tag:blogger.com,1999:blog-18772933932717399042024-03-13T10:40:45.182-04:00jamimmunologyMy thoughts on immunology, T-cell receptors, next-generation sequencing, molecular biology, and anything else that takes my fancy.Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.comBlogger73125tag:blogger.com,1999:blog-1877293393271739904.post-11140733936691779502019-01-08T22:31:00.000-05:002019-01-08T22:31:33.063-05:003D printing lab ware
<br />
<div style="line-height: 100%; margin-bottom: 0.06in;">
I’ve been
interesting in 3D printing and its application in the lab <a href="https://jamimmunology.blogspot.com/2012/11/3d-print-lab-combs.html">for
a while now</a>. I’ve argued <a href="https://www.reddit.com/r/labrats/comments/8xqfx3/tips_for_building_and_maintaining_a_lab_on_a/e24vspd/">elsewhere
online</a> about how I think that a 3D printer is a smart move for
any lab or department, offering a handy way to easily produce a wide
array of custom lab equipment. I’ve also posted on this blog in the
past about my own use of 3D printing to make <a href="https://jamimmunology.blogspot.com/2014/01/3d-printing-t-cell-receptors-the-pictures.html">immune
molecules</a> and my first custom plasticware – an <a href="https://jamimmunology.blogspot.com/2018/07/3d-printed-15-to-50-ml-tube-rotator.html">adapter
to allow 50 ml conical use with a 15 ml tube rotater</a>.
</div>
<div style="line-height: 100%; margin-bottom: 0.06in;">
However I’m
lucky enough to be in a lab with a PI who also sees the potential of
3D printers for a biology lab – so he bought one! This has given me
more leeway to play around designing labware, as I can squeeze prints
and measurements to refine models in between experiments.</div>
<div style="line-height: 100%; margin-bottom: 0.06in;">
I thought I’d
start simply with the basics; tube racks. Or more specifically, tube
holders which can be easily configured in different arrangements into
racks (e.g. using something like <a href="https://www.tinkercad.com/">Tinkercad</a>,
which I used to make the models). So far I’ve made holders for
(micro-) centrifuge tubes of the three tube sizes most important to a
wet lab biologist: <a href="https://www.thingiverse.com/thing:3325712">1.5</a>
(2), <a href="https://www.thingiverse.com/thing:3324299">15</a>, and
<a href="https://www.thingiverse.com/thing:3324289">50</a> ml.</div>
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<a href="https://4.bp.blogspot.com/-sQA61ylgiLQ/XDVpeHbTMCI/AAAAAAAABdk/gIDXb0lpmzAiZZvY0Y7zOWbSv3aWHpIFACLcBGAs/s1600/Selection_008.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="664" data-original-width="1110" height="191" src="https://4.bp.blogspot.com/-sQA61ylgiLQ/XDVpeHbTMCI/AAAAAAAABdk/gIDXb0lpmzAiZZvY0Y7zOWbSv3aWHpIFACLcBGAs/s320/Selection_008.jpg" width="320" /></a></div>
<div style="line-height: 100%; margin-bottom: 0.06in;">
</div>
<div style="line-height: 100%; margin-bottom: 0.06in;">
All of these STL
models are freely available on <a href="https://www.thingiverse.com/jamimmunology/designs">my
Thingiverse page</a>, as are the few larger racks I’ve made and
tested out, along with a few other bits and bobs. I encourage
those of you out there with printers to try them out - please let me know if you do. </div>
<div style="line-height: 100%; margin-bottom: 0.06in;">
More
importantly, I’d invite everyone to think about what tasks in the
lab could be made easier, quicker, or even possible, through the
addition of pieces of plasticware that don’t currently exist. Think
about them, then find someone with a printer and have a chat about
making them real! </div>
<div style="line-height: 100%; margin-bottom: 0.06in;">
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<br />
</div>
<style type="text/css">p { margin-bottom: 0.1in; line-height: 120%; }a:link { }</style>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com1tag:blogger.com,1999:blog-1877293393271739904.post-89282355045249715292018-11-10T17:48:00.000-05:002018-11-10T17:48:15.898-05:00Making coding T cell receptor sequences from V-J-CDR3 <div style="line-height: 100%; margin-bottom: 0in;">
If, like me, you
work on T cell receptors, occasionally you’re probably going to want to
express a particular TCR in cells. However you're not always going to have the
sequence, at either nucleotide or protein sequence level.
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
Not a problem, you
can sort this out. You can look up all the relevant germline
sequences from IMGT, trim away all the non-used bits, add in
the non-templated stuff, then manually stitch it all together and
have a look to see if it still makes what you were expecting. You <i>can</i><span style="font-style: normal;">
do all that... or you can just use the code I wrote.</span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-style: normal;"><a href="https://github.com/JamieHeather/stitchr">StiTChR</a>
does it all: give it a V gene, a J gene, and a CDR3 amino acid sequence and it'll look up,
trim and stitch together all the relevant TCR nucleotide sequences
for you, back-translating the non-templated region using the most frequent codon per residue. It also translates it all, and will run a quick rudimentary
alignment against a known partial protein sequence if you have one for a visual confirmation that it's made the right thing.</span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<span style="font-style: normal;">You
can then take the alpha/beta TCR sequences it generates, bang them
into an expression vector (typically split by a T2A sequence or
something) and transduce your cells of interest. </span></div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0in;">
I wrote this code to
save me a bit of time in future, but hopefully it can do the same for
some of you!</div>
<div style="line-height: 100%; margin-bottom: 0in;">
<br />
</div>
<style type="text/css">p { margin-bottom: 0.1in; line-height: 120%; }a:link { }</style>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-11953077785398749762018-09-04T23:47:00.000-04:002018-09-04T23:47:34.538-04:00The problem with Adaptive TCR data
<div class="western" style="margin-bottom: 0.1in;">
<span lang="en-GB">I</span><span lang="en-GB">'</span><span lang="en-GB">m
a big </span><span lang="en-GB">proponent</span><span lang="en-GB">
of DIY TCR (and BCR) sequencing. It's the best way to be able to
vouch that every step in the process has been done correctly; you are
able to QC and query whatever steps you wish; it's typically more
customisable to your specific hypotheses and research questions, and;
it's invariably cheaper. What's more, there's lots of great labs
making and publishing such pipelines (including the one </span><span style="color: navy;"><u><a class="western" href="https://doi.org/10.3389/fimmu.2017.01267"><span lang="en-GB">I
helped develop back in London</span></a></u></span><span lang="en-GB">),
so you don't even need to go to the effort of making one yourself.</span></div>
<div class="western" style="margin-bottom: 0.1in;">
However there are a
number of situations in which you might instead choose to outsource
this task to a commercial supplier. The greater cost and loss of
flexibility can be replaced with scalability, reduced hands on time,
third party guarantees, and avoid the need to build capacity for
sequencing and data processing in house, which brings its own savings
and time benefits.</div>
<div class="western" style="margin-bottom: 0.1in;">
Without even needing
to check I can confidently say that Adaptive Biotech are foremost
among the companies offering this as a service. As part of a few
different projects I've recently been getting my feet wet analysing
some large datasets produced from Adaptive, including both publicly
available projects of theirs (accessed via their immunoSEQ portal)
and data from samples that we've sent to them.</div>
<div class="western" style="margin-bottom: 0.1in;">
Generally speaking,
I'm pretty happy with both the service and the data we've received. I
love how they make a lot of their own data publicly accessible, and
the frequency with which they publish cool and important papers. I
like how they are making RepSeq available to labs that might
otherwise not be able to leverage this powerful technology (at least
those as can afford it). In almost every sense, it's a company that I
am generally pretty in favour of.</div>
<div class="western" style="margin-bottom: 0.1in;">
However, in designing
their analyses Adaptive have taken one massive liberty, which (while
I'm sure was undertaken with the best of intentions) stands to cause
any number of problems, frustrations, and potential disasters - both
to their customers and the field at large. </div>
<div class="western" style="margin-bottom: 0.1in;">
What is this heinous
crime, this terrible sin they've committed? Could they be harvesting
private data, releasing CDR3 sequences with coded messages, pooling
all of our adaptive repertoire data in some bizarre arcane ritual?
No. Instead they tried to make the TCR gene naming system make a
little bit more sense (cue dramatic thunder sound effects).</div>
<div class="western" style="margin-bottom: 0.1in;">
<span lang="en-GB">It's
a crime as old as biology, one particularly prevalent in immunology:
you don't like the current gene naming system, so what do you do?
</span><span lang="en-GB"><i>Start a new one! A better, shinier one,
with new features and definitely no downsides - it'll be so good it
</i></span><span lang="en-GB"><i>could</i></span><span lang="en-GB"><i>
even become the </i></span><span style="color: navy;"><u><a class="western" href="https://xkcd.com/927/"><span lang="en-GB"><i>new
standard</i></span></a></u></span><span lang="en-GB"><i>!*</i></span></div>
<div class="western" style="margin-bottom: 0.1in;">
I know exactly why
they did it too; when I worked on our own TCR analysis software and
results in my PhD, I encountered the same problems. The TCR names are
bothersome from a computing perspective. They don't sort right -
either alphabetically or chromosomally. They don't contain the same
number of characters as each other, so they don't line up nice on an
axis. They're generally just a bit disordered, which can be
confusing. They're precisely not what a software engineer would
design.</div>
<div class="western" style="margin-bottom: 0.1in;">
Adaptive's solution
is however a classic engineering one. Here's a problem, let's fix it.
'TR' is almost 'TCR' but not quite – that's confusing, so let's
just chuck a 'C' in there and make it explicit. Some V/J genes have
extra hyphenated numbers – so let's give all of them hyphenated
numbers. And hey, some gene groups have more then ten members –
let's add leading zeros so they all sort nice and alphabetically.
We'll take those annoying seemingly arbitrary special cases, and
bring them all into a nice consistent system. Bing bang bosh, problem
solved. </div>
<div class="western" style="margin-bottom: 0.1in;">
This is all very well
and good until you realise that this isn't about making something
perfect, neat and orderly; we're talking about describing <i>biology</i>
here, where complexity, redundancy and just plain messiness are par
for the course. Having a bunch of edge cases that don't fit the rule
basically is the rule!</div>
<div class="western" style="margin-bottom: 0.1in;">
<span lang="en-GB">Let's
look at some examples, maybe starting at the beginning of the beta
locus with the V gene </span><span lang="en-GB">that the rest of
knows as </span><span style="color: navy;"><u><a class="western" href="http://www.imgt.org/genedb/multipleEntries.action;jsessionid=78CC50849D3936C1A67FFA6CA9871E54"><span lang="en-GB"><b>TRBV1</b></span></a></u></span><span lang="en-GB">.
If you go looking for this in your Adaptive data (at least if you
export it from their website as I did) then you might not find it
straight away; instead, it goes by the name </span><span lang="en-GB"><b>TCRBV01-01</b></span><span lang="en-GB">.
Similarly TRBV15 becomes TCRBV15-01, TRBV27 →</span><span lang="en-GB">
</span><span lang="en-GB">TCRBV27-01, and so on.</span></div>
<div class="western" style="margin-bottom: 0.1in;">
<span lang="en-GB">Sure,
the names all </span><span lang="en-GB">look prettier </span><span lang="en-GB">now,
but this approach is deeply problematic for a bunch of reasons. With
respect to these specific examples, the hyphenated numbers aren't
just applied to genes randomly, it denotes those genes who are part
of a subgroup containing more than one gene (meaning they </span><span style="color: navy;"><u><a class="western" href="https://doi.org/10.1093/bioinformatics/15.12.1047"><span lang="en-GB">share
more than 75% nucleotide identity in the germline</span></a></u></span><span lang="en-GB">).
</span><span lang="en-GB">You can argue </span><span lang="en-GB">this
is an arbitrary threshold, but </span><span lang="en-GB">it is still
nevertheless useful</span><span lang="en-GB">; it allows a quick
shorthand to roughly infer both evolutionary divergence times and
current similarity, </span><span lang="en-GB">within that threshold</span><span lang="en-GB">.
Adding hypenated numbers to all genes washes out one of the few bits
of information you could </span><span lang="en-GB">actually </span><span lang="en-GB">glean
about a TCR or BCR gene just by looking at the name (along with
approximate chromosomal position and potential degree of
polymorphism, going off the allele number when present). </span><span lang="en-GB">Which
genes fall in subgroups with multiple members also differs between
species, which adds another extra level of usefulness to the current
setup; appending '-XX' to all genes like Adaptive makes it easier to
become confused or make mistakes when comparing repertoires or loci
of different organisms.</span></div>
<div class="western" style="margin-bottom: 0.1in;">
<span lang="en-GB">The
more important reason however has nothing to do with what </span><span lang="en-GB">incidental
</span><span lang="en-GB">utility is lost or gained; the fact of the
matter is that these genes have </span><span lang="en-GB"><i>already
been named</i></span><span lang="en-GB">! When it comes to asking
what the corresponding gene symbol for a particular V, D or J
sequence is, there is a correct answer. It has been agreed upon for
years, internationally recognised and codified. People sat around </span><span style="color: navy;"><u><a class="western" href="https://www.genenames.org/about/guidelines"><span lang="en-GB">in
a committee</span></a></u></span><span lang="en-GB"> and decided it.
</span></div>
<div class="western" style="margin-bottom: 0.1in;">
Whether you like it
or not, HUGO and IMGT between them have got this covered, and we
should all be using the agreed upon names. To do otherwise is to
invite confusion, ambiguity and inaccuracies, weakening the utility
of published reports and shared data. Gene name standardisation is
hardly sexy, but it <i>is</i> important.
</div>
<div class="western" style="margin-bottom: 0.1in;">
Admittedly Adaptive
are not the only people guilty of ignoring the standardised gene
names IMGT has gone to the trouble to lay out. Even now I still come
across new papers where authors use old TCR gene nomenclatures (I'm
looking at <i>you</i> flow cytometrists!). I would however argue that
it's especially troubling when Adaptive does it, as they are the data
producers for large numbers of customers, and are quite possible the
first entry point into RepSeq for many of those. This means that mean
a large body of data is being generated in the field with the wrong
IDs. This in turns risks a whole host of errors during the necessary
conversion to the correct format for publication or comparison with
other datasets. Worse, it means that potentially a considerable
fraction of new participants in the field are being taught the wrong
conventions, which will feed forward and further dilute out the
standard and pour more oil on the fire of confusion – as if
immunology wasn't already plagued with enough nomenclature woes!</div>
<div class="western" style="margin-bottom: 0.1in;">
<span lang="en-GB">While
I'm on the subject, it's also interesting to note that in 2011 (a
couple years after their formation) Adaptive did state that “</span><a class="western" href="https://www.adaptivebiotech.com/news/december-2011"><span lang="en-GB"><i>o</i></span><i>ne
of the community standards that we try to adhere to is IMGT
nomenclature and definitions</i></a>”. More interestingly perhaps
is a <a class="western" href="https://www.adaptivebiotech.com/sites/default/files/publications/files/deWitt_poster_Nature2015Conference.pdf">poster
from 2015</a> <span lang="en-GB">where they claim to actually be
using IMGT nomenclature, despite clearly showing their edited version
of it. In a way this is both reassurring, and a little upsetting.
They clearly know that the standard exists, and that it should be
adhered to, but they presumably don't think the problems generated by
adding characters into externally regulated gene symbols is
problematic enough to not do. So close yet so far!</span></div>
<div class="western" style="margin-bottom: 0.1in;">
Adaptive is clearly
full of lots of clever people who know the field very well. I'm
certain that they've had exactly this discussion in the past, and –
I hope – revisit it occasionally, perhaps when they get feedback.
Because of that hope, I'm encourage other Adaptive customers,
immunoSEQ users, and generally any RepSeq/AIRR-seq interested parties
to put the word in with your Adaptive representatives when you can. Let's see if we
can convince them to take up the actual standard, instead of their
well-meaning but ultimately frustrating derivative.</div>
<div class="western" style="margin-bottom: 0.1in;">
<br /></div>
<div class="western" style="margin-bottom: 0.1in;">
<span style="font-size: x-small;">*
Writing this section reminds me of a lecturer I had back in my
undergrad, who was fond of quoting Keith Yamamoto's famous refrain:
“</span><span style="font-size: x-small;"><i>scientists would
rather share each other's underwear than use each other's
nomenclature</i></span><span style="font-size: x-small;">”.
</span><span style="font-size: x-small;">Much like she did, I
tend to want to share it whenever any remotely related topic comes
up, just because it's so good.</span></div>
<div class="western" style="line-height: 100%; margin-bottom: 0.1in;">
<br />
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</div>
<style type="text/css">p { margin-bottom: 0.18in; direction: ltr; color: rgb(0, 0, 0); line-height: 120%; }p.western { font-family: "Liberation Serif", "Times New Roman", serif; font-size: 12pt; }p.cjk { font-family: "Noto Sans CJK SC Regular"; font-size: 12pt; }p.ctl { font-family: "FreeSans"; font-size: 12pt; }a.cjk:link { }a.ctl:link { }</style>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-51206171414049666962018-07-29T19:32:00.000-04:002018-07-29T19:38:16.875-04:003D printed 15 to 50 ml tube rotator converterSometimes you just need to leave something in the lab, but you might not always have the right sized rotator brackets. This is the situation that pops up in my lab, where we have a rotator in the cold room - one of those old classics which is probably older than me and will outlive us all - but which only fits 15 ml tubes. I decided to solve this problem over <br />
<br />
Enter the 3D printer. I knocked together a couple of quite prototype models in <a href="http://tinkercad.com/">Tinkercad</a>, then one quick test and a re-tweak later I've got a working adapter, letting you rotate 50 ml conicals in 15 ml brackets. I've put it up on <a href="https://www.thingiverse.com/thing:3023968">Thingiverse</a> so anyone can download the STL and make it themselves.<br />
<br />
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<a href="https://2.bp.blogspot.com/-ER8JgcWStSc/W15NyxAlPJI/AAAAAAAABbA/6mZiKMc4OSIwBWNwW-qRy1VJgMRxoC4vgCLcBGAs/s1600/2018-07-29%2B17.59.09.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://2.bp.blogspot.com/-ER8JgcWStSc/W15NyxAlPJI/AAAAAAAABbA/6mZiKMc4OSIwBWNwW-qRy1VJgMRxoC4vgCLcBGAs/s320/2018-07-29%2B17.59.09.jpg" width="240" /></a></div>
This is the joy of 3D printers; I went from a problem to a solution after an hour's work. There's probably a whole host of other little problems or inefficiencies that could be solved in the lab with the addition of a custom bit of kit - we just need to be clever about thinking what those are and how to build them!<br />
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<a href="https://2.bp.blogspot.com/-8SMA_PwChwI/W15OHMVhi9I/AAAAAAAABbI/9Nkko8a0Ys8nPugOJZiOp_Wjfl-9ieZzgCLcBGAs/s1600/15-2-50.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="360" data-original-width="640" height="180" src="https://2.bp.blogspot.com/-8SMA_PwChwI/W15OHMVhi9I/AAAAAAAABbI/9Nkko8a0Ys8nPugOJZiOp_Wjfl-9ieZzgCLcBGAs/s320/15-2-50.gif" width="320" /></a></div>
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<span id="goog_1177883692"></span><span id="goog_1177883693"></span><br />Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-6205625303829822602018-02-11T22:57:00.000-05:002018-02-11T22:57:08.511-05:00High-throughput immunopeptidomicsIn my PhD I focused on studying the complexity of the immune system at the level of the T cell repeptor. Recently I’ve been getting in to what happens on the other side of the conversation as well; in addition to looking at TCR repertoires I’m increasingly playing with MHC-bound peptide repertoires too.<br /><br />Immunopeptidomics is a super interesting field, with a great deal of promise, but it’s got a much higher barrier to entry for research groups relative to something like AIRR-seq. Nearly every lab can do PCR, and access to deep-sequencing machines or cores becomes ever cheaper and more commonplace. However not every lab has expertise with fiddly pull downs, while only a tiny fraction can do highly sensitive mass spec. This is why efforts to make immunopeptide data generation and sharing easier should be suitably welcomed. <br /><br />One of the groups whose work commendably contributes to both of these efforts is that of Michal Bassani-Sternberg. For sharing, she consistently makes all of her data available (and is seemingly a senior founder and major contributor to the recent <a href="https://doi.org/10.1093/nar/gkx664">SysteMHC Atlas Project</a>), while for generation her papers give clear and thorough technical notes, which aid in reproducibility.<br /><br />However from the generation perspective<a href="http://dx.doi.org/10.1074/mcp.TIR117.000383"> this paper (which came out at the end of last year in Mol. Cell Proteomics)</a> describes a protocol which – through application of sensible experimental design – should result in the easier production of immunopeptidomic data, even from more limited samples.<br /><br />The idea is to basically increase the throughput of the methods by hugely reducing the number of handling steps and time required to do the protocol. Samples are mushed up, lysed, spun, and then run through a variety of stacked plates. The first (if required) catches irrelevant, endogenous antibodies in the lysates; the next catches MHC class I (MHC-I) peptide complexes via bead-cross-linked antibodies; the next similarly catches pMHC-II, while the final well catches everything else (giving you lovely sample-matched gDNA and proteomes to play with, should you choose). Each plate of pMHC can then be taken and treated with acid to elute the peptides from their grooves, before purification and mass spec. It’s a nice neat solution, which supposedly can all be done with readily commercially available goodies (although how much all these bits and bobs cost I have no idea).<br /><br />Crucially it means that you get everything you might want (peptides from MHC-I/-II, plus the rest of the lysates) in separate fractions, from a single input sample, in a protocol that spans hours rather then days. Having it all done in one pass helps boost recovery from limited samples, which is always nice for say clinical material. Although I should say, ‘limited’ is a relative term. For people used to dealing with nice, conveniently amplifiable nucleic acids, tens to thousands of cells may be limiting. Here, they managed to go down as low as 10 million. (Which is not to knock it, as this is still much <i>much</i> better then hundreds of millions to billions of cells which these experiments can sometimes require. I don’t want everyone to go away thinking about repurposing their collection of banked Super Rare But Sadly Impractically Tiny tissue samples here.)<br /><br />So on technical merit alone, it’s already a pretty interesting paper. However, there’s also a nice angle where they test out their new protocol on an ovarian carcinoma cell line with or without IFNg treatment, which tacks on a nice bit of biology to the paper too. <br /><br />You see the things you might expect – like a shift in peptides seemingly produced by degradation from the standard proteasome to more of those produced by the immunoproteasome – and some you might not. Another nice little observation which follows on perfectly from this is that you also see an alteration in the abundance of peptides presented by different HLA alleles: for instance the increased chemotryptic-like degradation of the immunoproteasome favours the loading of HLA-B*07:02 molecules, due to making more peptides with the appropriate motif.<br /><br />My favourite observation however relates to the fact that there’s a consistent quantitative and qualitative shift in peptidomes between IFNg treated cells and mock. This raises an interesting possibility to me, about what should be possible in the near future, as we iron out the remaining wrinkles in the methodologies. Not only should we learn about what proteins are being expressed, based on which proteins those peptides are derived from, but we should be able to infer something about what cytokines those cells have been expressed to, based on how those peptides have been processed and presented.Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-87001066585681146722018-02-08T22:45:00.001-05:002018-02-08T22:45:37.607-05:00Bulk downloading proteome files from UniProt using PythonIt's that time again, where the following has happened:<br />
<ol>
<li>I want to do some niche bioinformatics related thing</li>
<li>I cobble together a quick script to do said thing</li>
<li>I throw that script up on the internet on the offchance it will save someone else the time of doing 2</li>
</ol>
It's a little shift of target and scale from a similar previous post (in which I <a href="http://used Python to extract specific DNA sequences from UCSC ">used Python to extract specific DNA sequences from UCSC</a>. This time I've been downloading a large number of proteome files from UniProt.<br />
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It's all explained in the docstring, but the basic idea is that you go on UniProt, search for the proteomes you want, and use their export tool to download tsv files containing the unique accession numbers with identify the data you're after. Then you simply run this script in the same directory; it takes those accessions, turns them in to URLs, downloads the FASTA data at that address and outputs it to new FASTA files on your computer, with separate files named after whatever the tsv files were named.<br />
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The best thing about this is you can download multiple different lists of accessions, and have them output to separate files. Say maybe you have a range of pathogens you're interesting in, each with multiple proteomes banked; this way you end up with one FASTA file for each, containing as many of their proteomes as you felt like including in your search.<br />
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<script src="https://gist.github.com/JamieHeather/b40b69ec65b856637e994b95940e20da.js"></script><br />Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-9096538502838891682017-08-10T00:26:00.000-04:002017-08-10T00:31:03.497-04:00Diagnosing thermocycler issues with a cheap thermocouple and loggerOccasionally I have a peek at /r/labrats, which is a subreddit for people who work in science labs. One of the regular themes is the bemoaning of the unpredictable nature of research shared by all scientists everywhere, and such was the thread that inspired this post.<br />
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One user was complaining about some dodgy amplification results, cursing the capricious nature of the PCR gods, and among the suggestions for possible contributing factors was possible cold spots in the thermocycler. The original poster was a bit doubtful about this, so I thought I would link them to a blog post I wrote on this very topic a year or two earlier. However this was slightly hampered by that fact that it turns out I hadn’t actually ever written the post – I just meant to, and then presumably forgot to. So, in reference to that thread (note that while that initial reply has since been deleted, <a href="https://www.reddit.com/r/labrats/comments/6pyz0z/happy_reminder_that_pcr_is_mysterious_and/dktnk3l/">the subsequent thread with my replies remains here</a>), and with future similar occasions in mind, here’s some of what I intended to say. It’s two years late, and I’m in a different institution now without access to all the files I had then, but hopefully it could still be useful.<br />
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Essentially, I was in a somewhat similar position to that Reddit poster, in that I had been getting some dodgy and inexplicable PCR results, as had others in my lab. After a series of control experiments, I began to suspect that it was the potentially the cycler itself that was to blame – the four-block G-STORM I was using was getting pretty old (the cream plastic was even starting to go that grungy ‘old keyboard’ shade of yellow), so I resolved to try to measure whether it was operating as expected.<br />
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To do this I ordered a cheap K type thermocouple probe and a basic logger (which, combining my memory with my Google Fu skills, I think was the <a href="https://www.lascarelectronics.com/easylog-data-logger-el-usb-tc-lcd/">EasyLog EL-USB-TC-LCD Data Logger from Lascar Electronics</a>. <br />
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What I did then was poke a small hole in the top of a 0.2 ml PCR tube, the same kind I use for all my PCRs, add 50 ul of water inside, poke the thermocouple in through the side so that the probe tip is under the water level, and then hold it in place/seal the hole with a tiny strip of Parafilm. I don’t have a photo, but I found this beautiful reconstruction that I drew for a lab presentation I gave around the time:<br />
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<img alt="" 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" /><br />
<br />
Then I simply ran a bunch of different cycling steps, some PCRs, some incubations, some mock runs, and then plotted what temperatures were recorded throughout these programs, for different wells in the same block, across the four blocks in the machine. Unfortunately, I don’t seem to have copies of most of these plots, but the few I do have make the case well enough. Here are the first tests, showing that different opposite corners of the blocks failed to hit the proclaimed temperature in simple two-step heating experiments:<br />
<img alt="" height="640" src="data:image/png;base64,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" 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And here is a far more damning example, of two wells in the same block of the same PCR machine (which had incidentally recently been ‘repaired’) in a short mock PCR cycle (denaturing at 95°, annealing at 55° and then extending at 72°): one of the wells sampled failed to hit either denaturation or annealing in the allotted time! No wonder these amplifications were failing.<br />
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NatW8vAgQM9HWVcISKwiS4/88wz3b4UV2CirFq1qpzM9lMCcL94T1hZtWqV4XvYItqalQUE48yYMSNNYHi4L9gFEfUsaB955JGjBWwMuEcnnXSSsT1uiNiQwf0iEBARP3LkSCOLSlZwvwiWw/c6TyzDhaIEFBWxiuVMmTJFqlWrJvfdd5/nJ+1KlSrJN9E+pCECq+JLL71kTJSJiAvgfiHkDphbvSECEfrKK6/IhRdeKAXiWShiQMooBEZYmTNnjhx33HFGCqhEIUBp/fr10hDrdchAvH777bfywQcfSIl4VsAMFClSxMjssGvXLhWxSqhQEatYyp49e+S1114zUjF5XcACab7effddty/DFUjLAw3w4UwQ8p3yjMn1WzSz7cAAguj//PPPZeLEidlq2wiMv83AkJCB8H/++eeNHZnsLHpOPfVUI7NDGPn000+lefPm6dlbEuDYY481rLCI2MLxtmsVJYCoiFUsZfny5bJ9+3bfWFAQseSlDNtWL5ZUrLADBgzIVoJ07hGT65YtW0InYtetW2eIhTLxfGHjgIjdZkY+h4wVK1YYFtWzogOGEoC8uywWwsjcuXOlc+fO2RqPKHZA3t3NmzdrYQ0lVKiIVSxl7Nix0rt372xtt7oJPndUqPrnn3+MLc+wgLCgeMHj0SnFEsTcHqcSVZjA7aRRo0bZdqNA7NO+yJec24wKDgFG5ovXXzeKYxxzTPamGkQsvuphc1vhni1ZskSGmymxEgTByz3D1YfiGooSFlTEKpYyb948uY58cT4BKyR+Z1gWwyRi58+fb7gRJBI0khGEfxh9PLlnbPNmFyp50bbwdcyuFdfP4KOJb+cz0el9EgSrIu8nSDSZNupXyErAYodArexiCn9FCRMqYhXLoMQmlhM3y8kmAxPmn3/+6fZlOAbWHqyKJEbPrgsFr2e7MmwilnaNiL3++uuz/V7uGX1i06ZNoRKxuFAgQpPJMIDlFqs1uyRhErGLFi0yymAnY30mTSBV9RQlTKiIVSzj+++/l9NOO813239s9/5lVogKAQgyfJf7U2kpCRCxuCOECSz1WAYTTUWWkdKlSxv+imFi5cqVhmgvFC9nZCaYIhYRHCYYQ+tRlSsJsN5uiq5WpSghQEWsYhlEu/sloCuasFliiWJm2zJZQYaIxSoZJrA8lypVKungPwRG2EQsrgSMB8ncM0QsP7vMkp4hgB0S+tVtlDlNAqz97IaRRSM7wZqK4mdUxCqWwADMpHU/5ft8BqIMf8WwgBUWy2CRzKrpZAL3C8tkmIJuEKClY1U0SxAsklSxCxM//PCDXEZd9CRAwBIcSkBcWMD9gnGIXMzJQGotshSw4EqlrSqKn1ARq1gCeTAZgAku8BsEdpEKKCwQ/FGlSpWk389k+d9//xkBKGFJrE7OUnKXJksYCx7gcpLsPWNxZKZyCwvsjpDCLX+8MqAJwFi2detWFbFKaFARq1gCExbbrURi+w0si7Nnz3b7MhwDv7lkop9NmGRxSQiTiCV10RlnnJH0+8MWDMcih4VtKmIqbDskixcvNkpAp9KnyIIR1pzESjhREatYArkNKTXrx+1lc3s8LOA3l2zwCOTLl8/wu0PEhgG+K4UOkg2EAyxkf/zxR2iKarBQIitBKnlxzdR3YQERS2BsKu1DRawSNlTEKilj+sO2aNHClxM0kyWBXYiy7CZl9yOI2I4dOyb9ftMSy08YILgIy2KxYsWSPgfv/ffff40MBywCgg47M8kGDprggkGwaBiEP98R4d+yZcuUzhPm6nBKOAn+jO0RCILBV4lUTtSeJ3qUAQcroN8jSREzbLcOGjTI7UtJClNUIFaSSQfkN1INUjJ99sKS/ojvyQIHf8VkoY+T75SSzGEQsWvXrjXylqZCmCyxiFjmBjKlpELYMq0oiopYB2CrfeTIkYa1EiGLNQaLH/lJ69SpY6RUadasmduXmTRM8CQl5/v4EbY8eR6IlaCLWJ4VwgD/5WThXjFZsj2eim+tX6BdIDJSTbpP20LEIs6CDsGDqbisAAGEYclOQPvCgppsxhAT+uWGDRusuShF8QEqYm0GXzq2bhnQH3zwQaPePH5LbC2y5TZp0iTp2rWrTJ06VWrXru325SYFllgm+lQsVW4SLWKDDsE2BI6kEgENYQq6IWqcSPlUXU0QZYjYoIMgY2eme/fuKZ0H0c84GRZ3AqtEbNhSuSnhRkWszUyfPt2wVr311ltHRZ3WqFFD2rdvb0yO48eP962IZfuKLVLyOvoR7j/bvWFIrG5uWaYqCsK01Yv7BXleU71nLPLCYFnE2k8mhlTLT3O/wiD6gZ0s7hsLnVRQdwIlbKiItRn8X7EoZBa1z+qb1/kVqyZ5t8ASy1ZxGAIimOCscPsIkyU21ZRkJmERGAgyxrtU0+0hYk1LbNAh2JJsDqnGR5htLAzWa0UBFbE207p1a7n77rsNv9cLL7zQiLhlcGcLHqsYbgRjxoyRd9991+1LTRpTxPoVBnssi2EQZfixsjWeKohYUgKFAdp3rVq1Uj5PWAoeIGLZdUpVkLGwpG8iZHHBCjJWLpRwGSKQ2O8Bw4qSCCpibYbKSK+++qoMHz5cnn76acO6wNY7lle2yqho88gjj0jz5s3dvtSkYZL3e4BPWHLFYvGxoppPWKyKwOKG9pEqYXHBwLccEZuqD3F01a6gi1irDAGm9RvXqFQDERXFD6iItRksCWeeeaaRQ5XJkNQzWBYIrClXrpwRJY6ozc7WD4EmX3zxRdxtNrIfOAnCqHHjxo5+ptWEZXsci0+qqY8gTCIWEWVFRgHaGJlKgo5pibUi57LZL/1Yzjo7WGUI4J7jHsUcoCJWCQMqYh0CkUrCdP4lAIofxGt2BSzgu7lixYq4ItZp/1pENVulfobJct68eW5fhu0wWaZSPtUEv1rcYcKAVSI2LFW72M4mQMmK7eyw7JAwhtasWTPl83DPEbJhCFJVFFARazNMWLNnz5abb75ZVq9ebVhhiULFEstA36RJEyOHbPXq1ROe2HBRGDFiRNzjiOUPPvjAom+QNVhK/C5iqaiEwAgylE/FJzOVHLEmWGIRsUEXZCwIySiQSrUuEwI4OVfQ/RURnbgBWNEuwuKrbt6zVKFdmZZYRQkDKmJtxsyXOGDAABk3bpyx9Y6gHTx4sLFF9sorr8jZZ58tc+bMkfLly7t9udkGEYMwIrLWz+BzF/T0R0xs/KSaxge4X/g+YvFJNeesl0FAIT5TjbQHdl1YwPITZBHLeGDVojYswXBW+V2bltgw5LxWFFARazOI00qVKskdd9xh+IlVrVpVbrzxRhk9erRMmTJFTj/9dEPkvvnmmzJs2DC3LzfbYFnGsmSFMHITM51PkMGqiDXWCtHJRImQxRobZBGLgLJCXABCmPuPiLVCFHsVdjSsWtRiiQ26HzHjJ/fMCpcV+iUpHcOQLlBRQEWszZBKCwd7M08sW2xYdlh5M6ExmeHQTzlaP4L/G9/H71vKYUhEjxWWCdOqohSmS4EV2Q68ipW7DPR10xIbVMydGasKt4TBnYBAOOYCKwwBjMNhCVJVFFARazNNmzaVO++8U15//XUjSwGT/sMPPyyNGjUyBpwJEybIO++8Iy+++KLbl5oUpoj1O2Z1oCD7eGKdYTeAbW0rILgr6BkKCLixUsSaltggw4LcCv9OCENgF4tnxh+rxh0VsUqYUBFrM5SWJQhr6NChhgUMX6UKFSoYrgNsX48aNUqGDBlilJ/1I0ERsTwbtuKYUIKak9KsCpRZ9bjsEIYMBVbl1QVELJbwIItYFoGMa2xpW4GZJzbIi0sWz1a6Y4UlH7GigIpYm8HRftCgQXLBBRfIjz/+aKy469evb0SQMqEtWLDAknyKboGIsaKMqdsg7Myty6CKWKsrqyEwgp7RYePGjUZ/tQKs4PgPs1DyezaPeCA2yY5ilYhlgYxLFlvuQc17SnuwUsRiiV26dGmghb+imPhXPfkMBBLuBNEgnKyyirmFValhvABplIJsWeRZWRWkBEG/X2Cl8EdQBN0FwxSxLNatgHuGeOWcQRWxuPlYuXCmX/o1xkJRsouKWCUlrEoN4wUIVAry4E/ATa1atSw7H/frp59+sux8XgMLIO3Biry6JkGvdMbuElZTqyyxgHjFRSEo40xG2M2w0hCAVTfo/v2KYqIiVkkJRCzFF4JA0AUGgsyKpP0mQb9fCAFcfaxMhxX0hRKWebMSoVWYltigYmUaN2ABEfR0gYpioiJWSQmrSnJ6gaCLMrYtrQzCC/r9QgggxvBft4qg3zPTZcVKC2DQRSyW2MqVK1t2PjPndbyy5IoSJFTEKknD1qHVfpZugsDYsGGD25dhG1YH4ZlWxaBuWyKcELFWBl5iCV+3bp1l5/MadrgXBb0QCZbYM844w7Lzmfcr6OWNFQVUxCpJY5YxtSqIw20QZWSQCCpWp0PD946ys1QCC2IFKtwJSL1mpRDg/vMcggoi1uqdmSCncjMNAVbeM9Odg3YWlF0yRYmHilglaRCwZFcgdVAQCHJUL0FKWGesjILGQonAox0EUcQiyAi4sTKDCMI/yCVB7bDEBtkFg5zB5A63MsUWuyJmrlgVsUrQURGrJE3QRGyQJ0u+FwEfVopNRCw/tIMggiCzOp8ri4gglze2I9AzyP2SxSXWWCsD4YDFV1AX5IoSjYpYJWnYSkbEWhn44iZBniz5Xnw/Kwm6iLXDkoXFLcgiliCl5s2bW3pO2u3q1astPadXQMRijbVaxAZ5LFOUaFTEKklD4AsCNiiWWHzvEBhMKn6uohYLK+vZm+BKwH1iOzRoEKyGVbFixYqWnhdLbJDdCewQ/kF288Gf3A5LbNBTuSmKSbBmasVRsLowWAYlApatdkQZ4jxopWexylhdHph7xSIGi3wQsToJPWCJpX3t378/MP0mGjsq+DHGENiF2PN7hcOMsADEh9UOERvUYDhFiUZFrJI0QarWZYLfKBWHgiZi7RBkCAoyUwQx2h5LLNkJrAy4ARZKCH/ObWWmCC+AMGexZLUlljyxuKywQxKUXR8TuwwBnHPp0qWWnlNRvIiKWCVpgpQj1sQscRk07HhWWJDY6g2i7x0iFoup1enjuGemS0HQRCzCHDFGWjIrQfgjkIMoYu0yBKg7gRIWVMQqScMAXLZsWbcvw1KYgLHEBg2eVYUKFSw/b1ADSEwRi2XeaoLqF4s/udWWa4gWsUHDrjRYQc6tqyjRqIhVkgZhVL9+fbcvw1IQLUEscWmXxQcXBbZEgwb+l3aJ2KDmilURm32o1mV1GjcI6uJSUTKiIlZJGnwhrQ4Wchu2j4OYAskuEYsVaf78+Zaf120QsGz9W701DkHNFasiNvtgiW3QoIHl51URq4QFFbFK0jBpBaXkrEkQB39yUbLgsDqwC8yk6my/I/qCghllb0c0PCI2iMFwWJftCIjED5bnEMQsGGz522EIwN+ahRgpvILmR6wo0aiIVZLGrknLTYKYkxIfX9Jh2TGZBdW/087MG0ENhrPrnhEshijjnp188smWn99N7ChCAvT3/PnzG0GqdpxfUbyCilglaezaPnQTBvyNGze6fRmWQi5KBKwdBRzwGQ1qNge76s7TxjZs2GDLud3E7nsWROGPRd6uLBVkWsEaqyJWCTIqYpWkIG8jW1VBdCf48ccf3b4MS2Eiw6/QjuT6LGJIrRQ07Aq4gSC2MbAz0DOIKaNwwbHLnQCCusBUlGhUxCpJgQUBARu08qymxSdIPp64E9glYmkDiNgg3S9AkJUpU8aWcwfVqminC0YQ7xk+vhgD7HLJMi2xihJkgqVAFMew04LgJmzt4SZBiqWglAU1Fxx2fB+i9wm6weITJNcS0obVqVPHlnObVsUgCX/6ix3VukyC6EfMGIqAtWucUUusEgZUxCpJYVdAgtsQDIGbBOl8giJiTQuZHYIJAYtw4TOCJGLt9O8k6wHBcLQxStAGAfoMVkWsf3bAWLN69Wpbzu0WLGQQ53bBgjyIQZeKEo2KWCUpsCIErWwmmDkp+QkKdgoy4Nx8RsWKFW37DKfBEmtHSjIwU0YRcBcUEUsaN/pMvnz5bDk/C6Sg5da12xDATlnQrNeKkhEVsUpSIGKDaIlFxGIhC1Ji9V9++cWWkrMmWHkJhAoKbI3b6d9ppjtDxAbFeo0llvvGToYdBDGVm92W2CC6YChKRlTEKkkRVHcCLElBqg6E3+XmzZulRYsWtn0GUfyIvqBAIBzP3y6BiYjlh88JCghyRKxd7gRBtMRi7bdTxDI+L1myxLbzK4oXUBGrJAUitnz58m5fhuUErcQlwgKruZ2TJdvuTMhBwcx/bFfQFQIWN4IgVaBiEcP2tV3ZSoIoYu128wliRgdFyYiKWCUpGBzr1avn9mVYDtu8WGNJG2XXdrKTYIll8rezshqT5cqVK207v9PYXcQDocf5WVwEhU2bNknZsmVtE/6miA1SRgeEf82aNW07v+lOEKR7pigZURGrJEVQ3QkY7M2ACDv9SJ0CS6zd6a+CZvFhAWPn/aKNmcFwQQG/69KlS9t2ftJF0ZZxWyCtWxCw2xJLG6bvs7MUtHzeimKiLVtJiqCKWDBTRgUB0h7ZmVAdgiZiyatr5/2CoAXDYYmtWrWqbecnmwPPhHYWBBGLdZTnb+duj+nfT+YIFbFKUNGWrWQbBmAmEzv9LN0kSFYyLGT4rNqZyiloItbO9FomQWpjgCBr2bKlrZ9htrOTTjrJ1s9xArI5UE3LzoIxuEZhvQ5SukBFyYiKWCXbMAATWR2U9EAZCVK0PSLWrvKpJogL/DuZMLGY+R0702uZcH4ix4Pir4ggt1v4I/iC4kfM+MnC0s7FZbQlVlGCiopYJdswADNABqWiVUawkv38889uX4YlmAE3dkJaJcQY7QLfRb+DiK1WrZqtn4HgI09oUEDE2i382fkJyj2jr5AJxc5tftMSG5RMK4oSCxWxDsGKeM2aNbJ+/XpjG4kBBnGBH5nfqvaYIjYIFqRYBMnigyW2VKlStn4G7QA/xaCIWASZnXl1IUh17bH04Udst3tRkFK5mdXa7DQEIJIRseycKUpQURFrMwwiU6dOlVtuucWwijFwseVqrpAZ+O+44w7p1auXb7ZiEeGIFr9cb3YJko8nvopOlIPFGku78DtYlLHE4lJiJ4hY7lcQ3AlY8DEeIJrsBEvvb7/9ZutnOIUTlljOTTuj0pndLkWK4hYqYm1m2bJl0r9/f7n00kula9euRlACEz4rcQTG9OnT5eabbzassnYHRlgFFiS+g98n33gEyRLrRJASmKLM72BVpG8ee+yxtn6OabkOAmamErvHA0Ts4sWLbf0Mp8AtokiRIrYaAngePJeguGAoSixUxNrM7NmzpU6dOnL33XcfsepmkmRQJtk11oXJkyf7RsSydWhnRSO3MQOVgmAlc0rEIsqCIGLZesX1B3cZOzEt17Qxv+NUur0gZXQwc8TaPb4EyY9YUWKhItZmzOpP8XL14VZAJRo/pasyo7f9LvDiwQLDLBJgt0XOThBIdidUN+E+0c79DiKW+2a3iEX0Mybw4/cASUSSE+OXmTUkCItLduHsdlkBPiNI+YgVJSMqYm2mbdu2MmrUKMPntVu3bnLqqacaW6/UTcdH9uOPPzassNOmTXP7UhPGKWHkFmzxsdWHNdbPItbMRemElSwoLhhOWWLxjadtcc/sDryzG6dELMUOcMGgeIfdz8duGEOdqAjIOK0iVgkyKmJtBl/XTz75REaMGGEEdzEAmzCRNWzYUCZNmmRrDW2rwRpSqVIlty/DVkyXgpNPPtntS0kaAjrYtnaiWk9QguHwh2URY3eQEpj3zO8i1on0WmDmVTWzo/gVc4ekadOmtn8WIpZ8xIoSVFTE2gzbXlWqVJE33njDGHzxf2WiJMXWiSeemFTBgFWrVslrr71mbHnHwu7k1gzAp59+uq2f4TZYFv0uynBTsbt8qklQfO/wIUZcOiH8uWd+b2PAorZRo0a2fw7PhHGT8dPPIGJZIDu1QxKENqYo8VAR6wAMWmzrMviecsophrBdtGiRvPzyy4alr3379tmyLGBdq169etygEKy9WHftAOGMWHEiWMhNcCfAkulnELFOVVVjsmRx5XdYZDplGQ2KwEDEOuFehO8wllhcsfwM4zb+4070TdoYgbiKElRUxNoMVtFHHnlERo4caeSF7dKli/Fz9dVXG1twWH6oDoRvLMEeiVC6dGnp0aNH3OMI5vvvv9+qr3AE+AtiUfazr2giBMHHExHupCU2CInoN27caKTBc4IgVO0y8+o64U6AJTYoItapvhmEcUxRMkNFrM18//33hoh94YUXpFy5cjJ8+HAZOnSoPPPMM9K5c2dZu3atnHfeefL+++9L79693b7cLEGIE/ySP39+ty/FVoLg48n1M4k5gWnxwVLv5yIYVDjD/ccJgmCJZVHLc3diZwZLLOOO37Ng0Ef4Dk6IWHaUgtAvFSUeKmJt5ttvv5VmzZpJz549jUH4+uuvl2HDhkmHDh0Mq0LlypUNdwJe5wcRy6SFu0KiVmO/goj1e0CEE5WnTHBxoV2wyMFv0a/gTuBUvuYgtDF2ZRBHTgRamcn7/S78sb4zfjoxhpIJh+fjlGhWFKdREWszDCIEQiH+ELEIC7bD+GEQY2uJlbJfIpT5HlhiwyBi/T5Z0tacyq5AND9tw+8i1qniEBCENoaI5Xk7les2CPeM1IqUgXUi1y2fYVr8VcQqQURFrM1g1cGFoG/fvoY7wZtvvmls8VDBa+DAgYYF9qOPPpKJEye6fakJQXAaA6OfU9wkgpliy8/8+uuv0rhxY0c+yxSx/PgZRKxThUeC4K+I/z1jgRPZHCAIIhaXFeIanMIcywgqVpSgoSLWZihugL/rPffcI3PnzpX77rvPEBZ9+vSRsWPHGgFSN998s69KzrKiD7p/lZkyyq/VgfCBY7J0KkgJIYMVlh+/wrUz2TsRpARBSLFFBgz8VJ0SsdyzdevWOfJZdkHwIPnDnSIo6e8UJRYqYh2AHIoZU159/vnnxmCMNcbJVXmqOJl71E1If4PVmewSftwexz+V63cqxVa0O4FfwQqL+49TuwxBCOzChxjR79SiFqsiwbJ+XVwCOyRkpHGKIFj8FSUeKmJdgsnST1W6TLDE4g4RdAi6w88P32W/ilgmeqeySJh+kX5ORI8gowCJU9CPzDKqTlQIs4PNmzcb1n6nBGUQBBn3rF27do59XhBcMBQlHipilWxhuhMEHQQZW6TRZYL9BNeNS4FTIpb7hShj29KvpXqpMe9UNgegfWH1xa/UryKWICV8/Z2CLBgIfz9bYt3wiQ1CDmdFiYWKWCVbOJlA300QGH4Wsf/+++/hvJpO4fdgOKctsYAoQ8Q6UYLUahCSWBVJIegUZEXxs7UflxvcCZwWsUGopqcosVARq2QLREoY3AkQgKY7gR9BXCDInAzA83sACVZFpwLhTHArYsHhR7D0s03tZAlqU/THK7ntdTACsDjmuTuF3/ulomSGilglWzAI+ykQLVn8XuKSLUunclGa+D1QCeF/2mmnOfqZpijzIwhJpwM9scTiTuBXTCOA9ktFsQYVsUq2oPKLUxHvboIFk++JD7AfMROqO4nfU0aZQUpOgkVORWziIGJZWGIFdqrAgpUgYp12HTEDu7T0rBJEVMQq2QIRS27boOP3EpdYYps3b+7oZ/rZ947UYAR2Ob3LYNa29yP4iyMonVzUEghHEBzi2amiFFbiZDENExZKpAqk0mLQi9Qo4UNFrJItwiJiwc/bcJQ6LlGihKOfiSDza2CXG4Fw4OeUUQTC4Q/rZAo6Fpd8Ju3bjyLW6aAuMINUWXCoiFWChopYJVtgscJXNAxg8cGC4UewujidtsnP94t2jYh1eruVe8az8iNkCWB732m4Z37NGsI9c3qhhPCnXeNOoChBQ0Wski3+97//OVaW023Id7ps2TK3LyMp1qxZ43itdPxJKanpR7DssS3udGEL2tjSpUsd/UyrWLRokdSqVcvxz61YsaLhtuJ0EJ4VcM86derk6GdidEA444Lhx1RuipIZKmKVhCGQI0zuBKZPrN8SqxO9zdah0xOWuTXut/sFPGdErNPBQn72u3YjEA5YRLOY9htu5IgFs3CLXzOtKEpmqIhVEoatMLak3NhCdAOirrFe+A0ClPCHdVqQcb9wJ0BEkzrKT5hVlJx2JzBzePpR+CNiW7du7fjnImI3bNjg+OemCm4j9A2ni8XQpnHB8HNqMkWJh4pYJWEIfkGchCVNi19zeBJw42T5VBPahRnc5TcR60ZKMsD6SxvDSoe1zE9gVSxVqpTjn0tg14IFCxz/3FTBCMBzdnoni36JcPZrFgxFyQx/jZqKqyBinaw04zZmnXa/gYh1Q1yAaVl0Y5s5WbCCImKbNm3q+GcTLY6wIbDMbyLWLKjhNFhi8WH2G4yftDWnRSwWfq3apQSVhEfN7dO6yolnvS9HTek580ux8jWlYfO20uniy6VPuwpSMMau2O5Nn8szI+6X0ZO+lGVbiMbNLcWqNJfOA4fJiKvaSRln4ymUJAibiMVtwo+WWLcsZODHlFEIC4Q/ZXqdhm1eBCxuGH5Kf0R2AJ6zG0GeWGL96BO7bt06w2XF6eBBMNOSKUrQyP7Sv8S5MrhvNTGShOzfLdv/3CwrF8yRKa/eb/zc3voueXf8HdKmRLo/3u6Vz8p5DYbItO25pHzrHnJVg5Mkz7ZVMmvCRBlzwwyZ+OVrsvDdi6WsvwwRoQP/0DBU6zLxqzsBvorVq1d35bP9GKhkVp7CFcJpTEus31KTIWBZ0LohyPD3xqrotwpUq1evlkqVKrny2dwzv2YOUZTMyL5srNJP7n7oIil2hLX1gPy78iO5d2A/uW/GCGnb9oDM/3qENCgUedGB3+WDa26ICNj80va5hfLxoEpiZq88cM8nclmNDjLug2Hy+MJu8kh9/1giwkgYRSzBGAgMNybrZCHo5eyzz3bls5ks/WbxQQyRdcPpgBsg9REi1m+5Yt2oPGXCdjzPjAWmnzKlIGLdWlxiMceP2I8BhIqSGRbZPnNKocqd5N4pX0nRlqfJzd+OlMufu1i+vamy5Nm/S3I16if9yleRa/umC1jjXcVbSv+zi8q41zbJ9xt2iqiI9TQEBrgx0bsF+RWZJLE6uREolQwIorVr18qpp57qyucjYsmO4CfcFLEsjnAp4PPdcGdIFrfcLwARxmKaRbWfRCyLy3POOceVz2bB4bcdEkVJBGs38PPVkCsfHSCPNn9eFj73iiy/5h6pnbecdLv7eekW6/X7/5af126L/HKi1CitAtbrMAj6sdRjKpjb434Rsdu2bTOsLW5sjQMWn8WLF7vy2cnCPSMdmRv+3myHI/zx8XRrqzkZfv75Z9cWSmCKWDcCy5KF4EG3Ah4R+8Q0sGBzOvWeotiJ5V6ohWpfIC2OfV7eWTtdFmwdKbVLH+2zdHDvdvnf2gXy4WPXyZA5B6R41wfk5vrOluJTsg9izk9R51bgNx9P01fRrdLABJD4LQqaKHsC4dzyr2SB5LdAJbbG69Wr59rnm6LMLxAIR79wutCBCWOCH/37FSUrrA+lylNSKhaP/Lv9T9n49z6R0lG+hPs3yYuNy8oVZoq/Es3kytHzZVT/BnK8Lg49D2Kudu3abl+GoyBi/STK8FXECutWuibzfvnJ986tHLEmfvMjxppHWeOLLrrItWtAlPlJxNLGWOC5lYHCFLH0S0UJEtbPdAf3yZ79/JJLjslo2MhZSGr1vEYG1vlb/ty0VL6Z/rU8N+ACWf/LOBk3rLWUUCHraRAnYau97TfLItu85cuXd23LkPaBf6efkvevWrVKKlSo4Nrn44KBj6lfoHwpW/lupNcywX8ZNxC/sH79eilXrpxrn4+INYst+KVfKkoiWN6aD+7YIIsZj3OWkkrFM2xp5igiTW94QsyU4gf+/lYe7txKbrmzvfQsu0o+619WVMd6E1bwWGLDJmJNf0W/wDZvxYoVXft8ApWwwCJ0/JJTmKjtyy67zLXPZ6HkJz9iUwy5+Xz95uaDiGVx6RYED5L3mnvmVg5pRbEDi0XsAdnyxRj5kmwxtc+Tesdlvp2Ys0gjuer+fvJo0+fli7FzZGu/nlLSHzuQoYOE7GxHuRUw5BZYm9g69QNs8yJizzjjDNeuAQsw/rj4APpBxJLa6qeffpK6deu6dg1+KxCBBRT/YTczA/itAhXWfrfSawELS8YyFuQqYpUgYamIPfDXTLn7hsmyQ/JKuxsvkvK5I+Jnw6vSs/0w+fq4ITJtxm1SPW+GN+3fF5G+Igf3H7DyUhSLMfNYuhUw5BZ+8lfEOkZC87Jly7p2DYhYtiuxxPoBqighIt1cnPlNxC5cuFCqVavm6liAJRY/U7/A4vL888939Rr8Wq5XUTLDIhF7QLYve1eG9eojz2wQydfqYXm2e5k014ASNaTcv5tlwtIH5Y4JveSt3uXkcKjX3g3y/iPvCt2q8tl1pIhaYT0LljXTyhYm/DTw44vqdtohBKyfROyKFSukcuXKrl4DIpYczH7h22+/lYYNG7p6DX4S/hgAWFyecsoprl6H31yjFCURsi9il4+VYdd9nVZ2NiJe9/y7Rdb+OFumLfhFiOcqcc4D8tFbg6WSqVTz15VbXxwsH5zzrEy8uJJUf7m7tK93kuTfuUm+/3S8TF+zV6T8IHlqSDXxT02k8IGIZUsqjCKWgd8P0fb4dtasWdO1CGgwFzp+ELFYridNmuRaAnoTU5D5pYwq/rtuZiYA053AD/0SVwJ8Ut2uduinXSVFSZTsi9g/PpMXn/jsiD/lPb6CNOw8RLpdeo1c0bGyFDpiTMkpxc9+Sr5f1FweuPsxef2zN+Tp6QeNvx9Xrr50uXGw3D6sr9Qv6v3BO8xgTTC3isME28wEsiDKKBHqZbxgIaONEECCVdjrbN68WZYtWyYPPvigq9dBeWPum1tVw7IDfQGrotvWa+4TPvpej7ZHZL/11lvSuXNnVxeXgAsG7jOKEiQS7v3HnjlR/ks6xVxOKVyrp9zzbuQn2VMoroKIw0oUNkusWcmJbXq3RSzlXDt16hT3ONa8N99808ErOhqsYl6KHN+7d68MGDDAEKsZLXYIst69exuWUDeJvmdeELGPP/64vPbaazH7OgGe+MOyUHETsmAgYHm+bovYWbNmyXXXXWdcU0YQsVjYJ06c6LrFmDb2/fffu3oNGWHh1r17d8+MF0C76tixo9xxxx2+2BkJO95dwiqegsTiTFxhLFlIFDaDrdulZxEWbdu2lWuvvTbmcSZJL5QF9pKI/fHHH42KXO+//35MUYal3W1xAWaRCLf9JlkIvf7664b1MJ64x3Ls9j1jex5xiKh2m2effVaGDRsmLVu2jHkcceuFxYkX/YinTJlipJh75ZVX3L6Uw3CP+vfvL1dccYWceOKJbl+OkgUqYoNKZDUpH31ECaf0v519tgi5Chn4J01KP8aEdO65IpSUpaIL1jyzGg4r0ciqlLQ6x+XPLzkik5uYW8VYQIi4LVFChJKGH3yQ/j6Ode3KyCmyY4fIu+9izk0/1qMHs2Ha+95+O+2agC23Cy8UwdLDgDtxYvoxUjZ17pz2Pny7Pvww/Rjpfrp1Y8YQ+fVXkcmTyTmVfqxnz7TvSUTzJ5+kfU+IDKCCdZNrYqvtsyhXGVLRRO6LIWIXLBD54ov09xE81aFD2jmXLhX58sv093GPudewcKHIN9+kH6tUSaR167T3ffcdjqzpx0jB07x52rG5c0UWLTL+fCDymV9H7uu4ceMil/6JlFi2TIQfkwYNROrXT7u2GTNwwks/1qSJyGmnpf0emTBk/fr0Y6Ti4jN538cfs7+e3h5atRJhy5j7y/3inppk0Y4Oi9g33jiyHZ13ngiTApkuaA/RbSWRdsSxCRNityNeTzuKtHusX3/v3i1vR36fPH26XBxpv6U+/VRyRLcVnrnZjvgO+/dnrx1t3CgSOefh9sC18x0yaUfGsZUrRWbOPKodGQLjq6+ObA8WtyMD2gJtgs+nzUa1o8URYfjsvHmR5tRAKtNPaEsmVrQjjkUXdTDb0d69aX050fEo0o4QsTzP/ZGFnZgL6+y0I9pfpI0cPhajHRlkHI/ee+/wsX8iP2MjC48NGzZIx8aNJV9m7eidd7LfjtauFZk6Nf1+ZdaOuFcc45xLlojMmZP+vkPtiDaWh+f9wgvpx3g2PKOs2tHXX+MMnX4sk3Z0xHjEmLl69eFDexs2lLHz5xuuIGfRTyP3+obI30owzke3I/pdZPF5uD3Q1mnzsdoRPu0UksiqHTEemaV3MxmPikfaU4vIdbAwuaR7d2keOV+O6HZ0wQWsfi1rR0Z7YF7jGIF3fIdY7Yj7wXdPtR1R+rh9+7RjK1aktSOTBNqRwY8/ikTGipjtKPJ8JdriX6OGyOmnZ92OZs8WWb786HYUoZbER0VsUKFRmB3BxJzEMx7j/9EWjejfORbpNERPF8GaEP0+OpP5/0Ovi3mM36PPyd/N10a/zvxs81j068zXmp004zH+H30surwig1v0+aOPRb82o1Xn0HVhRfmHgSfa+hT92ujzZzwW55wxj8U554yImJj7zz/yf//3f5Ex5qQjJoWjPj+zcyb4eUe1j3jvi9OODvveRVufol+bVVtJth0d+p3E8u9GBEXBSy6JzFPnSeezzpIcETF7xPuin3m89pBZO8p4LPo8GdtDxnuZ8X1yqDLc77+nTcYZjiV0zmgye1+ctoJFc+S990r1yD3r36/fkQuhjOdMth1lNh5lHHMyG48i50HEHoz8uw8BYrr5ZGwr8caqjMfitKPDnx09Hh16diwsx40dKxvr1ZNHHnlE8iEIkmlHsdpDMu0ogTHAqKaX0RKb7DgW/dpsvG/KRx/J+FmzjO36g5Fnd0FEEBY109tl9swz9vtY1xKrHcXrJxnHo6jX5Yj8/+ohQ+SNadPklptukk8GDJAipqtI9BiUWTvKOD/FaUcx35doO8p4vxJtR1Y812TPmZ35KereZiZUVcQGFQZVVncx/LSEbdV40cUINSaxDBiWWMpM9ukT+31YSTM7Fq8iEqvJgQNjH8NKGhlAYsIKOt4xhF68c7KavOKK2MeodBWj2pWx1ct3x5ITC1aTppUqI6wkD60mj4IVKD+xaNHC+EFc3BdZ7RN8VC8yYRq0aZP2kxGeXUSwxSUyccSE93XpEvuYacGKRZx2ZPreHbzrrtjbzhEBEret0B4yOxavHRH5feiZv3DbbXJSZBIaHPk5zKmnxn4f1i2r2xEWI35igaUpRtJ7ROwW7ku8c2KV4CcWCbSjo+C5RLWjWRGRvz9y/jvvvDPNDzAztwar2xFjVPfu8c8ZYzzKE5kY90SO7ca6FSulHG2lb9/Y50ywHR1F1Hj019at8tqYMfLJyJFG1L9BMu2I+xzvmWPdihdAF6cdGcQZj7DELsmXT/Zffnlst7CmTdN+YpFZO2rbNu0n1jHTcidpvqYvdOokI0aMyLwgi13tqH//2MfodxnaCi3qhtq1jRR800uXNsT2UWTWjljAJzOvZTYekf/b6naElZSfWNSpk/YTCwKI4wURW92OIvwQ+2wGKmIdgi1OtlDMko1MFESrEjTkB+dxwxIbsmpdJmaaLTeYO3eu0U7crCiVXdz0vSMAb9q0aTKZ7UgfQRtbldH66RCMRy+++GJkfhzoi7EICOZi7GRcciMvMn7DpGZj8eEXGEd4vjt27HCl2hr+6cx/p7O17AMQ+vjGYkAgu0QY40H8gIpYB1i7dq0R8UsUK2l9GERw9sdpnA49dOhQqVUrM68P92GyODWeNSvgIDB+Mf2zHARxMXbs2Mhi/zLXA2myAxMkgYBu5PB8++23pVWrVr4LyKCNfYVPrAuQuYHMF/ECk7xIdBnVGvEsSTaBMYLAN9qan/ol14rwp286LWIJwnv55ZcNUeiXhRI0atTImK8pTX1avN02xVVUxNrMr7/+apQbxK/y8ssvN/Ir8jsDCQEBJFs/99xzDb/HijG2sr0C7gRuJ+t2C7YLsSI4DWU1sc61JqjBR5gTpdOQBu6NN96QF6IDV3yCW4noWWiQlo3tUvxM/YRb94yxukKFClIelxKf4VbfZJFEMRbcVfwEfeKSSy4xdiqeeeYZty9HiYGKWJuZOnWqkV90+vTpMScJVqbksSR9Er5CXoVtWi+kiXEDUmu5UbWLtDMsgPzmxhFtiXUSArroY37cMaCNIcicrtrF4vTzzz+XDz74wFdWReCeIY6chDbNmN4lns+mxyE92n9mhL6DYLk+88wz0/2HfQRjMC4FLJLdLlihHI2KWJthMmewjZeQm4mDiHNEopdhS8XtBOdugYgkTyxBVk4Ve+B+f/jhhzKBlFI+wy0RSxAGuxl+LMiBuMB9BJ9BfncK2lezZs2kFAElPgNB5LQfMZULly9fLldffbWjn2sVblhiuWfvvPOOsSj320IJ2IEk/zaL5CpVqrh9OUoGVMTaDD6vWFgfe+yxtHQiRYsaDuJYXFgRY6EdM2aMvPTSS25faqaEWcRiSUfAUh3IKYE0e/ZsqV69upSLTrnkE7hf+Hxj5XOq+AKC2Sy768eJkkUu98xJEcs9Q1w88MADvrxntK1vonPnOgBtGlHmR4siIMicNpjwjAi+c7tUcSpUrVrVWLyoiPUeKmJtBmfwp59+Wu666y7jh2hWJim2Jv744w/j/zfddJOcHZWKxIuEWcSyhYSVzMnqQPPmzTMWQH4UF9FBN06JWJ4PwRdd46Xf8TgsbFkgIWKdggwSPCOvB5XGw40sGOQ/pk37NT7AjWp68+fPN6z9fhzLTAjw4ntkVvZbcQcVsTZDx73ooosMf6A1a9bIzz//bFhgEUYEBlSqVMkYFLPTwcnB+eijj8bdrrVDbIVdxJqWWCfguX733Xee9pHOCjPoplq1ao58Hs8G/0ijGIQPwRKLiKWfOcXq1auNMrfxXJ28Dm4+ZE1xEvol+Zr9FGEfDSLWSeFvjmWDBg1y7DPtgGc+atQoo48SnOZnQR40/Dl6+QgGjDlz5kiLFi2Mco4N4iUszwb4/eGTFU/EYuW1etAIs4jNf6gi0G6zvKDNMDEjyNjC8itYYp0MusFChr+fn/J2RoOQpH856a9Ixo068ZKZ+wCnBRlgjetJqU+fgu/zougyxDaDwYbFkt/TU+HahetN37595frrr3clz64SGxWxNkMHJrqR3JWk6Kger8pKNmArq3HjxnGPWx19ihUSARdWEYvA4J5v3bpVSlN32mZIrYUIzBOr2ppPcDr9EeICf1i/Wsi4bnZknLpnLIC5Z351v4DogEsnrMncs5UrV/raL5Lx69NPP3Xs88ivjduH3+cOLLD169c3dpZwW2oaryKV4jgqYh2AtD+k0urdu7cR3DVkyBBjAPbLlgQTBdZIP0Z9W0G0j6cTsPDB2u7nCjHcL6J5nYItSxaKfsbJNsailCIsTrl72AHjKuMSOxdOWOB/++03w23Fry4rQBEQYjGcEv4EQ5HyLihzB24FP/zwg4pYD6Ei1gEQQd26dTPqRY8cOdKojNO9e3dD0BKx6XXrkVnowC+i2w6cFBhYe/CV9vP95n4hLJ2ATB9MLGzz+Rkn2xjuQVgW/bwtSv8wA5WcELG4X7At7ufFJUHFCHEWMXaLWDNjCLuGfh7LouG7kNN98ODBbl+KcggVsQ7CinT06NHy9ddfyxNPPGH84PdIFDqlRb1asQsRG9ZCByZObY8z8BMA6OdtXkBUOLU1jmUJP/CTTz7Zkc+zC9oYYtwJTJcjJ3PS2oGT0fY8GyxxfoZtfTJ5kCbM7mfP4pKtd78WhogFmTwwMmjhA++gItZhWMVjkeWH7dbx48fLlClTjBW+l0Ws36pGWQ1WMmrM2w0TDKWK/bxlCWaVMyegfHPZsmU9v6ORFU5Whtu4caPRpv1WajYj+BHjq+4E9H+qK/oZ3C8YYxBhdoNQZizz++IyGoJH6TMsnJyIj1CyRkWsi5DI/uabb5Ybb7zRsfRNyWC6E4QZpyw++Krhg0wwhJ/BEou4YMK0e/uV4JEgTChmInonRCx+1xUqVPD9Ni/90gkRSzvGh9iPJY2jwXqIEGMss7tKG0Ya3FWcyhXtBPj2cv/www7CmBMEVMTaDD6vkyZNytTigQXJyxYRdSdwLp0Pvmps9fJ5foatSgQS38XuBRDuF17dxcgOTI5O1bU3gwf9DtZkJ9xWWFwgZP2+uKRPUj1r8+bNUqNGDVs/C8t1zZo1fb9DEg1+xATHkUHGikxDSuqoiLUZxN9ZZ53l9mWkhIpY56oDsTXOxGzmpvUrTJZYYZj87Raxq1atkg4dOtj6GU7A/SJPbLz8z1ZCXt02bdrY/jl2Q19ZsGCB7Z+D5ZJ2HIQoe0QsIsxu+AzcfIIE4xqLP8Ycv8/rQUFFrJIliFi/1gq3CnyCnRCx5jZvEECU4RphJ1jHEGR+3+YFLLFOiVgKUWBR8jtOBVwSPMgY4NfqZtGwDY4Ljt3gD4slNmgwPhOc7YTbj5I1/u+Riu0g3kj5FGawxCIwCFawswgBka+4oAQBrPdYYu2E7XdcMPzufgG4YDAxkv7KTus1n4HwC8LC1KkAQlxWWCgFQbRwz5yo2oVQDqK1knLxb7/9topYj6AiVskSdScQQ7hiKUPQMwnYBcEj5513nm3ndxKEGG3HThB84PeKQEAAnFm1y04Ri/AngDAIGUcIIKRP2p28HxEbhEA44LkTmGQ3FIcIgrU/I2abYxcoSP6+fkVFrJIlKmLTMDMU2Cli2Ro/5ZRTbDu/kziRvB9BxkTidx9iE9OyaKdLCeKCZ+PnpP0mBMQiLHfu3Glb4QYsbqQka9SokS3ndxon/PvJEUs7szsDghswFzrl9qNkjYpYJUtYtQfBapMqdqfZIs0aUcOkXgsCTkSOk16JSTkIvorghI8nvopBsZDx3NklwSJvp4hF9AUlVZQT/v3mDkwQUzOy60OeXSyxivsEY+RXbAURq5ZY+y0YBNvgsuD3KkombLstWbLE1s9A8DlRctQpELF2W6+DZCEzRSyWWLtArHD+oPRLRCwi006fTsZJFv1BcL/ICO2NnR/8/YOyA+RnVMQqmYJ1ECuHWmLTRBlRynaBFZb0N0GBrfEvvvjC1s9A+Nvp3uE0fBe+k50EpTgE4BJhWmLtgq3xIIlYFsrcNzsrMTJOBmlxGQ3C3CyyEaSxx6+oiFUyhW0TrB1B2a5NBbu3xxGxfi83Gw1WRQZ6RIBdARBYLXkuQYF7Znd5Y9pZgwYNbP0Mp2BcQpTZGUAYNBFrijBco+wSsfT7IGQMiYdTFRyVrFFlomQKg7dumaSBwJg/f75t5w9K7k4TxAWLIKz5dlWkQ8QGofKUCdYru31iEbGdOnWy9TOcAkFmtx8x7gS046CIWDBFmF35lbHEBiGFWzxUxHoHFbFKpiBiqbcdRN+m7GJ3tH3QtqdoNwgAO0VskAJuwO42hh8klZSCZPG3+54hVliQebk0eHahzzDe2AX3TC2xihOoiFUyBQtEkAbvVLDb4oMgq1atmm3ndxpELPk7EbF2wTZykCKgTb9ru4JuKAxBeqAgCX+7g+HMwhBBWsjbLcI4d1BSBcZCRax3UBGrZAoBE7gTBGkATxYmMjI1IMrsqKGOZSRI4oJ2Y1pi7SJo6d/IgIHQZAfEjgIOCFgWF0HIEWvC7gV+xHYJf9x8guR3DU5Yr4Pidx0LROzy5cvdvgxFVMQqWaDuBOkQBc3kj7C3OuWYmYsSERMUsOATeENBArsIWiEOAuDYuiZ9jx0ilmfB4iJIItburfGglOiNBhFrZwBh0N0JnCgYoSSGilglU7DcMKkqaZHQWGAR9lYLJ7bduddBsipGl1G1Y2txz549tiwo3Ab3iO3bt9sS5GeK2CAtSs37ZZcllvYbNEssonz27Nm2nJtsDmae2KDiVOleJWtUxCqZYm7XBmnSS5ZoEWs1CDLA2hskmPztynuK9Q0Ba4drh5sgyrDE2gELJSy8Qar5ziLbzjKgiNh69erZcm63sNOdAPchfuzYSfAKaon1DipilUwJ2nZtKmBZtEvEmn6jQRNkTJZ2FYgI6pYl5VPtErFmmd4giVhSX2GRt0vE0n6D5KsOZr+0I4czYxnPImgL8mhUxHoHFbFKpgQtcCYVsMRiJbNj8MISi7U7iCLWLktsULcs2eq1S/ibQUpB2lmhT2KJRZDZQRBznmK9xoXJjiIOQd1VioZxBwMP91ALAbmL3n0lU+ioQSlRmSpM/HZtw5kiNmgDP5P/6tWrbTk3IjaICyw7U0YF0b8TH18Wf1iv7Sh1GsQSquwqEXiJBdtqEWvuKgVtLIuGe0ebw8dcdyrdRUWskilYYrWTpmNXrljSKiFig7aqt3PbLai7BIjMtWvX2nJuxHHQUh9FLy6tFptY2mhnQXMnMEWsXa5RuBMEbVcpI6bvus6P7hKsGVOxFAaioAqFZLFre5z7zBafitjEwSc2aOICaGPz5s2z/Lz0Z4RekKrCmZgitnr16paeF5GC2CPNYJBgnMFSakf6O6y7CNggW2IB8cpOZdmyZd2+lFATrBlTsRR8zBjkCDRR0mCy/OmnnyxP52P6dwbJVxEQmXZVtglqVSDT2m91G6PwRFAtRwhzOxaXQasIZ4IlFjcMO0Qs/ZI2FqTgwVgwL5LaTXEXFbFKXBCxdta99yOIMjuCbogaD2qQEt8NAWV1gv2gVgVi54NAJfqeldYs+jNlpIOY9/mkk06STZs2WX5eRGwQd6JYHOF6YYfvdVB3SDKiGQq8gYpYJS4ID3zCVMSmw+rbzElppZUsqAM/uSL5QchaHVAU1BRbbF0jOOl7dojYIObvJPh07ty5lp83qCkGGbvs8u8P6oI8IywC7Lh/SvZQEavERUXs0ZiJ1a0Gi0hQfatMP2IVsYmBiKXvkbHCSsHJOe1IqeQFELG//PKL5ecNWinoaOzKtBLEMr2xsLNghJI4KmKVuKg7wdFEl7i0kiBWBTIx/RVr1apl2Tlpm0G1XuOriOA0UxVZBaKYRWkQRWyZMmVk8+bNlp8XkRK0lGQmfK/58+dbfl7uWZ06dSw/r9ew6/4p2UNFrBIXtcQeDZZYom8RUVb6eAY5CwQi1mqLBSnJEHlB9O80+xvf0Urw5Q5imV448cQTje9Hm7Dy+wUxr66J2S+tdo0KizuBXe4YSvZQEavEBQGLkA16qpTswFYvljK2Ga2c3IIaQAJ2WMnYFkfsBTECmvRHtAUmSAKWrCKo6bWAtsCCBuu8ld+Re1azZk3LzuclEJosnnVBnhxm6V47glaVxFERq8SFbXOzGo6ShplY3WoLTVBT+QAidubMmZaeE2s4C4qgpSQDu4Jugu6raEaLWy1ig2qJNZP1W+0aFdRguIzgloOLDtZ/FbHuoSJWiYs5GAVRKKSC1QKDSSSo+TsBEWt1+iMssYjYIFpiwQ4RG2RBBohYK3MSY2HjfEErOWvCeIOhAkuslYRFxGL9594hZINWDMNPqIhV4hKWbaHsYnVidayKrOaDWlQCEcv9snLbzbTEBlXE2pG8P8juBGDukFgFPsm02SCmJAPGGxbQZFuxyocVFzSEcRjmDcYf7h8iVnEPFbFKXLAOBnWLOxWstpKZgRBB3ZIyo+GpDmRVe2Li5bxB3SVAkC1atMjSc+K/V6NGDUvP6SVYLFmZZssUJ0GNCWC8KVWqlHHPrBKxuHMg+sMQDMz3RMSyoFbcQ0WsEhcVsbFBxK5Zs8ay8yEuguyrSKASkxrC06r2hFWRbd6gilhEBYsbK6GdBXVrHAiCW7p0qWXnM7NDBFmQma4+VgWv0WaD3C+jYXFDVowNGzbIySef7PblhBYVsQ6B7wwrXrYIqZrDxI61hQT3/O5FVMTGhi3Zr7/+2rLzIS6CmO/UhPbNgG9lkQgzSCmokyX+nbjzWElQ8+qaUPBg2rRplp0v6JZYsDpzSNDHsmgYeypVqiSrV6+W5s2bu305ocWb6ilAsN2wYMECuf32243tQSZy/Ibw5WM7tEqVKnLnnXdKu3btPDch49ukIvZorK4OFHQLGdktSH9kpSgLQ5CSlXXZGYeCLjDYGmdxw/hqhWGARTxW2KCLWCvHMiyxQW5jGalYsaKsWLHC7csINSpibYZV2vnnny/nnnuu3HTTTcbKDWGIfyDbEB999JH07t1bJk+eLI0aNXL7co+AQdzKPJVBgXvCwG9VkvCgB9ywYLPa4sM9q127tmXn8xpWR9pjVWQBHWSBwUKJAEncAKwQsWap5KAGDwL90sqqU0FP45aRcuXKyWeffeb2ZYSaEIrYPfLHkjkyfdZc+X7JKln361bZvnO/5Mp/rBQrVV4q1agnTVu1lTOqFxcrsqOSH7Nq1ary3HPPHZFvlUkKMdS0aVPDvWDixImeE7EI7SBWREoVnh2iwKr7w8BfvXp1C67Mu2C9tkrE4poTdOs1KYpII0Y7s8ISSNoj2qpXXZesgJzWWGG5Z1aU1g26rzpgvf71118tO18Y7lk0Vu/KKdknuCNaRvb8IrPH3CejHn5Rpv2cdUqMPKeeJYNuvkNuu6S5nJjCHGJa6+IllObvXo1KNyPAlSPheZJCBkuZFSIWq2LLli0tuDLvgsVn8eLFllivEbFWBol5ERa8pECijRE8kiq4cgQ9dyfR4rQNq8r10i+DLshMEWblrlLlypUtuDJ/wP3DCGF1uWMlcUIgYg/I3/OfkSt6DpV31iAk80uFFhdJ+9anS/2alaR86WJybL5csn/Xdtn6yzpZufg7+WrGpzL5y6ny5KCp8vTDPeSJN5+TwQ2LSDKbSm3atJGRI0fKVVddJd26dTOsr1gMGGhp/FOmTJHXX39dPvzwQ6u/eMqoJTY+ps+iFVGpQa7PbsJgb9W2mylUgr7Aok2wpW2FiA1DAnrydiJk6ZdW3DMEWYUKFSy4Mu+CewkWf9JEWdGfgu6rnhHaG9/3559/NuJbFOcJtog9uFNWvHyJtLtsvGzKVUm63jlShl/dVeoWj79iat+tvwwdIbL3j+/lvadGyZ33vC1XN5ojX42dLmP7V5b82VysMgi+++67MmzYMOncubMRKMCKjW0v3Ahq1aolY8aMkYYNGyb+tbIoE2hVGUFEbFATfacKKZCsCLzhWYVh4DfrtFth8SEBPX0n6G2TBRJ+86eddlrK50LEBj0BPe3KdFupVq1ayudjcdmkSRMLrsy74O9r7iqlKmLNsSzo1uuM0D8XLlyoItYlgi1i/5kmgweOl/0d75eZo6+Xlickbu7PXbye9BgxUS4YPEsevbyn3DrgSunZdbqcn01jBgMrA+H06dONaP9169YZ4hCrAU7hySSZxhGfjAbxygUyyVsBW7ZqiY2NVb5kiDEsIVh2gwxWQIQUbTbVQBlTxAbdEssC2Kp8xGGJGmeny6oSx2GpWEi7QMSS7jEVzDK9YROxxLLMmzdPLrroIrcvJZQEW8Qec6J0fHyOvDv4dDk+yXkz9wkt5ZZJP0nzZ1+R3CncLQQsARpEVCNavvrqK1m2bJnhP1S3bt1s+cVivSVQLJ7FlfNfcMEFyV/sIdSdID5WRdtzj3EvCXIENCAGyHZhBWaFHO5bkCF9z9SpUy05V1gsZFYGEIbBBQMwpFiRCYOxjMBBDDRhgl3UF154wdKy2kriBFvEFmwk110V9f+Du+Xv7TnkuMJ55OgNzd3y2/ItUrjKSVIg48Gcx8vpV12X1CXgNvD000/LM888I5MmTTIseKTc+umnnwxRSyQtKziOJxo5zOR9yimnxD3OYJIqCGTOE3RrV7IgYmfNmpXyebB2sy0edBFLkBKwmEvV6mxW6wr6hIGIffbZZy1xweCekd4v6CBirSrXG4ZgOMB/+Lfffkv5PCwuw7AgzwhzOgIW9xMrfLGV7BFsERvF/q2zZNSF3eSp416WVRM7StEMc8L+TW9JrzqXyM9dx8hnYy6VKhYZeb799lu577775MknnzS2Bx9++GFDuFDxiUll7ty5Rp5Y8sV26dLFmg+1ALZrmTyDbu1KFrbeNm7cmPL2uGmJ9VqhC6vhHjHYYyVLVcRaFezkdbhfWAOt2BFhgj399NMtujLvgrWZ75oq9Gt2DsLgTmDlrhJW2LCJWOJciGlgPgjDuOQ1wiFidy2VR89tJ//37T6RavNk4+6IiM2w43Fgfz6pWCGXzHjrMjlDisqi17rIiRYYen744Qdp1qyZkZkAyxH/R7SagQdnnHGGYZmdPXu2p0RsWLa5k4XJEqtiqgFGprU7DPfZnCxTrdPOOThX0GFypA+aOV6TJSzBg4B/J7lKU4W+bVZVDDr0JeafVMESi4gN+g5JRvi+uAkyt2cnQFuxhhCI2P3y63vXyh0RAZu3+f0y5+ObpHYMl53c5XrIC99UkvLtmsjtbw2SOwa2lRdbFY7hdpA9WJkRzIX1la0pgrnYujG3CNmGwLLktchGq1KuBBVylOIKkqqIZcLFJy3olliwKuiGc4ShkhzuRohX/BVTEe24NCGEkwki9RsIdSyxqbpgmMU0wtIvrdhVwv2CcTEMC/KMNG7c2MhCNGDAgFC0GS8RfBF7YIt8/sJ02S0N5clXbpAGheN3sBzH1pebXrtP3qlyk7z56Ex5oOX5cnyK7ZE8sY899ph07dpV+vXrZ6zUbrvtNsOnldXbtGnT5IsvvjD+5iU0vVbm4OPJYMWWYyriwLSQhWHgs6pOO4vAVK25fgALD/cMgUEwZ7KYyf/DEHBDv+S+IahScVshm0OQK8JFw/jDIod2kor7mOmrHoaxLCO4CmKsYsGoRQ+cJfgiducambXsgEjDgdKlXNZfN3eFi2RQ/ZvkyvlTZOXO86VJijqOgfT999+XBx98UEaMGGGIHqx3N998s2HpJDvBG2+8YWQo8BJYYlXExocgPKzqa9eulfLlyyd9nrBEjQNBN1bUaSe1WRh8zxADBHetXr06pfMgTjiXFeVrvQ7f0ywSkYqIxRIbhpRkgPBnR5CsNqmI2DAUbYkH1mwWAuy4Bj1dotcIvojd97ds+lukSOWKUiQRV51cx0vliseKLForW/dZcwmIlIceekjuvfdewxJFY2ewPeGEE4xjXly5qjtB1iAwVq1aJa1bt076HAgy/KLDgFV1xrHEhkHEAm3s888/T2l73LTE4mMbBhhXEbFVq1ZN+hwIsrBYYk1/a/yAU9lVom/TXsMIuxzsrq5cudJwLVCcI/giNgerc5H9+2IXBjiaA7Jn517jTVZLS7YZsN75AXUnyBoGbJz5kwUfNAQZ4i4MWFGnnRrl+IgiVMIAFh4C2VK5Z1iH2DkIi4i1ImUUIjYsOyTMS2TCoDpcsvMT7ZO+3bJlS4uvzj+YxUlUxDpL8EVs7pJSKTIWTVnyo/y+t40UyspdZfdamb14l0iJylIixK4tmiM2a3AjeO+995J+P1t4WD/CkMYH2J7FZwzrc7LCHV9FLEdh2BoHhBTfOZWgG8QFwi4sUeOmm08q4OZTv359i67I27A4It0ju0rJ7grRPsNYrSsac2dOcZbgi9h8FeWshgXkqUlPy/M/DpKHGmZmXTwgW6c9IM9Hxr9CXc+SSiFOkYq4MhPUK7EhowSDFtbBZJz5EXS4bYTlPiPCzjnnHPnggw9k8ODBSZ3DDLjxoguOHfBdcT+irSRaDCUjWHJZNITlniE+ycedivU6bP6dCLClS5cm/X7aJ4aPsIxlsTj11FMtSVWmZI/gi9gcRaXFdb2k5KTR8vAFQ6Txl89Lt3KxttUOyD/fPyE9er4lf0lpGXx9Cyni9LV6CEQs6VKU+GBBRWQgZKtXr57t95vBFGEa+Pv27StXX3219O/fPyl3FTP1UVgg0IbvS+Rzsj6eiNgwpCQz4T7xnZMdw8y8umGyKmK9/uSTT5J+P5ZYRGyY5wx8YtkBsKLCnpI4wRexEQo3HynP9fhALnh7nFxYaa50vu5a6X/+GXLaKSWkwMF/5Jfl82Xq+Gfl4ZfmCLVeylz6koxomlqFHL+D9ScswTPJwkBVp04dWbhwYVIiFl9FzhEmtw38xpjwCLzJrHRyPMgRG4ZCBya0j44dO8pbb71lZDdJBgRdKsGHfgPhT05u3CiSEVXkf0bEhqmdke6RLBjcs2RcfbhnBBCGaUGeERaKuFRoULSzhELESq4TpcuY2fJSjg4y4K0V8sGDV0Z+Yr3wGKkx8HX56MlzpXj48jUfAQIrzANSorB1uWDBAunZs2e234u4CJOvIhBchOBH+CcjYploEcJh4uKLL5azzz5bhg4dmlT0ONbrMFkV8Zdme3zZsmVJWa/JMUu0eZhKbiP6WSy9+eabcuONN2b7/SxKaZth8VWPBe4+9DOCCsM2RrlJOERshBwFqsnlby6T9le+IS+Me0+mzP5BVv8aWTXlKCTFT6oqDVu1l4suu0IubFA8PDclEzRpc2IwcLP6ToZUq335lVTuWRj97nAnYIvyr7/+SkrEYiULS2YCwHrNfeJ+JQP3CzEWtspTCK+vvvoqqfeaOWbDvo3OPWBcV5wjZHotr5Q541K5mx+3L8XjsJoMU2BDsrRt21bGjRsnn376qbRv3z5b7120aFFKlZj8SpcuXeSuu+6SSy+9NFvvQ1xg9U42KMzPjBkzRoYMGWIUTsmuhRB/Wr+k9rMKrNZYrzt06JDtdGzk+uR+hW0R36NHD5k+fbpMnDjRqDCZHdhZwSUh7AwbNsz4oQRtmK3SThIOEbt/m6z+ZrbMW75Zth8sJCdWaSStmlaWIuH49kmhgV2JwRYSQUq33nqrEZk6atSohN0DKCeajC+t36FKHfkUEbH3339/woslXFwgbJZYqFGjhiGqyEvcrFmzhN+Hfx5WsrBVEcISy/b4a6+9lu3tcdomVsmwWRUZtyiN/uijj0qnTp2y5eYUNl/1eOBexm4Rwb70WcV+Ai/jdv/8ulx+Vh95fU2GAydfKM9PeUWuqBYev6dEIfBGU2wlTps2beT11183rD/fffddwsmuf/rpp2xbPIIAeV4//PBDY7Ikz+6gQYMSEgyIWLZ4w+iCgVUH0f/CCy9kS8TSxsgBmmx6Lr9CexowYIB07txZBg4cmPCCHLcNLLGNGjWy+Qq9SZMmTYx+tnjxYiNoNVF4/ZVXXmnfhfkEdkmaN29uuGWoiHWGYI9s+3+RdwYOkLePuVgenjBQ2tUqI4Vz7pL/rZojb91zowzp8aS0mn+LVFGr/xGQ95T0T2EKbEgFLGQMWFhksfw0bNgwS386LGTr168P7UBH4A3ilXRbiI1ERBYuLqQ1I+gmjLA9ft9998mECROkXbt2CRXJwHJbr149+y/Og2AZZKfj6aefll69ehnFSbKCBTyVq7p3727/BXoQfKcvueQSeeCBBwwLdt26dbMcy3DzIYhO3QnSwBr78ccfu30ZoSHYInbHEpn0Qym57vOX5Ia66RPfKRWrS8PTcsu3VZ+XOVtukiplwuXAnxWIWAauMEXNWwE+sc8995xRkSqrrTWsPWXLlg31QqFmzZpG0NKsWbMM3+KswKqIKAnbNq8JFmj87V566SWZP3++4YqR1b345ptvksqcERQQYg8++KBcdtllMnXq1CzHNKyQuPmEKa9uRi644AKZN2+eIWYpTEIS/8z4+eefjWp8ZDhQRKpVqyYPPfSQ5ot1iGCL2IP7ZOeB/HJ8gaMHrpwFSkiRY3bL9t0H+J/z1+ZhELF0PhWx2QM/vDPPPFPGjx8v119/faavRZAh4sIMCyWssQh/8phmZfHBVYOKX2GG7XHcVc4//3z5559/MhUO5O2kClNYLbFA4OQrr7xi3K+vv/46y7KquLewpR7mHNksrJ966imj6hluUnfeeWemr8cKG+bFZUYICsQvNmyp7dwi2CI2fwVpedIqeered6TT0z2l2rFpk+TBXRtl2sN3y8zcdeXWksG+BcmgltjkYBDv3bu3nHfeefL222/HfA3blS+//LLhM4XgDTuI1zvuuMPwQcwoYnFpue2224zfSZe0fPlyufbaa124Sm+BwOK+Icgyc60gTR6CJOwBmrSryy+/3HD3wWKYGZQ1njRpkgqyCLhU4MIyefLkTF9HurxkC3EEEdO9jOwziewwKakRbAWXu6Jc9ugAefGsi6X6q32lcMlScmyunfLHr3/Kbjlezh/7joS8MFdMTBEbtmAQKyCIhq04BEQsPvroI2NLmIGfTAZhhzb2xRdfGBH0GcHCc8sttxhtERcNBFsifo1BB4F1zz33GPcmK/BxDFuqqFhgic3KCgss3BPxNQ4DuDvhjsJ8kBV6z47ELIKjItZ+gq1S/lsgr63qKTOXniMTxrwnsxZvkG0HCsoZXZvIef2vkIsSLWxw4C/5+vlXJHe/a6WhX6rJ7d8vEXVA+Zn0vzVvTm08TDRpx8yE81gdWrbExGP8N8/UqdLq998l98SJzIKYy0TYFmEwmzKFjPNp78NSSyclATsi5PPPjzx21lmUgkk79umnRACkH+vQASc/IpxEcILneo0Pz4NzKXta1L4ViVzL4WOU8mvXLu0Y1z59+pHH2Gpmwt6yRWTGDMye6cfOOy/t999+E5k1izDktP9z7W3aoKbIEyMyZ076/eI7t2qVdr1r14p8+236+8g9aZbyXLVKIiPW4bcdhz+sOWEuXy7y44+Hj3UvV07uiqzQCTQ5/pdfRKZNS/+8ihVFGjRI+/2HH0RWrEg/RuUhM1p4/nzyAKUfwy2BH64tMunI+vXpx3iPWbXoyy8pE5Z+jM/iM4H7FXnmBrQHMiwgGLm/M2em3VMTvhvfkXbEMzCTymdoR/Lhh2nPF7CyxmlHBSL3t0CMdtQ08vzOiFzT+sj1n3zyybJv+3bJg1UokXZEu6U9ZNWOtm5N6wsebEcS3Y4igl4WLjx8KHfk2RTjGXHPFy8WWbIk/X12t6PZs0VouyZutiPGFfNYxvGIvnXoWM7IcynGzgfjEX+j/UW3o44d09oDx95919p29L//pX33WO0osjgz7mci7YhUdNyX7LYjxnzGfsjQjoxnk0k7KuxWO+Ject8gYzuijf3xR/r77GxH/I3xyDzGc2FeY3cjk3Z0et268vXw4RIZuNKOudmONm4UiS5ikVk74l4xVoGF7Sih8Yjr+Pnn9GNmO4pQWeITbBG771f56JpO8nDHh2X86NFybfHsf919f3wlT1zeXW6cXEUm9b7W+mu0CxoljT66MtKhPJtGJ2ASjj5mis/I+w5GBs9ikY6diwmHhm52YDoW74sWqqYFjYGAjhQ9EOzenfY7gwvHzBU9Dd38nX8ZyMxORGc1rZi8n8+L7tC8ns7O53LO6A7N63g/18Ax85y8nt/5XK6dYyYMQObruD98XvQ95Px8l4iAOuJ9nMs85z//HPm+aMsXi4ioY/kLFZLRkbZIOcwcDCDR7yOXp3lOnk30MdO3iuMMdNHHooPIGNyjj0UvYmgP0ce4bvOcCI/oY3xf4PvzPlOYZDzG3+O0I+O5mtVr+E5mW0mwHeHMctcVV8gfkQllZ+S+bV23Lm1gjdWOeI6ZtaOMbcU8xvVZ3Y64P1a0o+hk6RnakRSK2kJi0o7XjjK2FTMnbyrtiHEhmXbEMVOYxDqWbDuKHnOi21HGY5mNRzw/nq8d7cgcq5xqR4gkJ9tRxraSWTvi2kyyGo/ijTm8L9F2ZD7/7LYj83U831jHELHx5rXI861RubLM3rBB/ouIsoIsshNtR9mZ1zhvMvOaea/4Ltxzq9tRxrkrs3ZkFiKJNR5FBVcWkfgEW8QWPlOeffEiaXvZjdL80zHS/c5RcvvgTlKraNa+nvv+WiyTnhkld4x8R5btOUm6j3lWzvSTaxkrsB49jmx4Jvytb9/Y74s0tN86dZJPvvtOBuB/GO2niP/dgAGx30enHjgw9jHyzQ4ZEvsYlpGhQ2MfY6C8+urYxxgor7km9jGqE8U7JzWt4/lVsiqMV2ud9DHxUsjUr5/2E4smTdJ+ojjsCVu2rEiLFrHfhyUg1lYUAwEr81gBThwzV+axuOCC2H/nfbSVWDB4xotuz6IdyaBBsY9lox2Ru6Gs+Z/IxGBYQWLBdmZm7SheW7GjHVWrlvYTi2TbUdOmaT+xoA3Fa0dYePjJiBvtqFev2MdSaUfxxpzMxiOOxRuPnG5HWKmsbkdYvUzLV0bsaEfsnMWqVphVO+rWLfbfeV+8Mccn7SjX8cfL1Mhc0r5LFyNbwRFk1o4QbvGOYe20uh2ddlraTyySbUdYefmJRTLtKMK3sc9mEGwRmyO/VLn0LVlc83S5oue1Mn74BZGfY6Vq2/OlfZvTpX7NSlK+VDE5Nn8u2b9zu2z9ZZ2s/Ok7+eqLT+WjL1YI67scFS6SJ996QYY0LBKaHAYUOiAhfdhqhyuKoihKquCHXqVKFcMv1th100BB2wi2iDXIKUUbXSPvLOsms14aJf/3wIsyc/obsjzykxnHnNxGBt9ylwy/vIWUClkxBC05qyiKoijJgWgl7oHMK2R50OBK+wiBiD1EntLScsizMmPwY/L74tny+cyvZMFPq2TdL1tl+679kivfsVKsdHmpVLO+nN7qTGlRq6TkDeniifyTWnJWURRFUZLDrHZGqq368dyElJQJj4g1yZFXTqh9pvTmx+1r8SiIWLXEKoqiKEpy5MmTRx599FGjCI5iH+ETsUqWqDuBoiiKoqQGlcwUe1ERqxwFltiTzfx2iqIoiqIoHkRFrHIU6k6gKIqiKIrXURGrHAXuBBrYpSiKoiiKl1ERqxzFjh07pADVQBRFURRFUTyKiljlKHbt2iX5qGKiKIqiKIriUVTEKkeBiM1PfW9FURRFURSPEk4Re+AfWfrJK/Lq+zPlh5/3SNOHxsv/NShg/H3Z1+ukZJPaUiycd8Zg586daolVFEVRFMXThE+q7Vwmz17UQoZM/uPQHwpIwb/2G78d+GOKXNO2u3zd+D758pNbpF6hcJbsQsSqJVZRFEVRFC8TMhG7R5Y/0cMQsBUuHCl3ddgi/9d/dPrhfFWl18VVZPrY26Tv4+fL98OrSx73LtY11J1AURRFURSvEy4Ru3uFvDl6keRtO05mvtVPTtzwhDwcdThn4dpyyYvTRNZWlEtfGS8rbxohNfO6drWucPDgQQ3sUhRFURTF84RMxG6S7zeKnHb7mVI6l8iBWK/JVUbO6lVb5KrvZdNusUTEIgz37dsnS5culdWrVxt5WBGJp5xyipx22mmSN29eyZHDG64LpNfKmTOncU2KoiiKoiheJVwiVg7KgYM5JE/BiGjM7GUIyv17Zf/B1D/xwIEDMmHCBLnlllvkr7/+kqJFi0qePHlk7969hpg95phj5Pbbb5fBgwcb4tFtqNZFoQMvXIuiKIqiKEo8wiVi85SSGqUOyqvTlsh/F7WQmBvm+9bLRy//IFJqqJSywBi5aNEiueqqq+TGG2+U8847T0qWLGn4m+7evVv+/PNPmTNnjgwfPlwqV64sZ511VuofmCJarUtRFEVRFD8QLhGbr4p061xGHn7yErm2zSfycKPog/vkr2VT5PlhV8qwr/ZJ2Wu7S1UL3EK/+uorady4sdxwww2SK1euw3+nIhZW2VNPPVXWrFkjn332mWdEbOHChd2+DEVRFEVRlEwJl4iVAtLwjrEy+OOz5dleVWVMLrbMD8iiCytI0Z1b5O89h15WcYiMGV5frCi8ilXz999/N4KlChYseNTx/fv3yy+//CInnXSSBZ+WOojYQoUKuX0ZiqIoiqIomRIyESuSs/hZ8tR3C6TBiOHy4MufyvJtkT9uiwjYyD+5StaWDv1ukpHDe0ntwtb4hLZr107uvfde6dixo3Tr1k2qVKliWDoJoFq3bp189NFHhrV21qxZlnxeqqg7gaIoiqIofiB0IhZyFqknlzz2SeTngOza9of8uUMkf+GiUqRg7swDvpKgdOnSMn36dEPIPvPMM0ZwF0FdBHQhZps1ayYzZswwxG2i8P5t27YZWQ9igUBOFgK71J1AURRFURSvEy4Ru3ORPDr4Ptnc4UF5oFvZyJfPKfmOKymlj7P3Y8uUKSNPP/204VKwdetWI6grd+7cUqxYsZguBlmxYMECufPOO43MB7Ew/55M2q5///1XLbGKoiiKoniecInYvZvli7feltUV7pT7HPpI8sNi3SSIi6wEWGbJWDBlyhRD1DZt2lRatmyZreICDRo0kPfeey/ucURyixYtkkqTpZZYRVEURVH8QLhEbME60uec46TnG2/Ij0NHSqNj7S8wsHDhQjn77LNl/fr1htX1jchnX3nllUZWgiJFisgLL7wgrVq1knHjxiVcYABXhMyspeShTRZE7Iknnpj0+xVFURRFUZwgXCI2R2Fpdtc4GTFquJx/2hxp36uTNK9eVo4vcMzRvrDHnCBNz2kqJ6R4h9ja/++//4zf8WO9++675eabb5brrrvOSLO1cuVKI3/s5MmT5YILLkjtwyxALbGKoiiKoviBcInY7Z9L33pdZOah/467Z5aMi/viVvLB3zOkk4X+sr/++qshEq+++urDltSqVasamQu+/PJLT4hYzROrKIqiKIofCJeIzVNOOg66VCpLPsmdKwtXgnw1pKIFFbtMyCRQvHhxIwcrlll8ZIHgKyy0+Mp6AbPsrKIoiqIoipcJl4jNX0dueG6Mox9pBlc1bNjQSKOFaL311lvl5ZdfNgodjB49Wj788MNMA7WcRPPEKoqiKIriB8IlYvf/JUvnL5W/9mfxuoMHZO/+QlLj9LpSIsU7VKNGDZkzZ45R2ODnn3+WkiVLGhkLyPVKpa7nn39e7rnnHiNDgRfAKnzccTbnHFMURVEURUmRcInYf2fLkKadD/vEZo41PrGkzqpfv77xY2IWKShXrpxRrQsf1GRyuloNlmFcHdQSqyiKoiiK1wmXiM1dVs7ud6GUiFXQav8u+XPdDzL7+02Sv3FfGXDumVIt8dSt2cIUrBQ8sMvqSQ7axYsXZytXLPlleR8ZE3LlynXUcazH8QosKIqiKIoSbkgBGks/JAsFmDL9PMs+yQ8UqCe3jnsnkxcclH+XjJb+HR+XPWc8bmlgl5PQiBo1aiQjRozI9ntr1qxppAHLCA2JIg0UZ/CC1Vg5mnnz5hnZLtQdxJts2bJFNm7cKPXq1XP7UpQ4zJo1S5o0aZJwzm7FWci3jqElO2XaFedgN3fGjBnSrl07S8/bvn37uLojXCI2S3JIoRqXyTP3viM1b3lDrvv6KjnFh3eIVdDbb79t6Tmxzg4dOlQmTJhgiGTFe3Tt2lXuuOMOqVu3rtuXosTgiy++MIqdjBnjbHCpkjiNGzc2Cs8Qu6B4j7Fjx8rmzZuNcU7xHjt27DAqir7//vuOfaaqkaPIKcdVrSvHrvpcVu6MiFh1D1UURVEURfEcKmKP4qDs3LxKtuzaI/sPun0tiqIoiqIoSizCJWIzTbF1UA7s+Vd+WzpVnrvzA/m3zHApq25RiqIoiqIoniRcIjbhFFtFpdPjA6WailhFURRFURRPEi4Rm/skade7ixSNlWJLckjO3AXk+JNrSeuLLpFuDUuE7OYoiqIoiqL4h3DptAL15fbXJ7p9FYqiKIqiKEqKhEvE7lou4x6YIHl73yQ94yaB3StrXxsi1315hjz2TB85JbejV+hZSNtFJS/NEetd8ufPr/ktPUyePHmkQIECbl+GkgkFCxY0itAo3oQKmPwo3oTiSlQgdZJwidjdK+SVu0dJocbXZCJiRfZsniOTXv+fXPmIiliTU0891chxmZ0KYIqzkN9Sc/h6l2bNmhl5SBXvMmXKFBWxHqZ79+6Hy7Yr3gMjyuzZsx39zBDMePtly5djZezs/8m+XUtk9YHdkvfNh+SeBbFXcwd2bpQvnlsW+eVUOaB95TBYYHVw9zb6fLwNC0BdBHobrOWKd7GynKliPegEp/tQKETsn/NfkZHDv5L/zD+9NkqGZ/Gu4y+8VOoVtPnSFEVRFEVRlKQIgYjNI1WunyPbh2yRlbOfka5njZD9Ax+QwTXi+NXkzCtFT20i5551mhTTRZ+iKIqiKIonCYGITSNH3hJSpVl76dJlieS/4mq5pl5+ty9JURRFURRFSZLQiFiDgo1l1MR3s3zZf9+OkIHjKso9T/SW8upmqCiKoiiK4jnCJWIzcGDvbtmz/8jorQO7fpGZr78sb46uLr3vVxGrKIqiKIriRcInYvf/IbMfGiRDHnhPfvo7k9eV6ijFVMAqiqIoiqJ4kpCJ2L2y9qULpN1tsyO/FZSSJx4j//ttm+QuXkaK7dosv/3La06Spl27ySW33SUN1W1WURRFURTFk4RLxO5ZI289ERGw1YbJV1+PlKZ735bmpa+Tmh+ulBea5pPtKz6UewdeJZMKN5R2tYqIZnRUFEVRFEXxJuESsbvWy7x1Iqc9OEAaFYlI1C3RB3PKsVU6y72TT5C9ddtKl0fryre3VRNNfa0oiqIoiuI9wiViD+6VnXtF8hXOl2ZlzXmM5Dy4R3bsOXD4JTmObShXXVtFnnj4ZVly3YNSN8BlmseOHSstW7aUChUqHP7bv//+K3PmzDnidZQybdOmjVFtiJJ/K1eulMmTJ8uuXbukXbt20rBhw8OViDj+008/ySeffGL8fvbZZ0udOnWMSh5K9pg7d65s3bpVOnbseMTf9+7dK9OnT5d58+ZJqVKlpEuXLlKiRInDx//880+ZOHGibNy4UU477TTj/dFVVP73v//JhAkTjH8bNWokZ555plb7SpLRo0cbfYOyzLBz507jue3Zs+eo15YrV06qVatm9IsVK1YYfYjXtW3b9qg+tHjxYvn000+N/9OHeI7ah7IPY9k///wj55577hF///333+XDDz+UDRs2SKVKlaRTp05y3HHHHT5Ov6MPbdq0yRi/OnTocEQf4v3vvfee0YcoJUwf0pLPyfHSSy8Z88gpp5xy+G/0gR9//NEY5xjvWrRoIU2aNDlcsYvjy5Ytk48//tg4zv2vX7/+EX1o4cKFRhlh+s0555wjtWvX1j6UDf744w9jHv/555+NeYZ5pEyZMoeP//333/LBBx/I2rVrpUaNGnL++edLvnzpgok+xDzzyy+/SL169Yw+GD3P/Prrr0Yf27JlizRt2tQYB5PpQ+HqdccUkZOKiHy+eLPskRMlX54iUjzv37Js6Z+yv2UhSesex8hxpYvIgc0LZfNuCZyIpXPzs3r1arnjjjvkrbfeOkLELliwwGisxx577OEOX6hQIaMhM0AwudIYa9WqZQz6jz/+uLzwwgvStWtX47VMGhdddJExsPP6Rx55RN555x1p3bq1K9/Xb5jPZ/fu3XLnnXca4iZaxO7bt0+GDx8ub7/9tpx11lny0Ucfybhx4wxBdPzxxxsDy4UXXmgMILx3zJgx8uWXX8rDDz9sTABMuuedd55xLp7h888/L1deeaXRFrQkamKYz4jFHPcNYWqKWAb+QYMGGf9Gv3779u1yww03yAMPPGBMzjxTxBF967HHHjOeE5MAzJo1S3r06CHNmjUz3suzQzAxkStZE92HeD7Nmzc/QsQyefJ/xrcGDRrIu+++K6+//rox4RYuXNhYBF5wwQWybds24zgLla+++sp4dvSh3377zXh+/F6zZk157rnn5Oqrr5Zhw4ZpH0oQ8xktX77cGOe4j6aI5e/MGVdddZUhbhBGzCMjR440xipgnmLhUbduXcmfP7/RhxgHWWzAF198Ib1795bTTz9d9u/fb/ShSZMmGX1KyRr6AH2EBeAZZ5xhzDPcQxZ+jHeMZ7169ZL169cb9/iVV14xFhzPPvus0S+YfzCuYBRjcUEf6tOnj9x7771GH6EP8azy5s0r1atXN/rQddddJzfffHO2+1C4RGz+ynJO/Tzy8mN9ZEiV1+SRvhWlVSWRa+/5P5nU8XnpWjay0t61Sia8MF8OFDhfCgawYheN7tprr5WZM2cag3RGmJgRoIjRjKtWBpcRI0YYkwKDPo111KhRhqhiAub/TBo03qeeesp4PxM3x5mY1VKRNYjU66+/3hCl69atM4RoNAzeL7/8skybNs2wzjFIIG4+++wzQ/gwIa9atUp++OEHKVasmHz77beGlaNv376GaML6jtDFSsHkgKWCwYgBxhRiSuZgeWDApQ8xmEdTtmxZow9FwzO75JJLZOjQoUYf+r//+z9jUcekS5+hTyGAmDT4P/2FhSALROB99CsmZq0dnzVYt+lDWOkY7xivohk/fvxhi3nRokWNhR3WWO4vwojj9D0WG0WKFDFehzW8X79+hthiQub9PFf6EH2VY/QhrO1K1mAUYR6aPXu2MYZF89dffxn94bbbbjP6GbBopx9wjwsWLCh33XWXYX3lWZjzDv2G52T2oZ49exriF4YMGWK8ZurUqdqHEoA+gIX066+/NqywLAi5tw8++KAx/yBq6R/fffedlC5dWhYtWmT0M8Y59APGMXYC+TsGMQwpLPyYhxDBGL5YXMyYMcPoQ1h0L7/8crn44ovlpJNOyta1hktV5CwpHe69WWpOHSVjn5wlwy4ZKt1uai/DLn5ZLjj5DSlZrrTk/H2d/LZL5LgLe0rtgm5fsPUwaLOaZZK85pprjjq+Zs0aqVKlirEFwOCOsDG32Rhs2MJmRWYKUlZTTLZYdmns33//vTH4mAMFgvaNN94wtuXKly/v2Pf0K6xCsaQiaBA7GWHwwDrE6hWw5DFZs6JFILEaRrTynAFLBc/lm2++MSZgBo3obR+26BhkGIxUxCYGFu/BgwfH7UPR0GduuukmQ6jyHMw+9PTTTx/uQwzu/J++d8IJJxgLEJ69aZHAKsjihD6kIilrGHt4NtxXhEtGduzYYVhczT7A+MazwD3qwIEDRh9iwuY1wFYoz4U+xNjI4oXdDPP9WAsRVohafT6JwQIbYdm9e/ej+hDih50M01oOLNR5RtxjxrT58+cbQsjsQ4xp/J8FZvHixY0+dN999x3uQ926dTMss8xrLDSVzDEtpSeeeKLxf+YX5grmCeYZjCg8E/M4u3q0fYxfGF7oQ+3btzfmJ8Aay3Nh7KtYseJRfQgLOb+jH1TEZkHB+iNkzsKaMuabSnLCMbmkUI/X5NN1faT3HZ/KpvXrIq/ILaecd7e8+nwHKRZA9xkGbAZoGmm0/4oJViQaEpZTLBo02LvvvttYYfEeVmTRYhQfGQYSLB74JvE7KzMTtoiYHNjCUxGbNUzA5rYxWzMZwZ2D+/vQQw8ZAwWCikVJq1atjAmYQRxrkjl48y/PAIHEc9i8efNh1w+gDTBocFxJDKxz9CEmRAb3zMDfD39lBBUTMv0AC0S02OH+85yYvHlG+F5G9yHcff777z/DD1NFUtYwBuHrD08++eRRxxG4r732mrFLhPWILdKqVasaPnk8G8YyfMXNPkSfZOyij2CB5bljuTUpUKCA8by0DyUOfQg/VcajjH0I4UMfwFrLc2EO4p6z64EPMwsKntPJJ598+D0IU17HQo+FIuOaKbCA58XWONZFFbFZc/vttxv/MmZxXzFo4R/Lgpq/0dZxMzD7CH/jHvN3dADPiePmIgRfWMYujrOIZByM7kM8cxb5GMOyS7hE7M5F8ujg+2RzhwflgYFl0758rmLS4vZPZOMt/8kfW7ZLriIlpWj+cPo10VixyjHI45vC4P3MM88YK2UGezNYBauDCf5INGQGd354D38zoXEirhC/SurgCsAWHJaH/v37Gytj01LHxM0z4BmaMIjwDBg4zOcQfdx8XhxXrIVFHz7H+PeZAQ2IVED4mPA7z8nsQ4iw6AUmzw83k1jBYkr2YSGPOMKVhiBUJlZ2jOgHjIEZ+xDjm9mHEE/ah+yFBQNWPBYZiB3u/4svvmj0He4///K36HnG7E8c4/nR32L1IZ2HEsMMYuR+s/vHzhCLbdNqnrGPgNlHzD5kWmGB54VuYDHOORnLoo+bY14yfShcInbvZvnirbdldYU75b6Mx44pKMVLBdB/IJswWNCgTHcAAhbw3fv8888NHySIbmg0VsQRDZBBxRxkTGi0TNDRkb1K8jAYsL3J1hn3nC0yrK/4KSFi+Vu0jxkDCv/HasF7sXpEH+d58QxjWeWV5OG+Y+1j+5moaBPT6hTdh8wFBsfoQxknW54X/VEzSFgDgURY9dj6xEqOUMIqyM4HfpoZ+xDPxrTu8Ry0D9kL95iYCvxZGdcQOwRLYh3ETcp0neKem5j9iXkmVh/ieTOvaR9KDNP6jTGLfoJv8qWXXnrYxYZ7nNGXmXtcsmRJY76P1Yd4RryP58tzij7O80I3JNOHwiViC9aRPuccJz3feEN+HDpSGh0bQH+BFGBQWLJkieHfYopYVrimOMXczwDCVgHO28AEQANEJOFawO/8Df9LIECC9/NeJXW4zzwDUwwhTNmWwaLE7/i1sg3HoMH/+ZftUdMPlmfEcRMGDgYr/JQU62Dr8tVXX5V77rnniABJtp2ZTHEdMIP2uP9MGjxbtkCxUmDFJQACWKRgxWAbVUkd/MJxwTFdNrjvLNBxoSIgDEsgfYRnwrNj7GPMw1c9luuAuT2qfcgazEXDLbfcYriyAQFCGESYVxBKjG24DuBrCfzOs8JVgOOMa/QhFpFAH0KAcUzJGtoz2W+4v/gX47YWDW2de2rOM/QV/o9vq+k6EN2HTBcDjC70IfRA9Dxkuksl04fCJWJzFJZmd42TEaOGy/mnzZH2vTpJ8+pl5fgCx8hRcvaYE6TpOU3lhBDdITo+EZ233nqrESlIA2S7mgkXdwJWxAQxsL2AXyWNl6h4Jl6EFI2XoCMCjfAvo/HyWgYS9UOyBu4rAQt0eO47gz1R1ViSWHgwGSOcEFH4nbEowe/MHFzIaYqFkMmB1TD+z7w2YxYEJTXI/sAzypjShy04AiSIaDd9l9nWRhgxgCNwmTjoQ1jW6UNmWpvsBjwoscHHmIwDWPdYDLJ4J+CEPkAfIjASn3P6Fs+LBSLPkrGPPkRmCVxEiJCnDxFshJBl7FNSh3lnwIABRuomshQglIiWp3+wSKdPYERhbsHXnD5ETmXmGI7Thwj+wofT9Mt8//33DQEcnedUiQ9ZH5hfcIeKdn0yYZ5hkYGPMYtr8l4jYrnfZh8i4Jt+wQKcWA6C9Rj76DP0ITISYF3n/wTq0Q+T6UMhkmgRtn8ufet1kZmH/jvunlkyLu6LW8kHf8+QTsfFfUHgYKuGSGoaJxMrljusFgha0jkB0b4MHKQ6YWXLBEuON3ObhihshDDpuxg8GFxIj6Lptayhc+fOhghF4DDII0K5t+RUBPxjyQaB5ZWBntyITAhY1wE/WnKO8gzZ5uZ3tlA16M46mITpP9xfc/stGvoQz5G0TAzwTMbRkdb0IfoXqYaYwFkoIpq0D1kD4hO/fxaELA6YQNlBIoUTYxbHGLOInkbYMtkOHDjwcEaQyy67zBBFHKdfkV+W7VZdqFsDIogFBtvXpHHCisc49+abbx7e1cAlBEMK4xnzFIs+ci2bfYScsqRzIl8p7ye1Fs9M02slBvM+/aJy5cpH/B0jCDtMZC7gX3zJMXCxKCdVo2kMId0jCw/mGYQp955nalrGmZPoVyzk6Vf0oRtvvPGIgNZECdeomKecdBx0qVSWfJI7VxauBPlqSMXMA499DVY6IqfNgRkYIBisqb5BOhksswzY0VGIDNr4x5oVuxCx5pYO0KCZwM2KXQgkU0Ap2YNUZdFVhABRRIfnvhPJyf1GEJnbPTxXqqAgTrGgk9fPTMwOrJoZ8M2KXSxAWFVrkvbsw6IPiwVBQhlB4JDWJ5YvOFYiUtSYFbsQsfg5m5BpgsUffYg+yRa36Z6jZA/yhZrp5kzIPIDrAPeXbVOCVXheZtU7+hKTrlltiJSCTNpmH8JCxXs5jiWKOAIEsfah7MO9RnxmFEs8D+4xYoo+hGU8eqsZYWT2IUQq/9KvTBBb9CF+6EP4dkbPdUrmYCFlhy4jZsYH5iEWembFLhbezENmHyGFGgYUAo7pYxSjIFjPPI47Ac+GeYo+ZFY+TKYPhUvE5q8jNzw3xu2r8ASsXmlUGaHDI4wyJgiPPs6Aw8Qa7zgTrk66qROvugzCFktdPBCyLD7iwWRtVr5Rkgdf74zlTIE+wNZzPDiORcK0SsQ6zsJPF3+pw25FLPDZy6wPIHyxFsUD30pyBSupkVkfYrHBTyw4zuIx1gLSPM5OSHRQpZI4uANkBfMQu0nxoA9hFIsHBhUr+lC4RKyiKIqiKIoSCMIpYg/8I0s/eUVefX+m/PDzHmn60Hj5vwYFjL8v+3qdlGxSW4qF884oiqIoiqL4gvBJtZ3L5NmLWsiQyX8c+kMBKfjXfuO3A39MkWvadpevG98nX35yi9QrpCm4FEVRFEVRvEjIROweWf5ED0PAVrhwpNzVYYv8X//R6YfzVZVeF1eR6WNvk76Pny/fD68umqJfURRFURTFe4RLxO5eIW+OXiR5246TmW/1kxM3PCEPRx3OWbi2XPLiNJG1FeXSV8bLyptGSM0AZyhQFEVRFEXxKyETsZvk+40ip91+ppTOJXIg1mtylZGzetUWuep72bRbVMQqiqIoiqJ4kHCJWDkoBw7mkDwF8x5doSsaEirv3yv7Dzp1XYqiKIqiKEp2CJeIzVNKapQ6KK9OWyL/XdRC8sV6zb718tHLP4iUGiql1AqrKIqiKIriScIlYvNVkW6dy8jDT14i17b5RB4+Io/yPvlr2RR5ftiVMuyrfVL22u5SNabKVRRFURRFUdwmXCJWCkjDO8bK4I/Plmd7VZUxuShxdkAWXVhBiu7cIn/vOfSyikNkzPD6kVcriqIoiqIoXiRkIlYkZ/Gz5KnvFkiDEcPlwZc/leXbIn/cFhGwkX9ylawtHfrdJCOH95LahbUOtqIoiqIoilcJnYiFnEXqySWPfRL5OSC7tv0hf+4QyV+4qBQpmDvzgC9FURRFURTFE4RSxKaTU/IdV1JKH+f2dSiKoiiKoijZIZQi9uDO9TLjjbHyztR5smTtb/L3zgOSu1AxKV2htpx+bk+59MImcoKW6lIURVEURfEsoROx+zZPkIFnXCgvrz362A/zZsrHbz4pw++9Wj764jE594Rczl+goiiKoiiKkiXhErEHtshHQy6JCNgCUvfim2XwBWdIrfInSOF8OWTP9i2ycdk8+eTlR+S5mU9Jr2vOljVvd5BiFjjJ7t+/X6ZPny5Tp06V1atXy/bt2yVfvnxyyimnSLt27aR9+/aSN6+1SWn37dtnfK6iKIqiKIpfOeaYYyRXrthGxXCJ2B2L5O0Z/0q1uxfJ13fUOqrYwWkNW0rH3hdL8/MrS+8pr8vC/zpIm0IpfuSOHTJw4ED57LPPpE6dOlK5cmU57rjj5N9//5X169fLkCFDpGrVqvLBBx/Isccem9qHHWLv3r1SpkwZKVasmOTIoaFqiqIoiqL4jwMHDkjp0qVl2rRpMYVsuETs/h3y577yct55lWJX64JcpeTMi+uIfLZVdlhgyJwxY4bMmTNHZs6cKdWrVz9CVB48eFB+++036d69u7z66quGoLUCHnrx4sVl8eLFcVcviqIoiqIoXmbbtm3SunXruMfDJWJzF5eKx++RP/87kMmLDsiOP/+TY0o3tqTsLO4DDRs2lGrVqh1lFeX/pUqVknPPPVdWrFiR+ocpiqIoiqKEhHCJ2AK1pf8F+aXTQ+/J+kZ9pFzuo19ycNs8efaplVJtwOtS04Kys7gKPPzww7JgwQLDnSB37vQPxWd17dq18uGHH0r//v1T/zBFURRFUZSQEC4Re+CgnNDzLul02UCpXusdueTi9tK4WlkpViCX7Ptvi6xbOFPeHf26/HTqNfJ4/U0yc8pGOWi+95gSUr9VfSmRzTvWokUL6dixo5x11llSs2ZNOfXUUw2f2P/++082bNggixYtMiy1vXr1svrbKoqiKIqiBJZwidjt0+WSJn1lpvGfyfLMHZGfWK/77VHp3+HRDH9sJR/8PUM6ZbMwQv78+eWpp56SPn36yJQpUwz3AgK6yE5Qv359ufXWW6V58+aWZydQFEVRFEUJMuESsbnLyjmX9pKT9uWRPMfkzN5789eWU5IsgEB6iGbNmhk/iqIoiqIoSuqES8QWqCe3jHnD8Y/ds2eP4ff66aefyqpVq4z0WlheyROLm0G3bt2kUKEUc3kpiqIoiqKEiHCJ2CgO7vtX/vxjm+zYGydTQY58UqJMCcmXYppVChv07t3bCOw6/fTTpWXLllK4cGFDyOITO2rUKHn22WcNV4Pjjz8+tQ9TFEVRFEUJCaETsft+/UTuuuRqeeSzn2V3pq9Mzgc2I1988YUsXbpUZs+ebQR1ZcwTu3XrViOo67XXXpOhQ4cmdM5//vnHCAjj/bHA8qsoiqIoihJkwiVi9/8ib/XpIvdO3yM5jq8gp1U8QQrlySkxja0FG0pJC+7OunXrjNRauA7EyhNLUQIS+f78888Jn3PNmjUyduzYuCKWil0UPCCFlxY7UBRFURQliIRLxO5YIu9/s0eq3Pa1zBvVVI7LZmxXMpBW64EHHpBZs2YZgV3RWQgQmUuWLJEJEybIVVddlfA569ata4jYeJC+i8wHiqIoiqIoQSVcIvbgXtmVo5x07FbXEQELpM+6+OKLpXPnznLyyScbFll8Ynfs2CEbN240LLAEd/Xo0cOZC1IURVEURQkA4RKx+U6V5uV2yoLfdslByRfbjcBisLw++OCD0q9fP5k2bZqRJxZL6QknnCBNmjSRNm3aSL169SRnTodUtaIoiqIoSgAIl4jNU0kuvbudvHTddfLmqU9Jr6qFHBGyUKNGDeNHURRFURRFSZ1wiVjJJSee/5A8+lFj6VrtWBlaqZ5UKVVY8sQyghZsIveNv0+aFHT8IhVFURRFUZQsCJmI/Vfm3tRcuo7bZPxv66rv5etV8V/9+z6HLktRFEVRFEXJFuESsf/9KC+9tlZyVr9Mnrj/Ejmj0glybEwzbIScBeTEY1P/yPfee0/Gjx+f5euuuOIKadu2beofqCiKoiiKEgLCJWL3/SUb/y0u/d5/Qq46wxk/AVJdffnll/LUU0/JmWeeKVWrVo35ugIFCjhyPYqiKIqiKEEgXCI29/FSrngByZ/XuUwA5cuXl0cffVTmzp0rffr0MUrQKoqiKIqiKKkRLhFboI4M7FFAerwwQ+5scK6UcEjLkj6LPLCk1VIURVEURVFSJ1wi9sBBObHXfdLz+sukTvOz5bKeraVG6cKSN1eMRFvHnCBNz2kqJ1h0h6677jprTqQoiqIoiqKETMRuny796neRmcZ/XpGRc1/J5MWt5IO/Z0in4xy5MkVRFEVRFCUbhEvE5ikvna4aIFUP5JFYxtcjyFdDKuZ15KoURVEURVGUbBIuEZv/NLn2qRfdvgpFURRFURQlRcIlYhVFURRFUZRAEE4Re+AfWfrJK/Lq+zPlh5/3SNOHxsv/NShg/H3Z1+ukZJPaUiycd0ZRFEVRFMUXhE+q7Vwmz17UQoZM/uPQHwpIwb/2G78d+GOKXNO2u3zd+D758pNbpF6hrBxnFUVRFEVRFDcImYjdI8uf6GEI2AoXjpS7OmyR/+s/Ov1wvqrS6+IqMn3sbdL38fPl++HVJY97F6soiqIoiqLEIVwidvcKeXP0IsnbdpzMfKufnLjhCXk46nDOwrXlkheniaytKJe+Ml5W3jRCamqGAkVRFEVRFM8RMhG7Sb7fKHLa7WdK6VwiB2K9JlcZOatXbZGrvpdNu0VFrKIoiqIoigcJl4iVg3LgYA7JUzCvZOrtmiNydP9e2X/QqetSFEVRFEVRskO4RGyeUlKj1EF5ddoS+e+iFpIv1mv2rZePXv5BpNRQKaVWWEVRFEVRFE8SLhGbr4p061xGHn7yErm2zSfycKPog/vkr2VT5PlhV8qwr/ZJ2Wu7S9WYKtdH7N8vsndv+v+POSbNynzwoMiBA2k/GY/Bvn1pr8nOMf7G5yVyjL/lypXYMT7PJKtjxxxqztk5ljNn2k+sc/J3Pi/e+8xj3Mf9+xM7xt857sYx/h79zDM7Fv3M4x3TdpR+TNtR7GPajrQdaTuypx1l1R4C1I4y2zkPvojdu1m+eG+m/FPxHDmvQTFpeMdYGfzx2fJsr6oyJhc36IAsurCCFN25Rf7ec+g9FYfImOH1pYCb150qeyJf5o47RNatS//btdeKNG8usnu3yG23iWzcmH7s1ltFGjRIa9RXXCGybVva3+kEd94pUquWyH//pZ3jr7/SjtG5/u//RKpWFdm6Ne2c0cfuv1+kfPm0Y7xv1660YzTMZ54RKVFCZMsWkauuSh948ucXeewxkeLFRdavT7sus5MVLSpy331px1asELnrrvRGz7HHHxcpWFDkp59E7r47fQA57jiR0aPTvsuCBWnXZVK2bNr/8+YV+eqrtHOYVKokMmKESJ48Ip9/LvLCC+nHqlQRGTUq7Zwffyzyyivpx047Le3ew8SJIm+/nX6saVOR665LuwdvvCEyaVL6sVatRIYMSTvnmDEin32Wfuycc0QuvzztO3HvZs1KP9a5s8jFF6fdw0cfFfnmm/RjPXqIdOuW9vs994gsWpR+rH9/kY4d087JM+aemgwaJNKuXVpb4T6vXp1+jOs//fTY7Yj/16+fds6BA0X++Sft73wnzlOzpsi//6a1h7//TjtGW+E+c08ztqPcudOeeTLtiGdZrFjsdsQz51iy7ei770QeeCD9e598ctp1Zrcd0XdGjozdjurUERk+PO33994TGT8+/Zjd7eiRR0TmzUs/lmg7ot2vXJl+LLod0cbWrEk/Ft2OeD6bNqUfi25HAwaIbN+e9vdE29Eff6SdwzxmRTtiLOWc2W1HixenPePstqM5c0SeeCL9mJvtiOudOjX9WHQ7evppkdmz049l1o569hS54IK03xk/uTcml1wi0qFD2jm53lWr0o8l0o54njyfZNrR0KHpcx7tiH5fuXLsdsQzL1cu7RifHasd/e9/IldfHb8d0d6j24rZjpYvT5tTzWPHH582H9KO6HPcM7MdFSki8tJLad9l/nyRBx9M/96ZtSO+F59BO5o2TeTFqCqm0e1o8mSRV19NP1a3rsjtt6f9PmGCyDvvpB+Lbkevvy7y4Yfpx1q3Fhk8OHY7at9e5LLLYrejLl1Eevc2BGxniU/wReyO72Rkz4tl2aC5clZExBYofpY89d0CaTBiuDz48qeynHa7LSJgI//kKllbOvS7SUYO7yW1C+d0+cJThM52443pK01g8AQaNoNE9AqMDgG8ng4VvZqlkwEd8d5704/xWvMY/2Y8Rgc0jyGuolez5jE67lNPpf89+pwnnSTy5JPp76ODmMcqVEh7X/Qxrg+YxOgQJuaKFBDjDDQmDFh5DiVSQ8RHH+Me8gOI/9q1jzxmnrNtW5FGUWb9PFGJ2eikZ5yR/v98+dLfRyc966z0Y1y/eQzRcP756ccKFEi/P/36iVx0UfoxBjjzGAN1nz7pxwoVSv+dQXXPnvT/H3ts+vtuuOFIq33hwunf5eabjzyWaDtico7VjvguDLB2tyPzWmK1I/PYqacm145oC1a0I94Trx3ljfJnOvdckRYt0v9vdztiAdK3b/qxRNsRY068dnTLLfHbEeI3Xjtics5uO6JdZDyWajtiwZtMO0IYJNOOGjb0Vjvq1Cn9WMZ21L17+rGM41G8dnTNNfHb0U03Zb8d8V2SbUfRc16i7Yh/47UjDC2ZtaOMbcU8ltm8Vq1a/HaE4SSZdsTcxHtNotsRi4bGjdOPRbcjFhstW6b/P7odde0qcvbZ6cdSbEfcCZbhwyQ2wRexMchZpJ5c8tgnkZ8DsmvbH/Lnjsh9LlxUihTMnXnAl58wO1u0oIo+xmAdD1aSsaDTxDuG6T+zYyVLxj92wgmxj9ER472PThjvGN853jnpiPGO0RHzxfEhoSOag0lG6IgF4tjt6YjmoJ4RBvToQT0aBnRzUM8IA7o5qEfDc2VANwf1jJgDcyzMwTfWOTM75vd2RFvRdnQk2o5iHwtzO4rXViBeW4kWbrHQdnQ02o5iHtoR+x0GoRSx6eSUfMeVlNJxxmpFURRFURTFm4RcxCpB4ODBg7Jt27bIgjJ/ZEGqKSUURVEUJQyERsRuWzhBXnz2+8TLyOYpJx36dpByWnfW88ydO1eGDh0qrVq1kgceeEBymtGOiqIoiqIEltCI2F1zH5Hr5mbnHa2kzIUqYr3OgQMHZPTo0XLZZZfJ66+/Lps3b5ayOM4riqIoihJoQiNic1Q6Xy5pfWLiXzh/LTlVBazn2L9/vyFa/zqUgmnXrl2yaNEieeKJJ2TDhg1y++23y7XXXiv16tVz+UoVRVEURbGT0IjYkm1vk6eea+Lv3K+KfPfdd/Lqq69Kf3JTHuKhhx6SQoUKyeDBg+XZZ5+Vp59+WsaOHeveRSqKoiiKYjuhEbGKPyFo659//pEdO9KSbGCFvfrqq6UH+eYycNJJJ8n1118v55xzjuzdu1dym7nwFEVRFEUJHCpiFU+zc+dO6du3r/z777+S61DJu/YUEIhD0aJFjQwFv//+uyFqFUVRFEUJJipiFU+zcOFCI3hr4sSJcswxxxhCNrM0Wjly5DDEK/6xKmIVRVEUJbgEX8TmrSQ9b7letjQpLbq57B9wIxg/frzh3zpkyBA5Ll71oAyQXqtWrVry448/SrNmzWy+SkVRFEVR3CL4IjZfdRl4/yNuX4WSTbZu3SqPP/64DBs2TNpSCzwbtGnTxsgXO2DAAPWLVRRFUZSAEnwRq/gKgrh+++03+eKLLwyLaseOHbNdvKBu3bry999/y5o1a6Rq1ao2XamiKIqiKG6iIlbxDPi+3nzzzUbe12OPPVZGjhyZVPUtys8ifj/++GMVsYqiKIoSUFTEKp6BjAII2A8++ECKFy9uBGklC8UOyCerKIqiKEowURHrEFgZ8fOk0tSePXuMKPsiRYpIyZIlD6eOCjuTJ082grFKlCiRkoCF6tWry7Jly4z7now1V1EURVEUb6Mi1gGWLFlibI1/++23hpDdvXu3kS6KnKZ16tSR2267LfSR9GQjeOedd+See+5JWcDCiSeeaIjXX3/9VcqUKWPBFSqKoiiK4iVUxNrMunXrDP9MtrcffPBBqVy5spEuiuT969evl0mTJknXrl1l6tSpUrt2bbcv1xW2bdtm+K8iZOvXr2/JORHC3OuVK1eqiFUUJWmo/rdp0yYpX768JQtsRVGsQ0WszUyfPt1Iuv/WW29Jnjx5jjhWo0YNo/oUVllyooZRxCJcSaX19ddfy0033WSpawUidtWqVdK6dWvLzqkoSrggUwrlrOfMmWPsnimK4h1UxNoM/q+FChXK1C8T31heF0ZwrcAKTRBWhQoVLD33qaeeKosXL7b0nH5j//79xkKB9ocVSS1Jaf7p/HAvzPsSdmgj3BP+BRaTel/S7ssrr7wi+/btk6+++srYVVMUxTuoiLUZrIB333234fd64YUXygknnGCUTWWLiiAvBNyYMWPk3XffdftSXWHmzJlSrlw5Q3BaDefEXYOJKIwTMu3r8ssvl//++09Kly4tzz33XKYle8MAQo3+iOUfAfvkk08aFvuwM23aNMPdieIgjE1XXXWVdO7c2e3Lch3cwcg3/eijj8prr71m7JxpIK6ieAcVsTZTpUoVw8o4fPhwo4Qq+U/z5ctnWF63b99uCK1HHnlEmjdv7valOg7icty4cdKvXz9bRCZuHKTtYlLO6MoRBhAmtLf77rvPKN2LVbpBgwZuX5arIOzJgjF69GjjX9x87rrrLrcvy1Ww1j/zzDOGcKXACKLtoYceknPPPTeU/Saa999/Xzp06CBnnHGGjBo1yggUZVxRFMUbqIi1GcTZmWeeKS1atJD//e9/snbtWiOoi4T8WCBLlSpliNrsiDizopW59ZcRtui9DpW5yEawevVqadeunS2fUaBAAcPaxv0+/vjjbfkMr8Ii6c0335QbbrjBsDT26dPHWDCEXcROmDDBKGN82mmnSbFixaRnz54ydOhQw6UnrKxYscKocHfOOecYY9HJJ59siNiffvrJCEgNI4yt5Kt+++23DQssi0HELIsefPcVRfEGKmIdApHKti7/Iq74YcLIroAFovmZeOKJWD/41zIZYOUYMWKEsYVpB9xbgubCKGJZLCFMKMEL5513njzxxBPyxx9/GIUkwggWedodOyL0ORaQLCTnzp1rbBOHEcaQ9957z/D1NF1N6DMIfQKZwipiMRRQPfCWW24xdstoLyx4Lr74Yrn66quNsUVRFPdREWszTBKzZ882BkSsjggqggSwxBYuXFiaNGli5JAlOX+iYhYXBcRfPBDLWBG8CveEbAz44NlpGWRSZrHAFjLWpTCBlRvLEUGFQFQ1uYg//fRTwyobRhYsWGC0CbKCAGINYfL6668bVsgw+k2zazNlyhR5+eWXD39//kW8YoUMqz85VmhcvPApN0HMkn8af+o2bdq4eHWKopioiLUZUjx1795dBgwYYGzn/vLLL4agHTx4sFSsWNGIfD377LMNqwd5CMMAYoJtftNKaBcEYHBPWTywfRwWECamv2c0+B7feeedctFFF4UuwIuALtwrevfufYQoa9WqleETi68jwW9h48svvzS+N2NRNAg2cqOyqxO2tgI//vijUYgmGtpNr169DJcUAnbDKO4VxWuoiLUZxGmlSpXkjjvuMIIkqlatKjfeeKMRWIIF5PTTTzdELhPssGHD3L5cR8DHDDHhRJQvuXcXLlwoF1xwge2f5RVmzJghp5xyivETDRZIttQpAEEAT5igUt533313VB/DUt2pUyfD6kgu0LBB0CmLm4wpAMmigtvSrl27Qilif/jhB7niiiuO+nvDhg3l+eefNxaK6lKgKO6jItZmEA0FCxY8PEmweieIhCAvooKZIIh2ZZINA3xvtuMyc4ewEoQbW+hhAYsjwqRv375HWYqYdEmbhCtH2ETs559/bljWSpYsedQx7hUWtiuvvNJw8wkLVAzEt/6ss8466hjiHgstxxs1auTC1bnHzp07jR20WH0EtxxcLBD4KmIVxX1UxNpM06ZNjS1c/O7IUoB/5sMPP2xMDIgMtqbwX3zxxRfdvlRHQEzw3fEHdgICd5isw+LbR17LDRs2SMuWLY86xvfH8k97DBM8e3Y6CNKJVXSEssT4TuNSYEe+Yq9CDuV4abRoK7g5EXwZNhFLKjoWO2QkyAjinrELtzCs1YqiuIuKWJvBEojVkTQ+TJSs8qlMxbYmQV7kHiSHZxiiowloo6gD27aZVTCzEiYjPisMPo+ItY8//tgIOqGtxaJEiRJGhoIwgfsEmRoaN24c8zhuLeyO/Pnnn6ERsTt27JAPP/zQKPYQj65duxrjEmNVLEEXROhDGBVwPyLwLyO0lZo1a8qiRYts9+lXFCVrVMTaDIPeoEGDjEGRYAEmg/r16xtppdj6Jcgp1mAZRLASIqCczFWKgGXSWbp0aeBFLK4rEydOlKeeeiqu1RkRS45efB3DsB2KKMEHu0ePHnFTuXGvaBubN28OTR5d+iLjDv768WABWK1aNZk/f35oovEpQEMcAwvteH2IzA2zZs0yfIkVRXGXcKgnD4B4wJ0gGgSWUxZJL4BLRbdu3Rz3OyQfKNt/QYdFEveW4MF4sHVMmqCNGzdmKmCCAhbY6dOnG9vi8UCsEARHbt2wQFshY0dWOZppI7jjhIXPPvvMCAZlzIgH9+Sll15y8KoURYmHiljFEchdS9qnjz76yPHPZkIieXnQIaCLHLBZWfZNP+EwiFgKGfA9WURmBiKWrA5h8Z0m+p4doazgvhDkFAbYGWOhTUWuzNoA9wSrPenHwl6WV1HcRkWs4ghYwyjokJmFwy74TApOBBn8jb/55hsj52lWkDuX7eSggyAlDyo7IFmlc6MYBnlRETJOpH5zG7IOkJEhKxBsU6dOdeCK3GfZsmWGXzTBuJlBcBfBgNzDsGX5UBSvoSJWsR1SiZF4/5JLLnHl89k+D7ollsA1toYTKSmLiGUCDjoI0uXLlxsuLFlBYBeBlvgVB13EsuDBEp9IEFvZsmWNtsV9sas8tFcgU0yXLl0Sev64HJDFQEWsoriLiljFdpgw8UmlxK4bELQTdJ/YNWvWGFkvEtkKZ3ud9EpBB+H1+++/G3mYs+L44483gnrYIg56wNu3335rWJ6PO+64LF9Ljmss2rgDIfSDCtkaZs6cKWPHjk3o9WQmoHhGItZsRVHsQ0WsYjsE1bCl61aaHqKs2SYMsjVpyZIlRjq3RMCt4+effzbSvQU5uf+WLVuMwMlErNPk/kTUkWOXbBZBBUGK3yfZGhKB9sE9DLqIpXgBJNJWABFL1cWw+FArildREavYCq4EiFiKObg12CNcsa6RWqpYsWKuXIOdsG2OVShRYUIOWQQb1mmst0GF1FBE4CeyPYxQo6IXAU9BFrG41dBW7rvvvoRej4il71CkBT/QoEK2DsYGLM+JQHAklnvuC1Z8RVHcQUWsYivkXCQynHyTboF4xtKGtSWIIpZSvvi4kr8yERBsTMIEdwVVxGIhe/vtt+Wyyy5L+D1Y1wiOI8NDUCFIi8ClRHdFWACQsg3/zyCL+++//95YxCSa8pAMIIxrZClQEaso7qEiVrENhISZ9snNLTc+m0kbS2wQQZiQpD/RrVAmagJSqDrUtm1bm6/OHcj5ikhv3bp1wu/BzSJRn0g/gjsNwUu33XZbtvJTI+7JK9uzZ08br85d6AvnnHNOwq9H3BMYR/oxDe5SFPdQEavYBlt0P/30k1FByk0QsVhL8IsNIlOmTJGBAwdma6GA1RbBhitC0ApusHh677335Pzzz89WHk8C3ojEJ0sBaZSCBjsRBLplt1wquyjjx4+36arch2A+KifefPPNCb+HvkaeXd5HRgP1i1UUd1ARq9gG4qpVq1auBw8xwRCNHcTKQwg2MhNkt3ABabbwjwxiND5BSJ9++qk899xz2Xpf3rx5jUwGq1evNraWgwbBf7ST7PZH2goBb/i3BzH92BdffGHkw8XFJjvgXkGWD+5LWEqHK4rX0J6n2AJbl1TnIvm+F6wUTFKIvaBh5r/NbhEJ/PkQe6QWCpqIXbp0qeE+kkge1Izg/4l/cRBFLH6f2bXCQtGiRY3MBInmlvUTpu90Mi5P9Lk//vjDGOtUxCqKO2jPU2xh165dRoojrwQOMflOmzYtcNvnBNyQWiu734ntcqyOFANo1qyZTVfnDvPmzTO+UzLp1HCzQOx1797dhitzl4ULF8rFF1+c7fch7ujHpGULmohlnMJC/fjjj2f7vaTuYzzZunVrQrmIFUWxHhWxii1gtcF645Xckkw4pMOhWlGQ6p3jc5xs1DjWRgJ2giZiEfadO3dO6r1UYnrjjTcCt3WO2MJCnWgu4YzgjoNLQdBgJwOrPWnnsgvWV+4niwMVsYriDipiFVsg4AGrlhdcCYC8qCT3xwc0KCKW74Lv50MPPZTU+4nGxx8waBAxnl0fYRNKFNNOCO5KpKKVXyAnMNZ6vl8yYIENYqliFtvkv03WHYAFJIuDDh06WHxliqIkgopYxRawTrhVZjYW5IndvXu38ROUyHOssPj0IUaTAevRpk2bLL4qdyEBPVkoshukY0LQExbYoIlYXAESLUscC4K7PvvsM4uvyn0Yp7C+J+tiRDvDTUlRFHdQEatYDluxVD4i7ZNXQJywbUhhgCAUPEC8fvzxx0YaqWRL6SJiSdYepNKZWMUqVqyYtLWdIDfeS07hIFWoYsGTrCsBEBhJ3t0gtRVcLHCn6dWrV9LnKFu2rJFKUFEUd1ARq1gOZS0RAlWqVHH7Ug7DxMuWKBYpN6uHWYU5Ad96661Jiwr8hM2t80QrOHkdktZTajZZ2FZG3OP/GYR2AghPgtW6deuW9DnIZkFbwdLNrkYQIKsAOxEI9GRBxHKOIIl7RfETKmIVy3n33Xfloosu8tygzpYo1qQgQIAa2R9Kly6d9DnYQkXIkuA/KCIWYX/WWWeldI4gtRPAhYYKZqQPSxbaCu4VBEcGRcSSmYACECeccELS56CICn2R83gliFVRwoSKWMVSsNYQ1HXNNde4fSlHgcWF9EtBAL9PLEmpTMDAljlBP5UrV7boytwDMYEl9pZbbknpPFjscYcJCn///bdhuSffa7IgYhFppJNK1t/Ya5BeDktqKj7yZrAcC0EVsYriPCpiFUthwsQC68UBHcGGD2gQICCFyOhUk6wH6Z6QeJ5tXazLqcA9mTx5skVX5T4sUrCiWiHWzOIaQcAs/pDqjpF5X4LifqIofkJFrGIpCCIErBczAJiCLQj+a1gKragqFaStc8Ra8eLFUxb2+H8SABgUcLEgAj+VvLf0F9oKbglBAav9ueeem/J5grQQVBS/oSJWsRSsG4grL1bFokwk2/D4CPq91CrCxAqXDbbOg+JiQQQ+6cZSFbG4aOBvHITFDtAn27Vrl/J5aCtz58614Irch2dLe0nV9QTMgFFFUZxHRaxiKVg3rJgw7YCMCaTXYusPq5JfwReWxPOppEwywb+RSHy/V6hClCDsrchNzNY74hXXmFT8SL3C6tWrZdCgQSmfh6pd77zzTiBKN+Pb+99//xk+sanCWPLVV19ZcFWKomQXFbGKpaxcuVIGDx7s9mXEhWh+tp39LGLJS0mEuBXJ+HH9QBQzofs56hwRTtu75JJLUj4XAg1xz9a530UsEfi091TSSJkQiU/+XNpL3rx5Lbg696CqG8UfrFi4MZaQZovAwlR3ARRFyR7a4xTLYML0upUzCP5ra9asSan6UjQUgaBYArli/SxiKcFLYBcuI1aAiKUkKaWT/QwWe6yNBQsWTPlcLHh27NgRCBG7bNkyywKxSE+HgOXe+LkPKYofURGrWAYpa9hyLFCggNuXEhcENuLEzyBMki01mxHECCKWJPZ+BmsjghxroRUgYoMQ8LZ48WKpVauWJefC8s9igcWqFwM3E8V0PWnVqpUl56PdYb33+26GovgRFbGKZTAxWBExbydsq1Ku1c9giT3jjDMsORcClhRBuCh4qcJadiE3MVZTq3w1Cdb5/PPPLTmXm3BfmjVrZsm5aCu447AIJAuEX8GSTHnioUOHWnI+RCz+9hQ8sGonQFGUxFARq1gGuUutmjDtwkwp5dfIc66b6+/Tp49l5wyCdZq2l0q52YwE4Z4QgEWg5ZVXXmnZOc3+U79+fcvO6TSITXyorbLa4weLeMUvNpWqaIqiZB8VsYolMGGSu/Tqq692+1IyhUT4+H/iv2aFn6DTsJXL1j+5TK0C/9olS5ZYdj43QKxR6tgqsNhjncZqhwXSj5BOjrZuRQS+SRDSSf3++++Gy5OVpZaDcF8UxY+oiFUsgQmTkrMETnkZ0weUyd2PIpZ7jDXWymtH5Hz22WeWnc9pWJCQJsxKdwi2iGkrpNmycsHgJPgJs2izUoTj8z5t2jTLzucG+AmTns7KTAIsejivoijOoiJWsQQi/pkwvZ5iJlrEktTebxA8AlYGz/m9QhVtj++A8LQKfGtJr8XizK8ilpRjVqWRMjnppJOMbXM/Y1W1u2hYvE+ZMsXScyqKkjXeVhyKbyBlDZYwrydBR8AiAMl36Ud+/fVXw5fPyhRHiDQ/V6girZvVATXcB+4z98WPAW88S4K6GjRoYOkzxWqPm4Vf2wowVvXs2dPSc7Igxk1BURRnURHrEAQSEFVOsAjWNKJZmRAIBPCrz100ZCYgsMbrExsimwkH4eNH8Ltj69LK+4zFkTyX+Nr6MUUQ2+ZEzVsJ95f+6VerI+MNqdi6detm6XmpeEdbYRFoRbENp+G+IMJJoWYl7EKxm+Fnca8ofkRFrM0Q8DR16lSjRjcTIoIVIcXfmQyYFO644w7p1auX562Y8eB7YN3o0aOH25eSEFjtsGj6ERYLtWvXtvScbDfj60jUudXndgKEPYE1VoIQ4ZwsPP0IAWlYka0W9+YikP7jRxHL88TCbnUlNgpBcG/++usvy7IeKIqSNSpibQZx179/f7n00kula9euhk8ZQTkE6LD9NH36dLn55psNq0/Lli3dvtyk2L17t+E7SL5RP+BnEWuHdQ3M1El+FLGUh7WjshYW7/nz5/vSukb1MrDDn9fsP35MJ0UWC9q41c8TAcsYzk6bilhFcQ4VsTYze/ZsI4jg7rvvPiLoifQubEHVrFnT2NqePHmyb0UsEyaTgl8SoCO2mcz8BluhCDarrY5gili/Ydf2MNBOsGbyGV4PWMwIeXOtjsA3YSHu19LNBLtZVW42I+xmkCWjbt26tpxfUZSj8dfI7EPy5ctn+BqyvRdrQsGtAP8y3Ar8yvfff2/4w/plokdsm5YqP8G2Odugdlh6EMazZs2y/Lx2Q3otSqGynWs17JiQlxd3Gb+0bRMzqMsOsFD7NScq7gSNGjWy5dzcFxaZiqI4h79GZh/Stm1bGTVqlOHzyjYwYoG640yO+MhSAhUrrJ9zL1pdLclu8OWjao/foCAB1jU7wJLpxwpViFi2+61MOWaCiMVVBkus31i+fLm0a9fOlnNjtf/qq69sObfdsNvA9dsB52XnTVEU51ARazP4SX3yyScyYsQII7iLSdGEIK+GDRvKpEmTDLcCv0KS7/bt27t9GQnjVxFLfku7tiqxIiFiEWxW5hW1GxaCZFRgYWg1pohlF8VPIOp5lnaKNVw4/GahZsFD4JXVwW4m9KFx48bZcm5FUWLjnxHIp+ArSp7JN954wxhE8X8lqIsUW/jcJZPSaNWqVfLaa68ZrgixcHLSZSuXLTq7/MzswBSx3D+/ZIRAmCBiO3XqZMv58dFGvFKhyk+uLWZqNzueI9Zd7gmFMexwV7ALxhlcmOwKtGTMQsDyOX5KyYaApZ3bJbwR9yyq/CbuFcXPaE9zAAQIuWERr2aOTwKLXn75ZSMYACsmvrOJgoWoevXqxnljgfUI664TYPHBT9NPkxn3D4GCXyzBdX4AUcICqGLFiracnzbJc9y6davvRGybNm1sOXd0TmGCmfwCWU/w+7bLos5YZYp7P/V7RCwLWLvuC2MKxgkWgn4JclUUv6Mi1mawij7yyCMycuRIY4XepUsX4+fqq682BBRCCismvrGJ+vWxHZZZTlYE8/3332/VV8gUfO/8lmoHwWYGp/hFxJLSCJGZncVOdkCwmQFvlStXtuUz7ICUY4MGDbLt/KSTopiCn6CtWF3BLBrK+yLWCEi1a2veDliMkHLMrt0XzovFnoWgilhFcQYVsTZD5D4i9oUXXjCCZ4YPHy5Dhw6VZ555Rjp37mxEs5533nny/vvvS+/evd2+3GyDiMUq7DfMQKYmTZq4fSkJgeDGam/nNqXf8ucSHIkwscv3E7gnfqvuZkcFs2hog9wXts79tIBdvXq1EVhrV85fRCyWaSyxiqI4g4pYm/n222+lWbNmRq1utrGuv/56GTZsmHTo0MEI7MLqhTsBr/OjiMUf1i4/TTthMvNTOhwzqMsuKxITO8LHT1ZHFlAIezsyE5gg1sj96Sdo1+w02An9x09ptnC9wvUEg4Fd0IfM8rOKojiDilibIWraTJiOiGWAw4LED5Mvgysrdzu3/+yCwCismXZPmHbANb/33ntuX0ZCcJ/JAHHVVVfZ+jkEApHGyy/gV16rVi1bq2khSr777jvbzm8HiNiOHTva+hn0H9qkX8Cti/RadvmUA+3Qb7sZiuJ3VMTaDFW4cCHo27evsYX95ptvGn5TVPAaOHCgYYH96KOPZOLEiW5farYhOhkxbnUdcicwK1T5oaQoE7ATwUVMwJRB9sM9AfIT25W43sRvPrEslp1YWNIWP/30U1s/w0oIdiUjCYF6dsJCkPRjiqI4g4pYm2HbDX/Xe+65R+bOnSv33XefNG7cWPr06SNjx441Ur7cfPPNviw5SwAZ29t2BRvZCQsKLCYIRIJUvAyZCVgw2JUyyQSrI0EpfiizinUaf/Mrr7zS1s8hzzO+n34R9mRAYWFpR1W3aPy2bY7rA1k3yE5gJ7jkzJs3zzftRVH8jrdnqoCAtShjyqvPP//csARixfRThG80pNjBr5doZb+BcMXVA9HmdVcO6r1jWcubN6+tn4N7CxYrP+S5JDIeYV+mTBlbPwfhQy5kPs9uAWQF3BMWlnb3SaL8cZPyi1hbunSpUe3O7mvlvjCmsMjyU9EQRfEr3p6pAgwCys9VumDz5s3GoI2Q9RtMZggUP4hYrEh2+vKZkD8XwYaI9Tp//vmnISrtFtsIQizgWO39IGKx2jshYll8m/78fnAnog9VqFDB9s9hZ42FhN8q3ymKX1ERqySNGQXtB0tMLBDgftgS5T7bmUbKxCyz6hcRSzojJyqumcE6fkgnhf8uW/12Lyy572SGMIudeB38VOvVq2f752CcwJ2DPuR1NyVFCQIqYpWkwR3CCXFlBwhvJmE/pE/iGvGjthusd4gTP5RZZRcANxwnRCxBTHyeHzD7pBMLS/zK+bw6derY/lmpgojFv9luTBGLJVZRFPtREaskDVaYM844w+3LSBq2F1etWuX2ZWQJIhbBYDdsfxK9jdXR62VWze1hJ8QawZnkQ/YDXKcT2+bALowfci3jn0pwnhMilt0M3CxwKcC1QFEUe1ERqyQNW/FsyfsVLFbTpk3zdHAK25JOikoCpbA6NmzY0JHPSwaeFxbA1q1bO/J5LCDmzJnjyGelCiLWqUwn9J9Zs2Y58lmpgN877hW4n9iNuRDErcPudF6KoqiIVZIEIYGIxf/OrzDJMMF5Oc3WH3/8YWzz21mVKho/WNectKwBYg1ruNezNtAnsVBjOXYCPufll1925LNSgUUgwXlOLVTNPkSFPUVR7CWJEXm3bP7yNXn6+TfkwxnzZdmv/8lB/py7iJxco6G0Pq+PDL66hzQqcXRgwe5Nn8szI+6X0ZO+lGVb9vAmKValuXQeOExGXNVOynhTRygxMAsdEOHvV7DMEMhERL5XRSwWHQKLnJqAEWwzZ8505LOSBTFJyiu7c6GakJUAH0favBPWvGQh2I08sXanHTPBQs1iwuvi3vSfdgo/LAQVJShka+Q5uGOZjL28g1z+VloHLV6ztXRqU16K5dkr235ZId/OnCav/Bj5efhZGT7lYxnR4ngxwy52r3xWzmswRKZtzyXlW/eQqxqcJHm2rZJZEybKmBtmyMSIMF747sVS1rtjoRIFgRKIKy9PXlmB/xpWWH68yurVqx2zrAGTvdeDmBBqVF9yaheAYh5sExPw5mUR+9NPP0n16tUd65PsDvghEJBSytWqVXPs8wgYnTFjhmOfpyhhJvHRbv+vMqH/GXL5u1tFKvaT0eMfk/71ikp0JryDO9fKxyN6yYUPfCOjOvSVKss+kItPinzEgd/lg2tuiAjY/NL2uYXy8aBKYqZtP3DPJ3JZjQ4y7oNh8vjCbvJIff9VfwojWKUQgX6GyZ6tabZhvYrTSfYRJohEL4PlnGfmVKU4BCxizesR5wh7J9sKuwP0Ia+nZCOXrRN5lk380IcUJSgkLGL/+fIOGYKALdxZ3po1RnqUPjqRc478p0jHeyfL5GOulld3N5bjjcEt8hH7d0muRv2kX/kqcm3fdAELOYu3lP5nF5Vxr22S7zdEOr6KWF9AQMfpp5/u9mWkBJNN8eLFDX9Hp7amswPigEpvlCx2CnKhcj+wrpEuyItMmDBBunTp4lgyecQy1rXly5c75oebDBMnTpSLL77Ysc9D2BPY+dtvvxn9yItQGpugvMGDBzv2maQcu/322z0dMKooQSFBEbtNvnnmHdkS+a3yDfdI1xgC9jA5i0nbUW9K2+i/5S4n3e5+XrrFev3+v+Xntdsiv5woNUqrgPULP/zwg/Tv39/ty0gZM5G9F3NdUn0JMelkRTEsa2zTc08qVark2Odmh0WLFknHjh0d+zyEiNf9HLFOU1r1tNNOc+wzuS+kkWK3wKv89ddfxmLHSTcQBL2fShUrip9JTMTuXi+zv98e+aWMtD/3FLEiBObg3u3yv7UL5MPHrpMhcw5I8a4PyM317S2VqFiDGxOmXZgi1osQqIOodNoP07wnXhSxWLfwcbz11lsd/VxELOLZq/z++++GxdhJ31RErNer3uG7j6h0KrsHYKEm8wkWahWximIviYnYvX/Kuj/5paRUKZmihN2/SV5sXFauWHDo/yWayZWj58uo/g3keC017QsYnJkUgjBAk3rHqyJ22bJlhi+f05kTvFyhipRj+GOzve8k3JNPPvnE0c/MDmagpVMuFoCI9fIiELCeExjpRGW3aMz7UqVKFUc/V1HCRmIiNjJY5TRcew7K/gMZg2AOyh9vnyElen519PtqPSZrvr9WTo3+lJyFpFbPa2Rgnb/lz01L5ZvpX8tzAy6Q9b+Mk3HDWksJFbKeB59J0vg4PTHYASKWqG4vsmDBAqlfv77jfnWk2SLfqBcxszU43fZwsfCyxRErca1atRxvK4g1r7YVcDJvbjQsekg/piiKvSQmYnOXlMpks/nrF1n0y57ILBf9thyS79SOclmvcmLGYx7cuUYmvz9Ptsc6V44i0vSGJ6Tpof8e+PtbebhzK7nlzvbSs+wq+ax/WVEd622YGLAQBkHEkueWggdeBEvsmWee6fjnMul/9913jn9uIhBc5WS6JBO2zbds2eLJYB2uCR/1888/3xURS+CUF+8LsOB2o/ocC0GqyimKYi+Jidg8J0vrM0qIrPiffPrOT7KjWSOJ9jAq1OhWGf1G+v8PbnlTmr/fW75O4NQ5izSSq+7vJ482fV6+GDtHtvbrKSW9NxYqUbBFh49gEDDFiddwuvpSNEzA69evN9KPeWmhYoq1Nm3aOP7ZRYsWNT6fNFZey4lKnmOel5NppEywULMIpK046cqQKPgKu1H+lfHxm2++cfxzFSVsJJidoKDUH3yZnDr6fvn5mWvk2YEz5cbqiWcS2LfhVenZfph8fdwQmTbjNqmeN8ML9u+TA5F/Du4/kPA5FXdgIkfEtmjRwu1LsQRELH6WXhNsbF1j2XKjrC+CjUpmpCci+twrINawxA4dOtTxz6ZtUKEK65rXMllQOQ9x7YZYo32QE5V0cF4UsW6VxvZLqWJF8TsJ9658dW6Rsde8K62enCc3nd5B/nvrZbnl7JMl3xFW0/2ybdlH8tgNNxhW2GOKFpG8kePHlKgh5f7dLBOWPih3TOglb/Uul57hYO8Gef+Rd9PSd51dR4qoFdbTMChjeXFjwrQDrGqIRVLxeKmELhMgoskNYZ03b17JnTu3kd7LSyKWlEW0P7dy+vI8sHh6TcSyqOSeuBFoSeYMRCwLDNqNl0Dck6aOharTcF9oq14vVawofifxJWKOItLy4ZnyQY5O0uOJL+T/2peTB8o3kTaNq0rpIrll71+bZPmCL+WbNf9GXpxTKl70mLz2fF8pw+I8f1259cXB8sE5z8rEiytJ9Ze7S/t6J0n+nZvk+0/Hy/Q1eyNL10Hy1JBqlqTvUuyDyQoLnde2VJMFAUup1V9++cVTIhax5HQEvglihIwIiEYnc9RmhZkVwy1h7dVcsd9//73Uq1fPFZ9UhDMp9xCyXiuOQR+i/bIgc5r8+fMblmnGShWximIf2dvnyH2SdHp8nmzuN0GeefplmTjtG5ky/hsxijHmPFbKVKsvF117vvS4pL+cV/v4qJPnlOJnPyXfL2ouD9z9mLz+2Rvy9PSDxt+PK1dfutw4WG4f1lfqF/XOdq4SG0QsE1YQ0muZmCKW6G6vwLY1lj83YNLH0k6aLS+lCCICv0aNGq5tzyJiZ8yY4cpnZ8bChQulefPmrnw2ix3aCpH4blg8M4Nc1lSgcwNy9tKPsAR7aSGoKEEjidngGDm+bg+5Y0zkJ1vvyymFa/WUe96N/GT/QxWPQKAEFhcnk4fbDaVEybPpJRCx55xzjiufjUUPnz6vWR0J6sLi6BaI2LFjx7r2+bEwiz8MGjTItWswLdR169Z17Rpi8eOPP7rm+sFCC/HKuFK5cmVXrkFRwoB6nCvZwvTV9GI6nWRhEkYIeAkyE7iZAYKsCCtWrHDt82PB9fTq1cu1z0fYI0q8FKyDpY/gpQoVKrh2DbRTr+WKRdzjZtGlSxdXPp/xkT7EfWnbtm3Wb1AUJSm8MRIrvoEqNBQICBKIk8mTJ7t9GYchMwDChITpboF1+vPPP3ft8zOCcGQB5aawL1iwoLFF/PfffxulTL3AmjVrjEWlG36fJvhuT58+3bXPjwVBibjDuGkFZVwh17OiKPahIlbJFojYoPl4IQKY8PD3dVMMmJC3Fp86N6O9vVahCrFG4J2bvthkiiALANk5vCJiEUlu+X2asOBhgeElCOrCR9fpks3RcF+mTp3q2ucrShhQEatkC4RNkyZN3L4MSyF6GIHy559/eiJ12OzZs6V27dquTsCINC8VgVi8eLFxT9x0Y+GzEdLkFfZKwJubfp8muDLgw02WAjfbrAmuBOystGrVytXctV5bCCpKEFERq2QLhI3XopBTxUzbRAont0Us2+bvvvuuXH/99a4WX8DiaBY8YBvdbRBrp512mtuXYbh4eCUIcP/+/Ya479evn6vXwSKQ9oKQ9UIQE/lhp0yZIs8//7yrix4vlypOhpUrVyYVO8AiC9eKINwDxXuoiFWyhVsVcOyEIJ2aNWsaKZzcFkqIRtIVuR3pzT0hMIUKWfXr13f1WswgnYsuusjV62ASxgLrFT9HqnQh2Nz2UTfvC4F3XhCxLDKwwFaqVMnV60DYsxBlzHR7cZwqVDQcOHCg4bqSnXzAFJF55ZVXZMKECZ4JhlSChbYqJVsE0RILiEZqnffp08fV60A0EijjBesnFhQsoG6LWDMCv2LFiq5eB5BL+OOPPzasoG6XWaUvsn3vhapqLP5YBJ533nluX8phq73bzwcBay6OzzzzTFevJVVIb4eP/jPPPJOt+0rFMlIFYqX3Qv9VgoeKWCVhGJCw/BQtWtTtS7EcrDavvfaa25fhavWljHAdBKZcdtllrl4HQXf46HrB35LCGPhO0w/cXmiwtYsF1AvBiCx4Hn30UU9snSO43N7JMDEXgl4XsVwjltZ4LkwsJIcPH57thQGuWj179pTzzz9fhg4danyG2+1DCRYqYpWEYfKm3KzbFg47YLuPgB23YTLxgjULELEPPvigsZXopn8umQlIreXmNZiwC4HfMmm23Baxpljzgihg9wBrOcFdbmbVgJ9++sl11xMT+tCzzz7r9mVkCguPV199Vfr37y8XXnhh3NfhHpEMAwYMkMaNGxt+/r179/ZceWLF36iIDSr794t89JFItDA7+2ySFxI9JDJpUvoxJsFzzyVqhRFN5M03SbSYdgzh0LGjSKlS8veWLXIef3/hhbRj+DhFVtiCe8F//4l88EH6+zjWtasIVtsdO0TefZeIi/RjPXqQeDPtfW+/nXZNkC+fCAMpFcH++ktk4sT0Ywx+nTunvY/I+Q8/TD/Glmq3btTBJA+YCHlfI+Lr8LGePdO+56ZNIp98kvY9gVRJnToZUedF//lHDkYHg5BKjPvC9a5cKTJzZvr7ypQR6dAh7ZxLl4p8+WX6feYec69h4UKRb75JP4afXuvWae/77juRBQsOHzpQrZphXbvttttE5s6lzmr6+/DVJSsEn89nRftlNmggwpY/xyiLumpV+jHeY/r5TplC7qH0Y2ecIVK9etr7Pv4Yk2d6e2jVSkpXqCB7Is/sz3HjpPjevam3I8Q5/psRoWO0h+i2EqcdHYwc+yFyf9kezrlzp8iECbHbEa+nHe3fn3U7oj1EnvnhdsR3MN+XRTvKE2lH+H3+FLmXZXiP2R64dr4D17Runchnn6Xfr0TbEUEzc+akvy+LdoRvbgfem6EdGc+UMrSc06F2lD/yHVlk/Bt5BnnN53OoHQl+stx72thvv6W/z2xHtC36sgXtaFfknKTXqlK2rMgbb8Qej2hjvG/37vRjibaj9947sq2Y7YgsBHyHDO0I95NNkeezPzJmHl76R49HBAl++mnsdkTFvOgUXZm1I+4VxxJsRwjXnZHntDzStj+L3Acyotzcpo2UoJ/Eakdff02KkOy3oy++kGNWr5ZakeffKfLsJ40aJS2GDDHSj2U6HtHvfvklvT0wZjJ2xmpHVDakRHdW7Yj2wLNPoB1lOq9dcIFIkSLWtiPmNY7FaUfGeMT94LvHmtey045KlxZp3z7tGAVtaEcmibajH38UmTcv/Rh9nL7O++bPZ0sx/ViNGiKnn551O4q0QVm+/Oh2FCGzgvAqYoMKjcLsCCbmJJ7xGP83j0W/zjx2qNNsiXSw4tGuBPzdPE/U6446xu/R5+Tv5mujX2d+tnks+nXma81OmvFYtKCI/h2iBRjnjz526LVYj8pGBjQyFBzOg5vxuqLfF/19os+f8Vj077HOGcWSyMCAfMaqJRnzbmb8Dokey+xa4n2HQ+0DUVImci9+jwyexaP9oJNtR4m2lahjiOjZEUH1CBH4WbWj6HNm1o6i20ec9nDU71H3CD/HZZGB+OzIouOIzzNfm7E9JNqOEn0+fN3I/9dFJieC7yRjtazM2qZN7Yi8xgTubP/7bynGhA0Z20dm41HGtpJkO1oTEXf03wJYg6M/L2Mby3hdibajRNvKof9jrS8aERt//fmnFDctmZmNR8m2o0Sf3aHXLY+Il+mffy5Ne/eWfJF7deedd0pJrs9cyGZ8X2ZtJYHxL3ekbVx55ZXy8k8/yQMPPCBPPfWU5Eh03MzYHjK2I/M8sdpRvPE2YztKtK1Ej0GZtaOMY05W7SiZNpbxfiXajqx4rsmeMzvjStS9zUyoqogNKqyyWN3F8iPEhy7edhurpTgpe9ZGBrhNrLauuOLog1hJ4wVFcSyeXyWryYEDYx/DSjpgQOxjrKDjHWM1Ge+crCZjXX+EfZFjS5o3l1Lt2h19EAsBP7FgNRkvqwEryXiBUaxAo3LuTrjrLukaWeUb2+YtWqT9ZITn06ZN2k+sY2edFfuzAIt6LHhfrPKckUGw2AknyK+Ra6wR654k2Y4EgRGvrdAeoo4t/u47yfnhh2kJ/WnL8dpR4cLJtSMWLNlsRxTH+JJFRpx2ZFiM4kXGJ9uOsErwc4jNGzdKnsh9NIoukC0kXu5mh9pR3sgkzDbxn2ecIeXr1Tv6PaYlNBY81+7dYx/LZjta+f77aRkSaEd9+8Z+H8ccakc5mYgj7ejXyD0rXiuGPYkKdPHaEd8jXraHJNvRntq1ZXeVKvLc7bdLneuuk/qXXipHjE7NmsU+Z2btiLK6sUrrcsy03EVgadNr27ZIk2tjZJAoG7knMV1h4o1HkEo76t8/9jHaUWZtJZl2RFEWq8cjrNfxzplsO8JKyk8syD8dLwd1w4ZpP7Fo2jTtJxbJtKMIP8Q+m4GKWIdg+4b0STt37jQimxEqWC8Y+L3g65cI1AH3Qgodu8Dvci1bLy6AjyWlO99gy8tDkN9xffSWn8OMGzfO8KPzQlCXCbliN0dbrFzgq6++MrJGeGXs4DpoK/SferFErEN4ofhDNNwX/Kh///13w7XATfDlbhEREKRmI+Dqrsii2WnIpEGQ2+mnny4vvPCCnMvWtaKkgIpYB2Bgf/zxx2XWrFnG5EeUP5My+R3pzERtuj3AJQLf4+yolXXQQMQmk8zbCr7++mvj8xFIXgErCde0PNpPyUFIITV37ly55557XPn8eJQpU8bI5esWLIJff/11GTZsmGvXEAs3F4FAACLBbp3wU/UIZh9y876Y4PdKdg36lFvBgIj6+++/X9q1ayfPPfectG/f3hOBiYp/URFrM7/++quRXoSa75dffrlhyeT3f//916g3PmnSJGM1OmPGDE/n0WMVz3cx/DUDCpMN5SqdBiv9m2++KT169PBc5ge2zql+5EbqpM8++0yaNWtm9BcvQSYLUg6xGMWi5TRUTvrnn3+kQZR7gRegrUyNDiBxENonvpaIRSNoyENgoXazQMb7779vLJKx3t98882eEI1YhEnZxe4eZYsVJVlUxNoMg3r+/PmNreJYqWdIa0IKEnKUjhgxwoUrTAxE98FDgQpBpVq1aobVce/evY7m3vzll18MYdImln+iy7BbQGo1p1MnUfIWYT9y5EjHPjNRCGCiah3PzemFJ32QssRdu3b1RH7YaBCxblkcya/MApSAoWRTQdkFi+NPP/3UlYUgi527775bbrnlFmnevHlaNgsPwE5kly5d5J133pFbb73VE8Ja8ScqYm0G8YflJl7JPTovW8gMNl6G78F3QJAHFYo48P2ctDhTlnH06NFGblg3rHpZgQ8bif2dFLEI2C+//NJYTFSPF7ziMkTA006cFLFsl69evVo+//xzGTt2rOcmfkQsbhbs2jhdYpQ8p1dccYW0IvDUYxB8h8877dlJ327G7PHjxxs+yuzyeI0LLrhALrnkEkPMGoGbipIEKmJtBp9XLKyPPfaY0WkRSmwZMyER6IWFdsyYMfLSSy+5famZgshmAM5nps8JKEzEuHk4IWIRhhdffLGxNY2PoxcpXLiwcZ0EJDpV3vSJJ54wLDQ33HCDZ9sb7YNSmmeQ29Ih2A4ePHiwYU3Duuc1cPsgiAmh7aQoocjCnDlzPGm1B8Z8+rjTIpZYC9wYmHu8CGNt06ZNDR9mAlq95h6j+AMVsTZDkvann37aiATlh1U5W/JYt6gQxf9vuukmzwdMEV3LFqrXfDathgA7ap2z9WY3S5cuNSY2LGteir6PBuswkw2TIc/fbpjsJ06caPiKE0DlVYiA/+abb6RPvFRhFsOiF5cjxpBuJD/3IFiGzTKrTorYadOmGWLIq5WgcG8goAmx7dTig6BIngOxFixEvQjuMFQEpM28/PLLRrYNr+0uKN5HRazN0CkpgUhaEcpn4siOBRYLEw7/lSpVMqpFZafz4v9l1imPxb6MSYMtgCIA+EcGHQbUDz74wFb/Nc791ltvyZNPPmkE+3lVwJqYwqRly5a2fg5CGd89AnO83tZYnOIG4sTWOQteEsUvXLhQ7rvvPls/K1W4L1ynE9vX9CNEEOL++eef90y6sYzQPiiQwX2xW8RyT1gU007OOecczwrYaDp27GjMZ4h8XO8UJTuoiLUZfB7Z6iIak+0SK7ZM8MO7+uqr44pYJr1Bgwal/DnREMRCepagU6VKFWObGL9Mu7ayydNIPXUCLuwWhlaAiEV02w1BOWzP9+vXz/MWfyZb3Czo3yWiq5nZAFZpPgsXC68FLWWE8Q1R6UQQE0aBCRMmGK44iEQvg5VxwYIF0pkCNDbCzg7uAwQL42fvB3BTwu2ObCR94xUWUJQ4qIi1GfzDSLFFwMEzzzxjSaAKq+vGjRvHPf6fWR/aQrDENoxXoSNAYBXH/5P0SXaJWHwbsci0bdvW82INEPYrVqywVZiw/cn2PBYkr6XUigUuQbhacN12ilhywhK0dPvtt3s6BZ8JZXBxk2KhVoT68jZBAQ7GU4KCvFTcIB41atRwJH0fWU5YgHNfvOpPnhHGlO7duxt9Hwu+13emFG+hItYBiOomlRaVhwjuGjJkiDHA+8n/h8naCZ9It2GBQCAGk6QdVi+EIJYjfCn9IGAB31QmRjvbwMcff2z4IftBwAJbxIh7imPYmUGBlG9EmftlAcl9wUpNlgK7RCz+wYynxBMQ/OcH8BHGoIFF3U6Rxthy4YUX+kbAmtStW9cIHsa6TqpDRUkUFbEOgFglGIOtUiJo2UJm5YmgpfiBV325omHbFHEXdHgWDKj4HfOv1TC5M5n5wY3ABLFNO0VQ2SFiEchvv/22jBo1yvJz2wV9mtRFtBNEgx2w4MGFAKua0ymrkoX+g8V41apVtm3xc8+5H7QZvywEWRwjusmjy+LHDrB+E+RGTlq/QWpDYkfYdfC637fiLfwxMgYEttoIBqF6CmmE+GGFjj/QZZdd5untQgZIv1jJUqV27dpGnlKrwX/vzjvvNLbM/FY0Amsj2RTw7bYSRD2TF7sVbLn6CcQI1ZDsAN9GfIO//fZbo2KaX3ZtuE4zuAvxbQf43JKazi8C1oTxnQWsHSKWOYUdPlwr/LpjRnshywRjAiVpvZptQvEW/9/emcBLPe5//Hu5XEtlLWv2siZbuyLSRkgJdWm5tlJJJYQW/qFb9kSR6n/lXvstiSttKlQIZbtCZSkSFWnFv/f3/H+nOdPMnG3mzPxmPu/Xa17nnPnNzPnN83t+z/N5vs93kYgtYxh4scjyYMuaZNRMUgz8mSpisQiRrDsXLLGAYCPaOZlgbeQzeVBKNWwQmELqq2RD0n7ynvbo0SN0hTTwa+YeZns72bsp1LnHjeDtt99OqW9pKkBIYQ1MReYGfPNZYA4aNCipn1sWsLMzf/78lFTNIo0jla9SHTiWSggcpn0ISsM/vlGjRuk+JRECJGLTCPk3qWXdu3dvt7xkKkymTNRllew+3WAxJ90LOUuT9Z3xnUToEJAXlq3hSNgavuuuu1yMJ6tyF+1LsAspzcJmmQaCAGmLb775xtOCJYsgBRuR2mETsEA1M0oV01eS3ddJH8XOVRj7C+J+6NChSQ+QxFcdVx8WyGVZGjoVEIeAlZ3iBxKxoiiEbzYNGfgSkiIn0eCCuMnkwYdCB0Rgh8F3NxlwLVhg4NeH32MywNfrkksuyejrnAgEG4IEn75kJbInS8Phhx+e8Tlh48H9gDDBepRMEUs6O3LmkgM1jDBWsChn9yaZYpOgqGeeecYtjmFxr4gEyz2CE6NAMg0CTz75pKfTCkNO2KJwxhlnuH98UAxIiERIxKYY/EgbN26c7tMoFWzhYV3JJfDPxHqaDBGLVYotUKothRXSSTVr1sz9em+55ZZSfx6po7C2YHUJ8+IoCO4ijV6ymDRpklsbw+q+Q/Q9EeZUvktW1TV2grA2Yr0PQ0qtWCBcqVK1cuXKpIlY0gES4Ma9lC0wZzLWIM4psxzGnStRdqh3iELBEptrlVQQJ/glJqOsKEm8a9asGVpREkBlHfzVkiFisUhh6SaQI8zgy056sGTCQoEsJmG0NgYEVd4QI8lgxIgRNmTIEHe9CpvvdADnjd8nVRup1pgMWECxS5Ksz8sUGHfJo02BCIKhEf9CxEIiVhTKsmXLcs4Sy5YWpRBLK+DZAiWaesCAAck7uTRB4CFboclIt4b1qEmTJqEX9vgKB6Wkk7F1jvBjK55AujBDhg+q0iUD8oeS/3Tq1Knu5hNWWJRQ0YxgPcaX0oJ1GjclfKfDvOCJBW54LHIJgqPQSqZXZBPpQyJWFAruBMnygwwLiCusbNOmTStVHXgGYgJcsmEQZluPzA1sE5cmzy0iDWvjyJEjQz/54uOM3x5pgZKROmns2LGhTB8VDeMF1aNwGyntdyHNGG4JBx54YOj7C+PA6NGjk/JZuCWQyizsVvtY8H2wXJODmQUMQaVCxEIiVhQKltiGDRum+zTKFPw0CZaYMGGCF6Yo6SSBxfG8884L7RZoNIEPaGlELOlziLrPhso8gXWNxQ7Wo9KICVwsZsyYkRVWe4Q9VaMQ96W1niJiCIrMBt9IRCy+9snIfPLiiy9a7dq1U1r2ON1ccMEF1rx5c+vbt2/WBK6J5BL+UUGkHERsWCPISwOR85RBLClYYMmX+dxzz2WNpQQRS27XksIWKKIEa2M2tAnfAUv9DTfc4KVQS1Puk/RRpGDLhlR2tAuWabaCSyNiA2vjfffdl7yTSyMUIiBPNEUycAMoKVi4ScOGhTIb7qN44MqFfzU7N9xnBJgKEYlErEgIogO/0FzziQW2L8kXy/Z3SeqdT5kyxa1zBx10UArOLj3gYoEliTYpSbAF1kbcEcJUYrYwcLHA9xmrY0kLltCepI+69tprQ52tIRLEB1b30mRnoU3OOuusUObLjUfbtm09fVppROyCBQtcyIY1U0NxYHHYuXNn3wGiqIMQkUjEioTkWqGDSAjUwYqEaKPaTnGgzYiq7d69e1ZZShATWEPIZVoSCxvpo9gCzab8j/jFEohFJHVJRSz5d0nFVqNGjSSfXfqgehTWM4R5SUpWr1+/3oMix4wZk/yTSyP0lcWLF5fYpYBiCQR0EcEfdt/ponDqqafarFmzPBgOo0JYy+qK1CARKxLCQEsN62wSYkWF74x4RZwUV8TihoAFO4wlZhNBm5DYf+nSpSUSsZRZJl9utvUnLNRkFsB/uiSwNYzoy6btUtJJ0UfmzJlTImssljfEL2492QS+vWyTY7kviV84ix3aFBeWXICxgsUzKf4YP7p165buUxIZhESsSAjpbXCozzbRUVRI8TJw4EDr2LFjka0eWEoopcp7szG/YbVq1Xw7s379+sV630cffeTJ2cOePioWFMfA97kk/Prrr55r9vnnn0/yWaUXxBoBWfhAF1fEspOBsOf92Tb24C5C9S4WuiURsQQR0t+yOaArFu3bt3cXDHJVl8b3XGQXErEiIatXr/Ytr2ybSIoKRQpwqUCAId6KAtugEydOzIoUUtHwfQjuItCiuDXgSS1EQFdJ/IszHYKY2CImmK+4pYXxneb9+GBnG2Q1YRFY3G1gchGTT5XCGtl4D7GzQ7lirIvFhepc2eQ7XVQQ/rghzZs3r9gLaJG9SMSKhBAdTEWYbJtIigrfu2XLlh5NTHqcorQD26Dkmc22bdAABBf5b7EgFjXBP6IECxJ177MRXG7IZUrQWnH8WrE4koYtGZXhMhEWwPgyUrWuON/x1VdfdaGXrf6PLATJ71rcAElcEPBHZ3GdazD2tmnTxp5++mkvy5xrIl7ERiJWJCSo1pWrIhbIVYgFsSgBKlgnR40a5dte2ZDXMhZkW0BcEHlOaciigLURURL2Cl2JwB8WKxl5Y4t6vxDQhTBhUs5WKC08ffr0IovYoBIV+XKzddxhQYyrFi4FxSkkw9iSq6mm6AtkqiBDAX7B2RQcKkpOds6yImnkYsnZaNjm5cE2VqNGjRK+lupm5LV84IEHyujsyh58gwNfx6KIWFIB4X5w5ZVXZrX1pFmzZjZixAj74YcfiuyvSDENLJVYcrMV0kDdf//9RXY/IbcsVn4WA9kKxU9YHD/55JN22223Fek9BNlS4ABXpVyF+4qdDrKclCZFmcgeJGJFXJh0ELHZGIhTHBBtiDXSvBQmYgno4jXZLEqgSZMmdscdd/jWJlHoiUCQ0I8IRslmsAwdf/zxNnXq1CJlKcDiiLhH+GarxRGw3ONXjvUM16TCIBsI1ttsTx/VqlUrO/fccz3LQFHcchh/SOGWi4VnArhP2rVrZ/369fPdsWxeFIuiIREr4sIkS0AG6WByHQQYfn2JIPIeUZIt1YUSwaTbtGlTj8gvLOUNlkkmm6IImDDDdySR/ZAhQ4okYt944w1PHUSxhGyGdsFfmLRsRekD+JRTuSzboU1wK5g8ebKnV0sEuxm4qmSr73RxwBJLcRF8ySlJm02FMETxkYgVcWHgRJjlYqGDaKpUqeL+a7RJPAsR1kYoacL7sIFLAQL28ssv9+3ReBDshFDLVh/hSJhglyxZ4pbHwqzxY8eO9S3RbLcmYT3DpWD27NmF5lvm/lq4cKG7nuQCBI2yOC5MxOJKQL/KxYCuaLhfevXq5VXPaJObbrop3ack0kj2zyqixGzevNlTBhU1Aj2bwYKEmGfQPOyww2K+5uOPP3axmys5DPmu9A1SBSUq6sD2cK64pCDmyf2JX3SiYK2vvvrKU0g9+OCDZXh26QERe+GFF3pgJAueRPcHLgeMObmyZU6WAnZuCkvNhtsOwVx77rlnGZ5d5kIObrKk4Fpw/fXX58QCWcRGV17ERSJ2K0zEiBOsivFELGIOi1M2+zdGQr7X1q1be1J6fBhjfW/8qqlkVZJ8mGGFPsB3TiRiSTd2+umnFzunbFhBcPBduX8SWRO/+eYbXyzmypjDVjiWRVLQJRLuLIrwt852P+GiwlhDCkOqB5L5orBYBZG9SMSKuJDDkEeireJc4rzzzvNa7i1atIg5mXz44Yd2zTXXpOHM0gd+sffee2/cnLGLFi1yn1iEXa6AdY1clvFA2AelWHNpwYO/MKmzcLmI973xKadP5YplDesqFRFxRUokYoMFstgK4r9Tp072+OOPe+BtrtxLoiC5MVKIEkG1LgbZbKywVBKoEjNo0CCvzBRdyABhQs7PQw45JD0nlyYI+qNdKJkaK+gEMYffXy71Ifw+u3fv7hYi2iZ6wUNQSklLjoYZFn8seOJlKWDB/Morr3iwYK4IEsQ6wV1jxozx9FHxqrZRMRAfdFEQFoLkE2ZMpqKXyD0kYkVccr1aVzRYGsnpSZ17Apoi22XBggV+PBdz6nbo0MGDK7C0RQo2krkTtEIAUy6BGCH9T8+ePd1tILpABsGSa9euzblk7Wyd42LB/RMrxyc7GSyKSMmVS1CF6n/+53881RpVvKLBH/a7774rVlGEXIFFAJZ7+lTXrl3TfToiDUjEirisWLGiyEnbcwFEK6mTOnfubO3bt3ffPba0Iqt05aLPGtvnRJXj7xgZfT537lzPIYvfWi5BP+nbt6/NnDnTi19Ei1hSTdF3cjE1UMeOHb1tuI+i/YEJACxOtbNsAV/XW2+91fr06ROzIAS7GaSSklvXttBWVDBj54OfMrrkHhKxIi6BJVZsBWsIliIClYgsx08Nn08SkRe18k62waRB9SG2gSMD2/ibqPRc8W+MhMVMtWrVPMCLoKZI3nzzTc/WkO2ptWJBqjXyT1OVC/EWCX6fuRqgQ6YP/GJJpYWPbAC+5hRQeeSRR9J4dpkNbcdimZgF2on7TuQOuTe7iCKDOMu1Lc/CQJyw7YcPG2VXq1evbq+99poHq0ROPrkGop50N5GTMEKFLfVcBas0wiyy8EFQpYtqZ7kI1ld8pMloESliaRfaCmtkLrLDDju4K8XXX39doPgFbYIlP15GFJEXNIh4HT16tAfeDh48WNbYHEIiVsQFEZvt1YRKAr6vTMSs/O+8806vZz506NCcHjhxGaDIAz6gtAsWJPpPrrkSREKVN6oKRW4RU40KciVvbjS0Awse+kj//v3zc8biuoSvcK72F6zyBIsOGzbMhTwBovQbFsosgnIpMLIkMCbjW0wZX3YQZXzJHSRiRVzIXbjHHnuk+zQyEtLhDBw40KNiCSjIVVESwCRM9DS+wQgUgnQQtblS+CEWuJ5QtpnCBrigIEoQtbhY5KIrQQAR+ETkE/RHXwFSjiH6c3UhyPfu0qWLDR8+3O6//37P4kDVt7feesuj70Xh4PpGH5oxY4a1atUq3acjygiJWBEXidj4IEIIthBbadiwofXr188DdAhqKqzEaLZDIA6VhdjipFIV9xOlV6kwlMsg2K644gobMmSIW2VJuUUGi6uvvjrdp5ZWEPZkKSDnKW0yfvx4a9CggVWqVCndpxYKcPUiKwgLAMYi5q5cXRTlEhKxIi6rVq3aJrJaiHiw5Um6LSKFyVZAbfNcBz9hMlm8+uqr7vdJijZtdZqXKcaFgMUOftP4fNaqVSvdp5V2KCtbu3Ztd1EaN26c30MSYkWHPoTfdZMmTTyrg3LHZj8SsSIussSK4nLllVfmFz2gUEaug5/j5MmTXcACE2wupmGLhp2M888/311xmjVr5vlRc9n1JBJS9XEP4R+sKl3FgzGHnQ8s2hMmTPAFtRYB2Y1ErIjJ5s2bPVm9RKwoDgi0cuXKpfs0MgYmUIn5baFdWrdubffdd5/njpWA3QrCFRcCiofksu90SaEvsQNCCXAW1cqvm91IxIqY4ErAzR+dkFwIIZIBEfiUma1atWq6TyWjQISRLioXq/8lC4JKWUy///777p4hsheJWBGToL65tmKEEKkAqz15lkVBGHOjC2SI4kHeXSzZI0eOdL9YLNuay7ITidgyAp+4oAb2+vXrvYoRNxZ+T5lY0UjVuoQQQoQVfK2feeYZzxCCxV8BldlJ5qmnLIPckKQcuvnmm722PLn/8DfF14kEzay4SUtEucVMWilKxAohhAgrZNZBxJK6jdyxlMbOpDlWJAeJ2BSzaNEiryJCTlHyQ1LnmbKca9eutaVLl3oqFZzQJ06caDVr1kz36eaDxZgyiEIIIUQYwVhE7ti7777bRazIPiRiU8z06dO9cs/DDz/sfjoBRP1TuaZOnTruXvD8889nlIhdtmyZAguEEEKEmho1arhRZsmSJR5MKLILidgUE9RN52e845mYNxIRm+sVl4QQQoQbsuxQ6pnCEb169fLCGnIryB4kYlMMFXpI5E1Sb/IiYn3lptqwYYNXrMHh/IknnvDEzJkEInbfffdN92kIIYQQpYLiET169LBOnTrZpEmTPB5FZAcSsSmGij04l/ft29cr1JB3FbcCgrtwI6hWrZqNGjXKtzyKSjyrblGPF8amTZs8xZZqdgshhAg7zGVjx451v9j33nvP6tWrl+5TEklCIjbFsG1BsuUpU6bYzz//bIsXL/agLhJaH3zwwV4ru7jMmzfPMxoEpSyjoW59aVi3bp3/VKUTIYQQ2QDGI4K8xowZIxGbRUjElhEI2B133NGOP/54F4mzZ8+2jz/+2KvV4HtaHL9YrLcEisWzuPL5rVq1KvG58n5y10YGogkhhBBhpmnTpu4b+/3332unMUuQiE0xuA0MGzbMHnroIRs/frxH/JNya+HChS5qN27caG3atPHjRS16gIWUKiTxwNJbGhCxiGqVnBVCCJEtkDuWOJVBgwZZly5d3IikIK9wIxGbYubOnWt33nmnPfDAA+4fO3ToUC948MYbb3jO2DfffNPzxJIvtmXLluk+XYfzC3x3hRBCiGzhmmuu8Xm4T58+9sILL0jEhhyJ2BQzf/58q1u3rmcmwLrJ34jWo48+2o/Xr1/fLbOvv/56xohYcupRoi8TU38JIYQQJYVcsUOGDHGLLLljE+1qisxHIjbFkKaKYC6sm2xlEMy1fPny/PyxBGEhGik/myl8++23tv/++6f7NIQQQoikg0tex44d3Ue2e/fu7logi2w4kYhNMaz27r33Xk/t0b59e0+lddNNN/nqjyCvyZMn29SpU/25TAGRrRyxQgghshVyxp588snWu3dv69Chg3LHhhSJ2BRDeVn8boiIHDhwoK1Zs8bzw+KPw02DY/m4ceMyqjoWIhYXCCGEECIbIZC6evXqvkP6zjvvWIMGDdJ9SqIESMSWARUrVnQfnDvuuMO36levXu1bF/vss48fy7RtDKUfEUIIke0gZIlRoRCCRGw4kYgtQ4j2xyc200FkszoVQgghspkmTZq4gWnp0qVWuXLljDMqicRIxIptkIgVQgiRC1SoUMFzteNCx47pxRdfLCEbIiRixTZQXax8+fLpPg0hhBAi5RBYfeqpp3rsCoJW6SXDg0SsKMCmTZu8Yle5cuXSfSpCCCFEmUDmoFWrVlnPnj098PqAAw5I9ymJIiARKwrw448/uhWWkrhCCCFELrDTTjvZo48+asOHD7cnnnjChazcCjIfiVhRAETsXnvtle7TEEIIIcqUo446yrp27WpXXHGFtWjRwitrSshmNhKxogAbN260v/zlL+k+DSGEEKLM2X333T0uZO7cufnl4UXmIhErCvDll196bWkhhBAi1yBH+rvvvusuBd26dbMHH3xQ1tgMRiJWFGDlypVyJxBCCJHTNG/e3IYNG2bfffedyrBnMBKxogA//PCD7b333uk+DSGEECJt4FZAxoJXX33VLr30UlljMxSJWFEALLGHHnpouk9DCCGESBvbbbedXXTRRda/f3+rWrWq1apVS0I2A5GIFQVYsWKFLLFCCCFyHiyx9evXt6uuusqeeuopz14gMguJWFEAuRMIIYQQ5pl6BgwY4D+ff/55r+wla2xmIREr8vnjjz/cnUAiVgghhMijdevWdvbZZ9v8+fPtX//6l8rSZhASsSKfDRs2eH48iVghhBAijyOOOMLmzZvnPrJz5syxunXrpvuUxP8jEZut/Pab2dSpZqtWbX3u1FPNDjzQbPPmvGM//pj3PNsjp51ma7bbznbddVfbftIks/Xr845tec4aNjSrWNFs0yazV14xW7s27xir0TPPNNtzT7N168xee63gscaNzXbbLe/Yyy9TSWHrsS2rWttlF7NffzV76aW88wXK3TZrZrbzzmarV5u9+urWY1vOzRo1yjvGuU+ZUvBY06ZmO+yAY6/ZtGlmv/++9ViLFnm/L19uNmMGZue8vzn3M87YcidsuRW+/tps1qyt7cV3Pv30vPP98kuzuXO3vm+fffLaBT77zOydd7a+j5rb9evn/f7JJ2bvvbf1GDl4a9XKa/OFC/MeAVsGSjvllLzft6z47dNPtx7DF+uEE/J+3zKY2uefbz123HF5D87trbfMlizZeoz3BH5cM2eaffPN1mP8L/4n0F7ffZf3O+fGOXKutO/06XltGsB34zvSj7gGP/209X1b+pEF6WgmTMi7vlDSfsR1Oeus4vcjCnbQHwrrRytX5t0Lmd6PPv7Y7P33tx6L7EcLFph9+OHWY6nuR6+/bvbtt1uPpbMf0R+CY9H9aPLkrcci+xHP0f8i+9E55+T1h1T0o++/z/vusfrRsmV57VmUflSpUl67FLcfMeYz9kNY+hFtSbtBdD+ij/3ww9b3pbIf8dyW8ehPW35u6TnWbb/97OHBg81uuMHqbPkufwpDP/rqK7PZs7e2V6J+RFsxVkFZ9yPO44svth4L+tEWqlp8JGKzFTolnT4QqvDLL3k/uQmYhCOPbRENa7a8p0L58nk3xIYNec/TKYObmxuL90WKDyYLYCDgfZEDQfAZDC4c4zXBZwa/85OBLLiJuFl5PfB+/l/kDc3rudn5v3xm5A3N63g/58Cx4DN5Pb/zfzl3jgUwAAWvo334f5FtyOfzXX7+ueD7+KzgM9esKfg+ziGARUTksXLltv5O+0ce22OPrZ8ZfYzBNjgnBrrIYwzgAQzukcciFzH0h8hjnHfwmQiPyGN8X+D7875AmEQf4/mofpT/mVzXYDHEdwr6Sir6EdcxUT+K7ivBMc4v2f2I9klGP2JBF5CoHzFpx+tH0X2FCSw4p5L2I4RoSfoRxwJhEutYSftRZF+J7EfRxxL1I64f1zcV/SgYq8qqHyGSyrIfRfeVRP2IcwsobDyKN+bwvqL2o+D6F7cfBa/j+kYca3z88fbFljakNO2sLcJ3l1jjUWn6UXHmNRbvJZnXgrbie9Lmye5Hiea16H7E4gtijUeI5v9nd4uPRGy2wgrs4osLdrwAnrvssm2eXr1l1VW+QgX701VX5a1Uo9lpJ7Mrroj9/7a8z668MvYxhPE118Q+hmXk2mtjH2Og7NYt9jEGyu7dYx87+OD4n3n44WY9esQ+xqowXvTplsHLH7E4+eS8Ryxq1857xKJBg7xHLLAE8IiGgYCVOY9Yx4KVeSxatYr9PO+jr8SCwfOSS2Ifi9OP8j/z6qtjH0tFP9p998T9KF5fSUU/olRlvHKVJe1HderkPWKRqB9h4eERTTr6Udu2sY+Vph/F6yuJ+hHHMqUfYaVKdj/C6hVYvqJJRT9i54xHrGOJ+lHr1rGf533xxpw09yPME123CK53ly61STNnWvOOHT3oaxsf2ZL2I4RbvGNYO5Pdj6pXz3vEoqT9CCsvj1iUpB9tYW7sT3MkYkU+P21ZiZPgWdGXQgghxLYwP3bq1Mk6dOhg/fr126LTW9hgXAxEWpCIFfksX77c9ttvP4lYIYQQIg7kjv3888/d8HPmmWdanz59VK49TUjEinwQsaoRLYQQQhTOHnvsYQ0aNLDx48e7dVaUPRKxIp9vv/3W6tWrl+7TEEIIIUJBx44drWfPntauXTv3jxVli0SscCh0ELgTCCGEEKJwjj76aPvzn/9sU6dO9bK0BxxwgO0YK6BapASJWOFs3rzZ1qxZ49sjQgghhCicHXbYwdq3b2+33367rVu3zi6//HLr0qWLYkvKCIlY4WzatMk2btzoxQ6EEEIIUTiI1bZt2/rj008/tauuusozF2guLRskYoWDJRYRuwsJlIUQQghRLA499FDbbbfdXMj279/fqlSpku5TynokYoWDJZaHVo9CCCFE8cEXdtiwYTZmzBh7+OGH7e6775ZbQYqRiBXOqlWrbKeddvKHEEIIIYpP5cqV7ZprrrEmTZrYzJkzrW7duh74JVKDWlY4QY5YrRqFEEKIkkPly4suusi6d+9uf//7361x48bpPqWsRSJWOOSI3X///dN9GkIIIUSo2W677ax37952wgkn2MiRI+2ss86SgShFSMQKR9W6hBBCiORBNa9evXpZ06ZN3To7atQoK1euXLpPK6uQiBUOIvaYY45J92kIIYQQWQGBXv/5z388B/vgwYO9PC2VvUTykIgVzooVK6xixYrpPg0hhBAia2CHkwdpt7DKkoardu3a7nIgSo9EbBlASVfysH700Ue2aNEi+/nnnz0LAJ25evXqXm853f4y3333nVWqVCmt5yCEEEJkIyeeeKI1bNjQq3tNnz7dy9OK0iMRm2J+//13e/bZZ+2GG26wn376ycu6ssVATlbELKk3br75Zi9Tl66VGSL766+/9tQgQgghhEgulKe97bbbvKDQ6NGjrWfPnv4cD1FyJGJTzAcffGBdu3b1SMUWLVq4tXPnnXe2DRs22I8//mizZs2yW265xapWrZq2NBzkiEVsI7CFEEIIkRratGnj2QomTJhgxx57rAtaUXIkYlPM7NmzrVatWu4Ls/322+c/z2oM0XjYYYfZ559/7s7f6RKxpNfab7/95KMjhBBCpBDcCN955x3fjW3VqpUtXLjQjjvuuHSfVmiRiE0x5cuXd3/T9evXxyzp+ttvv7mIPPDAA9NwdnksW7bMRawQQgghUgfxL6TbgrZt27qLwXXXXefBXumOjQkjErEpplGjRnbHHXfYOeecY61bt7YjjzzSKlSoYL/++qstXrzYXnzxRbfWzpgxI23niD9sOkW0EEIIkWtcfPHFbsS6/vrr7bXXXlPZ9xIgEZtiqII1ZcoUF7IPPfSQB3exjUBAF2KWusrTpk1zcVtUeP/q1as9ICsWCOTigDtDlSpVivUeIYQQQpQcLLIDBgywTz75xCZPnuzWWHQBGYtE0ZCILQNIpTFs2DB3KVi5cqUHdRGRuNdee8V0MSgM/Gn69evnwVixCJ4v6tbE0qVL3WIshBBCiLKDWJROnTq5mMW41bx5c+vbt2+6Tys0SMSmGPLDUq2DIC6yEmCZJWPBK6+84qK2Tp06dtpppxVrG+GUU06x5557Lu5xRDLl7ooSqIXgxSeW8xJCCCFE2UJQd7169ez777+3Cy+80Hr06OHB36JwJGJTzPvvv29NmjSxJUuWuNV13Lhx1rlzZ89KwFbCiBEj7PTTT7cxY8YUeQuB1RoBY/EgD21RQfAipnfbbbciv0cIIYQQyQGDE3M6j5NOOsm6detmBx10kF1yySWeflPERyI2xWDpXLt2rf+OHyuRiH369PFoRFZa//3vfz1/7MSJEz3dRlmzbt06F8XFEb5CCCGESD7kjZ85c6YtWLDA7rnnHnvkkUfSfUoZjURsGcK2Pa4FrLICS+pRRx3lmQvotOkQsQSBIWJVNUQIIYRIL4cccog/MH7hYjB//nx3RySDEHO1KIhapIwgk8Dee+9t5cqV884ZVMci+AoLbbp8UgMRK0usEEIIkRngfkgeWQolrVixwu6+++60FUTKZCRiU0wQXFWjRg1Po4VovfHGG73UHIUOHnvsMS8/lyhQK5VQ+paUHlrhCSGEEJkDArZ79+42ffp0e/TRRz2LkCprFkTKJcVQG3nWrFle2OCLL76wSpUqecYCcr2S5Bh/l0GDBnmGgnQQVOtSpRAhhBAic6BUPY8zzjjDfWXbtWtnFStWtIEDB+bv5uY6ErEphtRZJ598sj8CgiIFBx98sFfrwhKaLhG5fPly23fffdPyv4UQQgiRGGJWyGyEW8HIkSPt5ZdfdlcDIRGbFgLBSsdMVWor0mYR3VjY1gM5aynGwM9shiwRWL+FEEKIMEIaTnLAk5qzcuXKriGw1GYSuCYm85x++eWXxP8vaf9JZAx0opo1a/qWQ1HAGksVsGzm7bff9ty8e+65Z7pPJeeYM2eOZ+FQLuKy5/XXX/exQDXZyxbiHd566y3P+UmRG1G2zJgxw2rVqpW1/Z55jPRbmQb9ftq0aUmvANqsWbO4u9USsVkIq6B//etf6T6NjAH3DXyJSG1GhTRRtrRs2dJLKlavXj3dp5Jz1K1b1x5//HH3exdlB1lfzj//fA/cJTWSKFsY5wmelqtc2UK/p6LoCy+8UGb/UyJWCCGEEEKEDolYIYQQQggROiRihRBCCCFE6JCIFUIIIYQQoUMiVgghhBBChA6JWCGEEEIIETokYkVOsOuuu3piaFH27LLLLrbjjjum+zRyknLlynneaFG2kNOSts+0RPS5gvp9eqC4EhVIyxJdZZETDB8+XBNKmhgzZowmlDQxceJELd7SAEn2ydWttk8PL730kto+DVBRjAIrZYlmFpH1YBXRgJY+1PbpQxbw9MCYo7ZPH2r79JCOfi8RK4QQQgghQodErBBCCCGECB0SsUIIIYQQInRIxAohhBBCiNAhESuEEEIIIUKHRKwQQgghhAgdErFCCCGEECJ0SMQKIYQQQojQIRErhBBCCCFCh0SsCDWbN2+2WbNm+WPPPfe0Fi1aWOXKlfOPr1mzxiZMmGCfffaZHXnkkXbeeefZrrvumn/8p59+shdeeMGWLFlixx13nB9XtZfC+fTTT+3LL7/c5nlK+5566qm2884727p167z844IFC+zQQw/1tt1jjz3yX/vLL7/Yiy++aJ988olVqVLFj5cvX74sv0Zo2bhxo7388sv27rvv2u67727nnHOOHXHEEV4xB7gvXnnlFXv77bdtv/32s/PPP9/22Wef/PevX7/eJk2aZO+//74dfPDB3vZ77bVXur5OqFi2bJm33ddff21HHXWUt33kmPLjjz/a888/b1999ZUdf/zxPiZFjinff/+9Pffcc/bdd99ZzZo17ayzzlJVu0JgnKhYsaLVrl27wPMrVqywZ5991tvylFNOsSZNmhRoS64R4/vKlSt9XDr99NMLlMD+4osvfH74+eef/VjdunVVnjwKysj++uuv1rRp05jHGYfKlStn9evXL/A8bc61+fbbb+2kk06y5s2bF7g23EfcJ1zDOnXq2Jlnnlmi8uQSsSK0/P7773bPPffY/fff74MXkza/c9MxYSOiOnbsaAsXLvQBaty4cV5L/n//93/9Zlm9erVdfPHFfpMxOI4ePdpmzJjhn6GBLDHUhaedIkFY0W6IUmrHd+/e3SZPnmyNGzf2Sfsf//iHT/7U1+a1l19+uYssBq9//vOfPtk89dRTJRrIcgkEas+ePX0CYGJ54403/D6gjRFFf/zxh91+++326KOPWrNmzXwhMWrUKG/7vffe249ff/31Nn78eL9v/v3vf9vYsWP9eKQYE9vy+eef27nnnmu77LKLC9QxY8b4RP3EE094v161apVdeOGF9sMPP/i1ePzxx32BPXToUL83ELCIWq4B73/kkUesc+fOduutt9p2222X7q+XUdBGPBBDN998s48nkSIW8cO14H6oXr26jRgxwq688krr37+/t+U333zj/X+33XazqlWr2iWXXGJ9+/a1a6+91o+zCD/jjDPs8MMPt/33398eeOABGzx4sM8ZwWIwVwnafsOGDXbLLbf4GB0pYoPjzKEcp80iRSzXrGXLlm6oOPnkk+2xxx6zSy+91O644w5v++XLl9vZZ5/t98wxxxxjDz/8sF133XXWp0+fYt8Hmi1EaFm6dKndddddPokwGCFasSghiHr06GFTpkyxmTNn2ptvvukDFeKKlTZCldczeX/44YduzapUqZK99957vlpv37691ahRI91fL6NhouARgCi95ppr7IADDnDLH22KIH3ttdd8MsciwgSE8GIyYaGBwGWCP/roo23RokV+bXiOiUfEBys4CzFEJ/2VSfyCCy6w4cOHe7+lLR966CEXVkw87DYwwSBUe/Xq5ZZxFhSI23r16rlFhLZ/+umnfTIS8Rk0aJAdeOCBvuBCyCKU6N8soBFUzzzzjO/6zJ8/3y3b8+bNcwFw2WWX2QknnOALZa7HBx984As93te2bVuf4A877LB0f72MgnZisYalD/EfCQKKBQRClv7Mzs+rr77qRgnakvH+wQcf9OeZBxBLzAsI2Hbt2rlVF0GFJR1LLBZC7h8WE1wPrk0ug3il7RkjmGfpw5EgXhlLuDaMH5HjBteGtmYngn7O7hrzMDsW3AeM9yw4fvvtN5s2bZq3NXMxRo2//vWvfn8VB4lYEVq4wRj4mYCBAYuJOwBBxARzyCGH+N+4E3ADBSIWgcVPrFPAap4bCMuWRGzxYFJn0Lr33nv9byYOtrdPPPFE/xtxy3WizRGx/OQYbgTApINlikFNIjYxmzZtcuHKRAxYLhBMa9eu9Qlk7ty5vn3dsGFDP467AVvW3A9MPPR/LE9BH993332tQYMGfk0kYhPzzjvvuAhCwAL9mm3s6dOnu4WVft+oUaN8txmEK4u6t956y92Vpk6d6mI3EEks7Jjk2ZGQiC0I4zmiB1eY3r17FzgWCCDanNdBrVq1rEKFCt6WuJSxUKatEbBAH8caHhgrWEBj3Q1cPbhHELEYNrAe5jLshrVp08bbF+t1NPRf7gOMRlhPI2GHlPuAcRw3A6A9mWfnzJnj80JwvwT3AXMDv2P8kIgVOQMrcCaRkSNHupsAW6EMegxcwNYfvpiBawBbRIgmng+Os9UdbF9EHxdFA3+ygQMH+vZ1MGhhDWTxEPhABW3LxBEc59oErgMcZ3BT2xcO1qNWrVq55eKKK66wxYsX+4SOywDtSBsyEQSTd9D23CPAca5NMHkHbR8cF/FhImYbGhHFuILFCn96+jGTN8eY2IMxhZ/0c9ocP2Qst2yzBjBxc63U77cFcYqRAX9MXAIiod3Z3cG6FxC0JWMLYxLW22CRDAhcdtxoa7awcf2IPM61ZcHHcYnYP7sLHuCqFA1tzbXhOmDRjoRFNtZbdn8CtwzmAXzvaVuuJ9bbyLZn3mCxx7Ur9rkW+x1CZAgMQliVuOHYhvjoo4+sQ4cO7n+DXxruBdGBQtwsTCQQ7zg3mSg6+MZijcI5P4C2DQRtQGTbcvyggw7a5jiCTCQG8YQVFXcCFnBs7WGVDSwYhfXrWNeG16vfFw4Lh65du7r1+thjj3X3GPosEzRW8Oi2ZRIP2h6Ry6QfeW24log1tX3xoC1ZFES3JYYM2pKdClycIo8jpFjYsWPBMV4TeZxjvEbXonTEug9YzHFtaHsWgLR/5HHmcIRxSdpeIlaEFm4MLEr4RjEYMbDhR4WTeOvWrX1ywLE8ElbowRZGvOOK0i46+KQRvEKgV6RDPtut0X5stG2w9cfx6Lbn7+C4iA++fwRu4U+JCwwTxk033eQCi+3qWG0b3e9x/Yh3XMSHxTHClDGH60DEdSCWeJ42jGx7JnT+ZsHG/YFQijzOhM71U9sXj1htTVsigngeUYQgjTyOaGURQf/nGK+JPM4xrIi6FqUj1rVhbuba0PYsNtgFir42LEpK0vYSsSK0MDEw+QYrOiYJtijwP+OmYYuUFCrB1h8TCtt9p512mr8eP0z+5rW8NziOT5soGqS+wf8PS2wktC2+aQxOTBZB23JNguP4P0VeG64VokwkhkBFrICkrQkmhIsuusgj3ZmI8a1kqxVxxbFYbY//KxM2k3nQ9sFxER+s3owPBBABYwdWcXaCGENoe9oyGFP4ibtB4AeLtZzjAUzcZEdR2xcPFgPRbhj0fXbZaEsWFWSoiTxOukWyRnAcQwXjFseDoCUi6tnd07UoHYHrAP2csQVRG7gYBP7kuA5E3gdYaEmTVpK2l4gVoYXBh0AuBiI6PxYNglcIpmByx1Ef6xRWJyy23DS4HAwYMMBvLI7369fP8zriD0X2Am40nP5F4TAwkRkCv7TolDRM9PhK4bdMABcDFAFzf//73/04vshYcLkmLDxod3KWEhErEoNQwv8YSzeTAUIJX2OCWRCtBDMiYIkI5h5hoYdoxV8c8HUjswSLCIJhsKbzWlLliMSQpo+FG9HUbI/Onj3bRWrgW8+YQgYDBBP+lYw3CCsCV5jc8SMkSwSWdK4V14DXKpC0eNCW9G3uA8YZ2pKMECwy6P+IXPo514qgMF7P4o9FNeMRQgqfTY536tTJ5wtc03ieADxRcmhLxv/77rvPra/cJ8wDLCAIZAyCTrmHSJ3G32TxYP6ONoYUBYlYEVoYpJiEmTj4nQmD1TTphYAJAz9NXAsY8Nh+JeUQUapAAAYimOhXJhlSreBTG0TUi8TgusHEQMR7tIhlIUG7Y6EiHyAiiVyNtDWQ2onrQwQsAoDFB9dFVvDCITCIVE5B8naCJLB6M2kwWbOg69Kli+fM5LVM7lgBAxHLJI1FhL5OhDCLCwQwW+UiMbQnFm/y67L4YnHAwotAISDg7sknn3TLK2MTYwrBd9WqVfPjtDn5fFn4kY0Dn1rSAQYZVETRIZUW9wHjCzs4tGW3bt3yszyQ8g+RyjUjMw0p/3C7CbLR3HjjjT4GsYtBtg7ezwIkCIgUJYedCtqbfo4wJXvN1Vdf7dcBuCcQsczB3DsYQ1hscB2Ki0SsCC1M2OTLJNUWaVFY5TEpBzcC/jccJ6k7uRsZwBBRQUQ8Ea/kxgwqdjGAcVOp0EHRYAWNbyCWj2gQteRpDCp2kdCdtg8mCH4STR9U7GIAi7w2Ij5sgyKEaFsKeTAJkKQdcRosJthh4LogbpmkySMbTN68huT75Hgk3RC7FbS9Ch0UDmKfBRfilAUzCwPck4J2x/rKteHBDhB5rBmTgjGF6HiuG+ILSzoL7sgMKWJbGGeGDBmyTQqyyLZkp2fYsGG+uAjaksw1+C1zLbhW5EZmoRwcJ2sEWT2YH9itYC7A6JHrhQ6iYdcmXpwI4zV9PLJKJvB62pVrwyKb1Iuk3AruA3aQGH+4NuwEEYzNgqIk94FmDBFqmHix5sUDf1msTvFg0lFuzJJB2yH644H1D8sUj1hw7QLfQlE82PbEchrPespkgYWKRyxYRCBcA8u4KDqIIxZl8eC++Nvf/hb3OIuJRO8XBUEoIXBigVjCwhcPxBLZJOKBBZwCCCI+idzrGGeCVFzRsNhmNyge+CyzY1RaJGKFEEIIIUTokIgVQgghhBChQyJWCCGEEEKEDolYIYQQQggROiRihRBCCCFE6JCIFUIIIYQQoUMiVgghhBBChA6JWCGEEEIIETokYoUQQgghROiQiBVCCCGEEKFDIlYIIYQQQoQOiVghhBBCCBE6JGKFEEIIIUTokIgVQgghhBChQyJWCCGEEEKEDolYIYQQQggROiRihRBCCCFE6JCIFUIIIYQQoUMiVgghhBBChA6JWCGEEEIIETokYoUQQgghROiQiBVCiBSwaNEi++ijj+IeP/LII22PPfawX3/91Q466CDbbrvtUn5O69evtwULFtjJJ5/s/++PP/6wZcuW2erVq23//fe33XbbrUSfy3fdfffdbe+9907yGSeXOXPm2F577WVHHHFE3NdEt5EQInORiBVCiBQwffp0Gzp0qP++adMm+/LLL12s7rTTTv5ct27dbPHixTZz5kx77bXXrFy5cik9HwTrP//5T/v222/tlFNOsTVr1th1111nL7/8sh//y1/+Yj179rTOnTvbn/9cvKnhzDPPtCuuuMJuueWWhK/bvHmzDRo0yGrVqmVNmzYt8XcpKfzvU0891fr06RP3Ndtvv7098MADfn1q1qxZhmcnhCguErFCCJECLr/8cn8AYvXoo4+2Z5991gVkwNy5c61+/fouIAN+++03++GHH2znnXe2ChUquPjkb4Ql1s4//elP+a/l2E8//WS///677bnnngkth1hbH3nkEXvuuef8Mx566CH7z3/+YxMmTHCrMM93797df2/cuLG/B9HJ5++www5upY3835EMHjzYjjrqqALPbdy40X788Ud/H98lON9Zs2ZZpUqVCrwWkb9y5UoX8rHEPO/jszgW2Vax4LWrVq2yDRs2uKU70es5R17LwqJ8+fL+/fiuCNhbb73VXnrppWILeiFE2aG7Uwgh0gTb8Gxxn3322fbwww/bihUr7L///a8LvV133dUGDhxob731lgtMLIQ9evSwrl27+nsRXzfffLO98sorLtxq165t99133zYCMWD8+PFWtWpVO+CAA1w0Yv3961//mi+q27Zta2PGjHELMiKWLfXrr7/ePv30UxdyrVq1sn79+tkuu+yyzWdPnDjRxWq1atWsdevWdtlll9mwYcPss88+s4oVK9q9995rDRo0cJHM9+UzEeYIxbffftsto7QFov1vf/ubi0j+55tvvuntUq9ePf8MHnzutddemy+0sSjzPa688kp/Xd++ff27IWL3228/tw6fc8452wjwN954w2666SZfYPCdOOdevXrZjjvu6K4EtO+8efOsTp06ybzkQogkIhErhBBp4vvvv3fxBvim3nPPPTZy5EgXowhWhCVb/oipxx57zAYMGGDt27d3iyTPIzT/8Y9/uKUTIXjppZfaiy++6EIsEkQuQvjCCy90MYfFFoFcuXLl/NesXbvWraH4xuIXevXVV7t1FRG5dOlSa9mypbsB8DOaTz75xC2l8MEHH7jYZUv+mGOO8fNCHCJI+f3999+3s846y90PcG1A9J533nn+vd955x3/3nw/jiNQEd98Nt8doT527FgbN26cfwbfhbZ5/fXX7fHHH/dznTZtmrtN7LPPPvbggw/aDTfcYKeddpoL5IBffvnFOnTo4N+F9kNId+zY0Ro2bOj/gwUDFvJJkyb53/Es0EKI9CIRK4QQGUKNGjXs4osvdpGJuMNfFrFKwNT555/v4pbt/XXr1tm///1vd0+oW7euvxcBx/sJJjvhhBMKfC6ibeHChXb77bf734g0fEMDvv76axd7gMWVz0dgX3LJJXbwwQfbIYcc4lvrWDYLA8HM+04//XQXf4huBCki+cADD3QL87777usPzpm/77rrLhfihx9+uIv6UaNG+XuCc8W3OHBXQIj37t3b2wF3AURukyZN3J2CtuD/BtblCy64wEaPHu1W2UhwreCBxRUhz/fCmsz3DOAY54FLBS4GQojMQyJWCCEyBMRUYPXDmor1EJEHbK8HPq9s0+MSgBUREQeIRzIdLF++fJvPxcKKkMM6GQnPPfrooy4SEb58FuKSz7rooot8u//pp5+2M844w8UtgWlFAbeCyO8RD4Q1Vt9AQMPnn3/uQXD4+QJ+wLhABCBYr7rqKrfA4j5AYNrdd9/tbYMwR/hjZeZzcMWIBd+xRYsW/jlYgLHqskiIdMXgNQh5zk8iVojMRCJWCCEyhOhta/6OtZWNyERYVa9e3a2RASNGjPAt/GgQvIjCSDGGT2qnTp3cjYGAL3xMA5HM/8RqyzY/Fkr8ZPFHHTJkiFtIC9teLyz4KhJ8Zk866aT8v/kdH1e+IyDeI4UwrgbNmzf3gDS+D+eMmCUg7sYbb3QXAKy/WLSDn9Fg3UW84geLT/ELL7zg1mB8gvnOwP+k3fhcIURmIhErhBAho0qVKv6TbXN8N4GgMPxmA8ttJFgzEXxswZMnFYGI/y3BS4g4nosECyTWWVJuYdVEzOHWgNhD+CYrYh/BPXv2bPf9DYTq1KlT7auvvnKhGQ9cLfCv/fnnnz0oDlcC/GaxJHPegRDF5SIWWHoR/AR2EXCGtRV/Yl4fvBfrNe1WHEEuhChbJGKFECJksO2NkCNKn9ynWGOxJOK/SUaBaBCp+H5+/PHHnuifgCkEKb8T/BQJPqVYePGBRcySUQD/UcQm2+6lKQAQpLAiEAv/XXxWsfDyPRDHS5YscXFKYFgiCLYiPRaidcqUKf65+NTSLvjA8vcXX3xhw4cPdxcLUolh3Q1AmOKKwWdgjf3mm2884KxLly75r8HVgXYI8voKITIPiVghhEgxCCy26yMj5IFAIgKIAOtqZI5Uttnx8QwskqSBInoeUYVIY2v/zjvvdGsifxPUhPiLZSVFePL/EaL4grJFfvzxx7slk1y1kZCGCyFLHlk+H5HH+WPxxDIbS8Tyv8lqAGQCiKzchcDmOc6L74JgxQ/33XffdUsyPre33Xabb/0jtvGPbdeunb+Xz8FSGv0/aRtScSFUTzzxxPz2wTeWNqBN+B5PPPGEC1jSeiFiaetDDz3UzxWBS6Acx7kuZCcIgsmAtkJYKzOBEJmLRKwQQqQYAqqCAKxICCbiAWxnR4KlkkcAwovUUgFsdWN9JfgKEHGJrKSI0TZt2rgVlu33p556KuE5I2TxNSVTAQIUIRtP0JFOKwBLaCTHHnusp78KIDCLRwA+sGRZIHsBAh23guD/IDpxkYiG4+TIjQYLLT68uAfQHpx3ZNWt/v375/9+7rnnWrNmzfy1/E+ss8H/JVsD1tlGjRolbCMhRHqRiBVCiJCC6CpquVoyC+A/iw9skC+2MNj6L4vIfMQmxRKSAYI0UUaEAL5/rNfiL0zQFwUXknVOQojUIBErhBA5AFv55FfFIkymgkSBU7kMFmFcICJ9aIUQmYlErBBC5Ai4JHTu3Dndp5HRBNXQhBCZj0SsEEIIIYQIHRKxQgghhBAidEjECiGEEEKI0CERK4QQQgghQodErBBCCCGECB0SsUIIIYQQInRIxAohhBBCiNAhESuEEEIIIUKHRKwQQgghhAgdErFCCCGEECJ0/B8G3FoPAI/A7gAAAABJRU5ErkJggg==" width="550" /> <br />
<br />
Happily, in this situation, it was a problem easily solved: we bought a new PCR machine, and I’d caught the problem before any important results could be affected. However, it really does make you wonder just how much you can trust your thermocycler? Or your heat blocks (especially above 60°, where the alcohol thermometers found in labs cease to be useful)? You know, those crucial bits of kit upon which whole sections of the output of your lab is possibly utterly reliant, and yet which you probably have no readout for or data on other than the traces that the inbuilt software displays on the screen (which I should say, <a href="https://twitter.com/jamimmunology/status/625650142046224384">were always completely normal</a> on all of the dodgy blocks I tested). <br />
<br />
The total price of the kit required to do the tests I described above was about £80, or $100, with 95% of that being the logger. This is considerably less than you probably regularly spend on polymerase, if your lab does a lot of PCR, which seems like a pretty small price to pay to be confident your reactions are proceeding as planned. Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-62637007669043116672017-05-24T22:11:00.001-04:002017-05-24T22:11:10.865-04:00Getting CDR3 nucleotide sequence out of DecombinatorI was recently asked whether CDR3translator (the CDR3 extraction component of the <a href="https://github.com/innate2adaptive/Decombinator">Decombinator</a> suite of T-cell receptor analysis scripts) has an option to output the CDR3 nucleotide, rather than amino acid sequence.<br />
<br />
There currently is not, and I don't think there's much call to institute it as a in built feature, but I knocked together a bodge for them and it's an easy one line change so I'm posting it here in case anyone else has use of it:<br />
<br />
<script src="https://gist.github.com/JamieHeather/26fdbb4d76044de5d2fb0c48cb76c462.js"></script><br />
This just exploits the way that the script currently finds CDR3s: it reconstructs the whole V/J nucleotide sequence from the five part Decombinator index (storing it in the 'nt' variable), translates this into its amino acid sequence ('aa') and then looks for the conserved motifs at the appropriate positions ('start_cdr3' and 'end_cdr3').<br />
<br />
If you multiply each of these by 3 then you get the correct positions to extract the CDR3 nucleotide sequence, running from the conserved V-gene cysteine to the J-gene phenylalanine. If you want the GXG portion of the FGXG motif then you’ll need to add '+12' before the final closing square bracket.<br />
Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-2488193941769368852017-03-01T00:20:00.000-05:002017-03-01T00:21:41.367-05:00Extracting antigen-specific TCRs from vdjdb on the command lineMy previous lab and I recently <a href="http://dx.doi.org/10.1093/bib/bbw138">published a review</a> on the techniques and possibilities of analysing TCR repertoire data produced from high-throughput sequencing.<br />
<br />
By and large I'm exceedingly happy with it - apart from a couple of missed references and<a href="https://twitter.com/jamimmunology/status/832247820694462465"> one very unfortunate mix up regarding the accessibility</a>, I'm very pleased with how it came out (and hope it will prove useful!).<br />
<br />
One thing that I'm particularly pleased that we included (in spite of the lack of published descriptions yet) is the pair of manually curated TCR databases that have recently emerged: <a href="https://vdjdb.cdr3.net/">VDJdb</a> and <a href="http://friedmanlab.weizmann.ac.il/McPAS-TCR/">McPAS-TCR</a>, in which you can find a small (but growing) host of TCRs of known specificity and/or disease association. We thought it was important to get these out there as soon as possible, as this is a rapidly changing field which is currently sorely needing for such efforts at standardisation and resource development.<br />
<br />
With that in mind, I've been playing around with both of these, and thought I'd share some of the bare bones of the bash code I've been using to pull out sequences related to epitopes I'm interested in. Here is my quick vignette using VDJdb to pull out HIV-reactive TCR sequences - and even then just the fields of the database I'm interested in - using basically just default terminal commands.<br />
<br />
<script src="https://gist.github.com/JamieHeather/3240e2502cfbca3d838e27b88d6dc573.js"></script>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-3145892838196066192017-02-25T19:42:00.000-05:002017-02-25T19:43:01.541-05:00Download specific DNA sequences from hg19 using PythonI've been working on a little side-project recently that involved needing to grab lots of different human DNA sequences based on their position, which lead me to discover the wonderful <a href="http://genome.ucsc.edu/FAQ/FAQdownloads.html#download23">UCSC DAS server</a> (from <a href="https://www.biostars.org/p/56/">this informative Biostars thread</a>).<br />
<br />
Seeing as the rest of the project was written in Python, I knocked together a quick function to do just that. It's all nice and easy: just give it the chromosome number/letter*, and a numerical start and stop position, and the function returns the hg19 DNA sequence in that range.<br />
<br />
I'm also trying to make a bit more use of GitHub (including knocking together a <a href="http://jamieheather.github.io/">place for my publications</a>), so I thought this was the perfect thing to make a gist from:<br />
<br />
<script src="https://gist.github.com/JamieHeather/b03cc8a330a69c622c3e5ffbc8fb7550.js"></script><span style="font-size: x-small;">* Currently this function won't be able to grab anything from the unassigned chromosome contigs - just chromosomes 1-22, X, Y and mitochondrial (M) sequences. </span>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com1tag:blogger.com,1999:blog-1877293393271739904.post-17428197984403695262017-01-28T12:26:00.001-05:002017-01-28T12:31:08.379-05:00DNA in different cells, preventing autolysis and foetal cells in vaccine production<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
Continuing on the
theme from <a href="http://jamimmunology.blogspot.com/2017/01/can-gut-bacteria-cause-bad-breath.html">my
last post</a>, here's a selection of my answers to recent questions
that I saw on Reddit which I thought were interesting.<br />
<br />
<a href="https://www.reddit.com/r/biology/comments/5qnv7p/is_every_cell_carrying_the_same_dna/"><b>Is
every cell [in our body] carrying the same DNA? </b></a><br />
<br />
"The
standard answer is usually <i>yes, apart from...</i></div>
<div style="line-height: 120%; margin-bottom: 0.2cm; margin-left: 0.5cm; page-break-before: auto;">
<span style="border: none; display: inline-block; padding: 0cm;"><b>• Mutations
</b>are the most obvious differences between cells, which usually
comes up when this question gets asked. This happens in non- and
pre-cancerous cells, but as genetic instability is a common property
of cancer it tends to be much worse in cancer cells. It's also worth
remembering that doesn't just mean the wrong base of DNA at a
position, but can include insertions, deletions and duplications, not
just of a base or two but potentially up to whole or huge chunks of
chromosomes, even fusion between different chromosomes (which can
make fusion proteins with novel functions). This is why you sometimes
see aneuploidy (an atypical number of chromosomes) in some cancer
cells.</span></div>
<div style="line-height: 120%; margin-bottom: 0.2cm; margin-left: 0.5cm;">
<span style="border: none; display: inline-block; padding: 0cm;"><b>• Gametes
</b>(i.e. sperm and egg cells, and their precursors). These germline
cells aren't always grouped in when people ask this question, but
they are definitely 'in our body' so I am! Not only are these cells
haploid (only containing one copy of each chromosome) but during
meiosis (the kind of cell division that produces them) the
chromosomes undergo <span style="color: #0079d3;"><span style="text-decoration: none;"><a href="https://www.youtube.com/watch?v=BhJf9MHHmc4">recombination</a></span></span>,
so the pairs of each chromosome will swap bits; this means that the
gametes you produce won't have the same versions of the chromosomes
that you inherited from your parents, but something in between. This
helps keep our gene pool diversified.</span></div>
<div style="line-height: 120%; margin-bottom: 0.2cm; margin-left: 0.5cm;">
<span style="border: none; display: inline-block; padding: 0cm;">• My
particular favourite, as it's what I work on - <b>adaptive immune
cells</b>. There are potentially infinite different kinds of viruses,
bacteria and fungi etc which could infect us and do us harm, which we
need to protect ourselves against. This is pretty hard to do with a
finite, static genome, as the pathogens could quickly evolve around
it. What we evolved is a branch of immunity - our adaptive immunity -
which anticipates this huge diversity of infectious agents and
responds in kind, by pre-emptively shuffling bits of DNA around to
make millions of different receptors, to try to recognise as many
different (non-self) things as possible. This happens in developing
B-cells and T-cells, which is used to make B-cell receptors (which
when released in a soluble form become antibodies) and T-cell
receptors (BCRs and TCRs). This is acheived through a process called
<span style="color: #0079d3;"><span style="text-decoration: none;"><a href="https://www.blogger.com/null">VDJ
recombination</a></span></span>, named after the segments of DNA
which get recombined together to form a new gene. This provides the
basis for how our immune systems learn - if you get infected with
something that a particular TCR can bind say, that T-cell will divide
and differentiate, which means that the next time you get infected
with it those T-cells are already in place, waiting to go and fight
it off.</span></div>
<div style="line-height: 120%; margin-bottom: 0.2cm; margin-left: 0.5cm;">
<span style="border: none; display: inline-block; padding: 0cm;"><b>• Microchimerism</b>.
In biology a chimera is an organism that contains cells from more
than one zygote (fertilised egg). This happens in labs lot for
various reasons (which is why you get <span style="color: #0079d3;"><span style="text-decoration: none;"><a href="https://www.blogger.com/null">mice
like the one on the right, made up of cells from black-furred and
white-furred mice zygotes</a></span></span>), but it also happens
naturally at some rate (with only a few cells making it
<i>micro</i>chimerism). The most common example we know of (at least
for us placental mammals) is <span style="color: #0079d3;"><span style="text-decoration: none;"><a href="https://en.wikipedia.org/wiki/Microchimerism#Human">foetal
chimerism</a></span></span>, where cells from a developing foetus
pass through the placenta and establish themselves - sometimes
permanently - in the mother (which may help prevent her immune system
rejecting the foetus). There are case reports where cells can go the
other way (so say <span style="color: #0079d3;"><span style="text-decoration: none;"><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4008982/">cells
from the mother can be detected in the circulation of her child</a></span></span>),
although I think this mostly occurs when one or other seems to have
some genetic condition. There also of course exist actual human
chimeras - anyone who's ever had an organ or bone marrow transplant
will have a large number of cells in which the DNA will be very
different (although hopefully not at the MHC alleles, which mediate
rejection), as it all came from the donor."</span></div>
<br />
<a href="https://www.reddit.com/r/Immunology/comments/5qkkva/why_arent_cytoplasmic_granules_of_natural_killer/"><b>Why
aren't cytoplasmic granules of natural killer cells degraded by the
potent enzymes that they contain?</b></a><br />
<div style="margin-bottom: 0cm;">
"There's a number of different
mechanisms by which cytotoxicity is controlled. There's also some
disagreement, and a lot we still don't know (which is always a good
sign that someone's asking a good question!).</div>
In terms of perforin specifically, there's two factors that come
to mind that are probably the best answers to question. Note that
they also all largely apply to cytotoxic T-cells as well as NK cells,
as they use the same basic cytolytic machinery:<br />
<div style="border: none; line-height: 120%; margin-bottom: 0.2cm; margin-left: 0.7cm; padding: 0cm; page-break-before: auto;">
<span style="border: none; display: inline-block; padding: 0cm;">•
Perforin requires calcium to form pores and insert to membranes, at
concentrations that are typically only found outside (and not inside)
cells. This means that the perforin should only work once its been
secreted across an immune synapse.</span></div>
<div style="border: none; line-height: 120%; margin-bottom: 0.2cm; margin-left: 0.7cm; padding: 0cm;">
<span style="border: none; display: inline-block; padding: 0cm;">•
It also requires a pH above ~6, in order to adopt the correct
conformation. Stored lytic granules are pretty acidic, which helps
maintain the contents inactive (unless they are release and the acid
is diluted out)</span></div>
<div style="margin-bottom: 0cm;">
These points are covered pretty well in
<a href="http://www.nature.com/icb/journal/v84/n1/full/icb200610a.html"><span style="color: #0079d3;"><span style="text-decoration: none;">this
detailed review</span></span></a>, if you're interested. There are a
number of other possibilities - like there may exist certain
chaperones or <span style="color: #0079d3;"><span style="text-decoration: none;"><a href="http://www.jimmunol.org/content/jimmunol/164/8/4150.full.pdf">regulatory
proteins</a> </span></span>which help keep the perforin inactive, or
that cleavable post-translational modifications may help keep in an
inactive form. That latter one was quite notable, although it seems
opinion has moved towards the glycosylation actually helping <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3151722/"><span style="color: #0079d3;"><span style="text-decoration: none;">guide
perforin along through the ER quickly during synthesis</span></span></a>,
to stop it lingering in calcium-rich/pH neutral compartments where it
might do some damage."</div>
<br />
<a href="https://www.reddit.com/r/VACCINES/comments/5pzqdj/ethics_of_vaccines/"><b>[How
is the HepA vaccine ethical when it uses MRC-5 cells?]</b></a><br />
<span style="font-size: x-small;"><i>(NB:
I think that this was probably just an anti-vaxxer account trying to
colour people's views against vaccines given that it's the sole post
from this user in a sub that gets high traffic from anti-vaccine
proponents, but it is a valid question that a quick google doesn't
produce many good answers for, so I thought it was worth addressing.)</i></span><br />
<div style="margin-bottom: 0cm;">
"I'm presuming the ethical problem
you're having is that some people have here is that the vaccine
production involves MRC-5 cells, which are derived from an abortus
foetus?</div>
<div style="margin-bottom: 0cm;">
First off it's worth correcting one
thing - the vaccine won't actually <i>contain </i>MRC-5 cells - it
just uses the cells to grow the virus, which will then be inactivated
to make the vaccine. Remember that viruses cannot grow on their own,
they need to use cells to do so, so it's impossible to make an
inactivated viral vaccine without cells. (It's also mostly impossible
to make protein-subunit vaccines without cells, although you can use
non-mammalian cells like bacteria or yeast in that case.)</div>
<div style="margin-bottom: 0cm;">
However if your issue is with the fact
that foetal cells were used at all, that's slightly trickier, and
your interpretation of the facts may change depending on your
viewpoint.</div>
<div style="margin-bottom: 0cm;">
My view point is that early stage
embryos are not sentient, and certainly not sapient, and aren't
really 'people' as such (there's actually some great discussion on
this in <a href="https://www.reddit.com/r/biology/comments/5pvgmt/in_response_to_the_new_bill_that_has_been/"><span style="color: #0079d3;"><span style="text-decoration: none;">a
thread that came up earlier in /r/biology today, which deals with
this topic very well</span></span></a>). MRC-5 cells came from <a href="http://www.nature.com/nature/journal/v227/n5254/abs/227168a0.html"><span style="color: #0079d3;"><span style="text-decoration: none;">a
14-week old foetus that was aborted for psychiatric reasons</span></span></a>,
well before the demonstrably concious stage of development.</div>
<div style="margin-bottom: 0cm;">
Another way to look at it is like organ
donation. If a baby died (for whatever reason), would you think it
was unethical to transplant any organs from that child to others to
save their lives? Despite a tragic thing happening, one, two, maybe
even three other lives might have been saved or prolonged. If that's
acceptable to you, consider that the foetus cells have basically been
donated, more than forty years now, to an effort to protect millions
of people from a horrible disease. Over <a href="https://academic.oup.com/epirev/article/28/1/101/570962/Hepatitis-A-in-the-Era-of-Vaccination"><span style="color: #0079d3;"><span style="text-decoration: none;">188
million doses of Hep A vaccines have been given</span></span></a>; as
just under <a href="http://www.immunize.org/askexperts/experts_hepa.asp"><span style="color: #0079d3;"><span style="text-decoration: none;">1%
of infected people would be expected to die</span></span></a>, a
rough estimate would be that Hep A vaccination has probably saved at
least 17 million lives (and prevented a great deal of non-fatal yet
horrible disease).</div>
<div style="margin-bottom: 0cm;">
(In fairness I'm not sure how many of
those doses used MRC-5 derived vaccines, but then these cells are
also used in the production of vaccines for other diseases too.)</div>
<div style="margin-bottom: 0cm;">
From a different perspective, even if
you don't accept the evidence that foetuses aren't sentient, even if
you don't care and think that humanity begins at conception, even if
you don't buy the organ/tissue donation analogy, there's a final
pragmatic argument: we have the cells, and they work. If we want to
stop people contracting, suffering or dying from preventable
diseases, we need to use the tools that we have available. Hep A is a
nasty disease, and we have a highly safe and effective vaccine - to
my mind, advising people to not get the vaccine (in the absence of an
equally good alternative) would be a much more unethical
alternative."</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br /></div>
Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-17724177780972830492017-01-12T23:44:00.000-05:002017-01-12T23:45:13.116-05:00Can gut bacteria cause bad breath?I know that I've been a bit remiss on the blogging lately, for all the usual reasons (busy at work, holidays, writing papers, general life admin etc). However I've noticed that instead I've been answering more technical and scientific questions on Reddit - it scratches the same itch as when I blog, but it's a shorter format that takes less effort, and someone else has thought up the question so I get the pleasure of consider something that I didn't think up in the first place.<br />
<br />
I think I might occasionally repost some of the answers I posted there, to here, if only because I sometimes want to refer back to answers I gave and this blog moves (a lot) slower than Reddit.<br />
<br />
Today, I just answered <a href="https://www.reddit.com/r/biology/comments/5nnsa6/can_bacteria_in_the_small_intestine_cause_breath/">the question: can bacteria in the small intestine cause breath to stink? </a><br />
<br />
To which <a href="https://www.reddit.com/r/biology/comments/5nnsa6/can_bacteria_in_the_small_intestine_cause_breath/dcd366f/">I answered</a>:<br />
<br />
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, arial, helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.42857em; margin: 0.357143em 0px; orphans: auto; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
"In the case of people with "healthy" gastrointestinal tracts, these sphincters are one of the ways by which we keep the proper direction of flow (of food, which later becomes faeces along with all the associated gases), which in turn (usually) keeps bacteria where they're supposed to be.</div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, arial, helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.42857em; margin: 0.357143em 0px; orphans: auto; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
The fact that the food that leaves the stomach (in a kind of watery paste called chyme) is still very acidic means it's still relatively inhospitable for bacteria, and has had less time for bacteria to enter/grow, which is why the small intestine ordinarily has much less bacteria (fewer species and fewer cells) than the large intestine (which is where the digesting stuff actually becomes faeces). Peristalsis (the movement of your intenstines that pushes everything along) drives the flow, making sure faeces and flatulence goes out the right hole. This movement is why you can still sometimes fart even when constipated (unless you're<span class="Apple-converted-space"> </span><i style="font-style: italic; font-weight: inherit; margin: 0px;">really</i><span class="Apple-converted-space"> </span>impacted).</div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, arial, helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.42857em; margin: 0.357143em 0px; orphans: auto; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
All these mechanisms keep the 'lower gases' coming out of the mouth - which is why in the vast majority of cases of<a href="https://www.ncbi.nlm.nih.gov/pubmed/21386205" style="color: #0079d3; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-decoration: none;"> bad breath originates from bacteria in the mouth</a>. However IBS and constipation are obviously cases where all the digestive stuff<span class="Apple-converted-space"> </span><i style="font-style: italic; font-weight: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px;">isn't</i><span class="Apple-converted-space"> </span>working like normal.</div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, arial, helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.42857em; margin: 0.357143em 0px; orphans: auto; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
People with severe IBS and/or constipation can sometimes get so backed up (past the valve that you mentioned) that the small intestine gets way more bacteria then normal - this is called small intestine bacterial overgrowth (SIBO). In this situation, gases produced by bacteria in the small intestine<span class="Apple-converted-space"> </span><i style="font-style: italic; font-weight: inherit; margin-left: 0px; margin-right: 0px; margin-top: 0px;">can</i><span class="Apple-converted-space"> </span>work their way up and out through the mouth (presumably bubbling up through the stomach as its sphincters open and close to let food through/burps out), <a href="http://iopscience.iop.org/article/10.1088/1752-7155/10/2/026010/meta" style="color: #0079d3; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; text-decoration: none;">including hydrogen sulphide</a>, which is one of the classic halitosis related molecules. Checking someone's breath for volatile compounds produced by bacteria is actually one of the major ways by which doctors diagnose this condition.</div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, arial, helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.42857em; margin: 0.357143em 0px; orphans: auto; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
I should say, I am not a gastroenterologist so I don't know whether these volatiles are frequently present at levels detectable to the human nose, which isn't something that seems to get measured a lot in the scientific literature, however I did find a couple of non-peer-reviewed reports<span class="Apple-converted-space"> </span><a href="http://www.gidoctor.net/small-intestinal-bacterial-overgrowth.php" style="color: #0079d3; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-decoration: none;">like this</a><span class="Apple-converted-space"> </span>that say bad breath can be a symptom of SIBO. In fact, some people even think that SIBO might be a/the<span class="Apple-converted-space"> </span><i style="font-style: italic; font-weight: inherit; margin-left: 0px; margin-right: 0px;">cause</i><span class="Apple-converted-space"> </span>of IBS (because<span class="Apple-converted-space"> </span><a href="http://onlinelibrary.wiley.com/doi/10.1111/j.1365-2982.2008.01142.x/full" style="color: #0079d3; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; text-decoration: none;">if you treat it, you can reduce IBS symptoms in some people</a>), but this is contentious and still being worked on.</div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; color: #222222; font-family: verdana, arial, helvetica, sans-serif; font-size: 14px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: 1.42857em; margin: 0.357143em 0px; orphans: auto; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 1; word-spacing: 0px;">
So to answer your general question - it's plausible, although without testing it's impossible for anyone to say whether it's actually the case for you. Generally maintaining good oral hygiene is the best recipe to prevent bad breath, but in some cases there might be deeper medical issues, so it might be worth seeking the advice of a gastroenterologist."</div>
<br />Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-72992858009778617432016-11-10T19:47:00.000-05:002016-11-14T17:38:46.781-05:00Installing Trinity on Mac OS X via homebrew -- updateA couple of months ago I wrote a <a href="http://jamimmunology.blogspot.com/2016/09/installing-trinity-on-mac-os-x.html">short post about how I managed to install the RNA assembler Trinity on Mac OS X (El Capitan)</a>, on the off-chance it would be useful to someone else.<br />
<br />
This morning I received an email from my friend Mazlina, who I worked with in London, saying she had been trying to do just that and had coincidentally stumbled on my post*. However it hadn't worked out quite as easily for her as it had for me.<br />
<br />
It turned out to be due to a Java version problem. While 1.8 was installed, <span style="font-family: "courier new" , "courier" , monospace;">brew --config</span> claimed that only 1.6 was, which is insufficient for Trinity installation.<br />
<br />
Here's how she solved it, quoting from her email:<br />
<br />
"First, I did<br />
<div>
<blockquote type="cite">
brew doctor</blockquote>
</div>
<div>
and just cleared up whatever it told me to [...] </div>
<div>
<br /></div>
<div>
<div style="background-color: black; color: #cecece; font-family: Monaco; line-height: normal; margin: 0px;">
<span style="font-variant-ligatures: no-common-ligatures;">$ brew doctor</span></div>
<div style="background-color: black; color: #cecece; font-family: Monaco; line-height: normal; margin: 0px;">
<span style="font-variant-ligatures: no-common-ligatures;">Your system is ready to brew.</span></div>
</div>
<div>
<br /></div>
So by running
<br />
<div>
<blockquote type="cite">
brew cask search java</blockquote>
</div>
<div>
it lists down the available java versions (the one you have, 8, is
just java), and I went with 9-beta because that was the only one I could
download at that time. And when I ran </div>
<div>
<br />
<div>
<div style="background-color: black; color: #cecece; font-family: Monaco; line-height: normal; margin: 0px;">
<span style="font-variant-ligatures: no-common-ligatures;">$ brew </span><span style="font-family: Menlo;">cask install java9-beta</span></div>
<div style="background-color: black; color: #cecece; font-family: Monaco; line-height: normal; margin: 0px;">
$ brew install trinity</div>
</div>
</div>
<div>
worked like a charm.</div>
<div>
<br /></div>
<div>
Not sure if that's exciting enough to go on the blog, but it solves it anyway."</div>
<div>
<br /></div>
<div>
(For reference, as I told her, given the average <span data-dobid="hdw">excitement</span> level of the blog this should fit right in!)</div>
<br />
<span style="font-size: x-small;">* I'm never really sure whether these posts are read or not (as the stats from Blogger are always inflated by scanning bots) apart from when people let me know they've seen them - so if you ever bump in to me at a conference or something and have found one of them useful or interesting please let me know, I love to hear about it!</span>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-73851177364709150802016-11-04T21:28:00.001-04:002016-11-04T21:28:45.447-04:00Cheap protocol for DNA extraction from agaroseI've just stumbled across <a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC3283835/">this lovely paper from Sun <i>et al</i></a>., which reports a delightfully cheap and simple technique for extracting DNA from agarose gel slices.<br />
<br />
Basically it's straightforward as poking a hole in the bottom of a .5 ml microcentrifuge tube, then nesting that inside a 1.5 ml tube. Some cotton or glass wool then goes in the bottom of the .5 ml tube, with your agarose slice containing your excised DNA band on top, and you just spin it through; apparently the agarose gets retained on the wool and the aqueous phase gets spun to the lower compartment.<br />
<br />
DNA gel extraction kits aren't the <i>most</i> expensive thing you're likely to buy (at <a href="https://www.qiagen.com/us/shop/sample-technologies/dna/qiaquick-gel-extraction-kit/#orderinginformation">about £1.50/$2 per tube</a>), but if you do them occasionally it might be worth trying it out for the time saving: if you are doing lots regularly, it might well save a pretty penny.Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-85355146794986836302016-10-29T16:39:00.000-04:002016-10-29T16:39:46.522-04:00...but which pen is mightiest?<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0.4cm;">
Being a lab
scientist is a funny business in some respects. You end up knowing
and caring about some pretty esoteric stuff, like the infinite
grades, purities and types of water, or the slight differences in
tactile sensation from pipetting different viscosity liquids.</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
One such matter
that likely preys on the average bench scientist's mind more than the
global average is the right choice of marker pen for writing very
small on tiny plastic tubes. In my particular case, most of the tubes
that I use most frequently come from the <a href="https://online-shop.eppendorf.com/OC-en/Laboratory-Consumables-44512/Tubes-44515/DNA-LoBind-Tubes-PF-56252.html">Eppendorf
DNA LoBind range</a> (on account of the <a href="javascript:void(0)">problem
with using standard polypropylene tubes for working with DNA</a>).</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
The particular
problem in this case is that whatever it is that's added to the
plastic to discourage DNA binding seems to make it particularly
reluctant to take the ink of a marker well. Given the importance of
getting enough information onto the tube, come <strike>hell or high
water</strike> long term frozen storage or spilt ethanol, this can be
a problem. However it's one of those problems that's never <i>really</i><span style="font-style: normal;">
that important to solve – you just keep buying the same markers and
fudging along as best you may, right?</span></div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<span style="font-style: normal;">Well
not this time! Part of the joy of starting a new position is that you
get to start doing things from the beginning that you wished you'd
been doing earlier towards the end of the last position, so that's
what I did regarding pens. I ordered in <a href="https://www.tedpella.com/histo_html/lab-markers.htm#22315">a
selection pack</a>, and tested it alongside the <a href="http://www.sharpie.com/en-US/retractable-ultra-fine-point-permanent-marker-sp-00034--1">pen
my lab was currently stocki</a></span><a href="http://www.sharpie.com/en-US/retractable-ultra-fine-point-permanent-marker-sp-00034--1"><span style="font-style: normal;">ng</span></a><span style="font-style: normal;">
(</span><span style="font-style: normal;">fig.</span><span style="font-style: normal;">
1).</span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/--V1Sl5PpIC0/WBQo7y-0OgI/AAAAAAAABG4/DfWq--b7Cy45SBILkf_VJMiFBgxrh2F3wCLcB/s1600/pens.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://4.bp.blogspot.com/--V1Sl5PpIC0/WBQo7y-0OgI/AAAAAAAABG4/DfWq--b7Cy45SBILkf_VJMiFBgxrh2F3wCLcB/s400/pens.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<span style="font-size: small;"><i>Figure 1: The contenders.
From bottom to top: (<b>A</b>) a Sharpie (ultra fine point,
retractable); (<b>B</b>) a Securline Marker II/Superfrost; (<b>C</b>)
a StatMark Pen (for microscope slides), and (<b>D</b>) a Securline
lab marker. Note different sizes is an illusion; photo was taken at
an angle.</i></span></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<span style="font-style: normal;"></span><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
First things
first, let's compare the ink-to-plastic interfaces, that is to say,
the nibs (fig. 2). Three of the tips are pretty similar (A-C), being
fine point hard tips. Of these three only the Sharpie (A) stands out
as it's a clicky retractable tip, which is convenient as there's no
lid to lose. The thick tip lab marker from Securline (D) has a
bigger, slightly softer chisel tip (much like the VWR markers I used
a lot in London, which periodically seem to disappear from the
lists).</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-zwGY-haRTpE/WBQpITFAtpI/AAAAAAAABG8/dOzK3XHrIYo1e0g6w2JYG35kPAPP6RcZgCLcB/s1600/nibs.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://1.bp.blogspot.com/-zwGY-haRTpE/WBQpITFAtpI/AAAAAAAABG8/dOzK3XHrIYo1e0g6w2JYG35kPAPP6RcZgCLcB/s320/nibs.png" width="225" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<span style="font-size: small;"><i>Figure 2: The nibs of the
different markers.</i></span></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
The first test:
how well do they actually write? Fig. 3 shows the results of writing
the same message on four different LoBind tubes. All three of the
fine tips have pretty reasonable contrast, although I think the
StatMark may have gone on slightly easier. The chisel tipped
Securline produced the thickest yet faintest text.</div>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-rVk1IL9v7OQ/WBQpbRykObI/AAAAAAAABHA/lB7a3G9ewWki3OqW8I31qLaatkCjWXweACLcB/s1600/labels.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://4.bp.blogspot.com/-rVk1IL9v7OQ/WBQpbRykObI/AAAAAAAABHA/lB7a3G9ewWki3OqW8I31qLaatkCjWXweACLcB/s640/labels.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<span style="font-size: small;"><i>Figure 3: The results of
writing the same test message on four different LoBind tubes.</i></span></div>
</td></tr>
</tbody></table>
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0.4cm;">
After writing on
the tubes, I wanted to test the ability of the text to stand up to
the solvent that's most likely to be a problem in the setting of my
work: alcohol. Each tube top received a 15 ul drop of 70% ethanol in
the middle, before giving it a couple of firm wipes with a paper
towel, in order to model the kinds of exposure a tube might receive
say mid-purification. The results are shown in fig. 4, revealing that
only the two Securline markers pass the test (which isn't so
suprising, given that they are marketed specifically as solvent
resistant).</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<span style="font-style: normal;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-vDdoxj778-Q/WBQprDMvp3I/AAAAAAAABHE/HiBtL4BXPJYIeMqJR0CiQLVLSpBz_3hNACLcB/s1600/ethanoltest.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="331" src="https://4.bp.blogspot.com/-vDdoxj778-Q/WBQprDMvp3I/AAAAAAAABHE/HiBtL4BXPJYIeMqJR0CiQLVLSpBz_3hNACLcB/s400/ethanoltest.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<span style="font-size: small;"><i>Figure 4: The ethanol test.
Top panel shows the pre-exposure tube, bottom panel shows
post-ethanol. A = Sharpie, B = Securline Superfrost, C = StatMarker,
D = Securline lab marker. Note that the top panel was taken about
five minutes after the shots in fig. 1 and provides relative contrast
in a single frame. Shame about the photo in the second panel.</i></span></div>
</td></tr>
</tbody></table>
</span></div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
The last remaining
test is the smudge test, as anyone who has had to label 50 different
tubes by hand in a hurry can attest that things can get a bit on the
messy side. In this test, I simply wrote 'smudge' on the side of the
tube (à la Misery) and immediately gave it a quick wipe with a
gloved thumb to see how well the ink had set. Fig. 5 reveals that in
this test it's the standard Securline lab marker that did best, with
the StatMarker coming in second.</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-4WhNmjh3Gqo/WBQp5hicSSI/AAAAAAAABHM/AH9QZv9biIsdx3Ljv3gyg2evcoK7RU-KACLcB/s1600/smudge.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://2.bp.blogspot.com/-4WhNmjh3Gqo/WBQp5hicSSI/AAAAAAAABHM/AH9QZv9biIsdx3Ljv3gyg2evcoK7RU-KACLcB/s640/smudge.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div align="center" style="line-height: 100%; margin-bottom: 0.21cm; margin-top: 0.21cm;">
<span style="font-size: small;"><i>Figure 5: Results of the
smudge test.</i></span></div>
</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
</div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
This is by no
means a rigorous assessment – it's all incredibly qualitative, <span style="font-style: normal;">the types of tubes tested being one, and there's a complete lack of technical
repeats* – but it's certainly </span><i>the most</i><span style="font-style: normal;">
thorough investigation into lab marker suitability I've done.</span> For what it's
worth, these data have informed my labpenmanship in the following
ways:</div>
<ul>
<li><div style="line-height: 100%; margin-bottom: 0.4cm;">
Due to it's
ease of writing, clarity and durable contrast, I'm going to write on
the tops of my tubes with the StatMark. This should make them easier
to read in a <a href="http://jamimmunology.blogspot.co.uk/2016/10/freezer-box-tube-storage-templates.html">freezer
box</a>.</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0.4cm;">
However, due
to it's lack of solvent resistance, I need some backup labelling on
the side, which I'll do with the Securline Marker II/Superfrost, as
it's decent to write with and should hold up well in the event of
rogue wash getting splashed around.</div>
</li>
<li><div style="line-height: 100%; margin-bottom: 0.4cm;">
The other
markers still have a place though: the thick tip Securline is
perfect for labelling larger, Falcon-style tubes, while the Sharpie
is good for annotating the gels in my labbook (which means I can
leave the tube-labelling markers in my clean PCR hood and keep
everything gloriously separate).</div>
</li>
</ul>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<span style="font-style: normal;"> I hope
it might be useful for others, and would be interested to know if
anyone has had success with other markers, or with these markers on
tubes other than the DNA LoBinds.</span></div>
<div style="line-height: 100%; margin-bottom: 0.4cm;">
<span style="font-size: x-small;"><span style="font-style: normal;">*Having gone to this effort I briefly toyed with the idea of writing this up as a tongue in piece manuscript, but then I thought of the reviewer comments that even I would give this so I passed</span></span></div>
Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-42798482778889322502016-10-20T23:03:00.000-04:002016-10-20T23:03:35.222-04:00Freezer box tube storage templatesAs I settle in to my new postdoc position, in a relatively newly established lab, I've been setting up my lab management techniques.<br />
<br />
One of the things that's always bothered me is the best way to record what tubes are in which box in the freezer. On one hand, a straight up list is most convenient for typing and copying, while on the other a table showing what's in which position is more intuitive and convenient for printing.<br />
<br />
In my previous labs I've always worked with existing templates, or within a particular framework. This time around though it's a reasonably fresh start <span class="_Tgc">– and I'm also still in that lag phase where I'm still waiting for most of my reagents to be delivered </span><span class="_Tgc">– so I thought I'd take the opportunity to whip up a nice solution that addresses both issues before I lay down too many tubes.</span><br />
<br />
<span class="_Tgc">The fruits of my labour can be <a href="https://github.com/JamieHeather/TubeStorageTemplates">downloaded from GitHub</a>. </span><br />
<span class="_Tgc"><br /></span>
<span class="_Tgc">Basically the idea aims to combine the ease of entry of a simple vertical table, with the easy visualisation of a coordinate table system. So you can copy and paste rows of data on the tall table on the left, then the spreadsheet auto-fills in the appropriate cells on the table on the right which can then be selected and printed for pasting into your lab book. </span><br />
<br />
<span class="_Tgc">If you don't like the exact entry fields that I used you can also change the headings of the table on the left. I would however encourage you to use some marker of the appropriate lab book entry, which is something many forms (including my old ones) omit: in an ideal world, given any tube you should be able to find out all it's information (or vice versa), so this information is vital.</span><br />
<br />
<span class="_Tgc">There's a 9x9 and a 10x10 format available. If anyone does use it and have any thoughts I'd love to hear about it.</span>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com7tag:blogger.com,1999:blog-1877293393271739904.post-67810151139663956842016-09-29T10:35:00.000-04:002016-09-29T10:38:30.777-04:00Installing Trinity on Mac OS XOne of the inevitable joys of bioinformatic life is the installation of a variety of esoteric softwares on a variety of system. As I've just moved to a new position in a new institution, I get to go through this rigmarole again.<br />
<br />
This time around I have an extra layer of faffery, as I am now for the first time using a Mac (having been on Ubuntu for the last ten years, and Windows in the distant recollections from before that). While the machine is gorgeous and responsive, I am still in the interminable murky phase where I don't know the intricacies and easy ways of doing things yet (and am still battling muscle memory for keyboard shortcuts!), which means that I'm back down the learning curve a little.<br />
<br />
Anyway, as I've just discovered an incredibly easy way to install a very useful tool, I thought I'd share it.<br />
<br />
I was installing the excellent RNA assembler Trinity on my iMac running OS X (El Capitan), or at least trying to, according to its <a href="https://github.com/trinityrnaseq/trinityrnaseq/wiki">website</a>. However, despite attempts at using different (and newer) compilers, I kept running into this error, presumably reflecting my attempts at using alternative compilers failing:<br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;">clang: error: unsupported option '-fopenmp' trinity mac</span><br />
<br />
Happily it turns out that Trinity is supported by the fantastic third party package manager <a href="http://brew.sh/index.html">homebrew</a>, which I had coincidentally just installed anyway (you don't bundle <span style="font-family: "courier new" , "courier" , monospace;">wget</span> in, what the heck Apple?).<br />
<br />
Homebrew is easily installed following the details on their website, and then installing Trinity was as simple as this:<br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;">brew cask install java<br />brew install homebrew/science/trinity</span><br />
<br />
Not only was this dead simple, but it automatically installed a number of other programs (as dependencies of Trinity) that were on my list to install anyway (e.g. trimmomatic and bamtools). It also installs everything directly to <span style="font-family: "courier new" , "courier" , monospace;">/usr/local/bin/</span>, so there's no mucking about with your PATH required. Lovely.<br />
<br />
<span style="font-size: x-small;">NB: Whilst looking around for hints as to how to solve this problem, I did find <a href="http://seqanswers.com/forums/showthread.php?t=35150">this thread</a> on SeqAnswers which suggests that you might need to take a little extra care when running Trinity on Mac systems as opposed to Linux. Something to bear in mind.</span>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com1tag:blogger.com,1999:blog-1877293393271739904.post-67160284216196521482016-08-26T07:05:00.000-04:002016-08-26T07:05:24.868-04:00Count how many MiSeq reads derived from each surface of the flowcellI recently had call to perform one of those tasks that I think others might, yet not be entirely sure how to go about it.<br />
<br />
Specifically, in troubleshooting a MiSeq run's poor yield, I wanted to see whether there were significantly more reads derived from one of the flow cell surfaces (top or bottom) relative to the other. The reason I did this was my FWHM (full cluster width at half maximum, <a href="https://help.basespace.illumina.com/articles/descriptive/runs-charts/">a measure of the focus during imaging</a>) was noticeably higher for that surface.<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-4YVut-75Hfg/V8AgL8gXeVI/AAAAAAAABEM/xSdclhXR3yk1FQV1EZdYaIbdnK9R3ymyACPcB/s1600/Selection_309.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://4.bp.blogspot.com/-4YVut-75Hfg/V8AgL8gXeVI/AAAAAAAABEM/xSdclhXR3yk1FQV1EZdYaIbdnK9R3ymyACPcB/s320/Selection_309.png" width="180" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">I mean, I have no idea if ~3 is that much worse than ~2.8-2.9, but there's no harm in checking right?</td></tr>
</tbody></table>
This is very easily achieved as all of the information required to work it out is contained <a href="https://en.wikipedia.org/wiki/FASTQ_format#Illumina_sequence_identifiers">within the FASTQ reads themselves</a>, in tile section of the identifier line of each each.<br />
<br />
Therefore with a quick bit of basic bash we can find out exactly how many reads derived from each surface.<br />
<br />
<pre style="background-image: URL(http://2.bp.blogspot.com/_z5ltvMQPaa8/SjJXr_U2YBI/AAAAAAAAAAM/46OqEP32CJ8/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%;"><code style="color: black; word-wrap: normal;"># Get all index reads (as the shortest) in one file
zcat *I1*z > I1.fq
# Extract the identifier lines with sed
# and grep for those with a '1' at the right position
# This indicated they derived from the top surface
sed '2~4d;3~4d;4~4d' I1.fq | grep ^.............................1 -c
# Do the same for '2', i.e. the bottom surface
sed '2~4d;3~4d;4~4d' I1.fq | grep ^.............................2 -c
</code></pre>
<br />
And there you have it. Simple, quick and effective.<br />
<br />
(As it turned out I have almost equal numbers derived from both surfaces, so it wasn't to blame in my case, but this might be useful for other situations!)Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-84734942229646783092016-08-25T18:38:00.002-04:002016-08-26T06:24:46.529-04:00One laboratory, en suite sauna<br />
<div style="line-height: 100%; margin-bottom: 0.3cm;">
In lieu of an actual proper scientific blogpost this week, here I recount a <a href="https://twitter.com/jamimmunology/status/764968271737225216">recent lab horror story</a> that struck me. With thanks to my labmates sending me the freezer traces:</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Sunday evening.
Kicking back at home, something vaguely distracting on the telly.
Doing the chores, which on this occasion included last minute packing
in preparation for storing our belongings before <a href="http://jamimmunology.blogspot.co.uk/2016/08/blog-fail-but-life-successes.html">leaving
the country</a>. Everything was all on track for a nice quiet and
productive night in. Until a phone vibrates.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
20:08, G: “<i>Hello
team. Freezer temp has alarmed at -59 just now. Anyone using it?
Anyone around in lab?</i>”</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Hmm that's a
bother. Hopefully someone's just pulling a long weekend shift, maybe
came in to bank a long point in a time course and was just being a
bit slow to close the freezer after. If that's the case then they'll
close it and this will blow over. Let's just wait a while and see
who's there...anyone?</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
20:15, D: “<i>The
other freezer in that room is reading -62, might just be hot in
there</i>”</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
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" style="cursor: move;" width="400" /></a></div>
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Oh
bugger, now they're both going. Luckily these alerts also go to a lab
manager, he's a good guy, always on the ball, he'll sort it.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Except nope, no
reply. Wait, is that it levelling out?</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
</div>
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Hope indeed!</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
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<a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="656" name="Image2" 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" style="cursor: move;" width="400" /></a></div>
21:04, G: “<i>sorry
to report, there was no plateau - i think we have to do something
tonight</i>”</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Double bugger,
because guess who lives closest?</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>21:19, me: “<i>I
am nearby
</i>”</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
21:20, me: “<i>If
emergency action is called for</i>”</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
In I go, let's see
how bad it is on the ground... And it's sweltering. No AC. No air
movement. A small room with six giant -80s, all shrieking in concert if not in sync.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
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" style="cursor: move;" width="127" /></a></div>
The blue ribbon
rises as the sweat rolls down...</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Running around,
begging security for help, ringing managers, moaning on Whatsapp,
come on come on, let's check the thermometer again...</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="348" name="Image4" 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" style="margin-left: auto; margin-right: auto;" width="143" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Scorchio.</td></tr>
</tbody></table>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
It would
have kept rising except here I propped open the fire door from the
freezer room into the neighbouring lab, corridor, and convinced
security to come and open the fire door to outside for a moment,
giving a few blessed minutes of relief.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
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style="cursor: move;" width="293" /></a><a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
It doesn't last.
The fire alarm decides to join the chorus, and thus the external door
must close.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
We need to move
this cursed muggy miasma of stale heat, but where to go, and how to
get there? Enter our trusty friend, the humble wedge. Let's prop
open another door into the lab next door, knocking the smug grin off
its air-conditioned face.</div>
<div class="separator" style="clear: both; text-align: center;">
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" style="cursor: move;" width="323" /></a></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
The good news
starts to filter in.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<span style="font-family: inherit;"><span style="font-size: small;">Down to 39.5ºC
on the thermometer; still fit for a steam room, but going in the
right direction – we just need to speed this up. Let's
go lab rustling!</span></span></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://4.bp.blogspot.com/-ldYaPcDVgLc/V79zPyrv9OI/AAAAAAAABEA/cqetpCJ9yxMu1hBLC3qldItlfwtHsXhfACK4B/s1600/IMAG2501.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="223" src="https://4.bp.blogspot.com/-ldYaPcDVgLc/V79zPyrv9OI/AAAAAAAABEA/cqetpCJ9yxMu1hBLC3qldItlfwtHsXhfACK4B/s400/IMAG2501.jpg" width="400" /></a></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Now we've got some
circulation. It's still hot as heck, like standing in front of a
giant hairdrier, but at least it's moving.</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img align="bottom" border="0" height="519" name="Image8" 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" style="margin-left: auto; margin-right: auto;" width="333" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">And there was much rejoicing</td></tr>
</tbody></table>
<div style="margin-bottom: 0.3cm;">
<a href="https://www.blogger.com/blogger.g?blogID=1877293393271739904" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>22:58, D: “<i>Second Alert
cancelled, you are a hero Jamie</i>”<br />
23:06, T: “<i><span style="text-decoration: none;">Jamie = hero
🏆</span></i>”<br />
23:08, G: “<i>Good thing he's not leaving for Boston or
something...</i>”<br />
23:09, G2:
“<i>Brilliant! Thanks Jamie!</i>”<br />
23:09, Me: “<i>Room
is 38 now, so I think I can go home</i>” </div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Lauded in the
Whatsapp group, my name will be rejoiced throughout the lab, and I
get to go home to continue packing my belongings. All in a day's
work, for The Postdoc That Lives Nearest The Lab!</div>
Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-82967781153869359802016-08-10T05:14:00.001-04:002016-08-10T05:18:31.403-04:00Extracting sample names from Illumina FASTQ filenamesAnother post in the vein of "minor analysis task and my solution": how to extract the sample name or identifier (i.e. what you called a given file in the samplesheet) from a list of Illumina FASTQ file names.<br />
<br />
So you might have something that looks like this (which I've cobbled together from a couple of runs from different machines that I pulled off Basespace):<br />
<span style="font-family: "courier new" , "courier" , monospace;"> <br />
322_S18_R2_001.fastq.gz <br />
1c8_P6_act_S11_R2_001.fastq.gz<br />
5c4_P8_res_S1_R1_001.fastq.gz</span><br />
<br />
In this exercise, I wanted the first part of the IDs, which are what we labelled the actual samples with. In an ideal world this should be very easy: we could just use <span style="font-family: "courier new" , "courier" , monospace;">sed</span> or <span style="font-family: "courier new" , "courier" , monospace;">cut</span> to delete everything after the first instance of a character used in the text that Illumina appends to the sample name. However different people (or the same people at different times) use different naming conventions, which can often include underscores, the character that separates the string fields that get added.<br />
<br />
Therefore what we need to do is not delete from say <i>the first pattern</i>, but from <i>the nth pattern from the end</i>, which turned out to be a slightly trickier problem (at least to one such as myself that doesn't find sed to be the most intuitive program in the world). Here's what I came up with:<br />
<pre style="background-image: URL(http://2.bp.blogspot.com/_z5ltvMQPaa8/SjJXr_U2YBI/AAAAAAAAAAM/46OqEP32CJ8/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%;"><code style="color: black; word-wrap: normal;"><span style="font-family: "courier new" , "courier" , monospace;">sed 's/\(.*\)_\(.*_\)\(.*\)_/\1|\</span><wbr></wbr><span style="font-family: "courier new" , "courier" , monospace;">2/;s/|.*//' FilenameList.txt</span></code></pre><span style="font-family: "arial" , "helvetica" , sans-serif;"><br />
</span> <span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;">What this does is find the third underscore to last (just before S[XX]_R[X].fastq.gz string) and replace it with a pipe character ('|'), which should never appear in a filename, before finding this pipe character and deleting everything after it. This produces the following output:</span></span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><br />
322<br />
1c8_P6_act<br />
5c4_P8_res<br />
</span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This feels a bit hacky to me, as really I feel like I should be able to do this in one substitution, but the first part of the command actually selects the latter half (so if anyone knows how to tidy this up I'd love to hear it!).</span></span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br />
</span></span> <span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;">It's also worth pointing out that the output of different machines or demultiplexing settings will differ in the number of underscores, and so the command will need to change slightly. For instance, the above example was run on NextSeq data demultiplexed using <span style="font-family: "courier new" , "courier" , monospace;">bcl2fastq --no-lane-splitting</span>. For an example of a file containing lane information ('L001' etc), here's the equivalent on some MiSeq filenames I pulled up.</span></span><br />
<pre style="background-image: URL(http://2.bp.blogspot.com/_z5ltvMQPaa8/SjJXr_U2YBI/AAAAAAAAAAM/46OqEP32CJ8/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%;"><code style="color: black; word-wrap: normal;"><span style="font-family: "courier new" , "courier" , monospace;"># This </span>
<span style="font-family: "courier new" , "courier" , monospace;">324bAB_S8_L001_R1_001.fastq.gz
076-PBMCs-alpha_S5_L001_R1_001.fastq.gz </span>
<span style="font-family: "courier new" , "courier" , monospace;"></span>
<span style="font-family: "courier new" , "courier" , monospace;"># After this</span>
<span style="font-family: "courier new" , "courier" , monospace;">sed 's/\(.*\)_\(.*_\)\(.*\)_\(.*\)_/\1|\2/;s/|.*//' FilenameList.txt </span>
<span style="font-family: "courier new" , "courier" , monospace;"># Becomes this </span>
<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">324bAB
076-PBMCs-alpha</span>
</span></span></code></pre><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;">The reason I was actually doing this was because I had a number of different NextSeq runs, some of which contained samples sequenced from the same original libraries (to increase the depth), so I needed to get the names of all samples sequenced in each run. I had each run in separate directories, and then ran this in the folder above:</span></span><br />
<pre style="background-image: URL(http://2.bp.blogspot.com/_z5ltvMQPaa8/SjJXr_U2YBI/AAAAAAAAAAM/46OqEP32CJ8/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%;"><code style="color: black; word-wrap: normal;"><span style="font-family: "courier new" , "courier" , monospace;">for i in */</span>
<span style="font-family: "courier new" , "courier" , monospace;">do echo $i</span>
<span style="font-family: "courier new" , "courier" , monospace;">ls $i | grep R1 | grep fastq.gz | sed 's/\(.*\)_\(.*_\)\(.*\)_/\1|\</span>
<div dir="ltr"><wbr></wbr><span style="font-family: "courier new" , "courier" , monospace;">2/;s/|.*//' > ${i%?}.fl</span></div><div dir="ltr"><span style="font-family: "courier new" , "courier" , monospace;">done</span></div></code></pre><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "arial" , "helvetica" , sans-serif;">This goes through all the directories, finds the R1 FASTQ files (as there are other files in there, and this gives me only one entry per sample) and strips their sample names out as above, and writes these to a textfile with the suffix '.fl'. </span></span>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-1658739638035158902016-08-04T17:51:00.000-04:002016-08-08T17:53:19.966-04:00Blog fail, but life successesWhile I doubt there are many regular readers of this blog (not least because there isn't a regular output of posts!) I thought I'd make an update here, to explain the sparsity of content and continue the general narrative.<br />
<br />
Essentially, I've not written nearly as often or as much here as I might wish. There are a variety of reasons for this, but it basically comes down to the twin demons of being too busy and falling out of the habit.<br />
<br />
It's hard for me to feel too bad about it, because it has indeed been a pretty eventful year or two for me. I <a href="http://discovery.ucl.ac.uk/1470278/1/thesis.pdf">finished my PhD</a> and went to a couple of <a href="http://jamimmunology.blogspot.co.uk/2016/02/early-2016-immunology-conferences.html">very exciting international conferences</a>. I also got out my first crop of PhD papers*, which were slightly longer in the making than I might have wished, and have been working on a number of other papers since with various labmates. <br />
<br />
I've also still been doing the odd bit of writing for <a href="http://www.bionews.org.uk/jamesheather">BioNews</a> every now and then, and responding to lab and scientific <a href="https://www.reddit.com/r/labrats/comments/4la91t/eek_starting_an_internship_in_a_lab_not_got_a/">questions</a>, <a href="https://www.reddit.com/r/labrats/comments/4qhaxu/cloning_an_impossible_fragment/">problems</a> and <a href="https://www.reddit.com/r/science/comments/4e8x3t/neanderthal_y_chromosome_dna_is_missing_from/d1y7wf9">discussions</a> on Reddit (which I think makes for a great discussion platform for scientists, given its large user base and easy interface). This often scratches the itch that blogging does but in a more schedule-friendly (and less inspiration-necessary) manner, so I can see why it might be syphoning off some what's left of my writing enthusiasm after working on whatever the current paper is.<br />
<br />
But life is more than work, and I have a number of life events this year that have kept the rest of my free time pretty well booked up. In addition to some of the bigger, more time-consuming life events that exist (including the biggest!) I'm also very happy to report that I've accepted an invitation to go <a href="https://twitter.com/jamimmunology/status/760813273495269376">Boston for a post-doc</a>, where I'll be exploring TCR sequences in the context of cancer rather then infection. While I am hugely excited for all of these developments, they take time and effort to happen, and so other pursuits (e.g. blogging) can suffer.<br />
<br />
Hopefully, once I've got the next big paper finished and have successfully made it to the other side of the pond, I can start getting the ball rolling here again. Little and often is the plan; I've got a few particular posts in mind, but I think things like a TCRseq publication alert roundup might be a nice place to start. So if you do take something from these posts (and I'm very surprised but happy to find that there are people that claim to!) take heart, as more is definitely on the cards.<br />
<br />
<br />
<span style="font-size: x-small;">*An application of the TCRseq tech we'd worked on during my thesis <a href="http://dx.doi.org/10.3389%2Ffimmu.2015.00644">characterising HIV+ patient repertoires</a> and a review of the <a href="http://dx.doi.org/10.1016/j.ygeno.2015.11.003">history DNA sequencing methods</a>.</span>Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-15761400946542108852016-07-06T06:49:00.000-04:002016-07-06T06:49:24.619-04:00Retreiving GenBank FASTA records with PythonI recently needed to download a relatively large number of GenBank FASTA records from GenBank (as I wanted to have a play with the paired alpha-beta TCR chains sequenced from single cells in <a href="http://dx.doi.org/10.1172/jci.insight.85609">this lovely paper</a>.<br />
<br />
Unfortunately what is supposedly probably the easiest way - using NCBI's <a href="http://www.ncbi.nlm.nih.gov/sites/batchentrez?db=Nucest">Batch Entrez</a> function - did not work for me. Instead I just got lots of "the following records can't be retrieved/might be obsolete" and "No items found" warnings.<br />
<br />
However there are a number of other ways, but I especially liked Pierre Lindenbaum's answer on <a href="https://www.biostars.org/p/3297/">https://www.biostars.org/p/3297/</a>, which basically uses bash to pull the record directly from the NCBI website. Nice and simple, and it also gives the URL format required.<br />
<br />
As I want to do some post-download processing in Python, I thought I may as well download the records directly using the urllib2 module. In case it may be of use to others (and for the next time I need to do this myself!) I thought I'd throw the basic code up here. The only requirement that this code has is to already have a file containing a list of GenBank accession IDs: in this case I just generated this in Excel for the ranges needed, but it could be easily coded directly in Python.<br />
<br />
<pre style="background-image: URL(http://2.bp.blogspot.com/_z5ltvMQPaa8/SjJXr_U2YBI/AAAAAAAAAAM/46OqEP32CJ8/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%;"><code style="color: black; word-wrap: normal;">import urllib2
with open('GenbankAccessions') as infile, open('Sequences.fasta', "w") as outfile:
for accession in infile:
url = "http://eutils.ncbi.nlm.nih.gov/entrez/eutils/efetch.fcgi?db=nucleotide&id=" + accession.rstrip() + "&rettype=fasta"
entry = urllib2.urlopen(url)
for line in entry:
outfile.write(line)
</code></pre>
<br />
This will write all of the FASTA records of the accessions listed in the 'GenbankAccessions' file to the new out file 'Sequences.fasta'. <br />
<br />Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-1540889619929108862016-02-28T13:38:00.000-05:002016-06-07T13:39:43.841-04:00Early 2016 immunology conferences
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<br />
<div style="line-height: 100%; margin-bottom: 0cm;">
I'm very lucky to
have attended two fantastic immunology conferences this year: the
<a href="http://www.keystonesymposia.org/16A1">Keystone Systems
Immunology</a> conference, hosted at Big Sky in Montana, USA, and the
<a href="http://www.weizmann.ac.il/conferences/NGI2016/welcome">Next
Gen Immunology</a> conference at the Weizmann Institute in Israel. I
don't want to go into the details of either conference in any great
depth (as frankly the standard of both was so high any thorough
recounting would shortly turn into just a complete retelling of each
event), but I thought it might be nice to recount a few of my
impressions and recollections.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The Systems
Immunology meeting was my first Keystone, fitting what I understand
to be the regular format; talks in the morning and late afternoon,
with a gap over lunch to allow people to sneak off to the slopes.
This definitely seemed to be the strategy of a healthy proportion of
the attendees - even a ski-novice like me managed to make it up there
once or twice!</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
The Next Gen
Immunology conference was a day shorter, but felt like a longer event
by merit of absolutely jam-packing the talks and events in! I'm not
sure that I've ever been to a busier conference, with talks running
from before nine in the morning to past seven in the evening (albeit
with a number of breaks to allow consumption of excessive amounts of
coffee, even by general science standards). It also had the slickest
branding of any conference I've ever been to, complete with it's own
celebrity-filled introductory video (which was originally emailed
round but has sadly now been <a href="https://www.youtube.com/watch?v=qC4Nl-DKkvc&feature=youtu.be">made
private</a>!).</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
There were some
interesting thematic differences between the conferences, despite
having somewhat similar stated scopes. The Keystone talks were
seemingly linked mostly in their approaches, displaying a fine array
of highly-quantitative, systems level experiments. There was a
definite emphasis on the single-cell technologies; it seemed that
rare was the talk that <i>wasn't</i><span style="font-style: normal;">
</span><span style="font-style: normal;">employing at least either
single-cell RNA-seq or 40-odd colour mass cytometry. </span><span style="font-style: normal;">The
NGI </span><span style="font-style: normal;">talks on the other hand
were much more diverse in terms of techniques employed, but </span><span style="font-style: normal;">converged</span><span style="font-style: normal;">
more </span><span style="font-style: normal;">on </span><span style="font-style: normal;">the
general area of research, which </span><span style="font-style: normal;">was
the microbiome and the mucosal immune response. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Another observation
that ticked me was the difference in plotting standards between the
two conferences. At the Systems meeting, with (I think it's fair to
say) a greater influence or prevalence of mathematical and
computational backgrounds, there was a definite enrichment of LaTeX
produced slides, and ggplot produced plots, whereas Prism and Excel
were far more common in Israel. There was even a fairly large
smattering of talks using <a href="http://www.comicsanscriminal.com/">comic
sans</a>, which came as a bit of surprise.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
All together, I've
kicked off the year with some fantastic science. I've ticked off a
number of speakers that I've been wanting to hear for years –
including Ron Germaine, Rick Flavell and David Baltimore – and
added a few more to the list of stories I need to hear more from,
like Aviv Regev's incredible bulk tumour scRNA-seq data, or the
wonderful things that Ton Schumacher can do with T-cells.</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
<br />
</div>
<div style="line-height: 100%; margin-bottom: 0cm;">
Crucially, I also
heard a little bit about the growing story of assembling T-cell
receptor sequences out of scRNA-seq data (to be the topic of a future
post I feel), which brings us to the shallows of one of the major
goals of repertoire research; getting paired clonotype and phenotype
in one fell swoop.</div>
Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-66066581375201126712015-12-07T06:13:00.000-05:002015-12-07T06:14:50.828-05:00The key to finding TCR sequences in RNA-seq dataI had previously written <a href="http://jamimmunology.blogspot.co.uk/2014/09/recovering-tcr-sequences-from-encode-rnaseq.html">a short blog post</a> touching on how I'd tried to mine some PBMC RNA-seq data (from the ENCODE project) for rearranged T-cell receptor genes, to try and open up this huge resource for TCR repertoire analysis. However, I hadn't gotten very far, on account of finding very few TCR sequences per file.<br />
<br />
That sets the background for an extremely pleasant surprise this morning, when I found that Scott Brown, Lisa Raeburn and Robert Holt from Vancouver (the latter of whom being notable for producing <a href="http://dx.doi.org/10.1101/gr.092924.109">one of the very earliest high-throughput sequencing TCR repertoire papers</a>) had published <a href="http://dx.doi.org/10.1186%2Fs13073-015-0248-x">a very nice paper doing just that</a>!<br />
<br />
This is a lovely example of different groups seeing the same problem and coming up with different takes. I saw an extremely low rate of return when TCR-mining in RNA-seq data from heterogeneous cell types, and gave up on it as a search for needles in a haystack. The Holt group saw the same problem, and simply <i>searched more haystacks</i>!<br />
<br />
This paper tidily exemplifies the re-purposing of biological datasets to allow us to ask new biological questions (something that I consider a practical and moral necessity, given the complexity of such data and the time and costs involved in their generation).<br />
<br />
Moreover, they do some really nice tricks, like estimating TCR transcript proportions in other data sets based on constant region usage, investigate TCR diversity relative to CD3 expression, testing on simulated RNA-seq data sets as a control, looked for public or known-specificity receptors and inferred possible alpha-beta pairs by checking all each sample's possible combinations for their presence in at least one other sample (somewhat akin to Harlan Robins' <a href="http://dx.doi.org/10.1126/scitranslmed.aac5624">pairSEQ approach</a>).<br />
<br />
All in all, a very nice paper indeed, and I hope we see more of this kind of data re-purposing in the field at large. Such approaches could certainly be adapted for immunoglobulin genes. I also wonder if, given whole-genome sequencing data from mixed blood cell populations, we might even be able to do a similar analysis on rearranged variable antigen receptors from gDNA.<br />
<br />Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0tag:blogger.com,1999:blog-1877293393271739904.post-32767915214055979382015-11-17T15:07:00.001-05:002015-11-17T15:07:44.910-05:00Heterogeneity in the polymerase chain reaction<style type="text/css">p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }</style>
<br />
<div style="line-height: 100%; margin-bottom: 0.3cm;">
I've touched
briefly on some of the insights I made writing <a href="http://discovery.ucl.ac.uk/1470278/">my
thesis</a> in <a href="http://jamimmunology.blogspot.co.uk/2015/08/phd-thesis-writing-advice.html">a
previous blog post</a>. The other thing I've been doing a lot of over
the last year or so is writing and contributing to papers. I've been
thinking that it might be nice to write a few little blog posts on
these, to give a little background information on the papers
themselves, and maybe (in the theme of this blog) share a little
insight into the processes that went into making them.
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
The paper I'll
cover in this piece was published in <a href="http://dx.doi.org/10.1038/srep14629">Scientific
Reports in October</a>. I won't go into great detail on this one, not
least because I'm only a (actually, the) middle author on it: this
was primarily the excellent work of my friends and colleagues
Katharine Best and Theres Oakes, who performed the bulk of the
analysis and wet-lab work respectively (although I also did a little
of both). Also, our supervisor Benny Chain summarised the findings of
the article itself <a href="http://blogs.ucl.ac.uk/innate2adaptive/2015/10/13/heterogeneity-in-the-pcr/"><span style="font-style: normal;">on
his own blog</span></a>, which covers the principles very succinctly.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
Instead, I thought
I'd write this blog to share that piece of information that I
always wonder about when I read a paper: <i>what made them look at
this</i><span style="font-style: normal;">, </span><i>what put them on
this path</i><span style="font-style: normal;">? This is where I think
I made my major contribution to this paper, as (</span><span style="font-style: normal;">based
on my recollections</span><span style="font-style: normal;">) it began
with observations made during my PhD.</span></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<span style="font-style: normal;">My
PhD </span><span style="font-style: normal;">primarily</span><span style="font-style: normal;">
deal</span><span style="font-style: normal;">t</span><span style="font-style: normal;">
with the development and application of deep-sequencing protocols for
measuring T-cell receptor (TCR) repertoires (which, when I started,
there were not many published protocols for). As a part of optimising
our library preparation strategies, I thought that we might use
random nucleotide sequences in our PCR products – which were
originally added to increase diversity, overcoming a limitation in
the Illumina sequencing technology – to act as unique molecular
barcodes. Basically, adding random sequences to
our target DNA before amplification uniquely labels each molecule. Then, in the final data we can infer that
any matching sequences that share the same barcode are probably just PCR duplicates, if we have enough random barcodes*</span><span style="font-style: normal;"></span><span style="font-style: normal;">, meaning that sequence was less prevalent in the original sample than one might think based on raw read counts. </span><span style="font-style: normal;">Not
only does this provide </span><span style="font-style: normal;">better
quantitative data, </span><span style="font-style: normal;">but by
looking to see whether </span><i>different </i><span style="font-style: normal;">sequences
share a barcode</span><span style="font-style: normal;"> we can find
likely erroneous sequences produced during PCR or sequencing,
improving the qualitative aspects of the data as well. </span><span style="font-style: normal;">Therefore
we thought </span><span style="font-style: normal;">(and still do!)
that we were on to a good thing. </span>
</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<span style="font-style: normal;">(Please
note that we are not saying that we invented this, just that we have
done it: it has of course </span><span style="font-style: normal;">been
don</span><span style="font-style: normal;">e</span><span style="font-style: normal;">
before, both in RNA-seq </span><span style="font-style: normal;">(e.g.
<a href="http://dx.doi.org/10.1073/pnas.1017621108">Fu et al, 2011</a>
and <a href="http://dx.doi.org/10.1073/pnas.1118018109">Shiroguchi et
al, 2012</a>)</span><span style="font-style: normal;"> at large and in
variable antigen receptor sequencing </span><span style="font-style: normal;">(<a href="http://dx.doi.org/10.1126/science.1170020">Weinstein
et al, 2009</a>)</span><span style="font-style: normal;">, but it
certainly wasn't widespread at the time; indeed there's really only
one other lab I know of even now that's doing it </span><span style="font-style: normal;">(<a href="http://dx.doi.org/10.1038/nmeth.2960">Shugay
et al, 2014</a>)</span><span style="font-style: normal;">.</span><span style="font-style: normal;">)</span></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<div class="separator" style="clear: both; text-align: left;">
<span style="font-style: normal;">However,
in writing the scripts to 'collapse' the data (i.e. remove artificial
sequence inflation due to PCR amplification, and throw out erroneous
sequences) I noticed that the degree to which </span><span style="font-style: normal;">different
TCR </span><span style="font-style: normal;">sequences were amplified
followed an interesting distribution:</span></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
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" 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" width="640" /></a></div>
<br />
Here I've plotted
the raw, uncollapsed frequency of a given TCR sequence (i.e. the number of reads containing that TCR, here slightly
inaccurately labelled 'clonal frequency') against that value divided
by the number of random barcodes it associated with, giving a
'duplication rate' (not great axis labels I agree, but this is
pulling the plots straight out of a lab meeting I gave three years
ago). The two plots show the same data, with a shortened X axis on
the right to show the bulk of the spread better.</div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
We can
see that above a given frequency – in this case about 500, although
it varies – we observe a 'duplication rate' around 70. This means
that above a certain size, sequences are generally amplified at a
rate proportional to their prevalence (give or take the odd outlier), or that for every input molecule of cDNA it gets amplified and observed seventy times. This is the scenario we'd generally imagine for PCR. However, <i>below</i><span style="font-style: normal;">
that variable threshold there is a v</span><span style="font-style: normal;">e</span><span style="font-style: normal;">ry
different, very noisy picture, where</span><span style="font-style: normal;">
the amount to which a sequence is found to be amplified and observed is not
related to the collapsed prevalence. This was the bait on the hook
that lead our lab down this path.</span></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<span style="font-style: normal;">Now,
everyone knows PCR doesn't behave like it does in the diagrams, like it <i>should</i>.
That's what everyone always says (usually as they stick another gel picture containing mysteriously sized bands into their labbooks). However, people have rarely </span><i>looked</i><span style="font-style: normal;">
at what's </span><i>actually</i><span style="font-style: normal;">
going on. There's a bit of special PCR magic that goes on, and a
million different target and reaction variables that might affect
things: you just optimise your reaction until your output looks like
what you'd expect. It's only with the relatively recent advances in
DNA sequencing technology that we can actually look at exactly what
molecules are being made in the reaction that we can start to get
actual data showing how just un-like the schematics the reaction can
in fact behave.</span></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<span style="font-style: normal;">This
is exactly what Katharine's paper chases up, applying the same unique
molecular barcoding strategy to TCR sequences from </span><span style="font-style: normal;">both
polyclonal and</span><span style="font-style: normal;"> monoclonal**
T-cell</span><span style="font-style: normal;">s</span><span style="font-style: normal;">.
I won't go into the details, because hey, you can just read the paper
</span><span style="font-style: normal;">(</span><span style="font-style: normal;">which
says it much better</span><span style="font-style: normal;">)</span><span style="font-style: normal;">,
but the important thing is that this variability is not due to the
standard things you might expect like CG content, DNA motifs or
amplicon length, because it happens </span><i>even for identical
sequences</i><span style="font-style: normal;">.</span><span style="font-style: normal;">
</span><span style="font-style: normal;">It doesn't matter how well
you control your reactions, the noise in the system breeds
variability. </span><span style="font-style: normal;">This makes
unique molecular barcoding hugely important</span><span style="font-style: normal;">,
at least</span><span style="font-style: normal;"> if you want accurate
relative quantitation of DNA species across the </span><span style="font-style: normal;">entire
</span><span style="font-style: normal;">dynamic range of your data.</span></div>
<div style="line-height: 100%; margin-bottom: 0.3cm;">
<span style="font-size: x-small;"><span style="font-style: normal;">* </span></span><span style="font-size: x-small;"><span style="font-style: normal;"><span style="font-style: normal;">Theoretically about 16.7 million in our case, or 4</span><sup><span style="font-style: normal;">12</span></sup><span style="font-style: normal;">,
</span><span style="font-style: normal;">as we use twelve random
nucleotides in our barcodes.</span></span></span><br />
<br />
<span style="font-size: x-small;"><span style="font-style: normal;"><span style="font-style: normal;">** </span>Although it's worth saying that while th</span><span style="font-style: normal;">e</span><span style="font-style: normal;">
line</span><span style="font-style: normal;"> used</span><span style="font-style: normal;">,
KT-2, is monoclonal, that doesn't mean the TCR repertoire is exactly
as clean as you'd expect. T-cell receptor expression in T-cell lines
is another thing that isn't </span><span style="font-style: normal;">simple
</span><span style="font-style: normal;">as the textbook diagrams
pretend.</span></span></div>
Jamie Heatherhttp://www.blogger.com/profile/15740038493764197915noreply@blogger.com0