;&gt;Generating public/private rsa key pair.&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;Enter file in which to save the key (/home/Sucheta/.ssh/id_rsa): /home/Sucheta/.&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;ssh/iicb_rsa &lt;/span&gt;&lt;b style=&quot;color: blue;&quot;&gt;[ Remember here to enter a new file name, else it will over write any other id_rsa file that you may have saved earlier for any other computer ]&lt;/b&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;Enter passphrase (empty for no passphrase):&lt;/span&gt;&lt;b style=&quot;color: blue;&quot;&gt; [Enter a paraphrase that is &amp;gt; 4 characters long. This is essential if your computer has more than one pair of public private keys for more than one remote server]&lt;/b&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;Enter same passphrase again:&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;Your identification has been saved in /home/Sucheta/.ssh/iicb_rsa.&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;Your public key has been saved in /home/Sucheta/.ssh/iicb_rsa.pub.&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;The key fingerprint is:&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;95:13:96:1b:66:ef:36:74:25:76:05:23:64:58:bb:94 Sucheta@Sucheta-PC&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;The key&#39;s randomart image is:&lt;/span&gt;&lt;br /&gt;+--[ RSA 2048]----+&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; o== o.o|&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; .*+ +o.o|&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; o++E. + |&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ..oo..&amp;nbsp; |&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; S&amp;nbsp; o..&amp;nbsp;&amp;nbsp; |&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; +&amp;nbsp;&amp;nbsp;&amp;nbsp; |&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; . .&amp;nbsp;&amp;nbsp; |&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; |&lt;br /&gt;|&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; |&lt;br /&gt;+-----------------+&lt;br /&gt;
&lt;br /&gt;
Then do:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
$ssh-copy-id myname@B&lt;/div&gt;
&lt;br /&gt;
[This command will append your public key in the ~/.ssh/authorized_keys file in the remote host. You can also do this manually by logging back to your remote computer and copy pasting your public key in the &#39;authorized_keys&#39; file. Make sure your public key is copy pasted in one single line.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Another thing to remember is, depending on the OS and version, the file that needs to have the public key in the remote machine may be different. In order to confirm that it is indeed called as &quot;authorized_keys&quot; do the following: &lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;[root@Apala ssh]# cat /etc/ssh/sshd_config | grep Keys&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;# HostKeys for protocol version 2&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;#AuthorizedKeysFile&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; .ssh/authorized_keys&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;#AuthorizedKeysCommand none&lt;/span&gt;&lt;br style=&quot;color: blue;&quot; /&gt;&lt;span style=&quot;color: blue;&quot;&gt;#AuthorizedKeysCommandRunAs nobody&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
This tells you indeed the file that stores public key in your remote computer is named as authorized_keys .&lt;br /&gt;
&lt;br /&gt;
Next time you try to create another passwordless connection to another computer, just repeat the above steps. &lt;b&gt;And always remember to write the public and private key into different files, else it will overwrite contents into id_rsa and id_rsa.pub file. Add a passphrase too.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
One more important thing to remember is to check the file permission for &quot;authorized_keys&quot; file in the remote machine. &lt;b&gt;Always set it to 700.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Using this, you can also automate file transfer by an sftp or any other remote ftp protocols&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/5092872755650124028/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/5092872755650124028' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/5092872755650124028'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/5092872755650124028'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/11/creating-loginpassword-less-ssh.html' title='Creating login/password less ssh connection with multiple remote machines'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-3159908189784555387</id><published>2012-08-08T00:48:00.002-07:00</published><updated>2012-08-08T00:48:49.915-07:00</updated><title type='text'>Some of the Query strategies for Oomycetes Genomes in FungiDB</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;Querying Oomycetes
genomes in FungiDB 2.0&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
FungiDB 2.0 released with 6 Oomycetes genomes:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Phytophthora&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;sojae&lt;/i&gt; V5.0&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Phytophthora ramorum&lt;/i&gt;
V1.0&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Phytophthora capsici&lt;/i&gt;
V11.0&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Phytophthora&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;infestans&lt;/i&gt; V4.0&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Pythium ultimum&lt;/i&gt; V
2.0&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Hyaloperonospora arabidopsidis&lt;/i&gt;
V8.3&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;span style=&quot;font-size: 12.0pt; line-height: 115%;&quot;&gt;Naming conventions:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Gene ids:&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
There are 2 types of standards followed in naming of
oomycetes gene ids in FungiDB. In most of the cases, the gene ids are represented
by a 5 letter word followed by an underscore, followed by the gene identifier
devised by the sequencing center e.g; Physo_517720, Phyra_74442, Hyaar_813319,
Phyca_96628, Pytul_G005233. Genomes sequenced and annotated at Broad (&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;P. infestans&lt;/i&gt;, &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;P. parasitica&lt;/i&gt;), already have gene ids prefixed by a 4 letter code
such as PITG and we have left those as is e.g; PITG_05520 .&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Scaffolds:&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Since most of these genomes are released as draft assemblies,
their genome fasta files are named as follows: &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;a&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;5
letter organism prefix + strain name _ ‘SC’XXXX, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;where SC stands for super Contig and XXXX are
the 4 digit representation of the scaffold number. &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;Example: PytulBR144_SC1841, PhysoP6497_SC0001,
PhyraPr102_SC0008, PhycaLT1534_SC0024, PhyinT30-4_SC0007, HyaarEmoy2_SC0165
etc. &lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Search Options:&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Figure - 1&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
In the main FungiDB page, there are three search columns
available(Figure 1). The search results of these columns return different
result types e.g; the first column almost always returns gene records page, the
second column returns other data types and the third column has links to tools
such as blast, genome browser etc. On the top right hand corner of the page,
there are quick search options available &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;for search by gene_id and by gene product
name.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
Few of the Search strategies are listed below:&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Curate all infection related genes in &lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Phytophthora sojae&lt;/i&gt; as described in the
science paper (Tyler et al, 2006) with key word searches such as serine
proteases, Metalloproteases, Cysteine proteases, glycosyl hydrolases,
pectinesterases, pectate lyases, cutinaes, chitinases, lipases, phospholipases,
protease inhibitors, NPP family, PcF family, Six Cys Family, Eight Cys family,
Crn Family, nonribosomal peptide synthetases, Polyketide synthases, Cytochrome
P450s, CYP51 clan, ABC transporters, PDR, ABCG-half, MDR, MRP, elicitins, Avhs,
Crinklers. &lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
Hint: Start your search by Text (product
name, Gene Id) search for proteases. After the results are displayed, run
another Text(Product name, Gene Id) search and use the next item in your gene
list &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;e.g; glycosyl hydrolases. Choose
union of both searches and keep repeating this until you are done with your
list. Following is the strategy for curating all the infection related genes in
&lt;i style=&quot;mso-bidi-font-style: normal;&quot;&gt;Phytophthora sojae&lt;/i&gt;.&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;a href=&quot;http://fungidb.org/fungidb/im.do?s=5e276dc38a69ece3&quot;&gt;http://fungidb.org/fungidb/im.do?s=5e276dc38a69ece3&lt;/a&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Find all the Oomycetes proteins that have an RXLR
motif within first 20-50 residues , followed by a dEER motif within 20,60
residues of the first motif. Also see if they have predicted signal peptide
leaders and transmembrane domains. (start with similarity-&amp;gt; protein motif
search and use the following pattern ^.{20,50}R.LR.{20,60}DEER. Then add a step
to it on whether the protein has a signal peptide followed. Then add another
step on if the secrted proteins have a transmembrane domain. The stratergy can
be found here:&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;a href=&quot;http://fungidb.org/fungidb/im.do?s=53a175bca66b25a7&quot;&gt;http://fungidb.org/fungidb/im.do?s=53a175bca66b25a7&lt;/a&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpMiddle&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-indent: -.25in;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;3.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;Genomic locations: All the Oomycetes genomes are
draft sequences, so searching genomic locations can be little tricky. Click on
genome location search (as in figure 2 A) &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;and this will open a page where the pull down
menu only displays the genomes that have the complete chromosomes available.
Instead, choose genomic sequence id (as in figure 2 B) and fill up the start
and stop locations you are interested in. Run the query and go to add step. If
you are interested in seeing how many of these genes have orthologs in other oomycetes,
just click on add step and click on Eolution-&amp;gt;orthology, Phylogenetic
profile and choose Oomycetes genomes (Figure 2 C). This results in 32 genes
belonging to 25 ortholog groups. Clicking on the ortholog groups and it will
display a cascade of glycosyl Hydrolases (Figure 2 D) belonging to different
Oomycetes. From the gene_ids, it appears that the genes occur in a syntenic
block.&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Strategy can be found here: &lt;a href=&quot;http://fungidb.org/fungidb/im.do?s=dce0a3dacc71bb06&quot;&gt;http://fungidb.org/fungidb/im.do?s=dce0a3dacc71bb06&lt;/a&gt;
&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; 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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/3159908189784555387/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/3159908189784555387' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/3159908189784555387'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/3159908189784555387'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/08/some-of-query-strategies-for-oomycetes.html' title='Some of the Query strategies for Oomycetes Genomes in FungiDB'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-7014833260525358073</id><published>2012-06-25T12:47:00.000-07:00</published><updated>2012-06-25T12:47:33.893-07:00</updated><title type='text'>HMMs what they are good at....</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
As biologists most of us feel little bit awkward with mathematics and statistics, and more so with the application of mathematics and statistics in interpreting biological data. Recently we see a meteoric rise in availability of biological sequences. However, interpreting them properly still is a bottleneck.&lt;br /&gt;
HMMs are there for a long time now, very valuable in speech recognition, weather prediction etc. But recently, we find a surge in application of HMMs in interpreting biological sequences such as gene prediction, profile searches, domain prediction etc. A beginner however gets awed by the complexity and finds it difficult to understand completely how this amazing method/tool can help interpret sequences. Here is my attempt to simplify things a bit.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;What is HMM?&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Profile HMMs are based on position specific scoring matrices. Lets take the example of the following diagram where we have multiple sequences aligned.&lt;br /&gt;
The following are the characteristics:&lt;br /&gt;
1. Columns in a multiple sequence alignment is called as a state.&lt;br /&gt;
2. Number of alphabets taken together is called as order of the markov chain e.g; zero order, first order and so on.&lt;br /&gt;
3. PSSM(Position specific scoring matrix) is calculated for calculating the match states probabilities.&lt;br /&gt;
&lt;br /&gt;
In a HMM, there is a transition probability and an emission probability and there is a state. Lets look at the simplest HMM heuristic:&lt;br /&gt;
&lt;br /&gt;
Suppose say we have a multiple sequence alignment, as represented in Figure - 1.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9K3qnn9MJ8biDK4Cm30qucZXI_0wDEcsVv6plG3ZBS9a8AdzD1Jm0fCqs9tl_Vm_N-Y3UeKrBXZ_Y5ch-_EvhppJ216VTjVSQm4jGTdEIs7G0N7jsALjf-t7ypp-grG88_2dq2w/s1600/HMM.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;480&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9K3qnn9MJ8biDK4Cm30qucZXI_0wDEcsVv6plG3ZBS9a8AdzD1Jm0fCqs9tl_Vm_N-Y3UeKrBXZ_Y5ch-_EvhppJ216VTjVSQm4jGTdEIs7G0N7jsALjf-t7ypp-grG88_2dq2w/s640/HMM.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Figure 1&lt;/b&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;[ state -&amp;gt; is the column in a multiple sequence alignment.&lt;br /&gt;

&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Transition probabilities are
        determined using deletions and insertions.&amp;nbsp; Emission probabilities
        at each state are determined by counting the occurrence of each
        character in each column.&lt;/span&gt; ]&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;br /&gt;

 &lt;br /&gt;
&amp;nbsp;So, lets try to generate the Emission and Transition probabilities from this alignment from the figure.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Emission Probability:&lt;/b&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; A&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; T&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; G&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; C&lt;br /&gt;
Pos1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1.0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&lt;br /&gt;
&lt;br /&gt;
Pos2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.8&lt;br /&gt;
Pos3&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.4&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&lt;br /&gt;
Pos4&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Transition Probability:&lt;/b&gt;( There are 3 transition states, match, deletion, insertion. So, there can be 9 + 2 transition states:&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; m-&amp;gt;m&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; m-&amp;gt;i&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; m-&amp;gt;d&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; i-&amp;gt;m&amp;nbsp;&amp;nbsp;&amp;nbsp; i-&amp;gt;i&amp;nbsp;&amp;nbsp;&amp;nbsp; i-&amp;gt;d&amp;nbsp;&amp;nbsp;&amp;nbsp; d-&amp;gt;m&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; d-&amp;gt;i&amp;nbsp;&amp;nbsp;&amp;nbsp; d-&amp;gt;d&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; s-&amp;gt;m&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; m-&amp;gt;e&lt;br /&gt;
Trans 1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&lt;br /&gt;
Trans 2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&lt;br /&gt;
Trans 3&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.6 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0.4 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 0 &lt;br /&gt;
Trans 4&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.8&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0.2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&lt;br /&gt;
Trans 5&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 1&lt;br /&gt;
[In this table m stands for match, i stands for insertion and d for deletion, s for start and e for end]&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Constructing the HMM:&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
There are multiple algorithms that can be used to build and train HMMs.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;i) EM, or Baum-Welsch, algorithm.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;This algorithm uses a random&lt;/span&gt; &lt;span&gt;MSA&lt;/span&gt;&lt;span&gt;, such as the
        one constructed by ClustalW.&amp;nbsp; The number of match states is
        defined as the number of conserved columns.&amp;nbsp; This algorithm uses a
        two stage, iterative process; first, it uses the aligned residues to
        build a model, and then it realigns the sequences to the model.&amp;nbsp;
        These two steps are repeated until the model no longer changes.&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;ii)Viterbi algorithm:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Uses dynamic programming
        to calculate the best estimate of the emission probabilities.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;iii)“Surgery” algorithm:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Uses dynamic
        adjustments of the HMM length to calculate the best
        models. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
HMMER software comes with a nice &lt;a href=&quot;ftp://selab.janelia.org/pub/software/hmmer3/3.0/Userguide.pdf&quot; target=&quot;_blank&quot;&gt;user guide&lt;/a&gt;. I recommend you read this guide from cover to cover and if you still did not get it, then continue reading my post.&lt;br /&gt;
&lt;br /&gt;
Use of HMM in aligning against another sequence or profile: &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;After we create the HMM, we can use it to
        search for sequences that are similar to the ones used to create the
        HMM.&amp;nbsp; So, we use the model to estimate the probability that a
        sequence belongs to the model.&amp;nbsp; This probability is often
        expressed as negative log likelihood score and is dependent on the
        length of the sequence and the length of the model.&amp;nbsp; Once we have
        a score, we need a way to assess its significance, just as we did for
        pairwise sequence alignments.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;HMMs have some distinct advantages.&amp;nbsp;
        They are built on a formal probabilistic basis.&amp;nbsp; They also allow
        for more sensitive searching than pairwise alignments do.&amp;nbsp; The
        probabilistic theory can be used to guide the scoring parameters; the
        theory also allows us to train an HMM using unaligned sequences if we
        don’t know or trust the alignment.&amp;nbsp; There is a consistent
        theory behind gap and insertion penalties.&amp;nbsp; Finally, less skill
        and human intervention is needed to train a good HMM than to train a
        hand-constructed profile.&amp;nbsp; Because of this, we can create
        libraries of hundreds of profile HMMs and apply them on a large
        scale.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;Its one major drawback is that its
        probabilistic basis does not capture higher-order correlations between
        sequence positions.&amp;nbsp; It assumes that the identity of a particular
        position is independent of the identity of all of the other positions
        in the sequence, and we know that not to be true.&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Publicly available program HMMER3 just does this.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;b&gt;Components of Hmmer3 Program:&lt;/b&gt; &lt;br /&gt;
phmmer: Makes a blastp like search.&lt;br /&gt;
jackhmmer: Iteratively searches a sequence against a sequence database (something similar to Psi-blast).&lt;br /&gt;
&lt;b&gt;hmmbuild:&lt;/b&gt; Builds a profile HMM from multiple sequence alignment.&lt;br /&gt;
&lt;b&gt;hmmsearch:&lt;/b&gt; Searches a profile hmm against a sequence database(Query: HMM, target: AA).&lt;br /&gt;
&lt;b&gt;hmmscan:&lt;/b&gt; Searches a sequence against a profile hmm database(Query: AA; target: HMM e.g; pfam).&lt;br /&gt;
&lt;b&gt;hmmalign:&lt;/b&gt; Make a multiple sequence alignment of many sequences to a existing profile.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;hmmconvert:&lt;/b&gt; Converts profiles into hmm format and vice versa.&lt;br /&gt;
&lt;b&gt;hmmemit:&lt;/b&gt; Generate sample sequences from profiles.&lt;br /&gt;
&lt;b&gt;hmmfetch:&lt;/b&gt; Get a profile HMM by name or accession number from the HMM database&lt;br /&gt;
&lt;b&gt;hmmpress:&lt;/b&gt; Format an hmm database into a binary format to be used by hmmscan.&lt;br /&gt;
&lt;b&gt;hmmstat:&lt;/b&gt; Show summary statistics for each profile in an hmm database.&lt;br /&gt;
&lt;br /&gt;
In the next post, we will discuss about &lt;b&gt;Applications of Profile search&lt;/b&gt; and command line options of Hmmer3 with examples.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/7014833260525358073/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/7014833260525358073' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7014833260525358073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7014833260525358073'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/06/hmms-what-they-are-good-at.html' title='HMMs what they are good at....'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9K3qnn9MJ8biDK4Cm30qucZXI_0wDEcsVv6plG3ZBS9a8AdzD1Jm0fCqs9tl_Vm_N-Y3UeKrBXZ_Y5ch-_EvhppJ216VTjVSQm4jGTdEIs7G0N7jsALjf-t7ypp-grG88_2dq2w/s72-c/HMM.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-6141305320805746470</id><published>2012-06-07T10:18:00.001-07:00</published><updated>2012-06-07T10:18:25.359-07:00</updated><title type='text'>Job opportunity as an environment intern!!!</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
I got this email to my official email account. Thought will share it here..&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;span class=&quot;Object&quot; id=&quot;OBJ_PREFIX_DWT1002_com_zimbra_url&quot;&gt;&lt;a href=&quot;http://www.terrascapes.org/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;www.TerraScapes.org&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial; font-size: 14.0pt;&quot;&gt;Environmental
Organizer Intern&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;&lt;br /&gt;
&lt;u&gt;Job Description:&lt;/u&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Do you want to incorporate the environment into your
everyday life through environmental activism, advocacy, social justice and
event planning? Interning for Terra-Scapes Environmental Consulting is a unique
opportunity for a student with a passion for the environment. &amp;nbsp;Engaging the community through educational initiatives
about current environmental concerns will be your goal.&amp;nbsp; The Environmental Organizer will work on
several pertinent environmental campaigns ranging from protecting our oceans
and fisheries to the prohibition of additional chicken farms on the Eastern
Shore. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;The Environmental Organizer will have the opportunity
to gain experience and forge connections in the environmental and green
business communities. The position entails working with the following prominent
environmental organizations:&amp;nbsp; Pew
Environment Group, Sierra Club, Chesapeake Bay Foundation, Lynnhaven River Now,
Nature Conservancy, and more. &lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;


&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Responsibilities:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;u&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;


&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Research, organize, and execute logistics for environmental
workshops and events.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Recruit and communicate with new and existing volunteers.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Strengthen and build coalitions with new and existing groups,
scientists, students, elected officials, and businesses.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Work with the media on press releases, advisories, letters to the
editor, and opinion editorials. &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Schedule and participate in meetings with local, state, and
federal legislators regarding environmental policy initiatives.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Database organization and entry using Google docs and Excel
spreadsheets.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Research and preparation of reports, documents, and memorandums using
Microsoft Office.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Assist in creation of materials for Terra-Scapes and its coalition
partners.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 29.5pt; text-indent: 0in;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Develop plan to reach goals with each individual campaign.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;


&lt;b&gt;&lt;u&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Qualifications:&lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;u&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/u&gt;&lt;br /&gt;


&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Grasp office-related computer (Mac and PC) and internet
applications.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Have a passion for the environment and the growth of the green
economy.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Ability to prioritize, work independently, and follow through on
concurrent projects and goals.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Superior organizational skills and ability to meet deadlines
required.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Ability to communicate easily with a diverse range of people.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Demonstrated experience working independently.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Owns a vehicle and willing to travel throughout VA for specific
workshops or conferences.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Willingness to meet with Congressional members in Washington, D.C.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;margin-left: 47.25pt;&quot;&gt;
&lt;span style=&quot;font-family: Symbol; font-size: 10pt;&quot;&gt;·&lt;span style=&quot;font-family: &#39;Times New Roman&#39;; font-size: 7pt;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Ability to work from your home/dorm.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;Location:&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt; Primarily in Hampton Roads, but requires some travel throughout
Virginia, North Carolina, Maryland, and Washington, D.C.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;To apply, please email resume and cover letter to &lt;/span&gt;&lt;span class=&quot;Object&quot; id=&quot;OBJ_PREFIX_DWT1003_com_zimbra_email&quot;&gt;&lt;a href=&quot;mailto:terra@terrascapes.org&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-family: Arial; font-size: 10.0pt;&quot;&gt;terra@terrascapes.org&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: Arial; font-size: 10pt;&quot;&gt;&lt;br /&gt;
Thanks again!&lt;/span&gt;&lt;span style=&quot;font-family: Times; font-size: 10.0pt;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;border-collapse: collapse; font-family: arial,sans-serif; font-size: 13px;&quot;&gt;&lt;div&gt;
&lt;span style=&quot;border-collapse: collapse; font-family: arial,sans-serif; font-size: 13px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
Terra Pascarosa Duff&lt;div&gt;
&lt;div&gt;
&lt;div&gt;





TerraScapes Environmental Director&lt;/div&gt;
&lt;div&gt;
VA Pew Environment Group Representative&lt;/div&gt;
&lt;div&gt;
Chesapeake Bay Group Sierra Club Chair&lt;/div&gt;
&lt;div&gt;
&lt;span class=&quot;Object&quot; id=&quot;OBJ_PREFIX_DWT1004_com_zimbra_url&quot;&gt;&lt;a href=&quot;http://www.terrascapes.org/&quot; target=&quot;_blank&quot;&gt;www.TerraScapes.org&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span class=&quot;Object&quot; id=&quot;OBJ_PREFIX_DWT1005_com_zimbra_url&quot;&gt;&lt;/span&gt;&lt;span class=&quot;Object&quot; id=&quot;OBJ_PREFIX_DWT1006_com_zimbra_url&quot;&gt;&lt;a href=&quot;http://www.pewenvironment.org/&quot; target=&quot;_blank&quot;&gt;http://www.pewenvironment.org/&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
p:&amp;nbsp;&lt;a href=&quot;&quot;&gt;757-291-4736&lt;/a&gt;&amp;nbsp;| f:&amp;nbsp;&lt;a href=&quot;&quot;&gt;866-543-6696&lt;/a&gt;&amp;nbsp;| e: &lt;span class=&quot;Object&quot; id=&quot;OBJ_PREFIX_DWT1007_com_zimbra_email&quot;&gt;&lt;a href=&quot;mailto:terra@terrascapes.org&quot; target=&quot;_blank&quot;&gt;terra@terrascapes.org&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&quot;You must be the change you wish to see in the world.&quot;&lt;br /&gt;— Mahatma Gandhi&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/6141305320805746470/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/6141305320805746470' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/6141305320805746470'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/6141305320805746470'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/06/job-opportunity-as-environment-intern.html' title='Job opportunity as an environment intern!!!'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-9108367178790222761</id><published>2012-05-17T09:11:00.000-07:00</published><updated>2012-05-17T09:18:06.945-07:00</updated><title type='text'>Extracting Fastq files from bam/sam files</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Earlier I have blogged about converting colorspace files into fastq format, which is pretty easy [&lt;a href=&quot;http://genomics-array.blogspot.com/2010/09/color-space-to-fastq.html&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;]. However, this method does not go without the risk of getting completely wrong reads if there is an error in the read number in the middle.&lt;br /&gt;
&lt;br /&gt;
There is another approach to it which is reliable - that is to extract the fastq files from the sam/bam alignment files. There are quite a few different ways you can achieve this. One of the easiest is to use &lt;u&gt;&lt;b&gt;samtools&lt;/b&gt;&lt;/u&gt; to extract matching and unmatching reads separately and merging them together. Something like this:&lt;br /&gt;
&lt;br /&gt;
# Extracting mapping and non-mapping reads from bam files&lt;br /&gt;
samtools view -f4 input.bam &amp;gt; /data/bowtieOutput/unmapped.sam&lt;br /&gt;
# This is for extracting mapping reads from bam files&lt;br /&gt;
samtools view -F4 input.bam &amp;gt; /data/bowtieOutput/mapped.sam&lt;br /&gt;
&lt;br /&gt;
Remember, this method extracts files in sam format, so you may have to get into another step to extract fastq files from sam files &lt;br /&gt;
&lt;br /&gt;
But the only problem with this approach is, you end up getting reads that are mapped to the reference sequence multiple times in multiple numbers. For unmapped reads this problem does not exist.&lt;br /&gt;
&lt;br /&gt;
There is another easier approach is also to use&lt;u&gt;&lt;b&gt; bamtofastq&lt;/b&gt;&lt;/u&gt; . This is a cool software available &lt;a href=&quot;http://www.hudsonalpha.org/gsl/software/bam2fastq.php&quot; target=&quot;_blank&quot;&gt;here&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
Simply use command:&lt;br /&gt;
&lt;br /&gt;
# Extracts aligned reads&lt;br /&gt;
./bam2fastq --no-unaligned -o out.fastq input.bam&lt;br /&gt;
#Extracts un-aligned reads&lt;br /&gt;
./bam2fastq --no-aligned -o out.fastq1 input.bam &lt;br /&gt;
&lt;br /&gt;
This is one of the fastest and easiest methods to extract mapping and unmapping reads from bam files into fastq format. However, this also has similar problem like&amp;nbsp; the sam extractor - that is, it extracts reads mapped to multiple locations multiple times. In order to get around this the fastest way would be to make a uniq set from the aligned.fastq file. Here are the steps that needs to be followed to get it done faster.&lt;br /&gt;
&lt;br /&gt;
1. Sort your bam file before running bam2fastq on them. This way the output fastq file will have all the redundant reads in a sorted order and hence easier to remove redundant.&lt;br /&gt;
2. Run bam2fastq on them as described above.&lt;br /&gt;
3. Write a small perl script to fish out the uniq reads from the fastq output file as below:&lt;br /&gt;
&lt;br /&gt;
open FH, $ARGV[0] or die &quot;Can&#39;t open file for reading $!\n&quot;;&lt;br /&gt;
&lt;br /&gt;
my $prev=&quot;&quot;;&lt;br /&gt;
&lt;br /&gt;
while(&amp;lt;FH&amp;gt;){&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; if(/\@(\d+_\d+_\d+_)/){&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; if($prev eq $1){&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; # Skips reading 3 lines&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; for(0..2){&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;lt;FH&amp;gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; next;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; $prev = $1;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; print $_;&lt;br /&gt;
} &lt;br /&gt;
&lt;br /&gt;
My Results:&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Reads recovered from bam2fastq&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; uniq reads&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ----------------------------------------&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; -------------&lt;br /&gt;
expt 1&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 23921306 &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;&quot;&gt;8909517&lt;/span&gt;&lt;br /&gt;
expt 2&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 22685196 &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 8924548&lt;br /&gt;
expt 3&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 40484226 &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 15248005&lt;br /&gt;
expt 4&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 13659968 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 5141253&lt;br /&gt;
expt 5&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 17185935 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 6862160&lt;br /&gt;
expt 6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; 19855362&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 8978295 &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
expt 7&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 13189432&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 7067910&lt;br /&gt;
expt 8&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 14423653 &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; 6713690&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
This is quite consistent with what I wanted to achieve!! &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/9108367178790222761/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/9108367178790222761' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/9108367178790222761'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/9108367178790222761'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/05/extracting-fastq-files-from-bamsam.html' title='Extracting Fastq files from bam/sam files'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-7529092212427950588</id><published>2012-04-30T08:54:00.000-07:00</published><updated>2012-04-30T09:05:06.929-07:00</updated><title type='text'>How to code position fixed content on a browser.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
While representing sequence text alignment on a browser, it is very useful to have a static genome reference on the top of the page, that descends as you scroll down. So, you are actually not loosing track of the reference but at the same time you see the read alignments and their position with respect to the genome. The genome references can be long and the browser width is not enough to contain it in a single view. So, there will be a lot of room for horizontal scrolling. In this case you want the reference on the top behave normally as with any horizontal scroll, but vertically it should be position fixed. Here is an example of what I am talking about:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;480&quot; 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YtUKso86i7d7OxqUUUVmZBRRRQAUVQvdd0rTmK3d9DE6jJTdlvyHNQW3ivQrttsWpQg5xiTKZ/wC+gK1VCq48yi7ehssPWlHmUHbvZmtRQGDKGUgg9CO9FZGIUVUvNV0/TyBeXkMDHkK7gE/hVO38WaDcnEepwrzj95mP/wBCArWNGrJcyi2vQ2jh60o80YNr0Zr0UBgyhlIIPQjvVa61OwsXCXd7BAzDIWSQKSPxrNRcnZIzjGUnaKuyzRUUV5bTW32mK4ieDBPmq4K8deelZ8HifRLi6+yxajE0pIUDkBiegBIwfwqlSqSvaL030LjRqSvyxbtvpsatFFQ3V7a2UfmXVxFAn96Rwo/WpSbdkZpOTsiaisRvGXh5JfKOpJuyBkI5H5gYrRs9TsNQz9jvIZyOSEcEj6itJUKsFeUWl6Gs8PWguacGl5plquP+JP8AyB7X/r4/9lNdhXH/ABJ/5A9r/wBfH/sproy//eoep15X/vlP1Oe+H/8AyM6/9cX/AKV3/iT/AJFvUf8Ar3f+VcB8P/8AkZ1/64v/AErv/En/ACLeo/8AXu/8q78x/wB+h8vzPSzb/kYw/wC3fzPItP8A+Qla/wDXZP5ivb68Q0//AJCVr/12T+Yr2+rzv4ofP9DTiL46fz/QKKKK8A+YCigkAEk4A6k1kXHivQbWURy6lFuJx8gLgfUqDirhTnUdoJv0NKdKpUdoRb9Fc1Lj/j2l/wBw/wAq8Kr22O/tNQspZbO5jnQKQTGwODjv6V4lX0OSpx9on5fqfU8PRcfapqz0/U91t/8Aj2i/3B/Kn0y3/wCPaL/cH8qfXzj3Pk5bsKKoXmvaVp7Mt1fwRuoyU3ZYfgOaqweL9AuGKpqcYI/56Kyf+hAVoqFWS5lF29GbRw1eUeZQbXozZopsU0U8SywyJJGwyrIwIP4iiWWOCJpZZFjjQZZmOAB7msrO9jGzvYdRVCPXdIlkWOPU7RncgKomUkn061fqpQlH4lYcoSh8SsFFRXN3bWUXm3VxHAmcbpHCjP41Fa6rp97IYrW+t53AyVjlDHHrgUKEmuZLQapzceZLQtUUVVutTsLFwl3ewQMwyFkkCkj8aUYuTskKMZSdoq5aoqG1vbW+jMlpcxTopwWjcMAfTiobjV9NtJjDc6hbQyDko8qgj8KahJvlS1Gqc3LlSdy5RTFmieETrKjRMu4OGBUj1z6Vky+LtAhmETanEWPdAzL/AN9AY/WqhSqT0jFv0RUKNWo2oRbt2Rs0VDa3ltewia1njmjPG6NgRU1ZtNOzM2nF2YUUUUCCigkAZJwBWbN4j0WCQxyanbBgcEBwcH8KqMJT+FXLhTnPSCb9DSorNTxJojjI1W0H1lA/nT017SJHVE1S0ZmICgTLkn86p0ai3i/uLdCst4v7mX6KKiubu3s4jLdTxwxj+KRgo/Ws0m3ZGSTbsiWisVvGPh9ZvKOpJuyBkIxX8wMVp2l/Z36F7O5inUcExuDj61rOjVgryi0vQ1nh61NXnBpeaZPRRUF3f2diFN3dQ24bhfNcLn6ZrNJydkZRi5OyVyeiobW8tb6MyWlzFOgOC0bhgD6cVSvvEujadIY7rUIlcHBRcuR9QoOKqNKcpcsYtsuNGpOXLGLb7WNOiqdhrGnamM2V5FMcZKqfmA9weRVyplGUXaSsyZQlB8slZhRRVa81Ky09Q15dwwA9PMcAn6UKLk7JCjFydoq7LNFYi+MvDzS+UNSTdkjJjcD88YrUtL60vkL2lzFOoOCY3DY+uKudGrBXnFr1RrPD1qavODXqmieiioLu/s7EKbu6htw3C+a4XP0zUJOTsjKMXJ2SuT0VDa3lrfRmS0uYp0BwWjcMAfTiqN74m0XTpDHc6hErg4KrlyD7hQcVUaVSUuWMW36Fxo1Jy5YxbfaxqUVVstVsNSBNldxT7eoRskfUdRViWWOCJpZpFjjQZZnOAB7mk4yT5WtSZQlGXK1ZjqKxz4u0ATiE6nFuPcBiv/fWMfrWrDPFcxLNBKksbDKujZB/GqnSqQV5Ra9UXOjVpq84teqsPoooJAGScAVmZBRWVdeKdDsmKzalDuB2kJlyD/wEGn2XiLR9QZVttQhd3+6jHax/A4NauhVUebldvRm7w1dR5nB272ZpUUUVkYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUATWn/Hyn4/yrSrNtP+PlPx/lWlX6Bwx/ucv8T/JHJW+IKKKK+mMQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKz72GaSfKKSMVoUU07DTsY/2W467DXNeONF1PUrG3jtbdpSrZYDtXe0Uqn7yDi+p1YbFyw9aNWK1R4Z/wAIX4g/6B0laGg+E9ctdbtZpbF0jR8sT2Fex0V588BTnFxbep7dTiTETg4uC19TM+zy/wBw0jW0xUjYelalFeN/qxhv53+B4Ht5Hid94P16W/nkXT3KtISCPrUUfgzxAJFP9nycEV7jRXtLAwStdn0C4lxKjbkX4mPa2k6WkKMhDKgBH4VL9nl/uGtOivGfDOGbvzv8DwHXk3exy19pt5JdMywkj1qv/ZN9/wA8GrsaK+uw1Z4ejGjHaKS+4+VxHD2Hr1ZVZSd5O/Q47+yb7/ng1H9k33/PBq7Giuj67PsYf6sYb+d/gefa5oWp3OlSxQ2zM7dBXG/8IX4g/wCgdJXudFedioLEzU5aH2eQYmWSYeWHoLmTd9fRLp6Hh0fgzxAJFP8AZ8nBFd7DpF+sKA27ZCgGu0oq8J/st+XW5y8Q/wDC77P2/u8l7W87d/Q4qfSL9oJFW3bJUgVwT+DPEBdj/Z0nJr3KijF/7Vbm0sPh5/2Eqioe9z2vfyv29Twz/hC/EH/QOkr0jw3pt9Z+H7e3niKSL1X0rq6KwoUI0ZcyPZx2c1sbTUJxSs76GP8AZbj+4a4/x1oGq6ndW7Wtq0qquDjtXpFFbVV7WHKziwmNnhayqxV2jwz/AIQvxB/0DpK0/D/hTXLXVElmsXRADkmvYKK5qWGjTmpp7HoY/O62NwtTDTikppp28zjv7Jvv+eDU6PSr0SKfIPBrr6K9aWLnKLjbc/O48M4aLT53+BmC2lwPkNBtpscIa06K+Mjw1hoyUud6eh9b7Z2Mf7Ncf3DQLa4H8BrYor6rnZPtGclPpd687sISQTUf9k33/PBq7GiupYyaVrHytThvD1Jubm9XfoYGm2NzFEwkjIJNXPs8v9w1p0V8pjcioYvESrzk05an0eEgsLQjRjqonE+NtHv9R0dIbS3aRxICQPSuC/4QvxB/0DpK9zorow2VUsPT5IyZ9Dg89r4Wl7OMU0eL6V4Q12DVLaWSwdVSQEk9hXqv2eX+4a06KwxeR0cU05Sasc+NzWrjJKU0lbsZn2eX+4aPs8v9w1p0Vx/6sYb+d/gcHtmZn2eX+4ajIIODWvXOazq9rpEMlxcvwDwo6n6V4ubZPDBqHsm25OxpTm5blumOSG4Nclb/ABK0uWUJNa3NupON8q4Fa+peIraw05NQ8mS4ifoIhkmunh7D1aGOvVjbRlSkmtDTyc5zXJfEYk6ba5P8VWdE8d6Zr1/9hgt5oZvSQYqr8R/l022z2avusV/Akd2UNPHU/X9DzutTw1/yMFp/v1zs2rQxSFAjvjuo4rZ8K30M+v2uwklWyR3rw6dOSkm0fc4jF0J0pwjJXs/yPaZCS5yaTJ9TXJ3fxI0y1vntptPulKvt3lePrXTWtxHeWy3EJyjjIr6TfVH5kmtibJ9TRkjua5bV/iBp2i3Rt7mxuWI/jVeDW9pepQ6vYR3tuCqSDIVuopJ32HfWxbyfU0AkHg1g674utPD0my5s55h3aMZAqfw94lsvE0DT2cbxqhwQ/U0J32HdJ6hf83bVWrP8U+JrTRL4RzRSyO3QRjNYX/Cw9P5Is7r5fvfJ0r04VYKKTZ+WY/AYmri6s4QbTk/zOtorDfxXYpo0eqbZGil+6oHNZ3/CwrDfs+xXW/rt2c1o6sE7NnnwwGKnflg9DZ8R/wDIFn+lcBXVz69ba9oN21ujoYuGVxgiuIuNTit5Nm1nP+yM181m6c68eXsfuHh5JYTK6qr+77739EdZ4J/5GaD6GvVHJLHnvXkPgPUIZvE9uoyGKk7T1rs9V+Ium6RevbXNhckqcbgvBowK5adpdz0M+qwqYlSg7qx1QJyOTUtUrC9i1Gziu4QQkoyFPUVBrfiCz0K3824y7HpGnLH8K+Z4qpynOjGKu9f0PFptWualeQ+Lv+Rlu/8AersrH4i6VdzrDLBPaljhTMuATXEeLrmP+3bqfOFJyK8fKsNVo12qkbaH0fD84qvJt9P1Mqut8G/6i4/3hXBLrMJfBjdR/eI4rqNA8RWel2U8kivJkggIMk19vl0XTxMXLTcy41rU8VkdWFF8zvHT5o7uremf8fY+lcOPiFYFtgsrouOq7Oa6XwnrtrrbNPbhkEeQ4fgivZzapGeX1lF/ZZ+GZfgsRRxlKdSDS5kdbTX+7XL6n8QdN06+e1S2uLrZ1eFdy1e0/wAV6dqs4trcsZSm8qeq+1flWVYOvHGUZuLtdH6vKS2NbJPU0olWH97I22NOWPoK5K++JGmadeNa3FhdBgcBtvBreu7iO88Oz3Ef3JIcgelfqLfutozglKai+rL/APwmfh//AKCMdH/CaeH/APoIx14NdXcdqMtknso61Xi1aCQkMrR/7wxmvGWJqtXUT6qeR5fCfJKq0/l/kfSsF/bXMKzRShkcZUjvUn2iL++K4vTtXtNK8JWl1O2F8oYUdTWfF8S9LYnzrW6t0H8ci4FeAs6x83L2dJNJ26/5ny9WhCE3FPS56GbqEdXFH2uD++K5XUvEFrYaRHqvkyXEMn3RGMk1maP470vW737HFbTQS+kgxX1OAqvE4eFSeknujCUIrqd79rg/vij7XB/fFYN5OtlbSTuhcRjJVeprmLX4j6VdXqWhsbmBnOA0i4Ars5VewOCW56FJf20Qy8oANM/tax/57rXNa5cxWmlG9f8A1cY3HHpXCj4iacUDi0uijdG2cGumFGk43k7M+azDH42jiZUsPTUkra+p6/8A2tY/891o/tax/wCe615fpXi+y1W4aBIZonUZ/eDFVZ/H2nwTyRfZrh/LbazKvFW8PRSvzHnrOMzcnBUVdf13PWv7Wsf+e60f2tY/891rye08dafd3cVv9nuI2lOFLrgGpdS8ZWOm3ZtmgmlcDJKLkCj6vRtfmD+2MzU+T2Kv/Xmep/2tY/8APdaqXPirRbSTy571EbGcGvLB8Q9OwGNpcqmcbivFUPFU0ZvUuc4SSIMK5MZGFGlz03d3Po+HKmJzHHrDYyHJHlbuvKx65/wmnh//AKCMdWrHxFpWpSGO0u0lZRkgV85DWId+3y5AP72OK7TwBqkFvNd3uxpUjiyVTkmvNp16jmoyVkz7XE5VgYUJ1KNRtroezfa4P74pkmoWsQG+UDNef2HxE0rUL5LT7HcQO/RpBgVqeJL2HTdMN9Nnyoxk4r1KdOMmrvQ+Ox9WWHw0qlNXkrWXq7HU/wBrWP8Az3Wo5tc063iMstyqovU15L/wsPT9ob7HdbW+6dnWi48T2et6XdQxwyxso5EgxWtSjSUG4y1SPFweYZjVxNOlVpJRlJJvtd27npv/AAmnh/8A6CMdH/CaeH/+gjHXgd1fxWuAwLN6L1qOHVIJRyGQ9g3U14SxNVq/Kfq8sjy+M/Zuq7/L/I+gP+E08P8A/QRjo/4TTw//ANBGOvBp7qO3j3tznoB1qtFq8EjYZXj92FJYqq1dRCeR5fTlyTqtP5f5H0naarZX1uJ7edZIz0YVN9rg/vivMtE8R22g+ELaeW1muFlc4EQzitfQPGOneI5mgtYZIZF6rIMGvTpLnin1PlsTRhSrShF6J2R1d/r2m6aFN3dLFv8Au571T/4TTw//ANBGOuI+Je1I7NmwAM815o2sQrIUEbkZxuA4rjrVqkajjFXse5hMqwdTDQq1qji5H0dYa7puphjZ3Sy7PvY7Vc+0Rf3xXlfwuu4Z4r9kb7pGT6Vral8QtN0+8a3S2uLrZ1eFcrXz1fOMbHESo0qadjy8ZhaNGs405Xiup3xuYR/GKT7XB/fFcnpnifTtZiX7MxLlclD1X61jX3xH0vTbo29zYXIIO3ft4Ne5leJq4qi5V48sr2scThFbM9EN3ABnzBxUX9rWX/Pdaxbe6ivdOF5EMRum4A9RXBX3jqws7uWA207mM/MyLkV7dOlTd+d2PDzTF4nDOCw0Oa97nq/9rWP/AD3Wj+1rH/nuteSReP8ATpJY0a2uIxKwVWZeM1c1XxbZ6Tci3eGaVyM/uxnFa/V6Nr8x4jzjM1JQdFXf9dz0/wDtax/57rR/a1j/AM91ryEfEPTipYWl1tHVtvArRvvFljY2VvdMkki3AyioMk0fV6Nr8w5ZxmcWk6Ku/wCu56b/AGtY/wDPdaP7Wsf+e615D/wsKwLFBZXW4dRs5FXz4v09dHbUysnlK20rj5s0LD0X9oJZvmcbXorX+u56f/a1j/z3WpIb+2uH2RShm9BXjp+IVgCAbK6yeg2da6vwJ4htdcv3MEciFAQQ4wamVClytxlqdOHzLMJVoxq0kot2v/TO/ooorhPpwooooAKKKKACiiigAooooAKKKKACiiigArjfiZqF/Y6DCLOR4kmm2SyIcEDBIGe2f6V2VU9W0yDWNLnsLkfu5lxnup7Ee4PNZ1IuUGkdeCrQo4iFSauk9TyrwJ4rn0vVks7y4drG5Owh2yImPRhnpzwfrntWz8Xf+YR/22/9krgdRsJ9L1GexuV2ywOVb39CPYjmtbXvEJ1zQ9IinYtdWfmxyE/xD5NrfiAR9RXlKq/ZSpy/rU++ngYvH0sZS2d72/wuz/T7jW+FP/Iz3P8A15N/6GlXviT4pl+1DRbCdkSMZuWRsbmPRc+gHX6+1c34Q1xPD93f3zYMn2JkhU/xOXTH9T9BWIzT3t0WYtLPO+Sepdif5kmj2vLRUFuxvL1VzGWJqL3YpW9e/wAv62PRPhXqOoXEt7azSyS2kSKy7znYxPQfUZ49q9HrF8KaCnh7Q4rUgGd/nnYd3Pb6Dp+FbVenQi4U0pHw2aV6dfFzqU1Zfnbr8wooorY84KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAILr/Umii6/1JooAzqKKK/GT0QooooA8i8Y3JuvFF4d+5Y2Ea+20AEfnmuo+Gtsi2F5d4+d5RHn2Az/AOzVxmvqy+ItRDKQftUhwR2LEiu7+G5H9gXC9xdMf/HVr6rHe5l6ivI+0zJcmWRjHa0TraKKK+VPizzn4k2yx6ra3I6ywlW/4Cf/AK/6VB8O5mTxDJHuO2S3YEdiQQf8avfExgZ9OXuFkP6r/hWd8PlJ8TAjtA5P6V9TTfNlevZ/mfZ0nzZP738r/Bux1/jv/kVLj/fT/wBCFecaPq8+i3UlzbqplaJo1Lfw5xz79K9H8d/8ipcf76f+hCvOdAtIr7XrO2nBMUkoDAdx1xU5Xy/U5c6urv8AJEZPyfUJ+0V1d3+5E9voWva7vvo7WW48w5aV2C7j7biM/hWbdWlxZXD291C8UqHDKwwa9xREjRURQqqMBQMACvPviXEi31lMFAd42Vj6gEY/maMFmcq9f2biknsPL83niMQqLilF7W8jZ8B61LqemSW1y5ea0IG5urIemfyIrqa89+GhP26+GePKX+Zr0KvHzGnGniZKOx4ObUo0sZOMVpv96Cub8b65No+lpHbNsnumKhu6qByR78j866SuQ+ImmS3emQXsSljaM28D+62Mn8CB+dZ4GMJYmCntf/hvxM8tjTli4Kptf/hvxOL0TQrzxFevFA6rtG6WWQnjJ/U1uXfw31CKPda3kM7D+FgUJ+nWsLQdeudAvGngVXRxtkjbow+vY13+l+PNJv8AbHcMbKU9pfuZ/wB7/HFfQY2pjaU+akrx9L/f1Pp8xrZjRqc1FXh6X+/r9xZ8HWl3ZeH47e9jeOVHcbX6gZ/lUHjLxE+iWCRWpAu7jIUn+BR1b69h/wDWrowQQCDkHoRXlXjy5M/imdCMCBEjH5bv5sa8nBU1i8W5TWmraPDy6ksbjnKotNZNf15sx7a1vtYvvKgSS5uZMk5OSfck/wAzWzceA9dt4TKIYpsclI5Mt+RxXQfDW1jXT7u72/vHl8vPsAD/AOzV2ld2MzSpRrOnTSsj0cfnNWhiHSpJWj3OJ+G8t15V/azF/KhZNqMPuMd24e3QcVjfEP8A5GRf+vdf5mvTgiqWKqAWOSQOteY/EP8A5GRf+vdf5mssDWVfHOola6/yMstxCxGZSqpWutvuMeTWLqbRrfR48rBGxZlU8ysTkZ+npVvT9A1eDUbGeXTrhYzPGd2w8DcOvp+Nbfw60q3nln1GUB5IGCRgjhSRkn616DW+MzFYebpU4+vqzox+arC1JUKUF5+rMrxHrceg6W1yRvlY7Ik/vN7+1eUzT3+uakGkMlzczHCgcn6AdhXS/Em5Z9WtLXHyxQlwfdjg/wDoIp3w2tY5NQvLphl4Y1VfbcTn+VGDjHCYN4i15P8A4ZDwMIYLAPFWvJr9bJFNfh9rjQiQ/ZlYjPlmT5h7dMfrWBJHeaTflHD211A3Y4Kn6ivb64D4l2qrPY3Sp8zq6OwHpgjP5mlgcyqV63sqiVmTl2b1cRX9jVSs7nQeEPEB1zTCJz/pVvhZT/e9G/HB/Ks74k/8ge1/6+P/AGU1ifDmZk1+WIN8slucj1IIx/Wtv4k/8ge1/wCvj/2U1h7CNHMoxjtv+BzPDxw+bRjDZu/3o574f/8AIzr/ANcX/pXf+JP+Rb1H/r3f+VcB8P8A/kZ1/wCuL/0rv/En/It6j/17v/KlmP8Av0Pl+Ys2/wCRjD/t38zyLT/+Qla/9dk/mK9vrxDT/wDkJWv/AF2T+Yr2+rzv4ofP9DTiL46fz/QKKKCQASegrwD5g878eeIpZrxtItpCsMX+uKn77en0Fc5pWhajrTstjBvVPvOSAq/iaqXU7XV3NcsMNNIzkZ7k5r1rwlaR2fhmyVOskYlY+pbn/wCt+FfWV6iy/DRjBa/1dn2+IqrK8HGNNe8/z6s83mtNb8KXayuj2xbKh1IZJB6ccH6GsevbtUs7e/02e3uYxJGyHIPYjoRXiNa5di/rMZNq0lv59jbKsd9cjKUo2krXt17Hutv/AMe0X+4P5VxPjfxVNBO2k6fIY2Ufv5V4Iz/CD9OprtYTi1jJ7IP5V4jd3DXd5NcuMNNIzke5Oa8fKsNGrVlOSuo/meFkmEhWrynNXUfzZc0jQNR1uRhZQ5RThpHOFX8f8Kvan4K1jS7VrmRIpokGXML52j1IIFeg+FLWO08M2KxjHmRCRj6luf61rkAggjIPUGta2b1Y1mopcqZtXz2tCu1BLlTt6njmg6/daFeLJE7NAW/ew54cf4+9erXcUWs6JLHG2Y7uA7G+o4NeQavbCz1i8tlQosU7qoI/hycfpXp3giZpvCtrvbcULJ+AY4/Stc2px5IYiG+n+aNs7pQ5IYqGjuv80eT/ADxSfxI6H6EEV7bpt2L/AE22u16TRK+PTIryrxdY/YPEt2gXCSt5qe4bk/rkfhXa/D28+0eHjbng20rL+B+bP5k/lVZqlWw0Ky/q5WdRVfCU8RH+k/8Ag2Mj4lXu65s7FW+4plcfXgfyP51z3hW9+weJbKUkhWk8tsHs3HPtyD+FP8V3Z1DxPdshLhX8pBj+7xx+OfzqhqFlNpWpS2k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CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK2nf8g21/64p/IVZqtp3/ACDbX/rin8hVmnLdkx+FBRRRSKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==&quot; width=&quot;640&quot; /&gt; &lt;br /&gt;
&amp;nbsp;I have created this application after realizing its importance in dealing with nextgen sequence alignment viewer. Here are the few fixed libraries, you may find incredibly useful, so better install/download these in your local server.&lt;br /&gt;
&lt;br /&gt;
A large part of the application have been downloaded from mootools site. The following are the files I have downloaded from mootools site:&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;mootools-yui-compressed.js&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
From &lt;a href=&quot;http://code.google.com/p/joomla-scripts-optimized/downloads/detail?name=mootools-yui-compressed.js&amp;amp;can=2&amp;amp;q=%20&quot; target=&quot;_blank&quot;&gt;http://code.google.com/p/joomla-scripts-optimized/downloads/detail?name=mootools-yui-compressed.js&amp;amp;can=2&amp;amp;q= &lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;DemosMain.php from mootools web site:&amp;nbsp; (If you don&#39;t find it in the web site, the source is copy pasted below)&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li&gt;Style.php from mootools site (Source code is copy pasted below)&lt;/li&gt;
&lt;/ul&gt;
Then bundle up these 3 scripts into a directory say&amp;nbsp; textStyle.&lt;br /&gt;
&lt;br /&gt;
Now create a Php file and write functions that will print your object of interest Some like this:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;
&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;pre style=&quot;background-image: URL(https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQMb2AWsr1RzOYrB7D7qFx3saIC0M88sGuc6P2-0SnSqPRGbVBH6Smd8qzqBsEljy2M2WGosQTFS8GjsfitYbELpn-jl2nZtXOPshferKZYlwesVDy4L4htbwW-hqDkWJH4KrZBg/s320/codebg.gif); background: #f0f0f0; border: 1px dashed #CCCCCC; color: black; font-family: arial; font-size: 12px; height: auto; line-height: 20px; overflow: auto; padding: 0px; text-align: left; width: 99%;&quot;&gt;&lt;code style=&quot;color: black; word-wrap: normal;&quot;&gt; open FH, $fileName or die &quot;Can&#39;t open file for reading $! \n&quot;;  
 my $count=0;  
 my $start;  
 &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;amp;printHTMLcode;&lt;/span&gt;&lt;/b&gt;  
 print &quot;&amp;lt;body&amp;gt;&quot;;  
 print &quot;&amp;lt;pre&amp;gt;&quot;;  
 while(&amp;lt;FH&amp;gt;){  
     if(/(\d+)\t(\d+)\t(\S+)/){  
         if($count == 0){  
             if($genomeStart &amp;gt;= $2){  
            &lt;span style=&quot;background-color: yellow;&quot;&gt; print &quot;&amp;lt;div id=\&quot;&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;background-color: yellow; color: red;&quot;&gt;DemoItem2&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;\&quot;&amp;gt;&quot;;  
                 for(my $i=0; $i&amp;lt;=$genomeStart - $2; $i++){  
                     print &quot;&amp;amp;nbsp;&quot;;  
                 }  
             &lt;b style=&quot;color: red;&quot;&gt;&amp;amp;colorCode($genomeSeq);&lt;/b&gt;  &lt;/span&gt;
             print &quot;&amp;lt;/div&amp;gt;&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;&quot;;  
             $start = $2;  
             }  
             else{  
             print &quot;&amp;lt;div id=\&quot;DemoItem2\&quot;&amp;gt;&quot;;  
             &amp;amp;colorCode($genomeSeq);  
             $start = $genomeStart+1;  
             print &quot;&amp;lt;/div&amp;gt;&amp;lt;br&amp;gt;&amp;lt;br&amp;gt;&quot;;  
             }  
         }  
         for(my $i=0; $i&amp;lt;=($2-$start);$i++){  
             print &quot;&amp;amp;nbsp;&quot;;  
         }  
     &amp;amp;colorCode($3);  
     }  
 print &quot;\n&quot;;  
 $count++;  
 }  
 &lt;b&gt;&lt;span style=&quot;background-color: yellow;&quot;&gt;print &quot;&amp;lt;script src=\&quot;http://www.eumicrobedb.org/develop/textStyle/mootools-yui-c  
 ompressed.js\&quot; type=\&quot;text/javascript\&quot;&amp;gt;   \  
     &amp;lt;/script&amp;gt;                  \  
     &amp;lt;script src=\&quot;http://www.eumicrobedb.org/develop/textStyle/demosMain.php  
 \&quot; type=\&quot;text/javascript\&quot;&amp;gt;                     \  
     &amp;lt;/script&amp;gt;  &lt;/span&gt;&lt;/b&gt;                \  
 &quot;;  
 print &quot;&amp;lt;/pre&amp;gt;&quot;;  
 print &quot;&amp;lt;/body&amp;gt;&quot;;  
 close(FH);  
 }  
 sub printHTMLcode  
 {  
 print &quot;&amp;lt;html&amp;gt;&quot;;  
 print &quot;&amp;lt;head&amp;gt;&quot;;  
 print &quot;&amp;lt;link rel=\&quot;stylesheet\&quot; href=\&quot;http://www.eumicrobedb.org/develop/textSt  
 yle/style.php\&quot; type=\&quot;text/css\&quot; media=\&quot;screen\&quot;&amp;gt;&quot;;  
 print &quot;&amp;lt;style type=\&quot;text/css\&quot;&amp;gt;  
     #DemoItem2{  
         position: fixed;  
         top   : 10px;  
         left  : 6px;  
         width  : 200px;  
         height : 50px;  
     }  
     #DemoItem2{  
         top: 10px;  
     }  
     &amp;lt;/style&amp;gt;&quot;;  
 print &quot; &amp;lt;script text=\&quot;text/javascript\&quot;&amp;gt;  
         function loadDemo(){  
          var demoTwo = new ScrollSpy({  
                  min: 0,  
                  mode: &#39;horizontal&#39;,  
                  onEnter: function(position,enters) {  
                  },  
                  onLeave: function(position,leaves) {  
                  },  
                  onTick: function(position,state,enters,leaves)  
 {  
                 \$(\&quot;DemoItem2\&quot;).style.left = -position.x+ 6+\&quot;  
 px\&quot;;  
                  },  
                  container: window  
                 });  
         }  
     &amp;lt;/script&amp;gt;  
     &amp;lt;/head&amp;gt;  
     &amp;lt;body&amp;gt;  
 \n&quot;;  
 }  
&lt;/code&gt;&lt;/pre&gt;
I will explain now what all these means.&lt;br /&gt;
&lt;br /&gt;
The file it opens in the while loop is a data file that has sequence and their starting point info. So ignore that part.&lt;br /&gt;
&lt;br /&gt;
There is a function call to printHTML code (marked in red). This function is a style sheet text wrapped. You don&#39;t have to wrap it in a function, you could just write it on the top if you like. But it looks messy. Please note that inside printHTML code, I have defined demoItem2 div class that actually does the text/content to scroll down. The main text that scrolls down is within &amp;amp;colorcode function, that actually colors and prints the genome reference that is suppose to be static on the screen. &lt;br /&gt;
&lt;br /&gt;
In the end I am calling the moo tools js files(marked in yellow) that actually lets the content scroll horizontally.&lt;br /&gt;
&lt;br /&gt;
here are the source code for style.php and demomain.php, if you did not find it from the mootools:&lt;br /&gt;
&lt;br /&gt;
Source for style.php&lt;/div&gt;
&lt;pre style=&quot;background-image: URL(https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQMb2AWsr1RzOYrB7D7qFx3saIC0M88sGuc6P2-0SnSqPRGbVBH6Smd8qzqBsEljy2M2WGosQTFS8GjsfitYbELpn-jl2nZtXOPshferKZYlwesVDy4L4htbwW-hqDkWJH4KrZBg/s320/codebg.gif); background: #f0f0f0; border: 1px dashed #CCCCCC; color: black; font-family: arial; font-size: 12px; height: auto; line-height: 20px; overflow: auto; padding: 0px; text-align: left; width: 99%;&quot;&gt;&lt;code style=&quot;color: black; word-wrap: normal;&quot;&gt; &amp;lt;?php  
 print &quot;&amp;lt;br&amp;gt;  
 *{&amp;lt;br&amp;gt;  
     margin: 0px;&amp;lt;br&amp;gt;  
     padding: 0px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
     body, html{&amp;lt;br&amp;gt;  
         width: 100%;&amp;lt;br&amp;gt;  
         height: 100%;&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
     }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 body{&amp;lt;br&amp;gt;  
     font-family:Gill Sans,sans-serif;&amp;lt;br&amp;gt;  
     background: #2a2a2a;  &amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 #wrap{&amp;lt;br&amp;gt;  
     width: 100%;&amp;lt;br&amp;gt;  
     height: 100%;&amp;lt;br&amp;gt;  
     min-width: 1000px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 #head{&amp;lt;br&amp;gt;  
 height:156px;&amp;lt;br&amp;gt;  
 position:fixed;&amp;lt;br&amp;gt;  
 width:100%;&amp;lt;br&amp;gt;  
 top: 0px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 #main{&amp;lt;br&amp;gt;  
     padding-top:148px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 #logo{&amp;lt;br&amp;gt;  
     background-image:url(images/logo.png);&amp;lt;br&amp;gt;  
     background-position:0 0;&amp;lt;br&amp;gt;  
     height:108px;&amp;lt;br&amp;gt;  
     left:50px;&amp;lt;br&amp;gt;  
     position:absolute;&amp;lt;br&amp;gt;  
     top:26px;&amp;lt;br&amp;gt;  
     width:90px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 #return{&amp;lt;br&amp;gt;  
     color:#FAC500;&amp;lt;br&amp;gt;  
     font-size:13px;&amp;lt;br&amp;gt;  
     position:absolute;&amp;lt;br&amp;gt;  
     right:50px;&amp;lt;br&amp;gt;  
     text-decoration:none;&amp;lt;br&amp;gt;  
     top:122px;&amp;lt;br&amp;gt;  
 } &amp;lt;br&amp;gt;  
 #return:hover{&amp;lt;br&amp;gt;  
     color: #fff;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 img, a{&amp;lt;br&amp;gt;  
     outline: none;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 h1{&amp;lt;br&amp;gt;  
     color:#FFFFFF;&amp;lt;br&amp;gt;  
     font-family:Helvetica,\&quot;Helvetica Neue\&quot;,Arial,sans-serif;&amp;lt;br&amp;gt;  
     font-size:18px;&amp;lt;br&amp;gt;  
     font-weight:normal;&amp;lt;br&amp;gt;  
     letter-spacing:-1px;&amp;lt;br&amp;gt;  
     position:absolute;&amp;lt;br&amp;gt;  
     right:50px;&amp;lt;br&amp;gt;  
     text-shadow:2px 2px 0 #111111;&amp;lt;br&amp;gt;  
     top:95px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .hr{&amp;lt;br&amp;gt;  
     border-top:1px dashed #555555;&amp;lt;br&amp;gt;  
     height:1px;&amp;lt;br&amp;gt;  
     position:absolute;&amp;lt;br&amp;gt;  
     top:153px;&amp;lt;br&amp;gt;  
     width:100%;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .TabHolder{&amp;lt;br&amp;gt;  
     height: 26px;&amp;lt;br&amp;gt;  
     width: auto;&amp;lt;br&amp;gt;  
     position: fixed;&amp;lt;br&amp;gt;  
     z-index: 100000;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .leftTab, .rightTab{&amp;lt;br&amp;gt;  
     display: inline-block;&amp;lt;br&amp;gt;  
     width: 17px;&amp;lt;br&amp;gt;  
     background-image: url(\&quot;images/leftTabDarker.png\&quot;);&amp;lt;br&amp;gt;  
     height: 26px;&amp;lt;br&amp;gt;  
     margin: 0px;&amp;lt;br&amp;gt;  
     float: left;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .rightTab{&amp;lt;br&amp;gt;  
         background-image: url(\&quot;images/rightTabDarker.png\&quot;);&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .midTab{&amp;lt;br&amp;gt;  
     display: inline-block;&amp;lt;br&amp;gt;  
     width: 17px;&amp;lt;br&amp;gt;  
     background-image: url(\&quot;images/midTabDarker.png\&quot;);&amp;lt;br&amp;gt;  
     height: 26px;&amp;lt;br&amp;gt;  
     margin: 0px;&amp;lt;br&amp;gt;  
     min-width: 200px;&amp;lt;br&amp;gt;  
     width: auto;&amp;lt;br&amp;gt;  
     float: left;&amp;lt;br&amp;gt;  
     font-size: 11px;&amp;lt;br&amp;gt;  
     font-family: &#39;Lucida Sans Unicode&#39;, &#39;Lucida Grande&#39;, sans-serif;&amp;lt;br&amp;gt;  
     line-height: 23px;&amp;lt;br&amp;gt;  
     text-shadow: 1px 1px 0px #fff;&amp;lt;br&amp;gt;  
     padding: 0px 2px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .midTab .midTabcol{&amp;lt;br&amp;gt;  
     text-decoration: none;&amp;lt;br&amp;gt;  
     color: #444;&amp;lt;br&amp;gt;  
     border-right: 1px solid #999;&amp;lt;br&amp;gt;  
     border-left: 1px solid #fff;&amp;lt;br&amp;gt;  
     padding: 0px 10px;&amp;lt;br&amp;gt;  
     display: inline-block;&amp;lt;br&amp;gt;  
     line-height: 12px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .midTab .midTabcol:first-child{&amp;lt;br&amp;gt;  
     border-left: 0px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .midTab .midTabcol:last-child, .midTab .lastmidTabcol{&amp;lt;br&amp;gt;  
     border-right: 0px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .midTab a:hover{&amp;lt;br&amp;gt;  
      color: #111;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .midTab a:focus{&amp;lt;br&amp;gt;  
      position: relative;&amp;lt;br&amp;gt;  
      top: 1px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 .goodBrowsers{&amp;lt;br&amp;gt;  
         display:inline-block;&amp;lt;br&amp;gt;  
         position: relative;&amp;lt;br&amp;gt;  
         top: 3px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 #footerTab{&amp;lt;br&amp;gt;  
     bottom: 0px;&amp;lt;br&amp;gt;  
     right: 100px;&amp;lt;br&amp;gt;  
     bottom: -27px;&amp;lt;br&amp;gt;  
 }&amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 &amp;lt;br&amp;gt;  
 &quot;;  
 ?&amp;gt;&amp;nbsp;&lt;/code&gt;&lt;/pre&gt;
&lt;pre style=&quot;background: none repeat scroll 0% 0% rgb(240, 240, 240); border: 1px dashed rgb(204, 204, 204); color: black; font-family: arial; font-size: 12px; height: auto; line-height: 20px; overflow: auto; padding: 0px; text-align: left; width: 99%;&quot;&gt;&lt;code style=&quot;color: black; word-wrap: normal;&quot;&gt;&amp;nbsp;&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;
Source code for DemosMain.php

&lt;br /&gt;
&lt;pre style=&quot;background-image: URL(https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQMb2AWsr1RzOYrB7D7qFx3saIC0M88sGuc6P2-0SnSqPRGbVBH6Smd8qzqBsEljy2M2WGosQTFS8GjsfitYbELpn-jl2nZtXOPshferKZYlwesVDy4L4htbwW-hqDkWJH4KrZBg/s320/codebg.gif); background: #f0f0f0; border: 1px dashed #CCCCCC; color: black; font-family: arial; font-size: 12px; height: auto; line-height: 20px; overflow: auto; padding: 0px; text-align: left; width: 99%;&quot;&gt;&lt;code style=&quot;color: black; word-wrap: normal;&quot;&gt; var Page = {  
     initialize: function() {  
          // nice one David Walsh  
          var ss = new ScrollSpy({  
                  min: 0,  
                  mode: &#39;vertical&#39;,  
                  onEnter: function(position,enters) {  
                  },  
                  onLeave: function(position,leaves) {  
                  },  
                  onTick: function(position,state,enters,leaves)  
 {  
                     $(&quot;head&quot;).style.top = -position.y+&quot;px&quot;;  
                  },  
                  container: window  
                 });  
                 if($(&quot;footerTab&quot;)){  
                     $(&quot;footerTab&quot;).set(&#39;morph&#39;, {  
                     duration: 500,  
                     transition: &#39;Sine:out&#39;  
                 });  
                     setTimeout(function(){  
                             $(&quot;footerTab&quot;).morph({  
                     &#39;bottom&#39;: [&#39;-27px&#39;,&#39;0px&#39;]  
                     });  
                     },750);  
                 }  
                 loadDemo();  
     }  
  }  
  window.addEvent(&quot;domready&quot;, Page.initialize);  
 var ScrollSpy = new Class({  
     /* implements */  
     Implements: [Options,Events],  
     /* options */  
     options: {  
         min: 0,  
         mode: &#39;vertical&#39;,  
         max: 0,  
         container: window,  
         onEnter: $empty,  
         onLeave: $empty,  
         onTick: $empty  
     },  
     /* initialization */  
     initialize: function(options) {  
         /* set options */  
         this.setOptions(options);  
         this.container = $(this.options.container);  
         this.enters = this.leaves = 0;  
         this.max = this.options.max;  
         /* fix max */  
         if(this.max == 0)  
         {  
             var ss = this.container.getScrollSize();  
             this.max = this.options.mode == &#39;vertical&#39; ? ss.y : ss.x  
 ;  
         }  
         /* make it happen */  
         this.addListener();  
     },  
     /* a method that does whatever you want */  
     addListener: function() {  
         /* state trackers */  
         this.inside = false;  
         this.container.addEvent(&#39;scroll&#39;,function() {  
             /* if it has reached the level */  
             var position = this.container.getScroll();  
             var xy = this.options.mode == &#39;vertical&#39; ? position.y :  
 position.x;  
             /* if we reach the minimum and are still below the max..  
 . */  
             if(xy &amp;gt;= this.options.min &amp;amp;&amp;amp; xy &amp;lt;= this.max) {  
                     /* trigger Enter event if necessary */  
                     if(!this.inside) {  
                         /* record as inside */  
                         this.inside = true;  
                         this.enters++;  
                         /* fire enter event */  
                         this.fireEvent(&#39;enter&#39;,[position  
 ,this.enters]);  
                     }  
                     /* trigger the &quot;tick&quot;, always */  
                     this.fireEvent(&#39;tick&#39;,[position,this.ins  
 ide,this.enters,this.leaves]);  
             }  
             else {  
                 /* trigger leave */  
                 if(this.inside)  
                 {  
                     this.inside = false;  
                     this.leaves++;  
                     this.fireEvent(&#39;leave&#39;,[position,this.le  
 aves]);  
                 }  
             }  
         }.bind(this));  
     }  
 });  
&lt;/code&gt;&lt;/pre&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/7529092212427950588/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/7529092212427950588' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7529092212427950588'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/7529092212427950588'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/04/how-to-code-position-fixed-content-on.html' title='How to code position fixed content on a browser.'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-28219072.post-2611639907066432739</id><published>2012-04-17T08:58:00.001-07:00</published><updated>2012-04-17T08:58:14.579-07:00</updated><title type='text'>Making 300 dpi images from powerpoint slides</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
Publication quality images are usually high resolution images with 300 dpi density. For those using screen shots, copy pasting images on powerpoint slides and later saving them into JPEG or any other file format, usually get the image saved as a 96 dpi. I use gimp(GNU Image manipulating program) as an image editing software for my papers. Gimp has options to increase the resolution. You can go to file -&amp;gt; open -&amp;gt; &amp;lt;your image&amp;gt;&lt;br /&gt;
&lt;br /&gt;
Once the image file opened, &amp;nbsp; go to Image and select scaleImage. Change resolution with more pixel density and then say &#39;scale&#39;. Finally save the image. Now you will notice, the image file is bigger with more pixel density, but it has not made the image any clearer. When you open the file, you may see unwanted black dots here and there, making the image looks more messy. There is a very cool way to this by editing the windows registry. NOTE: before you start doing this, make sure, you have windows service pack-2 installed.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
For that open a command line option in windows something like this:&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;479&quot; 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pr6yapwJ2mM1NQpLOVvBvXyV2RssXUbTd7YvS5lYht9x/Icjhs77LcreydFSGqqW7sT1TlopJdqG0unwZlM91juV1WdeDaRm8qd5BfCTs8Ns2O299LHHFLQzwtjcxuipx5E4TNrJjGz+1XvJnqyOSnjar2x76+qglhUG0/hlbv6+JWClLDO2U1kuTWb9DC2XbZLFm9zktSUNbaa9nq09Y3dc9O46ZK9kUayPdo1qaqqr1Hz5jbaPaNtst2c2GNsVrt8SxOkcm4+R37J1PbJXT23Zje6uBdJWUyq1fnQrtF4UVNLtNaeLsWoJVK+7TyuiE5F4Q2P2jIpbUyyXWthhmSKWrhZrE1ddOKnRblllmoMUdkz6pH0SRI9N1dVXhy9pzfZXY6aTYXUSzU7HSV9I+eR6oiqrt1TjFru9fWYTi+Mve59PUXR0T95ebUcabuSboQ+NYfJ6vw4cxCMqn7y3ZvJW6q7XnY7lg23qxZLkUVnktFytvToqw1FUzdjf7F7zsEb2uaiouqLyOB+E7bYLbs0s09ExsMtHVwsjc1qIumvah2LFKiSrxahqXL6bqdrlXv3UE8O7c192TT6q10/EzTleEnpNXS5NakM2o7YbNg9zhty26tutU9u86OkbvK1O8kGzzPbTmmPNvFG2SmREcssE/B8enact2Aw+Xc/yq917Gyy09U+CNXIi6N9ikJv8AdKvFsy2jQ2925GsSbjU4I3e5mUMSppSXaccS6N6LqravgbypTc5JK2BpPqna/jdnSrr4Q2PUGQvtjbHdKiGKZIX1kbNYWrrpzOyWuvprlQxVlHK2SGVurXIuupx3CcfpP+j9VK+CNHVdC+oeqt1XfVqrrqZXgn1s1Tsvgine5/QzPaiquvWbqmu3B/FGz89V4Mxk5WVRZK7VuVtLdGjsSFeBoc2uF4tlilqrHbm3Csb6sKu01OR43tpyiHM7dYM1xemtTbg7cgkim3+PeZQ7dTdrUtNYI4uH5HeNU48SF5rtDtGKZLaLHcI5nVF0duwqxOCL3mg2t7U5sYr4LDjVqW9ZBP6TKNNUTc7dUONZzll8yDathNPlFj8j18cuqxc04qnWKK3tWCWjbXksy6UYp4vlb9MvPhzPrRJWdCki8G6a8Tj2bbfrDjuQz2mKy3O5dA5Gzz0zN5kftU6BnNTLQ4FdKuJdHxUT3N06l3Tmfg82mCs2W11yq4Y3zXJZHSuciKq6alZSknOfCCv356eV34FYL91Cb1k7d3ZvfzyOpUGVWutxdMhpZOkpnRdJuovpez2nMKPwirE6/wAVtuGPXi3wSSbiVc0ekXPtMHwU1SrsV8tNYiTQ09yfuI5eXd/I2fhOJaa3DI8UYyJblWyM8ViY1N5NHc00NKqVOvFaxk42XGz18iKadnCpk43u+GR2OiqYauljqYHo+KRqOY5F5opAdqu1ez4FLT0s9FV3Grn1VsFK3eciEiwCgqLRhdroKhyvkgpWtcq89UQ5Bswjkv23bJ62ta2XybL0cO/x0T2EVIN1nThok2+5f5Ig5Kg6rV2rersdL2YbRLPnlokr6SKaimjcqS01SmkjNOtUIblnhA2CwZDPaY7JdK9tO/cmqKdm9GxddOKkCzOvmxbbNlkluXo2PtavRjU4NcreehNtiFmgn2O1ddUwRvluUUksrnJqqropWcm4OvFZKKducr2a7ks7+Bq6e7nhlneSS7mrp9/Du6nXbDeKS92uG5UEzZIJWo5F15aoi6L7zW7QcvtmGWGa73NXOYz1Y2es9exDmHgj1k8uHXGhlfvsgrpEYruaJryMXbesl12x4pjsqb9HMnSPYq8FVFL7RR/fRp03lJry1bM6SaU8esMV+9cumliT7NNtdlzO+SWhbTcLTOjN6Pxxu6kvHqM3aptbtGB1lPRS0FZdKuZFXoKRu85E7VIT4R1Olsv+F3GkakMzKxrFViabzdO4sbD3vybajkV8uEbZX0j+hj3kRd1F1CW9s4q1sV/D4f8Ay4ialTW8krpqLS/3PC/J5o6pswz6051aPKFBFNSy7ypJTT8JGKnahJ7tXRW22T102qxQRq9+nPRDguGOfaPChv8AQ067tPNTo7o04NRV4qunznbsvpJrhjNxo6duss1O+NidqqhTaG1RVSnxV/wJhBwrulUejXk816HGKTwmbPcKh7Lbh9/rYmyrEs0UWrVVF0XqO44/cEutoprgkEkCTsR/RyJ6Te5T5ZwLKtoOxyzNtuUYMxtibVPdJXt4q1rl5rofRNZnmPUeDxZY6ralumjR8TvhLpwQ1qKnTpucXdLK/hx/AiUXvsK5u3VIlYVUa1XKuiJzU4XYdqO0+93eF9Bs8R1kll0bVueqLua89DrmRVM8OJ11Vu9HMyke/TXkqNUyqNwpubEbOeBHNc926WHFMgmtEdnud1lhRFmkpWbzWe0nllzSw3LF6fIUrI4KKViOVZXaKxdPVXvOXeDLbY7piF1vVbCyWor5ZGPc7jqiKabwe7ZRXtcuxi8Q+N0EVyerI3Loic+BfdyUZQfxqKl4/eXcuBFSOFyna0YycX1zsn4tO50jBtreNZdmlfjNoSeWai9aZU9B3sOjomiJxPm3ZNarfZPCOyS2WqnbT0kbE3WJ1cj6Q3tGJz5FpqLpQmuKuJJxrTg3pb1V/Qge1badaMBip0qqSpuFVO773T0yavU9bKtpdoz6imlpaaot9RA9UfTVSbr079DneLsffvCTvi1rElbak+8o7ijfm95ptoNXLjO3m4VVvXo0ltDpFY1NE3tOZnSdoLH95Nrp8q8efA0qUpuUowyw2bvxTtfyuia51t8sWM5FNaIrPcrosC6TTUrNWs9qnTsWv9Bkdmp7pbpUfFMxHaa8Wqqcl7zkXg52uKv2e192rII5J7m5/Svc1F15ljwTamaOmyO2ufvxwXF6RovUmq8ENKdNxUqdT4oxT8XqvAyq4knNKyjJxfPo/GzTOu5tk9uxOwVF4ublSKFuu43i53ciHP8AZ5tyseW39LRJaLjaZHsV8UlW3dZJ7DReEVJNX7QMRx53pUtZNrIxV0RdFLXhM0TbZa8TrqVjIJaevjj1YmmrewyoPSVT4XLCu7i/Bm06Mm1Thq4uS8OHoyebU9qlnwFaaGooqq41c+qsp6Vu88y9le0a1Z/bX1NHT1FDURvVJKapTSRqJ16HLdk8smVbabvcq+Nsq29jGxb3FE9HsLlE91n8K2ogpV3Iaqh1exOCa6dhpRpttQqayUn3WeS8VmzOom4zcPuqL700m/HNW6H0DNMyngdJIqI1uqqqqcXvXhD2e13x9BVY1eUp2S7jqxI/vSceeunI7PPBHUQLDMxHsdzTtOebcKixW3ZxX2yqigY+uidBTxo1Fcr15HPObg8T0ulbmaQiqnZ5/q5Osfu1FerZBcrfM2amnajmOTkqGwQ5Vshtl6xLYxR09PSrV18USujge7Tr5EUj215lZshoqPMsRpbbRVlR0DJo6hHO1VezU6pwW/lRjqjng5btTef6/I+gHqiN1Xkcl2k7b7Hh18daG2m43aojbvS+KN3kYnedLuNUi2Opqol/3D3tX5lOI+DLSNvFPfb7WxMlnqKqSFXPRF1T5zneNylbSKu+/gvHia9lUd5rdpefHw4HVsSzSz5FibMhppOig6JZJWScHR6JqqL3nOIfCJx+TJGWtbLdG0r6joUr1j+8666a69hyCqvFbj9rzu10cq9E+5pE1Pgoq6aJ2HX8ix2kpfBuqYWQRsVlCk7XI1NUcvHXX5zadk3Vt2Fht1xLteRZUZxkqE85SbV+VtH43VzstJNDVUzKiCVJInpq1zV4KikO2p7RrRgNFDPWwT1s8z92Knp03pHfMYPg6V09bsmtDp378kcKM3l69CCsY+/+E3V0dU1JYLbCkkTXcUaq6cROm9+qMXZZtvovx0MoSe5nVkruPDg3dR/z4E+2VbU7PnrKhkNHVWyqgdo6mqk3XqmmuqGl2hbdLFiWQSWdlouN1miTWZ1IzeSNO8he1SZ+Pbe6Kuo9I+mtsjnsamiKqIvE3Xg00Md0x6836uhZLPXzSMe5yb3BF7yi/eRVWKySu1zd/h6ZZ38DSVOVKVpZptW7mnZ990zrWF5JbsssNPd7c9ejmYiuYq+kxexe8u5Zf6DG7HU3e4ybkMDFcqJzXuQ4x4LtRJT5LmFp33Ogjr3LGir6qaqmiGX4UFTPLcsVsjVVYK6r3JmouiKmqf5k103OEaX38NuievkRShJTnCebje/hmbLBdvViyfI47O+z3K2dMn3moqWbrJOPUpJtqm0y0YFS076qnqK+oqHaR09M3V6/MQLwlrXDbdn1iqKNjIJaOrhjjcxNFROHZ7DTbPZ5cs23zy17EkbbaSNYUcmqIqonHQsob1qMcrN3/wBqV0+95K3Up2oQdZq6ccSXW6TXcrrqdV2U7T7Rn1NMtPSVNuqoXq11NVJpJy56E3ndHFE6WWRGMaiqqqvLgfP99c6z+FTbVpUSNlXRffI2poiqqL1HSdvFxqLZsrvFbTu3ZGxJoqd6oZ1ZfuIVoLOS063tb8TWFGX2jcyetmu6X5ZkQuvhDY9Q5G+1R2S61MEcyQvrY4/vTV101Vew6Rfsxs1oxSTJJpkko2x77dxdVf3Ic1w7H6Zng91SSU8e9VUL6l7tEVd/TXXX5jkFpuldc8ZwnGJnulgnq3NkRV9ZEcXlTedCPxJxXg9X4Z29SkE5LeW7N5ZcbpOy7nZnb8A27WLKsibZ5LTcbWsjN6GWqbutk7NDrm9wRdU001OA+FDQQ23EsbrKRjYJqatija5iaKreHBVQ7Raah9RjcFS71nUyLr/+ETcdy6keDkvLTz4lWpKUb6TWX4/4IJtN202bCbuy1LbK67VKsV720jd7dTvJZs5zS2ZtYIbtb0fEr09OCTg+NexUOT+DjTeW7/k99uEbJZkqn06K5N70ePDiW9iT5Ldt0za1RO0pum3ms6m8SaUH8E/iccXc+XdYtWjKONr7krP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&amp;nbsp;Then from the left menu, click on HKEY_CURRENT_USER -&amp;gt; Software -&amp;gt; microsoft -&amp;gt; office -&amp;gt; 12.0 -&amp;gt; powerpoint -&amp;gt; options . At this stage there will be some binary values already on the right pane. Then go to Edit -&amp;gt; new -&amp;gt; DWORD (32 bit value) and type in any name such as ExportBitMapResolution. Once created, this will appear on your right hand side binary lists. Then click on the ExportBitMatResolution and then set the value as 300 and select decimal. Then come out of it.&lt;br /&gt;
&lt;br /&gt;
Now whenever you try to save an image from a powerpoint slide, it will by default save it as 300 dpi&lt;br /&gt;
as against 96 dpi.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;480&quot; 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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://genomics-array.blogspot.com/feeds/2611639907066432739/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/28219072/2611639907066432739' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/2611639907066432739'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/28219072/posts/default/2611639907066432739'/><link rel='alternate' type='text/html' href='http://genomics-array.blogspot.com/2012/04/making-300-dpi-images-from-powerpoint.html' title='Making 300 dpi images from powerpoint slides'/><author><name>Sucheta Tripathy PI @ Computational Genomics Group at IICB, Kolkata</name><uri>http://www.blogger.com/profile/17433426304045795341</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='33' height='14' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAz_10N9BzkKMl1VqxrPicju5zagNIXx_zBztzRNWJBFZ2eHKtLFfxWahFWqFNXlWm1ieYaAN-sIqpzll32CfPPsDKHYeavZHyPyQhy_DzPgGs-9mhQpgoTgUKzUcKVs/s220/lab-pic.jpg'/></author><thr:total>0</thr:total></entry></feed>