tag:blogger.com,1999:blog-166122212024-03-18T03:27:19.925-04:00Rabett RunEli meant to behave but there were way too many options.EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.comBlogger3350125tag:blogger.com,1999:blog-16612221.post-74249306207086313172023-12-05T01:37:00.001-05:002023-12-05T01:37:31.057-05:00Brian's new gig<p>I started today as the Executive Director of <a href="https://menlospark.org/who-we-are/">Menlo Spark</a>, "a nonprofit collaboration of local government, businesses, and residents helping Menlo Park adopt a suite of measures by 2025 that are necessary to reach zero carbon by 2030, as we advance equity, economic vitality, and community health."</p><p><br /></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="314" src="https://www.youtube.com/embed/eGi35dJKqVI" width="378" youtube-src-id="eGi35dJKqVI"></iframe></div><p><br /></p><p>Menlo Park was one of the first California cities to enact "reach codes" that extended beyond state requirements for buildings to essentially eliminate gas use in new buildings. The hope is that we can continue to push the envelope and provide a model for elsewhere.</p><p>Day One was great, and we'll see what happens!<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com1tag:blogger.com,1999:blog-16612221.post-57653703250744873492023-10-22T00:41:00.008-04:002023-10-22T00:50:11.428-04:00Something left unsaid about Koutsoyiannis et al.The latest in here is a shiny statistical model that disproves everything you thought about greenhouse gases causing climate change is Koutsoyiannis Demetris, Onof Christian, Christofides Antonis and Kundzewicz Zbigniew W.2022 <a href="https://www.blogger.com/u/2/blog/post/edit/16612221/5765370325074487349#">Revisiting causality using stochastics: 1</a>. Theory Proc. R. Soc. A 4782021083520210835 and <a href="https://doi.org/10.1098/rspa.2021.0836">Revisiting causality using stochastics: 2. Applications</a> Proc. R. Soc. A.4782021083620210836<div><br /></div><div>Of course, the classic was the <a href="https://ourchangingclimate.wordpress.com/2010/03/18/the-relevance-of-rooting-for-a-unit-root/">unit root</a> and <a href="https://ourchangingclimate.wordpress.com/2010/04/01/a-rooty-solution-to-my-weight-gain-problem/">Bart Verheggen's weight loss program</a> but recently we have <a href="https://www.ssb.no/natur-og-miljo/forurensning-og-klima/artikler/i-hvilken-grad-endrer-temperaturnivaet-seg-pa-grunn-av-klimagassutslipp/_/attachment/inline/5a3f4a9b-3bc3-4988-9579-9fea82944264:f63064594b9225f9d7dc458b0b70a646baec3339/DP1007.pdf">Statistics Norway </a>trying it on, and just a year ago <a href="https://twitter.com/curryja/status/1706821548588630282 ">another ground breaking article</a></div><div><div><br /></div><div>Demetris Koutsoyiannis is a well established, tho emeritus, professor of hydrology at the National Technical University in Athens, Christian Onof a rainfall guy at Imperial College, Antonis Christofides, also at NTU Athens and Zbigniew W. Kundzewicz, a pretty well known rainfall/hydrology person. Add to this that the Proc. R. Soc. A, ain't MDPI and a bunny knows the sharks will gather</div><div><br /></div><div>So no surprise to find them at <a href="https://judithcurry.com/2023/09/26/causality-and-climate">Curry's</a>, with the birth announcement (well, first year anniversary) on Twitter, and the usual pile in. </div><div><br /></div><div>Naomi Oreskes and John Cook have a lot to answer for, if it was not for them pointing out that there is very little serious literature disagreeing with the IPCC consensus poor Eli would not have to wade throught this stuff </div><br />The TL:DR </div><div></div><blockquote><div>The remaining real-world case study led to an important side product of the current
research. This is the surprising finding that, while in general the causal relationship of
atmospheric T and CO₂ concentration, as obtained by proxy data, appears to be of hen-oregg type with principal direction 𝑇 → [CO₂], in the recent decades the more accurate
modern data support a conclusion that this principal direction has become exclusive</div></blockquote><div></div><div>and the problem is the usual one. As Eli, and others pointed out (there are some useful references)</div><div><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;"></p></div><blockquote><div><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;"> We know from measurements that more CO2 is being emitted by burning fossil fuels than remains in the atmosphere. We also have measurements showing that ~105 _+ 8 Pg C from these emissions has been absorbed in the oceans* and the biosphere has i** and we have measurements and theory on how temperature and salinity affect CO2 partial pressure in the gas phase above sea water*** where a difference of 1C corresponds at best to a few ppm.</p><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;">Of course we know that the atmospheric concentration of CO2 has increased from ~290 to ~430 ppm over the last 150 years.</p><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;">This poses some obvious problems for any statistical treatment which claims that CO2 concentration follows changes in temperature</p><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;">*Feely, R. A., Sabine, C. L., Takahashi, T., & Wanninkhof, R. (2001). Uptake and storage of carbon dioxide in the ocean: The global co~ 2 survey. OCEANOGRAPHY-WASHINGTON DC-OCEANOGRAPHY SOCIETY-, 14(4), 18-32.</p><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;">**Amthor, Jeffrey S. “Terrestrial higher‐plant response to increasing atmospheric [CO2] in relation to the global carbon cycle.” Global Change Biology 1.4 (1995): 243-274 and especially the annual cycle</p><p style="background-color: white; border: 0px; color: #333333; font-family: Georgia, "Bitstream Charter", serif; font-size: 14px; margin: 0px 0px 1.7em; outline: 0px; padding: 0px; vertical-align: baseline;">***Weiss, R. F., Jahnke, R. A., & Keeling, C. D. (1982). Seasonal effects of temperature and salinity on the partial pressure of CO2 in seawater. Nature, 300(5892), 511-513</p></div></blockquote><div>Poking about and tossed up this comment on Koutsoyiannis et al. by Leif Åsbrink in the january 11 2023 issue of PRSA. It says pretty much what everybunny has been saying</div><div><blockquote>From the information in [<a href="https://royalsocietypublishing.org/doi/10.1098/rspa.2022.0529#RSPA20220529C1">1</a>] we can therefore draw a second conclusion: For timescales in multiple decades, the results in figure 14 have no meaning since the data span a far too short time. The differentiation has also suppressed slow changes. Common perception that [CO2] causes an increase in the temperature can thus neither be verified nor falsified. It is self-evident that the effect ΔT → [CO2], which is seen on a short timescale, will also be present on all longer timescales. A temperature change in the order of 0.4°C will cause a change in [CO2] of about 2 ppm, as measured on the derivatives.<a href="https://royalsocietypublishing.org/doi/10.1098/rspa.2022.0529#FN3">3</a> The temperature change over the 42 years is about 0.5°C while [CO2] has changed by about 80 ppm. Some other mechanism is likely to dominate on timescales of multiple decades. Hence, the common perception that increasing [CO2] causes increased T seems likely. . . . . </blockquote><blockquote>Settled science’ is supported by many lines of evidence and it includes many more factors than [CO2] as causes of the increased temperature since pre-industrial times. CO2 is however considered to be the largest factor. ‘Settled science’ includes the phenomenon that increased T causes a modest increase of [CO2] (outgassing from the sea), which is detected in [1]. The statement ‘in the recent decades the more accurate modern data support a conclusion that this principal direction has become exclusive. In other words, it is the increase of temperature that caused increased CO2 concentration’ that appears in Discussion and conclusions in [1] is not supported by proper arguments in the paper.</blockquote><a href="https://royalsocietypublishing.org/doi/10.1098/rspa.2022.0529">https://royalsocietypublishing.org/doi/10.1098/rspa.2022.0529</a><br /><br />This comment is notable for two things, all the references are to websites (inc. Roy Spencer’s blog) and there is no reply by Koutsoyiannis. </div><div><br /></div><div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEj4KKXu0evcjF0GwofdIOnq01FVcvyjxaWdfTZyF2kqfqh1cSMhCSoR8Rh6cV4XG18NJyjqacBpdtyPT367Ax6dff3sBqWKq3LOAvzIBnCMr5OUb3Lp6lLUOTOWCj2Pht4P2VyegtsnuruqbndWXzEiIFgd9HOA-rTKKAmrFcA1jOX3ZZoY_PVB" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="278" data-original-width="498" height="179" src="https://blogger.googleusercontent.com/img/a/AVvXsEj4KKXu0evcjF0GwofdIOnq01FVcvyjxaWdfTZyF2kqfqh1cSMhCSoR8Rh6cV4XG18NJyjqacBpdtyPT367Ax6dff3sBqWKq3LOAvzIBnCMr5OUb3Lp6lLUOTOWCj2Pht4P2VyegtsnuruqbndWXzEiIFgd9HOA-rTKKAmrFcA1jOX3ZZoY_PVB" width="320" /></a></div><br />Also, Eli can't find it being discussed most anywhere at all and certainly not at Curry's. The editors at Proc. T. Soc. A seem to have tossed Koutsoyiannis under the bus.<div class="separator" style="clear: both; text-align: center;"><br /></div><br /></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com1tag:blogger.com,1999:blog-16612221.post-64804447686087843322023-10-12T20:01:00.000-04:002023-10-12T20:01:44.463-04:00"A Left That Refuses to Condemn Mass Murder Is Doomed"<p>With us posting more at Twitter and much less here, there's been very little posted here unrelated to climate. Still, given my semi-informed opinion that the readership/commentariat trends pretty left, and it seems worthwhile to bring up the small fraction (I hope?) of the left that sees nothing wrong with the atrocities in Israel, exclusively focusing instead on the tragedies past and future in Gaza.</p><p>So the <a href="https://nymag.com/intelligencer/2023/10/a-left-that-refuses-to-condemn-mass-murder-is-doomed.html">post by Eric Levitz at NY Mag applies</a>, maybe. Read the whole thing etc., and some relevant parts:</p><p></p><p></p><blockquote><p><i>More broadly, the notion that an ethnic group can boast the exclusive right to occupy any stretch of land is not a left-wing one. Virtually all land is “stolen land” if one rolls the tape back far enough. Individuals who were dispossessed of property as a result of their ethnicity have a right of return and reparation. But ethnic groups do not have a right to cleanse any geographic area of outgroup members, whether they are Israeli or Palestinian.</i> <br /></p></blockquote><p>Pretty good for a broad statement. All in life is qualified though. Ukraine IMO has the right to kick out Russian immigrants that have arrived in Crimea since 2014, even the innocent children, given the options of living a few miles away in Russia proper. (I hope that if Ukraine gets Crimea back that it becomes flexible on this.) Palestinians have the right to get settlement land back in the West Bank given that Israel proper is right next door, although for utilitarian reasons they should negotiate on this. But Jewish Israelis, most of whose ancestors fled from the Holocaust or were expelled from other countries, shouldn't be forced to become international refugees, let alone killed in the process of forcing out the rest. That's Holocaust-level antisemitism. It's not going to happen anyway, but it's still a really stupid idea. </p><p></p><blockquote><p><i>For these reasons, it is a moral imperative for progressives to condemn Hamas’s atrocities, affirm the human rights of Jewish Israelis, and reject the ethno-nationalist claim that Palestinians have a unique right to reside in the region. And it is also a political imperative for them to do so....Yet since algorithmic social media favors incendiary speech, from the vantage of many X and Instagram users, the left’s response to last weekend’s events is characterized by bloodlust. In the face of that response, multiple progressive-leaning people in my life have expressed a sense of estrangement from leftists and newfound doubts about their worldview. Seeing an ideological group embrace a position that one knows to be intellectually bankrupt and morally odious will naturally lead one to view that group’s other claims — especially those concerning matters one knows little about, such as the intricacies of the Israel-Palestine conflict — with greater skepticism. It’s important, therefore, to ensure that the majority of progressives who abhor all war crimes makes itself as visible as possible. </i></p><p><i> ....The political necessity of criticizing Israel on universalist grounds, rather than ethno-nationalist ones, is similarly urgent. In defending their apologias for war crimes, leftists tend to cite the gross power imbalance between the Palestinians and Israelis as somehow exculpatory. But precisely because Palestinians cannot hope to prevail in a contest of brute force, it is incumbent on their champions to make the case for their liberation in terms that honor the basic rights of Israelis. If we posit that some ethnic groups have a unique claim to specific stretches of land, and that they also have the right to commit war crimes so as to secure this heritage, then we will do the Israeli far-right’s ideological work for it.</i> <br /></p></blockquote><p>Not much to add to that. I fear that the level of death and destruction coming to innocent civilians in Gaza will soon far exceed what happened in Israel. And still I think Israel has to invade, despite being led by a goon that might even be worse than Trump. What Israel will do after it invades is a huge question mark - I doubt it will handle things better than we did in Afghanistan and Iraq. And West Bank's future is also up for grabs, something that I wonder may have been Hamas' motivation in committing such a huge gamble with certain death for most of its leadership.</p><p>Makes climate change seem like a pleasant subject. Guess I'll get back to that.<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com25tag:blogger.com,1999:blog-16612221.post-17191706462790390622023-10-04T11:02:00.000-04:002023-10-04T11:02:04.371-04:00Well, crud<p></p><div class="separator" style="clear: both; text-align: left;">This is a new one for me: <br /></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"> </div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="361" src="https://www.youtube.com/embed/kfhMKWswnvI" width="435" youtube-src-id="kfhMKWswnvI"></iframe></div><br /><p></p><p> What other joy is out there?<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com3tag:blogger.com,1999:blog-16612221.post-9291594328989238852023-08-14T20:03:00.000-04:002023-08-14T20:03:10.338-04:00Don't trifle with judges, Montana edition<p>My direct and indirect experience with trial court judges is that they are mini-dictators/monarchs in their courtrooms, and that's probably a good thing. Unlike the vast majority of real dictators, they can be benevolent, but even if that's not their default personality, you still want someone who will occasionally stand up against powerful individuals, organizations, and the government itself. Trifle with them and find out what happens.</p><p>So we have <a href="https://www.washingtonpost.com/climate-environment/2023/08/14/youths-win-montana-climate-trial/">a Montana trial court issuing today</a> an <a href="https://westernlaw.org/wp-content/uploads/2023/08/2023.08.14-Held-v.-Montana-victory-order.pdf">opinion </a>in favor of youth plaintiffs, saying Montana's law forbidding consideration of climate change impacts violates Montana's constitution requiring environmental protection. The kicker is that the state defendant spent all of one day in court presenting its side, after months of evidentiary proceedings.</p><p>I'm sad to say I don't know Montana law specifically and look forward to reviews by state experts. I am reading the opinion though and thought I'd throw out a few thoughts: <br /></p><p>*fundamentally this is about resolving a legal conflict between a state statute saying 'ignore climate change' and the state constitution saying the state shall "maintain and improve a clean and healthful environment in Montana for present and future generations." Its direct relevance to other states requires a similar conflict. Indirectly, from a legal realism perspective, it might have more effect on nudging judges to take climate change seriously.<br /></p><p>*lots of evidentiary battles in pretrial activity followed by only one day of testimony by the state in defense (plaintiffs had to have some serious financial resources to do this, btw). I'd love to be a fly on the wall at the state to understand the internal decision-making on that tactic. It feels like a political decision that's pretty close to a forfeit, and I doubt it went over well with the judge.</p><p>*the factual findings may be more important than they first appear, basically reiterating well-known facts about climate change and the harm it has on the environment and people. That might sound like non-news, but barring reversal on appeal - and appeals very rarely reverse factual findings - those findings become the "law of the case" requiring Montana for purposes of the case to acknowledge climate change is real, anthropogenic, and harmful.</p><p>*the concept of collateral estoppel/issue preclusion might also apply, and this is where a Montana legal expert would be helpful. That legal principle says once an issue has been litigated, it's done, and the party that lost can't try it again in a different proceeding. In other words, Montana could be stopped from denying climate reality not just in this case but in any other case (barring new evidence, which probably would have to overcome a significant legal hurdle to reopen the issue).</p><p>*I'm curious how easy it is to amend the Montana constitution. I expect we'll find out.</p><p>*the procedural stuff at the end saying the statute is subject to strict scrutiny etc. is the hardest to assess, but it's key to whether the case becomes a footnote or whether it has actual legal teeth in Montana.<br /></p><p></p><p>Some other stuff:</p><p>*Svante is in the findings! Paragraph 74 - gotta love that, helping laying down the marker that CO2's role is well-understood and only became politicized by denialists, when the truth became inconvenient. Keeling Curve is there as well.</p><p>*because the plaintiffs claimed mental health damage from climate change's impacts, Montana demanded the right to conduct adversarial mental health examinations of these under-age minors (page 5). The judge told the state to take a hike. In circumstances where you're trying to assess damages, an examination is reasonable, but here it really isn't. The state is acting like a jerk, and I doubt it helped with the judge.</p><p>*findings about the under-age plaintiffs make them very appealing, what lawyers call "good facts" that hopefully make the court want to find ways to support your side. If they're willing and capable, I think these kids could be good media emissaries. <br /></p><p>*twice the state tried to get Montana's state Supreme Court take the case away from the trial court, and the Supreme Court refused. Something else that is likely to have annoyed the judge.</p><p>*Glacier National Park, unsurprisingly, played a major role in the opinion. Glad to see it, and <a href="https://backseatdriving.blogspot.com/2005/09/glacier-vacation.html">I did a volunteer vacation for glacier monitoring and blogged about it, way back when</a>.</p><p>*plaintiffs are getting attorney fees and costs, which sounds administrative but is going to be a lot of money and is vital to the future success of cases like this. I suppose that could be reversed though if the case gets reversed on appeal.<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com9tag:blogger.com,1999:blog-16612221.post-36138907072770654252023-06-20T00:38:00.011-04:002023-06-20T11:34:56.322-04:00Which Came First or Beyond Correlation<p style="text-align: left;">An evergreen (you know CO<span style="font-size: x-small;">2</span> makes for more plant growth) of the denial industry is that "you can't show that CO<span style="font-size: x-small;">2</span> CAUSES Climate change". Let Eli fish a few of these poggies out of his Twitter bag</p><blockquote class="twitter-tweet" style="text-align: left;"><p lang="en">You understand no correlation is definitive. That is why you are reverting to word salads with references to things which are not facts. <br /></p><p><br />The bottom line is there is no correlation between temperature and CO2. That falsifies the AGW theory. </p><br />See below. <a href="https://t.co/lMDuXRN1kq">pic.twitter.com/lMDuXRN1kq</a><p></p>— BubbasPossumRanch (@BubbasRanch) <a href="https://twitter.com/BubbasRanch/status/1668426527220854784?ref_src=twsrc%5Etfw">June 13, 2023</a></blockquote> <script async="" charset="utf-8" src="https://platform.twitter.com/widgets.js"></script><p style="text-align: left;">and another</p>
<blockquote class="twitter-tweet" style="text-align: left;"><p lang="en">The idea that earth’s climate, which is immensely complicated, can be dialed hotter simply by increasing CO<span style="font-size: x-small;">2</span>, and lower by decreasing, is very poor science.<br /><br />This chart of geological time clearly shows that CO2 has no meaningful correlation with Earth’s temperature. <a href="https://t.co/UQUMGIrWrX">pic.twitter.com/UQUMGIrWrX</a></p>— John Johnson (@JohnK1234abcd) <a href="https://twitter.com/JohnK1234abcd/status/1670895633492844554?ref_src=twsrc%5Etfw">June 19, 2023</a></blockquote> <script async="" charset="utf-8" src="https://platform.twitter.com/widgets.js"></script>
<p style="text-align: left;">But it, of course not, is not just the CO<span style="font-size: x-small;">2</span> has no effect on climate, but the anti-vaxxers and any other delusions of the denial crowd declaring that correlation is not causation. Well, as Eli has been rumored to reply, it can be a pretty strong hint if you understand the mechanism. To be honest, Eli is not very comfortable with any claim that correlation is causation lacking a mechanism, it's the physicist in the Bunny but there is a reason physicists are rare.</p><div style="text-align: left;">Properly speaking this is more a question for Tamino but Eli was trolling the web when up popped the answer <a href="https://www.nature.com/articles/srep21691#Bib1" target="_blank"><span style="background-color: white; color: #222222; font-family: inherit; font-size: 16px;">Stips, A., Macias, D., Coughlan, C. </span><i style="background-color: white; box-sizing: inherit; color: #222222;"><li class="c-article-author-list__item c-article-author-list__item--hide-small-screen" style="box-sizing: inherit; display: inline; font-style: normal; padding-right: 0px;"><span style="font-family: inherit;"><span style="color: #006699;"><span style="box-sizing: inherit; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; word-break: break-word;">Elisa Garcia-Gorriz</span></span> & </span></li><li class="c-article-author-list__item" style="box-sizing: inherit; display: inline; font-style: normal; padding-right: 0px;"><span style="background-color: transparent; box-sizing: inherit; color: #006699; font-family: inherit; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;">X. San Liang</span><span face="-apple-system, BlinkMacSystemFont, Segoe UI, Roboto, Oxygen-Sans, Ubuntu, Cantarell, Helvetica Neue, sans-serif" style="background-color: transparent; box-sizing: inherit; color: #006699; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;"> </span></li><span style="font-family: inherit;">.</span></i><span style="background-color: white; color: #222222; font-family: inherit; font-size: 16px;"> On the causal structure between CO</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; font-family: inherit; font-size: 12px; line-height: 0; position: relative; vertical-align: baseline;">2</span><span style="background-color: white; color: #222222; font-family: inherit; font-size: 16px;"> and global temperature. </span><i style="background-color: white; box-sizing: inherit; color: #222222; font-family: inherit; font-size: 16px;">Sci Rep</i><span style="background-color: white; color: #222222; font-family: inherit; font-size: 16px;"> </span><span style="background-color: white; box-sizing: inherit; color: #222222; font-family: inherit; font-size: 16px; font-weight: bolder;">6</span></a><span style="background-color: white; color: #222222; font-family: inherit; font-size: 16px;"><a href="https://www.nature.com/articles/srep21691#Bib1" target="_blank">, 21691 (2016)</a> [OPEN]. The abstract says it all</span></div><div style="text-align: left;"><span style="font-family: inherit;"><span style="background-color: white; color: #222222;"></span><blockquote><span style="background-color: white; color: #222222;">We use a newly developed technique that is based on the information flow concept to investigate the causal structure between the global radiative forcing and the annual global mean surface temperature anomalies (GMTA) since 1850. Our study unambiguously shows one-way causality between the total Greenhouse Gases and GMTA. Specifically, it is confirmed that the former, especially CO</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; line-height: 0; position: relative; vertical-align: baseline;">2</span><span style="background-color: white; color: #222222;">, are the main causal drivers of the recent warming. A significant but smaller information flow comes from aerosol direct and indirect forcing and on short time periods, volcanic forcings. In contrast the causality contribution from natural forcings (solar irradiance and volcanic forcing) to the long term trend is not significant. The spatial explicit analysis reveals that the anthropogenic forcing fingerprint is significantly regionally varying in both hemispheres. On paleoclimate time scales, however, the cause-effect direction is reversed: temperature changes cause subsequent CO</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; line-height: 0; position: relative; vertical-align: baseline;">2</span><span style="background-color: white; color: #222222;">/CH</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; line-height: 0; position: relative; vertical-align: baseline;">4</span><span style="background-color: white; color: #222222;"> changes.</span></blockquote><span style="background-color: white; color: #222222; font-size: 18px;"></span></span></div><p style="text-align: left;"><span style="color: #222222;"><span style="background-color: white;">This is not unexpected, indeed a figure that your friendly correspondent has used frequently to describe cause and effect, drives home this conclusion on physical grounds (<a href="https://www.interacademies.org/sites/default/files/publication/climatechange2010_1.pdf" target="_blank">Figure 1.1 Feedbacks in the climate system by Kurt Lambeck</a>)</span></span></p><p style="text-align: left;"><span style="color: #222222;"><span style="background-color: white;"></span></span></p><div class="separator" style="clear: both; text-align: center;"><span style="color: #222222;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjaiOJaXUAk4rdtssylSx1jZHnIcWdv8MSVWJkNuP95aeSryGin2Tod9hE6ELHxu6kDN8jKKjGf2LyPDelI567tqCuSzFOwaz5IsQwqj00-M3jKXk4BsT4HdRfEPzpdkhLAWZTePHqshM5UHhX1rl9hIrAdbbOsRxxnDVmz5SWYzmk8otRs4fCP" style="margin-left: 1em; margin-right: 1em;"><br /></a><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjaiOJaXUAk4rdtssylSx1jZHnIcWdv8MSVWJkNuP95aeSryGin2Tod9hE6ELHxu6kDN8jKKjGf2LyPDelI567tqCuSzFOwaz5IsQwqj00-M3jKXk4BsT4HdRfEPzpdkhLAWZTePHqshM5UHhX1rl9hIrAdbbOsRxxnDVmz5SWYzmk8otRs4fCP" style="margin-left: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgvNvK9XV5V6GtznpxQpuLOHeCO2m9u7wq5_4qTzMPv7HHcRaNSxXTvak1o5_Mpg0QRQ1pH6CAMb_Z26Xi7QF6WCVcDzIQ5ye9Q4-gI-lfCF4DjaKAvzCu1q6S6y74ddWY6s5QJSOnLJiRYMUTrpbIM_3KDRQkqJ10Yq9tmhdyUN7NcEUewUx6h" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="547" data-original-width="395" height="426" src="https://blogger.googleusercontent.com/img/a/AVvXsEgvNvK9XV5V6GtznpxQpuLOHeCO2m9u7wq5_4qTzMPv7HHcRaNSxXTvak1o5_Mpg0QRQ1pH6CAMb_Z26Xi7QF6WCVcDzIQ5ye9Q4-gI-lfCF4DjaKAvzCu1q6S6y74ddWY6s5QJSOnLJiRYMUTrpbIM_3KDRQkqJ10Yq9tmhdyUN7NcEUewUx6h=w307-h426" width="307" /></a></div><br /></span></div><span style="color: #222222;"><br />The information flow method was developed by <a href="https://journals.aps.org/pre/abstract/10.1103/PhysRevE.90.052150" target="_blank">X. San Liang in 2014</a> [SADLY NOT OPEN] for exactly this kind of situation (there is another method for separating cause and effect called Grainger causality)</span><p></p><p style="text-align: left;"><span style="background-color: white; color: #222222; font-family: inherit;"></span></p><blockquote>Given two time series, can one faithfully tell, in a rigorous and quantitative way, the cause and effect between them? Based on a recently rigorized physical notion, namely, information flow, we solve an inverse problem and give this important and challenging question, which is of interest in a wide variety of disciplines, a positive answer. Here causality is measured by the time rate of information flowing from one series to the other. The resulting formula is tight in form, involving only commonly used statistics, namely, sample covariances; an immediate corollary is that causation implies correlation, but correlation does not imply causation.</blockquote><p></p><p style="text-align: left;"><span style="color: #222222;"><span style="background-color: white;"><a href="https://www.mdpi.com/1099-4300/15/1/327" target="_blank">More in this paper by Liang</a> [OPEN] for those wanting to dive in but let's look at what Stips, et al, find for information flow to global temperature anomaly between 1900 and 2008.</span></span></p><p></p><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="background: white; border-collapse: collapse; border: none; text-align: left; width: 575px;">
<thead>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td rowspan="2" style="background: rgb(238, 238, 238); border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: 1.5pt solid rgb(213, 213, 213); mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; mso-border-top-alt: solid #D5D5D5 1.5pt; padding: 4.5pt; width: 93.75pt;" valign="top" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Radiative Forcing<o:p></o:p></span></span></b></p>
</td>
<td colspan="3" style="background: rgb(238, 238, 238); border-bottom: none; border-left: none; border-right: 1pt solid rgb(213, 213, 213); border-top: 1.5pt solid rgb(213, 213, 213); mso-border-right-alt: solid #D5D5D5 .75pt; mso-border-top-alt: solid #D5D5D5 1.5pt; padding: 4.5pt; width: 337.5pt;" valign="top" width="450">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Correlation and
Causality–HADCRUT4<o:p></o:p></span></span></b></p>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: rgb(238, 238, 238); border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" valign="top" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="font-family: inherit;"><b><i><span style="color: #222222; font-size: 12pt;">Correlation</span></i></b><b><span style="color: #222222; font-size: 12pt;"><o:p></o:p></span></b></span></p>
</td>
<td style="background: rgb(238, 238, 238); border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" valign="top" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="font-family: inherit;"><b><i><span style="color: #222222; font-size: 12pt;">Forcing</span></i></b><b><span style="color: #222222; font-size: 12pt;">→<i>GMTA
</i>[nat/year]<o:p></o:p></span></b></span></p>
</td>
<td style="background: rgb(238, 238, 238); border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" valign="top" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="font-family: inherit;"><b><i><span style="color: #222222; font-size: 12pt;">GMTA</span></i></b><b><span style="color: #222222; font-size: 12pt;">→<i>Forcing
</i>[nat/year]<o:p></o:p></span></b></span></p>
</td>
</tr>
</thead>
<tbody><tr style="mso-yfti-irow: 2;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Total forcing<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.804 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.244 ± 0.091<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.036 ± 0.080<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Anthropogenic<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.863 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.355 ± 0.112<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.008 ± 0.005<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">All GHG<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.852 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.318 ± 0.108<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.005 ± 0.003<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222;"><span style="font-family: inherit;"><span style="font-size: 12pt;">CO</span><span style="font-size: x-small;">2</span><span style="font-size: 12pt;"><o:p></o:p></span></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.852 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.316 ± 0.108<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.003 ± 0.003<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Aerosol<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.810 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.232 ± 0.095<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.002 ± 0.006<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 7;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Cloud<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.796 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.208 ± 0.092<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.001 ± 0.004<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Solar<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.616 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.082 ± 0.059<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.035 ± 0.051<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">Volcanic<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.089 ± 0.267<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.003 ± 0.006<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.004 ± 0.009<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-bottom: none; border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">AMO (1900–2008)<o:p></o:p></span></span></p>
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<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.477 ± 0<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.018 ± 0.043<o:p></o:p></span></span></p>
</td>
<td style="border-right: solid #D5D5D5 1.0pt; border: none; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.021 ± 0.014<o:p></o:p></span></span></p>
</td>
</tr>
<tr style="mso-yfti-irow: 11; mso-yfti-lastrow: yes;">
<td style="border-bottom: 1.5pt solid rgb(213, 213, 213); border-left: 1.5pt solid rgb(213, 213, 213); border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-bottom-alt: solid #D5D5D5 1.5pt; mso-border-left-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 93.75pt;" width="125">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">PDO (1900–2008)<o:p></o:p></span></span></p>
</td>
<td style="border-bottom: 1.5pt solid rgb(213, 213, 213); border-left: none; border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-bottom-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 81pt;" width="108">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">0.123 ± 0.204<o:p></o:p></span></span></p>
</td>
<td style="border-bottom: 1.5pt solid rgb(213, 213, 213); border-left: none; border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-bottom-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 117pt;" width="156">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.002 ± 0.013<o:p></o:p></span></span></p>
</td>
<td style="border-bottom: 1.5pt solid rgb(213, 213, 213); border-left: none; border-right: 1pt solid rgb(213, 213, 213); border-top: none; mso-border-bottom-alt: solid #D5D5D5 1.5pt; mso-border-right-alt: solid #D5D5D5 .75pt; padding: 4.5pt; width: 139.5pt;" width="186">
<p class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #222222; font-size: 12pt;"><span style="font-family: inherit;">−0.011 ± 0.025<o:p></o:p></span></span></p>
</td>
</tr>
</tbody></table><br /><span style="background-color: white; color: #222222; font-family: inherit; font-size: 16px;"></span><p></p><div style="text-align: left;">Larger numbers in the middle column show causation larger numbers in the rightmost column label effects of GMTA. At least for the 1900 - 2008 period the increase in atmospheric CO<span style="font-size: x-small;">2 </span>is the largest cause of the GMTA, although aerosols and clouds also are important. The solar is low as are the AMO and PDO, although they both correlate well with GMTA. As the paper puts it</div><div style="text-align: left;"><span style="font-family: inherit;"><span style="background-color: white; color: #222222;"></span><blockquote><span style="background-color: white; color: #222222;">This is a good real world example that illustrates the basic fact: correlation does not mean causation. It further questions the assumed fundamental role of the AMO for the global climate as speculated in</span><span style="background-color: white; box-sizing: inherit; color: #222222; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><a aria-label="Reference 38" data-test="citation-ref" data-track-action="reference anchor" data-track-label="link" data-track="click" href="https://www.nature.com/articles/srep21691#ref-CR38" id="ref-link-section-d7396625e1260" style="background-color: transparent; box-sizing: inherit; color: #006699; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;" title="Kerr, R. A. A North Atlantic climate pacemaker for the centuries. Science 288, 1984–1986 (2000).">38</a></span><span style="background-color: white; color: #222222;">.</span></blockquote><p> That should make Mike Mann very happy if he has not seen it. </p><p>Also interesting is the cumulative causality </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEipbM-A0PJDC1rrrqThxgG2R7-ScWAEsSrD2U-EAGHrU0iuODPrhlNW5eTDAqKue7lN3yIjpJ8DEHB67hwsSQmweBZ0d5g8LTO_sARM-5-B7kEpH72zGqrcjlpwAm5VcUE8mZh6mCSoA2vnep6SiF0WM3mq1NYM9eyaCrNnyd6jLhkCfKTkTZX0" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="874" data-original-width="1349" height="284" src="https://blogger.googleusercontent.com/img/a/AVvXsEipbM-A0PJDC1rrrqThxgG2R7-ScWAEsSrD2U-EAGHrU0iuODPrhlNW5eTDAqKue7lN3yIjpJ8DEHB67hwsSQmweBZ0d5g8LTO_sARM-5-B7kEpH72zGqrcjlpwAm5VcUE8mZh6mCSoA2vnep6SiF0WM3mq1NYM9eyaCrNnyd6jLhkCfKTkTZX0=w439-h284" width="439" /></a></div>Which implies that GHG warming really only became dominant around 1960 e.g. after 1960, CO<span style="font-size: x-small;">2</span> concentration was even more dominent. If information flow is applied to shorter time periods, then other forcings can be temporarily causitive, such as the period a few years after a large volcanic eruption.<p></p><p>But what about paleoclimate?</p><div style="text-align: left;"><span style="font-family: inherit;"><span style="background-color: white; color: #222222;"></span><blockquote><span style="background-color: white; color: #222222;">By calculating the IF in nat per unit time from the 1000 year interpolated PAT time series to CO</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; line-height: 0; position: relative; vertical-align: baseline;">2</span><span style="background-color: white; color: #222222;"> concentration we get 0.123 ± 0.060 nat/ut and −0.054 ± 0.040 nat/ut in the reverse direction. Therefore we have on these long time scales a significant IF only from the temperature data to the CO</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; line-height: 0; position: relative; vertical-align: baseline;">2</span><span style="background-color: white; color: #222222;">, but not in the other direction, exactly opposite to that seen in the data from the last 156 years. This result proves robust against using different ice age/gas age chronologies (</span><a data-track-action="supplementary material anchor" data-track-label="link" data-track="click" href="https://www.nature.com/articles/srep21691#MOESM1" style="background-color: white; box-sizing: inherit; color: #006699; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;">SI, Tables SI-5</a><span style="background-color: white; color: #222222;"> and </span><a data-track-action="supplementary material anchor" data-track-label="link" data-track="click" href="https://www.nature.com/articles/srep21691#MOESM1" style="background-color: white; box-sizing: inherit; color: #006699; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;">SI-6</a><span style="background-color: white; color: #222222;"> comparing EDC3 and AICC2012 chronology) and against using the recent corrected CO</span><span style="background-color: white; bottom: -0.25em; box-sizing: inherit; color: #222222; line-height: 0; position: relative; vertical-align: baseline;">2</span><span style="background-color: white; color: #222222;"> data from Bereiter</span><span style="background-color: white; box-sizing: inherit; color: #222222; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline;"><a aria-label="Reference 45" data-test="citation-ref" data-track-action="reference anchor" data-track-label="link" data-track="click" href="https://www.nature.com/articles/srep21691#ref-CR45" id="ref-link-section-d7396625e1362" style="background-color: transparent; box-sizing: inherit; color: #006699; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;" title="Bereiter et al. Revision of the EPICA Dome C CO2 record from 800 to 600kyr before present. Geophys. Res. Lett. 42, 542–549, 10.1002/2014GL061957 (2015).">45</a></span><span style="background-color: white; color: #222222;"> (</span><a data-track-action="supplementary material anchor" data-track-label="link" data-track="click" href="https://www.nature.com/articles/srep21691#MOESM1" style="background-color: white; box-sizing: inherit; color: #006699; overflow-wrap: break-word; text-decoration-skip-ink: auto; text-decoration-thickness: 0.0625rem; text-underline-offset: 0.08em; vertical-align: baseline; word-break: break-word;">SI, Table SI-7</a><span style="background-color: white; color: #222222;">).</span></blockquote><span style="background-color: white; color: #222222;"></span></span></div><p>which is just what Figure 1.1 shows. And what about the future, where will increasing GHG concentrations bite the hardest. Stips, Macias and Coughlan have an idea based on information flow</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi5KbeG1qviDNYnF8dk4_Vf_v6Gqj3o2xcMO30SwJ4_KmplBR9WpwWEHyfghnkF35PHAUJ4cF21Pwh6TSNuUQY8JmEguz-sZR1EciLX6pjQPSdbn0aMFWu6Vr0B8OLo8_SEZSZCjd0Y4pJ0fkJn899fkjrO4hbRMyjTcP2QTPxy1aYUmDhcDvVc" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="824" data-original-width="1365" height="281" src="https://blogger.googleusercontent.com/img/a/AVvXsEi5KbeG1qviDNYnF8dk4_Vf_v6Gqj3o2xcMO30SwJ4_KmplBR9WpwWEHyfghnkF35PHAUJ4cF21Pwh6TSNuUQY8JmEguz-sZR1EciLX6pjQPSdbn0aMFWu6Vr0B8OLo8_SEZSZCjd0Y4pJ0fkJn899fkjrO4hbRMyjTcP2QTPxy1aYUmDhcDvVc=w466-h281" width="466" /></a></div>So the next time you hear correlation doesn't prove causality, point them thisaway or to the Nature Scientific Report article.<br /><br /><p></p><p><br /><br /></p><span style="background-color: white; color: #222222;"></span></span></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com6tag:blogger.com,1999:blog-16612221.post-3499887044764959352023-05-07T16:39:00.002-04:002023-05-07T16:39:34.186-04:00Gasoline consumption, California and USA<p><a href="https://www.eia.gov/dnav/pet/hist/LeafHandler.ashx?n=pet&s=c100050061&f=m">California</a>:</p><p></p><p><img alt="" height="379" src="data:image/png;base64,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" width="654" /> </p><p> </p><p>I think the moderate drop after 2020, which appears to be continuing when comparing 2022 (so far) to 2021, masks a much larger and continuing drop in the SF Bay Area, a possibly slightly increased drop in the LA area, and significant increases in gas consumption in Central Valley. About <a href="https://www.gov.ca.gov/2023/01/20/california-zev-sales-near-19-of-all-new-car-sales-in-2022/">19% of new California vehicles in 2022 were zero emission</a>, almost all of them BEVs. People owning multiple vehicles will preferentially drive BEVs over ICE vehicles because operational costs are lower. The overall vehicle fleet is nowhere near 19% BEV, but in terms of Vehicle Miles Traveled, BEVs will be over-represented.</p><p>More gist for my speculation that gas stations <a href="http://rabett.blogspot.com/2013/08/the-ev-v-gas-infrastructure-argument.html">will become increasingly hard to find and make ICE vehicles increasingly inconvenient, something that would create a virtuous cycle</a>. We'll see if this dynamic comes into play faster than the effect of California's banning new ICE vehicles in 2035 - I hope so, and in the US it's most likely to occur in the SF Bay Area. </p><p><br /></p><p><a href="https://www.eia.gov/dnav/pet/hist/LeafHandler.ashx?n=pet&s=c100000001&f=m">USA</a>:</p><p><img alt="" height="287" src="data:image/png;base64,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" width="640" /> </p><p> </p><p>Not much of a recent trend, yet, although the slow rise up until 2005 has clearly stopped. Zero emission vehicles <a href="https://www.kbb.com/car-news/new-car-sales-fell-in-2022-but-new-electric-car-sales-rose-dramatically/">were 6% of all sales in 2022</a> and rising rapidly. I expect we'll see a decrease in a year or two, although that will mas bigger decreases in California and a few other state markets combined with some increases elsewhere. More than a few years out and there should be some big changes.</p><p>In a decade (sooner in some places), the effect of gas price shocks on the rest of the economy will be smaller than at any time since the 1950s. It can't come soon enough.<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com22tag:blogger.com,1999:blog-16612221.post-73029123039214040252023-04-21T02:14:00.003-04:002023-04-21T02:19:08.865-04:00Sea level rise came first for the Vikings, now it's coming for you<p><a href="https://www.pnas.org/doi/10.1073/pnas.2209615120#fig04"> From PNAS</a>:</p><p><i>[Viking occupation of Greenland] coincided with a transition from the Medieval Warm Period to the Little Ice Age and Southern Greenland Ice Sheet advance. We demonstrate using geophysical modeling that this advance would have (counterintuitively) driven local sea-level rise of ~3 m (when combined with a long-term regional trend) and inundation of 204 km2. This largely overlooked process led to the abandonment of some sites and pervasive flooding. Progressive sea-level rise impacted the entire settlement and may have acted in tandem with social and environmental factors to drive Viking abandonment of Greenland.</i></p><p></p><p>My fairly obvious contribution to the discussion is that 204 square km isn't that big of a loss relative to the total non-glaciated land nearby and the relatively small number of 2000 people and their livestock on all that land. </p><p><img alt="" height="305" 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3pPv53guS2u6+0T31fPF+ORcaXzCz/GGf22wite6Q+0Z30cch9twoVxXLU7+Fbjg3HZSj+d0e/Kc9NetAftQj/me155Dz6ch/7b1FTGYUezP2+zxifPz3jkFbwq/CfK+eif7WqfsbHAYW5O463JdF4r44vn1zgv4zvaJfoN49B0fKPOO6fzc33w6u7usGuuvcZuue0mnxAPP/xwu/76611hg/T6bW97m73vfe/z7/r7e+0Fz32WOxXBsEl9m/HeoNqIlEKkDqK3ne6JfkDNxPrnv3i8jvC+1KB7oR9VBXQ4D3PFHPev9lU3N0qOzetz5gzk4rQT5+fzOB5nJ+27++N5FkER86iOr5czi/udoV2Fs87s77lP/mhv5nu/4IK/mAfq53mkZ+YngdGsnA8N1qi+AHb88Wwz+rxhAabV8d7PhOlmTeLfau5iIreub//UOkcmbIb6Gn6X5U+3N+9v+ZyTlwvwkHN8ovZaeLz/LD5v1NrG/Xmty/IfamEbmRyzY47Z39YdttrHrm49xpz6FP/N76s/5qoWjbHGXWEk7KrPuUU1u/eXhgX9ZSFGYME49X6kf/TWseOijPOqfzUJRMY2dekYZ9Fmu+kvGgNzrHNqt+qPNphX/5pW/6IfLaz5yZjcuT/yu+hHzHdgsXO/qPpLXKG6L+8vC7CoY6fUB/pROc/OGLEG7txfPJ9Wc1KMQY1rlxELU90KY3Dhs/lY0xesCfFs8+p3mmfLmGJOWXj8rNp6ljl5ARZgxPwxK+wYmwsxYvzF580as2oPf+Z4rfeXCiPvZLGG7gKLPfs8zlGNKToA8/PC+SiemXVwx/loRv3X1N8XYnT+V/7dI8n8vf/977e3vOUtTpbHJ8ZtzQFrbPv27f5dE4uNtdvcrHKa6TM+pmKcqRfoX8KV/65qxta6RTW4om/Gx/o1A0GN3cBPF4wl3i8cWxy/sAzt7t4znv335cByGX1W+kW5r7jmwpstv4un2OmqVQ95pKsvHAO7Ometh5X/qJ+ntOYv+ZQ73/sjn38hlvG8u/rtI+FQnbdqk121xK6x0qxuDXOatx7xL0ZKQzR4mbv25N7iXubmZ62rvcMGBvpsaGjEhkbHFsxFO3fCR+pBj9TOu75p+jZzx479Jvpz/O2qT+2u7+z8/a7vacdazNWsykxTv3ysgb/YytWM6Gv0gu8X9pr4XP/TQWUkxyv/5+K+UFRjOPpR1Ztq19Rx4CPZcuDEa7lmnOqRxhafR38oPaGGJv3Df6fXJs1187qPJo1x+AV3UD8j72f1udYGf5YGt8+xObDp/FXrJL+IpQYuMWvbh5RyMiubYjrmwObmZnvggQdsxYoVFTw8T1TDriLLuyLL/3L2Z2z16oN0IZEeTfBdMuq3D07b8mWttnX7jPV2N9uYSFl/d4ttG562gZ5mGxyZld5bxsYwRmmjjep9X3+Lbd02Zf36fnhkRiSkxYaG9Xl3kw2NcFyDcmNmbWBJiw0P8dps2zbr/ANN/r6rt8lG9Qp5GdF1urmuftep93zep+O2btPxOm5Y1+X6vPaKjHKd/n4dp+v26rqDOr5/QPe5ddp6dF9Dep7e3mYdF98PDU3penrlfvX9oL7v62+17Tp/Xx/H6XecX+fp0e+G9bse3c8I512q+9Z5u/WcY/q8Q9+PD83oPpsdB64zqs95P7x91pYsBZdJnadFzwUuOg/n47z6Hc/LK78b1OsS4bNt23TBW/fDcXqujmXdcR9ir3HfrbrvKVuqdtqs++nTebZs4fpqP+6T8+n4fr3fpuP6e/W7oTlbuqTJNm/RdftEbmg/7lP49QhHXv33uu9e4Tmm14dWdlvTpknbt1te6S9daz/7wqXWOy3Dp2XGxqaa7KA1ffbEU4+yx5y4Ws/ca/1LdF/g7u00Y108L8+p+xmRc4L7H6E9+lp0HfWnpa3+vD3gJ9w5flT3wfFDjovOM8hzq722T6kftApXOTkcf/pNo7dLrf+Al84/oOO28Tv6k67bpXYfU/tw/mFdp8/7gXDubxZeM7Z0IO6nU/18nP6r1+GRuC/ah/bi+K6uOI522q777hZuI/RT9fNx4dzTOqv2pR/r82GRcX0ODlwH/DvFCcZG5/Uqsq3XDsaF2qFTTgD6S5fud0jvl6h9OL69E+eGvte4HBGZ7JHzhHHUqXE3rOvyfIN6zmXq79sG9Xudl/7e2aV+qd91yPkyqtcevQ7xqt8P6fmWqD9upz/KAHSy2mF+HON/RE4eXnGW8bstg3M2oPvhe5xJ4yJjnXqdEFntlGE5qPP16DlxCvX2xbjh+cd0Ho7HqdApojGq6/SIpON86dV5t+p+l2o84Xzq6mB+4HlxSvBe+Om4bp1/eFTjR7gPjsyrnTTOcSLpvieER4e+Hx3XeJMTqXI2bR+esn32WWYfPv2TdvoZH/cJ8YgjjrDrrruuJsP+67/+azcc+TvqqMPtK/96tsj4pLdxW1uzOx/mYLMYxWIzI8K4WcyuXfcZn2sqFkGnzVpkY3IfC48f1nlwELTrvudlnPPXKKsOY3lGzp4e4QQ5djO0fI4TiH6CMY/xj40BoYQkMC/NLTgehyCEzD+H2fhao6VFp8QJyOfVX2XyMm4YR5x3Xoojjuf625lP9DkrzLxO4IaxFiufDzU/xpoY12jSM9HfMNLBqFq8OeeI1otmEYQOtR235M+sazC/tuh2OuTgi40YwqkxqPYfaJy109fsZx8943tm9262E668yRr1bDPzIpRNVaVeiIMWT5Hi2fkWfR41OIJQaH2bx8HSpM+nfKGN68r5q88a5pv1OiYHXjioDIeEHBjb9GwnP2WNve4tz9J9tfr5wHyIuUtjCWI3x2cYbQ1zmnO1BlXYLbj2dn3O3N3YFFYG+NFfmLu4jveX8syQh1FdF4ddq8bhPP1I52qSY3RY2DW1aD4Ao9LvmrTwD9HvhF1nZ4tN60QYCWBa9QvaLfpR9C/6xYzGaa+eYWH/gnTT9+r9iObGgTxvUxo/rJNcFwzmhGmjsGYe6VY/anYTRd8t6C8Dmj8Eu6sy6C8Nwmi7nqFb83tzIVU8W4OMHzDt1n02NsrwU7u6Aa1n8zElY6eDsaYOw/8acRKrnzbKmYBjeuFYww7gGXEoVxhxftZT+mUPDkYHG2MrnPLjmiNYK2eLUV99zpzT62OnWJ/UNpBzeJI5VmufDynGlPDA6YuDupexqS8qEw78htSejGXOG9NCYMgawVjD4VF3ljX656w9OFKqz2lP1pJ+fQ6m0RcxHDWm1I8ahVWH1gHvdvyjY0a0NuC8cyzKYGNMDetzvmfedkx17ue84KV29933ex953/veb29961ucPPPPmjV1snzYUc+wpz/tVFva0yEcZzyIMC2HKe07Nj7hTjuu6c4peLAuRd/E4QL+tf6jz1v1+fZROfM15oZHNV51cKseaFLOSh/H+t8UzlCNG95zXtm17hgKZ7lw13ucadM6P2OH51H30PcN+l6OJIIYug8cio16X40zzkcfw1nSqDE1Pxf9s0F9z8m8D9XyXvNPg+aJ2fKe43Y06jkeHHUun1p2JE2VUV7NtRXhqfxLcTQXdOBiLvXPFhKBhcS6cisESaj+dkftd6by9bOXPumuUfruQkJTd4bUKVYcVT/fjs+7wBViPeojc11yrizYZYJ5Y94x1XUacbTq96oTMqm2Yz6qhlt1Pb+DMvcupEdNjbJPBgft2U872d75tj+ysz9zgX3y3K/JrusPZ055jvi9L10V0gXd+jiqjq1QD8IW4zvWkPht9AvGa3xeB7+sr96t9C/1BUaF/uXrTag24h6qvrWwD8V3Vb/irPHf1b+rczC3sZ560T0CAOpw3l/0L0gk/c/PRSdmDdd/V/TT5x3/XCjqtTqW25znXIwfjSuCFY3CluAZ44vx2ajJiOAd46oah7x6EEi2DcEknG/UBWzW+RUjFEnV5xpX8IoG/X7O7YYmW7W804aZK2UPskZFkEn2ruajYexK7F4Frwhy8D1rZ8OMri87eG6mWdHeLvEozZG9sg80l1X2JPPfhNbwLh03PGj6XOeDF2odmplp0H3Ibp/gVXalbLJOHT+j897/4Eb70rdutJGtt9tlF3/VmxRiff/99//yZPmcM08XWT5QjTEtUqyHkRE6ihEuY3yIhUYPAxnrwsiGXEAyNAl2yxiHfDhJEAiQmy1bRWa0QIwU43lYxm0vJECkALIMGeyUIcWEPiAjecsGgbIUI1sg6LgxHd+h13EZ3ZwXstwucjGqz/u0gG3ZNGMDWtRHMOr1OcZ1F2Qd8gEp8MaAbAdZ3rRhygaWxfN08zn3qfse0f13cf+8OtmX0QmZ2VrIq67PeThfD8eLXHWINGE8cN5RkQfI5iDH637GIc0iLUQwu9XITrKFEzhg/G7VcZB6JyPqLKOc368bz8398zqk3y2VE2ELTgQtwETaukTaJjaP2rJt99v4tjE3psZl3GCcQw5wKkDmiJATFcNQHVen8sg9ygC9h9Rw/Jh+x/PTXnj6p0vkCCMKZQDnrSK9RB6bhift5OMO0+hssTd/9RK7/Ys/1nPKqLJWa5KXZri7237vFY+3gwa6fLHZum3cOy/3w30SYWZQcn6u7/ej64A/940hw6tH+EUqpia1uNbuW+2jQRf3E+Rtyxbl3es8RFZdgaDf8z2DyCPsHjnTwu64QWK5XkTUK2VDh6IMY8KJqEI8N+ST9ikR7hIBRxFB5JOIG8fx+9GxIMvgxP1gEFf9qBPnTke/tRx6QDwf/XnMvF0ZB3199AuMYfN+giHIK/14SP2pR99Pa7A7eeZ4nADql0TEeb4ORfZ9svB+HP2I1x69urOjHA/ORK4h42MyCBlvkOYuJisMQcg7zgD6AxFpJi29dug6FbmG3FbjpBfnha7TIQMfPFo02Y7LqOzU7yC/nSIDo/RDPY8cvzag+xhS/yKiPj3VqHaadxLd3Kb71/10+33E/YwKJ5xX4OWKFW8n3bfaralpxslyj0gCJJJ2hpTTTmP6PWTNI+Gypujf7bpe3A/G87St2nvAPvuvn7OzP3uuT5AVWd5VZPmwww6xz5z5z06Wh3VtVBDcR2WEsmjhwMGwpz1qn7txGtF8J9fFaOV4+h6GZLvm0xrJhfwKQ9oHJ9VssRw4HjKDcc/4wbnpJFrHV5/z3HH+8rmO5bv4PMyBatEOp6AWoWpx9VfdqzsBq8/rlcGZl/v0eZDlMKhY9XE60j5h4IXBwKKL8wfFQYWRGwk8szCif4CRk2jWbn1Of2vW7xhrdcMeUi+yLNx+PDRm7/jYZXb0lTfb5PLeQor3nCzPyQienWt2soyhEGYOdxxz49GH9duSZ51gjZu22trudtt7v2V2372DdtyJ+8hZ06P+NFmqAs9rIVbfVx/G2PBHcMiFhT53TN1IqTzXPAMOORHBEm7jO29/+jzOEo2TyngHOxxjYMR8hfHi3IfPdR7UDAsxkq0Z/UivHZo3K+zAGgcKCgraZ4d+JJWKurH3C4gdf9wPxzLO6/0oiCBKhyk5w7vV7zh/tL3bXHKm4UxVVLMiy7SzfsN8jfPcea9HFsJpUccizMwKi6HiBMSBUZGJwAJHQDhdqmvzbIx/vgcjDD2/JWHAOs2zuDOmfE6/Yv7AwOxmDShjIcZUYET71HcEqWOBg7kaU1yXdQX1WrcctIwpsKBvgxGBBAw7N2b1uV9G33l/6WFMhsEcUY2wdRhrTrCq6Ev5nACE96OAyR0zOJSYc5s0DJkvUK3R/qwhYNSm+XMG4qpjm+XMw1YCT5yRC8ky2EGWcWb657qBl/7+H8s4fMivhZrmrW996y4jyweuO8Xe9PqX27HrV0lVNOPYE9eifemzKAh5nRVhIOKDkdqh+d+VYmX+ln/I+xnr+ojWyx6CL3JeOqmekpOofd7bsaVV6wJOHYIvzD8acwQ/aNsxnKlqg0E5X9zJLKeaO421frDOEQjHmb9t86TbFwQj+H11HM5yjHHWF5zF49iHcvaPjeo5ZPzDtcBzXOfz77UOo53wm8EAACAASURBVEqAzDGXs97g5Arli4xutR/9TKp1m56fcdIAScd5Oj0twghO+mdGv8eGQZk0zkkYX8IMpxsOj1l9hFMNFaePjyKxUADV8XRCU5wxHsUXzrx3oqI1wUlU6TR+r642073IITAnouOOLv8cNZpIQVGj4cigDzMv4zTk2Vmb+Z3bRtXnemXuQA2GqhAH+oT6X6uwn0L9KEz5PtR+Zt8Z6LT+S2+17vkpm5ptEpGSow5Hic47JeLDGj6luf/yEw6xp41O2Lp2famTtur63Iev4dhiOOYJCID5uH6v+6CvzM2P2yFr19rLX36qfeubP7Ef/OhqXaNN963r6PocN6nj2zq0do6rbXV/ro6UrRSfx3UqlaOrCtU3eV4UIShaXI2m+21sbA5VonDq7Wn1voZDhtGOLUtfGOhvC1tR6kkUJthEKDywOenzzThMmQs15pxoFhxptkpN4cTVHUK4oHACFaeTftMshdWcxniHbMxKddvC5K/ftLa3+fncNtDE26x7ph8zv8ziWFdnmpvVPIECzxV5jM9wPs1MM5eG3YndyLXbUAKzTsje5JW5B/sKOwrnFOQcZ1TYdWFXTahv4wCeYL3wYJLmRB/n2Mk4JxUcFHkmCIK9StDOgy6yO4P0MheHXcu8wXk9GKb1gXENySX4GvauxjlBTDk0sW+D70RwKIJozAvcR/yuB36p9/DPQTkw+xUUhFc9tHGzXXTxzTa6/Q77wSVf83EHWSay/EvLsM/86Edt1aoD1XEVWSbCo8mDh/GIsYxeIpsYNRjZIyIvTH4Yw04inXQSuYvIHh3RySERCR7KwcQ4xtOpRU2/h4wDLmScyBiL9xAeaf1+4XWryFsfYHKcJkc/jkisrkukCY9lGPWQfM4XZJDj+wUyYFfkoE+NO6jj+d2I/47XIM9EECPyFxHtGuleQK7DOQCJZ3EWGS+NQiQwnAYiz0QIiaB5ZDHIOfe/XZ3Hn5OIfI2042kJsoNh1avzb9f9D/hzBtnDw9Kxot8avnmJdZ71MZs/5hhrmZv2zkynDXIRE0BN7uoyXCZyFic+r8uhkTkjj3fZdhlM/n05Dmka0QwWZSaSeR03rAnxyu/fak1Dm3TOHg1wJn9N7RqVRxyxr61e1qnBMWEdnFeDk0WHCaRZ9+cyXSYMDd5KNh9y+SBFGCfVRO7yYWTbLt8OWbyTIeTYTPQ8J/fpct6QsyOdrGTB/J7JA2NjhsmC+0DmrgWI+cVl+bzXJAB+LPr+WuT2nn6gwc79VLJqFj//vY7rkQ59cHjCJ9AGOQ+6ReKGhsf9vBjrTQoXzt7/oM1+8sM2NNGk/hiThZNZ9ZsB+gH9w50ZMVmMaUJngWChCPKr8dMt8uyR53DWuPOjfM8kwXufpNRf6E/9OG38vFq4feKW8aJxXE2OkEzOQ4QbBYaPBxmpGBljGCfqZ/SfnY/nd1wPJxIRYgxanCw4UWqyb08fQH6N8yci3IwLFAJIGX3CL+kHHmHW+y59ToTcJ0Xk8SzIMkJ84RT+3g4ywvZZvVweTBjLuG2Q7B8SOYpcn3b2/qTflbQRDAdPn8D5QSR6ZMpW7r3EPnXOufaxT5ztE+SjkeXDD19v/3L2RxUBF1kGGxlBNbIMcdBiFGSZRaYY6hAHrWPjMpbpQ0h0K6O1RSsYbUPfR7oZZDkIJakELMg9RLVKxJk+xgKBYc+8Rb/2RVfnJ3pM2oaTnBLpxFqnrWvkh8+1Ts/p/NhhtBuLSkSacUVrXGjMoiSoDHg/V3GpM+854eP4QoqxyjBiIWNuo0EE+I36OxFBDDja3s+v/2MgQkzdcVAjM0EiPMpOpJDoewnkYW1OSimC4X/VyKR96u1fsJYxTVw0uTzWs7rfPY0szylqM6voUGuzOob+PDJFWo3Wm0OPOMD+9M2n2LJlPXLyTPt9EilCvYHR5pMDxkbBAtIC1u54CD7kr4FpOBqqP/4bjOjTPF+FkTtXNFaCCEZk2aMAwpF+xBxDP/X+Qtvoc7Bj7g0iGFcgWomjkPkI0uo+FMw3Ug3U/q44KCTX71XnoQ9hIKLsqQzvIMuzPu+wnpfgqz8bWOEMw2ipiGxlkeO8ZV0XGn5d+gYBWpQ+kBw6WxV9xfDbJmOoT+unwtJOsIIsCzv1O5yPjO0aaUWtUZwrrJlOOHSN5ppzpY6FcwocBzqeMcHcVJFc7gdnGakZqL8Co3BYkE5VcxwUNYhjoc8ZO/063qOvtIEac0LrnkeciwMKwb8rF3Q+iBwquQjqaI0gUiYg6UcYajvsY6zvUSvRZrRhPdoIiY65DyO3kjODEWq9NoVjm6SaaNHivXKfVbZk2TL10S4Z4cyJ07qHYdv04AY53zdFP0LpUvoXT406HRUfJLuLeTe4sr3yT15jDz74oLfho8mwD15/qv3RK15s6w9c4c/mWMLo1LFwGmM8Q3o9goxzQesp6w7z/8L12dcrV5SFwgkHIf1luysTsbvCeb9dJHfZsraihJE9R1CCYI3suz4pFFDOYfzSfyD/kHLsRuxH7CrWGw8mFKObORe7E+c0xjrroCvLCIZgTOu6ECXsI4xxzkMQBaVSlWblxr2npWgMY+/pPW3NesOc2S7MR0lzQS6KOw4yDUEVMBNTGsPMwZWXxfs/RDfGQ6gMok34w45i7p8pShLamfEYv2ceJEqoNVKynCkZV27rgL3/Fkc3mGiNkeNhCltGP5xAlSUbHlUYaisc36h66O9uixRHOwEqSDNECQLDWKdfsjZ7QEHY4YDYJls0bAywVxvKZhlQYO3nS5ban9+w0da98VxrV8AIQsZ1ZkTYGiV5HZltsc6D+q1fbffiP32S7buiR+dplROhwdsobKNCmLxv6Dqo5FAjuqpNfUb3s0WKi7a2GT1nk61QX8GW9lRF3UePnFSMJ3eUoNrjcwJ+hQMwLhmf2Fw4oplnXJ1HgIm+gG2qeQNHJOpZuAncAgLI88IpUFd0iSyjXuvuqDv2aVNcRm7LeQpZRFFpabctIfMF31DYYINqndIcw1qBrQxRJw0v1lwPGUttBNmmIHOsG3BlHCxOriG+ul93hJT1hvOSnocweUZj1dM9tQwGHygKK733oFkJ+oAF58IOd9JKcLLWZ9Tf9WzVGhNkN8Yr/XtHsgzfwnkFL5R9pofqK8rLpctReKKYJCgUZJk2CrJc7FramDZn3VCwaHAwgkmswQQNWRMJkrqj2iPJ9aAn4x/l6IDspbFxOUo9OKS0UXiW+B1tiJ1634Nb7AvfuE6E/Hb74cVf93H3XybLnz3r47Zq9Ro11qQmDQZaeMW5OO+d7AFGJa+G7GHsqgNVZBmGjwfAjSst3lu3TBVwIkweJFiGgkdQ6yTAPYvq6Fs2iqxKjhukUx1Qk127FqZRTbYdbtwXeXOROW9FdqwBiuwa8knHd1JeRdwgy0SiNws0GfsujxZ4yE/dE6JX7mNQk3OvPCEYyAOKGPuEAdgYA3oeGhWSwe8ZgNskoervj4llieTGyLHxcEAiIB1EilkgmWSRC/grEXmdf4nko9vVGUKOXncWcP7qOkz+S3UfLn9nsdFi0b5qibVd8E3rfuAOu/V1b7FlsyM2SLvwPCw+LiPXYgJO7qHF4xOyWJfpOolBEkaEHLk8zxey31EiB8jfuU/dN5HyPl0/ZLQaxJqIX/fQoA39w4W2TG+mJGtoEMnu2jphN67f21b+n5fb+Q2Ddu9Ygw3g4dH1kQNvEi4DyNHxSNHe4OjyYmT59JMp4dHmeHqkW4OYRRcDE6dDKBvo9MLB8SPyH4MlyGVRIDCIGSSOt/DV/fdrkBGxgLRtx/OELJkIGc/JIu5kM/BHBspijFNlKfJ33Q/tjOes0xdtDGfJ1+W0uPve22SoNcmA6VNUapPtvaxXz7CfJidJ9DQpdc2M2/L3/J0NveWttnWmTTLj+ZDtq32Qn2AEu6LAPdbkMEMWeV6cMLQf/UJSQikTWMiYaDHcmOQgq/RzlB+VXN89copUDwgXntNlmuTVuZEQCwQLjuPKeC39cJkkiSwARE9HdR/hMcQTGMoHIs5EdJkHRolMkwuNnMY9jmE8sEB0EdmvIrm0W7me50hT84Bc8ioHXsYpZJYFHNn3SFEKEGVr1kIfOeEi+1h38tzvu//+dvjRx/nENq280u9883vWjacR45oaAiUCAGEk4u8RAC1Y4fyKyPmKJf32uS+eZ2edc46f59HI8vr16+yTp39EBgmR5TgnxlEl9cV4QR0DUSdijqHikVx9gdQeTz6fu9O/kCKMa5fPEumvIsgY5FroWKRYNGqRQp0fSaJ/rn4Zx0euKAaqR5CRKfl1wxjDe7zwc8/wLcwu+jWEL9bgivExjug3Ton987DaBtXvme8ip7Qu//Nx4wSxfFY9m8Yz7YAXui63VhRM2OFkc4zKNTAeme88yk6UNSAywWubNB5+93lPt/mLrrCT/vBDNtbXJZ4VHnLur6VZBruDWmTYOOkUwWhploizPFjkNhEhQLI7putLiaBI8e/+wcm2z/5LpQQasOV7SVYqCyNy5yI0Ewt05NHWnxhHACopZJv1yB/HswZCNGvBnWL0DmnO53kxPKsIP4QMw8Cl6nzOVSHMwpE51yOFJfpOu0E6WeNwvAXJiXYhcogxi2KIdovzh9GNUYzRg7ERDU9zhjQ15G3IvIvEsJBoHC9xnjrjp522EcFT+0MY+XPJtf7nTnAIX/nce6UURPQvl8+58R9tw18Y3GBU9ZcgC4yFUF+AUXk2GYCMHe8XTpb90cJx4FgUR4N7IMhL0/HqL/QnJHkLI8sYli4x17NFvwgHF04mnAoQphg78bmTZa1tGFa143VxCIdjx9gMP4b/8csqKhJOFAhNRFvdVqANPNcuDF5+CRaMZbDjc29S/Xd8rn5XHFAVscdRqpnT9t5ntR1w0KEaj/VtTcpt1F4Gt2+2a392tebtUT1bm8+HnD4UDYpA6jpE2YmI0udf/PJXKbL8gP/+0cjyQSLLf/7al9pR6/aSozLk18gr8fVBlt1ZHYEu//NaHB5VCycmr9iFkE+MbNYTvmcdAmvS+HBQcI8QFBRJQZxIE2vTOj/lBG9UC2qf1l1yDZF58rtuiJ/GAURnC3YX6736CUY+5Jz3nu6HwgonsNZliCTrP0qtKs2sVesvcvtqXcU+I/LlBAbyUGqoQIC4T9Y1FBr0O0+LYp1DkYcTXf2gVTZBRBFLTr2OY06qCqpBOnC2Q3aou0E/D4VFzJ2QbZynjCGcZU6WdQ4nyi4wAls5UEVEvL6JMKiqNnj0mwgqtgKqLw0enoWUsXHUZUUlx7zCWtGFDT4iWwUSuT1StAhk4Kj3QBO2CA7x4migX6OKjFTFWVupLjmxZcLb8OyBpfadv/k3671ju7Vo3E1Pq/8rWjGq+9hvdbed+rzj7OijV8s2km1I4ApHhtpoq8gv86inKZBKR6qXRwtj/G5TWgt1frCpee+ODq7vHETkXYE4VFk4yCDLlW03rLmEtsFWCTVfIWbqCzgmcSy6Cs4dJNEHPbCjORQHzXix+VxCTCAC7kGqF2SZQJn3aXEO6qoUFQK2BvNw2E6xJjIFEFAhMEWdJ5x1PoPQvi6FVgS5BJCaSEEojieO8jUHKXTpizEfVhNRkWTrAjh83TGhflVTtOgw+il2nddQcsdFOGZwsHiwo6pBVRwrzIn8j+Nw+OIkwoFAcIprME9iDzJOGa9ElnHckIbXIyfVkIISPfBA7EfSZ/SKfc+47FCfjAhyYONBV3hc4TuQdL4nSEmwB0fJNjnPV61eYvsddLCcpvTpwNprAGEf6n7CORXBN5yhOBiv/NGNwnvYx7vzSSlzScNkLn9wQ0SWRwbvEFn+FSPLn/qYIsuSYbfIKw8JYeC4JKLkOrpcEs8AEVeXzTC5ifwhS3YjnElPHkQnO+G5hnyQuzzoZLHIRfFaEUkVSMN4rYosmUV6kPA77/ECaQCwcECaIBFELEc1IXTJ4xCgB7khsu2R2SJbZVLkvXsY9ByA5nJED9eXHOsqUizyEzICNbZeIasYTpsFsueYOqmGhIvc+v1DuiDtGLPqBKNaaMkpRRvPwHaSoedy2S2TcxzvuanI2cFLObHbPNIdsnGP4HO/jktE6uk0S0R+amQZz+yqAWv4ykXWc/tN9sCf/rkNzA673JVJHhIWnVDXKzkB/TgByvkiAl9F+AMvPDgeMaBd6cxqzwnk4EQ0ReaRQ7Do7N0xa9/oXmF//5Ur7TGf/A+b10w5K2lMu5wqN/cvse2veaqddthe9qSpQdso+TA5qHj5lqvzb8KwpP3UDigEvN0ZJIXMeG62JkD3vrPYIROv9bcgi44jsvYy8dGePvhYfJ3khTeP3IRxtYdP+FXuta5HrnZEXOk3If8dLzJEd/b48bGI4nQgZ52IiXvKnbyHfJ2J9uLLrrSnPvOZtmLvvSTx2G77icxddsklds/td9rjTzzSNg6NW4+kSB3/8AGb/vu32/bZVk0ikQPssmEmZkgdhfBc1s39B4nlPc4E0g+8X7EAFDkaxgnGNpMAhmbcFwuM7lvPNaTnon39PMKFdg0ZfjnOZezhqcfIYNJrLwW7Wlhg/bzxvNXkVU38tBfj2SP2mmwhyyy4XtjMj4/+z7jlPOCIB5AIQ0jHiHJpIcH7zUIl42MIZ4HaS5zUr8dCDbmaZRLUpOfSQ1GLE5/4OFu+Yi83AlkMLvvPy21saLOimorgsRBpAWYxIJ/OPZ1+Hby8kY6BwbDXsn4791/Ps3/+2Flu2D0aWT5UZPmsj39U9yuPOB5nPSs4YUh7RMAjNkzMRMAXyB4x7NUnedYOfe4pqPofUTAIAhFEnA2VHLZZq+G4FueqsFzkP5aoFlEwGXEeHZNFRYYbRu+4HBRECn9BVqvjkQU6ESjSvaAoRIRjHnYDWv9EMSLlIHt0LKKjFbHm+62uCNAVd2KI7kx0GTYPFs6ACgsWqw4tzPHMsajj7ESqjnolcplDWogSgkWOvoXkMLignktSvWfuvZ/Z2d+yk75wsY33dloTES1Flvl9s8hyGOY4CIjkyUx0YwKyHLjNKG8OiWBjU4sduG7AHrxn0F72h4+3JzzlMI/ob90y6X2Oolqez+zJdIwx6nCIUNZISxAAr58hTGkrHszzd3X9rZqLqdfhUkdwLY4Dz8t0x0E4P5DEOUaaizDGGC9E39UVrEn/zRwVUvX4vOpfLlUnsqzPQ+MbbBwjz50oak/PQfYoeBTfggzS/iFVJiIRkeUJjS/W14WybYxC5hGiMEFMS/6ifupOFB1fyfgrllhFmyAKERuToad2ZN5mfYwc5mBOHmX3GhEoEcIZwz+eRyusXYmgMVrPKa9H2ReqNZrJcUaeXcmwC8nlHsCOMVWPvoexGM+sNQaZNB0D/wNkGez880qqviCFoUTZq7FJTuwOao3CCKs6AOQIk2LlRMYfjmcO+XSoL/i8KEj883B4R/phhVH1OXUDwCg+xzDdphSm1fviJGSnEsj/uG3aeL9tfmiz+jpOiHYR6CW2Yq99NFcSWBi166/+sYjYeE0FwVgj4sw9s77zbFz/xS9/taq/VpHl96nA165l2B5ZfuXvKrK8l8t+o95NED+XWWv+d1JItNIlpiHDxiilVgE1C7wmTVEgRsQ51iPmNV9nhZU7j4vzlHltG2MLJz/pbL6+BXY48SBKVWQZO400OPoBtVdwEnfpvC7PxvlNjqPLtLE3IpqKfaBtpGtkmfUuCFLYBXyPIwRnu0uVKUBKVJY0Kgq5Ijt34zycXUSWvSCsFxKKfg/hoZ8zHlmXcBBRu8CjyB5ZBstwrkSbhBfTHTLVPKP3HlmmLkEJPTNOed9OZFlhQi/yh9rKCU4U63P1ViWdRYFQ8kOd4KAGcOl8FJUN27RuI5Mi5QSjBKQ86qf1DyfouEt0S6QXJ+G2CfvUmn3sX/r67G8mh+2+d5xvV19xs822d1tH44RtU+R33yNX2aknrLHDjt5LdkGvz2WDUh22Sz00qj5AAIW6Kk6eqf/iEWQcwTjCNR/DKQiYFdVdFRl2FUEh027jFEk+tnPMXVG/KPJaC+eALDsngChGcdAuUu6KYyWc4pEPHxwDRw82NY4Y2YJIkl1NEQGHYUi9/z5wncJBpfajjzGv0WewRRjrqBtnibQjiUZ6T767a7GJHKN+JECAk4P7jTnS/ZHl+wYpcxhrFC2lT/hq4CoEosqh6HBpeSHLZQp2ewuFIOd2xSOiKRyu8Dq306LPhEITBaZ3QJ+3sNOwz8PhEMSfKLYHjTztM9Iqkap7mp7sShS5OFhwLFSFkuFT20V6ly1t8++JysOf4Fc4mxiftBUOjRiXQZpp4y1aq9cesp8df9JJsRjv4d8Vl16hczwkrJvKOFcQSfxsUiqG+x7YZF+88AbNJUSWf0WyfM6ZZyhneY0ac0okBPlOiSh5hw3PAHIWHmazckajAJhygckdrkk6SsRJHQYt/IhAGqBwkiYtjOlxSI46NqSykoUiH0LO10cBLCLAFO5BZq3fRS4yJI6IbXi7IF1DFIRSRHer7oOIMd4mIsJMohxPoxHZ9ggrclD9bkCNBPn0wlrFe1a9esQTUqCB2icyu0WFr4i8umy1yGed5PlxIR9gwuG5lioXOiLLFJ7SpO73EQnoniPtxxNJDucDEVe0/JzXB77uy8kypLlE/lgsWCQwLnEibFOEvnP1gDV/7SJ58G62e/70jU6WhyF/eHC0UC8DD3VOd2Z4RLCQ8AVy70opgIQFeYMrBSDtriSocqmr3Gndn+5rX0VG/2Gmx772T1+1Y69/2OaIeCl7rWV0yG55wwvtI89ZbwfdItmxIsTI45fh/QM3f54gRS5z8oJRMUF7xKuQ+yVeWAs8mGiiynjgq8WTHG9yHJz8EgmPgnDb6X/6Pf3B5fKVB5vz+6CDXJMGwGBlUeW8katBv/MIdHGqxEQanm0m6HouuCYwCm/hUVYxoZtvvtqe+bzn+gL1uXO/KPx6NVE126u0qfmHPvjPdrDkcm1dS6x9asQG/ukDNvz2t9q26TY9NxE7LQDqV/QnDEK8nuHhi+elQBmR/Uki5O5EiQgyxij3iww95Mshl/FIsTs5wkPnsuRSvRsS57I4PZeTZTdGqv4QEULeh4w5JlucB0z8blQgGXKyFuQbRQDOgpAMhey9qobPpOu5ZcWpBonG6PB8KMi4JvE2/W6s5DhHTrQij3j6iajr84ishIHA+VloJicoDNcrsvxbMlwpODih8dhnd991t9167VWa+FVMQt5Yl/VrIeK8SM8g41FdP0g9eckDPQN23vmftU+rgCF/j0aWjzhsvZ13zsc0uYosa47AYCInvpJ61sjPQhk2axvGaclZDoPf7VzPZwvygzEJySlGsXtLg+R4FKyS1erzyK/kcxWkKhIvyA+Ys3ASEVwoMXW5LdK6QpYj+hrcxeX2LiUOwlICg174jtzUihNXkbOQW+8oMQYzclOrnOVYsMmxUv+r5NY8cyFFyGPHhAVecfosjgZiUxQEqTCq8nExALu62uy+O7bYR9/2JTlVx2ymt91JXxTyQvqoSIwiyIVP1D6nmBcFviAEVJBesrxbc7HSQ+T9ecNfnWr337PNDjpkL5f7Qi6rVJ+FMlme2wnfL+RvUzwEjCLX1FsteGiRpJfPozmdnHr+NnLY0l/4ir7N3MXYJJ8NkGq5zPQXyHKRqrujofQjpc2VPN04fz2XPcbvwhzkXySCcTz9gnw8ZNiVM2bnnGU/D34D/lUjyyElRqJeOVKiH5ViZ6U2KcdDUuiPO0blS2RZ/a6SmTpZcGeJMPK823qRqorYhSS9kmdHYS4UUFXOcozBiHSwPjAW6zL/+jOH1Ddyk/059GiPRJYrck2e/o553Yos+3nqDrHKgRBkmQh3XUHgBeFqkeIg0RFlD3kozhi8VTuQZdQaOKwWSNjnZdW2KMXpmBNPlpGKXbPZbrnxas2BIy4pJm8Rg5/Cf31yVB98+HGab7sVQXlY8+KVGpOSk+vajqkwAv9Kqs44+d3fE1ne08jyn73MjtL4mVaU0Av96Y/5qMpJ9txdrR+ehucyZZy4IVP2tBCUYxjRBFEwvjUGiFjhjHG7B/sGe64omTyihLLPgyta39tlV8o4r4IuS2THbSuSWA+WyC7YuBlsQ2nEeo7CKZzfEU0cGtLzd6ESKLVsSpSRuQC70/NxXTob65YHD/R7ZKuxG0usm14bg/Uy/FaxNpRaJ0TwnBhpEnCCq74AieDzIMCRVkDaF/MQ/Yw11HPhiTzrf8wJHvUjAqnfsl5EEbXIn67WE6JnkwsksLRp5cDwuiuurgoyHZHliGgy3lgjPNXM5cZFvUdARbYJqX48q9clqdR/JdWLNT6KmkYR1cYNE/aS4w+2kSmxsU9eYAddcLWr4aZV7LV1btJuOP4Q+8SrHm/LiDKqDbYonxyOgKMDCS/zpNueECZk17JZcazF/YajH0dKVQzX65ugFmW8EJgi4KW2Rz2ILY+tgc2Hgz4i0BDFUJiEg4S1MQgZiqbKlnKVXbHp6dMQziC74UzA9vZUSdmWtGWQ74iA02e976IWU/vAhVjLvS95jnPMYzhJcXzjXPfIMo5JJ8xVZJlc8ZBpTynQRNqEz8dFhs17bAFemQ9j7cUZGvk8zfLG1yLH9AX1T5yZ8SyRtsj3nmHEEHaCDgY49SN9LRw3scDRBz3NQXOfOwI8XTF2GQqFCEEkpTuQs6y5aFwOGA9WurI3gjAdsvtG9H0Uzo2gEzVywN4l/S63DhWOY+wKX9L6QmkZBYonpKpZbUcfd5KeZcZ++uMbPD14epKUL+o3RI0dx85r+ETQ5YH7NgpbChZGrQ7SgLGTUS5tG9puX/+eCnwN3vqry7DPOuNj2px5jRp6yskTEVAvkIRR7h0kjG7IFeQmJjsiguQeRwK3g1kZ5+pwDFAir65Zp3oZHbfk+uJpoOO5ZxFj2yNhESEJPhhxNAAAIABJREFUaUZ4vyBNLm8usm3ky3RoIsUuicOjQe5xkfWEHDsazyNzJT+hym1xOW/JUakiv3R8jwB7waYoyMUk7VWUS24MOdrVeUN+HlXAqc6NJIRFgPd4bqKAl+7b5eQlkgqJLyTZDTTIoF4hwxXJr0i758Xp+u5BZaJSwbT2Vf3WfMG3rffOm+3eP3mD9c+phD4RRWRIwgH5MM4AFh1yyV1W5GSyygEvJBIvHPkn8sjSLhSSchLJYsOiV5wBPkHpeZYubbczz/iB/fwH12nB6LYG5LL3D9q2lzzWPvSyx9k+U0P20FSz9YvsUj17mfBASRCRvUqZEPhWueiQ6l4mUD2nO1N4XvpP2UIKA5P2YvFz0obTgUVW90MuN9fxxRF5cFE8BNknclwi0nqu7ciT3RkR8mL6L7I05MWVYqKS60aOU/QXFjsnjy7vjtzXO++52179mj+1j3/0n+yIQ4+01Yr0X3X1zXb3ffd7ZcbD1h2gSafN2mdHrePd7/fI8paZVuvV4MZLGZ70KBTmUiDPM4oq105mS3vR/+k/GB1U8UTOzPEQDBaSkBDV85HCCRNbZfmWb8jgkGGXKoO+MNbGceQKo2zokjPLt1JjgfDzR7ELJi0vhOLe2Yj4VjnEvm0SOTDkwpfj+Z23g9rDK/KTp8jkXHLGK28rkflwkoGv7r/kvrEQRC55FNBhkh9SQtShR6zXFmRH2YYH79WCu1GRlsfo+Ufsp5f/QM874cSk2urMC8mQU6bfI5ubkEHgBroWrB55wD/7+c/aGWee44vNoxb4OnSdnffpj3qBLy+qRrXiGlkOgzxylpXL7FLSwqA8Z5moOIVr8PqHoe6SPc0lLEiQQnLwXbpZSDFOCZfD1vIoK7JM5C9yhjyaWo6nxkC3+nNEFSLy8EgFm1hUo/o8RltEOOI1KuvinAlbLiSaEYku0TF9UZMke6SQz4mOhcS0Ij+kx0SxM0hFRNPqRc0UZdVYa8GYkME9JK/GNmHaKicHRhPeaoy/YakxPvDub9idd5KPLuNDMsPYngYjUe/1rsWrJ+NR4J75HAeW2qBVkUSpmfB+/+XfPt8OPGilVEFjttdKDTr9blqLdjgEqmKLO+aUcr9evMyj71XeLZ9ClgM7r4YdtkRETZ3kEE31xy1Ro3CKIBGrFXgrpMULeXk0tSJXJe8Wh0KNIBYnChI2Yd1Q8rrDuVLybtX2jMMgy3FDVfEqSEsfxWZKpWc+Zw6Y8nWyTvhq/YV+p3mjLv+Pdh2SUdEriaX3B5wfXhk4Is6sR65OoMq352lSAT52g/DKqMgLC6lCTktNEK7nEbcSJYuieVXFVZ5B2OgYnKtUZ42xFn3IUxuExc4YkSs/zhjUPbTWyHXdoYBksEdYRH+MSE6QZYxxMKp/7mMHCXvJWa76LwbqrskyKTUU7wyMwoETEVfWym4VaYzIchi8C8myF0Fb8OeyUc35SEfiSGS607b+qBNs2fKVWntG7dqfX+4qlxYtBhQrxDiGCDC2+XzpilV2+FEn+lmv++kP1Te3iGBF0TAvguZkuRRN05sXiSzfr3oa/L3//Y8cWT5o/VPtj1/5Ylu7/wrhiNIliIJv7eky7KjhwXwdhSZL/ihOSq0PUSi1pHUVpy3OQoIJOI1Jq8JOwWnv6U4uwYVER3CjKlSKPUYxpa2KZqIkrNK1XOHo6Uezyl/VvALh0+8pIIndhnMHe2y77BuCFihvKuLUK+Lk0cRClqtcTU83dElukIyQYRe7QesWhAfHHc7fGfUh3w2CGhtU31Z7IBclckzOMuORPuFb1dXmiCqyHNJZjyw7/4n+4pHjUqyyRe1MxXucrR7xQ4rNNZG+oqIi8lz6HsQo7iVSqqYh2fodz1AVVQqbhnQWnK5V6mQEMnBc82yVrVUniZWDQzn9pGC6igSbSPnYihC/421ftdlbHrCZ5Uv0HGzJozzkBhVR/Ivn2ZuPX2EPbFT/VFujdgwHSJBlHPv93jZRkd/VkEXiC6fgOrGDS9g6fl+utowdXWq/g7z796EmqFQx27ZOus1NSgbP73VdcJyILOOox+ncLbwgcJVtDG449j3nuBQphRNERD24zxQFtyjuWr7HxsaGoy+gPiKljPWOosSQZNp0Yd0cHN2MS+aFiixHZDlk+XzvFeaL5xpxihPVUp+H77yuArMsBdS0fk4rYuo5yUVmHbNR1J/wZ0LhUBX4QlHljmMmpygABlluc2l+1DcgNQb7FP7jhYA1TrGzWG+88KsrLKutSUOOXRWAdR6I0lDjI5QfsUsMQU3Ot7BmDrwydokJ+542ikh2KIE3y8Gy9pB97cTHPU7PMGkXivd0dU6584u8efLnq+AjfYj32PmhtEUqHykuKCJRyqFMHRsbtvO+cp1tePgGu+LSf/c58L+cs3zOJ89QMZwgy8hAXZ5SjGYuThieAYnRjm4/ClZFQSpIZOQgI79SASTlmHSo4t2EPAFLBtpt48Yx5fa2i1ROuReIxa5HuSmct4WcEvfgEaGVjFXy4InRFnml9FrkwUR8iRhHZDlIKMaebxlVSDNeJ3KFQzYdZNFJAq8UzBKovrUSWxYV2UAtsuyTfUTKl+h7ngfPJQMTz4dXccNr5ZHRKChRlTL3ra+IgOr7mKQjcuk5t1XE3UlzRJh9iyLPoY2Jw7fKqcmTS454+R3eOLxyVHvs2meJIsvftJ47brJ7PbI8JElIyLC96veC885ACoXD5mLkhjMgyK8n0ut4J51bKxxjiyePpNYi0dGJB3Se9//NN+ye+x9W1KZLxu+4/fyYdfaS3zvRXtGlatgyWJFLO7nWc9NpXRaFDN6rMFeFq+qR+SicViLn4AZeHqGMRTc8vSFLj+rl4ILnFzyQxhABDoUCrxPuTAmSR+6yF0qD/PJeEySeJRbHcB4UTzK52h7xD6WBty8eZ5ddR4GocWRk6s8PqThAs57j6c98hn3+nM/YmgMOFTGS7FNbZiHVQZ7SpO1tRiEzcxM2cNppNqT9e7dMNus+yiRTSLLvS16LLNOf6V88L0ZGRHCc/DKZlcJYTKRebZQcX3cCRZoAxjBSUSZo9oT1/BjPZwq5M/0LWUz095BqdcgzSOG2qqAZhJDIckXiPXItXHFeIBVmwkdmR04xlSlxSlAAzeXkeCBdFh57lSJfRIY7rUmXnLYoQBdFLHyy9fsKYwQSwkLvxYJcaluPXOP9PvHxv6UJt99uuu7nIswP20m/daruvc1uueEq/XOnxlObG21R8VMLjudGM+mznIQUekIR6oHefvu8IsufUrvxt7tq2OepgF6Q5TA+dk2Wq2rYsTy1KcEHdQyOAsgS29iE/HTOzwPWDQ2QurZiGEf+MTi4rLpIRiHXeMSJmFeR5V2T5biuk6USca5HllmQI3JHrmmQ5RIe3SniHNLQ2vocRJCIoM5b5WlHBei6xHThNjcU4iFKEhG+YAJeyAv5rAhinwjiLS0d9tJlK+yyDfdbp6r4E5GeFJHq0OuQ+tEH3/01u/n6TerHEFy2fPInrpNlL/AFWXbRc40sz8tr0zA2YktX9dkf/+Uzbe3aveSMnJThgGMiIjN1sgaZjWercgjjbkOqXsvHLoR4Z7Jc7NISWd4FWXa5vfqLO1HCuAUnL3bmzpJ6pWePLJcIckUEo69E9BWVCYZLHdMiMSZnWVEl1rtKoVAjy+oDOOMWVsOuIstR0TnI+KM7VyoZdnEoOINzxlxTKMQ2WkEEnAgi2xemHjWt23mu7EKGV3coxDN4ZBmMPEUj8HdZNWOkSNI9lcCJRulHRYZd/zwqg/O7nSPLzHuh1iiR5fLM8XlEnBdi5JJ08us8Eh0YRTVsyHI4JsJAjTEV0fdSNK+MsYose2XWMnZiTMVz+PaNReYffS7+3CFek7BjqBJd6ZaD8GTNhS129x032oN33y5i0gadqlUMR8nj/cUVJPO25uCjNed02oYH7rTNGx6UZDOi1dgEEFrsGpdQO1l+lWTYu89ZXnvoKfb6P32pHb1+pebuGS+Y6QqomqSXvNioest65MESL+QYBTldCo/T3iWzOMXxnmJXzml3gp5StTrWZ8gm8kzssxHVPEE2DcbYg8i1W1qmNaZbnUDVyTKkmKJPHBfEC8IUWxZGYVfWXaKN7DIxoagdcmrsLyfLsoMWkuXK3oBwMX+T2uDRVuwLnM0urY0IHGsChWGJ8mOv+L73RBGLXDVk2DgTSvE2/E7qEE3kNBNZVlt4kTCtkfWCiUGefQ1mTSNnuZDpKSe/MR8zv0DacJqgHqMX0DdDTVU5yKP4KUSHucKLcFKfRf3NbRqP7hfHNbasCE3sZBM7wVR1c2LbSY6PNcrl0cJ6owIjX35wm939gYusQc/O9octsgHn1JbbNV5e8tbn2TP2ks20XUXblC9K2xAQoi3BkgJ2BHZcWg/R8e1Co6gb23C6Ck/3vcW3BcXWj3xWt62xFal4LI5APirSfAplVpFliFl721IR2EntmLOlpFhiU0Xb4zRgLgg1HCrUEtUsqjxXHVZ1VIqKFBUkNjZOuAjsRaEvTwnAQU+kXtzI68RovaMvgT/tVVUhx4ZwFZ2mELZnikJdcZwXra1k2mRA+VwTxLiai1D10QcitxgnPPU8IMrsK1xk2HhI/PsdyTLHzCpdLbY0DFuLbfvaVEk8qmVHgVvuzavaE6nV+yqYQaFFiiYyviOyTK6you0eWSboF84vjywzHmRPjnjRxOBDkbZaBbeqmgbFweFpriX/uyg5sHs2qxbSAQfuo8jyiV5j5DsX/afaVfMHcm14RrHrvfibR6pZ/yJtJ2rphCpgI7sJwWvUh8dV9ev8i65VSsuvgSyf9fHTbb99lVCtbTdiq5aSIwxpxuhGdkIESg+FnKaPgeby5pDTMGkR4Rkb32YbNg4rctgt+fCgvC+Ntv9+a+3e+263zcrH2UvVaSdELiZVlGJp/wrtg7rUB2hD04Rdfe3tvmjut3pf23/NithHV+edpLS/e/5Cvo1EA9mzF3hqn9YkGpNznVxFIzlZLfJm90yKrDOBeDXvUgW7LleOfZG9MITuh4Hsk7CuSyU+LwhWyJtLq0pOr1e3JsLs+4FF4a7YoqCSa8dEROSNyKLvd8xCSSTRSXXInquc3B0LfWkC0YSzRfsb9+wnsnyBZNi3K7L8mr+wPkWW2d95qRaBTUQENNFs0USzXGTyqg3jNr59xE5QNcs5efuI/EVeRxgAGDlL2I9XJJ+CXy451ISEc8Ij4R7R1yDS896l9vjIuy60TlXenG3usLnhEbvhjNfZt9d02PQdG61N8uu6jJ3FCmlPkDPfwgdSWztvyKYhbxhTXn2cauJETD1SHNKWysngOHoOb7Qn94/zwCd+jqf9iYASsdV7yL7vU+yy6uiXldzKtyTDuVBkzNEvivydRbbaoqksWN7PXUnRYg8+tFXbIzbYqU99mn353z5raw86XAvdpAYyxvBWXUP7Sou8DWvy6NK+EF3/5/0293/eYdtmWjSZRK5/ePrCM1/biopF2K9Tcqpw0mjhYJFGxhoFQ8KTxziiWEclw0bGzP3VtuqgOjH9jEgx+UrIXlz2HOTfvcy+nQWLduSqUODEyXIh5SHnjoJi3m46H/fB5IoXdNZz1EKmU8nJWXjwYDJJQ9Y5L0FApKRUq2YbByKieFtd3qP2ZWFhz0DURA2cl3373Njws6gy6nJ7/JNO1iQ3aT+65FKlWwzb8Y8/yQ5QrtSmjQ9LRnOF+qe2GNN1XeqkBcflrzoPFUsxtCl+JNNE/atfkeXzFFk+243U3VXD/lwtshxRhkfbOgoJVqsAu/ue++yee7fYipVLncwNDw7bwQfup7HVLWm92V133ykJ4Yiif+127DFHaKGbdRXLnLzK7GsbW0RBOGWYqqgVzpTOzpDs/QJZ3on8YFzVt44qBn+NLFcR5DD0ybVjD0a89B4pZlEuTLCWd6l5siLLTlwhy04EIme5yjVFek6VWy/wVUnPC4FncWwUdiu1IH9gYIWdc8QJZts22Pzm7dbQ3WE33X2jnT/fZl/40Let9bLrrVFVH6Pv7Epu/YvVsNkKalJ9c3jdUjvtz0+1ww5YpnE4ITzluKmk7RX5cRsi8lyJXtXIMhJdoetb+3gxqiCsTpj0nTsIisS4Vn3co+xFtl3SBzg+iB11ACSLqykO6p9jSFfELiTsGps7RZadjBER9MJfpdhVuSEvRiWjlCqkvidwUSKEBD2IoJNlrx6m+yfqp89xsi0ky7V8XKI1Ok9tOyb6i34atT0o/FbCG9FpvAAmGEEAPB/X+0U4L8kvRK4dZLZOBL2/lL0+K8eO5ywjJdYcHPn1QU7BolHjuLbPMo4DVByQaD1LWxUddRIdMm+vA7BAwu6OALBQPyLaQTElLlBTcXgKQ33bLT9e8yqOQtaKqiI5Y8KLoyEZlAO+cgJFiDCuja1RdyhVzxz1IioMIMsgubUcv6CmXCgUXLXGNjs6kvaVpnCf/dbY+iOO9vSRn15xqaJ4ci7Jc+LFznAQaK70KJfuLyLw1f7LFPKKPaGRYXpFb83lkzJyIR7MiXz2v1/9x6qGHVtH7a7A1x8rZ/lgRZZnNSchd8QuqLZYxJlAUaLIfw1JL+tpbNkUNT56ta6Pa+5raJiwhzdukPqq22tLTIxst2UrDtLn43bHnXfZypXUpAhn4lZFBY8+4hDZd2OypzrtmutuDGe4qtw+9oTDlb42Gfan1tNQpM3a3iuIPCuaSGSK3GkFaSDVbud5USdk4VHrxiW5rmyMYlg4JXHiuhKQQpbsyuB5vyFdrsmw1RcUTNXKpLHpcmquE+sZcvSqf7OuVrtrBDGKqshMLPVq2LH3dEQDY8AwzGkjaj9QrIjIMhFLzgGRcbUmUTvdxCTVsLkH5hFWS10zii6VIkg6nkinS+S9SCd1RcJ257r092r71Cqqj8MZQlEVv63qyrj82NMRAuuV2prpWz3L7B3n/9SOO+u7Nq+9cCFiHdPjdtPee9uRLzzG3rl+hXWytZL6RNi6kaMc28WG48EdHwQ+CHRpbqH6NCS12j6MSPQ2iu96sSm2nZXqALVnRYxka0d1a6L/UW+GPrBaAaXjTnyyIpOb7UeXXqw+1xnFezV34ajz3G1S1FxtR8CK7WdDZg3OIRVm/og6RgRCKOrKvITtxnanY1IysQPKsLZDY76nnaiIPoSNVVJVSQGjTYkGY+tEACNUF+DFOIbsRmQ5ts7ie8YUk4P75XCSqL0IBDCP0s9c1VVmZ/oozj6vSs8WbtWUjaLK0+tQuDFn6Htdk7mfOYl5g3+iYFbcYzWXeG2ZUvzMFYrqc1TupoZMFMArRdIk9Q+nWNSqCmVsBLli66h4xWEXzqtYYyv1w0IVQ1Shl60Fxtjb6jNbNk3Y2nX72mNPfryT5W9f+B/O82pk2YNr0VYEl6IAafAbt1tLsJBxvVRKV/rIps2D9m//fp2cLDfZ5Zf8ipHlj334n+3AAw8WeJJhOymNh49IEwOOPb9iHz3eE3klZ9hzgCGZ6siTirTdcMNPbc0hB3kJ88eccJJdddXVtu3hLZo0JuwZz3mu/eTHV6jTddj9D9xvcyoGcOihB3pkb3joYVuxz/6atNrthqtvcbK5TYneK/bqVWR6u8BQMQvyAeRp7OlepnsZ1G+m7LDD99dAibLxgFltdVWbxCFZLu+JSnbeeERcPLeZxqzkwVUeR2z5xPFUW1zC8S6rDplOVR28mlw9AqpJmETyIJ8UJBNumpQjUlsq8hVPSxQ1iH3BgiRXJDYif56rXHJWq5zlYZH8NlXDbvjyhcpZvsUe+LM32HJVw36opdMeUq7eXvdut30HdJ4Hx1QQqcNO+/lGu/TrV9rf/d7JdtTB/fbwZu17TA5BLRcaeUKRKXmucNm6qMiTK3JK5PLcC35iP/zGLba8Q4uv9jCd0LYVh7z5BfbWJx1gQxtHvf0j9yCkMCxieBGZyGpktOQsRwVCItZhfG3Fu0hnp5ODrw+6IMu13GaXUZT8EXKOcELo+2ofRu+nROZx7oC3y/3r5NcXS+29R66XV5WuybSJtDOIixzcvZ+lOITnEsd58RwPDmrbos0P2mte91r7yD+dZoesOdKWLO21q65RPpmWUKyU/VfvI2LYZ+2qxjfwgdNs+G1vt80qNDCA0kDPXZHG2LIr9uRzmRc4eVV20hAiR3qavf+8QmPk0YQMO2TnTMg4Gzp135UcrpJTs/hzHMZzFP0oCxROI+HGeZo1u5IHgvfa82mIDEPmiYiVqBzGohdNYmKnUmMV+S1bNeFljerTUUWbBQhCEHsH4jXFIIgcZN96wL2n4cEkIuQLvVfPZcFgASlbgVH0SQz7CG2NtmLVAXb7LXfZbcoVx1u/bMW+WgiPd0J52X9eLHI1pv/WPoPkyKq9quIY4ZEP6eysnrO/d8D+RQ6OMz99zm7J8qGSYZ/zidNrMuxWYe85abXIXBTy8mrYakfIcrusrp9dc509+am/bddfe73je8ftt9ua/Zbbvvus1FxgdtOtN9uTnvY0+9mPf2h7L+9Xv98q/Ls0b475vImMj8jSCm0R88ADIpUaZwcfvJ/aR4C7wR9R84oU77xv7o45y1UULLZFqghiCdmWSOHCraOCEPPnhTeIFJaIYsWZaltKObkOAl8V+PLqxsKicKgw4DHs1R+WqTDXBf0D9h55iOUO8f0v5r99pT3lS9+y78sxdMglN5hsapuSpJp8Ki/k5dZj3JPLrWUIUA27IrK+1YUMi2VLuuwVf/9cO3BFn81o787GUrBuR4wi+sZvqyJ+blQEB3TjIbaxIOJcHAHIieUcwrirZNjFn+BtERHB+j7LNbKMlEz3QJ9x772+qEhOhVF8HpFlDAmkx+Qs4yzy/HTdXL1idCkgBRmHTGmsYpxUlZt5DMgYUjqvko08ewG5jgrQpdp69bmOr1d6rleGLpBEpWeUCI5MkZDqv4MghiS9kudzjKdBQbpLxCJoY8EIp4scRzjagkwE4avybt1A884dlcHBiEr2dYVC6Ude7Kz+OfMR6UMUvQmJcVyT8zMfgRFrNoQmvkC+DkahQquOd0LpxfHic6+ZRs9W+zNfoUJCSsjxNTvU+0uofwpH8i8hRKg4qLfC5+WWHMdhIlNFzl9FAsGxymWv8renxUjXH3ak7X/QWuExZD/+4WVF3RERJqTN1T7LzAfxT6j/MHijqnpxrkH4kZjr2Yjq8Wxc8/de8WoVutm9DHvtoU+1NyiyfKRylmfUOdkGKIzTiKT6Vo+6pktai/Kr2grRnaJIYz33t0lBkrttuyKxq1ctl3JxHzkHB7SrwXdV26RNkvPjtDaO2cYND+v+W+3aq26wU5/8WNldsitEWG698357xrOeaRd+9ULbf/9ldufdm1Swsdu3kmqVsmtaNUGmpobVD5b6Fpj33r/Z1q9bqXHXpfVbbYId5nvsEhkvQYlSCJa+xj73RFshTC4jpe4AMnNqb7gijH2qwy7BwQOhbRHo7lzWusBrRZZjO6dYB1nnWDOcMLtKB9VIbMWJ447IMmSZvkYfcSdHiVqTaoHjOLaOCsLiO4XI0U2BrCk5zHw7ziL19oh0LbIcFZC5J9Z0bNzKpsBmp6+5rSRC4tsAocIkslwCD77zC6mVpDZqbGODe/6n+u+GjVO2r+oKXaJ6Pp898z+s7x45Ppm7VP16To6Ox7zgsfb7v3O4bb5nyOsLIVNeSv0at72pPxNcwfcply3qzkhdbxM5za72pK6LyCl76iKlRz1IBBjC5du5YrvjkGG8UoQ3JP04ZlhDkfyu0G4HK1et0Zo7Yrffdo8CQAqolTnNU+zUhhTa8lQ2bMwiAYYrbFeqI6mBzBMh3w6JcUTYo+o214noauRed6qPsgWUk2G1W0iXgyNVCiJPjaMoanHsM09QTHceW8hTz4K4BlmOqDL/IqMG2wZbjM9YS4IQV7L82GYTR4fX+KCzhV9Gx0VRLg8aeDAiCLevqRrL9E2cRawpFErF/uDUFVmmbyI55xy+nSUKEiLKJW0WNY4X+CrVsL3AFwVkyRPX75gX6INVATBqD7hDBP4ICRfGFfYRkY40QPokbb9VkeX9FVk+6lgiy5P2nQu/q/tFhk1h4iDHpFXE8aEA9t2AaNNSxZ4Ulw2bKdzMfc8rD3qbffU7N6o9b/nVyfIntc/ymjVrnSy7/t8LP6kqs6wZHrYqq+6FhqoIc/HOsAh6YR+Bv3XrBpeAeHXe6RZ78qmn2te/9G+qtL3MnnDKs+2cT30CN5o6frsdvu4oyTvZb5Scgo3W0rFCC2O7XfCVC+zpz3mGXXHZD3zgrl13rN1yy8229uCDbbn2dfvmt79rJ5z0GA2yARXA+LkdrC0WyF8LMlaqLjOJl1zq2E85wvW+FRH7KFeJ6QsixpGLHL/3nGU8lC7nJW8i5N2R21L3RHoVRUV2IYle6EvyZiLGFGpysozHtcizmTh8a6JSxZuJy6tEI1dgwOt7BmotQo43jYlCA7ltpQp8ffVb1nv3zfbw699k91x7m/3jd++wByRzt64Be8ZvH2LPVUhvharP/eibN9lXzrtMnspW+5PXPMEOOnRfDbZZ72z9ItXIktmCaZvLsCNC6xNmidz7xKXOd/MNm+3TH77IJrVNSytbI2mimnniWvvLlz/e1rXN2lYvMBYeZY8oUziMgmvkKCD90fO7AgEJpK4TW2mRux0F0ZDQuIfY5RM4GYp8vUR8XcLm8vfIK8SJgXFJbi0LBFsasQgSAZ+UM2VWg3YZ7cGgcVl1lQtRqki7LLyqeFiKOOB1JIeK/BTPtY4cXCJBTB6095zIy3XXX2W//bwXCqMx+9L5XxHpGVAF3UZ77ev/3E7/iAp8rdlbBKHb2qZHPbI89ffv1NZRLXp+pDlIlSjmoIUMsuwy7FLQgP5HHozL1sNTODujSZBcEzz4mpTCSIn7ii2d4ngMPYzGaRbpEjEOL2XF75weAAAgAElEQVSVLhGeNp8UNVHiYW/0De2jyAgEjEgyCwjeU8YxCgcUInivXfiqCZtJk+mUhQT5dZy/2kIkjAE3rgkxucSI/KgopuF7PhL51fFEptk6mKiQS4Y8ghT3A7nGq96pst9PecYpaud2u/R7P5C0cIMcDS2aLNvslGc+Rfi02pVXXG0P33eH8G/1hYhFJPK741xecVL3A5nt7+u181QN+xOf2j1ZXr9unX3i9H/WfVPgKwwijKdanq4b/GEQYXh4ZFmSyZtFjp/3v37Hzj37bC2qE7bX8qV2xOGHKrIj9cFEs912x232jGc/3b78xS9ISXOA5Pqjdtctt6ra42PtYRmKK1euUjR9qX3/P75vT3zSb+nawxrzW6RgWKO2mPSIXj2PckfJ8y8U+MIzTWsI3Ch0E1v7OHuL9dSdhVGwKYrPVGTA8y6Rhi44nm8Zr56z6s1WtsxxUhySwUp6XJEW3yJKBl2vIsvXqQDR6x/zGOmnerU11I/s+D94n23t7bI+CC55505SqV4cW0R5teWyDRELOwFCSHTF34mabNN69OK3PN9eePzetkU5z02yKugDGLnVNkoRKSxkWf+9o+OgPDSRwuJQiMhyxaTrxdGCIPIXRktEBIMsV38cgyMyCnwVGXYhcI5RyVl2JTkkXcczx0IcwY6BQAEgDBuIYBRHi8JBXBxyzRjFUHYpcSQthwyf3GSipgvk/O5c8W2RImpac65AujUAPfJXRVMZ2e4siZxlnJH1ImjFieK5ZSUqX9AgP5nq6Xj0Ibrco9+rzuT7eBOJLv2FLzC6KNxEf8EQq8n8iRSXz6vCb/V+hBKGfZYXVp5nfo99bPm8JG8GWdZ8SbQP1VSVLsCzxBgpZLlUdfaiecizS+SsVn+gOI48N9mVCDFP+Z87S0pkeUG/4KvYukb528xF1fgRGlUxm+hfcSJXZWitrPYi52OiyQcfdpyc3as13rbYjVf/yCXVEZUklSgKN7EuVTJ8LyyotsHIjsrgcf6Q5/N8UXvFybLOQc7ynsiwyVl+lfZZPnStIsuazFH2YZ/gbEZRxLzuhrxHloOEVk5rJ5uFRGPMzmvXjFtvv8+O0j7nP/rJz+yv3/l2++zZn7MWybKf9tzn2c9+8hO76eabFbmdt31XH2qrJdPepCgh89Ctd91nz372b9tHP3SG/daTTrCHNm+T8/RGO/bY4zR3NEt6/rCdcspT7OKLL/VdFE5WJOpHl+OQ3MtWLO+JdDAKB0GQasWeIl3MCwSxtaHXMqkqRFOISG2huYgClRBNz+vVePHdIIgikkbilZOxg6nWTo+P/GTfysbXsSAqzK+xe0CMb9ZpWshl1k6Gy8xSyHLkS8fWT66QUh8jGo8k1rfl0Tro+yyrwclh5tecJ4p/Rq4skWbGBiSrhzUd24E2IWJN8UyPsldqvXj2Sl3m+w6XNINKDeeybQiJAjb9Snn53NlX2MVfusI6VdzA91QXNvPPPtzOeOHxup7GPrYxtplItucmQ5Y9j5wIckSWnSyX3GTmishZDlVdFXFG/cT4riS1vt2o7gMbvtrhxCXD7A/N3tnu6G1Q8WGpTpnb5lvd1huUGsF3wvHzRQQ39lkOCTB1cHznESLPwtEdQMisXSIcUVEvvIbcWjgOKwDRq8Ah9+v5vBQlZRySYuby7qgQH1WrKaKq9cuLkEYKGs+DM8QDEAQSiGiTQoZtpjEQE0SsIXQtvqc9UaCEDDuKfRFZ9jS0sv1UpK6Ewoc+SpVu+h5rJ84uz5fWr7muO1hK8bHq91yW8/MMYOU1CbAbUTh64a9QYKDsxYHDs3ta4ALpelWDyslyyYWOXOWokh1OpnCm1bfOjTRId1qVtFPI8sHKWT7pCY+XDTxll116pcbElNcICGWo7NdStI7dh9glqaVpUm3PFnpRwJbgGKoECg4zP43JqfbZLytn+aGb7CeXXeAw/5dzlj/6oX+2gw5Yq5ZAG04SvkiPFiXfB49qw8WzUCV4t2pyGi/VCmMDcR56SmSwxwfubbdea8/6Xy+wH1x6uexndO0bbL81B/n2B+sPWa8J9Fa777aHbP16GY+6zvDwRkWT9rVxSTrm1AF7tIfR7Tfcq0jglJ36rGdri54fKHJzk/3VO95o3/jqv9tdd95pf/bGN9g3vvZV7SOnvW6XdBRjv5BlkYSICJcCYh4pj33+XHpHRJyInsuOi5yg5F6zZyIFzqLaZ2xRgPMAb1kUqhI5pmq3594Gea4GclS5jsgmW6j4+QtphwwSeY4iMeE9Y0P2qkp0te9vRc4r2fGgFg/2WW7+iuTQt91oW970V/bgzXfa6RfcaD3af+dyPc+qDVts/qgDrbdxxhofGLY2LSTDimwecGCPvfpNz9VC1GMbN42V547IMvdZr4IdkfOqyvk++/TZ5Zfebh//0IXqmJ1aBFSkZ9OUNT/nSHv3K59kK7Th/DCLyQLnBPdPQj3PVxWGi1yHUqWyipj7Kw4SZPxFhu3yiSLD9pxZCnHF/UDi8E7SDuGsiW0AII/NOq5v+4SddMIx7tK/5pbr7LaRRlvq7YVspIrwa8KqcqE5PyS+yA59bz5NBi57JgLKoC55LVVuNBHYH1x+lf3O//cC7bG8RMbRkK1cvdq+deFF9sC9G10mtlmFSLrIWVZkeeQdylme1tZROh8eOHKKkYny6jnLwoXq123ubCm57ro/32SeqoXkkrBwFhk2C4dLQCl8Vgot4EV2mY1H5cgljiIhnr8EbuxLqf6HdxOjM7ydHF/2q3OvqCZqTTYecXdnAVswRcEH3+pG/0G+KHi4ZMg9g6E4wYPu0eRqW4NilEUlzyjchReWgmC+lyHGgpM2/YsoclkYvEIoxon2qdh3X22bImNodHRQUqpLfEFGpjihsXn8ySfJe7xKUuwtdv3Pr9C1IzIFxQmDMLz02qLZr0XBlYEe5Sx/6Tw786zdk+XDD19vn/s0OcuQ5UqGXRnqIe+OAl8QRAwenAZtds21N8pftdILVh188Dq77rprrKtVsrW9V+i+zW685RY74QlPtO9+5zv25KecYjfLwdej363cd73adLNd9fMr7Q/+8LX2ja9/SW0zo2jK/7L/+PbX7NijDnMpupNlLbb8E7LaWFMj4ixj1iOIdSmpUz7hQCEv5Lb8hcc5fufRUSfLZZub8gXzHoZNRaorEr1zNezq2jgdyUGl0JJXeoZQgpHGP/24WW2/Qivcv+69yv7mnkk77lUfkbOGPHgKQmkBd+kuCzjkBknYo8mw4/4xBrq1wr/0H/+3Hb9CDjKPsFQEoU6KqgrQ8cRVtDNylrnYHMYFDgXfT7lsi+U9qRDEGkYL8nELWY4qxnHecPhEfq3LrV2STp9diMVCGXaQpTGdv1a8KriqGztjMt5waPl5fiFSzPiHLNdJ1w4y7NIxqlx2FCpVNWwfahhA6kOx/3JdklxJ0yunbj3H3Qdr6S9R9Tq2jvIeoM9jy0WXWyMFdIcCebqRhxhkOQy8R8pZrqLsGFeVnN/bU/+49FgnWUgEI69fYwGJcSnM5T4IJ4hUkofM7uhQqDtReObwWNTztxc6Dkof87FTouzRXbyPuZwfsiwZKM/p/hgHNqLvOI6ZCoOzgkWs9VRsXrg1mUeEa/NIOBtnZP2uO/J4zW+rRUw22fVXXaFnb6k5FNk+k3l2hzxtzbHU3QiMwnlXjU0cpJDlqiBcRZbrBb7er62j3qJjJmWEjtuaA9ZIKbDdf7/20FPtDX/2UjvioBJZlvMWp3QtZ5l1DLKMpLcovbxqtCSq7AXsW5n5+o69xVjpsquvvtoOOfwwke5Ou+rH16hyfbeM3CnbWzLs7p4+OfGXyJa70E4+6UjbJDk2QY077n7ITnnqk+yCr15gL3jhC+xb3/im7bN6ufUuXaHc573tvM+cq9opL5MKq8XOO/sce9FLX+Zz8g+//2M75tiDFbUcjzQ+7AWqdY9Irq4CdgQL2Gd5xtexkIFyHPMfeayRfxrphii5SE/yLQTVd6rtl1hvq8rTnp/q0eBQh3hFa63DVa4xYybk26x/EJhYG4tP19vY86Gp1uxEI8g0fR2byPc9hiw7mY69xyHDkCyw9ogmZLkU64S84eD2aJ9+z3ZcRF5RtVG0lK3PsIWjnk/kOuOMpRiab+eDbSwsXAKPjac1Z3TDpG3dt9c+/o//KSNLjmrp2ltUHeyaP3mm/dXSJjuxv8da2AnGU/BQ66leCAW+vB6MAiLkJrtkl8/bPLIcOctRAwBy6vVoSsTZ24LUSletUlEdxy9KjZD4Q9753qthQ5b1eY8CL8M634q9uuwpT3+abdqwSevopX495mevR8NzQuY98h42uFdu1/3x3KRm+PalbutH6mU4G4pjpURPscW4r2pv7ai+LU5UUu5IV2G/bGyy2GYzVIO0J/aD57ET6CiRZ98iqpazHGSZyYU1nwBLS1mrdZQ7ZrD5CEjErh/Mf1o33FqKKDSOG/pVFPgKIs0f8/TCyDJkmerv/HkhL/oCDhrxvVAuUvyMIGJg4QoSVA5UZseO1D3iHKocIZ6uyzZlOJUoJOnbkIUd72RZP/Cq+I59Pb01tpaL+WKr0nX3P3BfO/KYk1xx1+hlwh/97+67brWfa15ZvqyzpM0qGKg+4Qpe9fUGOef+5avXSOlynV35g19Rhv1p7S+6bu0hAn7CgcaYpyN5deEiF/X9S4mIeRg+Sod7gS8vnMCAxes1a1f8+HpFTR5jN92gfDRZ/kcfeYzdeNP1Pnm7NGSqVcbhH9qZ2tv5iY9/jEiLtqsa26Ro7N6+h+2WLZtd/vPAHfdK2tRo6w4/SUV9rrGN92+03/rtp9sdt16vyMsmO+6xT7Frr75GFdjatEVQV+y77JN3eAQjFyUmu2rSi5zdkAHHBuxVzk2ZNJFYeHI/Ec0osOXeYTW271us8zMw3VPpcuGQcZPfBLmO6tQUJagKVJWiCaXIQDVBeVW3at9n/Z6IXlUtOvZdDnII+RxChq3IctsF31Q17Fvsjj/5c1slGfa9zZ0+sC/X83zwrq1mX7/GDv7p9Tbd0WN9kD/JGxvn9NvOLnvlqx9rB2jvslaRafYz7FdhshE2pKfgFd7AEmlHwjatSDLb53zig9+3e+5UYa/mNkUIp0SOmu1lf3SSrT/2IOtCDucRzuJs0KBAxtevyDoTrnuaIb8uZ46cB4+Yl5zoeD6qgQe+UVxB+Mlr586FCo+qah4F3JzUln3ifOKBVMubqMIgL3vak0nisO/97HKvfkd/9IkO76Miu1F1ur5Flu9HrXbGKbTdvYqRM+veXapCE8kld5TFkgJv7g2dUv7y7TK0VaBI+q4tm7fayhVLFQ3YTwvjpCTZzcpZHlc17Pfa7HveadvnVHBCkxi1OJgYowBXVH3Hg13feimMDp9IOa5IcJhIyVWu8mkiB1wTtCbQijhgVXJeZKjkljAuPb/Gq22XKqU63mU8RM6QQUOCPVqpfB2OqzznRF1k1VEFF2M/9oXFSxnVqslxZl9mIg3uXNBzMdFGgaqQlPlETq0rnsNzkUMeiKGAUcca4FsZuI1JbjHElvQKnAjT9rgnPM5W7btSDoj7ZDDeooWCHFqMySk7UNLkgw5Z5wbRT6Q62bJ1Oz77yNvRgoFnlgmfZ2uQkkLFZUX++uzzXySyfLbPtr9Mga/d5SzHPtItdtvtd9jDDw06Jv2Kajz+CU+x7130ZTv++KO97sKNUsU89VnPsZ/97KfymK6XsXiJFCBLrHvJvupbWxUhuduOOv7Jds8dN2ixHbYjj3uiXffz/0vbewDcWVXZ3ye99wQChAAJNXRQmoKCojiWwQYWHNGxjL2NXcc2KpaxIGJFQSygYgNFBQRBOkgnFCFAKAmk9/Ym//Vb65x77xsQ+Wb8MoNvct/bnvOcstdea699qSSFM7QO11WwjKy2FyxX4yfda+Zrv9pUWC8H/Gmz4dC9E/A3FiytfRog4zkuV6ktpbp1ur01yzmwIitMu6RmXtXYN0AIIJ35PkR76VjdhKMkqV/2nlPKrMvvLuvGq4eyVsomSaz5E3frBpa7cus8jlEbNcs5zf3ei1TH+dbnlVMOm6EMTBMFZy4RmLQau97rIkAFnOCY67wACRUYXv2F4Ks5g2dW9gLErhu256v+D7ULiVMbRjcwC1gmuVLBsplcM4L18Y4JWhj/zQ2+gnGzdszK9zP4SlBN4EEgl9ZhAcuPZ/BFdn9zsNwBiI8JlmHTmxt2WOJW495akLkGU+d53NOZLwHLXvNwynbKhuVJ8jz1dJ4xjwGWGdGUaaCs6oLlKEVg3Ui+PhZrCuNBwJZaY969xxlcwXBrHRVGm/NCCSXtkZRydV2ym5N8D1jW3kfQiQLALaJ0FppZtswxAa7l/AbLXBbrLAApcn7YxChyeBPXvlOzqbOO6d47XwKWa59t3kcR74zd9i5bbj1dn7243HTdZR7nJGMAeno/g+UkjJgvrDFa7+COSxeP8PrNEE5Kouqebim57svLMPiqbtifP+GE8t73P3af5Zm7PqO8/nj1WRZYxmE9JkpRKAE4kPQa0FH/WcvJzCCZhQuQA8AQB8AW3njzrWWa/CZk/KESu2vLPvscpG+5otx6s8pVtt+mXHXdzeWznz+hnHXmT1VeMUafqS4SAts333ZPOeblx5Tf/e735ZBDDiq//c2vygw9f+joibreUeVyeVfsd+De2uPGlpuuvaJsO3MPgfAJ5forryl77DlTY0Mtc87xeNOgdEPhkGQ752u6RSTesqkjjDOtd6qXh+tmdS7DNONQTcscvAM4X2PkldQRfvrraf2l36OQIrHhMoNULXeYZTRaemnOQO9BSa50apZt8NVqlpMwJ+GM38gIARSYZVhqQHI6u4TIWk+MgnqN5KHec4nmDt99tZK1s+98QGfn1mJEqw9LJWhCJEU2bFO2WiqYGDqtqNJnWbGJ1vQDcmw88X2/LANkuKnNXXHd6nLbh19SrnratmX+XYvjdE7sjNu0Eifj5T4P6B2jGI+zpfkHTdQeRvtUSgQwmx2tcxOfJLcJ8xmEyjIOx6yrgMyUFMUvKIRM+imnI4wfR6JLp5VJIwS0nqyk7dJy7dXXO8Z0725K1DQ+rUMO2IXP5/PMLPuexuyX63dbJAhDmGXAshMoMOG0y834rCdhrrWwUvfNQBGTu9qOCYYXZcAQWFiXrIVV9b6ohQ2zHBl2Wkvh38IZ48QcyZLKGjO/UOjRSwOegXObmMxxYn0OJS9JVzbmOYlLZNYblOxiDyHVSVkTn62wSiAYZ3b9HrCt9+TcagpDkj+rVJcNsCeR4pa0SNDNEAOWda2w6sxFaprdDSljS9KSZHniW+2l4DHGmoQEsmjKKnGvBg+4C04SCnhGjacFrpJcO6tm2cyyLnKllHZJyEZl02qsk/ckfTCo3D9nTrn+ujvKpCmKy2kprHvK90ZlhHpsyJC+curP/ir/mBv/72D5a1/6atl+u500YJIOVqYCpzqyQ4AFBsGtbpDhINPEcU/ghiwSGTYafcP03Xrn9eW417y2PPjAA+WmG2+QHGayJuy1Giw5Pe6zl95jVdlll1nl5ltuLQvuX1h22XUHDeY6M8tjJ04RmBhefnTaz8snPvuBcuGfzi+PPPBQee4LX1j+evU15cF7HynPedGzBcJvKovmzS+HHvGMcvXV1ylzO0ZgeaTlwDHMajXGkTk3sGYrcYEoFirgNsYPAU028HK/3tqnr91UnPkkrwa0NsY3MukYRBmMYyjFQq+ujK11VOsX7Elhw68uw0rtssEyxl8wzsi9zTSnXsLZNi3kSdQ460CEWR7wcxl8qXXUQ29/Z5mIwZefJ3djvW7ddsrMzl9XdnrwwXLlRXeXq86WdEG9LIYqs0QmFab7JccdWvY6bPsyVMZUNKJng2BDcP2KroPg6kFphu+87qFy/SU3SuK+yNmzPgWz61cvL0995j7lP959RHn4QUmNG2NusJwMtpnw6jqOdGg5RjJ1fGGyIvFprR1ynWxk6cfWMrlh4pucPjXO2dAiw84iRLLX6nEGikH90vStytliJD/416vKM+99uAzQooPZt+GALPYty2g12a6xZnFnoyXbyoaVHnmpfeNznBGrBia2qtfBg7v7osUrtXkRQA1R8KADQbWnJGOWy/199MbVZfwJnyur/uuDZYGSQiM0/jGiwoAK+UiCDWfSahKnGWY5i1hBZpPHuKF9lZ1zPSM1fjFeQLoT0wj+INduWcwkP1iPGDFod2F3ZSNF+lWZZTZBN5en9hYTEc1D2hgEVSUYd8ZcTl1uj2AzijDEOA6T8cMsjEAZaWyTz8L0RmJE+woOgtRGbkrhnINVZNLuNVklhmRJByi4HDthbNljv0P0Wb1MX66v/UmrowFl3v13lxuuu0HfcYizp5hY2FSsytecrVfCbcL4J27wNWvWzuX0755ca5Yjs+pv8JU6SrOprvEG2Awqf7rkyrKzAt1NSkyxtwGKJ2tes/dh8HXT7FvLQYcdXn4u0H7wwYcqETOq/OWi36vO+fkqhZin9XRf2XP/w8qcO28S87dGzPrBCpYvL/vsuWuYZQ0mc4NaXbLpm7sbczg1ZrkxXZyaZsG0z+VecgiDLOLQTFa9FyxzWNrTANYUsF0ZVl4bA42a9q43AlBk6XEvENTveM9Ij3VQ66wYo8PuVxMmlY995Gdlv6vvltRgmA639br3/9/AMt9ptZiobV94QDnuVU8tWyxa4e9UlacdRoegj724jVEuPoCsOYM30JJrqzXLmrdG0PVPvzrdjqwWGXbqg2PY9NisaS8oIngkaIqpVdbUo8FyBb8NOHbAckCRwbLOqg0K0pHDp94x/zWn5/9/3LARbkj2rvuMIitsKsjLIV2t32YP6LKpBPJILlFZ0D90c7CcmuVWgxxgx5rqZZa5BWbZ9Xi3z3JuDI+z7wEEmzEXo9SbOOiC5cdPKLQ+y5tL0qmz7m2v1rv/JLkSZjm5kuxHnkeKPVyjWl8QsFzXFGDZGQgSTVFfoB4ingqzvE6mprsJVO6k5NfqcsO1lzgp2O4/Z2xrHdWcwQHqI+XfMlolDuvWLtde8rCAFJXsnDnVPR2n75ooixt2q1n++8zyDDHL7xKzvJsMQmGVYKYI9O35oXtH4oZzkrkXg5509aAsilpI6lxJ/m/oG1Zuu+1GMdW7lyepFOMnP1E53lbTyuzZs5XwXaV2gHtrLx0mkDVO+9EosYAXlP323kueDuqeovrVW269pzzn+c8qnzvhf8orXvlizacR5Zyzfq1ynGfq7BlcLrnoKnVN2EugcYxK9i4tu+29j+Kc0eXKy26Qlw2132sMgjkPAVaUm6X3bS2z8rmaJLrL6UQijFAdapLmNdgHyMG+Wnmm8w/JrICR2Vy7ZMMCp+6UsyclM7Bh1Il6ehgRo+ZCOst5PLiWKrXSD99//Y+ZY2qWXf/cEkABIil9BADEpNPyZMeoelN1llkwYFg5ber4ss3SNWVPfbc91dZp1OThZc4dC8qnTrqgHPui/cpznraT1G+Y3EKQ6J46Jo16tIHRuGHH7GyIPo9k70Qxx2ulUvzDn2eXC3+qvspi6SUNKiuVkJ751ueU9+89ucyXCa1LBjHldY11ZWyrX1BUgYnx3GvbtcdiESWbHidG2e1+qurTsu2qzlyK4zklAHqdGWSVRzRndHxYApY5iyiZU5JAmGUKhJXmaFSfmosmquJsbjl0JUAYv7Scisx8lNbKOiUlqEU261kdnrnHdhfXmQ7mwRHavbYVO6UFYhItxFzp1IKKToklt7dMjMX3ZK5R/z5Uv1ethhOBNpOjZpmSOvLaJAqJk2zwFeaZ+YHKgFiLvYkEHnMRUI8vjPfF8CCJqeS4bb8YPdBUDE7u8XtUT3pJR/JfP6Opg2CW+e4pXwDQU15AnX28cDKGuF5rTuDMjqKH5BgJBmTa9syp8Skgm7i9MstOOjlxEK+gZvzlmmXib85uPb5QBn/b7bCtapbps7yunP/78208TdcdO6LjSUSCRO/rVqFav26xC46ruMkKWTmnM9fAV0MGry+n/vx6GbH+E8AyfZZ32XEnDcBqm2OwMCnITtP4gBcOqJHIr2mMrou2Zr7WJrLQV+pAnztX7IE211GjhiujMlwb6MoyAFpfTrBkECbIGGnhvAXOlm2zlRg5BeEuGJe2/lr1rWWCzNh2hhwU50pGu1YTg42H1gGjNaBjy4OP3KPs4AQx0BPL7XfcLbA3SuYPM814N6vyGEt1+9EiRbGMnIJ0mGODXAUB9OuF4ewYfUVWbRMB9wkM8/iIMhW0iIoBVUBvFmJqWuOeLRMD9/9qLYmqq7T/TU1yaoXb68mCAa55PiCfvoStdhmJR+sXiEnCYmTYYpYHnXVuGT9XzPJr3l4mblqh66CWCCmL5O+aJOvFMI+fProslGTmZrU7OuXrF5cRQniDpUGidmiVPn/tgduV4w7ZpTz/sOllgQzBAJH0ncaUQQWE5WYBzRP/+/dF/hvKZCuwHbRe9xnXznXlP971L2L5t9DGwgbWrlMb2OK0HWDyT8R1nH6tnry17oMgnKyfax/jZt3k7Vw3499s+1PjUFuRkVywCQPSmxivDUO+TB1OPbxpdTVQ7z97izHlHWMnl4sfvrcs1EGQDFeMq1rT8tZqinFu7umADJx1LY8GjGCERUZMm0Jq2LXRanxYnAQD1FX2iSZwbRIbITXC1f1vrZIQI5TEGP3pL6hm+UNliWqWdQ75cOb93UdYmw5GIM21zzXF+lwfrATBZCWx8reTYsCpDb4sU4mrJzJpJF4QTPR39GbawLK/T5JabOSYB9n4JTupPyfsK/JsegPDEKSuhufzJxnvajCkh9gMuV6+F7If2L7UBgecssejiHYc7TqdyGt5Dnk/gjfeG+kOwNsHgr409Ths6DywQenNffbfXf4Eu1oaSB9RhsT5UlhrTLD0PkP1RYdq0srRpnAAACAASURBVK5StvGCP8joi/elppF2VBq7HBa1jlos2OhR48oZP5MM+5Tv+9r+kRv26d/F4EvJOx2W6QnbWwuYIJo2DJFhk1wZVO65/34n6CbLoAsJ5Xg5uc6YPl09MdeWPpkY3jP3Xhnr3F922nE71yY+pJKJVctXSu0w1nLEqVtOLjffepdMwVT3PmioXGDvUKnKNHUR2FbjEGaZOdAnZ0ykZr1SUuZg6i7T/qYSXnG9dh1l1wG6mVi1pFWdEvWe8/x1AiCaCM6ZtJA/YJn6M2r008KJgD8Geez//WtNU4+LBE2d5XDIKR/+9c3lgR9cWIYroKN/8kCpWzqu2k9Qhm3ZtIz2rnn7v5avqRRk37nzyiCV3sTUKHXqrXVQb+/qxgD2a/lTM/Qwp04EVClxY9+5viZVB3pQg+r8kcbFQR7A0euuK+l1G63aZ5nv1ACc2yXV2uQAx7CpBkuMnetx6/toTOldTWnFcJ1XvaDbrcY6fZYruK7S444bdo8MO7L9/oqDrvQ4yptOu6S6XmIA2W2v5To4fdQiXdsEjVGkxPlsm1dhgoac32C5+50seVT8wF7R+QwSAVWe3+lFzTwCLFeWdfPH3UbLYxQDOcaf+/lYrZ36g+X+rtcEyMQqj9066tH12wSkACcbv7FIdGkbNQGYC4DlURUsB/tmv8m8CFgG6DT2gzVIAtzAqOUitWGu3hwsa/+bPHmrsts+B7gf6s3qsbx8yWJnHZOA6oLlJuFl/3nSQU8TwBtd7paJ4Jw7Z2vMaU/H9catmnMr83qgSIzX9Rh8/X2wDLP8ulcfW3bfaQtfn02P6FdMuY5ZPvY95mOS/wS7nLOcj9R/yp/MAIbz8JGF88q8ect0fg/V2TVW47nO3Q2mTZ1Q5qs2cbyM+laqwHXD6mVyM54RNnLVOnX1GFmulrJomdyzt5fPw3qV5+Fou3GjlCUyNkWWuv307ctcJRrXauz222PHcvPsezVJNujxHVQOOFbnvsBvBfGpJ01LRnt2cA67t27Y1rCBetyy0/SAJ6gPYxZmGQM93NlhWzHpWk0dcE2O2LiyeW9QxgRY5mAkocbxqwnAuc8igs1r95AdmzXFawEgaQ2V55pBVgyTThbIsPN7wLITFYBosX+rxgwrn/zNbeWROQ+VQTI/u++lTymf2GZ0ecqkgeXOa+8vJ5/wGzuFv+6dR5S999/Bn79K7bSIgZs01rEx7s/ERhUs29EY53HFtg+rBO9bn/uV+nRL2o78WO1hb3jhk8u3n7V72Vvqz3lmfEOEjAYzAHyQ1Crmm6B7iiu170FjkGk7ZwYZczWNMf4KgFzYRfv3NBPaEFhpExRwi5mv69EtE087ocW67qn4+gwZW66QBG67hx7xXpbODzGfBVhh3tf1rUn/ZhKBNplFtVglxe6zbJ+ixF7I35taDyxhxhniUPfDnU70vhCG9pfh+cRKANGexAvMs2uWIQpQ7Rk7hVm2SqFqpTlb/Hvmoj6XfZh55+mjKYVK0Go89n+9jj2R+ZUUd+T7LpHTcz2vOwZfeV+MM8MsN3Im8Rrrge8IGCXZTRwMqRIPE96zsvyQVZ6Lep4+HIa509O7Kk+soMQolzIHx/Maa/qhk7yyQTQgNuUa3j+oy6dmuTLLO1VmeaOC03N+9UedLyoPVqKExE0MhSMLN4lblS/2TsJ5vSY+iI3cPUfPH6JOG6eedX2ZK2b5qkt/4zPs/1SzPENZzfUb1IKDmskqBwXxrxEzN14LMi2kNHEBITjzAXJrHQXy2cWqHSW7slTZLbshq7CbFi+0Q2FCLZYWHYZu44Ch0paPdg0tIDOGWUgg0ucLpo2JuUILEtD4sLJW9AUmSyRSpqzF5ZCJTEsLoTqMqTDOoqZ4HPUH+txxONnZJVmbNzS/JCrL9H42dNCmOZGslltidLNCSQrkZuYmU++B/X0OhWQuqlU6xhaA1SppsQxdhwWHUzIfsbcPg5nJEpl13JphqhciRQEMtlreyngi/x4ruQPGWO6frENl5DaTysCzfldG/212mfuWd5QJG1b6unCNhGFG3tDs9cniTZwysvzx+ofKRd/8Q7l37vIyThvLJtUeb1q+tKzbcoty3At2LVOetGuZttXoMlRypYGaTAQ/204bXb755QvLxRfeqLqe0VqQG5wUeP6Ldi9HveBAJzdir1+NzmDGNc6u6db1WvKi2vUU/vf0Z4PBxmnRfYJh6rWBKjhHrme5NuOtjcSueWb4mT8ZPzP/rllWEAYIpv7DYDb3tbWEGKIs5fopwzsZZGfAbGWfedX6KeZ78b3DTsTMImY5cfkLWGYRemOFgcdgTJ/XnA3ZEHleO9AsD9c6GanDfNwJny8rP/qBsqwMK/r4KjPG4Avw223B4RptzZ+1mkeAZMB0qyEhI0jt9GCkPq6XYfNKfRpRIz82UBfDwYrhSgXLGHCxOTHOvA7Q3XrOsuE1wy67dgKCbVSVwJ96FnZYG3Dpj12t3ToqWU6ynfGcycaNM63BMnJBpNvahL2RcwAIF6UXX2RJbldl4xJaYqS6hmw6gSbBIFKgpxx+mLLdY8sdt95a5s65XZntod7AzSbrFRu0cY4fP6U8+SkHewyuv+YK1SXN1z1W7WoNMjjsDEn4zrr2oYPHlDN+/sPyjW//Yxn2HrN2Lae5z7Lq8ckcu3VUBRUws7pespsTVJ8V99mAh2HDhzggfOSRB8XkjtCaocVHQC4GPNtNn2YFTnOoZJDZE+eo5RTzstu2BvaUw31ymTp1rCXYBOuMD8HREjEuoyRrqipcAzaCKTtAu7dsBbhGzBu13yUTyz+TeMjv3Q0AdhSJqRFIgrr0Ra01ywY/kYThPouENUxITc5obM0s27wq7Bh/eA5JsuF677Vyqv7pn28v137612WAJHwb+iTZBSyKkYhLMkF8ZNjcNdQaabXSHifQJwOvR/XGA5etLNd88GXlO4ftUHZ+4JEyVCqP1kap1elyQDpx4NKAKmnTWHTdsJNICYiWxLz6BfifGQiDIoxm2NNJSnk++cuKuSCR2QBlLtmBcWqWu4mDgOVI1SPPzjxqvgGRW1eTKgIYZrj74yoZA1vvdY/wrjJMyO0tMcbpuSac9N1an+0mz25GLzGvau2SgjS5FEBcek4z/lnvvmz9JedVS67UMdJv0n+7V5KeF3Vq3wEMngB5fLGCIpvjoaapE4P9yj2nMUHreZy5zT5sozgSUz3PZ/93PW6nfjuJM66LvRc5p7vNeR71GHkhzwak8I10wZGwR0HQlbwnQO0YfPlzCTiZgXFJ99pheWhfdFmK/o9SI8yu+N4tgcer3NlBCWGvEQ9n2tct9nzpKmV4d88LB3DMi+qzoBcN0eZ68NMOU+wxssy9e065SZLloeiu9Ro7zFeFAoCLcrnJW25VniSTQH5/rYytFgtc48bPbA2zHHYvzPKAcvzr3lDul/KMP4/bOmrWM8q73/LKsvuMyQI9tI6SGzbGjzp/UKStVtnTpInDE7RqLFz3Wg2ALIUlrhFohgwQX2K5Psnuh+etczBMsp3XL8LjYzTXVpQonFgeXqgSJhhbnf+QFFrujvuYT8jMF1fGeaFeZ0NVdUFJchugqYQC5Vd4xawmyYmreWq5ieNgUVcrbuS8i0Mx/ePXxEQKY03XkaZeGIVWjCx5vJotafyQSodZThJ7pRWV2teVlLUpF+DBsljOhvS2BcRwtjK9ABckzrhFMIOclZmjeo0+23LfTs0y52RAT1SdGHxFJkwi0uDWDK72KyWX/+fKueVSFvIDS8rUW+aWCXrz3RQL0cbzoUVLlfQabPXgC49/WjnooOm6F5ghKQZyuy+IIM5WzJA4GyA01Bqpjt3ULUdKJfpw+bb8azDOGkKPXu2bA/bZurz3DU8v2yomp0UaZ4eZVfdT1j2uMmtUgWaWKxtvmbWIJXfUUQcZt/nCZBVm2oAnsmr6KVN6l448cfa3IzJtW/U4DLdEGHbwf3j+qrLvwXuVPaRiGCgEvemqa8pl6jt+zwYRberdDVHF9bB3DJOfCG3FcN92ySXsJ7JuxZ5u01ndsNMuNn2xIQ5RcYINiH2X6yd17K5ZVnxjR3XF4mlJFeYZiXQrkYKoMfbQ+OL/Ep+ZSojYxyaxXRjg1CQz95iLkVNnf7NQ24REYmPOhGQRA55dPqXAILFfZNjus5zj1r8nziNpRJxmsrMmd5i/7h2NoRdJMZuVJT7ga7lswbXHkKaKd7l2/cJ9mYmniatrmWTztpkgGTRxvz2tGLPqBQBO6padJv5PvM5cWSd/q23MLAOWLzzvAu3M6xRT0Yc9JID3HYPlCr4t4ZcJHck2jT2gH/wE2YXRsJnln11f7plz0/8dLMMsz9pFEiD1ibUEwHp7HRiiB+YtXKGNb1HkpAyuMxLZHAhIN1WafrmCzPEKJO3OC00P+OB5OvRZ4K5blHSV+oo+bfZIy4awqQnMUPjN+w9CUknLEBlI0WMQhnqlnQAJHmC2IsMia43OfyPgXoM4XJtpak5iaQ7TDQNHsEtGntrSkapzYfK4Tx9u1zZx6YLlSCmS6TDYRyasBbxImzsbAYwvG0qMwWBWxfTVPsnt+a6rkL3+aOo3HHBpQyMLRW2PNmveHyOlsappXig3asB45N0xpKJWx32rq7yZz1v68NoyTD3khp+tmuU5t5W73/COMrFPYNm1NlmYBOMr6SkHuMZ8gGz8AIwaVpTf/Obmcvu988uy2+mLPFwGSNTlrizrBZon7jKxvOqQncv+e28lJmyQakXnl29+9UJtJjqpikxaVINOC4X3ffRZZeq0LRUAbLDLHIcnh2RHXk5Ng23+dT36fNd9VNnzGl8Ph1/kn4sXigmfIrCsrKPBMrUQul5cWqmJaMmF1rIGED9ehmqY32AmxPu5+XhlglfrMF0tlukOMVdHblpW5uu+BOzGDZv54hZSbuWV+8t94H0xGGMRM2+8kdaWS5EmpaWVmXAnddg4E8QSCLJhkbTxfGPeaR6OElge+vETypqPf6isUdPVIVUyQ2uL9ZrnAduNKU6SCMUGByebmuXOtTk8rHCeT41zwHQiw8SlAM+W0fYhX2uivU683qocLFRxlfakhQUBPOZABtveQCOP7mUUKbQbKKDC9yFJYtaENk96HnsA38GBWN2sUflSP0etKViIxDoZ1gQHkZ+yZ1gSTPyu58SUi3U4SaYch9qU609/uFAGSCsc+PE5MG0G+gITBDZHveBwPX+cW0tdd81fdS8FxDhU7CaJzC1mLIOQiA8eXX7xqx89IWYZN+xvfPWr2rfW+jBFPkUSpZKX3vOWaD2d/J1vaSx1U4BV4A2N3+jxY8sHPvh+HZTqPal9zmMJKNb3/9xnThCQnq/nxgWYw69P2YHjX//aso/6qvJdw7ATOG0qX//GyeXeOfcEgJJQ0HvxnBcf/eKyt1y2V0liYOYCEA2I0rwFwFnm63uN1Gqj2S7md1MXG3jpPQGIJH/qNHJGmj8dNtVMYx7juy4m2HXAX4EAV657xz7D/kpPbz7bgA8vA4zi9B0WTB1X/u2iOWXXb55bRiLj0v5CbRVzquM87WsOuBmix5Pq4HNrmwvXLOtxjf2Qh1WD9upnlg8fe0B5yn1ilgHLNUHQ5LmWpPeYoPk7602R51FT1+SzcYBOQiGto7Kwkj5oQJAx7jEXAfzwPhrTsK66v3qdxwKAqECBwBaDPk9vvZQzJUCQMW01ZQHvBENpi5R7z9ohOKScgDq99n3CmqZmPW2OKrvfeTz3M8qCKtumdRR1ftq3YnZWwbLelf2ZMWpGXqlNBiBSj9tcr5lGXtxVYhzDItfN5Q55vhBYx9U3DBoJAJKeMHHskf3qujXvOLfdE92JgzZG7FfV1Kznfjaw7NZkLXlDKyiNAyU4lPz0tlHrB36rymIYDsA4gytWgLGK+VoSAZFhkwhotcxNxYKjdyR9jFGIlawHd9SoiYN2f5ghJNRhlnlj5iL7cmTYSgjrTIHJ5BoyL6KCc+swG8LpZbBBSrBtP2O3su32KodTkHj7LX8ti+Y/ZBNBEvWZL2L1hNYGaG/cQ7W/o9Uab7H8W2bfeKXVQk75ALI0X1AAjlPw2JKlL3nlvz8hGfaOux1Z3vYfx5VpUmvR+hJA0srZXLaj+Y3HDGSIW0m5fIj1rXVfFYmjMHlaIXJkgtQf8kBhXQAuza5pzFFhsGe7Bd967UWKB5erHA/1EVJj3hdFoHsEo/TS+y5RJ4rx6tfM/bdBph5PHBgQ7PY7Un6tWKJWmerdzvUbvNYyqPS6Das7XOh6qy23tFKMeAbQkL02ALUlw7mXngMopWCeKYmpMmtY2U4yuTLH3GfiWCeEtW/V3F/uCQAZUIPDsGKF/J7zpZouEdvqtbwHMTTrzWAZgEECv8ayxNL4/7imFvmyYiakXatg8/TzY+pLfctlc8rIcy5T14G+so1i+vWYxWkRrNlicnnVS2aVQ/aeUTYK9BLDEXshVQekhqAIMTROY7zOwGpA+e5Jl8hA6TYp0Eaq7ErEit73uFfsUw48cp8QUZUwsdy5ypzHEQvXunUDGJulUcM/ROCamuYwz1btYZJb/Wtot7mImI+aZRhfg+woegBKNtP147VmWd9/gRK6O06bUJaM37IcvuPM8hwlor94/33l9kVq5enrSW9eYssZM7fXd1RL1Qf/pvrWlf7cfE4IkA6RwvhaOhzVUtqVIjmO+SyYhXuKqtX9m4ldO8CQGvNgqCbDbkkPgC/bHGyxpmhtHRVfGYdS+B6YmAjWYq9CweDznWQuc7Qyy/69E+rZ49lf3PazqhjS0zlxFq/mYRt8VTbczLOrPbpyb+6R66ohTQHmtewnPb2rZ1BlzyFK2F89JlWGDe5iXZDgYH2nzVZMSjkTIqlPGabN6ygvrJ5GnJPLuZdilvGvoZTunF+ep/WC2lAeNPZEIqGTOZuWqsFxSWRXB3PmrtVEfA64ta+c/svr/jky7BO/eGKhdVSf6u4sIdLGgQxl2taTy6lnnFlO+Z5aPv2DP6f8+PvlNS8/3v1NB1LPSNCV+5+McQ38DjjwgHL1VVf/o7crd983p+yw7fZ6j5oZr8d0bjqTa1A5/6ILypGHP/MfvtdLXviS8s63vk2LdZFBCzS+e2liksDGoIXLBjRq5NCANWqRkd9WkMwGgvTCDoNmlOO6jREV4Nt1DEg3WMiWVwcUA87iPMi/BTJ5H9fqAr57apmrq6RrmN16K8wyrbuWiJEfofuwSczy2Ltml3lveWcZt0EybBqyd4zKApoj76698nR9bv2ljXmRtP+fPf+uMuy3V6rp9zo9TrsdXbNA83DVPB1y7H5lrDJN1/zllnL3Xcudod2gll609sKk4T8/8iy1tthB93RDDk/6FXo8YnZgObn7TbOh0XctNcFdt+0kJcIUV5k5yYl2EFjCAngOeM3rUSaEkfdG7rqTyEOoGbUsTOM1WFnRy1TT/d4VI8qZG+aXrbTB9ykoRw5Mc/bUWnA/u8Zvvj/aFAw4aJ3EQQODy2K2siFmDN6o7ZyYDXsYG5h2Dx+KHNLt+SgilIEfLYOv4Z/6bFn1sQ+VVQOGywChz8kfjGPIHqY/MYd9Ptfu10ilyTLD0mKChUFWPeQth7FrZw5INtIWtHoTZDMjeWVmOZsT2VGWm4NVWOOqIbVDo9YMG6mDA9hhb/gxtQkpERYl9YkxoUgQovezRC3gF+KOQJS+xzb8MUDju+mvlp6n9RJjb8kbrZ30ONlPm4E5AM3BsEnuXNPUu3pHGVotW/qIas4u1fsoUaOvwz4eNjuAY4nUK3vvt2fZatpMzYdV5ZrL/qzfMcb0/k1NJXI1gogROsQHDx1TfnjGE2OWZ4lZPv27Jz1mzTKB7ggFrXfd80A55hXHP2q/oa4Y+Tjju/mfoZJGEghv/udPF/2pHP60wx/1+MEys7ni8isf9fiHP/Ce8opjjlZNz2J/TodNtQz70e7GNinqyLADQJkXHDZxw86+HKAIEFAAIyleWuMGKHE1sAbsgz5uK4hm3vUafHVAqx4HaGytQPA6vfr4H11d9r/4hoATGfcMsgy7Mcsxo9ko4x8CxsEy8urPOOtxPYMM/SDRTEu2n1pe/V9Hl0OUwN2g7PNoS9KZSL21qWHTG+McuXRa9YwWu2WAWAET19zaaAU814HQ31rNsucg87SmFtzpQHtBr8EXaxaW3TLs2jqKj2l13QTYsCPdmmW5GOt9Om7YyTh5/q5E5q/1wnp/TBk2YNnSglbLXBlnP94F0Y8lw26Jgm49bpIiDTRHsthk2JkvLFIeZ9/GmwCwzB/GA2nleMuzmVcJxrose9pipf+2PkNjhAM4LcXSaox3qTXLjyHDdlskzTvXMsPEdEB0XIxXPW7Nco8MW9+Z/TwtxVBfJJYgMCUAJrD7RzXLzcSLsei2IGvLM/fCtcyWYSeB6HGFcdI1QBjggcGcdJIFSbrO1Gbw1WqQmTPISvc94KkKClWHLDbgnrtus6/BEhnbMc9ILo8YOaZsv9MeAo6TBFTXl2uuvlQGYcv12anhz7WhCIxhn+e7HqN1VHPDfjyDr133OLJ8+H2vlRR6lNVD7m5hI1DijWEyuXxEib5H74Gbb1gvPPZF5RdnnJUkjgFnkm1tH8E8jNrjL3zpC+X973nfo/a7zR/4/Je/WP7zHe9xAM3rmqkkz2vlN5hs7STS596/zXnc9xs0eHj5pQzFNun51GZa+lpLetIaS+c/Jk6KAz3fmfucl8QLAgfItN1OyqVGWbskhDmj0jOXmuXsTd5KnQyJEq3rhp3RcKLRACaJdBQGTnQDplwf3QBKgDqlPxAMAISYqPJvap6jRlN+osxZP6jcqqT4PIHmK36g1lojhilmEgGgtTxYr3vOm55RXrDf1i7BYzwtjdV+6lJDxcTKXZT7ldBdNGdJuff6O8t55/3NyakNMnndoF/ute+M8sZ3P13telS6ozOGfbF1mjExorU+aWLAbXPDptyFNrTMScx4rUIwE01shiybxzHqouVUNbfVv0dgKlUNvlyyqBgzJYxhP92+1KWRSk7OW1WOOXT/snzXXcvARYvL2edeUCaqJpp1S136UpXyHPHsw8oWW2xd/vLni8oDMg2eqAHj+5KYCbPcdXBeImae+lqDaNcwpx2Zjck4hzDw0j2F0OP+YVKFoRnYgQRg2FjdP9qc+jrlGE/rPMdbPW7Yit3YZ8BMJharRNqlasRilmUHT/F3lAlgCvYwFha/cfxTd2dezxyMslAPQkz4tXk93jnsoySb7IZdvSiaepDv2P6OZwFqq/V6TsoBNZbMVcC0PpP1QoKBuJ2EQ+JaxcN63iSx9zbstblZU0ckyQUZZc8k7SvDrVxJeQNJuO122Fpx3kFOGl5w7h91jav0exmGao+FBLBagXp7cJpwB7LuFSq/xFGdenPM7awag8EWThuibj6nnInB1w0y+DrHo/S/lmF//9tfLzMxl1BtCIubRb1OozhlwoTyo7N+W0486Sud/m79d6EwTchITlKgecy/vtRO1jGaqMGHk3aRoJH9fOlLjlFvvD+HVWrSwd431V0drJl22eWXlenTpiXz6gDeUVwmjM2KBqqdz1/KS49+SRVQ1Y24571cK6IN8bhjX1le/cp/0w1b7FoaF4h7wpP5SE1xame7TG0YzzCfgFLkQIDqGHzFSAyG1fLeKjEhUFsuiclIvZ/7ClcmuTHLLERqjKeo7clSaqZb7a/l35FBNPn6YvVXnjRJ4F3y8RECgxvPPLdMefB2MctvLxP6lqdmmQ2IpuBMCl0HTPQiGZI1yQgZHQIwap/nDxpR1j/0cLnhqvvLX/56hzbCFWYSaG+zTIHqQMvwOPCHaaw3aNxkZCQXOTaa94tZnqw2D0OVjbQZgzY2JwlscJZMESYJU/R9aQfg9gMtc8QGAwNea4WRYU2YFMMvxi3GcTR+X+eN0QZVZBvN4Hf7QsMsI2HB4Iqfa7XIhunzVytwHjF5VPnk584rS7S4PnL8oRo31bUiz8K9udr2NxMG1zjo/c08u7deNjrXjwA2DWZjCJLrC7jgegHfrt1FYoMcy89PH+RVmldjZPA14pMnlJUy+FolpntINfNwn2FqmtxKCuabwznyS5+obIhWdGTzagZfHSaaFgFoDmvgHuYiWcVIenIYm/HWeuE7dhCpT/uswcZSAlodvAC4q0kJvZhbLSlBB5lEDgLkZz789TYG2qhOMLeC8fS6zvt32Da9p+usGVtLxNOPMN+1clNkVvVdV+jQnLzlCDkfPl2H1XAZ21xX/nbHXXrNMPeGhsCGMImzIj2615UdZk4pBx56qPeXG2QeeLcCI/ovI5O2dNyGG7CeyPPGll/85okxy7vvjsEXMmwxyxhxWIbdZcGGaE9aoHq7b3z3Bxo4TRaOnzqII8eMKW9+65vNLDcpKb/innzzpJOVwX7ExhsOoh04rS/HvvzYsucee+jvWnsVsfL7035wepl7732dhAX3jOe/+OgXlP332VXzcZX3zi5YTouG/jWocaXuD5YDHK14qfJs3zpfA5Jk+o038JNN1KyZjfnCIPYHyz1S0koJ4xq8Xvfoyi0nlfdeclfZ8ws/0xoUSNFH9PUFoA8cKDdsg6u4lm/U4z5zelpH2VyZPst0WFBvs4f23bG8/KMvKseN0P6j/VAxR0BxD4hqZldui1S16rk0gFerNU3w6q5j+gaWpGN21gP4mMyAHMBPzM4qjNb1L1MHAbOyBuEBjtwfJw5cs5yAJI/HDTt13T2ArwLB1Ca3x+v91B7DnGf/4xo6MuxWs/xPAcv9zc4aiE7rqF4ZdgPL6QLxaLCcMqJuW6S/D5ZTp/13wDKs6WOMEeqOrjN4G+swiY9v8NW/ZrmpL2KCF1kjfxhfglpAB38MajzH+xt85fGskX8MlqsUkt2JhJLmUco5aqzDvGuP65qHdOZF1HyUPGB2te+TD1Cifay/12r5Uq3VzgAAIABJREFUvixfttygZpTqMMaMkdmnwdm6cvMN15WH5HA9SQ7AaU0U+T+qu4DlOIYzX1/6Ksmw73vA7/l4Muxdd392ee87j3fpnQNynXOwcsQnSE0femhJeePb3uQ9qf2pnLnPCNYD43z0y16kHslfTcbT/oBxo/ed1BcNWB5UTj3t1PLRD37Er9vgyL1qRh3d1/fTXz7xqY+X177mtb7OIYov+7RmMaDL/QzgxZ34ec85SiawtzletElafZ8AhtyHLdWC8HvfOklxqpRzOr8BKCQVrNCy8krxCC0fXZVS54vj1ySMeS7LPMkgva/3t+YxEs8R9pQwy4ldAdPMr6i+uCcNTHNmR0pOnbmTy8S3Pj+SKO+6Yaem2eDRCfy0OgJoEDNwj1CZrNdaJuZbpufdJyPdk069qqya86BIjtGu/1wj1eCu240pBx++Rzn06TuVxfNXOmZdig+P1nqfVEB3zV1QvvzJc8sI1ZmXgVLJCXBg9rpqxcry1vc9rzz54G3LvPkyNAXkUjJICSIxnWJY9pKJyKpJwFXCye7bMMTE3jDHPN4YZ7dfTQ2xO5TYGCwsokv0/LqAchhn+ikPH672kALvvA8JWl+34onZ06eUw6ZsVSbKlPZ6mcTxe9ROODMT820lxRMdTdauWlEWSIVATTX7dEr2kBTX0kidC0tov0msWddAOuyklBJgyP2xG7nmJEAyZr5x04Z5JhZDDUtChs4m3C/iHtZkTFC7CRbAsP9UcMy5QWzqWmnq6iFWWEoAVGqhq4ybhFZzzm/Ms5llzVvYa+aSk1WQjFCPKCtchx0A3sFXlLrpH1YQQ9ZY6Zg56PmtD2+KC66ttY6ibNZtwXCdr0xvGOQoPtgDufdun+WSgvSMJ541I81YQiLWxMhS3ZOdd91W80uu+VooN1w/2/FWDJkTP7sssZZJrIaE0z2eq/naJxLRRr60PEbFABNNDbZiix/+6rpyv1pHXfl/bR114v98rew0Y6akNDKlqfWFzd2PnxvE/qzXRRIQ2NjLNH41RmAT0KAuWrpYOv7053LTaMBEreFgISNbHajRHzV0tCcQexwbBzXQyHc41NDSb9BC3aQFvWDRIr2PNnvACaBE2RlqYKT2NrNIPQDZm9Ejx8cdGQtz36wseG5Oq4WdoP5+bOAcXDYa0wG52GAZCUjkwM392CCZ2lllwayJ1/tkgSdoSMso6hQqc9paVbneUPUeuumAPBtTKbDCkGqEpSZhTGGOnV0jaLWJQArWmywBkOi6B0WEMNnUj4zdVlnkM88pY1Sz/MA75Ia9PjXL3dcJNJPp1wbpFlo61MyEu1ec3oeNitpDtdjaqAV4pYDpTz9+Tlk696EyTAYhgzXeG+QsDEimRdRgGXttVI3hYIFjguujX7pnOfrYQ7VQ1RNb1wUIJctmVzuYcH5iBKPMDp+fmuVYzafAn3qYBpojZYQ5574742SJS2qTzFjXHncxZ0hLCu5rGF+CTOpVAmbXKYs6XM/7yW9nl3NOPq/M+J/jy5d3Hi1zEclVcbdEhm3Xy9pCrGYj2YCQizgLZ/lUZPsBemS+cBys4BzpUz3A3PS89iYc6hrqgOWVcsM2WBazvPqjkmEPHaEYgQ09/e4A1848A+IVfMTYK4ysAxzaPmhNbBSV1dynaR7PZgZgbfVPCTvyGCC2uW2vR96m74/qoh3iYd0SJPS5tUvMQ5BhO+nkNRmpDYc7dXj+LB3IbJCwzMQR3qAsBYdRpk0GAUs2fTbRMLpI8UgE1Iw498y9mfU+ehxFa8BNDgWCgqVL13pj3HHn3c3M3nzt1boeqVt8jZKk6/3d89JtCcL2E8DtPGt/ZXDHlKVygL31phsVNIlpdbAQZ1Oez14yTHvNT2Tw9fVvft+f+bito9Rn+fTvYPAFWO7vht2YkdW0H5Frd1pncS0Jcpfp8F6yfIGTIcFKSYDQ8mWrrbbQYSDjnepuy8CS8Jn/0AIf+L2yWgK0USMnyPSLchaxCzUlzJxcIZfIYSMTECfx0drfpJY1rBkfG1aS1i20s2ngoMaoYZZ1uEQo3v0Ds9wMvmpI61tFNr8j2+4YfKU/eG9vYb8TSRWtu0MOP0JIdG3Z//C3lk1kofRd+2R45xYXPcwycxMQzUUBlnHJJglE3CDrgzLmaXuUiYfuXPaaMakcqz1jndx1dAwJRNPap3/P6TCFXUl65xr0tRrL7qSRma4kXlOP23W3bqPhmtXaaqr/GFV5LmC5B6gDlvEXoJarU4Oua7YbtmXYAWNej1oHgPeYVzUQRb2/6nE1v9cin5WnAwkvBz8aDM6yPp1vY8X8r+snw35s8yr8ROyeXuXZmRdhkvsrDpK84VrSOqomCPieVYlg2X4DyzVZ57FD5k+SxkOZudQSB3GS59oyJwnwUuPemOUu+O3vht193G7Yra73MZIif98Nuz9YZl9nLNLZoYFlpyHM8CahlKRK6vg1X3paijX2nfvH2JHgtut1UJ/HdenStN1KWUn3GrpJlC4x0MDycMDyZqw5sYW+pdbtiLLltjPLpC2m6mwUZdbzZ51UKksXPCyW+K6yeMFifd5gAxLc+XMPwm7CkgFA3IhA9+iY456YG/bu+xxVPvWRN0hFpdIH7aFcG6wdyeMwUTLvG6m6T53TACMHxboWWPpu94hBckheRvW0vwv7x4IFmDylnpU4KIop5saoMmnsKK0VJb2RefI+xF9+fwAU8ctg1Vs/7Oe7haLGjfmXOK956Qh4UC40QO83cXS6tVDXq3gBNYO7PxCHCgSQ5KYkcLBk2PYeofiyJqtpy0OClriN+cqewb/ZvpnHjlM1Npz9TAIrsGykFACENNfKEoEYJ9R8Bgcsc38cC/erI817E1PZDJT34p7pTUi2unUSCXwADkZQgCjms53IiZ24trxvawHlGM3n4KYyWb4+192zpPz6pD+UOWKKx6nWd5Dk1CtXr9K5NKq85MWSUu+/U9lxG3VPWSAFg9YtZqxTp44uZ55+ZTnvnGv1XlIZuARvQNl7n63K0a88pGy5xUiVKCrmw9xWZwTMM2A3fjMBwyRaxysmZo1bWm8GOarOtIiKuhMQynruPi5QLCM9wLEJJ8e6JCVhannuFmX7mduUO267R2OxRMTRAEnvKWUsZSvFrvP0vkPkY7RBbKRf5xLNgFaICmLaieq/nF7gkfDCHANOzZJWc1l6xvP57jdd/YyYu1wncxnAR2xFrO4YF1NbxfbE3KkHpmQxa8T1unQo0U8SSDH4iukcya0QDoknzOpaVVhJB/3Mftx8Z4irUnrXOoCgOHA5XZ2rMZzzDuUJSdSVtoaph+Z86cqsozBrKghq+hHDpXVU2gXyO+IeYpfheFZhEKt57ZhF8T9y6Ga41VQX4KGVxPWVFMNt2y7btezWYLmSjsT3nBl4HMxUm9C99zug3773j/5xq1rUPfzAHSJo8PyIMa+7C+n9hw4Rs3yGmOW7/wk1y6d84+tya91RN18O1Gy43DAHFfmKDA6bB2CZLBdOseuRhFDDiS6fOkECHoJyJCWeGK3vVjMCS9F5DIkAC2mqHdlxQKnUIjUwj+mPG3tTQK6NyQsOul4bgBuMUzdQa1qYcNyE1geZm2I3Zi1MQCpBiW3ytQmTcbVbMmC6ZsHSbzmF6IBlM5z62QJ191GWoQT28bZC1+GB4Rgy7Ej5wrTC1C4X+zAShz1q/bQhwIjiNt0s1Kl9nihm1TJsJCto7XHDpiC9GY5VcM3GQ5/lsdtNKoN+8dsy4Z7by99UszxBfZapWe4PlqmpzsJ3DXNldsPwxiiLjYlWVNtsPbLMuWtpOe2b56k+cqmM0mTERj82HR4bqS2Uxr9PIHSwmGUMskYO21ie/9KDyozdt5a7+YAyTUZgOBBaWmJmeaBcLterXc4wuVauNRimpdgwj2NtweTrS7uASXoe1+v7gLyZA6GB6/p8ft+5f5pP1EaRJHFhv65jo5jc1WuXlV+fc0F5xxtfUd5/84Jy46d+VhY/Zffyxnc+qxwkBm7m6hXlYV0PBwo10RgUYLKAkiAGBt1aXzYmapbDLCc4QFng2ijYTRwRlbEiW53a5W7DedqkbMJQRM3Ph33iM2XlRz5Y1gzG7ClOlw0su7bKTHcOvASqCWbIVbOu4rKcQ9egVuuJteXcoHezZLub5M51xNp4XRPn98rGSPbOgV5wW/6uU5/MuRuM6LEYb7XDORsp4a2DQUCz3sNBPBJv1iy4hxBIm33qaPQ8epPqvTEv4VAHNCOTNHi2A3gCqQDxSMZzL8LiD9OYrqNOxm09ABe0JdD7IQEnIUf9iw4n+p6SMFMpeNrX9bxPH4kOSirc2icqDZuMDRtdfvaLH5bvfO9U72NPtM+yD9ceZtkJCt0j6vIZjyGWkgb4czh5jauEIzWIPUBAz9ex43lFMBvgkACP3ZJ6qW7f3DDySLVgDSKrTa0210udm92wO49nvNj34m6cvbodemEKu/W45jj01QKikwzJJ+QPYLnVJncPJgBlylFc0VuRY5Nh2+CLOl2knvxO92yo3ue/x0wov/7uheXg864uazUutAZb34cMG5DfI7cm160kHQmXwWaWU3lFGc9ySU9v++Lry+lHbFdm3fNgwcuE2mWkhq5H2qw22QCh1il1xyKsk8EPbbQMlgMcuR73Te6YnXXHohcse4xyq+2zwBh5vXYAYvo4DzZA7DLLBoh2w2aMmiS5geXmhp2x84o2WCZpxr6HSVn2hICf1jpKY7UZWGZtEmjm8cxTs6+ucd7c9XpzxUHdV/S6uGH3MMuBXj0ybGK8KtvW8znHWqIhfbkfzSyHtfgHYPkxZNhcM5JQroU9+7EUBLnm7lrrKAs6cusKHGtdv83RepjlgF/AcvMe6AXLsO+Y4NV9swZC1HuP0vM7JWZct37HGW7jL4Po+p2Q5xO0W3HQBcswznwu/Vk3B8uttIH4Za2yrMPEDqBa2agSBnckUFJ79crl2j+RZZP4jPkTccCjwXLkivaD03UcC7N8f2OWTyjve99j91neda9nl0988I1OWMHkYFhlyStkBVJTnc84GVMLCNuHEgzwSfw2HvOlugdTxxoH5MRlrLUpk5QkJ16qZW58vwVKmE5UcmixJK/EQzBCBjCW4tZyOUgQxSGpW60eMjBWxIW6/mbkA7sJyzlM5WOcVdSTpmwuckychwEJdH8IA5V2RmbtavKZeJZ7xh4N+CWvxv1mrnFWkvQGPEcOm9KfmFdGSksC3tJVZLN1X+TvafOjmLcaXrI/eIWTcNZ/9tkBgFR/nyiKMoZ2rca3xwZfOmcVmzL/kbim33DMmgB7URmizkuSGdUcJnV0eTj/vDvKZXc8VFbdMs9M8nrFRmvVLnTTFlNU8ji8PP+Ze5f9Dpimuu91Za6u6cwT/1Tm3TxHm7NiGakPMXd7838ernZg6mQjhRAxLCZOqC5t0MU9qQQJzHBqjEOkAPo5V93hpbZvTaya2BfnYv5tU13t18SyeEREBRhFD2B56FDUZXuUWXvuVq667ErVHt+r8R7m2HulTOKu32Ji2UbB0+4qibvXDDb3MmZ6nJXMZWJWiCoY6ZEjlSi0sdiwrgwbtlK/X4zCqPrStI4tJrwcu8Iop16XPdg9uxvRo5JCYkQwjImXmtCBqAOrYACXxErMtti7mjeL/Tr4vWJAlxBCKMGi4g9lw8uwxcQnNvKySjBnSEuiW2WivZu41Z4VbACc98xx/Z04jMdc9kedkfd14sz4y5D8AnfFuTs9nFNmAKmpfQnS1B5UAfRt3cKeY7LKGuC7b5RfAc93PbjmKIkKX2stG0z/85SzEpfYbV9ze6rc8idP3b5znvpMw+sHjwQYcdf9x8QVEnaI7sWdt90nlexCu/KzH3IvSFDYGHjEpvKT39xQ7pv7T2gddeL/nFRmztjBrArBBCCi1ZqQD3MvVI0pNZ3cOLtgGyxHlsrvMO8BPDO4dk2DDap9cVMPkCwKQV9z17WLIgZYZChbH7/6vJgdxF2QwYZJTiE42ahscgyGQY4D87ho+/DQ4C0DdHlTzgJufaKp/aTmBNBMLzWyX77ZVUIRMBynOTOedmfUAsc9m6L/yizHxZvNPZkTNi43TBdYJltt2a9+TxDS22eZyRFbe5gCmNO4u7W+Ywa3/hySCDHuGr3txLLhTGqWbykPvuVdZTwGXzpUmgwbZpfPwSUSZhe5lBll9zOrjLiyZTFvCGuyWllCbf3ljJ9cVy6/+NYyhCbl6mcmuKfDYZ0W2VCBPWSBtI7SRilWbeD0sWWcArdddh5fjnzek1VnOlnmRWs6hfRIZDjMwixn/NPKK/JywDJZz9QctN57HHppVTZa983XRX/majpB0MR92IA8xJmpuFIPVE3wLbffXN745neVL/zXe8tG1ZJ+4XeXl6n//evy4D7blUWveXY5Yt+tygfvfbBu1Fk8OhsMRki2oEyAMSYQaTb+q8kG1mSPs4osbpgx2FSSQj01wrBJmySDR5Z+uyiWIXc/WHb4zsll9cc+rD6Eg4uSyz5cnZFnE6lgGYVENin2qYDmTksQlBQkf1gPWj9suK4zqQDdnIizztksiM0MjPV/yRZSq0ydGuA3DIgZDxq06iebMllD12EB+DW2/CSIA9DG+bUF97l2somoHOzoCXvNGFQZNprWjWIDRwosULvDGMPkoC6Juye1dKnzYhNnDKhTQdrXzPr4PkPIZlaTM1Qp1EK5FssBV3VM1Bojo4+6xM8HxLcSCA5d181k7g2FZRg0Sm7YPyknf/MUD/XjgWXcsE//ftywaVuDegaZZAMz1AJaVqk9rwuWNY41+CXg6m2jxLjBvtqYhzGugT2HVaujJJDorTWFDWLsqHtyYA94NFjmnmmMtW7MjBoUNwfgmFQ5j+IplcC8txVQB/zqOWmjhCS6McuZh2aWqXH0lMyezmewn3QBYku6RFbLOUEioAEEM6H6rt9WLdsfP/nzss3y5WU97W8Ay9pPAqg2ax0lZiyytOb+zH1fX560xzZlxnuOLvsqaNpaJ+16TXbuAZls1CKj69g5uVsP7YDlyLr9p4Kd1CBXU6s2GCQOqgmjZd+dQWpmZw0UVaRcxwiXVIOimjzIfa5OzzbyIgmRGrLMFwU+uv9kJpxP8DyqNauaq2S9kJOyXkmkoTABqME+sBZZ65ydKEeQZ9ecS+ea01KK+dIFjqy7OD3z/CQGIIBRxKZmvX+LKO4f51DH6dtbRxJtTXrcWrK1PuxOrojpJpBxrGYKTSBa++EI3XPWDvuRDaaQHiNJZ4009p37xuP6XFqZOKFUwQXvydqOYRv7Rt6fxwlMSZyy57a1Q9DXapANoqsMP6UKrCnUSEkKeloQOOqakziKu3XWD0xhxqi3fruVtHTXTtaBkxwwy7XVVGvgkqQFHgtpKZY67e79iSqjGXx1Hyf2AJA5AcU98Gv6nKTh/WDH09UgAJ/902PkMgzugx7EH0NEBPMixn9Iwks5/g1vKA8++JCv//Fk2LMElj/1YYFlfR5AjFaajZzg3MV7xUaedIlwHSdALoCAc7XNI9cU+lxPUn+RysrGy9h0wQLIAdUyooST6R6AirhpoYARzuEue0M6SzJG+yBlaxjJkXwHuLDWGAeS87SkXAMraeNV5nXmk0kRziyAkc77kUp+0zWDBC1BNucx+2xaYXXdsJ2AACxz/lYmnYFmfoTtTb0oew5EDs9jHiQ+iISf1kw8x/YV3EP9Z7CMQadeaLCM2Zd/H2Z6ve4RMQf3kjWC0aVLIS3/TayL0Rf7W2MknSiopXCpE8VnKPfAzCi+LySlXS9KUppNTuMhmdcvT7mi3HDN32yuNFq/L0pYrlW5y9hxY8sBrzqg7DhO/arPv7FcfvlcJTIop1LSXLHhJrlhv+29R5atJXWm5CTrJLJpQC4xLbEfa93+Nf59euoy9mACvl/ueZU5o9Kk7tQybJzUAbEwy4lVw1bG6dzgW/d47XqBY6m1tp6+XZk8aVy55M9X6X6sLVNVarj3LjvKoW9d+f66h8thw8aXddpbbr/lbn9PM98VO9BxZrXUgIc9/UAx5EvKrTfeqPgD1UT6TzumtvdJ9hbuA1LjMTafqypYG2mFMXf9LVijqk9Z35zZMPxrVhMDYFAKW1vBco3DmkoWXxvAsJMlTuhw7hNTpOd3CBEOZc0Xm7jm/LfBV4RSAcs1RnWNvb7DAOIFJ2YSR0aRltp3ziKqCkiMgfG8x+pBt72C1Kx11bzGpQLVkd2sNorMGhuyvkN2QowEbDOvifXwz+it20YdiOEtce0YK21DfpnUrF5BeCBRhjpRxr5cO8k4yDSUb+5dX/FSK5M13lBMOFFdN/J7zO805/AIYs0otvjuT6795zDLp377ZDPL67RgkAawEdSabw9gu0lk0Ny/tra08Y2F+qc+RD9xRyPTxsFKRg/ZTBpyB3xGjq2NhD0fxo26RS94MlwEvnk+m28vWCYTyKYISKeIHpbJLZ6Q7QCWq1NgQLwCKWQ6lUl1Py63CGjuivn+sFoYV7DgAbVLtcDGq7WBwTt9mXFJhjnVwsEkAEkGslxqjem7nIxIMqtMBsuQlWVb8LB+L+Y4fZkro1yfF/fs1F+y6U/U85foMMoGV7NsrolO3QOTYLGY2okzJ5fy09+V8fffVu59/TsFlsMsc2i4hRY98nSoTJg8TO+3zodTkzNH3p0WD/xcpEB2yhY6pFQ7PFmHzOy1Q8pbfviXsvvF6ms4eUQZLhklNQTrdMgM0QLfICOwQWKYqS0cJAO49QKFq+Xytd3Mrcvr33xoGTFmlDcS3neyXK4XPBLzBss1bNQVBt3Xh6xaLuDjJ+vzaWAPAKtJjsiwu27YYZZhC+M0ywbhmgm9L4fUMJk3/fjMH5Yf/Og019Od/IkvlZlP2b884w+zy6yv/LpsEiKd/Z4Xls8cOK08acWishgDLrKtBEjayFtdqkFwBywDZGCQc985pNnwOERdK0Vm2WA2ZQYTtQhnDx1VbtNGcvY3/1Qm3DinfKzvhjL8a58ta7Urwh74+2o+G+wj38XQSxuJgTebGytM39+Hrg7QJtveoEy6TCzjrstBrfcaqM9jbTnTp+dz3WS0+f68noyjjR6cTXRYWPmhBIcEdmyElDawkfqzLNuBdQ5gj4ww4NzqgMoQcy1rYdW1yeZz8r1Yw4zZEK19nHAJkFJSkWuOiVhKJlj7jB3sPk6rKhuyLCmqARIiaZHCGCeRFmd61AckGPi324ehKsF5Ve8zTmuNzLB7+LFmahsyWIShcsM+SzXLT4RZxg372yeeqPm41hll9qw4PSeYZXyQnZFRhrHoBr9ha8Oy9j4/7rnKIXieN0kqkVf65ob5M5gAONTH2dxTRxnGwi2iAD86DAgYOoy27i8JwjzeY2plIFBbBGlMzI4FI/gvLTlngNAehFmsh0yeX4EADGI1eGqAgt86QaBrZh0yH5Ag+iWoA7T/PPfqh8q4C28oO6rF0zppH2GL+1TeQbDJHO7ts9yn7HMy5q4FkGurXHEnjCzv/MDzylSVzwxGbQT4ACQAKDVXvMdvNna447PWYDgas8y4AlzdcqTDmpIQ6rYIamBpgAJJg1M9H4kn/XQ511oCiaGKY3j67zoJxfoFIAJ+NI9hcQy66nclEIgMOyqMzCPeP4kGJH8EKw5S9GuMdWCWuTZqtvEHpwyCQIRzlwCTwLoDHJlHZpAjPW5gHAaFwHSCgg0zi8wv/S/7DSw47GhY05pgYV6QUDBryuMEZQSCsKBIj6s5Gp9QWYywqdxTkmz6bF5CIkDvT1sVest7rgA2/HjWCAGVvQ4852nrkqCstVFiNPgObY30upv7cbeCSts/9sDe5ztZ4kRD+z6JI5Dgwlx1AW4vWE5brAaWSUWZce4xO+OayT0SxJNwbgwyz+U7uS6vStXdgY+9Vr9YrV6/JAn79Wt34kCKA4Pi/qw5Z35aiiW5xj7vBAH3meBSn8E+4rlHgkAxDHsqSfKUheQetORKXNKzt7z0uCfmhj1rTzHLH6nMcq3XZN9h720GVpyj7tfuOKMa/6BwobWLxijGOilPakBnkdbUJJLkyKvdIjL7H2wirTwpi4PJJtGJGZTrWjE4Je6yPJuEbYBXgA+J0SgKSUg1R2ZKH0yuWObN++EurzUkJeCw4WGDG5tnMG+wnE0TEodSI3uL1DpRW1Owj1SgYSdrgA3JCq1XjI9okxgH4ph2rkOxVTfYqMG6yi/WQKtJdtJG78tLSSI5uezfc86HOXQsqnMYoNJaS5lBhoCwDLuq32D9XeKXzh1Nvsx5yR7BtbE/TlSSaa323HkPLCiXnnebWixJqXDv0jJl6HqBQUqpVivOk4GZQP8gbfAYMrJHD5bakCT3q994SNlz/5n6fZ9YfFq4VWYZV2lkyzrriEEnE+NZBQCzHAMtYvZWw9yVYRN7ry+T6vMNogHF1Cxr7zEjbWMtlSIt1RqoKk/UnXs/6cll+nbblnPPPl/YY2V51nP+RYa2A8uTnvm+cte/H17WvP7oslFGoGf99OwaswOG6WBCSQiqyWHlpS9/vmLXR8olF/7FiUXmToe4shqBJEUzUmullInNSW66FMC1zpG9p6NO1LQAQrxTKAVgrqKy4Mzsto7SHmBmmfVsTZ+TLMRnkWGn/M3xFWDZMzFzhjiHz3WZXYK9TuKGuchzU5OcPZhnJNaNupBZ3VSFfmcIGD0XhYpZa74DCuO6x7a+5LSTG6FgruPYruePkPIY0hC3e74rrDpjRiIBQzyXM1Yy1MoMgD7tz0yKpbtO+qBjxogBMwrYeAeBo3C/Z+7YFM5lQV3DYBKYxF2Uv4LLOJfG0gbNj8eLaviIvnLG2TeJWcbg62yP1f/a4OurcsOescNMDQytoyo93zIS9WBjMAHHBNDIst1CRwsYxgxw7c2kHjpY+MOGcLEBvwGx7ltHZg55KgG0wAByE2cmrVnPxGEC2ZXu3szkAAAgAElEQVSw1lNGW1/l3QbheT51jGyiHEi0HCAA4TAdC6hl00QiwU1BllxrkO1GTKaCjKxdsSVzxijLfaFD349U32g2extbaLOFiWVT903CBMH9lflJ7W5zfWbhAL5psK5AWdmybmul1EEgN5BfR+pJqJ2urZ6aSzSgd4Vqd9wSqrpv05d4jPoQ9v3kt2KWbysPvv0ddsOmZjqHFYwtRmBp3WRmmet1rXIz2moyb1o80WJKsiddz7YybfjoltPLL8UC7XjjfeWwDzynHLx4RdlyxwnlqyddWhbcfo/AjC5GUlLLtGnjguuxfq4RM0227CmH71le/uoDLDlkA+H9XQNup8ZsHI25h8lfIkMuMsHeQL24yB5GMcBiI1Pd3MYZdw45+T1FoivkwcExVJmpgYNGl3e+6d/LDeu31ddbUSYvv0v5hLPKRy+YU+Z94xyN0aby12MOLF979qxysO7nw5rX47QRkhUcw+LzBpTa+xGaN7hhA8B4fwwCYJ7JXPG9WksJmyrosAXwDVCrixunTy3vPP9vZcvfXFq2uXu+EjpryweH3Fymn/7VskbZWnrHapkYKNL3kUM6DpqkAYkuqRsmsIurYKt9ipmD2Dg3rc9B3GoOHa/qdQasINb6h7PZPfMs/+qyJA6gCOAImvQ71mh8B8LetLVrloTNsgbWlqqhDqEuvCakLIHRtfB9yHwD5AG7rd6c4JBAiDXnw4LDHyaJ2hw7F2YDpP0X2UTAOmsZ5ofPs5qDREWtLydh1TLSzBGkP3ZcdKa8qhdgG6pPgOtUyAAjsQPIjZAb9pmnl5NO/p5H6XFl2LvtWr73za/pO9BnOQz4cI19A8WAFkA0GX6AUQcs63CzicSjWLP0luXAIVDYvCcwiQQC8v4sWKtB1f6qzG3avrSesJq/Wg8dBrEDliVPNIiOXKoaE/frFduYX+4x5lWWklZI7PnRQLFZtq6UlHkDcEzP2dbyqcpqGSOtG/bIMLjyj9C+8INTry6///V1rmFb56xo5iIKFT7Tgaa/JI/jZA4rGmZkkDbv5ToE9vr0MeXt6gG/UL1QCe42H7u0hagMot6K9ckhTfBCv9uWUIh0XGAZNY0TB/lcBxaA6MqyOvHeHJ3119ZbeBO1WjWlYLmtDcEColtJROTWkd11QBFgBoCovYNA2vOlMpEsWbcC0tCQ+e6tcYbtasmSbqY/CWTW3kQFA/3mC9essYCR68cs63HAAgz15rXsNi/z/cx9bqC5K9tvwDH3KWZnMTWrORSPn8eiw8pW0KqLJnnbapYbGG8qiygR+rOsGD8SF/QzQYP90J7DtcWYq71/rcc1a5re4iZTDa6b6/XmNctI0mv/7SpVj5FXk6T3dwCPwZfOzjpGTGz2Z6YIbKcfJ1lS9fn8xm20FDSzJ5q8rkmUx5JhN+O3buuo7rWZfdcevbkDOGckSdtHj4Xus/YR4gBQMSGwmaMeg69Ws9zrhv25z/19GfZugOUPv8FKCLOA2ls5xyEFCD4tu6SsS/fNoJk9kWC4xlNRtOicV2KRBCbxFt8bZhnjzWXyMiDhyO8nqxwLEyVaecaYFGAYxR2fS5ywWAwySRniPLd8rGwl5WQo6GCiYaAB2c2A1TXUABklvGLAGvaScXWf5RpnIgsljgxYThBvaSu1mno//m1QQYLZ521anTanYfZKapNbC0fmOzFtmOOsLx7rU+xhs1ETRpHRtmQzv2dv4KyJWjPnfVOPkSggVjWYpoSKpDXqI6v2knjAUwRw21uzjDoPSSrXSELBpYoCbSQkGIuxYvUH6/ucrbju3E8IQNx9n5yyx2n+rLdvEN4S/MTYC7k25q7sES979ZPKYc/cy223VuveA3QW0xMbYkMxJz40fC7KMEvpdW+ZE5YpKwZ321Zk1rhas26IsUn4KWb18y3Br62juGcCUEOGTyx77L2zAf5W20wp90st+NCDd5eZO+5eJk6dXK685Go9b6368+4usFzKcUd8oKzeblz50jfeXvZZs6wM2GqbMkg9sa+5/Nq0HdWc3O/Je+reDpVB6GyBdRmGGdRGnt3auYIhqJ8H8LFXE5cg+V+q+GWi5uRCEVRum6a1ScxqtanVFgG3VoPp/YxVbDAWAzfLoWkTSttcksGuq4+a0L4nnIfcT/0eBh9MRELSSRVLmlP2QvzG3G3HGnPJbLHmm8kXkrduP8UZzRxGth3TLuqQAeatJIn369OeCC7jO7hG32A7r49TuHxDahzueJV9sB4KxGoock0y6jumz3PwV9pydevyKSUALLc4nzm02uUc8QzCXHPpYtXbiwhhPzDjXI1xwWPuGuSyzpT7Au756XZlbu8XogecGmZ5Q/nOT/5JNcvf/vrXyqxdd9YFCSx7wAkGus6RSWUSEdVMtG4aslk2zw5YtlQ7jETMMsKMkNVFkoV0DqZso8AG2XW3yAEM47amnzC/TBiYkoDrWIxbm27QHIMnQGoHLLsWNf1xGXwmYjaMDCa1x84SwzrBLAPOqiSl1fqQDQOcRn7Nz4BmNxKv78+mb/kPjK8ZY5jabN5sxmngzoKJDJzHFy0Iw0zf5fGTax2JZUQJMrheNnfcownwnPHX4612GekVWfUVOlTGqGZ5wM/ELN+nPsuve3uZVFZ5HHCdBpyOJBOrbJ5rocV8Byxz3cieBY4t6w7TzeEzeQrZu41lWxW+Hzxrj1JunoerSbloBx1mYrInqLbo7IvvL2d86w+60dRHcE8kz5aEsk+Mh0GzmGZtB7qOAWWnXSeWI/5l33LQwdMl9VrpmjvkTWxMkbfrc3VYjtMGDWPL9Ta51FptoDDQBBbpL526GzacyLFSc75a0kzu50CB0ImTx5U75zxQXvfal5UNz/2QdOGHlPLlF5apyj6iQFjivJrYGZ2Ar/3op8oLDz+k9N27sAyVlT0ZKlw4mcz8IING0N/6HwNw+N5sKMxv5qfrY6tBCMkCMMAorYEv3bWwnP+tP5d9Fi8qC2XodeBB25XXzL2obHz/+8pqUWJawz7g0toJ9+yUNBgsAEy1CSHXgTGL4kJrx+YPMc7iULUJWZWAheXKOmM9+NDGPAT2mwNff1xnUt02kxRMoGfQVetJAnpzaFtObXVITLUIFHh9DENSp7JO2UQznwQaJAxw/qSmqsqrfa+RtOl5HPrucV7Bsmuj6RWte8ghBJuGFIdDoKlIOAxcosHzdMgTOJkpxiG+1mzxfAlf/H3YCKm5wlkd9n8FpQ+S+MEsE9ixttjwhw0Rs/zLH5dvn/p9j83jy7B3Lqd9/2Sx1mvqHERuGxDIH9dRYuRU63RbAM/hBDvG+PcP+Btrpu8ssNxrCNWCX0uGe1gw9kqUPZHVZv8Ns4S0EilaF/w06TH3iCx9xzzNwA/Al9o+3/x6DQE5CWaRXll5VQ87P7+aXRnk8Bv9D2YvrmVuYwEQsHyWpFUcw2G15G9UvqLxPvMdPyqz1JJjo+539QMLWMbgCwfbXhk2K1QybA7p4Xp8kbJi//rS/cuxxzy5rJm3tKxRpt8mRb2yWoBDlef2gij6hlMvhZuqywM99XWU6+8Asi5A7LKpvTJszr3edknUPzL+sU1CqkZbLDGFmn/M7axfvabK8AHLrTY1rGnGCKMk+sM7w18f5/tQDkFysF0DjsGRYQfkDjDlzLmbILtJkrs162EQu2A5F92YyMyXyHM9FE5oVPArENEFy5H8PqpmuT6/tdFKna4Roq+NJK7r+kmGddZImOUGljsyaT9/c4OvzO2/Z/DVBcsBxWHTnwBY7iRXmuTw8cAy86K/A/jmbthd+p0aZ87o7vO5oYyL73P1OEjSolu/nZrlllzL2uH+E0z38ziokvRe9/RmLNgFy639VVeJYhl+vebMu27Negy+8l2OfdXr1Wf5H7thz9rrqPLfMviyeZ/jLYAN7XOy3kk8pOwriaOm/uG8bowvgILg1a05kdRWYJQ+y4pnFHTDDBMHsO8gx6RWGSnrMthRSAyXr4WhHm1H5MQFy0m2q74UQIUUmTVPAnPJItr2UAPZBcMAQ5V3G9DRYgZgApDlHCbOTIlPmGV60ze3awAtzDKABitvq6Kq8VdqlilnipdEJLEx3GTD9LkKWEaKUFcMMa/bXQJaUVcKzLAXsjb5j2e6Iwcxb2WpG6gxIwvg0LkKaHNMDTirqj2XMCJV1eeS2Mf/ppUIxjeosXZxX4awWSlFF0aYjO1k3YM5ahf6vZ9cWh66e0mZMEwJODHLtPnrEzPYwDLgeI1kyyNkEPaK1x5R9tpzSrlJsd/eU4eXR+YskyoTAqSW3iHDVqyVdnRJcBB7E1tZTela5oFlIZJ8fT6qwwky3Foi4sp9lFEC4f+jubNp05oyZcp0tXx6arnv3gfKttO3KrfceFu57poryhFHHlW2mb51+c0vztV+tlrdChRrK8bcdtoe5aZrbytvkwHei54/q3xl1p5ltO7j/AVLyl233yE57tzykpe9QPdkaPn92ecoNiUho5jV9f/dGLT1X0770dROI9O2Ka9rmeN7BCAk5vdawUBMMfNgFHPUnDseaSqHxHPULAcsY1YckEzJQ5ujqJASf8Uw1f42TlYjkc65BhnBuQA7nCM+/wt2sy+NgWziF8u09Xv2UQAupIPJTz3O2etzySFp5mSTWYd5Rm0V1pl1Rp90StHc65nzsZKpnNH8fo1NXRODkVRGKZXYML9nLDn7WDsm16yOCKg2fkMpB+hV3E9SCzZ+pMZoleYaBI8TRUjdrZTNHGF/JWk3cVLFZ7o3KFwpW6OkDlLvjLNvFLN8/f+9ddTnP/OVss9eu+iLr7Gkjkw4qba0TMhitm7dG0ayYikAJ+BO/9QE9Hluzoswv2Q5XBvqwDuNvHH7debcBzIbRTUEs+a9yyzD/HnjIXFqx8DIu6nRsYsy5kD6CXtFCxbT/7pZMIdLak2NZT9moWpTbQJ6Mg76aYMtNn3LnuNo1wJ0G0CYWY6bMhtNanKqIRnsmDf5xkRS/0n2KKyH+zgT8ItpHqlMCc64uGKvpvAc8ArDK/DnPqa6nubA18Cia8uYFHyeapb7qFm+e3aZ++a3l4muWRaTU+XaLdNrptqmBKm7aK7SjeHu1BTpeeuVmb170ujy+oMO081ZXn53yVVlpDIwljNRQ6DA7TrNhxtvnFcG/fW2cvVf57tWgPs3SOwQRmDIszeJGVq+fFnZcadp5cMflwxGBwMuzmTp7IwIs+w6lmR8uO7xMvTA/XIUUlrLnuOu15h96mPZyC0p0sY7VPdvsOpRYLRn3/a3ctXlfyl/POfscufD0uW87tRStpih5oLXlnLLJSp2nRh3uMtPK2OGbFGWv+1jpbz1BeV9991TXrZ2kRhmBbs6qGw2pdQaix4AaDMq5hEsKtIlMswVQDLhk1nOvHd2WNf57c/+utx623xNzCFlmx22LB959zPK0E9+pqz4yAfKetywAQlaGABYs7OwKgbLyejFJCgSmMb8sv7IKhKWdhw4NUa05eGFCeo5ZOkXmhoTm+0ZbMZwysCsoR1j6BhKMDdT35e568wkiSgHVHwg0m8CIAw5IlFjjrV+yRzmyAeR/7jPIwkpO44mo+x7iVMihz7ZeeRi1XDLBhm9/gQ6HNJ7OrXLZEzd+oJ2JdWfoJdZduKqypJglsnYmgFUgNSc0dN+LS0cNKXK4OGjyxln/qh87QnULM/abZdy+vdO0hit9aE+Ti0l+NMx7DFYDguWILcCB41H2uLE7KrLOBMU0yaBRAHsaAMzqYEKO/roGlQbNlli3IBJDhbmD4CvH0DUe3QNvoJYMq8it26GTf4FM00HY6tZbYdjZkf65jaDLzOOTCDAMoGN9q20COIzwqwAltif3RZNX3WkPvcWRaNf/NCvy0C17BikeUFQ4FfooF8vd/1HGXzp8Y0KzDbqUB21ZkW5bN9dyss+/K/lvzYsKw/pHCAJxH1gLJjzBksYfGkeAHJaucFjJw666ySJyAZyuiqNFcsApr1uyBmpAMT0l+wjAWxZNdcc47cOKNav2BN4nPne+iw3QEnCthl8BbSi/Eg7v/RZ7iY5YNwDlpus3nesA35ZS8jQ3ELOgLXLpk6gXKSiYrPs2rvw+EjroIpkcySHKe4AxLr3bDZfsj8hPRZr5HNUQbNuwHoc82HgGrBra6EnmeEkSnXD5n2a6Qzn8BANFmPXkihm32HZqetvLDvDBODTvd9AUgRncN6/JmlIWpL0A1C1QI2gLMxyAFsvW8984fkwV52Sig6zzJpqiYNcM6O1Qg7QSa5EmdDWVJzEu4kGf9U6L0boGrqtoLrJElrOpaVY7kPaaPXuI93HCfzY++N9kDUb1cTfY5bDpiN1jcFX5mkM3nJ+Ii0FmD1xZvmo8vH3vz73xHWpIQNaa0u3UhRIdg1wLSdD4u5aQcBqfT4JAcoAzBALbC94RGVuAjKsrUkiD5K0S1Kf+cLZQC0z+wqqAZL8SYyGyXYXEmqQMfAiKNeY2CsGbxeYZz2P9cHe7fMb6SvA0Mq/JHHsfWIZNsmnqJrMLJOk7siwWwlSEq7p55yz2BJr7c9NHs+d47WDFRPb4AuQ4/M0DB/941nzG1GVQQQ52Zw4GnWllUB6EzsXmyBqZU6pRbUMu0pbh6OeVDBMW1bmMwkE97AFjEFIVcaZUrduzXKk8O7AgVdIlQ1z79rr+P4DtbkvWLu6fPwXs8vGa28vI3RvimM7Mcqaj2vFPg+WGzYqIAiSIWK1tp0+qvxt04jy9N0nl0MO2qlsN32czF1XWSrP9xozapONvCZNRE0QJ3RUg8i2F9l4Ky2fKJmEsbWpm/4dZpl1DFgcWnbfc1edTStEOs3THB9ZZolhXrmSFrcbxDTP12Or1ZpxleYkKiiB8SmjyiGHHlkuveyW8tpX/HdZ/uInlYeOOri858BdyxfHTtT+uq5cd9VVChFXarzp/IKSbJ2SEYpjiEHtr0McQh/omAGnVLD2g4YBh4DSHF2kZD1JDuKhscwtPb5QsfrYpavKcAVyK8E83HdKAWoCqZEZdsF2hxStVX6PFFmJnmY2F8folJ4St3HueCZqA3ZJhMFy6oadtLPaJfEg3jIKSau0GZVAzgzOUdch62ef5iS4jHnmWVoTN0xIx5KVpEySN4ZdZtnNLKdm2cZ2Na4haQTOcpmi4+OURzBXufdW9DKWfGe+I+9X2XgSN2l/lmtungPUvbdyXmJR1iN13Ch7jSfsSZDkGKSl69xJwmluQY7yedwbWkd9559Vs/ytk74msLyrPnB1Z3MFHAYs6yfZB6zwLdFOEIIRUpz/mjtgCsXZ4MlW8IdA0aYVgAUYXQ0KOCZS0dT18JNAk0ONi7YkoZoDUQ/JTTPTxvqtUhI75FbGcp1YpkF25w4TzU1zBtQMb1owcZNN5zN4DHqtcfYGQ5bOfYBhs8IwW6qhBe8A3tbmsGuxjzcDikxIDO54Zclcf+kesNrkBUIxhqDmd6EY3AlqzB6Q3GqYNWkI5AEO1OzocGGB+/NdI8vzYmPfabmkvqKjpk0oA356bhk39/Zyj/osGyy7z3IzBsNJULXN6nO88GFl51R7zeHT7OyplWaD5Pkcas7uaaEP1yH7l4EjymEbVpZNuv4BOvTW6MBufadxt14uiQ0tpH7wrb+UKy6ZrbEZ5bpD6lioM+QnUplHFHg++9i9y/OO2MNZMUwpApAiz2gGagRTHJ7uyVeZfoLGNQJowzFdYPz1fWk8zyFsNk/39fd/PLf86aILyp13zdHxo6zEjINK2e+oUqZLTsOkYvcZrJ1puHbZH7+/DLztgrL7Ni92P+ZlJ766fFzZ6BkbV5alOjC478QuHHKtRol50GrZLT3Wv9MzMgFLNhoUEpg2SNY9f1n5ymfPMdhep2z39CNnlfcfs08Z8YlPyQ37Q2WtbJuH6KBl42Iek0VEshWGBi9kgYyaD8xprHXlQ7sGqnqI92Zj8ZqzDDKAB9Dh7DQmVj5UwwRzKA/QY6xTiuwchlVwHfkXWcMmw25rK9IbA3A9l40wKozq4ghTjAypORHWui4YYmRXI3TIILm3EUeVi9k924dI5EktIeW2bO5lHoMM3K2HVRPASPSreR/qEW+kyLy0ZvVvtUZ0oI96YtHDWmtSPzixpLll0F5rllmrBFRswBs3jiy/VM3y9047zfvR48uwG1jm8IxsM9tfDWY7YHkzKenjBL+WmDZQ1A8s15rlRzn6IqsNyOllUwHKvQCxBeldN2xMrZoginueWuOuG7Yvv4Ll1N0yDzs9oQ2Wu88PWMprCG4BIDE5SjI0YFngx2BZT4QdVyuD3//g4vLzM64rI8ZpfSqoomapgeU+gWUDsOqGDYDmD8zyIObfxrVl5PZTyjaffEV598j1DnrZy2HNGliOHCzMckschH2vBk+u30Xynu9ejy/tIWn505K/SSSlXRKJ1/Y8fjpx4EA+4NrMsv6/FyynBjmf0RmLfmC5gqUesNwBjnW+BCz31KB3DL6qgqCWa/jaqNOlpZTmZAtO2JuYF6yxzZ2hmReA5ciw+ydRug7QTYadnzCAnXZZVRnGPOJxQIr7LNc50Fjz3l7kbU7afVRJa0zwIkPlnqcOMK3G6tgRV2hvI/PPWPSTZ1uRhqNxj9y+AkebWhkgosqgqlv3TGNqJtoqi6g1/KeTUMg82qiJgX4moLjbczwTgHsfWbfr3ur6Tz12kj4BeK1mvbsvuG5O14bvQlOQMF60SfIa0X1u+4iVCLVmHcVBe34M4brGb83Iz9egsSCxyf1szyd2IqZqY5G+3I1xZizCODdm+ZhXPnFm+bOfeL3OLoF8MTLUvzbAwDyjhriZNrV+pnGvVhJciS0M3jgbIBkofQAAIb1lb6denb21uVxzr8ze+exIuRYlCiTnKG2ADDFYtjS2sn6UNsDaIVEFAOpzYEuJF8zOwvTCDJOsr8q/kQLLlmGjcERJ1tOVgiAb0yUGL67VYevcbUXPzz6S8z/1ngKymKZxzmqywNJZZVLBhmW0nM32H+FcpeQwclq3Cqoxc9i+/InTcK1ZxgfIctl8l/SmTb/dGDMlZjUrV2NVrrVdM4kDYsnW17j5/IxX4gIHc6sB9NOMJ8lqncOULW2tmPF2KbTe/f2Ly07XzlWyf5O6WmhM5FMzWL4sw9Wyab3qgUnmAFiK9utNUgutlbnNDrO2K29611P15OGKa/oMfmfO3FY+RFIerllopRixLbXJ+NqwjphLjyxQAkWxoFtN0Rdac8QgGnWkwjh9y/KCFx3lmuLzz/29FI/Ty5HPeVpn3C6/+Ar1zr1bcxw3bNqsao/R3BuuOPC6uQvLtz9zbtl6+ZJy0/iJZeXvP1427La97teGcsXFV4pNnqd7PNCxqPs9E4uiXvD4hTkmNgcTQOQATlEzTFTChyQ4Ki/OIpIcGxQHDZ48qpwnf59f/fGmsuct95d/efG+ZfrWE3XOqkewa5YTT8XtPLJ4g2WYZakfYOwxnyWOIwZkTvL7zPHc35aEBTCzxzIPXLOs/3xWkfDxHFYsaxVICB5iR4eY+j1eOYBlm4nhV8PZ5vPQ9Kj/HpIyxIqNA2sQyR6G4o2a5TXK+LDHtZIqYlUzywB87edr9fqUElSTOsArc1xjSSlBmGXAbth68EJqpQPC0/4TH5KoEmGmGRvUhci0m+M7XWvAc8t1Dyj94nEk74vVvcgKYRJJwi8/+uX15cEHblCf5XM8f/7XNctf/MyJZS9nbNSSQCNv97SegImgypblWrws4jBbkZ940C3dBPwmmHJwoecgh6NtCIyvm2C7ngPAzeZSDzQO5pr5iJsavVwjPbNJkB1+swE5G8eEACxXptitfZiwtd7D8gAkLgqYCPCpL6B+I0xxivXdrqbWVTrDgWu1NmfX1rY+y7ipWWsfF7hIW1orDbJ3MM3080pdAzedAJ1MpQvU3UKhK9lohmBraEll1i4tXwKWkXBEhtQkHp1+w9UNu+8MMctz1Gf5Le8sEwRu6bPcAdnIrd3nONkuAsa8vgIK5Ao69GDt0jB+oOz+k5kZoI1iE0Zh+v1YAAog1nJwZWo0KRdqgyNzjSv5Waf/uVx0wd3OguEc2NyyydxgYrDFfluXt7zpWWVrJT2WVbBslg+pkH7y/jD+HKpk8zgMqRFuP6m/aTXLBix2FY8j8kUXXVw+/5WvaxEJvR/59lIO/TftMvr7arHLTDx0/drUy5W/KOXP3ygztnhGmTJwXJm9/4zyvY88p0wTC71Gbnl9bDyWSmXjInvrTBkZqFo731nU2ibwLmKfWlc3GtfRKbt4/bX3lW986VwFharjUB3W7vtML+941xFl0Ec/XdZ/8kNyAR5uQyOkzt7oNN2Zy7RcWuvNqq4VH8ZRTrCxmSWxXLq7YdkQpIFl9Jq0qzBoTWkDTuXdWqgelYcDgNqGqjpsd0ocavbPffkwivCYZM0hVSfRQcANMEBa4zZbWjvIrFe7HUDquV2nYrlX1orf3yaAOfw5lGFM2Lhsyof5CtlDQDD+A1oz65DaVEmN6/otW8qGySGCZM4tJHSd45VgWqSN0JI7fAC8tjn88Q+IGzaswqix7D2jyg/POL2c/K3ve4P8x27YMMsCy6g6eloEOe7+O2CZ4HfVYzBFHF6RmLLZC/wqUxF2NCwYDEWY5W7QHXast29yGMT+zHJXCmvjLwAicu4OWKb2HDOirJ/GirU6zVZT2MsscxyS/X80s9zTi7gncdALlgE5QzU/79QNeN8JSujJKHCwElMKKzsHKZ/dn1muSBwAhNmMIkn2omO+8uryPBzgdUIClEgQdKXnlU01sxzmr38ta8aO0hXAkoGvA4i0/DKzrIsWgYuAwgFAGGRAfK2j5v7oXhMUAQB4k95kiUFRp4dw9771umH3fqfWi9pAkKcbIGa+PBZY9n3WGhuj/THgp0qPbWqVHp793dPrPHJypSvbN3CkN6gy800j3dQrBJQYHHZk2AmFOi6jSRMkvm4AACAASURBVJLU6MmAMu7ZDgl6wDIBL4xgb1skJxT0+Ag9DliOSVVNNMCmKwhqkmQ/TuKAhJJ+UufWO3bUb8P0mCmu4JdtvoHl9BauiQCzqa1muStV5lrYO52YZo3o/6zs4T9di9s+Ml/0RFeQ+RlhIQFsSZbUgEY/mrmMx445pCejqmNekNDtNfJKb+mwk65fjJObmSC3FEOJArBquN6S9Gp2RjKmqjgYd+Z1apO7hjt2SXcSJYotxs5GjZxVyPY7jycWO/4N/6ESqQf9HR7PDXvXPY4qH/vgv2vfGaS4hgRB3WPxEiHOYP4QX9h4h/pujHUoAwuAcBkTrGctt3KyTc9fqD7LACLKkqixtvIFgy9JZ1ut41jN++xDtVuGzatSFtWYZRKjzDv3d61lW65RJGGrs4AkMgCQ4NrKwOpxg3EQikbn1fFAqSolAxhLY9Mqh2DepUR6PYx8gEbuBwa2NsDlMSq56tSgZ7Ye9l5BzXkrm2L2M6Mgety5pTLLsNDMf8ui3YO2Gnhx7tPesZZFARzoFLICJRg1zZZhU+bUDL6SfHaJGH5CtZ68k0QmGc1YUItLrFkN6ixtt4MwZkxxed5abQx+tMV25cunXFi2+uON5WlPn1H23GKC4tuV5cpL7ytL5j2sya5DFlWhStGGyuBrjfbukQIixLowzUe//KnlwENmqJZ3TXnWc5+nK+wrl134+0jmq5See47awP2WFQPSuQZj0HGKqWCcATz46eCQvkLh3ZSpk8wk961bphhksjxynloeuO++cv99fytbT5uh0r6x5crLrtD36BOBFIn9QM3/vwrMvefzF5anPPhAuU8x5Ct+/L5ywrMO1nxYZYA97567xfzK7wPii0ROlQKjaiRhQ9cDABjmVa1meYVUpOndSwmACCrN4eECdH0a5E8onr7qlEvKXrPvKmtUyzzimbuVD73m0LKFxgcVKAZfJISIswqdZypYHqLvaxUEpZy0M8Vh3WA5pAbnjYGj5iybDuvbbCpqSNcsJ/mXzicNLHcJQ+JE7+ns31X9C0Zio0sXlfwhVtURowRIEjrsV+5aZBm2S/pNqhCPAKZbUon2WawPFKcQLCFu6nrRc1OWyhyN0thsOMlQzXUUwDF4jvoB0BtD3cS2uOe39WvmGYKFc61THw6OyjlE2Sx4i+TuJJGBlG3EmwrVxUb3Wb5LfZavufQ3vt7/NVj++pdPLHtLhr102WoDTCSqpvRhfgHNFGdVp14k0WF5YYnFhNi2viuJa2A5Zggxg4oxWNqxbNRgKmnp9+e5Jhiq7p6bitSS1xIEIhVNP60qFXXAFpl43Kojy/Mg6/n+TrUpPO1tyHwuhvGlJlggdfSooa53ZIKhqbeWHvdFskuSJY+V5MsGX7U/sMEyEgi7eadmGTaiGXtxkyPbDmCwg6/+TY0ODr0uQDeznOJ/WDJYjpFkTnVITKB2WO7Q/n4d2XTs7d0Ljg2DmkFJOwacpUB0jtyw/0N9lmXwtayCZbdYQAal51kOZVm5AAqGZGTt7IbdlXkjXZ0oBpzeeEhkLdkRKF7TvmetBSAzM1nsHcZmGJINEwN0/iPLyvc/cnaZpo1ptTbKIZJtr9dPnAXJQHMdb/rgv5bttx7tbJ2vQ++3pTaUBzRuA5WVG4C7Jd+rbaDI6WH+3WeZ2gPaguT6/VMbXZxmR+m7Li3fO/XUcs65MqTYet9SnivQPG5qmGWi4pFKR/7sY2XQXZeW3acfXzapD/P6raaUd3/suWWSspzDLD2OrN/9jGsm2QcG5hS6j61W2UYfNdhmg7DrtOuF+soWU8eUc39xfTnztL+oVmdkWazvvvNe08q7X3dIGfnpT5dlH/qw3LCHmVk2QOYw1rxtZisJFDOX+WNig42MQ5iMcpXfOFFk2VYMtdjhXONU14DnptvVUOMSp8+ULCQzzXMJyGz0QTbdjG9aRwGye0scCDjc+9qHd2qdnCjS2l0NSCZTqTFx729M5+SgtZzDAxBLmzBKHeqhTiDDmuEQhblzoqglrASq3QqDn80RVZlkgN0irYU8P/Iyb5SsMUvwkBDL3MHtQbRhcshR26xDN8YamWuwL0vdbgRyfXT5xa9+XL77g1M9zo/LLMsN+7sy+FqtXbnTUsb7n6Og2v6GJAbBWP8g1/JJjStJtWaIQQKmgWXGwuoEDhuCX8Cya5OfKFh+DGbZwXKtZSZYrsG1QeJjgeXstgFFGqNHgeVay5za5K4M289X4NAe98EKC6bkIkwLAGGQJtp8pcg/ccJvy4Yr5pRBYwDL/V2v2Sciw66JIoCrEhPXHr5/mXnEnuUV8ht4yrTxZaRKP+inzDrjbEkP6Z6EAq2ASJ5sDpYf4/ltXaUEpDLIyTUELJtZdtdxM42sL15jeT+JxMootmtmLLheDuHudwq44mx71OPN+G2z53MG0GuyCzQjlSVJxHWzj/frvw1YQpJs4FiTJYBurX/OKz+/Grxxn/AHwTQntex8+6jEGMYVrEklmloSJYFQHMPZbzvsew2j/DhjxB5VH+sCwSY9r5/BvCCANLOcPY0757p+jSmBIuxDp45aeyDnj02tGuPswQ7gc22673+SK3ZDV7AEiI76oudx13XHbTfvT5AYgyUAHkyWb7zmn6+Fx2vP8d6EEi9dSV/uzeT5Zt/rGPWa4IVlz/33XtwzV9MWSwkFYYyWgOD5vmb2kY5CIex7c8Pusu85E0hWuqVcL1gmQeBrzj7CzR2o92x13anrz/7CYy/7t9erz3IDy3/f4IvWUZ/71BvFGsW8byUu0grUYSFxKG417CSz06Yv5nlu6+Pfx+QRIJZytG47IBhnd+dwHJWEFJJbg2WdCWbz6uO8P2Cc63ObJJsrdZ2GSRTgQGxTR0Cz4kHuEec3kn63GzRbxznvFeA93C0cXbYXaSw1zWnnE/dfd2JA4qrvz9nbkkfN14P1CVhoiha6v6DkMltHjABQoERKnwnYcaufWtrFOW3jS5Lf/4+18wCwu6q2/k6ZlEnvdAgQSCCEJk1FFAQEKfqw908QniIoShWxIII0C4KoSBVQQX1IV4pIEVAgdAg11JAekkwmZZJ867f2OffeSQD9Pt+8p2Nm7tzy/5+zz157rb22npj2IYp49tExW57McRbH8726V5ZztYztgZWzCWDp94SI8LQInUn4uwyVCaDVfIDhkh/AtsEse0KMzlGmUJh5Zt0KrC0XCN5kYL/YWmOXevRtj5UX3RBXbjhAV6x3rLlm/7juuifi3MvvjmGSZfdXEVQZvYpEy/SZ5Zot35uuLpxLSdzbYuddN47xW4yNPffeVmthccyeOc1+NTm5RcwshRXlnoMFhOw5grkuBAoSfREzBtNSKdJ7jb9On75dLpZj9obR15577RxPPDolJt9/X7x7111j3Q3Wiat+f4Oup0Y+ag40cacNsKz85NTv3RCbT58h1eOKOOX0j8Z7vrB/DJPaadqzz8QDDzzkAm62JiL5x9SVQlAhmLTWGFuGGS7nNWf7fPVUD9W/KQyNkMKNfTxYa3Pq3M44+bJ7Y/Ddz0TvEbpCPdti4kfeFh/ccaMYiFEXQLF4rwBKyQPANuxfj0MtxX4zy+QWqBvcw55sqv2TtA6IWeR3xMEcHZXxIVvvMpfMFtniOWNpcznvFPNMyOA5Awbj7tLup8JHqrySVebL5q8Fd6XChbiZvlHssTpnOXuW84W7tOZpv6SwYPZar8G+Yz/l+K9cy7Xv3iw3uZB+z2fzVCMIGRht+u/BI8VBnH2OwVcv5bgUFqoxGN9z/nuqEN3njoJE8QrcUlsNcXS//E/MWf5f6Fn+0ek/iS0nbhJz5i1SYGIkQ158JEgZgMthS38yrC9SVl2YNCHIvg0OqMbsTvVAMDcs2eCsFNRKBgAg3QUTJFAUQY6azoKlt5mLjqy6SFbcaM57cXkkFxIXCYkCFQ73qGCe0GIIBsgm8bdbNFUtL/icm0wlwoPE9fwAARhYz0NGwmlZQH6nGsRGrfN9+T1gFIbWlU4CTnEAbpgpwBjjDCjwioQj5dA5YoFgb2MumysweD0Z3lpJTVfsKjeCnVMVWgZfg+WGvfL318WQZ6fEi19idNQCu2FbnsTjdehQ0UciQlWuGpGle3eC9pRhU/lfqeQKd+9ipFWkrgYkPnRSOpsD53GXS7kEAb1L7+esCzQI/s7HtKAZVJ8Bk8A5gKacD+8Qm+y4aRwsZ8IZMPn63D0lIz9w/NiYShTT/b1iyvOxDoPgeR3dj4XaBIzi6dAg9xxon68PawmTwvvn8OrU73EL76Xe5cmPPBQnfP1rMXvDPSM+eKx2qm4Srlv9RCc+84+Iy74cG4zeM0b3HBDPj183fnDivrHh7I7oqevBwWVjOdYy8j1mByMboS9F5ToKQPSUV1Or7A1OB+h+2v2LVDS59g/3xhMPvaYZ02K1qehpxM1nvvju2H7dwdGmnuXF3/lGLBVYzp5lKnEVLKdzZvbBpQ4LI71ksJJ1cC+i/kg2YilZ0YtjPoJwOyWN/FEZWl9kQKx9H/jQ4Co0YcKGRH6lDgb6yylkUHAgAUDSgoyKgAhY5hrAslvK4nmhFC7KiCY9P3sXRtjqDGSOltblGku1RiYmHunEHlPAW6SCFCwC8isOuU73NsMMl+9FVsbaHaHDEzkW/fYeM6K1bIa4xRgjf55Oh6xhF3gIlIpD7LWq+mBPETDZUwMkG+ul0VGX/fbS+Pl5F/pavxVYnjBeo6PUjrJYGz6Z5RyLk/xetphQcQYIEA+qhJkDJvsuGYuTzE/ia4260J4j8NPPNEuy/UHDBtpArcmaNSXDvu8FFJHYV0CBnN6PN+OMgiJPNIAAxQtkSEOVWDQen5jPM1452HkcbTR5pC03QDTj7IeV07GAJe5tnTns2b/625Qkp4S6Pg/nAUmvZ8jqYOopmmX27IVx9ol/iplI7LVmW0dE8Uq0a+ToqCaL20sNuo9svH4c/ZXd4uOKNTO0blbqQnBNSQjtAKwYSuznK9k0CgfJFDbvQS0clD5wtwHlIY+yyTEb0yyeo8GaJvhxb2rjWmTS4D5tXWsYx/rFayM1JWkyKG55TzCF3dcFiQfXqPYyNx/PU1aw1Po8/Jx9R4Kdo4ASXiVTWAsHKcNNd2YkcYovTH8QSCGZT4CYib8dwLWXvHopeNc+XRdDiyS9PD9JfIJiHpdnbLKtsKDpnZHjSYhT9FOmA7xl2HZvzUJM7UHur5+7MN4AjgKgJDECL7S6rN7XX2aUe+NQMMyCUjpAwxTnXfDMcfcgc3/Uy1wSuXy83Hv1eNYqZjS+cwUUA+A8Q5x8g89VrwW+Ig1n8HKN9GcUFGyyVh5XQXcafGXhK29/ghorC1z86M6Opwlesu9VQfLGSpTMsUiaSZRRdrUWiN6qZzm9D5JN53JnL3tej1aDr4986t+TYZtZPuZA5Wi5zpGk29Va740Cgpll5NjKSwBAHvUEo4NrPm1lqH2UQ1K8HyHDnfw5RqZppMpZgsEoZEKVYecIpzIqElaffAa2DyBo75PMm1KBh7ojJy7YRRfWjtExxRiUZQqY5ZphBMbIOtQ9rAi+p4OwZJrzOvy9KhbN5pEP2LskC8U83vvBQCOL5ciuOYKrIzrLwGeyg0j2gabBFxJXitaQCf1cTJ63YLHWzVLdp5zIzWQNAL2JFo9jBWg0meUu5QEwm4BlG3zV2bb0LBc/GDPT5AF63epI7msB4YMJLzmu42UaZ7kY7d+TD9AKtjjW3XCT2EwmWD1547NejrsmPxpdyiPm6bwexnxjnRm3Tn427rzt+ejx0vRkSpXDMX+5jRxwmcZkCtRi4jh39rzY9f1bx6GHvSteeHVhjB7ZnqpNDL4Y7ae1CpCxAzq5udYK7CAFWcD8yOEDdW8WqxCid6ae4i223kogek5Me+lZfZ5eInD6K8ddrM+rfFS+Oaz9mbM7Ha8TKCke6Zr/7cYH4rcX/DMG0wrZ2SvWl9zx+i9/OPb98K7xm9dfj4eem6KxrDI0E0HG+QCg4/x1QQdZuHLNeZp4QrwnDuXMcMVCXe/XPV6WfAnCa0D8QMWEqefdFG2aU92lvOvTn39PvGuH9dWmJgk7YBgPlkISOE9TfgZQ5f6nSzkqCMUdrfHqa2OgyYQWT4ABNGeMJS7keimyfZsmK98zAQnRCFBNRQuFJgpEPrsB6fgXaD1XTxmrHOmWEli2KZc+X2W1MbatzLIjPxhMsYkc1CN69d4Miu2mmWaxvoaQliiJS1HJ+1T3NgsOmdN6JBXBSk9s1QXEDMxyi5KYfUguV93sAcvgQZ6v4h56l5dQYLBTeY5NsyeCcNAC+uZhrKUo6VIh59cit557/uH/fHTUz37809hSMux58zpt1OMB6wQIfR7AbR5g2t4wI3rDyDbNJpN+CfW6t9MSoEwu64Hn4dqwZfovgqGrZgQrLZB07PV5o/xPN8ZybpzhspJpGTavVeYy5xiVfFPZ9I7LNo3jORPVbthU7epoKqpy6i3loCShNkvlm5kybG6eZ5zpdSzzUXBujI6iZxkAALNsKWoy2SQlHplRmF8qtySrWaEs3y3DpipVK60YX6SWHjasOvZS1SbJnaMqGxVZ2AYbWTiZSZaPwNaBW/c6gGW5YRdmOecs5+gZ+iI5vDhckLAQiBqjp2ovNM9XepFdZdTrzXVfCGN8FGAAHnpdpLC8Pq8Le8c4gDkG/fRei1Ed1S/+ctOU+M15t6k/q10bUSOlVJ2LFZ1y/B4WJ5z2obRsVyAA4BhgCcDcM2ZIrDNHa0vv83P9hsRNc6c3iheuOBXWMQfCJ/jn/dDjTuWXAMIh5+KBqnvraWTTkV/+Qtw5b1TEIT+NuF/Sivv+FDF2q4iNdhK7/M0Y1NErxq29S8zSKfLF738wtgDt+LAEALJuKwhOyQoVY8ypKKYgm+WgQhJN5QwQS3AYMqQ97rj18bjg7FuVOAywdHCWzCUO/tIusePOm0XH9Nmxxtlnxryjj1XPcoLl6lpNagUpVB0GfQhr8Xt/6X/WWXnpnJ1zhPkDnLtJhKw4LCwB+67OigQELy8zmdM/gEMkmWYfxjanSxM9QDU9Mm6JcPCj0kgwSXDMva9mCznGLaVs7p1CDtQSqDj85xfztpQ/E2xTUg9z7DEezF20nCllXzwOMM2McI944nEwxCrI0NIwv9HfXhOkZLpRIcB6zRbzzCzzOrYEMKoWehWUdLgJdNPrBNCkcERi3qvXoLjyj5eqZ/kiJ9v/SoZ96YXnWIYN+OEQ7s4gpWNwsmbNXkMKfMg5PToKY54Clkmg6E0crJnB19z/fFz9q9vixFMOiHWHDdBhS4JRAF8LE0Wy05r8VgCSbtgoTVp6UFmTDdl2i6tywoqcAqD9WyjBDLT6Shl2Sz92UoYpf2QETVmXmQRmHyWHHLG1VZKcAEHXQqqRgQP6xpMvvx7f/dZV0TZLRSntOa1iKx78biiqMqfd4EKA2KAOZnlp/OMdW8aZh7wrdu3X5XnKFE+THStjkUrfJc9Tf56sWfZj1iJTPr46hvPoZInTDTv9IKpHRmLglOEaFHlrZVKRYDmloBS06nlmB3BLj8vc5Lycfk88vtXUiuuZjuFi3wFLFVzXn+t5Guul3H8DQcuwuc+FWXZcqG7YgIsyIqqAIhQcsAseo9UKlmFBfS4AcvO+JQZedVxS/Xk1hGuOUbKxkXuW8zxBPbhazzJS4tbCAdcClqZljFYycLnurERYZXQUbT+wZa3jkrhPFPbYI02wXCTpDbCsucmweX7+1p51/XyVylG66+IS0XSAZ910NzurYJmeYtbFG8yiNhOda7eqgqrBW9PIrRR2CoheFSy/scFX+QwUpFHv/D+B5WbbhtlTWPmGwRfrIsFcd4OvU+Poo4/WHluimN0ZYzcYq9g5z+t5wlZ7xuknwiznvOdOsXVWzFF8KQY66XCcM3CroalbF9yDXGTYivXkDzk+qDDIOP5a5YRcMh+f85LTfZp15jYtZNqYK5lZrkZe1eiL/vDM+zwxwaxcetgA8En4SbopFD/3/FPx8GPPuMhNrMgRpLCsg2PH7XY0kZNlJ/0fzDIybPpJtdhRPdGWZZ6HHJW8U68LOKhmnG4DENCgWAhYYF0AsHP8ahYIO4Xm77vvnwKyC2OzCZNi003G6rMtdk6BdLyO17KJrPPqVDGSU/Oeq3dIGmemB4Z7losPDMwyBST7+HCPcMNWDmVmufSBmrlVAY5CxkAZYSWznMaYsG7tg4bH+E3XiweeelF50xw9TmuGAgn95fTo6vsona+vvLxIRdvFceE5d8S8mXNlEaNWM9SFHjHFqKk2XSMKdV3x/q+8O3aZsE70E3icq8ItOSrn9vDhfT25hZx41kxNXpELdsrGlYcOHCnmeBe5XT8RUx5/WABtSHzww+/T42bEnX/9m0GvlWVaU/1cfE81jMeJMZfZDspS1ejnl5z3V42FmmsV6BLlqO2yAJ+8zXh5ahwVB4waEbfefFu8+tIMXZd+mlwj5tsTaZRD4+qNKpJ50eV9p+Q/Cz1VzZAzfxXTZN75jZ/dZVPLHmARydAPO+g9MVT7CmGBza3cVpYzxMmzeH/kvOmXk87s5CvsMc9eR/WIY3SR7ZOjt+nvcz1kDlAlydXQNONwk1mm4GOw7LbarDayjjnTANPI+XuTK1qdU3ubBd5Lywg/ZY1C09Alazxow072RxaNzCyXvMJguZiOuS9bL8YECfaLVYSoCem757XxDPLeSXxpBS8KYTPLmZumoWAa9HHtKF7BklMItHK2FHzMLLt9MkdHMeWHgonHf6kA0aFru1yJ7pXXPxxTX/hfmLP80zPPii0mbSJ5xOLCPCXat5mBD9si6yQIUBHBSU1a/EzK8yJ6Gk+mHQ5AHM4kIIBlNPIc+pazIi0FXJtR4/+bTFtWy7OCUN0HLV1EZWTmOm+4ZbS2XU/w2eZ+jjTT8OMJWEgRALmlVznl1Om0a6ZYgYf5uvSi0tzvi29mNYN9sw9TN9lAAclpBnfLfnCk08akryIHjpcxN4UdS+a2GmshE0Brn7IgFjiMKX0bOAYi+Uumuvt3S0vpWQYsa3TU4OeelBu2mOUuMcuA0eqG7T4KHQI+lJrMcmP0QgsTTmACpLsBXq+7BIkHLGGRsqYbdzLRQxgALwCSRhlyMlSgu+LGKXHTxX/VtcXtOWfx9RKz3Es9uiee+oHoqV4ONhMsJFVPAs8YBQIZBBoEz6baiSEblSZtrpyzrPUjELxclWCqd3wu+ll70deBYgAFgSXEbB4dwiMHx3GHf1FgeUzE5jL6uuF0TczTgaU6aSEhHBy22mD/WCTyd/dPbRcf/+DbtNEUnRwEYHxzKHsyy6WXXe/LfV8OCVjBaL3qPwj4eN6F6p05S32ZM1+dF70VJJeowrjBBkPiKyfsr33TN1bMXxADvn9aLP2uDL7MLKeLtU3n9FqoGFj7VkkUUJJ7pvQWKyj3FtAgSfRaxrEbx8HSw+SeKIC9rhkBxyoJy7eQzhQZNhi7SMkw2qiOn3bFdHUupYwZoHKcRs6PbZrMpeynMMUYfiFvpN+cxIa+fhIiVBaMaoA5pl9Mj2NvjBiJTAkWgQKQDh1M64oRCQArC0ccwirECPyirnD/vyvesAfJQvE6gBBm7S3i31qTtC44GSgqiMpAk/RitseeG4mcy5VfFC8D4rLfXBY/++UFvsb/TwZfkoetJj2mBxH5ZCuDRN/lG7nbIp9UJfzSGx+Mv147OXqp0HLUcfvGDmsOiFlKFpDuYaS3es+yJGfIJ0sPKsskTa30eDnxdpckt8iwK+gqifwbAgHF4yZrjrN6Jnh8pbyysmmrJvzp9J2MeZGk06epzz5oaP946q4pcd2zc+LxyS/GyudnRU+ZTmBsQsLq86DRs8wZwB4k8Gv/SUt5r5LHr+q6HNRvWWi0IuITnx2AJbZrym2LTKwyjgbLCQQqu9fs924WDipAbDX4qu7GBsuW264CigyWifWq1usJGm7YpSiSYDmBJ9cj2dQsHKQbdnlPBssp2bQDNJeU/EDPw3p5c4MvGLbsWS6XydXxpboYFEu6j9HKHuc6asynqc/IVsOu5vnKz1d3w04wbcVBg1lGVaD7ZrCcCqRWsAx7kQWCApZbCj6tBl/d+rcbbtjd2VfOZfYAyX8dEZWtKNmKhQGPC4qFxa3u1rCPvGw1EPP9VyJGvzezRV0s0c0BONcexIb03K0AijewppZb59pOBpk+XApNXMvMfYDZ7JI5AohD9HPfYd9QGKIsNPTTNcFfsvUz049dwXLDrbzEi9VHzWVLGYq47mA5xzV1n7Pc3Q09lSjV4KsYvzUk6en18pFPHiQZ9jS/97easzx+873jhGM/pzMP+XgWDlAF2WMBsFwM/8wsQ0KYWU65NXGLNV/VRoBqklfP3J2bRnEAAoxPUbANVfHH/aweZ5QjqpBhD4Wptgwzk+hkllGZJIlALCKpJn8g76r5CQouDm1Y1v4y+jzvwp/HRb++0p+59auPJlVc+8ffaf2kcquPKs/4HHQpaTSQQGZd7jmP6auGUfbdCvUQupfTSEJnqWTHgJFlOoAppjM/tqHUoigsgHbQfx8Z02fkyC7W39k/PCW22GIr3VP14eoMSDM05Y44f8MIwtaRb+sdJNDQ+afcEyPNRs+yHpdu2HXOcvYsm0G2mjDBHvfGk2aQMTO7lty15poQQi4sVGm89tsiTSXgfOb8JOdFem+pfLZb0co4TPH+2Skz48Lzb41pAs/tkmEvoRUP4AXTrDxkwezFMVIy5CM/sn2MERjfdOudtH6Xxj/vudfmbgvJG7RWUCENBkRyj/GElMfMNtttFc89O1Ws7wva/711/g9UfF0ir5clAvEq/otxHjpyvdhw3LiY8tgjyjFm6HPqfQtsL13aP8ZvtlE88tCU+O6RFypPwAQOQqevrm1HjP7iPnHWHpuYdVRmadDuUVVes6Uwo7VGHbH9mgAAIABJREFU0Z4eahdszIamDJrrSZGfOIBrN9L/ZTJZ+sE3/hiLxVQwBnXsVuvEwYftHoPJLXVAWRVZ1ZPu+wcTQF6k6tAMMHJ89poNwKhKIjlOgsbSZt0Hj91VPOYsBGTbS0a5cW1nc6ufzloAbv4+iUHIloaZpnAa8YoYwzllDynM6HJ16vlyHCAgPc+2jDOOjYja9L6yaJQmYd2Y5SK3tqFtabtlbznHoNik5+ezUAyGEKr+CsR2k5L01+uctCeB9gLRjGtSW/HSLTuVviZWIPVMPqZbv8E2YF17ABf+quTFS6lLYPHyqybH1OcfjX/8pz3LgOVJ9CxrujjmUzbgYZGAFDhAcP+zaVaZIwc7jGaeKlwBMnbp1P9zhHCRchZs0a1TQSna+XTD1oPQv0N8sADcb8UPs8LhniWYX70HHs/hma7EWeIwW6c1lRKHlLCktKA5l9mHFvJDffO8QKpFAgTV5dC27KWSkVW9HCWQpkG5MVzRMKBI5prPCnij99jOgsXu3ZXNAkxsA6+bD0DISmweEgYCHAq6uTyeA5Zes3mlpxp3bapj1ZyhGnzNUy/1sPU1Dkl9GYOenxLPyw17lGTYczh09PckahhOUQVD0kpgs4u0Db4y8Fle7sVV3ClLz7Kt16lCEgipOpZ+0ZQ56PkJJD60mqMjHp86Py4+41pXMXv3EVhexngBBQ0FzCO+u0+sOWqI7pc2qT7/o6OHxNdGjo6H9L6fW6SDRLP3VggUr6GCyzT1SthKXtetp17vwmEj46B5s2OR+kQG6f2zCeyKbkkJ1z/XJO7mo/QaJ3z7O3HbnXd6m7/zw5+Ol2avEwMefSI6ls1VdXpaLFj2oli8SZIvjYs1RvWKQ4/dT9ddPesGotnnS7CgV9qKBwAtLC2FHf1uqRYvrEx1oW4Xe3bNH+6La34/2UUDAhfB7WNfeGfsstNGYlmXRpvA9PAfnRYLjj0uOgTfe2sPMG/PFePae6yFa9dCV+VY/9pXlp4SFJGeZQW5UWVzFQ5zKKIVJmTpmogawvJpBSBkurQmYFyjBlKBZa5tFmYwyLJao4yQsAsjBSOtUZhlKrU2cXELQqorHLhwpqdnmZYHzGUwh9PjAM2W/itxh0nOQ1nfVfleWPrUMJnLFoBaAGrOJK/OhxxSrH2bvSjRIui7ZaAUdjzagjFxyMCsgkgpHq9v4xytSX6OKqMWnmqBirXL8/XpNSCu+MOlmrN8kdfJv2KWLz4fg69O720SQIAHLSJ80V/D87rXEOBYzIWSQVxlbqoe21c346m2QfGJ8++MHf50VywdNigmv3PzuG7vcTFyrVEyKVsk74AyFsfYMdmxTErrPOUEPw0G2SC6CWSJYRSb6rgcp/GFKU7WtLvBV7obk9xWgJiAjP+qc5b9b5+OTdaU4haxr7Jp6QydYHmk9sK3VUD7n9/fHzvIU2CJHEE5K3pq1Ah7rDy9ElElloxOErNcUWBfSR7+vtWEOPqQXeIzkmHPw0GT3xZmuXktymfmGlmSnHL9gtFWu0YNYrF8lATL2mOlBcI3tAGWs0DQ+lX7MnN0lB/qMws/BZIJzFaycMBZV5zBkeFqrzcdoFMamrOoK4hOJQcg7c3BcjLL3cFyGnxROCDB4ha7oNCQpGfP8luD5bx/bz46inVU5Nk+OiuznGDZo3C4EP7Mbw2W63ppyLPpTX4TZtmzamHKVu1NryqLyrKvBpZbAWLuHa5HlSSvfi26F0W4FrCjaYJXWZd0OF610OQiB+y4FDDIZnOaQlE16LN5pJjuM+eHPQuAWl4XKig05Nm5wmgB4vk9T3kVUzPOQnr4qmFXLUyRLCfLXpUl2cbjuGATtByL5dxLH6ZLyXmnyIMsoiQj/+FPHqg5y//a4CuZ5YN1dsm8ye1RyQTD8CB7brSJlRib8ukclQkAMvAoklW37FDItOKNNquUlAJuZ9rwC/auFPcZHcXopxKfeJ06Nimdn2selaorgGTDDbu46sJqLhWRQ264TBt3qdjcaTPmJxunsHPGT74fL7zwYnzuswfGB/f7L10tgEdXvPLqNJt3rbfe2gYRiwWAlusiktOOGjlc1+0lg5QNNlhPAHix73+7hr9OnfqSx61uuOE6AjMqnkspwzmcvfYD4867bo2TTz0tjjj82Nhmq4mS535K7PKmcfKJP1LcXuR76AktEAjkOgAJA41sb7JvD7kkvi4QDMVJuPYsA/ogJFL6mqAqJ5/keQ7h435OEyQlZ61u2M4JGbPF6wq0U6Bwm5O+4wUCE0xrn3xrrLRCLTk7J5X079kn/iY3rV9/57pYc7l6hVdCkOha6hr31bqmkDJp941j30+8I9bVz3feY1flFEviuj/dGusLyEzB/Vlmqz1fE9jGBds9wH1ilkZPWXor8Mu+ZP4xEl5ydufG8+kzl5nYBpvEVttMjLvlak0hYqmk9u39YG1Hx57v3yV+/5ub4ojP/1gSaXn9CBSvELPcqdGEH9h3u9jtgK3EJHfIGIzPxV7DZBBQipyd4j7TNZKIsvmurkPm/tlaSVGe60KMVjama7gwTjz2KhMjS5V3Ddfn+dJR79fZ20/3Jc3pjAmKvxFF/NeVHw1QYQjVrPMs8jSwhL43RkeBr2ysSntGyrEJVCmBRp6fI6votWbUJ+NVORCzlaBltJRzWAIYABmCqEinieOoCjmOtQ8o9tKyVx3fObgxL/Q5xxmo/+TYU8ilHLnKa9UY36UclWtoA2VacPR3jBskf2JPES/5vYtK5e94Wpzi60QUyDB9NMdPm9VVvIQ5WsmhPWe5tJ+6+AYDzR4qe8cthLqmGBa77VXXlFzk9zc8HFOeevA/N/g668yfasj4xgp4ixuMEwASoFqTL5LslJGC1LMP0/0dsMC6Mpa5NHp5sn+Zx/MzCr2YeNQ+r8ocwxQ3epaVjXgwPM9hVib7vZqjqQoLwiFVoDUHj82EikSFm5SmSGngVGW0BBpLQMtMuga4ttymzg2jGpkJexp/JUisMuzabA+opuJBZcM3k0Ok9fE6qGCfCHiwZVRcARp+XKmU8Pg0PdLf63EcMpZt4yZZ3LtzPjEbU/OI1wYsXx/Dpj4ZU2XwNVwy7HmlEptgmcNqmXqW+0jyoj4LHBTdq1zAd8PgK4EHvc2Wa9uCHTl3yq4dOMqhZJl4Ndjifev1Rihwvvzc3Pjpadeqb4UKE4cNjMoKG6ltsfcWcegndtDN18ZQonCe5NKXjJABl7TUB786M34pK/3o0R4T5Wz4Ix00PQj0xUzqFyNHxafnz4seszUqS4eomXt6GLQJ2Zwe7eRKspjqMcPiq0ceGffd/0B8/zvfiz32eE8c/8f74+lf/kVBaqj7FLsUiZZrUH0s6Rc9NhweX//irrG++ks6kWGjPChrmTXqYemu4iGnyooPiUeVaHmdan2e+6Mb46H7X7YBXIfctV/bfnycdcz7YqzGKyzWk/ZS4Bxwsphl9SwvwQ2beporfVqj+gzVrdBumCRofoVMTGs1jmC2RFUqghafnbmKNhehxEcwdL8+B0POvCNJIwC5D4Q1XyTm9E555rbuvfv7DZZRY2Sfo81OFJAwm0u36myVaHdhKaX5MMDVNZOKNYwbDHSa4CU7wGFOgYfDg6DN7znkhlDdK60HLtRQuGE0gw01UmrHbN98PvraWh+fMsj5jGfTWkhJaVmrNsvLn9NXP1yGJu7F0l6sPgLsHWaE9u49KC7/3a/jF7+60InqW4PlTeKiCyTDVvLTUXoWiVmDFAQ7dVEX6/p3IhlVrOnjcUmpYUh5bpVhN1kz7ie92Medf3v0fvRFS13mbrxOfOsz28foIQO059otXUsA2soU1dFRq7Kpb+AA3Wrw9W8yyxUsZ0dLBYmZ2DOaiAVZ5daAIlg25tgn4CugtRQIYDMG6iA7+ZrH45GrJ8cI7fNFFIm4LmVElD+dWMqleBsYgCPDzqS+Q5XsXpusG59RIeu96jFfyPrl8aUH1RLjhvQ84z8JZXO2bL4f9hhrmb3d2svM7wA/HRSDWubjVifonJsLWM5rXXe9mWUlTc05y6VwQB9lGYvU3fVa+xVn6NZrhAyXnuXCLLcyzv8us8xJVw2bPGdZiRv9uF53yPBLsYT75oKzrk+TWa5FkcosV7Dc2qdbWqf0lN3mcncDy+z52qfbfO2cp7w6s/xGjuHZp4ux5uoy7DdmU2vhqEWS/m+D5Qoo67VI5t+qCfiKIrdn6dvIrVE4aj5+1YJCXm8KDRSIxW5RxC97h7ic0vNV5qyXghLMcpowQjokKMccLz0OWudsU5xUwi2wBzCpBR/3MqMsUS5GAbImpyTAaRRYTPCsRMhWAnIPYqGNv/zjHvHpgw6OV17512B5/ObvE7N8oPenY7uuESofRmuOGAmwSbMog1x6kJUnUXQ3yH0DZtlmTcRyWliUX5GH5RzUFVYB2YlY+QqFWtYxxqDM0J7H2QC4Bnii/KMHEfVTHR2lz01SDPtJPkXSXHNUvFCIBYzOxDhs9KhhceJJZ8Qfr74q9t5r9/jmMUdZufL81KfimyeeJpfwZH4nTtgsvnX8kTF27MbxPZ3jt99xuxSXE+OOO//u3++3777xlUMP0TVdET/86c/iuutv9M/HjB4dp57y3Vh7zQ20xpZkb6juDwCbCTNDh4yIJ558LA474sj44Af2iq8e9jWdyQudR+MGvZAieZGoEnNRPQ7WeycXNPNM3yejgvQHdhIWcMi2Jrk1q2WMdZNu2NkC6PXOiEbLsDOH5eeVjWsYbionpRUx/y7HdWWRu1xb/Z5idBZSsxDiEZJK6Dvlsnj6d26MxZLvKwuJviJIlokAQZEizWFM3n1ifG3PLePDIyJmSBUFc75URljvnbChEOJQVTMWxjWPP2t1I+c/OXD74DEmNKbo59vv9DatdQHrx+7T2MihMWmrzePpKU9H5/xpOkv66nOvjDXW3FhzlUfGA/+4T7noklBtJLrWGRGnnn1bLLjhnlg5YJDOIuWBK1DrdcYn/3v32HnnsWqdE/M9tK97svlcNiXEfEp5F8X/hboOQ9SzPFdu3fRYExtttMbvdb9Qro1UYeeRx2bGi8+8Ftde9aAlzbRMvnefzWK/j+xk9SJkIWQGzuyY1LH2ybO4/pAQAENyWvcswyyDRWwQV/pzTVqm+Z3HPBXZJLGAs8aqTH5vx2fwVcr/zSy77z6dp3tyvkHOWN6digU7mmMKmwJfk0U2Bivyb9Y1oLaSRfn3eUKy1mCWKaDWFKL2LJOb0qdvFYQLrOUx+kMb51m5kXGMs6qTXBIvodIqmKN90+SOfe2JKDDPtBAW4zEXlCyNT6dwk25WW6ZyeXgZB5Zu+XzArrji2oekWHhQzPJ/ODrq7B+eFRO3QIYtN2xXqjK5hoFCKw9zRWJV3dQA0fQd280Nm3Hb6dOcnCOh6ixDS6cZ2A64NlhudVnLAyhNYxIMVMDtvpsyL89MtGfHZhLF3fLjuJnF1drOcmaiE+xYClPZO71vWG0S+gFiYKvzII93Q7kXEMyiLrrdH3PcTd6kHJad43DyJvLdFdZurtiwYOmGTRWJqhgOhTC2sFGeJ4a8GelGAeNpqCXwqu9pl5+jW5AheFYsLB+snTZsnzWGyRnruhj18lPxPG7YAsuWYRvo5CHC89NDTZXOM+da3LVTrp2vZ7m25NVz7USY1ceGgUZD1k3AzcfNE4hnMbNhh+hzvKiKzVmnXROLnp8bfbTBmb0Hswyj1LvHkvjEwbvFNjuOjf5izt4h0zgCYw8t5t/+88EYqc8/eUmvOHLs+vFbORKuoarjQh922jVyTOwhsE8vNoGdCjT3J++X7pPWGvebQDZ0aHtccumVsd3bJsaETbfUvV4Yf7/tmbjw57dKpistIeJpMd1IHlFF0Jv1oY/uIOOJiQZ0BAyPdKL3ojDNNnxzD7z6hUio9NqwvgQoqnozZyzU4XCVkyR6oDbaZEyM324jvYf1hYMSefdcsDBG/PD0mH/ssbGoZ18Fi6wUe58UJUYtKFn2peeiEotnE8kvBSKPbKIARO8SUlzBhzTgymDl/nmDZfYpFc+UYbs9oszt454iEzKzzLXUd7dVIMNmbIY/ayYYrUwuCYz3gO49VX4CFIkbMkYbijDerMiUqhkch7mZXQUo1jCtBRQ0UtWQknpaJegD59BxCwByag51pHXl8Gi6YLN2EwzPnkFBp7YmAIbLnEg7ymclfIQkfbNmkwynRDB7udi7GLIMit9deWmc92/0LFPxv+z8c7RelsVrzF/U5+yp02On9cfGT2e+FrsvXxQz5ksKLbOI3lwLwzqKE/gKYPBVZ8Uaovm+z5y5NH528lXx6mtznag/+PZJMUEHVL9HX4qDP7VT7PDucapqL86+IsXOJrPcOiKojstJM7Pm6KA0+HCltbJyFHXy5c2CNhx9CxSkRJzjcpJNJe5muQZmuRUs5+EKQ2PWzMxyFpg44FirSNjYh7f++aG46Id/iSGjZG6iQ3m52jKI0z1Vac+DNN02u5Sw0AEMWEYe26NjSfTaYVzsf9QHYjcVyVbIQdtmd/yFWXZ6kBMst45LopVhCTHCn9kP9znSeHyDoWwBjigiVutBlXmZZwu3MsspZbMpUQVRhWlvzFleDRRh/CaGptGP23xPTbDc3ewqXdLpcUcmzONTueXZwtrr7tO1giAN/WzYpHud85Rbiyilr7uYXXH25ozp7Fk2WCpFgHTDlkTShaecs82BXNUTnGd1trRlc/yXQXRKB+0XUmor9VqwJlgbrQ7QBkUYfMGyG9g3jb/SATqLeu7x9GcjbmUbRhMIJljOn7fI6q0441qUkVJlAWTsTJCYZnel1FkKQq/L8I94UmeF50fX/S/3OX9OMpLmc+yRXC/kPd5RTgyJN5xFJLpF4OH7Y6VLY//nRfLcZBQn1fXctzPb1ZBnc5bBDuXzoHpIlQgxnMJkGprm3oE1ocDJec3PyZlw9eZnXD97E/gzE5O0p1FBFKmoFQL6wJ868JAWsPzWbtinnSRmWRmWWU2SUXoCPd4GY6yc3sFno+/S00T0vgBSFHM4K7I/s+mS7TFBtO6UCQcAlNlzckpHAyyXAiitPtVEEsBHUgzLSoE028rwUECSnIZBSIn9vPR1cl/I56xMYX3R+zswbr7lT3Hueb+I9dffMH502pnee/PUcnjoEV/QWdcRR33tGN3bjjj3l2fFxhsq3v/4PLknA5b/Eru8853xXx/4aHz35JPUNjQ9fnPJb+L+B++PM354Rnzqk5+PXXZ+Vxz3jSN0TYbEGaf91O0nKLYoojIucOAgebTcfF2c8eMfay30i19f+EvtmeE60xenDBvmUfc91Y3pUcL6thrQuWLKpeucZfr7iQXVA8TMJT3LWt5eC+SE1SOkGEExUWWozkmlJ0UKTy4MAZLmuJ5lDWHis0H3Uu1RMKwUSoepDcqKMkvtxTj7XF8Wa43RXOGrH4krfvN3MYMDdM1l8KUYv0QJ86YT14uvHrN7zJ62IAaPalfutNgTWzr0fC+opXDMrAWajNI37lzZJz7a8XpM1+ti+rbb+/ZWHtOm8aR3xNvfuZ0LNjeqIDFIE0/eveuO8ewzz8YzKjpwziP33nb7HTSyau24+o83auUvjE0nbC7H45lxyKfPkdINsNqm64kMWzJ7jRld6wt7xjH7bh69lVsvWdqhov4Sqx7cRmGDL3LhJANYe3N0xkEs+ffcB/2dixgCtcu1UU/65tX6TJ2KUe2+nxurR/vzX3qX47V7jlGh6nou8cjMBHa1OGAiiGmnMMuoN4rvUU4bQvmXrYrEG0gOYhFECOAXDEJ+ZY+Y4khfJ65Yhs2cZdzTtW5SSp2JgT2kCli2AqVEDA4heqU5rz3mzjJsWoVSjePzgNCiPyAeUpRKt+wsPhJ3dLX9OsRs8ugctZasNM9rMF0c3SGCbM5Ie5ZbDVjDqWb0aDaK4ioamkw0GUnBMME2j7dJGWPVPI6szMimp1nvndZDmGZaFMA1mNkulUrkchU0pr7wyH9u8PXj086KrbfeRChfLnN2f0tJKi9MMs3B5b7hIqsG/NY5rwBRZiMDeAxwuUL8f6lE9MK1zrO36sDp7EcmtpOa5H9nDycHB3JHwAPnoB0FqbJYwspDAeKZXHB7etnoKxlHKhkcvrARBI5qCMZNcfUGMNvo00TOl6w41ZRakWgwy93AcvbKEpwtgSjMMlLNHE2A7Bo5b5oxLBJY5vns1GttfZkHCEuHxKTMDU45EzJqRj6lMReJQavcyEO1GdEyemj0FLM86pWn4lnJsAHLBpXF4CsPkWQHOcQ8QqoYc6XMOkcwcTgBgt1DVKStvG+bBPA4Xr+1Z1kbnUMtjcxynA9VxwvO/Us8+fD0AqioNHVpQarHU1W8PqL0TvnhAeq7aYt9xk2IHuPWiy9P/md89KmXYpGY3eVzFsdQXacZCqxIhevrZ29c9sMivV28OPvhG0UKBTIqTWxSDu8uBUCY/bkq8AzWdbr/5YVxvoBJH71PqXKcUKxUwt5TI68Wqgq694G7xSd2n6AA2Onnpd8+HQnT5Vqm5t6s9CShWiE40DeE0deQIf0l+Xk6zjvrJsOLt79zwzj0mL2jSw7di1VtJBj0pPS3cEG0nyRmWXOWl4pZBmzbzRgFBvIYMLUCCgkPPIe/W6GRLQEkRa7cuqWgzFlGMk4fCOZjCo48zmCwBPeciZdVteUKMBh+sAaSKSZwkOjkochh6oojhSD93M6l7mGqBlxZKHKffzFJQF0wS2sA+ZHXkNY8jLWlMIBtBSzAAr+nh5lEH2OjZIwT/NvRXYUQGJiR+o5pnJliy6CyhzlbFbJVAqfUYWKMkT3R49xoEbAKIsF8VW3krE7WfAbc2sc/wMyy3LCvkBv2v8EsbzFhfJykEXrX/ubOeFiFn1e2HRtfGjcsjt/1PbHyt7fEAWoRmD9saNy0yzax5ezpcd4rL8VMNRL11oHB+6EKa/BTAEWC3x5x7tk3x9QnXlY81Qkjqf4Kklzd/RXKaA/72q5y+1xf11/SPveip8FTU26ZQJBipaV3Bg7JgBJmUUPwmbkG/NypMlVkrX2YH/rJq6NvRTrJmnV3+mWv4PQMMK19mkRZ1ioFEM4E1kvjtfXis2YulsJjkGZwyvDuZ7frvvTTmSt2QWCZ94yki0KVo7U9AnJEEwZ0vM+52hP7HrprfEjFpmlKXIcx2qc8nkqoe1NhivlsBoDJmhG33b8J49yQpOeYFhd3yuPtN6trweH+Os7gjK2r5LHflVyySxLoa1TOFf73XK13emVhh6pJGecfjLPnLNcxR2xvfZhV5dY8F6AowVICRINiEh4ez6gxy7aTRfD7InFQUrRYe9kS86L/9rgkg6JUb6Q8uzLOuKHTo5WGYDx3lZon00eBIqv7mevQs5x7p7aBsC54vwtgAFtk2IBlfr5QgJK+3mpASOJE7oVzLTkCEyU4y5HbIbuDGbTZmeJMboYcSfK6YkGdLez0Skm/CwECBpypFHwr6EYpgMlRHR1WGRWeh3vPXqhya4dYwJH2wjLUXC6u1GuqNUDPMgAMQFlyjfRJERNEUZFZ1OUrWfl0Q6+Fg7Kdy31L8yhAWqMdosjwOUMgFlYdHZXMcvb6kRMB6IhvrAtaYZJ6yXUEaOGsoKjeEH2Q02iPN+Yp14KF3mudLc1+roWJUtvxWoXBdc6k18Xg68UXk0F9qznLEybuFd865vMmP0jUbSCq58m2Mr7TGqNQ5sJlnjXZy8xZkgUCijoAtmQji3y6SHzZK3W+8hpj+hbWrswI1pnCWUK/6LwFMl1iCoeSZJLihlJOQA2wjCydfUW/ay3kuqhOEdxS1JUxZtSg+PMt98Q3Tjhe72VAnPfzcwR+himP6Rt/u/2+OPZb34wvHfy5OOigL6jg3RXfPulEscW3xJWXXxa/+e2VZqJ/d9mv4m1bvS0OO/Kbcf0N18Z1GkX403N+FTfedGt8/KMfFps8Jv7nT9fEs8+/EBed96vYYP01de5Kjq1zG+MvAPJzzz8bL738Qpyudsd1118vzvjBaZ5WAZvG+Qw77rZHPE0MhlNCmsRNujDjCcKM6iazTCGj9CxDagk8JoNc/HfcSkgeT45KoS2JGzPPJVfkHjLEBPl2jlBCus93wF2+PkQOBQ3OHucVFMf1fGNkRHPOzU/Hvef8WUBvgOKJHGOUay0TW7TRhHXj6BPeF7M1CWXYQDG4gGyK7HqetXROz1KsAaTyvG3kG6WlsE+7epYnbRFtA4fEY5P/rtxuSUzadnvtud6KueSXPWX+dZ8JrM222ELA+VHl0zNVLF9qQLXL7nsJL/SJXbf8P/KjmKf6Vz8ROOoz1/vqtbQzVm62QVx15TdigxFj4p933xmvvjxD60GGY1Y3JCYgx2TtklMS47IAlL83HtIe7ymm8Mar7o0//vZBnSv9HJNWKngf8e0D9L7WlDu35OUm7lJWzfsFH8Ec1wk1qYItYLnI7j0/WcV0ziwwD+dfFoTSVZ9/s67MWKOqNfPMHkjzK4NdYiFg2Y9P82ViC8DJzDJ7g5y3+DChSCTSd0mKTyGWfJLXSbO6HA3Vg35ZPQeEZSVuTDLSmouzezlYiV21xzl/n+axvC/+k27YKDspmOZr0K8N8QHGNPFDSyEO7uSWOqdyMotyXOEBPCEgNQ3K9VrpjcC9ydyJvwObViKGNccZskIq0yuuezieee6h/w0ZtnqWxSzPmbPIFQb3ShRpDP25y3DbtawgaX6PnKEBvUhj7SyNbFsAxKMtqIoCCgrg5cL1hTpHjlr07FWWRnD3YBwhXYAtN9Oz7HSz+Q2a9rT4p1rnlCmrEqUaTxWPZI5Ak5UHniNBNlUWHlv7NrIKl1UeqnmWHGiDWEuvq1wbzamkpyFXGVGFoUSOkUt5Nb04ArccwCmvXkW2XfpDLbmA7TIgKQ3rLA7mhmmBswio3JIozia5xdHP8u7TwjpzAAAgAElEQVQ0b7AkRNWt9rWH2eBrxEsCy184LEapIzYZ2CaDbDdbAZVk+fR8YmrtSFx6ls0s83gksFSG6RNFusrr0bOs92cW0nOZc3D8cAEgwL5t7806wtTKqv+VmfGD716vdaEkX0Zfdd6yUjw5BfeNQ7++a9w/fXFcefWD8dp+74g9PzYpjn7gmegxsr+lKO5FpyG/VDXT8TFNpzxfWZvE/RuMN3KhJQED8teUx6e8nPsDQGRc0grZ8dNv+r0n5kTHz27QYdNfCRwsMbKhrth0u7HxfyQR79Ovj3vtaxHGLtgAFVvY56YDLIeAdE8AiALG3JkL4+c/vdnfF+uB27994/j0wTvrPabbrWeSm1leEMPPOCPmHXdsLFMFZVnpJUn2OtsXKkPD+ifhStCZFUKz6C78FIMvAg0lCPrVAJE+zKgoNqUnJF+u8sGW07OkxAVpPdeGFoN83jKT3C0CrGXmMeIeWR3ai7qgFE5qlY/DFodBswlFrcAaY+9YLQGDDDgvTDSul7AMHMY5vizXEmtumPpzPUu8OLfzOVizBLyUWRdGGdlXHWtGK0KLiR2Pw42S3mTWZvZGk2yQdBQG2ns3meUePQbFb6+4LH510YVOEt9Khr3hehvEdpvvG/fe/1z0X6rKp2RabVutH48NHxITb3kgFoMINC7tmXOPjB6TRsWfVeEepqStS4GBcW1DNcOddbpI64mDyUScCkLfu+bRePXKOxVPBWgKaAEukgDj1Pn17+wXG2+ylq5Np4uUBg4Gxd1l2Pnz7uZI3eYsOyZyKL5Rb2pWpjmwYApJiFaXYWeiVCXKPFWDTe0mw04WlLWxQK59F6pw9tKzsxWjEV/jXaDEhM+/igybmZa4w+PMydm9QInUCM1kP2X79aJzrpgHgdP8zIDrZJbppevOpueZw4HdcIwuIBow6kIfAGEVuW0H+0FAsLVnmWtF0af2pnNtfObrC6DRuBZ+rnotYE0TLFeDktq/XeW2VZ5N8cSO4Yzg0Zp1T6mex6PYtI65SMS7JvvKWCTGgaUMP3tQ8xxlP1IMrnLrvM1FqmxX9VQi2HmapAgG2cXYcj+JIkZRzGJtyrB5QznBAkkyfXjN+2/Fgf6fa4Faw/1pBcFxf2CdOFeJ4SRRWLIsV+LVqcQYSXobpmbsmfKZ7VDP2DUXGqoZ1eqmVq4b+P5japcy+W6mdqU3edVrkfL8Zv9uvUbkItkHK0BpBjmLLmaQmTmteMnnrPef7ynPT1Mvvrg+VYaNQzLABeWa90gBy1WS3h0srzJSynlRFie5r9z/5mdL0LK6wVeOBEqW/U2uRSkcuTThz1IN3pIZ4oN8RGC5OWf5zd2wN5/0vjjlxC8o6ZY6gKRVxX8rzGDhMWWaSSG0+EmUNrMqv+bzkCfk6KdUNhBvKIrDnpm1ZPqHyIE5KqB6HnNxCKanfYjG+CyQkg7WjPzEbtdMYDCznGCcQgMkQgXLNpcEwOl1nIMqR8U8aYWK9Qvmz4gvfOnLihfL4idilCdtubXyonnqQx4aV19/s8Dr9+Lw/z4k9t5H/ctK+n/+q7PiKgHfc8++IK6++n/ihr9cEz8/62exybjxYprPjJtuvS4uu/BCGUb+Mu66++7YetK23hMjNQmkXeYge79vfzGdo+0vwB6YN3eupp3MjrHrb6KfrxEnfOeEuPa6G+OsM8+JjTeWK/b8RbqW6nX2hJbMRQEvnNt1JCI5a4NZLqMkWeupCIN5FvtewJL7PKsPjXuWUwbs0UwGy8nOU9z12C1dUxQgBst2lS5gWr8nF7JqoN5L3TtyRbf46dwePbJv3DK1I64782oZnZK3MD/YZkQCNX3jhJP3I6tXjqm8Xszy3WNHxymDh8RDU5+Jx5e02UhshcCwsGa8IiA0HHWlmOgh202K28duEHvcfmvMWtQW791jZ8eDnrrOjPt6dsrDyiGGx2aTNo8H7n1ACkn1LC9tM7Aa1HdY/EKvdfOxl8aaksMvFUjuLSKnS8XvPm3L7Yz82V8cEgdssn689MLTWgsLrYizGoY5ywKlFKpcnNf1Y/QlrQdVhcl9wb373r+/EFdecodiMlJmnWW6b1vuvGF8+oDtdQ7maCfnrMilbV6VJITH0kJi6HqlqjXvT/09e8e4CXYWkhKloHLgWqjieSnCVlOsOo6JfJDiK7GH88V7Q+sPOT9KBVpi+TK+MnNcwLS+10kJ7ZKX5+9zvBrX3CN/iX7EzCIrJ16ZPPTY0VIP9e/BahmAKDhgSgumI9JblYxCk5ZBiB+9J8aqcfL4s3jOMuQlBECOaMvYmzJxS85R+MJou702CSarK8ADWsMUDswse/RvFnTIFT0CTvjgyusejQcfvCfuu+c6P3ObbtArr7wi/yNN1ClfIrf8pcOUShY9Dv31Rw+KSd668aBzNTrKbtiaXwb6p8JCP4jd1koSb4vzIt9Mp2pYvrxJHFKgeza7qwh6Zq6zAQlVYoNlvXFXPADFGdBZGO4LE8jChhzTS1dG9AJ9GZlDtb04s7kCqw/te+cDL6u13NB0JExpm3uWkcDwOz1XygEA0UhZJHMGLJfPqP2h90S/hxYK7w2nOwVxSzkJKArOBPlqAJbmC2leRD/loOLMa9OiYg+frm5l7A43rWUkFGNuqsy79pHaTl+HB+zdcFwixbbZBZt+FeSeMrzqv66MCgSWR0qGPeXAL8eYHgLLCoQNB2MdHhh8cQhZQqvARrUNxqFhslRk4Mgzh8jsIU2dqBxrsenxy/R9mMCwGXP1901/XaOjYPcAMjYw08Yu4Hq0gM8U9WvcfP198fDkGQosGI0wcy+d0lfo+0Kt7LU1z262kuSRZ3wsjpGLYnv/nD3LZnKhBbDM9XXPd/bBJmtIoM9qKfefQxuwYEmKCzlIclVxlnMysrzapzFMfSYnregXj371ghil3u0VGPHo8GyTugFX8aFjR8SXjt4nxipALvJMQ/pG0go/E8HSW0YSSdZJ38TAfnHV7+5VtfkfMVrOjB0qdY8eMyKO/M5e2ryS9+ixTqaJYupZHnTKadHx7eNA3h4BRU9Rw3yurE1ei3BAvkXgSWkZwa0aM2SfdrYUZOBpx7Wy9L3XYhYyG49LAyxTUPK1EriF+UU6bzVFBowacPpJnkSrAOCBw7EWStKmn4JTglGYWhIdnEl5HGO/PIKHw5jKs1UMaTI3D1dJJeywkC7IGCRn7089nIfKpRZZk/vOWn9PTxCFJz0/BagRI7MXmb+jJaG/D/cE03O0pkdIrpWvq39rzzDbE5l5lTfl3kUiyLUdHL/53SXxi/Mvcqx7K7A8cuRasdl6u0enZi8ukYt2e9eimCeVxEDpD5MJ0/3SdWNU3gPf/GjEo1Pj1FF94p37bRO9dF0emDoj1lh3SIwbIfWEZAp95Jb+t78+KzXCzekMXQOyYlrKw5SsSBf3oc++I7bcdsNYa+2hrug2E/5VwXJ3SarZNMuwVzf4yoR/dYMvs2al4LIaWDZYSlOz1hFRb9SDmmC0Lf7596fi3DPl0j90gGIxJnTar93Ach55TTdsYvNyJ3/r7TYxjv/09pJup6HdUEmJq2Mw14a1jWKp6YZdGEQllq2mZlXmzfcmEGztTUUmnz3Ltertna6LxPzQBoNo4Jg3yfLcwqa6XAWQfgMGmccnWK4jorq7ldslG7BcmWjWkaXHKaGlsJXsePY4krTCiLlPWz9v9iyTSKepTKskvZpatfYsO8VogKVq8FY8ElYzr3rjnuWCidO8zGx69ianBDw/c+1ZJl9QF07MU5wapd+/SoGuYWqWq55zmHXkgkIBy/V53qpn+V+B5TqrMz9zyqHNpnp91s8GWM62lOpsbkO3htkdYDkNH5E8I25YxJx2CgdUdZxvZE5R5dZmli0/TEmgP5uuETNxiQ+t16hNRSTAYr7XLGZ06zVuXFPOQpQZydjWzwbDSzLMWQLDm7L9TBg5L3guYutK5UwuxunxsOawZYNx9GeRGiwf2OKG/eZgefzEPePbxx2kPAxWFBVPThpwAakwzKk0y3MadQbqI84KS0mRX2OOpL+rzLLJAVg5FHCliMO1JA9ghVDo7MDPQqM+mXGLjJ+eSM7E/HlzAgIA0QowFGbFodgGYKXfk9wSN2wKqMccd3Q8+sSUeN8ee8VHDthP10TtHp5C0E/M36D4zEEHxnrrrh1nnvYDF/4O/crhZjCv+eNVMuY6M67/8w1x6SW/jInj1cv83dPi6uuuVn/q5XH9jTfFz35+YZz6/ZP13LvGmWf9RIWdpfG5z3zWhky0eg0dMjQuvvTC+NWFl8Xhh34t3rXz2+LLXzlCPhYzJeW+VOfXwDTGNBgu0ycMltOHB2bTPcv22UmQmjJt1BjK/cpElfx9TsMgfjQmqnBNXHxPo08XMHztk5DgGm625bZ63va4+867PdeYnAqiiP1CgQ9GGgm9c8BippQjJiWbHt03np08Lc758Y3RKWOrvvjXMEJKud9sgcRPHPGe2E1F4OV6nn4zO2OXzdSShwRTmuITX54e3xq3vjZsZxyxZEHsKYa3lxRni7WWlutc//qAoXH+64ywyhw13bxROS5xvF7UqUITo69QN+j3lu7jvK5CzEZv2y5ee25mHHvgyZaF4wvC++orsDxdc6V3PGGfOHC9wc4ZUYVmj3dz+kdtSaQ9bB5F/kYLQa6x9dYZGH+84oG44pLblUMNEiTpitlao4ccu3fstPnaVjNyv1CtJhiGYANAKvc3WM7nAQdBItZWwwrwYIzBOrhhG4eZIMoecj8v+R7PC2NNi0LZAx7lqzgFm+uc1krFnL7iOctEK3cLJrPM3O5Fhak2+6v4lBNi6rhgiCJnqQnoKDAqONJnzXuxItdguZ61kD8QQvQyN1XEfEbHUD2Fe5Y9/qxZJHZba8kJwWV2mzeOI7YmhqxSdFQS4DtiGvvf14w20kI6sjb57IPcMgiYzr2DgvTqmx6PyQ/dEw/8p2D5J6drdNTEcUqyNQtXFQbflCLP4GbZNVJJ6SJtpipZrtp2knX3WBZWjpvPRasf1JUQg+p0QiMZN1imuqwb0EsVvZV2T02Ay4V0L6ZuNocVF8dygNKzXA/ygmUsJ8squw4svQfr8gHeVEAw0HAFI/uRnKB6flf2Zaf2PiUN9If6MwEskLDA9in4VydhjzCiooLkXIk4oNIguRp3FblABX+LuVm6ZsjbbBevfwNibaLkv0tpBoEOc6Lqml1Hu9AXMlD9EYC8PmsOiZW/uyFGvvRkPP/Fr8TILoFlj1jq4/4RP45Zt3relGEXWXeRZ2cAFcjX4yyZFXvnkVA2fwpV91bGCxosP31U/xiiah+BaPS0hQLxPWyTv0z9hH1kNDZG7teA+IVy+lveA6n36/G9YzTfeOViFTo0vIlRUjJlaFOVyePE9P2VPu1x4FF7xD7rDIulCqjuUaZ3gT4dKkJmlLk+xUzKVbh0aKZPN9cO153AUSTIDBvXdeP6AwSRdqJ6INnBqfGPdzwRf7nobh/Grnbq90slgR264zhVkt8jN3EZcunx3Hfke1S0KIrhmIl6wVPNkJ3oOy7YN131QPzut/cr+eir+7U01llvZHzpyPf5MYyEcr6j5+qh02b4mWfE68ccE8sHtMcyHYbeH4Dg0rNc5yxX8zmPw0IORasAIyK0/yqzjMEXjyNwZK9QVtGpRDZ6lv38eW1YW8noZl+i++6RolB51OtwzWEnGePBfqYwkRL9DOIkwJ75rTWNqyOHhWeKW33AIYkbdfaN5aw7ZIy51mBuYAEsA6O3mcMeF019n6vvOXMz3a9TzdD8e8CzWwrYKwI1rE2zFOzV0vNsh3ZUE7ATStys5ih9dD7c7f6dPUdcJ8a09ek1OC649CKND7nECexbgeVBw9eUhG6P6P3qbAE4scpaY22izJbTAMiXAvdSre3ejIjQtWzTepqmeRfv3VkmI+PWiZ/+9enYRlXsA3bZKCbL9G5cx4K49YqHlbB0FrltOXg4AASWWaus2wHSi89RhfvwY/eShAu2QZJkVa8pbiaIqj3LVYad7BH/eXOwnGCGe13H5VQ27Y0MvnhMd7OjwpoZFKVixwxiYUdz0kHP+NMV/4g//+k+zUNXsl6Ytn/FLLdpdNR8AY0xAsunfnpHFSv5fHWGcBOMeXSUe5Zb+7STcca/YGABjsjGG6w5EmMzgs0DnPPCM+yLMzioitm8Bssel1VdkpNx5Mtu2HpdS5VL9dduyGYgxI7q/vvHFMkaILopt22AJa1DquQJlgsoVpK2RMnecsWd9gKWqzEXMuLFOr+qu3ktKKc8n3YQxii1XKNVWNY6Bqw5Cqo6PTdB8Zu7YbdIjwGCrE8FQ/oUAS9vBJYxu1tLc1YnbDBeqqExce2j/4zh6kdcrM3YX0U54iKAn3PXRnH/Jli2DLu0JOT9LwCRAhHyfF07CgSVoW6yqd1niFeVBGcrybYTvhZm+Y0LSpVZbrpnG5yWvcC9N7PspVJ/XhnkqghpFhQ8UmyVAgEKIps7KYY2++7xiEGGrZiAsoTn9/pKo54u2MRu/dsp283568yWzqKthyboutsfQrHcCgH9jNFRTTfst+pZ3itO+e5BOs7ExgmAcRYMI19QATPNnpjRmiQCsZrCJj+3Uo2YrMenYWjOPU1TqHT6NQOt2A/gwWnYRpk2Y0wWs11gmXzG6idl5fl7GKJkrDMfyLMyJaoU1XOMIWwdeQJrggL19Omva2zTZxpFygziza9LL7w8/nHfPXHWOWc1fogx0Xe++a141zveHcd/+9tx1z23SVF2dkwYPzG+8/0fxF9vuzHO//m5OrtGqIXmqzFjxqueV8s5/V/7fyA++YmDdA9k8OVWin6KI6/Hl756bMye/XLjNY44/PDYU+B9qagyJ/w6L/M8z3iO+RExrp7jfLbq20IhrbcCjnuWi+KKczBn1ApMNQy+8vdcc/ILs/26V4yHyxGNgLjlscM73qXXV+/xdbcIHC/zz/P32SPtVkKrB8pMbNh+vR73dB2Zvd702tI470dSPL62QGwy7WAiTARMAOnrinn+r+M/GBuIcOnz6sLY/d0yftV5HYoX1933SCwf0T/uUSvdyWuNiaseeyraRzB/WS2JIkCWyeuj9xrt2RdfvFUG8/7lhj10CC1DddSTDDj1eI8nw7NkQY/Y/4A94/mnXo2P7HWsClrsYTHLBSxrsmds/d6N45Mf2kGfV+0Zeh4UbxSCnCfR8y1y0BNlYLrLZBliILkkr4Ny7uwzbompU8RoK8mgW2YD3euDD9sl2iT1l3DRBZ40Xs0JO9zf7P+vveKoYZPY8xjbQrRBXGFCXI24PLHHraZpvkvehIoWVZNz10JekveBkQgZjZ7lskccQ0woNg2+ciRVGoPZxEufgdchzoLXLCvX3wFa+Tsfi8QVPixjzRrK3SzMpRGucn6IKX0e9i/nVCUrOY+IZ1bwUvCBnCoBjtesnghZBEtWPLmrVDFbeVpaCGk5hPzk2oITrCyBmeZ59XjaNhpqRKsfU1F71U1PxK23/DUeuu9678X/b2b57B/9JLaaNF7MkMCyFgs30U5kWvR+o57pmywgF8p6dH330OwKBqD9aWgHyBTqm8tYKxVpppRjgACotrpHslgol9qzTJ9yBcim4XWx0mqcgyMf7CSFREb/W7VW30jo+zpupw8HDIi8yL2ywzn1/glmE6xlL3IWAFICmKMfuHnZWJ6f3WN3bAiGJD3BnRliSyoSPFumXJhSzwsDHIuds9GOZdhZFaoGK/R1uj9TDOjo0e3qk1vsBJD5lRx+BhCA29eXRL81YZavizHTn44p/+fLMXLlouIsLLCMbEkVZPd7Aqgw6tEIqTkyPcLUpMniJdtnGXads6wAs1igXdNf4j0Tt4wea68po605KuVosT7yfJzQQ2MB9PjPd86Mi9tHxWkbqxqoktI10yRVVeCbOX1OnHLSnyVXXuK+kN4Y+aj40SbQvEyBqk1gYBlmCBsMj3GH7RNHrSFANKczeulQlApTspni7Exfq943n4PFj4EI37nebLqU/KcpFQED+TjJFGuT4gUGcMj1kYr0l7zisqdnx19OviZGw2BrXaQuVt/03j/35d1i2+02EPCScZqLH7lubOSidU1PKayDgwTFm/594sr/eSD+9vt/6H718/pgpRx+1Ptiw03WNKhxMGHh6rQZKGa581vHxkqZXjAKyqOdYHwxkUPt4JehoKPghGzd+4JZ3+nwl9U3Dr8cFcEoKfra+wvR06M0kKBLgUGfnSSqfgaPOkD6VirArljjAE9fB2qKKlPmsPOarK0GSFaQuqU6Qu1cNo+jsDO7MQc5ZV9I4Cik2P0adQWsgyqvHC7V5KX2NlXDEO7lHKR3WpuzJWtCrWCw3NJv7zWp0UEL52F0kT1DgJvF9Pc3mOXsmXLiBpguFXI+N3uT18v5ywnqmbvYp22wgfKFv77IceOtwPImG28c+7/zI3HDgxoHIkf1oU8+b4OWlVRBtX4GqO+lQ/1QfYbQB8VEbx0MuvfzdS9n9xkY62ojrdRj9FZiznC5cIpRGj4DQwNclbOvna9VWVYODe7zV7+xT2z39vExS0ZyxJ1WIycDB0tSm2ZHb8Qss84TOHR3N3YSXYDCG4FlYql7lgVAVmWWuTc2+NL6qT3CxOUePfrE9QLKf7jsLu2L/tmTiQxbbRqUF5inXPt9/Zl17ZDq0rKxgDngH9wxfvWhSS76EVOTNc0CQWWWSQZWNfgikaSgOUiSTe+98pk5e5v92GnU1Op6PUjFIYPJApb5TkHOZlf0XlEgK9RyZajzjMmyeJVbN3qWG/3SuF6nl4DNq0rRoDKRTTfsApYVX9Q+Z5+BAaXXlPfaZJabo6OSWU6DL4Nl3X9AFl++/6tJkltMzcyy1hnC/w5YbpXh+5Q1S2mn5wKWW+XQFA56aF2so/t51vA14ucTt2EGSvzq7ntic5nkLVc8IX76vSroYe7zZmCZAnfr6Kh/Dyw3R0c1QfGbgeUqt18VLLc4g5e9SYG0sY7oWc/aRBZFlMw2wLJ/mgokS9Jbjd+oNZSfN8ByCQCWmOtsI++gsNhtnxcZdnsDFCcYJ1EELDeKKOW4odBM4cCsuQsTmbbyhToCgxyOPpb1xz978L8lwx4vGfaJx8Msq68dWaRNo/iM3CPUG1n0JybZULTIrTFttDGnFW+Z51SwnICO3uPSD2pGOskIlGhZgE0JME7D2ZOcgA2fjoECvwAQs2faqOypVD9mPycED2ecvW205vqJWuZ8f+GFZ5SHLbUqyAVGfaYuclA9/0Zjxwl4DVI/8dR45PFHLQ3ddtut1d4z2grMaa++HDNmzdKop/G6jgM0JupF/XuGZiRvpsK3zvZli+L+ByaLKZ4Vm2w0TkafW0qVuNDvDRUjarC2Xv30/jriwYce1OdfGOutPy4223ScrplyIFytaWdqafVL5jjZt4ZcurBjxB3cmCEasiiesl5PYmHKBS2CFSzTrlSk8u47p6hNLkrR0J4fqX5ctlRGllIfzp6VjK1l2DbKpC0siYwqpa8Gmsi3KZCMHtknnnutMy4++8aY/dIi5RkU9Mj3RVwoK18ua+qxO2yhPvHD40p93q9iUisC4aLb/xojX3k9+ggcd1E8Vx7zKoSN3h9gfZvtt9W9XBIvPfOwihEiOMQ4L1NuR2GJvIWYhqt3XxXj8DRJ9WSa6pJrj5Ivztmn/iXuuu1RxdfBJqKsehSzrNHWet3+ccTx+8fGaw0RGF6s2NblfMHTQmA5C+HEuQMJAGgGVKPQIx4uFcv1raOuEkiR987aa8SHPrVdbCDTMloIiInZM67PZWVAnYONd4w+X71vjEUtkuLqVl4ZbQg8Cl8mDUtBCJDN/U7GOvPIZs9ygl4KWOx8mGW3lGoP8HPySJMu+jkhiGLLYv27XfkJo7JYbwls9ZFgtFFbklMr9pmk9LlOAMSwLpWLEJMAXs7HVKEV93cVS3AU93PqfLRbNlFS/wUIpojlnmPea4mraa6Yvjve77pmPYXH0u+EoqKKk+4np70iz02rbbiWiiOp/K05cyGESm7qvUXxTvfiutumxB133BEP33+N4+P/N1g+/ZSfxPZvU6I2u6PR/0Fgw7afSgeGQGw+FiNN2L7odnurplfpvsbNZJNZdgoVDyVvs63mqCkP4S490dXZDPYX8LCsyghw/y0yhVp1d8+yLn46uyUTbdCuf/bSjecGNiSpAk+eKQZbXeRYQBwWjmeWWSadElhX67xgqM5wAOc8ZcAuoBhZQM68S7dFbrrNlLSB+aw2S7D7Y0svsmegZXUPZ9UKlrl5BtmlyjRm9KD43g9+4qrblpN20OfpsGQj7eXpB9UhoO9ta8hq/wpV8F58Ml4Qs8zoKCS5LJbqhl2dh+0kXCrB1UygIc2BnbPTMH2hug66pwME0nfaUkZcm2wm152ZWlR/jyVD+8W1AgAr9foXDNXoJzHHPTbcOFbeOyXigWd1Gq6MH0x9OR4XePz76X+OoX0ViGTgQ8N/l5yxemuMAAwzbtDL9e8echCetuYa8d2v7hIz1x0TE1RhWFNjY5aKkfLoKF+/7L8hMFhCXA5Hs6xU6QDLFDGQEOuQZY3VAMBBSNJBIIA1elLr+LLvXB0L5r4evaTVtrOf1tdcHUL7fPrt8dHdVRhSoDbQRM6FZIbdCztNha4wInglIaf9+UV/jwcl4xgkmTdGNkgo11xrQPz31/fS4aLeaB3AK7W2ektWO+SM02LOMcdKAt7uuYu0MbgXCWlJKTKR8JKA1lnatW+rOrVXgy8+u0cKUCBgzdisLecgZ3DPBAJGYiDVfR12MKodC1lD2bNssGyjreyBsRkLaxJwWWROnv1dAovnKbqSLOWAWhKGYOxVepkWOXHiEEBmlrO93aNcpPMAKwBXyrBzbdJbnJ+zzgSvPUECaBh8eXYnhSX687PCS9whwOWscJ6f/nzk4ckipGyTuhEAACAASURBVLt3mujlDPCm/IxDn8QLmNO3zyBJ4cQsX/prB8i3AstbbTEhzr/43Hh82tyYvbJvPDpzbrxK//LsBbHJmoPilEUKPkqaJl3+V/dnMQ6A+kpvra0uOcrRMoKZoac06IBhXMMSPU9WYrMomMcKwDH7d3tqn3gckmTbO+68aYzbfF2PlNp+x/Ucz9wKoJddbrMrmJx0huYYaYLldMNtNfjhNUhGPS6nHGgVCFIlHyzZJn1MDZWO3hijWipY9uzv8hrdZNh6HEwr/XizVAi44Oyb4unHX7H5XB6qfLbWnmUfswLJKpoJLAOaKaBhaLbwM7vGLz62bQyavTAWKcYO1XojwfTjzSDCLFO0EWuGJLmy6e7fLL2s9C8ZLKtYRg9qYUB4bMFpBjQ5Nzkl5o0vwHIxL2r+OO9QOoPrZKY469NeP8Wwqxh8ue+2yKdJCEiOkNs2x2ul67F7lruBaNQ2GDbBIKcPQZWxJVhGykiCmoZdVYZd+3FhUy1ra7n/sPLcz+xZ5jeZwPDa7CE/2h8rf55AsHXmMH9Ur1H2LOdazaQk77/YgsaYo6wLzlNMGKn1Pn1w//i1iktXqI+wxwYbxcrnX4z7nhQ4UNysagM7Q3ONlGDhidLap0vMs0S3ARCRKmfLF3Gz6XpeetWq9LhljFZd4zaPwijOX64Q+T00+redMDbl2ST9FPvMfJQ1Zlbe0mLtqUw1yl5oguXm3OyUPWJixVnSbZ62fs5sYZJWEu1WDwLiFveUmfHZ+4wJD4aAWscwJorBTca5XAvlK4BP1nkqGnJEzCIMsTTKCUdKdk8WxVYks6tEPwtbPePzBx8SL7/6r0dHTZiwZ5x8whdV8KZApjwJaa7YPGTVjq1aD711Fs2lrckALPfWvFmKNzqDyK+axl8Jpsl3AF5uKysxnT5QwHZtEbLbdVEtVRWi+3WRKtvIp7pdNwvMuJK7J5HkmqioC0NCj4R1mc6EETKhAqTTP2p5NqMhAaT0mUpFSbDur4Okr/Sd3J9lOtgXaR4wieYAaU1hmhdLwsb17N1L8cCky1IXrrKloD3l8IrfK5Uj4eAL2Mm5x5jo5QSPtt7tBksLFi3R64h51lrjnvDdpBTMYzUp8pjM9AJxT3IrWK49xCjH7GuTv2/0LNN7XBRYfIdVY03a+Itit+XUKMcgdhQLdK4CPnHJTkY5/Xh4XuF8qyoHtessUZF7+HD6ybOYTRGenHaFzrHbrrs/LrnwnzL86u85w6ilVogo6dLCGTd+w/jT334UZz36XJz6hTPi1YP2ifP2nhAfGzA8nnvuqXjqyRe1ZtQSh3JVzHHHoh6x9357K19ZGI/LyGvMmuuL9JkRL0x9TWsNBjj35RwRTGuMGRJrrL2ueuBnqigioy4p4WZL/80IyimPzYqpGuk05fHX4vlnXtI+VoG7rUtKP72/NQfEid//eOy/9+5y6Z4W9997t/IHzc2GDCSPgnTAPZzxQ8iwMSIragrWxV23PKaWvPv1P/GumRAHfmnnmC5DL6aEkIeYsCr5jz1ZlEMn0YMMO012uc5W6thvKdviaBvj71m7K1HHat2ggkWN4fFIJvBou0vlrtWWgGGKKP55OlBXcob8srKuVgrgjwC+8nQWmOU01cMPityU/hOOFjilWrSxR5TBLAXPHMubJCk5Deu7RNrS0wzmYq9ZfQxLbbCceYYNuWglAG/x+/JavB4YDWUo0vLKNOc0gDRg7q+1SktWMtaoLSkI5Pg074HCLGNzxXv0iFnlD44bLjBE/E49y/fee288+M//ECyfo9FRO+60mZjChbppOduOviMGQVdpDZp73PNg9VhUoHm7uRVtPHrzThkeASy52Hwlo5aAs7qsIWEyc4bJk4I9Z7MNvkgK9WdUSKy51w/cE408gANFN4Jkyk6XOii4T8yzo8cZGbfd1aiEKGD1ZMO2yLapt3qhwILDFNP7akYx35s+gl+TAEfSAaNZR0e56lTYc/6+BlskuxyCuFv3KwPHuTmWxNC/DQiEeS5VPvfq2q4/ZeCujKgatf9HPqOgIznLzy40wzxP4BVHYfo9mRPYIea4n9ywMfhac8bT8cznD4vhKzrKxsOAKxlZDk2ktBzQIxnwrv7OIQowbNwc/5Og3a+PUYakuEMllVk8bVHcscnoOOPtb2foWfzpqltilKQt0+eF5ir3iKt7aiTCfrvHyqvujJ0/emJ09ukfM0YOiJ5apD1UpRuouci9BZaRO1dmmbExmL31oYdZhzhGXa9PF/OmJPOF8evFwG3Wi8P22jLeKzn5HNQIpT+GwMLcNfrFbPBlZ2gOyZT64xzJiJP+qo5iuMZmrqwPBw89yAxqH63POWXGkjj18nui7yMvRE+YcgonStJHTlo/jj16d31WbTpXzlP2Yb4YdtpVrUxU+2jnz1Iyf/qxf9ARyboiYcPBe0VsMn50HHr03pl8IWLQWuotw47BGjmx4Lhjok19nEstw1aVHHa80UdPBU+fWa+Jc2ztWaprkn2XffRpOkfVnEPTQbNKTggA9N07WJbgpzXnecNmXLPvPdcw71cFhsoIW66UhyIFIUAy+5p+fQAW/WdzBaZrj1JWPIv7tddQAbccJgLLJPysOY9Js/S39Da7kEPC1pzJmeA3DxPez3yxFRxuNnNBboYkj0O+uGjXcSFzlYiNGp2OrOytOtrOrt2Y9vF3rG0fuuUw0ufu33+omGVk2Bc7Hr0VWJ4gE5fzfvYTjxlYpPezcvSAeEkXr10U0NqSL9yl/qQN1dd2/M1TYvAf74zeMhtZQV8f1VK1IOByRBsCLOEKZL4AOMmxc+QDjpIUUDkAiDUCblRuGbVkeIO8cFnM1fzHd71j4zj82+/XPVNwRE1DMqYTg0LHEF0byz/9PBR6YFnp3c+DkucGOFDQsTeBJcbAngoHMeVKsNR0Q87Kb3VCbRh86XlY6wANy7Dtepxgkpj7i3P+Fvf8bUoMH9HP69l9vTDIuF7rjfQu18LwzXIqOTPzvgWwcHf/8jF7xYYT14klcsLGXI+525h+uErNHmuApeonkNeCuE1vJ0CgtWeV17E/hNY3X05IDRxxQ06HcUtS/Ybyini2fXEMNzIysJCRDD/X82ePc/48mcViamUG2aRd+XkmK8jIstCWYIakKAFiadUoj28dl1SdnjHQJLG3mZ+N3NIchedBPUP84zM0nKHNOBfQVZjFvNYZE30/AcX5gXll/Xi510VTel7AlX6bDtBZUGB0Ho8lGzKrUqXnhQ2gcNCpWDFHGeCBYoKUWYI+JFEaGSsfeDxuffGpWKJYbmbZrHnz2iX7nmuY14KhxFcC1rKuLwpdsFTdHaDzfpJ4dh+jVXIIvZTZTMCvP3H9b/ZCyuqTdy39ezzeY5BYr+n8WmoKXi+cNSSsDcMuXQu3e2iru29wVQVB+XlZwi74kGzbPZvzhcdzbb2Gc6yaTcdK0YXNi7JoOdLcYuTFfag/p/UAli/l3+XL9zmZXt9lvfhKXWyub5oq1rFocsP+1L/nhv2Ow/eJg46QH8cc5Q5DO6JPR98Y1qN/dL4sE6XhOptmiSTg4Hy9t257H6uKPBqK8WkqojM7nSkfrD+MSzmTDJYptCpPcuGiuGU7Z0Q2Sf6k5JZxPTDCHpOE8U9lUc0sV5l1YZaRkrqNCwa3ee/IFVO1SLFHZkv83gxZSky7ALT0PoptJC5z08k/V9KGp7MasM3CNNOmZBODJNYpSTj/AdSmUScJft4MiBODVgw0y1gdF931eIAFOSMEDIk/uUZ1DbaCk5wHkzO7YadEFbCcbUwtPctCAo02J/xnSjEZkIf60TJsQHGRUacMO/NsChhmhl3YoFidbBwgipnZ1f0dTxCK7l0ibIYy1lNgb70JY6P3kNEx/dVnYtq0+Z47TGGV6QJWeul5r1K70Z03P2xTNUZYAnxQF/ZUVWJdTTuY+fysWPqEimjrrhXj/ue4eHL82HjskYfi0Yee1vO0uyg/bESqMNdee7AY/A4Zoo2JbbbbIZ57+qm4567JOv+VG1u9oEkMsxbHZhPHioXeIZ5/7hldw8GeNnHzDbfKbK2/FFrvUp4yQP++Ow788PdkZjpc22iJ9iwjpBbF+C03ihN/fLCAaVc8/cQTBulcT4xQyUtoEWCSBN9H0NKoNT5cOfUrL82Pn55ytd2nQzk7pm1f/sYeihEC2/TNUiiq7WeY5NIupvtgFWQhyJK4yjFJ4KfKLCdhlK7WYJd00S5kQGH401MmWVsYZuIFEmQAIUwzISYNwDJGLVIRh7nQHVZdIG0mD2VvZU81Z2nKIk0cG2fRNgQmIlZ5TjL5Lf/g9+T0TKiBgta/iXFZWM18h88JJsspM4nlUoKd5CVklwF6kWFXVRjnPkwyOIG+e/ab9wjYUM/vgg9tsJBaRd5tNSYFilJoAi9AILF/yT/4e7d36LMTg6+5+Yl4YPLdAsv/ocHXqd/7Ueyww4SYJrA8QBJZ+kK4mR6HVIEMLClySsklO6UuTC19mfMKxU6voKza+ylQ2vWWReIxTroppu+LezasrZ83Kyse06OLhVMmYDjngKVsFSmOtfSAF5yJi8GXh29zI0sAtJRWj4O5X07fR6lQ5OiPTEa5QVw098gUaSrS12T9Ut5DtQ/QDRvHYePRTQI8AAnPnG7M+8WxLvsp2eC4NKb7WjoP4zDoQeNIXfiO8y+sGIHK7B+VEc2bffWp+MxHP++K8I7bvy3O/dkPZbefSQ6Baqh6ZDs0QqFr3ZERl1wVw55/NKZ+/bgY0bXA5geDkX5IzzxILIjH9eB+rddhY8+hymZzhvwOK4JBiANjkawMkaHYHIHmjQR2T+s/Ki6ZOD6+/eDD0Vvv94Rxk+KzU5+Ii9cVo3z1vTH4e7+LMXNmREfbwBggpyOqim2CkIv03zk6SpVoMclL1MvYLuatl6yzu6jUKoC2S4q06R5bxSixsZPWHhkdW29oGdpuKztljsAhmteZ6405BgfIcs1p7rVSnx0QXGYV5yD2XJM5RzGr7C60IPsohZYOraF2reGLJJ1+6LpHBK7pqSRhFIuhTO+Qb+4X264zRD2o9Fbn8/M8rv6XAOCZezpVb7/tsbj0/Dt0jZmlp4oaY8EE+iZsvkYcetTedtpuBcswy7O+dnT0Gj7AEvTaF29mmdeygoLglnKn2pPLZ7drdR0hoaCGnCul8zlvEaa4FlrsIEjfepEtAzbz3qYZig9Rg+Xcp9z7hUoOWYM5c7yOCWsaaRFYYPiorNZxZIBmV5yLm6YNMTgk9Xw2EtNhSZxIR1QOsxy14MoszrvF0KKasCRTnAke0joeR+tAukbS84KbZDrHV2dD1BsktYyYyPFvORexJgmu2HIIlZFY7GkOjQHtg+L8iy4WY3yRD4S3BMvjx8f5556l5+yUFFAVd+1Rie6ZHigRtdaTbjLzlJ+TnOwgMQX7n3JFzFQha/7Tr8QKxYDeun9tem9eR341/a1cOD3ijjnxhcbN2YKAZZQQpO4JZnpjyqOK5Ix3bhG7Pv1sbL3TuNhj7y117TWPU0/IevdIoZKkm5FWfJQhfUOezQp38dHAIXsDjZMSNxi4mHHWtWeZlxf3O0gJfzE14lf6G9hrzNyIe1SgiaPt0uk/8dDLcfrJf/ah2EvseENurSdcArOs76hLku3J18ZshcP39bkL4gMf3S4+JmOzhXIAx1UTI6c0tSpgGWbZ/ZgAipzJmEAj+/pIkNMxmneev+Oz1V54rgF7uvaoOuaWsUiVWeTv0sirlWX1pShMtCrneuI0hcprATAhuWkyyPlzj4jS+ZOjoEryYTaVJKV7z3LOU045GQWrVd2Quacwxd0NvgooLsoCJzdcI8uwMe9pzl9uguUEglbfZDrje7pqz3J+4vxsgxvXKK/rm8mwAdE42f5txIj45g4qsqqSc9Lj98c3NxrvguMdD//D7J3XfF1H2rsUNym+11nQHgFS2PRWGXb9Oc7gq8rwScgwrgGgJfueBaLs08Yo0Au1G4OcUuFqXlcKBFovjCm0kVe5Nk77kIwz2kn3slVWv5oM27c5ZdJm31tl2OX+pLLgjXqWmzLsbk7f9DIbLHdvt0g37NaRciSvKRFHxZOmZt1Z85SEFjWFrs/H6Fl++V8zy2/bZZ848pSPRA/JVtt0ps8fstC52ZzlizVfXoBRhdcuSVdXLFBxSAxip/bs4CX9o8dsgequAZLW9pK0lrxEibrANYoCJ7WohSi8GiwDtPDnYGQjBj2cRTyuji0CsOns0vuvJljJqmV+llLQ0vam7y7tkIwzmxaCxSZGXJ/s8TQQKAAkWwAzKZc4yEVHCukETeShyEQNBBipw15Gzairmz47GGllWxVAgHyAxNxsmKfIpNIrTWazhZC8l6CMKZJHqyoeeMybY1n63ngyik1nMQTM9sehgC6dj8mOoe5AdZdGmPM92ghWrVmI4DPl6KjSxlRGRyFdzTGmabqGmmFhARbpdo2hZuacm07cOvpq/OefVfB6QsxtqC3zgK23iC1HrBHPqX97yoszo4fGaPZSzrmWzufp+rteAqdLxCj/UyMEL/nVPWb7YNj76mxYou8rly6S4Wt/exgsGDgwfnDSvjEM2lo5J+1WJuHoZ9ea8BkkZRzTJcaoWN1DM7JXSJU4R2cG50CHcMfaaw2MGTNVxHFxUiNVe2pU1aaTXCT6+19vl9N5f30O9Ufr+l5zxU1x2gkXy39EbVFqC2K8aR8VAWZqz3zu+D3jHWPHSDlInM77ANEyQHkF+YsVdopZFHxmaEzicBFEt177SFz123ulrOirQoim1OjNHn/8+6NLF5lcn3ylqaBLTxbICkxokSBnzzLKvyyqGNSWnuU0/82ih0nIsp5q62F6spTWxKJM9GQf2mR1nuSUlaLCBL9ZdaHXg2yhHVBgmfyWAmBOMSoTgWAKiXtsAa1359Bav5yt9Qw1IOYc8XpOIFrBspVRBSzzFtg3Vh3rPUJYO0o6VmYrBP387KE06kpPDbc2Kh7z3LwW762aSeZ85hwB5VyaHBzVcvGOquw5e4Y9RI5NQdKeB3bbR+0oH6O/PBE3//nWeOiB/7hn+ezYYbtNXdHBIGcJZgpmjnNMT5pdZY/EYAKYvjMpxD2TVCigypVWtl19g4xv5rt61+bqXbJ/BK3Usae7Lx+4TVeUSgdf/HwFwY1DBsAKMC59ZABkJ2OZg7R8UUlh6DzVhBLc3GROY3oGNidR5YtqFwuABVFdswHyrh7qTTbdkFOWUOf7umeWwFjAWCYxmRTBqlMRBXTn+J4EbXkz00AsZ6llRZzXI9HjIBrUa0D8ftozcea998Ruu+wSt9x2W3zuPbvG/huMiwXSYs2z7RxS147YWQt+xWNPRvvCedGx7U7RT1Ies/+SuqUUAxaRe5SAC7DJWKN++rvqWG5prx7nvlcCmir3dcZeLy2ywdI337zOmjF56OB4p/qWH9eYnP+e9WpcP3BYzP71rdFf96CLWXf0JFC5EUjuWWTWKbfOe8bbJmCtoT7rabpG0xRIlz/2TOz27omx0cajxELKQEw3CfnECphjDhgKIqyJIr2nmrtgwqRYseOWsVJscG+PBsMivrCOMPQKnBxIXGsS0DparJ/u5WUzOuOu7/8pBqlas4wsp3xxGHYqyev85Dvix3ttFv2V5GnPNap1kClUhG3QocPoOc1wPv3Ea6OfGMUeShjSKk6sua79mPWGxFeO21fXniRffwezvEBynFNPi7lHHSN3x3Yzy64oc0AXGXYC+9qHkSAYpqyvvrvtQYEi3eU5HFKChnQNlUFVO3h8FoZeSDC1H5EJ5RizNEnLmdsJrmt/vcG0il2MbkrJflY403k9Xa759zD3kxWjLjuoMzoqzVhIdIYrAZ8D4LLcq/YIl1niMNAG09kjxYxuz4nkkLDxVnkdM4CM1hD7oB5mCk5OqJAL2eUS9QPFhJztScBjLSPNpVKOXJWClotyKvx04mpMQUjPb4NBzOXEGrT3HxyXXHpxXHzZJV4BbwWWJ8qt89cXnquDZ7ETOZxkV2J+UUAuGRMM1VCttbkjB8YUQam7Nfhv03sfFzh4LZ599OUYJrmZKizyMEmVy3LJv9wCQB98XYOKHsiwYVkBmg25sBP8XvHKiOEx4tXXXCn++rc+ENuqMj99Rof3VTpD58FGtgXIZL8Ps4S5gEafTikZznnKzRjIR6nsP1yUgaChQo4IGoIsuKBoj0PTZ2bOKgdsu5I3Yt+Vl9+t8R2vegTMnBmvO843+jqRzxY37N6SqdkHgC/YbVX1F+tU33m3jeJzh+yWh7tifY6IArSmlJiv7NMtQLAbiM6fu8e5sG9JvqWErBYGedU65oizw6DILHsTUHCR6L/sLknOt8u1oDi0OljOyv7qYLnMFv6XYNkf2WCZc6Xhekxcabhhs+aZp8w7TDCWDDIJbes1evOeZe6/wZJZ9lYQtTpYrl2ubwSWkWHDjiJ3Zd81+rH1nkgk19Q9vnKN0XHyFtvjopYfTHvzkcfui0U6mxT2Gk7i6XpdHcBzkfqzvQlAtNnZW4BlQEPT4KsJllv77lsNvnIUWCZutX9/VYMvvycFaArOfF5id7fih/ZCd4OvXKuAcZgaTE67Px6wjBt2lWFnUsueJS/ofv9ztvi/BsveUC1gWUV13LC5orBApVCQygJaH/Lzwiy//GIFy29u8LX11vvGKd882CwRc6AXU9hEHUQRf5ik5VJdtKv9dG6vjmgfI8Ajhq3n4OUxs+eCaFcCxD4c0tUv2ma2x+iVg6JDTPQAtWl0CiBwlswTlUxBA0Ucvck2GyKPclLLz9NfgxyRpPkNe5Z1j2wWywSJ2q+p17U5EQCEnFS/ry0F5HiExyRgMg+iyIjKxX2XXE/q5MRsrTnmszfAMvEFtY72I/kjrDTnuceTlnjFeeO+SVhsgIB+b9dqQJLuPSDQM6ABG0hQDaaTOaSozbmG+gQG2LJaPQ+FDud05AX8Xj9PsIxjOOx9nvOo8mC0awGAnmQUNhTfYd0ATWnUlW7unmYhab1N1xpgOc0Dd917r+ijBuAe02dFj3EbypRmJo3msfK1eXH4tBdj6Iz5se/SBXFZ/2HxY5lavnfW/Dhu3iuxQKOgZsm/5syTbnSLEoRJm1qPUBv26SOViBRW5PEr9L433W2T2PLDO8Xb25Yqz2mLHXZ/V8x67TXNTH7MLtfZ505hKNTqk+pIVFX9+3GNRsfue70rnpLD+cMPPmT1IoXfRR1aYyjKmFAjbwpGZ6JeeHbq3Dj/nJtiifZzm9+HCtoymYX4+ujBO8VWIm0wo6XgRH7knmVdbxuaac3PpTdbRmYo4UaNao/Lf/dA3PKHf0j91m41aB+12n321P+KjZUb4rqd7WBJFgxx32y2GHp+Mz3L7j1Or5hklokxOVbN7XYln6I9DjfyusbBFnZ4tnFYGiTnHGb2SuZHEH4EAStzG1Jk8keRl1KpJbOc664xZ1kgmtZFYpjVbci4yzhd1mF1XzecLnvAMmwXiZRj1cpsAcKsW94DBaLqz0O0stmvJ+W4bmR81chj9AfkCcTlHJuWrbs1joK7KBQsldohc+mUgBvYlzOTQgQFVI8dtrQ8zRKtOrRZXlvccPtTccedt8fD9/2HMuzTTv5xbLvVBDkIzlcFRfIbu8tqE9MbWcyr2LTZT1qZrsoAq3Il9nDI7Ndi4AknxNIPfEDJbrrZsklZnAQqborHOOki2zJdCwxzBmvpC8BME6/sB+OCsVg81ke/WCnjKANv69tp2E+ZgCl7Xzj+d1btrF13spdubdzsTMPS9AWt/TJFP0wd6Kv28GyKiKXCSJ+JzZkI5sxvLtVCgikzJelZ47sdhpFAAIbpafZoo6zqmDWHJS9yAI+z0UbpoQR6AOz7PI0qOP+CeIB+oo9/PO76h1jQyZObmW35X/tus3V8X30cr//t3ug/d3p07vreaJfjYvZrJruYLCP3LEc0JIuXG7XOJSbgAsD+L2vnAZhnWbX/kzarSTO7Ny10UEZLoajI3ogLZbhQceAWURHEhYooboZMmaLwgaDMMgplFqGA7JayuneTJk2apGna//U7577zvi1Dvr9fHWnfvHnzPM+9zjnXOL1fSbjYqDEew7BMG+4wVd+WyhV7/33eZacvXWJfWLnErrn3FVsl/UcpZViJK/qMG2b9Giut5YlFKTGB0hmBMQuoRzrdDYPrbM9P7GOH9u2wF0uqNMalVrWsSWgzPX61GFyvEf0QKSIQgFJ4AZnpLutnfeY8oSS30rrO+oH1aOMu9XEIB+iwy49/s8h9zvjBFcEl1e4HlzTbxWfepsO6W6hgcLW9dqKBL5eeec7HD7Cvqk/yp3WPLd7EO4Kk3Cjd54jmxoXn3m3PPrVY1Tl0kzJ4UgDSB2q7EvWJI6vspNM/7AUKAhzQxz4S/wyQG/ZqIculjdLwJBqUH9B+SOK8Ds2axD+q7F7gYBN0enHQqynUwD6ADuou1VQ6tfmT1GbNrr9fY0qy7K7VyV2aZJlNm+IWNGloVp7koelZE3QnDpM4NGFFBMJMcotxViDKWT8W//YemU7jCg0Pzqi9/ZRhVZBU43LtyXLo2ML5HfdsWl7FffQixbAidLjR0of9xb0OqKS6w2p4JCAHIbkmQeSQJ8ChfQqbOAlWuHUGq4PfkyUQbJgUHUhQoWddfuXVdvnVV/pqertkefKOE+0vl5+v9aJk2Q3MVBhy5oKHob0oa1/9/hrtaV0a72p9b2l9jV2p/o57vfK6/e1PM+UGvM6Wq/f4FhWfSiQ9KNN9uNc650iADNpzCprl+HwqrBT6tF/Rm1EIDn3WP3rM7rbzQTvZUAUsuMQyhlshUXoOrkMv0nsWTK221aZGorCVwVeE3en1rFmOwL5MQh+Qb3Tp/WRyh776igtn2aw7n/c5q5HzOY3baBDA+Swlsrl1lIyfoKd5sK6xaGstsffsO1bShUO9ZWeK3gAAIABJREFUQOZ7vpvciJXi2uQw7PLP8WSZJBqNfUacoztC9N+lcKD5AP1bvyCq0ySCYdiUyCF+Raz8dsyOkht2MbL8VskyWtbcOioBiP67PSnaJlnuNfLSGfH2yHIhQSRIfutkOVgab0iWQZxTP2Xui73PKcl6HtF/N51wvShrOMRGtcQzRGfXeLGkF00NNpXPi4SmxL+j0ozvSDPJsgI61t1W5mVCDku0L4/WOF9RP9jOnqKEORcmly+22fOfiyKGoxahQedMrIJu3WtSFgmiv+4oey6WRNATraNy/+2454KpWXGyTGyRdLpolrWWCgZvac4nSnokyxFPFCfLPATGmgIBTJfSNyDLmFwF4uyto1L9i6SIoh6xAK9vyyzY2vgt9pH/LlmOApefdhS/6DTAvPCVU9Bjh6wiDPv433HHnyg37KX+rrPPfuvWUbu/5yj7+Q9OEHtqo98rSWU2d2KeeVs/mHFtKqApEF8juVOj2v2hQa5q1H4hy+M+wztsfdUGqxgoWraKPIx3/9fqBKioF/2S/oEiipVTob3bfTkcdQtfC/Y5NzeCOoyeVUX/0Cwngy+Xy5Eo4KIbVNRA1cK912PLZCabkS6Xv2hcS5UcA+TEfh6yBN8veUbOPAsZRB90xsQyCaXyXFp/d4DEkeUwro36JJIB+umG2ShhElJAzo4Am8L/hj3aNc1qLeWfq9/vBl/uDRTnmbfVYU9UPAHbrk1jUA06xveJlzHwouit12t5Vl4Mh2EVmnliz9wKyeMAistO1wVZjsKXa5aVrDlS6fEDprK6TiWZdaIjT99Z/jXbjVU1ZK3dd8+DtkT057NKa2yAWI4PN4jhKHp1yfBRtuXBZ8yeW2Qf2nOIfVVdUZ5/eoFd+sdZPje6nGWI2WMkzRuJ16GtKxZrlYvXlIOn2Xe/ube9Wlpnn54yVfLPZTJZe8aT5WwYSvwAMgsQBWpYVUWBqdZ2mbazLV202NauXuz9k/l93slB+7sbgOk+YAzVKe54Xa0qz/v9bbb+pWarFYuyS0l9uc7uFr2+85E725c/IeBJSa63xvQOOVG0J+7guTTBsNM4uLRRMe/1Dy+we/88S/cmyaGQc4xQt//Yu+2Le22nQlBi1Kb4h7XCvpANj701J8mwM/VAlFNhJ2mWkcNlzTg/F+7cQa/OnjB4z1C4JhnmrHF2BcUU1gZMCP0nI8MeU5MbaI2wtjAcRe8L6BHxU8wLp1KzoyAbIwkvMm7m9+Ex4ccH8903GRz7o70T+ZLHSCkZjr+HDroAYMLwCKYf8W8g0pEL8ptZf07TJinWXGZTc6Yv8bzewOcgfel0gy9Yedk4LBhTFKb8WVCQ0M+z/tkPYGg5BV2FBLyG/nH3C3aP5vOzT97m9/v/bfB14bnnyeBrRyHLbQqGMeKJxCubUYV5VXLNdbpABDHu0svGpXY9NUqs+lx8pXWc92tVeEQN1uTd2KXKiW6cRe2VLxxAFXgxiN5vk/ZJ+jynTabNiQfJJoMGzFFSaArJ5ClMZOLhclAAxXulRA+mQrtXidCkrq7QpHiymoLdqIz4ODtyQpNqAhYGQRKbcH1zWkAYgvlmzMJxdI+Jy7+jgbhTENhU9f6cyLju1NG+SOaYqBwCfG52k9ywQUG2Nsw5T7xoc5562Gbc/4D1LFloe+453SZN3km6FrWiUYWNanyN6Cr33H2nNdY22oXnXWyl24+0vtf+0wYvnGtzv3aqNYqGDUUHrXKgJlkHqmqY9B+D1f8VB2I26N5EJvW25XDNfaJJnFrVUxIUr4MCB9Ut6S8/2aWZPfsVO6p7nT32t6eFkuHmq+qZrq6lor+t09iPkMFP375KRrVhYZ6wWUHyZrVkahgzxD77qT1s0KjBNgBalRZqrTb8dfq9jXI2hG7FAgxjj9AUUBniUOwPJUamTEPuudNKZj9q6049xfqsarIKmWih+zE2YI0DpnMEUuTBxHWeNCv5xhWbTeHGl1fbvefMtAa5snYrKIrdIIKJvppDq9UOatlPPm731SuQFh8cU5UyUAF9papMj8kZtz5tt9zwhNUOEEKsg33LkBqbKnR8V2mV7xJK9tVqIXpCz7ulC+Gj++B6rCy6ToFI0/dOtXJplrMbNpRzEgt3wIXi71qkSB7DzbJAKQPFIRBQ8VIVZBkfETDo/UGr1ibHpu4mdRwiYQJHMuzu06ITcXiQzKMDI3kl2eT7fvg4wpuT4ViXXA+tGPyQUgU23ByDrsX7sw2/987U57E/cHh4cqyf89ZynlyDcNPbO1oxOOUOTXEqsvlaSbRtp30p6ebfbJDuI5AOfT/8oWdRmU3mMR2aQ+H6HbS6QJZDi8Uhg9bTXfcpZCUaE5XMqn41dvVfQZb/4lPg7ZPlSUqWz9smWY7iHH8yJZnDimsNhgmyThV8ZDhSrTn6OgeUimALxbUaKm3U7b+YoSBgsZ6JuFhsP/Qi1tdN3jqKTZ2gnag7JcsyxYP2Xaa+zFSC5+2zkw14ZoH94isH2LjJClAwh9H8DYp0ThxIljl80hRnluvvWyUC/tuDofPGZDmCRzf+ShRWTImWqG80M7tHGmRojXfePMcekO6nrr7Kr3kjGmQPOtkbUrKstbNt6ygQUw7pxoGNdsoZH5APglqqKYDmYI2Wf4Ese7Lcm/BtkywXUZs9WYK2najHxclydnONFlDx+SRRb54sa325fruYnhvPads+ywx00G3fAlmmnzJ027dFluOzI1nCTCjQo0iutnHDztpk5og/I7SPQZnMOsmMkjLOGCv5p3simFHWoOEXo+kFg6+tX+f+Yq0VXufzMrJMj3cSJ6fDp7WQ9dt9tHcPlfvKJQMH2+92nBoLURzsLQtetrmvzrXVipzKYBy8BWpa/Hpmg2WK+dv3Wd4aWSYmQIpUoGEXP4vUQ7wXZedZhYt1MAscjvXgi2SFZ/p/kSwjg2F8MWUsLgR4sqwzYStTM2ccIN1QoRNzsaSHzc/C2Rc+L1Ky7EZewRRBOhNDE/OFcSYxys+C7xyttkZLemnYb40s77PPR+0XP/6i9viOXr8aEpF1JCCaZzBNnK2UzIfadW6zdt3MSEVlCp11ivE4U2oahUTL+r1kgAw+65qsu17F9nZ1FFBMOPDVQVbTWSPTJVq99LE1YpAxFgT2lQoWuwURg5oR7BYbfDkNm7gKY87U/oYpF2soWGEkiEj/2AeYwyDA7tScCtYE9MFmi/UYa4fFQ/CN3C9QLvYjB1BSssz8zIibd1DxOmroMzkHoduiuwxfHVyFAS6iKE4xJWuIs8Owd3FA6udARrR+ZB/p0n6JYVTE3+F2XOHgUkg3Wkjm8LNJkrXQskbC4M7lGHcSkwLkcCa5Zpmic06WQ8bkuna0xyR1MnHbJP+ZJ0YOtF8euK8OkHa75aaZKtCW2FIZYA1Scn1Qw3ArOfDdtuX6e+2A439tK6rqrGdEjcat2mq6NthK+d9Ac0aSV0GspiSZ4gDmrxUqqnbpnOgnNujG5o027t0j7ZZhw80+uLv9RtcyZXObrXUas8wDVXhBShiMjfBcoejfoli1fy1nW6wpN+TS/YZLdpYYStOsAk6d2i8OHTrKVixaYWf+8Aa9V9JB2puquMd1Neg5nvCNQ2zsuHpbuSY6yrDGPM/xon+0vhwoZNnPxvp+dpliyufmvKZYT4COzr1u5TcDNU5fVCeLYcNrEiMpOs4Q6xNPZTlqZvjlFpzONCBeUQLobdhol+rJNGss8i8AJPZwzK2Ip5CthW43cpEMHOWiSKCteD6FazagQUGzHKAjAOFGfQA+TA5muhSBomoky9ll24s3gA5IXzlLfW2FrxNeOo4Q+14TfgF4/vTIB8C7Dvk1RucX3hhs3mB18CdrlrMTtoOh/p3IBWGAEAqwH0f3IajsgcJ7ou5mY3pDWpfZrMxzQV0zICUAFOwKwE6+znhgvj3y0IP29H+bLP/6rD/YNCHLy5auV7NxKiShdfTWUQSlqTdxVP8UFCsRq1d7olZVaECANilZrlV1qN8ll1jrGT9Qc3H0s5Wy21+s6pIWkLh6/rB0g90qVVaU1dl2243Q5NqQoPLQnbqbG25wGgDvI4YFOoNOWyZtqExmF4Vr4DC/YIAIGgkg6E8XqHNw4V2LCuKo15gMVBcJ6qgqBw0gGnuH+VLoonNyHc6xkVR7IuN6ktiESZKhlEABQbDulFcXmofjHboHT5Y1SJF0y5WxscruvvtRO/fCc2xl0zoPmCeNH2+jt9vOBgwalKYJG3RfLdZ+NufJJ+1J/e9S9QAcP3aCbaK9yU13WeOC+bboK19T66gO71fsCQs29bSOSg3suZ6ozgVVx6myvSZN0egekwQoIvTIjWSZAkj0kFugQsh1P77OXn1xrW3RhlVeqrGDUinNoanAsUXtBkiaN/aN13G/LVfS3K2NaGOrqFmfP8gu/vhutlKmDpXqz9ypOeP9Er0dEPrYQJCd5pU1yH5QRAW5rbzaGu6eaT3/fsHaf/JdqxbkPePemTZk0DDb611TtLGt9/tmPAI0CcQhnKaFCGuszzj7VlvzwipH9bJBiy94lh8LTejyc9/+gN111M5WuXiNij1eTtEEVBuLhmp7/slF9ge1nqpQNYUgdZAo1Qceu4dciidos1dyrc12M27HrjGCZaB5RTLcHH2Wm0/5nifLuByXau5066D2YpEWOskcRlS0RMLp3A30evsmJ+MuPwSixykeAk7HTnRmN+BLbpRuRENSDK2ZTbbXxC2MsqA/g1IR6DhtC7qRz5mgY0HLrpWBBe/jsHGNcdIoU4kmWXeatzufBqpAO7P1VPtdZ65AieJaOoSp8GKI4VqdZL4ATQxNcRh6haOqt03RnKYIEAg5yX/yMkA75G1EoB1Jq6V9Y5PG2CuxVFqh5OOAihYLw0HNZX6ejTL07UkyoSSNZPnPV1xtf77ySl9jb0/DVrJ8xbbI8lsky06rTNs7GkeCa+01VPOhK5Xhf6BAbrm0Ttdd9oDN+dfLXtSBYYEUAM1ydsPOrRfciItkmdZroLL6+I3a58p0gu112BTrq3s/6mO7qVhSqb1PB5N+j/dZxfjL9btxPZEcFVDW/O9C66hgKRAjZqoy76EAwusUHZdJ+vGLX6tgtWSNbVGf9D6qPHarogSdiv2TtVJAx7nWQnV662Q51maH2CbbjRtl3z/zg374pvqD7+PuAO1029w6KutxC/dWoGdHcu0tpbzPbiCg/ux0DUGfD1MjfxoJVUWD6trUlEhE4Qz3bOajBi4t/9iIcUMOozpo2AlwCrqtm11lGnbMjdAsBw0bxlFQmPLrgYYVXo9L8j67oEf63Xn8uQaKRqFZDmnH1jTs9PpW4xyGbSBwgZYGyh4MgtwKqoAUc2W5LVau6MfIJYOv3mdUuIet9bjxOj9LYhpttLR36znttKHNBo/fxUrGTpTWca3dMPffNloFYBg3nO0kiBQlt9bjBjuGwnKg4/p4ilC6KM5NzlKKfIW5Xeg57s8oJY7cM3/nWt3dOj0EH29e1xlZzBTpfUb0TXXGQTwzvzv9BYYN+40bP+YCgabJVq2j0uvsO65Nh4aNpjZVrdyxlcIOFEqYH0XJb6fODc4E1hv37uZ8ej/zws3LuLdcpGO+6DkQNLrGPV9oulZYPOzxcb75lxh/9z4JN2zmxQknftmWvQM37P32O8Z+cMrnVGxvD58KJSZ1SlDo0cueHo7B0LEVP8i/pmkN8y8V67X2SG697VEykyK+qCGJZq8WfXtlqZxDh3daR6PaLOFusLbMapprrVS07UbpwtZprMpFGe50ozAV14kfdIZ4RwgV2UlgvXWUJ8uByvoZTLKse0fS57pKPV/WrCfQmL/qKwkIRQoeEAE9Q+XJMC85Qy3M9NijGVeSaiYH2wOxeUGzTPE7pF9MGxguIKDooMMNO5iRjFkYbWou4V+jOVCt88u9Txz9CkYURW8kZtBbvS2O5k09CLLfO8l0aOJ5X62eyXq9jhmau2UnF2eeCcmVe4x4LBieIGEElTTLyZeCIjkxGEkWBRVn0tBDW2M0rqzbLq0aYOcIwPnZs89Zqcb0dGmZ3z//Rbttx8m2Rdrknb/7ZytbtUra9SqrkIh9gxIZfDmkRVN8A5IcyHKPzjMKvCSDJbrucgoRYq4+PWUnqy7ttuNVLL75I3vZqRrH91qHrdA6GjqsVusGGLNd7INuuWwPUHyjgosYCyTFjW64RcEmabQx5KIwpPMDxlsDho195D6u16fuoaRff04/60K79Zzb5SnSn/IvkIl1rV9vR3ztcDvqyEnWslR5iLc9iyKDOywr71mL0VcCnCoExP3o1JutW8LpHnqQC6Gm+LH9xMH2pe8cJp+e5HbNuDlLh9g7UYgF4Pkc9mJA0LApIrhLthubRjcSp2F7cSW6EHlco+dKscCZAPo+7EqXLrgEITTR7sKt62Yf8jWSTIoDWeZ+4nxiDyrT52yC/ermefQmhlkR+4/nUeRE+lx8l6J9q2dckZgicU3IM8uGxNz3WHIlikfM62TqxWvhhp200ICgqZMHuaAXfdPGm89x1gqM09xByc80DmDf3zNYGfLL2AbDTM4ZqZjlaR51wUrmLMUALPn81Ck/unEmyPIse+7JGT4n/r+R5T/94VwhnKJhr1rvVUI3jcCx0IPe2MRZ1C5QT7RQJid0BYTj7UIVa1YssrIL/2wdvzxDbrKBPD3//Dz70DHHuctpm9wyebBVgpLvufM+bRo43I7ywNDt/0mWGTQ9BFrUFPo3JzqBmzfkgDDpSLySUjB3cofrZK3uE0bZMr87XNeS9tmrjbHQoNqwQaE79V5kVEGgB6RBJKlmQkHR6NbEczdt9AAgmtq4+mqjcYfw5IYdCxiKRW4XREVdh402omVqzP7gIzPUyuZvGuxSe5/0IYMGDdRE10pIBx/U37XNTTbj9jvs+E8cb1/+7Am2cNFK6z9GCfXfZ9jg5fPt1c+fJCONVt/YotJLohSoHgEnCVDjgFLJTehpC8UmqKyRSElv6m0AYmzrRVmBiug9a9EmaWNYJeroGXKRLp+7QguTiiwmMaJNauPrI8rKJlpEOZ2JlgiqHirwr9DGt1FoK02nX/zcoXbrQWOsfWmb1ai61wY7QNdFn81B6He8OoVWGV18zK3QxYdZVUvfKht030zr8+zztvaUb1u9aJpf/c63bbls/q//21VCiTTn9LxxI4ca6V3h0cNgFFJbYbObNtr/SK9cJoOwTZqbgXlp3qRAcjMJiIL3p3cfb6d9Zk87Qpu4Ls2r2y/PW2nzXlhiyxY32wvPL1OvQPpn9rXv/eIjNnKE+vI1bXD9NIcgyZrTTzBpwv0RnbjcIoee9xtb8x0ZfDX0V/Crg5+F7EZ3UWghWfRWTd5qIDTLVJajIKO5RAUa51CSS9gAFBq8WBV6jtxqwo05FLBGf8JMg47NlnVaTCeiP7L3yEzsAtwwRV5IrSMSkgwCjUlccnNkg1mbemdS4cVZlcOIircbj/h1RfEsjHVSWzL6KqvHN9R+DLicfoT5HYYkGJN4ESDoaZtYg9DX3KGe5wJyHskHaAmHlxecXGdGkpwQdYoMCiIwQPMqJc6JqUUdm7ZrypxlUG3X/O0v0hr9Z2R5x0kT7YpLAln2np+6ryz7YAZFUhSaNII0EMutXw/te+goCdSkuVSrCirIT/xrvlw9V9nzovS3N623bmmdA5UlwckoKMkyRbtYV7zaVxXgrvr+trx/jdU9s9B233ecqs+ddsSn32v7TR2lwHKjM0sobHgQ7R9FtLw1Usi/e5NlDHY0BsFczPVcimfRw7tO7eBunPGcXfQ/T9r2Mmdp31Turt0eDHm5Kf7fE37NffaGrfspo/XleYXBVyQBnXbUx/exw96/i+4RLhZ/AgmiOs76cKfnRMP2QDIbfHlSVHjWxe8vTqIIfN14TvfG4UqRNLIHCgfhkp0LB5FQbFGgr4BciWYCl3qfR/RfjtYYidzsj5XP51xy12t/3AXHcIIRmEr+e4tfz/TsdLh7sqz17chiHjeelyeICmRoi0Vy5Z9PoTeYJq5Z5hmlZCmV/qSvha6akGX/zfFz3IMngulp+6jpZzkfYCKxLwanIVABugz0umSnLdMdvfU5BE7FbZFcy+6UZKr9+p7G7b6aWvv5e97jD+ayBx6wyUJy1moxKib0uecO4H7PFJqC+hrsiDAvCwdwn/XuQcG5SbBXr9Zzm9njPUmPoAlGG2dd0MXi82P8g3ociEVvLJbYFKmIUvS6z4veZDlofSRejgSSLOOGnZZI3LMK69yv9oBixkkky1u/3jvO2vM5d3tdtVkPmts8C9g6DFC0aAk2GwF00PBjH/FYRc+HMwcdJElbDE8EjN7z3pNiXiymYQcTgWdBf+tPHC837CX/mYZ9wIHH2s9/qGRZ56ezB91tOzooZDMhiu3Rzi/cuAELuG6PDXWGuIGX9pPc0sVNihQv1ajwu2Gd2FIquIKOlgzusDWV661jaJt1ysyzvglTqQprbBFi2S7gQEl6u85gjz0Tqgao4cixgxKxf3jrG5eBRSzIWLCnOLKMGZ1+hqCaRNupoHp2MIRC/hfPOW+F7mZPSMHPpSTbwwx9RgTs+XxJ6JZ+1l2yxQQDWWY9YFYKeBNu19HaECSXMQymDeaktP2Ktn/MB2LGTYmGnQ0yo9tDeIpED9rQFqNZduNMN/KM14N5FXMtuk2gZQ0mTCCwwexiH4zuF5zP4Y69voWe2cGoKFeyWSHW4I1jh9mV795NdOxWaZab7amF82xa5QAb+dXLbECbWmDpOjZhVCXXl27JjvCtoQheIUAFJLlSySRtPifsOEC/o7+tFPy+SDHwq1NH2wkf3t0OV9zSr7lDTuubbLFitlq1+Vq7eoMd9oH9lSAPtfvuustbWH70mCPVEmqVPXjvA1ofsDPDjNC1wPTu9iK84g99XrPijsHD+tuhRxyhfa7VnnjsWfvHY6/Y+c8utF1nv+CtHEGWN2+RLLBzvT21+47qjHKYTV+w0krls9PaJEasTHM7NX6OVHNW0r1D8cttj7xks697wosR3SDnioEBosZPHCSE+mBfAy5r4/1JU+75U+reEaBByMaIv8LwODTrkSwD5qc4ifhI48r8Iw7MzF5+3hFpN2AOs1uKNDD4OLsBwkiWSUodWXY3bMXetNVN8z0MvkLO5uACviy+h8bZBZ2beCsKUSDRrJeQQIGEO0MSqQKAZSo+R/lc/3Npapxv7JeRLEfRCTTYDRn1Ri9EpXPJzx/9Iwy/OCeC6RunaFyXt0vUf2PtAWICiIQnATmht8kin3BH+DDV9GfrjN+Qd9z5wDx7wPss/5c0bJDlPaZOtlXqKcpGB3LcKI6/axi14YKAURGmvymL05uBK3h2wwA2Mh1wtauWWdUll1rrz34swx0QM6GUCxfZiV/5kv32t+eLhhG60cHDhthxHz9arUfOtRHDdvBFjJmH0yrZAKkaYu4AlK7FJ0aPazWiVVUED93w4klsOVpBefUwqcx5Y2v0xRoR17KmKqs/9hQgMcBolJlA0HhIYKKtD5QbbaDJxonR4aHTuBsKDBPI26foa6ccYVurqmxUa6u1o7lJ/P/cIoEEKWuXqVSGs+8WGzS0TjSAefani8+zx5941ibJgXePPfboDRLp87xq1Uq766677dc//6ntc+j+1rR8rdWOGGCb/ud2a1jwki3/+rdkXNXmlNhCT9ugjES7AWzvpSGiB24qeARKSAIAtTUoIjlZpqoI2kigMUob6ZTKQVZ52pU2ef4qK4HuLNSUjZC+yRgSUS0s9FEOXUq5tM7d2ogqejpszrjR9q0fHmnHcWhooZWt77LBipjW6MB/Si1GRssEa5AC7w0aaxJEXDJxIOQw7M/XimqrvfMe637yWbMzT7cW9e089tNf1PNbbx9434Gqev9I47vBAyl0PwwszAAW3PnajJ+7WJqSpSuxHwu6fqocx5JnDiZDMCjDQ6pt8rTt9LXeykYPsMcxL3p5eTAb0FWoSLG/EOUTpo+xVkU3UPtJ6pxdQECfNgV3w6RCuKLNGv8QBl+0jgrduxa2NgDcYaFrefurRMPOtOpAlqMwQwudNRo7dwal3x99iqFVsWlqDDOy7PoxaISpeEXBxDdr6NsYZFBIESpAELpGhZMBKpx4SyY/TBONmoIJRlypRyaHeo33dSa5jjlRi1u1t4pQsrw2XueQ9U0/aZuhrfp1su4xHNEhBmLHYe2bOIdEMggEKfJ2IrpO73UOywBWhu6PQ8CNu/RzXqnH2T4ZAkaAlJB3KsDsGxhNMANgjCDBgMIDWskhoKCkWpytSy57Z27YkyZOtIvPO0cbfVdyBqZIFElVJHYRGHIdYdjjx0MvPZckKmi4EauXaF8iYeFQrKurcN3v3XJk/MlNT9kuMo5D6YvyN3JuAj16lFOso+WaEk2HNHk9qqs9KrBtFiunC4u58UNFW9tku6rN1PR3T9IzjFY0wYiJoDmSpRSM63u5ELmORFCvcwamuNsTJqrz7MV9FeS16frO+dkttkZUTKO/KPutni9FIb9aAiNo2LS/8uvL96DXFSjxef7+VBIuE53ym6d+UPtff69MFxKNQFlJHKKfbiDF2dQKbTM06YIONCWaICW6h+jLHGgqG4A7gJNoRG6VCtcgjlGkygliekgenDTyjDRn4qNirKN3LAUFzpg4qHtdj0mWnP0UAQLzgvXs2lQFrOmSPFCAvcOZUXBVJkgOxJFzIZDClI5TDdd6oCLOfl1oEUWyXKCeFzMInGIO3dXR1HzPXBvtspRoYtjmKHsaN73F++CmJCqeUQQmvmdoTed/hxlM+BTQzg4adrEel0DSW4rp9f5Cw3eTIaMNHW6nPPKoHb2h2do130s94QtqIIwAKK7V3p81QqVe8zJHXyOYIpAieWRvDeO36DkdyXJGikFNhSCxv6fxj/7IkTgWbfm9KDvF/0LlIArnb6YGJPOvAAAgAElEQVRZJlCDnk1hvLfNla/zSJYLLtm+0HqZBQSjxCjF98azJmaB1VBMq34jDTs9izehqjsDQPfvOkoKBL68GTh99cJBfhaRQBdo+AXNMj9z7Kfkhv0ODL723fcYO/27n9OZsV7sQbp4KEkXFZdiCvsbCVeDqKl+NtBVgz0REylo2ZwV3mmB4nuwhgisic3c5JGzinaK0DQJZhX9bkyFyVV9W2zzsA5r7t8mvw/Fn+trrGZxo/WsLvPCbKuQZpdKAW44shwMNaikFEiDYZb9cJg7sS+AdPGgGG8KqO7Ay/6UqKK+x/PjOsOJAb1tFW7X2YRI3w/Ujc8AkQozV0fSEu0kesPG3hRSvUgOmMPR3iaSmE5PWlifyBMjvq1G05yQ5XzedWk9eZJG0ksRPmmWA1lG763YzpO46OzCz5HU8Pt7GWT8HPRu/b52vU4xm73fe2VTlCb20vz0IrefCdFaqk5jR4eSMWIN/kVUgN8dIHRWRZbFi1+0X/15jt3zz8esSiawm+XY1n+7UdYzSvTj+1921kE3oIH2fc6AfkomW5R0jz9sJ/v8Vw627ZScHtO3wV4RiDBjwSIbKF73MgorMNQwqRRosVZtBCftNF7rrtaWL5nnZ9jkKTurzWmzrVqxwOWfFG4wTCMJ9SIA1891e96CJ0u5DRu9o1/f3c/OtW9d/ahtf988qxguC2JplgF8YG9Vy/fn+f6NVnPJCfZ36bM3oQHHkV1nlRt06fmuVfw1fFiVvTRvjf32d3dZj4oElbovb1sKkqyvwwf1s1N+fpTinBiPSJbDrZw90rXsjixn5JnnTxwTrZg8uQRUcMQ5kmPAlDLRswHCgnlYKLowv8LzKfZUN4IlzkrFE4o1WYoQ9H7YHkHv36yJCjMPeYDLypD3AQQCFHIGkuzSGoo8LOU0IXHgzM+aZa0tGBSK65zJgSGevu/XBWIN+8S10JF/sQidHk6Cm122vVOCfyqpdJKQhCSXntMAIB7LOMCJp0UUwpwJnMzzemnarCH9Tj7Hk2Rn/sZZGoxfwIEy++c9IMv323P/rRv2BX88z1tHrdIGyWL0RArDHx0aVPV6W9x40AtdIBalU4A0WVvldle7aqmV/ekS2wiyrEVAZeTlVxbacZ863n736z/ajhNG+PtXrF5lX//W1+zaqy63YUO3dyTJDY2SxiIQuES1oeKGIyKbjd7nD03PkO9nYTpUaSrvYRceg03g4O7IKdjNNIKsb2WcfEIxcdj4fCBjAvnxDt2QjRHDLPQgVGvgwusArdI1XV9bZZe+uMauEzJbpRZBDI5TGrSAJdHRwmGwFGBCCyCx0EG9Ss7AI6o327rNFW6Lf4EKFP8z81Y7+uijtcDUZkgX30cf1F+Q3zVXXmEjJ0+2lx6ebVvmzbUHV6yyltvuscGL59m8E75pg0valIAEGkOCQrKLM3BQbGnbA/U2dBdxeEU1K6qOoJBx+KFHgaJbqQVeouTxpXGD7btzVtnkX12nYB99BwmigmJtEJvl3AcSBvrVV//G6bCvtMxRZVPSrNC/z/p2e+nLR9rGI6fbDs+rJ/SUHewD8xfbrbuOtstfWmSv1fa3saKxjFAy0JYKINDcKTJkncd6uYQPvO9u637qGdt8xk/smQdn2un6esZBn7Yz7r3aPq0WGCd++pO2at06jdlGpwKXqb3AnI0VdtUf77bhokKXaOPyihaV9hQixxzIgaO+sjlozEF/6YvLZOlPQqbNZfr0sbbLpCE2fNxQ6y90XGXvZOaGIZ0QTZBlLdz4zHBgr+BwWgGy/Dtb68iytM5CXp1lQOWZ1g5QQ6gEekU4J7+hKXIaspJVDi/69YHA5pYn6MKc9kxzeiqU2jz98NNm7mOc3a1xY/RelrF+owdnaKbCgCv1OU40LQ6j+nrp0aDKoXXSunbNczKiAKEG4aXtGYcSmytJKocJhSan9NPui4DNi2eBJrghR6JVu2bLtc8k95hFxebPYUFlmPsOzXLQiZib0KvRnSQWnK9RklEMUMIALSqrfI5rajR+mXrjFD2CB83VBhVnzr/0Svv7Tdf4hv+/oWHXqd2AR1UekEeVNDtDR9/cSKw4BDy47nXDjcOF97Pf8ToHCcHTSu2vv/3DXbbm+VVWrvFwr4ReWi3Blw66Ihq2HyfsZf460hQdavraI5SRtmc8hyM/tLudcNKBQhjRZIVTJKdPFMW21uPys/TI5PWgYcfn99E9rkvtdSgwVQldfuzh+fbHM29VriyqHVQsjLz8gAspS9CtM7KcX0enxussJyFHOuFw6+8vxsdpPztWgUyVngdZJgEsB3AYP3Hg1uDoXYQsF1C2TLcO2heJhrdLSs7g0folKtbOcCChSMgiN5d1uuGGnQEk7Quu347CIc+CggsFBQ7paJ0Gcp50iSR8uimKUxROKZZQafBygDMOguZGAMpDdaKfXmf9ehKd5ktIiEKbypxmDTu9k6eaXidQr9f4QO3MyVhOHEmKnVJaVPx1zTLIYmJO+T2SOCbNavybXxDnWui0C9RjTyz1fQLmeB2JUxS2MeVkzTp67KZWhSSXe/ZkWftZia6pXdSO5WqhMm5li21UokwiU/z+N5paFSeIsILCbT0HZriZso5zstxbB3Ja9Vsky9vodPmsmBcE01E4iqJSKoq4G3oUCOK9USCIZDkXOfw7WyXLBYOvPM6B3ECR3IoFQbKse3KmQDEN+x26YRdfF9dEMhqFD+Z7zPloHUXQ89bJMrd33Cdl8PWOkOVjpFn+gjoZdPSaJXFGcFY4GOAoZVBfKca3Ej9ofjsNEtYR5o1OQU29g0mWoeqnTg34YLCGCNA5QzZoLyPRwC27WgVBEOi+DT22bPAaWzN8pVU1C5RYMNq2rBGDTbDWxr5yIQYd4wzwtjmhYSYZjt7H0QuWmJC15uhWKqrwjJiHjH5vC6e0xokNma/O8IL9VoQsey2O9a7v57Y3ETPGM2c/K5dRk/vlcE4lYy2/Z0AmL4YnA0834qKFGiy/Lp/fuF4DQnk7q6S3hPHidGBQe0eIOc/Rh0fP6WjJmLxOXJ9JPB7FQmJAR9WQNyU3bBBR2o3CKONZA05xXW4IlvaQXu8T5Cb6PqK2j/ar10Mzm7p4ofX91W1yuQdixL9GJrN1DbZiVJ2NfGZxFB8SKwrNchna5YENdtiUIfYueb349SomHthvsy3XnGmsr+y9TtycndFGvqFe3bAfG1R8h/VYVi5vI8XUgwb3c80ybEqKkA4uKKatk0N7s9qk1klz3SbTOejkq9UNxV20dd2XXvOILfn3csVPuOuzpyt2ZbygQcvfZ9XJh4pmPsp26dNpq/U8cZ0G6HIvGY1Tj0T15/zyLmvV2V0i0WyP4pYSVfoHVW6xxcLVj9lzlO25/2T/PAcRHLAKuRnPmzgoWkdFNyE02ST9xC/hWp36KQs8IEl241UKU6kNJYwF7t+LKoqPvMuQ91EGWU66fv/cYO7xuTm34Xrcd8lZGVGAzS18YSxSlPHWUoov/fuOLIc8wA1Uk9N85LyhsQ7vHWmWdb5RFmf+s7UBQMbn6zlo34be7ZpmkmE/SyLJj6JVxD0pl/bf61pk3qOCqrPYEtDF2ezmvfo5PhvAKdZ07MvhtB1tu7gHB1T170Dfg0rOGrxj1nx78MH7hSz/l62jHFmeNslWr4F6Q+Ki6jYJF1bs2vjcdRYNhCdkUflgcXKQNpJUd8gNe80Sq7nsMmv7uZBlX6x97JVXF9hnvvBFe+WVl0XrWeua3PETJ9mlF/9ZFZl6Gz1inPaZrthgtfFSKcltnZxaowcBVZfJ645nmHJpElFVZDAcWcaUQQ+eg50k2tFffQN02fn4aTPLVC2vEtIAO1VMEMNTqXTKG8kyg6inTUUjGoNH5TT6MevnVFK87vGFdvNZt9vPzvqQTdhJ1TXpWDtUlRquIBI6wAbptR3lctdGDC90L6KaLJVJ1Cf61Fr3FGk/brrF7LPH28dVTGhtbbGZMvRic5+0407S/q63F195zezFl+zI9hb7eUeTrb15pg16XZrlr31TBl9t1spGlxZmJExKqLw6Ru/aMGty7VBKpNxRzxHmjEBDw9aGLRbBwIFCymW6cKgqb9U/vcl2Xb3M2mTkVd5HFJseIQSuWQ46NghzRpZxOuxGn+KOhwrAlbQ+feh02+WlxdYpZLpzXKP1X9hsc286w2xUvb38zL9svjTQ1VSAqE65iUFy6YZyRC8+UWcHzbzX+jzzolWf/1s7UyZft95wh63+xW32o9svtV8/coMS2Ho9Z+lMlNB36VScOHqkDR/7flvx4qJw7YYdoMWEnVIqf7DcU5jB34LgyAtOJfEe3tqUdGh1aIzP+sPHbOzQWm3GXV5BVjvYsK8nCUu6dQ5LFrybi0HPwr5eMob63/zaWk/9vpXL1ClrjQgcarV+wrU6HWokn24eF62jOEyZa1Qk6V/c61YNnUqbmbtDu8s0mh0qzlHV91YRXggJrUsYfLB+ccMOA5FIknMSTICjhAnDL61zkF4OpzrNmXDHDkq+V2z1ezDWaG4KV2wqla4D8UMW4wu1dtD1bOC6oGlTuMk9s6m0JnqQJ8s6PHwdc3gokHFKjQ4zb1+m16OVRfQ7ZG6gWwFpjUAsNsLcH7BH6x9jRnaAqCkGHZZNm2CGHugl2nDr6+rsD+ddIenDVR4M/+/dsBOK48lM9ByG0oj+rKBlTJrl3mS5kFAQtLBnUGDhAKsUJWqt2i394o8PWfeKNZIUtGnehMO1J8VicRSS5QjoC1pmjLZkNOevcRBpXur9fbYbZt/80ESbrDYYJGydwBX6Hk7jtNF4o2Y5Cpw5WfYHoz/edim55xJclsnp+KlHX7OrL5ut8e1w6UXK3/ya2Bf6ar8Lg69INuL1SJYxcPQ+pLrWr51yuO0wYbTuMxhHjsrq/8IRFoOvN9csZzfsN9Use3ulIBJnvW4ghSTFkUgESipH3m3csNloS7S/06Ik7jlmEz/DPkBxmKA5HKAD+Q1k+a36LKdkWXM1G3A5bR/jL5XmC0yEKDhSUHWDSJ21kUQVG3yRLCuZ8F+bGSxIEYIpVDD4yoUAEr58z1mzHPTpnPyGAziUYl7PyXLcb+SJ3Ft4X+RE0rtIaHxIkiq0L2/dczgXCCgEhHMpvbW19Gw1ujp02tsg0exxm5TIUJzISLEjy2+CpqLbhCrIWZpbhPkz8qxFhZ2ULPfVDfge74Uf3RuFYlq+5baTxAheFIngNfbqJLPSz/EskKf0FhRYXTArNP4kXBQ6Y/jDGwXqMfFFcSGgr84y9lPo2f1oI+g/EOPmyPJbJMsEfYU+28npG5d05ETOssjrP66ZAJo9PU0L/x3FyXIOHt8MWeb+jhEN+520jtpnn2Ps+985QXKsVvmpUCgFWQ4aNmfUBpJzUXVdE42MCxq29jfiHGc9JRQVlI8iTofGkYAd0CHrQVlbzP9ILCOZhvnm60T/8XMdtlHjZltUv8I6h7Q7oDFwxSDrt6gu9LuieUX3j6DO+9rVGDG3HHWjJyT7U+rlGt8PdAtTJeRVUDn9/Pf6Q/RFpgBU8LFJLXL0sxtTsSMMliIgj30vfi6SYSUleGxA79b1eh9l6M7ErZzv/v04RwGhYEzi2tyG9jT54pBUdKBt1r46cdwEGzJyrD08Z472jHUqkJY6hb25tdNZgmHsFQah9ANu8mJRMMI8OUXeBR2XdaTzOwqiUfT2sdTPQe33/sYJoQ3Wof6txOTf/epsxrm32sK7X7a24dVWr9chGnlSjE9Np/Y2+ed0ymcm2IfE1cSK5dahw33Ad46yi/YfqSKNenUrydtcUm077jzeli5cKurxmrSfsv+XqCVlpVpSKkkmdtX1jxw5ODHPiHs6dH62JkkA1xsts+gvTEusstIGRzSXLF7tBZ51WisDdR8Pv9xkf/v9rbZF/y6ldZRiVdiRfv24kjd3WvOBO9kXvnGEHdm1zhaSdMpRDEbggIZKW7ys1a467y6b//JaFd6lp5c0YYw0yh/5wkE2XuyK1ZLxjB5X6/FYP+juSGhgBCZk2QtGHu/k1lERn7lmORnBMZ+Yw3Q/cflXig8xqwWUcW15b2up0JrjlxTu5yFhjCQ8GAMUVZyGzbxwZl/qs4wk1fX+kZyzz+MZU6v8LZDsYLC4ZtmR5TArJhENGWv4PLkfgOa/n9+ugwRAi8I35oQUWVgHnB3EAU5GIz/DK0if77/D12vswwEGxF7LOe8u2or9wj+qsKYjWU4eU84GCUZUbvMKm9DXZmot5aen5iOJPfnRzTPn2b33zvrvk+ULzjnfdp+mPsur23q1ylTWOUChW0OzDKOCgjsuwbNTvXBKlMAfGnb5+aJhn/kT0bBJ3PrYfCXLn1Wy/LA0TBvamqX/r5Ab6kDddKVeu9/Gq6cw9NVAqCNZRrcLwsCDCc0iyFu45rLhVmmzcJe2pDXJ7m9u7AOyzGLW10xV6A3wnGYQQSkP2emAGpgunOEUxHpgR/itb4IiMFLYo3PPjmaB/mmBbhEE9qfZr9pzZ99s+79/ih1/4gEOka1S+6wTJm1H1mQXvfKKjWhpty363M2q/rSJhvmpIaOtZMexUe6sVGuZGUJt3vdB9VGdLofsObquGiWnddbZsySiV/3Z/vgT7PyPHCe0U1XrW++xmgVz7fUTT5LB13q19KDKJk3wepz85H6tKmVDY4W7TXvi4nrTbXvb5kRJiZEWeCNthdTrbsmCZXbLHfNt8VK1iNIGUKLWNZvEFigVctxDNY7AVxtMbIgFWjZJMzRtdCoblURTTdykBdtHGyNmD3j7lknn+8RnDrKSP37ZHrztdj8cN8iNGn0OiH3W4aJ/HSDHwR71dd506y3273/ebDePHW6P3zPTPrPLIXb+0d+yFpVEL58zw1a3NNuYxiH2F/39mebFZh84yXZ5bLVtkSs3NHHva6vFFYY3jDb/Y2EHShihffyJ+QDK3CNzuzrbW7rQvQ6YHH3btOBxRUUTBBIcvbcTGwEalmueQj9dRmVYAcbQ835vK086xcrEOOhwbW1U6qBEehKcklAqwKEtJlkOLa63gaEIBQ2UdZGQWwwa3MDB1yO06EhOOdQyWyD3XYT54S7a0KpYt7mllCfT8X7WWyOVW/98fk8crhlRBmXKhhEUVDDucho1STIsAEe+Y25l7XSt9GgYj0ChceMJN20jWFBS5/3ZMZqgkhqOhrn6z6HhRl++yUKPU1CPfsVN9KKVAbQ2fAV4PmWq6GLekqm8ebMFYQ5H9Kg6duuHB6jyfdGfr7D/eYfI8lWXZYOvuF4OAK9w6j+BOAVSzF4UCRxFFpLljCwXGQKBROu+IlkOzSJBL8nxvxSAjlG7jdv+/rj2wXlKIPSQMNGSlso1y9Cww7rfE8HNcqLndYz03Hk6mWz1iAvWLqigXH2ZJ00ZZcd/aT/bfuxgrd0eIUMb2WZ8fhLn8ZV5D1W1gCzHfsif7IadC4bcF4H/j75zk61W2zd3ANf1Z5NEN/hCs+yIcxSeCHVJlr3lowqIPLMvqXK/53snyCl1fUJZ43PioExu2FCPe9siJZS1V79ZRMPW+znAoXA6ytqbUITsJp8jvQZfqSxG4SCSoghu8x4Q2uRINNNu4AE3RSCoo+jkt06W/7MbdqEQkIyf9DAiWY7fEAgyFfKkTX6TZDmj5rmACzLRpeyKQNj1W75vvV2yHM+i2N06F03e2Fs4Uclxnk3U43iu4ST8Zn2WC6ZmmaqcnqivBaEUGH9p34xnEZ//zpPlSBxBDgNZzgWCVAhwZDnRrQvZvu8HgSBnlL3wjDJDJ/Z6LioxP9Boap8iaSsufoGwgdwEI6AwboXWUYV1zlwnCQktezjORvHjjckys4/XSZbY23Ky7MU+v+et+ywXGHFQMjOyHM800xdddlXkhv2WyfLH35lm+cADj7Yzf3yiZFxtgRxTMBXKyZnkDr06vynSMwbZgRiWEAF/7qSQv1IABdiA2krBlIIxyDLJMl4xbj5Fr1itNc4Wb7mZ5p57xSh+6kLfqc/fMFAdQMY1WbP8RkYuHGqVa2r9etrFLgPt8tairgdOTsGKATFC7MuBoGJYfD8kH0ELhU4dczMKDxFYg6hlaR5jWaI3RGcVkoII2HOfZPZ0Zj7SPJKYzkSrJcbhHMMYF8lDnIewNzjnQJDRHiOzij1gnZI2kh5drRtD9hMdeZ2eVfV79rBdx25nr/1jpijKq2z/w/a1QUOG2W3/vFvFPiWpLmOKpMhdspEheJ/h0L6yB4BoRkupoAVTVA+jqKCoBjuAnwu2YW4dCbFqhcb0C/c8bzve/oL1o9itZDO3OCQp7tochl6bMFMT/Tr8NvRVZ8BGjctOJx5kJ79nhC2S0WW1ChT9GofZ4YftbXOfm2evP/uUldQOtBEjBttiOVZv7un0pC/cvnvswx85XLGRYFX9WbtmjT00637NPTTLQRdnbq1XkapxYF874oMf9gTxputu89Z0nSs22NCx9XbBtU/bE7c8pkRa8h8VH7zPMsky7C1d5xY9h3njB9qm355gs9cvt6VrdJ2YygHgaB7MESh241UPqYDWT4ZgbXboR/awgw+Z5AhrNd08UtK+Tgg15wj0Y4+bvPVUrBGeP3sZ14sUM7xiYBZEvBfJcoAJjiwraY4uQVG06U2W3eSOogvxZ1qLCQGPZDlYo0HDDjmAdxOC8UgeldBcByMxl0TrThzn0ogABFkXFKW8TSvzKoGXMNIIn4mviH9ApDkruH6KRgQR3q6Xteffj+JiXwq0RDLasIilGSN2LvIrl72mJBzAkmJu+AngjxKgZQazSIhZZwWgKtBm/vCVdU9Bimtyh/t0r7BFWMOg/XfcN99mPUDrqP+DPst7TJusSkmrL56gY7LYoFdiABA6FDTLaBsCeYpgnEpO60ZVvIQsV14oZPnMH1unJ8ulNl/ahE8cf7x6nf3JpuyynRKvcnvm2aftC1/7kr32ynyb99xcoT3jZWolRFuTCzoG1dlObwUVrrkAhdGLNwnavQl79O3ieWpslKhpkAhCCK7dvS3x5Xn0qaruGENCM1wbBTSjP1QiCPBxmCPxTmMUwYLeQ2DvFQ0SdG2AIjbaNdJiPPrPf1vVcwvsy9893PadMsy239Jodu0jZtN3tHMnV9tuMubqUFJYLaTn/uED7Ie77x2jm/5suf9eswMOjn+NmGp7dW8nQUaV05C6N62yxc3LbK93D7PTvnuyjDAarOSG263//Hm28uSTbcCWNiVeodvzoMgLF2Gs4ciyEqpmOZXjXOxmAyDQyQ4/AgolPEqGy4VUXXLrfHvinqetbHGLtCii/4laUloiRFkbIUhWj3gnbDSRhIZm2aksfNX3QZgqtXHSS88dILUEKhTMbwL10thVLWyyh47b20rO+4Z9R5Ty38qs6BGZwbm+Rxt2uI1zAPWxpcsW2pV/udaemvOMqnPrbbf67eyoqfvaUbvtZ/WV1drkNO9EC22orrXHX3/e3nvRN5QQ7WHDh6BRUVsKTzHoox16ScaSBRlLDUJ2UEL4AyMBV0TuZaOQ23E7DrETv3GYNQr9B1F2FEM/E+2lg/JF4cT17VBFvEVR0LbCuEFVdFF1Gn7zG7W8+p4ny1DwfVNBg0S/PqrxoP2a57m3JIckRaAaJVFrFaQzVrlvIKwA1lHur+z9GjXmzWIN1KGJgTVAEuoIM+sxDmEYIdAOMeiChu2GYlwfNGlHos0aRD9sSkUwdypNLo2sc5JxR6wpYsnwb+1ama8oaHWjv5RchzYHOiSHPpVyjCRUqAEJp6Kd7stbXhFIkWy7W6gCGlpsUEkHaVZCR3GLw0SPKYoXXqmMjTAMJaJlB+ZH0HgJYJw94OwA6KWMZ1T/yzGP0IdgbjF4UIOde8HlQpav9jH/T8jyNe6G3ZVQOTS5xchyMjVKOs1AckAi3w5ZJlkOF2z0Ql6j5TpBqLU2ubfzfn27Pfrwq1Y2oNaqdApzkJeqdZRP2YSauku2/l4mb4DeNk0Eb7iyU2UWtW093gADqm2UKG/LVf49fochtvM+46xngwIxbZbcF0awsA+2dsMOqQJmccXIsrMldAL+8ie32fwXFjtN0BOKlMDjgg+aGAZfHnG6lnkTsg32ZrFMDldbkONkRsbvpjDEgerPwj8H9CUCRwLnWkVnxQZfVPdp6wfFtEfPJQqcUbXuJvjzZDkO34wMtkExVhCzLbK8Acf/hLK7ftEr4kpAnIab6NkZQUanq4JjtcYZM79emrzTrd8iWda6ov82bQ630vUmGnYhWQ75B8wJAp6tUNNkakVhDZ22u0L78w0mBv2oC62DipPl0HVnA7d4FrQOij0gJ0+FZLnQLsnnMFR6/Uw27OrHOks66kiWu93shSCs+N5y6yj28GI9bqakv2myrLlarXGgGOaz+y2Q5RICNu01bliEHrtIs8w1RN959LuFwoG3jirSLGfkwt2wXV8LPT8KpdnF3A2NtO/QRigbcDmtHrq9ngPnWe861+vxjDLinOdw0Pn7aXIj28qIcBQIKB4lF2v2NF8j0Vc+kuXsnh1GYtBxPZBFy+40xZAYcGhBPYUFlHJ9v/dAlkN3mtHRPM5O2U1mZ6zvT51woorh/9ng6737HO2a5XVNcsMmIciJlOKN7NALEOIad1hJKq5TuCUwh43Y5kZx0es2PFzCXMrNYWEnsg9AFcUMys0sMSeiaJ5MiAisHYWKxImCK3toH5k79ZXh6MoBTdYypNnP32FLhyhuqdHaU/ygAiOFC0eOXYoT6BlzOPpuB4OAbZhni9aTuR/lM8Y5AniQWPYjjI5gLPbRe4hD872Q4PN9Z5ZRdNHPNAkg4fwtWyUJWHK7Zh7RBaCmWoZRGlOQR9ckc23IDnXeNq9X0lUhSvLQ0XpG/Wzp/JetQUnjvQMG2ym7qA1bnSjQ+lPx2By7TfH1aL02prHBZj30mGIu0aA9QUDzHJKOvObdS3uN7CMAACAASURBVMiNoRLCmJBlbw/nbtmZyRX9n/EQgVHq39d1teqZD1bx+dfyIPjnL/9hu8yaa31VMEEG6ei9YrXS0o16DnRLwbdGwIoKEmiWaR3Fv/ts6rS6/afYt768tzWoJe0mjXGlzv0xI+rtBbWGel7AxvsHD7eJO+1iLzzzjK1c9roKJwLdaAWlObTb9Cn6Xeq7IgZhU/M6W7dGbEdddwPFBTfOYtz6OeLbX0l3qQzFnnnuFRuls/Cpyno7Ufcw5dRrrLRJLcv6VipPkDP/JhV4NU/oZgJTiuL0FplYDhPI9cnPvduWNQyQZ0+PzX30FZvxjyec5r2hs02/v9vGvmecnfbNg4TEY3yqe9N5hSwHJJznDt0aBL8/oIEny0mznJix9NOGDh1s0NCON2ttwcANozJABeKo8BvyJFv7PmCLa5ahYetrGBgX2tsCSvQmy07DDipyJMu5FVYYg3HEFVOWYR6455R+jkSUNecaeGLyxITIqLKGwlurkix7C0+XnHKGU+ALkCNasSlxxdBOa92xX7yqVGTy1p7a8wAZcts2Fh85F6swF6EALVlbDkKxfh3RjgInOm43+FJe5p2R9D3mIwZeFCC92EbyDHCiucg+T/ENtP/W+16y++77P0CWccOeTp9lkGUdKiBWuToYyFIY9EDZdQF6QpjDFEQbeXeZDWpdIfTwIrlh/1hu2IGYvbpgoR1/wufsnN+fZwPVn7NHARZNyb/0tS96z6sF85fahIljbM1aJcuafCQFBN8YRFOhIIF1qg595khKki6XScADzQ8bTahvkFRCUnLtg63Ngg0TZ0JHiDxAC1o3GzAbaeggw4k1kuU4pPivvuU/j6ELon4SccTxyuS9Ee6Me1+wWZfPtqO+c6A98+RyW3vTg7Zm0g621xnvt8/KMUKFMEdihyhM/WnDULt314m2ZdlaNY3rbyOu/bstPf1behbfsos/eYLZD/9q056ea53SiGAi0C79y+SPT7PPaJGWyhSh9OY7rea1ebZE7x+gPsuS5vqh5ImNt47CATGo8hh8rZWOo0HOftE2gwAwqB5bVAXcvFlJ8lVP2roNrbZG2ms0yPBr0CX2KIlGi4xWuQxNMrRKqDXQrNNG4xuOa5l1uAthorqIdrladvydOpRw/vdkWtD9/PGjzK75npWoJROrqnre63a75soabbhQj0hA3RRKY9Kh6/nTRZfYo48/YrsM3t5u+MxPbOKgMbZi3WptbC4Q8mxqvTbQgy/4pq3UM9p51FFKGFSKUxmjcCgmZDlCaV+wvY22E7WAQggBGf2t28aPtG9/+yDbRR+xgaqzBylQuZXw6zXX2ELDTtoTAoC8KYEIU+Hsr/7CG4UsDxKyvEbIcrkSl25cMV1jG32PcXcEKYEuyAIHTefeWUeDZcBFRZX1FbovKsAg2rhOx3qKFk/RF7mG97k5CprgqCyyeTeqUALNymnWvo5JaoP+Q9uuKtqGKfBpQKtMIJQQZQy2Mp0HOrZrhqBVo3nxTZfKaFTevZVVSpYJyDgcql1/hgYGbVJQ75iT/vv1cwTk3Yk+BM0nWmxEQ3mCx2wM5s6wGF1B6dUG2BdDFIxD9JU90zWbGPEll3uKHiTZDDObsbcPg1KvZGvwwHq7+JKr7Nob/3OyvPPkSZaR5ewcX0iWIyEDlSXwi9cJY2I/8dZRW9GwYxMPZDknyxmJDjMlUFkKEU1NbTbzjudsufawJ29+WmuvzJ8FPZljvqeWUl61J1mOIl/Qs3FHhp7d5c+kR8+9lWBOwdnQKeNt6LgGGyHHjEHbD7Ep+0yysVr3KyW3YI8vOP9HtFicLHugqsLdU+q1fuE5D2hP6NIzDefuoIGDjIqG7W7YRdfkVWRR8GSDevTxe9pHP7mXa6k5iEkoqG5nlJ1bix7CtA7KyHIMpO/RxdpkTxzi/SDL0XNWwZsj1DH2bnaU6IT+70Tz8oSCIDC1RcrZD6+HIVSRlpnimsatWcEcB28vDdsPZdYNHgTZyCsV4HSt4ZJdbOQVn8M8ciZCTjSJHfQ6yT66yEiW4vkz78MZmmcRhlBOMk9mJY6yOoU5si5PpDwpjmTJH1A8Cr9Fkiv2EH5fBmD52usM7kFv0OKoOTEn2ctIBnqd3nXf2cjLzctS5sg4uKkZSbRej3nBxaK3Sy2lCFz8LM3jRh9OJcsqwvUm3Yyn7jfaIiVH9zwvFCiSQDFuLIUoigS6xz7HGRcF8CRVIFl2jwaHOtI9x/cdiUZ6oL/T8i+3G2xpxn0/3M2zWRPPmz6vBI30vOfxOPFAAViYWRWM/OKW6ctNH135l6DnBM3g7bpx4hRiCO4NAykHaEii9Xq00UrjD5qiTYvCvPdZ1l5cHIeQyLdTEMX1vGgN9s55BewxAFxsjAdzG+Q3EsISMfxOtCXLlvscOfvst+6zfICQZfosNynAqFP84P4XFES9XU9QODmjvPCbXndKrGI2AnL2+kwlJaEhaeW59Ab0ztQLfxlYRiR8uX2S91dNyTLv59/t7Rs1LyUPoAAH0qsOA5gLtda02KqJq6xVRblx88ZY3bpatYVUAqSkjTMgaNgku6mtDfNEz4dgmuA7XLBjHSHZY1rAYGJ9M2cy+uXFTc4nnZPR7hIjykC/eH9/fcqRw8eYvbLAboFeTvKj/aCvdPu1Sr5Ktojqu6pZSKICerShfn5SaFCiJkCjXef6p953kCZJnV1x8132uZFDtHh1ZZdLWzl6mJV89f121qxH7fvT1ZZNXjn3zJ5tK90INNpqcb3eL1kaXfd9SQCKM8gU+7lhma+vYILyOkV313u7nCoYZcSSvk/qc1ql+e0ztNqOfbHNxv7u71YjhbLc+tynpgTZDbFd6oTiMaJeh3XoSahiQd7nPjdTx9vU925nfz1CLvma419fstLW6zm8e8lamzOswT6qbg5Dhg225ctWauq2u5YXhJaz4gNHHebI5J233eHrbuAgJaeAcx7X8Px77F177W0jRw21G4Uol/TROSPQbsXYRjtxgQxJf3yNjZRRZR/lJ93OksSBvhhZxitDr8scs0OfR5vRZSOG2QRpZLbozGqSKVC5HP6HD+jjpsS7HzbZxiimK9NEgb7ufasFWhDPrdOZClDF2YQMLY8DfZPJHTr0lYKSSyIpVjjTCXkbhUukDdCh4/Poe02c53JT1kaOy3q9X8IFPdYQRY8c/wWoQpEPhkSm5yObi3kSEhGYt8xv9jaYBW4gp3lAnMLacC8ZxdVhWKd57DSxOIfQE+fWaM6kUJIPeMF6c3DDWR1hNMf6yTLYzNbdRPcSLWRiu3wm8dn+e5Wj0SrY3fu1SfpZw36p/+OcZ826RAIaN7/L8+do38aPcY46tR4WCEeAM0uJCQPguQ1kedYD/70b9lln/F6toybZCmmWB4uLT3WQ4No33GQWBR3b9SluFhX0kXifNmZReQevW2Z9zrvE2s/6sXUlp+YX5r5sH/vMZzUJ1mmit3gloFE07GVLl9n9M++0KTtP9RvMgnqoRmwiIdbWJuVUHaz1tdhBqAjC0ccA/zOGekBw4zeJB+vGYG4ExCZA4MKDc7JSxBEpgArNclCt+Q+oBQ6wBIiRLHuIIhRHVR2oAvpLO4gGPV8ZLKoo9PlSoNFX9Mnf/fkhe+72f1utxP99lLS2y/7+xJP2tXcfsKs21y4P7Aj+ymVkUaEEo7tZpg4Dq+2Zp+Zbsxb4e3few1ZqwRy/qscmnHSJKO0y+VK1kapNpyb6l358lE2fNNQ6r7/N6pUsLzvp254sr/PWDSHqj37LBfOmjC660UbSmXeQLOvZLtDYNS9fbef94HZph3WiVMp0h6og1ULo1kp+oV9vcpOG0CiDKG/2DRBkGS0C76PXHL0zqSJu8AX2wofepedcaie2r7VLFKx/UP2lu0Wl7p4w0D4jHfP2BNZa0J1qSocmDRo2plUcwizYRhkB9e1Xa09ce739Us7EyzQSvzrkC/ap6Yf4gUblt5+qIfNWLbb9Lz3ZRjdOt8G1E/Q6yXJoDzNNtDdg8iOy8CcHMm0KBoZNHGn7fGJPW779KPtcv243oHBb+5SkEFwpd4kKrm9ObFLROookDhTArx3Dq5pK27hqndX8+jfWdvpp1qdGNGy9XuGt1xQA0xaLdZOLTa7pJSgLunK4VUZyyec5wkuy7PTrYBGsQwemMW0GMda6zEWt3F/Zg0XoXfo+rtfRyiC1NNC6XafgkE2bfspUkjH2IohkMycY6C2CUXDBXRIkWtePO36tAqd2WlYkeQaJHu6RoAVsjlTqWZ/eXkRjyb8zAoR9v7d6SsUvEGKQZSqnbM4kue62qOdJUOQtCKBx6j9sxCTZBFZs9qzdTBX2UIef8802Ko5U8Z0KJGS5cYCQ5T9Js/zXq3wCvB2yjBv2BefIDVvcNpLcMMdKdO+ESHGIc/+5ZYJvK9oLQPYLrscx16CFMx6FZClepxLL+ynggTiinW/sX2Ez1a7spgvut6rWDlu2vMndK0FeMRpiHwuKG4FKSpZdlwldKYpbbkqoZxd+ZwStHCRd7g7eosNmz30nyhjvPZpzSlg0J1yGkpYF+2Arfdl1z+x/NQr05j+3xC656H4FzWEWo1Ha6ndH4ETQmXoh8izcYIfAXfNKP/O5rx1gY3ccrvHV2hIqwFi6Y3D6xRRQCKZ7WwchcNJ/If1QpY8kGgp6eqaeaISRCsWc/HpGVQlS6nCADuDY/0SyHOeK59Ucsk5jl+urULEGOf6GsSNvDoM0xj8nxfli2RdWK7gh+PBxI8B2UyElV7xf49UPh1M/xCMp8gSUAkERnZfENFpHhet1RiLR2eKa6n2WPVn2C0IM7EUlzjxvEZRu2l3+dRtN2jMGaM2TiHE9jp55UlxUCPA5EfpeN/NxxDnWUbQAIbnmnmmXxPOOh+eO3tyD9rygyMZZupUzONS3VMyQuEjUTSWBukw0y1s7etMiTM7ZJI7++aGJ5mz3AoG3lIoxA5WDag8AHWg6CW7M60CWkX9h4piSZY8FAnGGhu2CqqIKQU6WUynB50Th3sKUKSfwzFHAAYLFfgokC/TsQK4LdOv4NJ4FQSfjRUwUVMN4PTTLEVgHbTBpmZ2GTewUvaV9XtLjl3mBzvVNNMu9LaLS/PI574jzW7hh96LskUAfK2PMghv22fa9731Pcwp0ssPGbjdWZ4H6H+uPa5a/+1nXZ9J7tkWJAOzCNklH8JdgL8eMb6OkdyRenA2YPnpbI70PWZW3N3KqbPjLFNCvQDU9NkMyR6EUKqnOguzQzHOJ1pvRpaNcqGB3j9pAKvCiuwEeJXpKYpJpziv+WD1krbWOaLLajWKcLWu0itVCmjHbUlznVFBFzpwbjDlxGOsuWkqFlAb2TKz9QKEycpyRZcaGAB1jTtcec26527XmjQ6uhQ0N9qlHl9r4y2fYaWcda5NAZinU1tTbtP0OUAF9id3xyGwboESX5ANNfMUGFQA0J+YLcDh+/A5WMma7WNfs50/Ot8kfO9Ma5GOzpKTCDvnT8VY7bZz9YYx8bpYvtdlq4bRGe7UzMYmTocCDLGus1sE2hBFGcdxlU4E8U4zOSGdOjsMjJNgtLtmpUMeMQaNtyu572BIxAHdoEez93Wttr0ULrLVSEkEBPg6QeIxYaBvKmcTrAChI8oKWrWelfbL62H1s7O2P2E07bK/nKx1yXX9besl3bdzjT9mM1mX2jMawtlwMIr2/XrHfOjxQSCIVJ71r+q5Oh3/t5bk+N9ygTHOawk0LmmuN8bCR29sAFcTnPPqUNSimfu/0fezKpmb73Id+ansvWGzrlOyWq1ixCZakYk/am+K/Q0wLHTuMyGBzaZ4Jee7R3FSt17WcHSoQf+BzB9rHDhlvzSC+2tNaKN4lCQJ7MXEU/kAUmqs0ZylounO7igCACO6GDYMOHwIKRilWDyO2QPI5D13TDGgCPVsyM8YlijIFkyoKSoAixIfsfySrnI95HEFPAU/ciNHb4ca4I4FgjXkimajLDk44zTro1t7XWdfhen/3Zwp6P2wmL0Zrh6I4RCIaBmFBA6dAxtqKRDUM73Cc54z2XuWQOjhbs+wBUDPJa4mLeN1BEL561xNkFAGEsj49DAcUUFzgZmicr6DUzrYCQgazpICcEGsKvbzsIUhIxljjxNwgy/ffDw37v2wddcEfzlGyvJMtX7neB9sNg1xwHhplBod+rtAG3HgotbJxurb0ra2iVw9uUbL8x4ut/ZdnWPMaTRYF1/Nemq+DS3br5f0D3tfgmCZtk5DkXXfeKXrladLT9w2aaIsWbX1jIMwcSphgZKE6g0cLGzQgQd2N5NiDPj2YaCeAUJ1m8LjsxmTrVag5+pC1Kmx2cfi6zX/i04MkEAS5Nk8DNrO6xjpETf+IHPnKxL9SyuiaMYBq16HW9rNZ9zxn117xsHoCapNWr0DlwnbEMdPsqEN30fVsDAoConhVZejDTH/kqn7QCfqKsipKR8sGUYv7WI022Nv0Oy6W896I+a9bX9FtOtW3ePe9d7QTTzvSNv31Fqt86UVb/PWTbLBo2KublVzSwiG1AfIxcQotDsdoliP49TZFGsvN2pCuWrjGZl/+mDWIPr1ZaKhsNLzati1iTNWOYLhUVBmnVSoJhQrqrzuFJYLiHlFU1ssIbJhMDuYcvKcN+tAUO2X5OpuqJFxFU2sgSJRWsV4J1wocy1Xd2ggFikII7AF3ZAyTqw2gmKClpVU2+pEHbeNjT9hpemCP3P4Pe+yrf7JxA0b4ODFmtRVVdujFJ9m9C162aWOO0zxRNVAIm2sPqSiBCifkhRVFfkES0aP/60MbHv298bCd7dD9drS95bLYpXm1kQbfvjqjCAOLADoKFVgqfLF5RLDEQY+7rNOw0fAqCa2VXrxzRYsNu+h3tvKbpzgbYIM2TSqFFJ1AYklIat1IK7QkGIoxNmhZqJhm+pQbd4Eso3nRuli3bqMNHCB9etLqOa2QYlWvZpkNIXpfNjRoExYNmwAm+vaF+zaft16BzYCBUZGOiiPuj9Hayb/P7/XPEbLMYeCam9C29EdzQ0WVzyVgUmEI5Ifgws3svM0aWp+g1ns7sGTe4i2fQPKdVh2MEda1b/pszmkTz/oxNkfWJ2uTimcugGBs4e71vtGmwNppivq3xpZKNHIJdOZoJAc11tuFl15h1934F3/z29KwJ0+wv1x2geZjhz9HghGSv4I2miA6UJOtkWXd51Zu2JFokAg4sqzrqiToLgqiHXHU/fFsQ4Oq/ym426DnRAB0+62PK0hYY92tG1QYadecqxC1LcxTepPlIi0zZiuZZpiTvh6d+gQC/NEj1Bxqsz322sE+//UjPUnrFLewN1nWmkKzTCDAob9ICfvPz7/feua8bCUKUPvoBCopplvrd7P+I+FKmmU/2EKzTNuuVdq8v/GDD9ih00Z6mz6Cae4ZZLlA5w1KYgEpTsiyDsEw/lKyVOQA7U7SWcuckyhHHCNpCmdoEvu0lL1AmtDU7HocW4QnzQUH6HhfJDOsF9BREMciGrbOAz4/t0sqTviLqcdbU5W3dsP24g7JL/Rcp1vnlkLFBl/hAB19diO5CsQ5dLrbGnx54OU03LixTMMOzXJ2Qw+NeDyLIhp22vBAQdlT2Nu2omErYGFe9NKwvUAQhWbQ3Zw4luhhbNTgLFGGuYP6iLdoL/ZWUE63j4JCbpdEGyXfgH2NBFXQqccpQSzW78LgAbHJunG/B2jV7pWwdesop2FnN3TuKyKtQNmT8VFmGMVzDcYB+/rWmuV4nXZZdLMIND2o6tngjT0umOQxPhQHOQu82JQmRiTLFKGjf3VB+0wQKzSOPsv5/eSzTkkPZ/g3T5ZDglO4tUKy7G7YXA3jk5FlnxeMP9l4JMtLlmRk+a2T5f0PUp/l739W86yvXXzZxXbt9f9w1BvmXRW9XfRn0sQJ9qszz9S82KQEJyijnAHEZN5GEJMm1/1HTBbJcuydGwAyRKckQXAUyimfJG4kCkEFJYENX4u+Ypr91e6591YlmmorNHEXO/kbX5f50zDtk4K1kHwRhwhcaB3aZB07NFnJUnXTeHWIlWzU3qrrIwh3SrtX0LTukjkXdOi8ltIQ+xwlaWBoAU68OKR5TRxA0Rg6drSGCuSsVHv26+q48PPr5lj1zY/b/qd9yD6500BrEWDy3JiRdubB77UTliy0I+98VMw6xRmaz1VCXP9dXmNnTJ1oJSOGp4qLw+ZkGrbl2B/ZhJvmWMW4IdalPsTzTzzUTO0BbeIIu/qe2TZwVH+f/xhzrVVfYdZTu5K2RsXN3j7UW0MFExTtK0UrKKrRXYP1FDKsACgY0xIbOnSkx+vr5Hszeeoudu0/H7JvX3anjXlmqdBsjYkKI7CaPFn2Ii2SOxBl2Id6HZ8K6Oo6o+g/DNJcrnMBQ8xyzf0y+eooH7VSzYEnbjjdSt41zp677z57TYzUEhWK2yQhyqZxHgdB4VfnGO6vsbEyUfkp6AayTCtAksQWxUXDR9Xq+7oH3d+wae+xu66bZT896VKrVb9lGDycjT3QrwGA8N8hmSfZJ7n366coq+tVrNulf1dqTrapQNRPxbvPf/UQ23m34eqc1e4sMNYz8Zs/Z0AD14gXtOHMH8+fUnJPHOX9kImztBZdipCQZc4ptM7kPV2sjRQXsg+C/GOkxvWDihITOOiR4j2PmzRPiY+8/3ZqHRUGX6whzh3MPmEE5u4kYe6b/TB4X+5aAqiCHMURXjcOC5aIe0MBKsLQoICJJt/BTQztIj4m/mXBOD0ferjiO9Y85ygSBr7JluigR2YK45atdUmM7oUs7a3kb4CjSEaIE3o7KVD89WJX7NMUk0mW+WTOSNY2CbRTufFM0jVmIIAY0Q0WlV/cAg373v8DzfLvzj7Hpu8uExZpcXHFdcRYi4p2QxFspzYBBP0EWjoceOhUMqCXtnaV2sD1y6z0nIut41c/1YGsKiCtYDqDmtSqjbNWn0Pw3SiXOSgy9OGM/mChB66kYb1oKhyOBPPRzy6QZajSbvSlpCWMgwJF5TAFASYBi8pEGIJlgTobI4WRqFJkzTKTInruOdfemUrY3gcCHFXyKM8fOGK02QV32iHL19jHP7SbbT+6LsTymjBA/0zUhXJ7/ts5d9pS6VUqdA+dqp4PGF1jp578PquUAVc4KCddJiJ9zBVA43SPXh0ikVD1h88dot5zzz613P6mBHzpnEVWo0OFZ7X3UdPsg+VNNmTxa7bqa9+wms1t6sUb1JmguvLMCoUNr3ZpA4XC26TvjxfV5NJ+g+28K2bZ7tc/apsHy2BLWmM2iDDkiWqbOwVqw4Cy4shy/j7BsQIgp2tro9ysHnUb2kvkcFtv7zliD9ttv+1tvV6foN25TWOqE8GTYO5zPTp3XQ9u4b1OfSzk1P7Hx9RpXEq8tNA6qvtbzR13Wu1rS2z2UYfbVz/5GXvq6xfb6AFD7FvX/1EJRbt9Zq8P2KvSsHx7xkU2adgH1K+xyvVFHhh4khw0uJSDeQBZpv8rkehivdgT7Z8/2K6QRqV8RbNp3/T54BUuP0jDCI7NKG8+VIRztdtdmfU+N5RLmmU3zMDIg96UQpZbTvueVQzo72wEb5lEGy/XDodbNK2gqtD4pmTT+ytT4U29sXORKr5CY45NrhkXaxBg78dX1MoJ+qm0gNB6CMzy74Ne1A+EORVS2GxDoxSGZaD6ToED3aedGPSg1ILAtSzepy/3+SPgiSQ79gOSbh0q8hhoS+6ebtYCDRtkFh2JkiQ3y6NYwWaZHOJzsuz6TCHOJAIE+94DMyU4bHhQEjFrcPYIhmtaL47mpNjCTaI8fPM4yHVsJBbuYq8xGy6q1x/Ov9yu/stV/pa3bR214yS7+orzXF/riLhobkFhjcCe30WCwCEZyXLMtbfWLBcZfHlLmZwg4NobKCvz3jd6jGhcRqL36D47B/W3Ntgtarv2u7NnWPNKJcyC1vuiuxJzg0oBiTzSCPFinIYddNRUUQV01Pruo0AhCkigJ+xDpTZWkoMDDtxBzJcdNY5ye2edKEDlAG6sV+DS2i6a5gx7eWmLDdJ62aBAo4yxKaZbO/Wd69mGhg16qep9t2xKd9hre/vyqUdaPVwtR2slSQBZ3jZZVuLQS8POuuGUOHDouma5qNAQSTR7X3nQMv14DdQ0EsGgnkbimJNotMn8OyZXIVnO7tmJTZKSKBLErZPlSPgoZsXrW2uTSdIwA4s+24VEkGcabtgRC/Mn03A9iUraVJ9HvZrl8AnYNlnmDMyBTp6PJHKYlxFA9myTLBMYo4t7o2a54IYdiRdjm1BwBUpvpln2PsswAorvLSXXfTS3ByqL2HnEGNuyw0527FNP2vdXLLNWJQd9i1qBhcGX0Eho2EXJ8pu5YUeBgH6mjFtOQLkXEkQMvoJpg6N5yALCm8ST5aTTDWCZcQ1NMVrHHv07HLQjWQ7N8rbJMq10Yvz5XuFakxu2gliexyaXQ0S7SZJlng3Smh7njIfZFF4XoJJQLbfVaTs9G7q1P9OYXyTK3gcb6nl6PeQWwY4Asc3JcvZqcIMvJToe3/gZGHO8xfewCv0bauM7T5b33V/I8smf9UD6X48/aLNnP+HU4fLSSnvoX7NUwG1Xa8V32Q9P/YnrVrdsqYh2gbpuKdNs9do2N4XdJK+ToFeDBoraCwCiuGKlgBJQtvIy6XyhJic/kFUCJSq1Vrp1s8Rm5QJY7r7nZvvNH/5kU6dOswnbj7Prb/y77TZ1J/vjb3+r+EP7ip59UthZX8WgW6RpXjBGfih1HTa6eZBVvtIoZqD2WNrYKdgOM1gmfeiiifU8VqCS7oE7yDJ9lpU8EE9SfNBzJeD2cxBkmeIuBVsn26i4KbnKDx7VfL/yHhsxoN5OV4eUWr1/b7UxshueUoPrqfaY9uH1MEcE/gyTFGbalN3VHWS7fHJ5QuEZBXvTPx+24/94oz2zaIn+qYKnDD7ahcC8mbGgFAAAIABJREFU9NeT7aYqgVZCSls6S2Rvo7ha8YEnvQJg2AOyqzXF2OgxG8maI8t4nKSOKLB88ArhfvpVbLL9DjxU67vGjrvhblt37vW2ZP46U3nWNol1WCZpHkllsA1JZHgeACYhvcs07DLcm/V9xhjEFg3xJp075fRdVqbcR4WT2ldX2cO/+YKVfFI+NK+9ZnMUd13ftMxWKBlv0LnaJNCiUXEQRqiAcxQCs8GVG3v5Xpec2ZV3dOj+Dz3yED2D/vbda/5uj170gLUsXW6lSoolJndgB1+dHp1VXKfHtiDjui43q9X1+uu6vkq8VHTd3QKoxu23s51wzM6KX/ur6B+SFuKeTvpc4z2jOIgWu8hy2JPpe438jHwkkGX2IRBwWmkm7XEqGLnHTOprDbBFy0ySYsA915xrHAPpzS2cYhy9BadroUGsg/nCGRLmeBEnEldG+6Rg4gXTL/yKAD/QQmcfJkekNS9IJIkzQ7McBqzuKYPkIhl/UbT2vuOgu969JFp+AgZQROzdvxINm0IYrxFbUKMKrXQ2xgvPBpL5zaLjuBeNt+3lugOl5neFaCKKlCGbiAo3z4qYKyPX/Fyg2yTLUYcF0eYPIRrmYcTKt6t11AMPiob9xO3+vTIlZUvl4TBo0KDedSg2kv/xyiC9fPsJrXv66adtt912633Teb8/1/aUZnn5KmmWHebPbYYCwnbakydgIMvSXoqa59z75N7W0lkqzfJyq7r4Emv92U+EbIUbNkE6xjCRyAXcH9oIqH0hymYwSaZpe9QF0pYqYwTd7hZHpYOEU/927QgbsNNBlWxo8pC08ICicoGmBFosaKU2T3bCRMdiTHs1y2ieIb5rMEKYHocdbWFAgLIL7iC950FN+N+edYeNVBD5jR+8T72h5daMfhaevD60TrPr0rnL7Y6LH7RxnaILqSTUvm69HXfSYXb4Ptt7v0Iop2GrjlOxEGFdY6sSFAy1vHUC2t3kbMcC3qQN6hdn3GHNq9dZpX5Js67tsPJmO6hWxmKnfM8Or9OGpArtoCH9nOohDwklz12OumNyUy80c43aAQ0XVbFE1z93zED7/MxFtvP5/9C5Kb2iECo2htJcLdQGB806EGVV37xCwwGp9gBU5VSNU36s59spR0SNtVpNHXjEbrbPQRM0idVuSj9HItEXR3MWNtTiVA2LhvFQjiPQJImhyJDbCHmvQCr1ih5YHh1VNdZ4z91W/cqrdt9hh9gPvvEVu+7jP7Jf3H6lPdshg5IaaXqatCEqAICaXV++i40bOlUbdE4MkvVTMvWAkrFR86VLz7B9YI3tvedY2/d9U2yixgD6JIk8PbShVYeznsdAGjO9XxqaaOkUBl8E6W4G51+jPzh0GvRklQoINqp11NBzf2OrvoXBV38lo8xrbVJiWjQMBFGOXpTZuAtkFrSIZ8R6wsG8TgkLjuZegaSSiLZZ85z1h5FWGHQlhBfqPYwMHS60cCNpB5XgetAGBr1ahQp9pem9I8/qrQ3NkOug4okrI8g2FWZoNQPlkO6bPAix7hOkkXXKGLkLdnI09cMY5J0iVurXR0BPUMEmy+HCz4dxSvgBuEN9MtPDSIVesl58pFKYkBq+gOQH7SdQZOISNJ65rVy0FdCmmYpcjAkFNJwiGRP0g97+QcHLhZfIDfvv1/he9/bI8iQhy8Vu2CDL2ybLxchySoq077xRsxyoGePHBo4DaiHopmVDbPggMi5B9UJBoKbQUhs9idIBojL3GrWa+s3vZ9l8GeVV6NkPUJ/yzV6VDS2zU8q8pZQfWZ4U80y7oZxpnXsBKS6VB+3rlD7wHz5uTzvi0MnWpDlaL3OxVSqUSvRs5/5GbvPLtO/QygHmDQGGAr0scfCjsbfP8huR5c3qCgCVfcouQ+zbP/ygQi7oWKHrfXNkGc0yGjyZuXiiEXrBrFmOPrsFait9m0GxWDfZBMmTZd1jJIipjVK6Y269uHVUnAcB6DhTIFGS8xMi2YCtw7xGJlKcILoztM4IzpjshOvO0Ho/h/+27ZVY59w7ulinHvOrQcc1v6miU3gpJEsqjKbXHXFE4+pJXbSg4b4zshzxSayBHHhxQ70FE08c870lynjv+wsFAv8NKbjgHOGs7acJuyk44MkN+60NvtjPS/WMKlU5niXK4ym7SoYjFsRn/vUvO7Vjta3R5osjsdOttR4J4jBCevtkudBGiXmRxzkd4ylZDpQVqnVOlsMNOyfLxShrFDliXkQ4EIjwmyXLBGHJtRjNumvNC+8PzTIFhTciywR0jGc2nfOiiNOw37zP8ratozzhJylGI4wJWlqzva9zjiZtsrPlvDBW1Gc5xTdOVU+Fg2zYx3uP+9Q7o2EfeMjR9vPTvyAfmXYbOrjGC7PDZFB64z/uth//7Ic2cvhQyTPO0bOvci+Tv15/qz322GztvVX20aPeb1On7OlAyTV/u03ocrNtN3YHu+22m1TMbVSnzI/ZiOGj/Wx46JEn7ZZb/6k12GZHHH64HXbwwV5g8E4o5DqiX983a4Y9+NBs+/pXT7YJO4y3T3/+kzZfccG1V1+n80FMP/FCec4UVKNArhC7XfN3cLut2GWpkNkSG7NopJW2CBxQ8uZFTk1tirOsV56tP1/2X8VZXbgPM7acNQk4yUUM4gDVFkOOkBhPHRhlaR9aipeJAJQbzr7bmkc22qeOUYeTy2ba47Nesu3Ug/fDn9tPxlPEfHGONumZfmHv3a0EGBM24+srbeKG9fZhrY9fHbqX3T17rn32iFNsqFDrzQIwunQemzp0nHz0HjZBTM7V2lcorrOX5zi5BmMsN+oKJmgky4H2uzbZXaQp9gYSShLqiPTAMrulvb+t1Bn+9MV3mz33spXXib4MbVnoPGgd7UFzrBi+AZEkdxEjwj4EsXUXbCWnSZpXI4Ov9SUCZDrUFQazJY3VM9N3spK/nYqrmQtcv/2vJ+193etNEmlJSbgf+kgjR4u2pmvXxp4HE8O1zEKcM33ZEVPFRdOm7WTzXlxr3z79Ytu0tlPxCYZshevJ7U0j2YcuznViTsu5o+tXksw4dna0OJtyvBiHnzr2XTJSK9eZGP2am4Vgs7bdmI34xw0Go8UVZrkkrzDpAICQLBGvEc95UkssQgEMxBgWJXmRI/yAkkgRA3nG+BCpZLSAgl4fun5Paj2WDiMuxrUZ9209Lxi04bKdjGABGWldRhJN/OWmV5FvwUL1riu0hCJew3yP+YEXDXFKaqXG55EcZ7d0wE6ux+ndxG8OSMBMQD4XEhaPPUhq3Q1b51iWOrB4UgHfC1VOw4aFwvoOaYT3M9fPh9wuNr3cltWBkVTgCuYw5ynhYuR8zvJNrGBHpL1gE6wPLyryHuQuenb/nDnXZt57vz333/ZZPue359m0qRNs6QohY6peMjhM1pwMO43TrcljkrCh50GtQdOoSThImuUytY7a8MufSOeixI1Jo8EgyIfW5k3HnQaAY7MOYLj0SdtIRcSdEgn23d03knMWvdMYFCxoztoWghIhUav0dOv1PpAxD75xWKMq6TB/GDFBKwgaNklQOKehx+vVLIMogkgTlAOYQtHWwBDTMPD84fDarL5r117+gM268Rn7+Il7yXhgTy0KrW7ovhqoSs3ouwYPkinGTTb96Zelx622vsw29Yn72kkH2gQdOF369xYhr1XoM4UOvqYWRTWingzSRrjek+XoxQdqiNPxED37p4QSXnDhvVby9GLbMqTe9lw2X8n4MvvdhMNsR/WEG73frrb/rkPslbkrbZqS8oYa6Uq0UeGwOFwJT5ee3a26/gekgd549xPWdddca9D3N0jbC52TpNiT4WTchbOu2/9DTYGqwkYo+jnBsla7kIJ6mzxhgI1WpH3k0dOUxJQ7nbpZhQ7MJaimEfyHTiI2aDY0qm5U+10ngf7bq12xsTg9C327NkhvxwCVR9T3mhl3W8W8l+3xYz5oXxeyzGIaPma4nfajM+zPf51rm1+Ya6s3LlclbpkCu27badQBGg9Mi4gwI5AhwMf1drMsdYePGWyNB+9sO4j+s4+Cu37SuG/USvJDE/dK1yBFpTkbH7nLJFpibV6AYzidslkyH9GWsclEEhp6rSqcyLV+6s4+21q+L2S5Qa7aaFxc46v2Xr39joMF4D0n9XMYcjWr0OFO5kn20GvWpvUCAt2iOcO6bHLkOSqPXimGvuMV49DyoKnrTX7FmKPi7Eix69lxXwy0ic+j2OTrT+uXZvcUt9CfoQV15Nm9ATDqgqYdh/K6dB1eGWRz0/MKIz49D222G4Qk5zGF0osmxnvqeeAdG5czP5w+FBVX1h2UdwK//L5wOWTUs44mHLFJnMNxkQ2WHwBt4lox10gsFPYAtMsa90ED0SwLWf7b1b6e/5Mb9l8uz8kytDVRxP4PkmVPEN9Aww4TmpwsR/Ae84vEiGq107M1RysVUC2W++ZjC1usbOUqu/mi+915OQoGSmjd4Au5R+43HAdOzybp/4X8ZHSVDLqv9qxu6eD6yHF1o35/0wFTbfTchTZWhZ5FS9W7U8jQMpmvVOh5gnjraUef9bdElt/YZxmDr04hy9P3GmdfUduoLST92icJMN4qWUanSWD/5sky1ONCspz7MhfouVvTsN9Jn+XMSMAoL6iqkTTmccBJeFsadtbp4npc7gZsqViSCgGBLMd8zpV2T341H4OGW3i/DFhVvIu9YetkOeQ9niDqngvJMntOGCoRsPBJWTfvZjF6HcpbIVlWocadwQNNLzY7K24dFSZSQTmFVcIeV1Xkho3rPCir95wmcWRO6gd4FgTqVQqUQJZrtZD3HjnaWiZMtS3n3WD20Iv2yROm2w9qVNdEhqRroyiM9r4qo6zpc2jJ6D2ni54R10zgRTBMUOhFb09sCLpBlrNONyXLrFMQZ5en4F1RnCxHS6kY55Qsw4jQ39+ILAdN3l8nWYaSy9SjMOfMgmhv9KbJcqJhvyFZ5t566faZeg5wEWZGeV6EHjso48yLXMjICDKUVp4FaiGQ8YJ+e2uDt1Q183smIHZQQPd6rJLlJUtwAcHg621o2Afghv15l38gkft/vL0HfJfl9fd/QiAbMgl7IygyrIoWtzjqqNXWtmpb66hWW9taraNqHbVqtWpVRKto3aVDW1fdeyKKoCCIIHtDSAJJyILk/3mfc98ZqB2/Pq8/v6dPzDfJd9z3dZ3rnPMZp7GByRrL7Udnne1TBm5Wrjhm1BCftnHLbdfaG2+8Y4MHDdUklUqd5dX20x//2E484QQ76fQz7eP5c61XeS/Rpvvb+2IclJSU2p/ue9CWLZlrZ8oEs7y8t/Xp1VcuxjPtJz863b79jW/r3m7WmSLgBNmBfEDcc0UN45UrV9gpes6ROw6zKZNv1edj9nLEwfCZQXsf/92KcZMOnIreG2zR0BU2cv4QK60oERVYBV7itOZIGYgVTXf2ZtIUAemC6glT0Q3qdO1YnzSPM5WnZuB2DEPKZUJI6oIlWKz3OE/n8o1XPWrdNAqqBeaP1u+6HcrtV6ftb7v1LZAErzmcgNXYZZQk95R1X6u9UaxzrKYl2waPGWFvKX+9/oI/2paXP7aCck0BUVqzRUaQx5xxgH3zqNG2bHWNikKQQUYMRR5NXpAaFob0LtD+MHIKfwSQ6BxR1vsP3MHKdd2nzZ1vrTJbvfzsR8RKq7RSJDf6PM3NIMgAJZEL+ld9j58NBl8tKjaR+LQjy9CbgfHUTGgRM0tsg49H9LZBkuQtO0oounJJK1V1daBMyoaX2ffnL7fvN9das/KeFp2zDQk9ONUkE5e9aJacjKKTfCNGY2E2xxzlyDPw6/hkXaVNvuhJK8xRMZyZ5wwofHRAkDGZ5Svvn1y3ScAPvjvkurx/zs6MLbXWe9hgO+qbE2yxqsC9dimxIpBn1RHI06IpoXyJ4lxrsrvyIoxYY6xa1CnVyEMBvHzOctC0fX51QpcGXOlocudzrL1YFpvSGQupwSk+BklxCt1fMdCBNOjyzvhTfHM37XT8Gsiyil2KcfJJzPNYXy5lCE0yrI86NRtofrtGGmYE65nc2xHrqKOQrzpg6CBQjKjy/BDmgs4x2LFh4MXPaVCF94rLEqFf63GYuuHCHR4/IMwxBiro3Hwe8kU3aHYzv/DAQHrh9Ru5HedCyhxMi3D2qe+3ALO8iAZdThqGPupNzwdL2Gec6wcBJsRzk3uDLL/++us2Z+b/qlm++VYhzSNt3TooNErOMbhgPqrTN2NuK9pGigLv8CRzK+tE10bGwqze8upVlnXHXVbzmyukjQRRC9pEGAwlyDKue45cByLmI3F4Xu+MxPxYL5ZxcKZ4oFOim5yjILUmL8dOGbuT2rV19sp786xGWoZmbqLD+1AMFbSgCaizgXO1u2fTidHi4yZ6UIX77vxc6DsxxzGMS5KFouDr1L60WtYPagty7PoHplvVY+/ZN0+ZYEces7uKnQanbiMwL1B1Pkda4D9e+YQKa+hWYYTVSHeoX4Gd+yMNMN+hpxyTG+UInmW79xliGerO3vbaNBvVRfP0REGhS8MCo9tHggXK16gCZl3FJrvkuYXW+sYndmjDSttp6wb7Q+kEzVmutWoFpHwh3BWi/q656Bh7aN8dbKw12JUFJbaHDrmFT39kT4tyjW6lb221Fq34E3T/HEFO3a6jWPZum1NSSI5xt97qJmlb1fVr7lpgvXrn2OEn7Ge7f3mgDoJGy3LTJ3W3EmdC7nFsLNDG0FM0gFYm44gwZ6BAjDFKUJlipITrIvjcPgtQG0hdy8a8Hlb0/HOW+8kie/cbR9tPTz3J9pmwt116/kX25pMz7KG/zrCinoXgTwp2dAe3hJZZxTLzFEnwQGUydNg1qSFR3Ke7nSPtZHFZD+umqrdGSWejEjiCSKN4Uak+ijEhPjfZadhhPAXi6oZVqbGHay3CHbtIDYlUi8xs0TwhwmiWe0++wdb89ALLKQvNMhS0SjdJCYQYpDnWezSRQN2hzDsrIN0XbvAVwRTDLpBIqHwgz6555jD0fZK4KyZzlUmcc3C99iJZ79tp2NGBBjFWDePjbWoTWg+Hqd8zd9MOd20O1UD7w1gP0yK+5zDm3lKcgyjTpHJ3QwW5BubyKcmo95mZIZ8gkJGDOJ0tCcJtxbJ+LzRhnZPaZEt5kCMoIrHYkuxlkOMwZeEeKUnWPXKkGYqQusNB60dfRfavmKRkrn/fEps85T4hy/9es4wb9oP33pZolnUI6hCHQhQ07KB6Qrtyg6+ORbTeE5plqN8cfGnxQ3PA0VQtSxqD6fxVH92gQxY0hO5vOlc0LZbd7CjR6frrQgPUIaPdIZOYLvbMM/JIuOd1XQuSJA1qU/c+o0uTs2KchulpNtSlGJMBEpB8BG8uMNaDUW9c6woNfcxHLChtdCvjNZQIEW9dp5mMiGpCg+zFcocRUT4mRM/vBU9nzbJ7GSguFWs//EReC0OH9vS5zzRc3Rm8A1rL/UTnxWeOBkGS9HrjIB7vqNONa5S4YTviHMmsl7l6yySf7CMvMNKmp756AeLIIqcrngZaQ/ob9JZRXHn5GWwFL4qUXEDDdc1ye6FOh56mEHoyN2ZKCj6nYWs/tN//KED5bBzkrJmUzu+O3to/MS6rXePqiLP2I4mMa187UpVdp53Qs1M+d/KZHU3XukguQ1txTOJJwtleLLMfw9GbotuLbe8Mx9mYupWzX3VHo0DUDeazQU2lWE5/n8/NGU5CxuNZep43NBLw/FeX2JdueFS2JHJ2n7izfecoeVgMyrca6SMaxWAAifACMS34+cxu5NZhjFKy17h/FK1OMU8QgqDbd3A9T9Z6uubbHKBjRSQN8g7zl9NKkp/B/Eho2Dnau6nTtz+ua4r5FIkd74OfOYqvOIyhEqyYBATxOMfZ3YLrKlRvTOpYTdCw9bgjG46m82jQ7Tn7yElIjP12evGu96B9vlGoUanQvjY2SEI9dzdsJAZtnzn2dZgFpY9HgxGXenIvqJzEJV73lDPOsNX/gRv2QQd/0y775Q+E6tWJmZNny5ZW2zkX/lTfb7Srr7xUDMR9dSZus1dfn2W/uuJiO/aYI+xXl1wsSmOFnf6j02yDnJ+fffIJu+Sya2z6jLds8k032f777WMnnHiafTTvQ5t631/sD3dPsjfefFtF7x0qpAfauef9zD5dtswe/tNf/b4QV0isiTkZim+bq6vsJ+eeq8+00a6/9jrbcYfROtPqvPDkurUxjfxMCTo646SsVmdo2War3VVMtKpcy/uozIq2SvOrQ8IN6JC/+Bi5BK1CfkXzNzlb0pjtSLOKoCdFDd9ZPi1jFKeYdIIHCOc6+xlpXlfNBb5d8XnhfW9Ytlhsmco/Zu821H723b3tqB5ChJlqAVOL4gaPEBBfmtIUFXq/GGjmK3fbqljZqgPuj3e9aUtljJqbq0kyOgEKeuTYBVccpbyru/UU4LJ67WatmXovXtAk+7QNrTX3AEqa89B0OZ+RQYJ0dpOOe+ex46zfgKF2yY1/sumvzbCajzZ48dMkCSHXnGIyzRFT/5qYjKJiM/l5FMuhWd6qBmmmFnSFEtlmrbl1R+1l+4ztbQctXmv99x9hz+nnR2gc4pCVG6xYDdm10kxnyeOlgnzDjaIo5sPglKZ/peI4somQi4WsC/CujYatz8H9Y5DrYy/MtuenztLPAcnifWM+C83afXYSYCjo4tEwY+9mCYVslY/PKl3vU79+gP3upjPE3lpuc6a94y7ZSGEw7iI/c1dxneE+Bg2PFy+Wk+YEX/X+KD7b5ix3ABWR4IDExjSRuO/pqE+nmevnIL7UWdRbeNlsUgzA+R7kOPT8KQ07mW6SFuHk0gnynNKpY0pLIMjBCMT4a5uVCgSh6KaJRN2Tzll2BgLFshtthaM09VMWtHLmNFMsKw8OoCK0zBT/NGM4n0Fz3T2eQjVxy2Y/pLIFnpd9FON5MZAEyIj5zMROzhAajDSnYA96TuE+VHGu02hvRoPtfx/nvbMUvfkco6X0cT1PSkfOhWEnZ1g0iinon3x5vr3wwv8DZPm2myYLdRnulOEybf7KxG0vkC6sybH3D70tixajLwogAFaxr+SGLd1S9VrLlBt2w3W/ts3qrDkSTdKeIGgx6iaSbe+8MOhem4OfUzzw+9AtYgwSi1SGAyouSnUzZkqTeuaee1vrigq92Cb7imbw/rZpo63Hyl8XlgvHhcqVA26zTKTqoCF4QRZ6WC4yIZHzKh+TB3SCmEjgGqekletOkHVkmYQTOg+XXydcFyGpN9zzli145D0btFMfO+Ocw2SIINRQiWqObuCUNxbbO49Mt7yahkjeGdyugNJFq2dbrXDcPiV2wDe+ZCN26Gu3z11ps1sULb463p5QR6/AmlQMKGnG0RCDDBYSBh9QLZSk9FFDYF5Fo80UYjn6yWes8sXX7a6BB1mp8GFMDQrLcqxUtPBZSzfY4MN3taP759mM7B72Vy2ontc9ZYPlItncJUfzjknCMDUI84UIhMx5VaDzEVAESNx3MRiBZlSvecNlNmGvAdZv5GB1O3tZoTZAhgKq8urE/I0ZqCRZgRRzjX0WdkqVbxt3FMgKG95RSC+sQp8JkpHOguPvmSYbxfIL1vXjBfbRd79hM5570X540vdsqe7pWZptXTL1beuKFks7W2Ca/oZEgS4igT4GneujWp66BO+OH2U/+/GBdpI+/+INlT7jtH/vnipO650uwyHFZg0jqejIRcc+Ombe0XM3QQr96Di7ZplOYULHcet91/yKFrNxszTLN9jmiy+wPB2WIMpFOrSqQQXccCtGRkHndHfDhGkBooumOeQPcTj4KCh9dRd69Oc+tD417AotdGo0gWMxHU5csv1aJwYfNLcoqml2FYqWTWLt+vBE++/oP8Ff78/p4YzxYt+48R6FTARzimwaOjSz2Jc1vvZBkvn9xAVbQRnjLxDpFC0BiaAOiY4lqBnGVripRwJHweYFt64pwdH3He7KuNgr4QN9JbAS8CPohe4lGhogPHpPia6a2bXoKmm+hAurGAX9Suymm5mzfL8H3n/nhn3HrZPcSIbP6eZI3roMJC8tlmn2dUScnW5Ncu203XbE0YtltMmKX+4AnSCLxBgS3yiWU8fgFFlmjE5QtjqaYEEtxwOARkmOZB+ffrLGk++nH59lC+ZXWP9+uUpqq4R4qvBDv8OOcKpZjM6jsQdOyd5o1OPZ2ueOooJeJqdTk9AEZmSin07mB/jfuv6MZN5pU1EI8DjMk+gCU0R3fJwOL4VIrX1fSMiBh4zW+pHHAQeuF8sdtK+6qO1u2J1NkLyIUoxwNLWjllmP+aghN5CKLjP/H9erSoYwXmikBUWCtgYlOdXv0vigSxPTHmKkVBz4bciyHm9DU9vuWyCL7H+67NA2WRnoHTkPQZbRt8UIoiiKmCFLURSu13H4Aw0S+0Cl4vH4fbmoSWYUEyB4r62YKTjjIAxV8APA0ZsPDWPGifham65TpPglMUgKRH/c0Y12R3dHa/VzGjXtjQPHL71BwDUiHseYq7iC7DOukZtgsUdTBM8bCvE4BQs07CfLSu3Va56wxtfmW0tpoeXW19qMQX3sOPltnLtLL1EtcUCOgrIj+s7+JilsR1mDIcFl5z3hyk+rCITC3xXND8XFmCEd3/uV0tdqHJn1eNsCSC45cRQmTlpUubzb6daAAmpy4aLaAfmPz0ZRjMwhaH0gJzVKnkEeafry+6kZGUklhW4Uy9Gwci2zu15HIyAhR/jjbnamx9vnKadrOHwOSuTQHs2eWJOhWU5p2BGP0mvh10i5VPpoNHzC3Z7GVIz2yrDjTjxdbtj/fs7yfgd80351/qn6ezHfJLc6+9wL7YM5c+y73/6enXHGSbZqxUYbMLDMHpz6mN1592S78rJLbcKeE1zHevOk39lzL75sf37wIbvx5tttxvtvizL9oI0Y2l/F7mUaCfmG/eNvD9kVV15jsz+ap3scVScRAAAgAElEQVQl1h1nqs4Stt9dt022srIyvV8owDQBcm35irV23i/PtzVrK+yKSy+zQybuqxhf5wky+wazn2h0cHZEHheGrzqvdVNEBPbMe9mAFba5pNYGbiy3rBVFlq/8DNdmN6wCLFCDj1hEcYnOkXMqZVKQJ5bonu/Vd5D1v/B++7oc/r966EjXT4IYggyyXlSi2RPvLbWHlS/i96Cuk61UdXjAaQfZL8aU2nrlAy5BYySQAAekaZxV3CvyCOYUYyy5Ued9eXG2G+HeOFlGWMs3Wy8hthu0F/f4cl/7+cXH2YR99pa/zce2bMFHsmmVoR5NblXwxXKV3iAAhRhCjtiNqQxi/2GcW6N8vVBuy13VgLj/gTftnRfm++ifzOx8nUdiJ7nbNZJNcsUojqFfE+tjPnEAK4xDDXpzV/nMbBViLfBARVSPLw2zwjMPsCN0N3YVELR6i3JU5V41kqFl6ezSNFNnliInK3HtMXlQIJw0DqkH0CT7iCgQW5Bll3GqHnAZKI8DGkQRvVpsq4dEHV+nuA9i7j47yftCakhOm+a60LA5E12jLPpItiSF69BpX3WMHd4j3/oMLLd1azYqFmmyi+JRISxPFclFvF+QbJ8Zrj0LnZ44kyDdPn0EWSkIsdZDGCKjLUa7zP1Ni+X4nG6czCQbp8WHmznxjxgOWOKjNhNGLY1W4rEXy+6GHT8PY9QwxHLk2L1xYnwsjc2tSg74ukX1UL5yAt6v/x4eOXqfzdpzeM24wZcXy2HWiAzRvXj0fmDVAI6k9wfGbtCsw5CW3Iz4lsYXCtxwuIeNwjlPEyDYgMQkR5Zh/SHbI/cHpNTnc/Mu7WUv4pOfExtp+HkLW/ubUVgpqEVIjDyRbR3nOLGVM8xzeEzCov8VOSVFuf7vxTcX2mtvvva/I8tolseMHqFieYsP2UYzgAbCi93k5vKVTkgRrti4/2rRYgTGYtis+WY95YadN+Uuq7z8UtdCePKPlT1FclI4OZffrdfpIHVzx+ZAmGP8UWg5EyG73keDDqc60aBPPEJ0vufet11PnWQtCpQfXH6inT1xkB08e7mqwlxZvoc51KMFxbaP6B2lKlxb0EQnz+fGObrouVpE78pqvq8W0TDZMbN5KQ68e0yAVIBNqTd4PnBQMiT8pQ/X2F9ufs6US8iXoacddvQY6zewVJb1i2zqE3OsBDSaG8Qhjy5C1BUf2K33lKkFUaPCasmXRthOr3/gyOzsW39g9wwtsUGN6noqSc1WAHPRvOuzo8HgjQRdi1bQPL1m18desFcffMpuzR2r2ambRGdWc6B3gZ19ydftg8em2SNPiLKjWb81XbKs+7Z6d4mUbFELOEwMogvY3g0Mio26/W5+EIhzgxKcXfYYaXvtN1TIaaGNGlduGzcowItis9mpHmysoOyy0aHEpLN32Xj5UEKU1FFgOtUYGjYUFtfJoH/VhtB1doRZSRIUEhoxMRZMG0jbo0ndlyJplltmfWS1l8hVWnQwqDWTnltgT81aYbsuW6sh80pGmcWbIAXuWkzlTCearaFNUqH7N/SyY+2ygaLmyK7ieTlqPvn0U3b7zbfJhbDeqZTRAePQbNcs+3NikU+QSmZAd0SWSQ4pXlwDnLhWN+B6qE5ko+Ys9550g639+fmWX95D106aF+nHo8gNLQvBaRPFrTqrdJJBTnB9LBLrwOUKrlVOOpB0VGF6+HgOPAB07ZMOZMrQYD/ScaWj7HPP9VUyIWljQJahhxN89XNRMvnaPuQ+OorQtrkOFNs+99k1yDEDs1Gd5lyhtrUKfjTLSNizBI267EFfG9X+516TXDhbgEYItHYFLN9TBDGSdDqLMECgB2G2R5LrFv9BhfPB8xCr3eyKw1zvneaRz+mkCwzSkOxPPQf13Vb9LgE6nPnDZIdCjHVFN5O937efDL5uFrL86AMePP9VsbzzjiPtj1Mw+FKx7E2LKIrbi+WkuNJa7lgscwhgsgSNiTXTlnTr8S0UxUpGHFluoxIrIfYxSuH+Gg+n2lS6+4ESdKRzkjgSH4ipFBxZioldlbSzjlcsqRKlLsfuvOkFW7V0o0zQhLjqlNiqZlholtsLQRqATUoYMGGJV02QWd2QtFh2VJZ035N1NECJZtmR5faiuFkznrENA2noVCzr8RYdbiVybz/viqNF689PULkw7iGBDy8JkCMaT6FBDkpy+2gi1hpIR9tsYb1fR2v98WSkUIJEt42OYm649kPAch2MnzjPtC9S6rIbfOk32DcUadETaT+c212S03FG0UhlpjFMExpl7cVV6iT9WYMvkmIkHp3cjSl+MX5yBLlj4RhJho+OanPDju471ydoqakzdGLmBtrJZ2D+LnczNXmjoPTRQf+ZwZfrrr1A1GdTs3lr0tanqw8lHdYISM7nGXylWrbu2nOHdSu2yvOn2qhPdC5rDXdTU+2dYf3t7F8eYd/X2VblTY7OlPTPM/giISIWgOiA7FAVJ4Rrv0+uTXYH6KRg1X+lOl2K662MNEtQhSgcY9QJsbsNTddrOLKsJLjtcV9jFC8xZ5vmW5vWXL+fapZJYDvuWxpZ0MMx2sSgyk3nUqYAjydFNHvu84plFqOXxfrMNOrcEMxBf37A2RZaZgqJZOtEo8Af5wzh5IzC2psHjppHYszoOf4d/90f2vKV/75YPlia5UsvOM2f95777rZ/PP64HX74V+ziX1ykmFvvjdxygQVPPfWq/frqy+07x33bzj/nHFu7bpP96OzTbcWKVWriPW6XXHqVzZg13e6+/V4bPnyQnXfRZSqe37S/PPgXFdU32DvvzdAM99s1uq3UZn0gIywZF+6x+64EBU+USdzRR572o5/LeHa5XXv11Tb+SxOsclOVo8EU2TT6fI6yf/RgC7jDtf4fSXqqPWY9ZzcJfMmtscph661riWQWQju3bexm2ZV5ll0tVo3mxsvSXeeZxmLpubuoOZwyTcIlW4Vxl2y7ffYqe/WmF+0rew2yrwsx5lz3s0fFb4v2dZ0Mv+56YJqteuoDy9JEDA7jEsmBzrtK/g06V52ZBlPLjaGarHe/Uuvbu5dtXLvOlizZoGZftt9r9xRhXSkRveO2123ph0utu3xQ6qo32fi9x9jR397fWrSuuheo0NG+UiS13cbvYUVlfWz6tGliNlbKt0ZzjIVAl5X30cSPClu1eJ1lDOtpV83eaPWXPmiN+pA5Mn9txO06nXyiYpgi04tkaX8pMn3Cgc4S/Gow8pKWx79Hw50hxHjA0H52/InjFfMLrbdy0PXSDueKWUTsoJFTpRiFETDXKWXSUfzSlHLkkkaw9g70akbCRdEc7t3xc2Q6xCLAL0aU9bMx43a0X51zhz3+8KvaL8VaB026vgKAlNP6hBfmPLvBF1plWFYU+fpcqvjq1bRoklv2souOs0cGipm1ZrN1VQ7B3PUS0cVZ++4R4+AAhloxr9pdxUGSXe4BDZu8injB58DgK+qXmFAQX2FNgvyTd3kRrc9Hc53zCKaggzbuKg2zIGj9sHnQNrvZn87FNmTZGVJh2BXTgMh5ABuDsUj+5kUv2mB99RGYer12OWDQsRt8/Fs8L69frzw3qM8xto2GPX/vQFYi06O4pUGfTicBPIEREE1Utm3MONZAHz/HqAv5OfGHuAaTtw1QU65PYdtNuaWDmPp7R5a173J0/rDfaLizkTF9BcSCpt3AmF8KZWeChblrIMth9Ajw6WBKB2SZxis1wdOvf2LPP/+KRkdpfrn+/Z8Nvm4XsryzkOWKinqNW8GVNxAqaAPuSucjooKmSQcrNMWhIYCeXS3aQqk0y9mTp1jNVZdLL0XyHx0g75Sg6UCDjAYpKZaLE2SZoIATMrpDnpeOEcV0vhZp1uYGe6qsxK7ZZ39rPflKG//36ep4dLW3vnWAZVx2jE177T2r6SWNqyhe5/UbYG+NU7Ctq7K/v/qWlVOIcbO1COnceLGsuzlNBlK/KCm315cv0vumkx6JIbqQGEMVN55/NJvR+XWT2Pg+oZrT/vSmXl8jAMQnyJOWsEktkFxoa4n9mlJlFQKinMnoq//AXvrbZpurgJWtDmcPNSIypT+pESW3Vd323x473op0+NQrQLsNO8ViooflmvhGxPRJdNIuCkL5jz1ra5YvsV+t7GNlq1ZYg0Y2tUpv0Xf0ECuQHmb+s/OljVKiDKVHCXq94FUQpI66EoplTBmyk6LZ3bCVDDc21qlL2sWOP3m87bnvaHW2NdJqo3S2ivXM4sXBFDMAHJSD4huJJveUDY4+3FFYNxUIdJGNCqoZY2Ei8LCBoBmSfNFdQuPn1BTcwTHN0o1oVrcZZLll5hzbfMkvrIc+47PTFttDd+ueKktuljlESo11Ky+Hl3XTFOBbKZbVMc7U+JKZJx9ql35vD/vqkuW2Rd3qm2+60R7XgPtjjv6GnXPWT9Q1qxJll4QojAVcW6tgCpOCzRojk6IjF53jQJTTOXSOyGKERbDByIGh9DL4Kr7+d1Z94YWW10saJdFpKHwogl1mkDA1CLoEYRDmYh0SVTo02+QJSdBzvbeSf/TgqcFEG/0aGlAb8txBq+wdSIpljL1wuyZhYg4g+w5kORodBMHUBbvNcAxEGw+AxO3TXTTVyCBokgz686LtRgfuGpRkzIc2DfRrgnCTiucoSMjx1LEHMAOpp7Oo/eej4vT8FJuO5qc6cYy6KJIVQNFe0jn0cQiwV1z/Eg6l7tjIAaH1QzcVVBBTMvZ46q4eI0k4mLdZP7lh//7mP8qE5t8Xy0HDTjTLjkRCOYuEiX9u/KS4lq+13JmGrfeqw5LkrCMNNxDnoGFnaz+0diyWdViy3r5Isxz03JSSDL0Mg6d2l9xUg8rBALW1WAnKGiWrZ/7hdSv+YJkn+SQOmYkbdoqaerGsYjZLCQT/4nn80zmCnAXivH2xDLrgNGzo1h2KZadhczB1fhw3bObLD9uhzC6/4Tgv7lt0ytLUcGT5M27YikkYOaWFILRKCkTtkS9yw3aDr06FYxSKqRt2qkFOKcih001p2PrdBLGLmcPt45XSYoZkCCbJ9q7XxDCSA1CkFCmOQvPz3bA/r1gGyWpWLCUOdkZZE4MvL5ZTN+xgurB0kCYV6vGO6zE1+GrXaadFtORDalRTdP1rN+zODQLc5vOQV3ymWE40y5102u2jo3T7rExr4WtdetinP3vA9tD0iG2Kj17QVW+x9087zCYfs4uNrZAcCPMRp5gnDSLFos7jkoLF8Zli2ddqUMc/o1nm92kckGxrXeAMDpsiUPPPKZa9aP1XbthRLIfBV+x/mmIpyp5Kt9LPQFIYBl+dm1xh8MX85c6mZoEsx8xpf34vloFFYQTQII155zF2K5qNoElIFZw24gljzJx3lh7rwiUY8VypppzmIU01/h33nY6a5Ws1Z/lCnfufM2f5gGPt8gvPtHnzPrWf/eJH/rf9+/ZRfM/xhiZGsb3lIHvO2RfaRZf+0pYuW2qHf+UgaYrX2py5c+24bx5v553zE/vO939oCxfNs6li9ew8Yoho4L+wmbPesycff9jmffSRXXjJr22P3Xa1sWPG2t333Seq9gT7zeWXK7Gvd3+LnJx8u/veKWIFPeLvoUzMhc2ba6xPn3KbPOkmNXWzLVeJnVIKq8QRjCuYNGbZF8gifEqKnz8e7Xx8Jk3dzVlqlsN+Kayx6nxpZ0Ur53pvU/5QVC2+36ZM61dV7hr7LBWITYpf3TTKKFMN2/tFxZ519WNWP3OxnSCJ3eFHjZFee4vru8l5ehbKNfyl+fbQn97WOZTtyO4m5XBf+eooO+rbX9b7UCxUzoQ78WZR3XfbYYj132NP+3ThPJv17hwr75kf5zUaY8WbUk1UWbuhzv5092s29/3VAjGUD+h1tgk0ypSBZeGOvW3CsN52yN4DrfuIHW2ncaOst2DA96QR/+jdubabjHvH7j7eZixeZNNfed9+IjFu9xufs2Hyv2jsmut+FyHNiyLZfWvc7TqMu2J8aLhb42eTIwr7eg3cbtVa7y96+AnHjtXo0D5e3FaS77hBlwyl0qKXPJ9zE4ap1j3mlbhdByKb5Iw6q2k0ucEXdYXyHhDkGi+OI/+AbcX32VlNNmjgSBs3fpydfdrv7Z9/e8nyi4o5weL9imbO2Ydbd4ygZOwp8Us5MY31vvk24yt72agDh9lkSfiQ7lUq7ylTcc/7p4gFRHC5qceTyJ/IB9nPnnd1mA7E53Vk2YvlYAzQ7HCNOGCFgxFRPILI8rw0JoN2HiwfkFSKz5CrBnLsDENcy9WkgelHvub1k64TxTxyN5DlXJi0IMtopZP6ymeWY3bqRnYwgyPf5OeAg8ji1FMPfyGYkeSLLoVMRu8mUkmQ6QLctGGFggRjqKU4SLPf3dSdvp2MWsMlPaVhux9RaJdhJ9FIdE1zkmdTpKcsXs768I4KZJkmAPlpTFFBntJeLNPEosFOjhjMnnb5hNdqFMkJsyZtHmPe10WSslemL/x/o1meLGR5551Hyva/zotjOjrQmSopdlUY4QrsiJhrNEIzSTEMLcI1zdIsl1atsu533W0bRMupXt8kTUU30UGa1TlM5pHRUUk0mcwXKy2lCKCIiI5NOx0bLWcg0JVaTEO0WPY5YB9rnb3Sdjn+t5ahi7kqR+6tvzrG7lMy8KXWOpvSu5/d9sRsE9fWMiadZVfNmmn7NdbYapAJve9mXXzOIroYjbqgxw4eamcL1T1uzQarhGuvokkNRRVeSmI87MaNQuPlEmcdVtkqCh6Z+o699OzHvvDoV6BphA6nMOK0PEbX1EmbPPpL/e3E0ydaoxDm72UU2imLVtgzU9+1nlWVSqxVIB0+xi46aR8rkN6knoIdpBXTiMRpzgewe4EDJVddLSX9LY88Y32XfmKTRx9mz9/9rHUXvRpTBfSnGFt1y8zWQuZwDiQZMwO6f67fSOjWbXb/6Dik8c3IkMGCkOXd9xxgfUVDOfxrY7w4D4c9zNmSgAYlw7tQ8TiNEyj5BApQUxoOUfxiBhAFpiPNFP3enQu9q48B04LnK0gyyHJK9WjSdcjU52jS6Kii51+05vfnWJerf2mfvDrP7rj9pTBr86YESYTfpPinm+B0jCDj0aKyzPWb7YOfHWl28n728Pwlfqie+tOzrH/GWtNkLrv04l/asV/9mjtx0nyBCkijZJNmXrtWmcLeO8YKOgpSdP7clV3XIFvXwNeL2PQ0DNxQK9Es16tD2e+239vas8/zYrlKFHo8ABibkbpagxA7dU77aLMQZoqvlE4dGmQFZ+2LQv2cw6NUjYtKmb3RcYWh4cwLD6YY5XXYhyqGQf29eFewBFl22YRen+BPQybc6dUcSMZ1YcDnaywxciBIuaYk1cow/xmDDX0fcyZpaOjvlVhkqRXZqCif7R2/0KGDHJPkksi5lizp/LtxmvYdtwyE2Ee0oU/hq+4dATEtAEmUfWaz06vDXAK0x4trn1cehT6NO6c+Oe2a9Rc68y00LvReafYMEV3w5tvv0azQf18sj9pppIXBF6OjOOw60q0jUa8h3oFEehEdvNoYHcV7275Y7jA6Cmp6hzE6MX95+2I5UPEoBFPvhBiX47RdKGCKd+0aWmLGVj+IS3XAr1PyePntr1r2rMVCH+rUWc/V+ySa8V5j35CQN6kh5EWxP04x5p8iQZYRCnoJkCDLOKF2LJaD3xRu2B2L5fbHt7aoWBH3eNAQmRLutYPtIS+FklJJEuRj0dngKwqB0KxGsUwi7kkvqBy63tTsqkOR5o9746C9oRDFsfaFF8VxzdqQZQrNtsejkZP+i8fTYjm5nxRXnYplv1JRdLnBU0K376Aphp7bVUlLLt33Nsp4NHpY721FUfLZxAAUShMUw8+4YbcZfCW4afRyw0zGtakxtzIoyIEstxfL6ei1GCmVn4zLajf4CgSZWauh347XiII/KIHuhu0VGY/DWkkMvvyzxcVLGwQUk0FJDkR2lf7j/jvetE/eXGSF3ZpFb1UiqGI589t72cUn7mVlVYq3rlluv6asbZg9nQ2+oliOUSkKzGkDjmWpvyUJ3d4Nu2OxTILUmVYfSWdHBPnfFcvE+3A3j/dKrCKpBMPgvsV2jmsHYvbfuWEjh4J6nmqZU8OuOHtgCrR7JaQ0bCiodPPT4y/WQRTLQpa9Tm5vfoCOUyy7W61+9u3vnf4fGXwdeMixdtWlZ9rC+atEtZYHTW2j3mtDsK8cuVEDt6TYfn7WeWpM19u99z1k0+R+zgzmY4/+mu2z31e0l0Xz/dOfbdGn8+y0H5wtmUi53Xe/vl88R0Ze51gvSbwefeJJe+bZJ1SgbLI9VcydctKp2ifdxWqSCRbsI+3nqX+5T0j1Cl9zDQp0LNk8mVD97IyfWb4K2R+OGWpr83LtudnzrdYbr1BFo/HtGkkYTcHXdOTJ6acwobQvXSup8Oj3TxTszIJm25Qn5+bcZqsdvEnMPDW/u8lnpq6HdV3Swwoln8uq6mofdM+2665/3kpmzrejT9nfvnr0aKHqdTZkSC81S3N1Jm+2t1//1O6b/Kz7xDCOk1OzUSOJ9jvsS3bC92UQK4p7F92bjfKJ+N5eu1mr5htPm/+RLVGTv1RjwEAOoQGHIRc9E+VPymmuenSObViw0ooUnwAwkB5tlRaySbncoAH50qTXWObvTrNbv7a3DZn5rk1VXOoyvLftqzz+5smPqQEi7bZGf3VRPtCiBnOrWIeZPvEEdiFFMzbkjCSkWBayrMYnLCT3tdHIzhrJLSv7FdmeB4+xg8bJnE3AxDCNSV2vPMfp6CDEiuMYXlFkRtGsPF/fU0zCNkSTHNrkcJPGOKsWIy2Ypv53UUTiCO/Isq5TKv/k8WLtmUqxBB776zT74JWFIiQIQHHWZDIaSt+DJGeAkKejonQmNUu6udO4ofaNM/e1LNm199LnqhBw1btPD895AY6qHNwLL5hg7EWDyoEeHx0VstSQgbQj4DFPOfn8/vvJ6Ki0KUCemBb9FNGOSEMzj6Yc/j5a1npdGms02cPoqwo38OI4R8KVOpq77Hk3SE1mmKceOG4cRn7pmuZ4v9D7owkRTN4UwOJxBymTudCwP6nraBATm1yGR/6LEZjum8+i1+Mg4DRHoWWHJ47eB+PfYNs4soxXQyDpAGxh8BX0bop7L4oxjtV1ZD+TFbqmGcaiI8uB0APGpPHVPamQVSj2kFfG7Gc/AH3/prPZ0WLTjOZ3Ir8JkIOC/CnJg55/njnL/6PB1x23TtaojxHSXtV5p4IEFUt0BPZh0BU00jAECrpAkQ7i6k3cVB206uiU166xbpPutC3XMGdZRQIaSoyLXHMQgu9I8qGfoKcKw4GYDxfFcTqH1kfqoFkWXaKXFsd8dYZO3GWstf7qEdvrT09ZvTpJLdJwjD31EBt3+Gg7b9VWG/qLO63/qo32+kmHmJ1zjL2zfL4ck5nzHCOluGhZSu4zxensrv9+W4Hy/SUb7ZRRpdaoTlYjxZF+r0xak0ZxKhl5wXkYnQ+Cr5JbVdQvP/eRPfjI+5ar94gDEbb4nkDyiyrK8gb3sbPOOVDIthBQmrqK4HkKsLe/u8ren/SMtBJaiOP62HkaeF6mDVqLeRSaX5J9HOzQprkeIvQJdTiz9i6yjH88a6WL5tuHF11kf/n1VFv5/lo5i+LkTGAjsWTOWMzAS4tlECSQ5S6JoZebNaAzkcs1Xbquoq6c8IOJdvARO4pa36TAruIb3QT6CagkycD1dGZfiP1FyYUKrL+H5kdxgr7BzQAoyBzND7o2G8K1Vno+vie5otvlAQLTA31P14s1BrVSaZQ1FeSLhv2SdfvgI5tx7jl2w5WPWw/R+jLVtWl1JX+HbDe2ROhc9dddlMR31fWu1uG06NyvmR29h72+dq19+uFHdupZP7I5V2ikxZtyA30x035w8ikedOqVuWaoaVG9udpO+s5xtuPIoWJWSHNPx83R8lSTFJ2y1BCB4pEgiaa4gZEQCbIcc5YvFA27QMGp0V0v6UTm46LJ+kfL74eD7rEHr8QtPukYUgQTnEvcQCw0/OyL1P06NXKgKCbY8vruIeBIsgpFR/9pVEQHMO5RjL6CyhlBPUzkCNrcMxoXrG9ManxGse4FhWdjoqcnHvjfU7jSKdT/OVWaMWAKohSuIM/u38t+wICLpE7/SzuHdP0wZnUjN7qbzKpMdOJeSIOi6KwOOjUxJsyaGJkDjZkimYYGf+fNmpTJkIw/CIM8CnY0ghkafaJieUCpz1l+8M//TbEsEzg/dD7rhl2j69xeLCeFgxfLX4AsUxQ7mrodDRuU9TPFcmc37HCATgpHdJ3oobRmOhYs3E/o2RTXyEZWqbipEcvmn9c+KYfZSu1j7oP3X6Mw3q5YTixg/eftNOxoPMVB898Xy55YaQlwmK6RG+ox3x5vJ515oFVqDj0mZNDSOuqxOTjbkOU29D3GsqUjolIvAS+u24rlzrNoA1lOEeQvLpbjEI1717nQJI6zvkNDSHKw/Sgo1kUgy5/nhi3UKnncHS+84E+L5c46XZIL5Cjtc5bRTurzunt26obNLms3qUJfCxrV4oZtnWnYUSynyUHHIrojshwNqfZrlF6HaFqAjnuByCibpLjwx0Ex0GlvN0bLf991+nE/KdzKdc2u1rn017vfsF2qKySXURKrpkKFgsnEvYfZd4/fS7TneJ/8I6lpchO00Pu2O0NHsUwcJDl2WXdCu+O9uREh9GyuENfCQdlAln3OsleUYeQGTQ8GAWMbM/X+AtUOZLmNbk9RnD6uOAiDpOP9d42c/sf4K4piqJSgJPwjrpEXUaSRyP4nbtjcYxqT0RSL5wnUHFmJYj4O4P54UA5Ds9x5zjJR+L8rln8gzbI6xfp37bXX2oViP30esnyA3LAvOf805QN1mkGa52eAM3eUAJPrqdZSrmaiRtf5+s3I0DxtMViaNPsXaieAC3ILRkr6JAexA2E14eUCy4mil/jQVVxfpgUAACAASURBVAuBxHmLHBxzZdrSIDae6xe93x2JcTbILO7s+qAUvVyjejUI84UIfnmHcZahKSStK/GxqbRpMpit1R+7Ybv+h6QuS8ERo88t+h/nC40rNMk07H0qg543T68JgyVL7MEGZE56vRrNQt6monmbGj6bSmqsRiM7W9XIz6xGLtbXHrruPat6fJ6KxtF2zuWH2srllbbnXvtY/wF97bl/PmVXXfx3NcqrdJ4x5xrtLP4wkrJJOzxYI0UPkeZ5R13LY2bqve83TsGy1d5d8aktas2xMjfUpVkbxkzkGxQr3VWsVUlr/OI/ptv0JZssY9FqZyU64ofPjHK7rSqaN4mJt+Hq0+07o4osW42OFfrsM3/7pJXKFLdbvkZCIRGULK2LWI+4QcdIJZBYvU/liuRSaJJz9XuNklduVaOklZ7r+MFWvMMA20XAytf0mt3VhF+n/IU8gjwjEMpAllNzQZ+XTPHMaFjyH32OUkeaZXiazP31EUr6nO65ApBEMZ1ok9mfTOFg/xaX6vFKSaskOXpJufT9f3jBums+clcM0XC/dpZkaJJbhSx30ZrcpoZLV2mmG5TLDpm4g518zG4yuhI9nLxL9UtTc7YdefRh0oZX2PvT39L75iwN75igYQdTBaOvACnY47EHKErTz+lzmL1xD9gRo7u4f8h2qKOieI15157b6/MVC2xMG/2c4S5zpUnviDbFOM8fAJUjy3p+ppKQl4Qbdngx+fQRN2gNozGAKWjj1HG1yVxof1201MgAVf80qqqlKVors1vy3JCdJXO7QYCRQODZgwRU1x8vGswuYeiyPmhwEhPcMBYALTE+hInRViwDYDgNO2J0jI6K85P6MdUVE9p9Ior2K/uS/cl19IKYCJgWw8nIUUJ7x2YxNTXvl/w1jPY4S6MJDP07le+88van9uZbb9iHM5/0GPh/pmHfcoOQ5VEjlHxvcSTNO0Qset3UWBzBpceRtkA3CXp1j95aRBVa3CDQMhbovVma5bvvtopLL7ca5p2BnOnQKcZYAP2ta5IZIaXvmSObIGQgb5USD7vLL0J0kn1tKnRbHBA8jsV8kW7aPiX95Kn/qI17cbZlSFtQJ33uwj2G2YB5K61QK66b6Kw1uliLpt9qk5d/bMM0m7SVOW0k87p5nypYzPhYQeaN+VaxZI1N32R2+hVH2nBRuc/aZRdBNGV2wfQ37cjVFVarRZWBwZffZATocdmzdXceW1ljUx54x3ZauNK2Ie7UKdfFXXFr7dunHWwHH7mTTA2EUlIE6wYOkFHXzbPW2auTnrViJbPZg0vsnPOPsl4ERpAxXKFTnYAWIoWPj35AI6xrkNNXxfLfn7H8BR/bpvPPs6XTPrQbb3jDO9NRJCd06wRZDgQZuiVu14mRF/RLIdEUFc2NW2zgoH52xDdG2dhdR/p8ZdBIUJZ2XTmNDKH7YgF48euOfDGrl8OPgM7GBGn28V4+P7l9dBQFlgf6hLofOouwracpQCJMoeUmA27ClhTLjI569nkrWrLIrh13qL1zy3Oi7kAdSSAWd2dpg5U9ofBdFcIJadobrfGMI+2KY3e1IXL/XF+11q65/U826+1XrPb20EEddr2mmyww6yV0mJRkqYLfyJFj7cbrrnGDCJ877Psg6DcEG9fD0qlTsMOgAoTY6SvQmumwqbnToO5v+c1ywxay3EMu3DAoaDygXeX3fN0z1F6IcnlPrXu0/Y4Qxygn/5qMFKCzCaJMAuLXMHFhhNJXLW1NmRBnmlFO66EIT10wkTWAujqtmk5vBHmCNfceug8GyP756GAraIMs+2gAGi366iZs6Mt9hEB0FLlS0HfQk5HI4hEAgpOtIAayTNBKx7LFVY2khcdAoqHDUTm7mUOiJ/NZyompGpb/JOUE5nwlVZgjudkYTAQlMM04bSddUA5QGmxpIyOcF5PxDPrsdGXppvaTG/bNKpb/9B8Uy5/nhg3D35ebJ7Oge3GfUqMg/4wq4GGLYFLWcS5vOoKG65mrYtm1dP77gfrx+6FZTpP3tFimuRROz/zjtdLZwuxPKE3p41Est1OYaWBAba9XwLrrltft3WnzFGelzUuK0KBhS96iuMB+aW870S1WYaODMJwA2hP1pgRZ3p5u7c6oFCNOw/ZP1gFxhraqMXWK9z88+2B5POyqcTGVfpBxLfgXRoqsNcyuYKmgx01emc8MDVvrkBiUgPIJEt3ZDdtfOUFZOS+gz3cqHPVzd4B2unUUxOk/GpLto6MipkThmBbLnZsTMVKq8zzlDGhpep4ormJ9tyGOWpPQ0PO2v28Jak6RG/fzC2YL+4kT1DJeo0ebkVPEPAoqnNgL0O8maGr62XmvXjimodLfFWY/kdDxOQOlDIkEiSGfgc5+WsDxt1wjxo1kK/mKET1xjfz3dT/DsC3eS25elt354kJ76daXNEonTLpAxTJFTXvv6P3soRO/rIkOdbbFDcrQmwkx1LnReYwSn42mWyDIIFDtdyzo7zDSWBeeCiWNA5Bl6NmucfaLk+w3f68kYTETdHsjL86kjo9zPx2V9c/c+f6TxJGQObLstOcEmQThS2nYHfanu15TRGPwldxn7g/XBRSH2N2+d4ir0Oe15pU78TgFvHto6A/cj0KPp5/LDd50LQAeyJEcZcHIz6UR8RlIPGlasatP/eGZtnL1vx8ddaDcsH990Wnyr6lzFK1SBUqcHcFKQobF+uFMoYHqcdlzw/Cv4edZWitNGt3HmYfvAEVxLewL996L602TjOa5AxnJdXTKJSiTzgVigu8LRzr18ZzNo6KirsmOOvjLQhQL7MunXG/1b861D74/0eznR9gzYqNt0osgGykQ1PFaYbEV6iLtWl2jx3EgSqY8gFyxj/Ue3xFKnqvn3KO13kSIVLEchkzZ6nKCdZC0IxGzYhXORRutorzZPqzRlBDNUF7+l1bbc9RQ23PPnW3kLoNs9ToZcl15v61YttkRwmaBNdCXcWXGlYNucGOtXmf/MTZBPiyr//G+fbjXjtZyxXdsWs0aW6nfLyYndM+SKCJ9pCpyKuRRysuLhDxvELAx5/1P7e9TZ7rkDhReXEKb+J19rXh9hU15XwaQYlV11zUsEAiwbVG18gHyWO1FsY3aXK0x6lL8xuw10/1rdO3Qngps2CYkOUtSvyHDetjwkQPty0eOsm4693tqv6935lUAOsgpQYqjgc3+E8ilc7JYMakK0EyGY/ycZjpjUku0P6s0gtL/zpHlMDpzWVqKOHdAZEOzHHmS++QoX7lv8pv23tvzLUMNl0yxI7fq7II+vlWIc6YaHNDK3ahMxXSWGKbrhg622289wQarWbJOhTEgCBrf+vouYlXuqiK8WsZ1C5OiP+Yae1GrPYpMzhFvvV/fUwl4ws8deaY4hcmnvcbzsqcDFCRHiaKX+xnFcsQCpI3OyNVe9znL2jsiVUQxnvj78DwOpugreRjXz2V8ns/pDgE4wLCCtp2MEKVZ6JJH6N+OhMMuCS0z3ktuVEZNAjuPXIriHsTf50LHegstdCDFxLsAvgJE4V9I3AIIA5zxr3iwEGcoshNkuZPBF80u39PxldgJc4/8NMaGhkGzT8oB0VYR7xNuXP4FCzGmHWHsyeHubIukBnCMUjHD5zCnLts+HYfYmSLLGfbSW5/aE0+9IIOv/1GzfMekW6UdGSHadZ13A+OmhqFJFEb6cArUJNctWvzNuvjDlHCtF8qYA51gS1crEQ2bOcu111wmzTJFcbhoO4LGzEc3Lor5YnRI0C6T5LuhmP88aFc+UgctqG6yH37QNXgc2oyCwiPSSUx5cq4NeeYdK1aHKrO5zrZJR5Kh9teavr1s9XnHysmnv725ZpG6bBHAeZ1yGScc9NEmy7vhcSsT3baLNkG+bvp7owaY3X8Rc0TMXv/ITNqPactX2HoO+QRBgz7gg+91o5iRV6aO63X3vGOfPD1LRVKeUyy52dV1DXbEaRPtm/sPdUdxFmKNkLZ/rKiy2Q++bRmaYcoB0NK3u5171ldsUC+ZOTjqntBI9Rr1rvFNxxLpmqkgylWxnPnos5a3YJ5tOPd8y9iw2i676ClSX702A9iFGDvCzKFNwgwihLtt0LF53LuPMpvI0zXa7bCRtt/OA+VqWWCrV9X7vQ3n5BT9p7snCg3mVBh6JfbyHJZue+9U4qCF8fOgYQeFom2DJeYBaVLAPaXb1YitfWIe4DPcdG9yFSDYCFzvhrwC6/PWK7bssdfs+qwx1qhxA1AcUzdRHzSJuRMJd5LU85inwQr+6q9abq8sGzesq7343nRbLup6iU69X2tZ/OQr+iUKP32PcVR2idmpN5v9bV6JPfLgHUr+eniX3Itl19KniUKCrHoHEOO69mKZYNEAFZ1Z0iqWe950g+6RNMvo0xmvlQQ31r3LDXx9h8s19B+aRzGHXNeaa6TDkXUfmn5GsIWrPA0U6EgeZHXtS2hG6Xlce+wa5OhAgzgHQyPkFAVJcEcPT9D1hEbFsrs7au3l61An+CH7wrmXQtadyXWN+HmOrgN0Lx+34wEsZtdRJNfp+pD4QEXmb0lyobZlYALCbYKeSYRNEGFHp9HFUCz7aygwqy1IMkUAZV3ENSfQR7e2Aa2ydxWDUhRzSOULgBO3U5vaTcvcNAU2C8WyYlB/mafcqjnL/4lmeScMvv6AwVejHxrQ4FoUibt40A2Eh8OPDm3HYtlNxsSy4DN1MkHSNeGQ5Lr6uKQUNdXvcyhyaDDGK0YgRNINwoo+uR1xTB5XQho07Bi7k/4+1wTEpyNCxU8d7RLS89jU1+2Fp+ZYaU+ljjQl9DMfBZVolv2J/B+JFIyUoN+2IXb6zD6HXfsLiURnzfLnPw6C5IWQxySTgU2hmnK72o6iTFKAQIVl9B6zVDnIqzQ5geaMj0vqUIDQCCDRdqpq1GjtBl+4ZKemSaB+8Y6DYuwO0OnHotAUEsk5pjWRjgSMtme4Wwc61k7bJTkm9rFW0cZ3oh6DLOuetbsnR5FLx541yviM1LwsjJyIu2iTE/dk7xcFQ8MNvlLNKndAz9Ose8YaiM9MYhB4qptXOXUvaLjxeCCLsBqCSp5+qigUY7YwFOb4g1TL5WZ0+mzuYtqhsCeBY+Y6SXlbsay/82tBEe2MgLiuKSqbNgjSYjlPsezP01faS9JEOjqKCROMEsX8mV+dYBeP7mVHjyhU/GmSHErvDWSRQhODQTUH2SJ+60DPFctd26c1317xB2PFk3SNQmFvUiikGnUaaEFVZ0GkmmX9Ps1KL4pTw7ZocpHsov3r+LiPnSOJ1e+zXjt+ZuIsa8hdrDvsQxp17K/QLLfvzxgdBtMloZ5z34iR+pw0WqNYTop6PS/XHbYPFFT+kSA6QqJfcfQHBkGE1rYeSOhbOzc/opmROLono6OOPwka9r83+Dpw4rfskvNOUZO8zqmbnIWgaMisUrOflC0IasT6Dsde6OnsbZouQoPdlCfyGpqeIb+CfQTwEGeMS5vwKiHjZV2RX9GQ5TxJmDWcQ237n58rkT70yCOs9S8v2V4/uNma5Tb93i7DLePBc+2tadOtQuuqu7ovb5SW2uX7HeAWvle99Jrt2yB9sl6jgNyD0YW6tnnq0D9V0tOuLSqz6SsX2DqQsqSYoJlJI4/4wT4ukMizWeM0u+W22HqdoVNnvKaxlEJb5LadvVIGYRsy7a1HllgdzQVN6wDhbBG63qoFQAzNz9eeV1O+hYkjGM5qKHGWOtcC7u27Fx5hB+xUYhsECkFbriEfECOMPIHGMOdRgFdB/wXJ7CkDxZt++6wtmLNCqLhGSwnmGzy8v+2yd3977J73tIyF9gthzcpT8dg1X9c0aNYYMvJ+mD/srtYqlpHOdGV+sopORi7B9hu2Q5Ed/o0v2+ixvbyo7SEZQ4VowTkANMi3yFF1xtLk9DymIMsnxEDD5uyluORroYp7WIsOlpHXSHPN405DFmgQ4ICKZ3+8KaELax9rf7P/acbx+8XK35v0/f3PzLSPXllsBTqP/P3CaqDRm5jYZqnop/iHhi0Ruij2TTZi353t4T+erYZBib384gsyXt3kTQe8YEbJ2LiL5jOvWbFAn2+L9pKMV/GHAFl2I2LytGB10CzHj4ccxYvZ1IgMsCQpLp0m7UVrcr/wfPIxblFMO9NPeyqYgzGit1FxHx8g8rvUDDcMzQJISvdeAE/khxHPAllmzrLej5B76iRculk35OQ06kD0a3Vf+HmNmkIYaLkhq9Y3c7q9CG9z2e5A76b4V7FNfsnzk9+Qo3f2tGHOdzCNYSI6sqzmjU8hSpoDYQgWuZ77yeh13QXdQdF2aQy/RyyIYjkYQWRemQoArpVWLCF3JBehoUYDneYiTVx8bGJKTSDW3ghOG6kJiDPzo1X2qCYK/c9zlm/RoPnRQpYrq2t9MVChg4rCWWdeGx2OnaUF+GNemd2y93jig7Wu3mDXz1lgu4lXvLahq/WWG3bBXXfZ+ssu1wHe6IktNxeh/iYs4JNOCZugjaYh5KynEDa+9+I6GXVDAdUdy/aEa+/ucEnB1kudi1fK+9plr8y14b+PQ5mOWcuWGvv4mlPs/vG9rORTUZRB4pKRNyT9PUty7W+vfGqP3yaksqiHbd282WeyVvQvthMu/bqt1EWfdvIU++px42XaMM5w96RwBTHj/CvWzeCUozu2uH+pXSJHxP4vfCCPeRltJQj0Fr3gT35+iO1z8I5OR6Lrc9ukV+2t95daCRRiLcBMJflVvfLtnHO/auP751t1QtFwd2jG8HhRQLGqwCH6dkrD3va3f1qZqDqrz/q5Pfz7R+yd6Wu8q9OsBUqAY04yJg3NHgBBAYV0KGElkGzTZ63pVW5Vew+1344bZHvv0ddWr1GRrEKJhD6cmmOQvesiku6WU1EwW0tcsNPDMii+4fiXbtx0occg9KAwx9iwYBPU65ADlW+EiuEGX9GN86+JkyA07IySEst76ln759UP2kMD97Ni0YVY+J7qqxHgaF+SC/M4Bl+MGYoZnBzG9fbJiudVEzfIvdLsyZ+baeSnS5q9kNO9dPc9dfIefk1arrvMrrriMtt/n33V8axN3nPorSkiCWYUJAQDZlbTRELbkjYOcCgm8clTAbdFbtgD/vB7W3bmeZbfJ98Rx+jCtxfJdAZZ78VKfDeu1+FRBtMCg68wwohgq8NGjQpo1m6Qxz1hVJW7xseIAYJ5lZBrDiEOc6fF0OHU9/VQ+XAq1/siocVAgiSfNQb13YfR616TzHEvYnQWnT8VdtrbaJkJ3iDKmFPRofTgRfFIsqfg5+6FHvyCotiiwOyoCekDDqyeyNLUoOsYhbkb2CnAe3Gs/eDIMmPeMFHTXguEOGZRMpYqC51gMmqMAMo1AElJHUjpenrXlAOB7ihUNR2orisCWZYb9qRb79Vs7n9Pw95x5EiNLpmkdSoatrtZJoZQEXa9aPFRQ7p/TplM8C6neVIU6zqgWWU8D7+N+RUa8S563MfxeFKcPq7fUEOBz5vk1jHWSXufNco9xdE6TSDdDdkR5GQGsi/nYGlw79mHPL+jkPwfyThNLCU4f5Uz69svz9P6ECXQTTRoqrFT4l+QrtGSU0THSCk2WNCwEzdsHCW3Gx3lKAXF33ajo5oZ18Fz+nMFKr5V/K0jj50gZ/gcOXfn2fgJI2z5gnW2cMl623X3oTLe4TNonWPgwWUCWdZ/pxTz+GzRJfYiGmdwChB/kxEP+M+YOZs4Q/urx6EJIgBDI65PFJo8o+uAde3cnT25HtxP6IAkP07DTooZEnmariDLWUoIvBmUFL8+IkS/y5kTBX9Qg4ltmJ6kxS9P5Uwl3UtGBILOpJplp21j5ObFMogzbzSeK5yeSbRSZDFo2K7TxWSz7TO307N9/rKvYd5rXAdeg8e3R1Pd9RqqsooAp2En5nI0Nhxl12eLkVLthaDrulVwOCWdhpJeo0Bozm+35tmbZ91nQyvW2xbNg81QEOF6b9O5uXr4ALvoJ/tY/ujBtmONYq0qqS5iWlXojEJSBMLgt591iRs2RYLuT/xLoj6fOWGegR74FUquhVOVHU1vb3781wZfziwgLhLzt0OWE20yaE9Hhodrlr+Ahs3jndzQE1p1aJPb52/HyEI8F4jd8Xig5gnd2tE27n/EI/55Y4e1mmiTOxbwUMlhCRJziQfHnfif0bAnHiQ3bNGwyQU5l2kqA8q6eZ7OLM5AyZMdTQIVYr1SCOCo6468umc+61WHLCZaoLLEd9BBn4iQnB2cOaw1ZGcUy9xDrgHNQzzJQjqHmzHJcVyHVq3T7qIWH7HLDgJtetrwwy+1HjV1tlHjPZf94DB7aKfuVr653paUl9gZrTqwp76lLvkpNmrdMpuyeKmtEvxV4IypYAIhO9qs4vqkPcbbySsX2ylL11m1zpJGGGXMlY1d482hoNnGiKhWxcql89bbVD3/tp611m9isW3rQzMrx6re3mxbFquJqbO5qdKsz4BGe/TLO9g15f3scVGb31+91Y6ZNc/WtYrevEGv1SvDDj5wNztM8q+qjcqXSyM/KNFmdGMp2Hk6fymSK5UnIGmrVjHXU8Xl089+Yo9IV5YnvwqamTTBW7c1WrYOb4pfkFW+MjbUi2VYhu4Krcf1+zECSu9Tj2dJo9zUiPO8/CaG9ZOD/UR99myfhBJaYjVOkkY2SGNavLt7NcWP08UTryP9PkV/teqAQoFrxF8/q7VP+P0q5bY+kkmfw3NFd5mGhq2/0+tA3w7NcoBmyNZ698y2F5+Wcdo9L4sVkOcSQjTVGE/SBEjnQncFIVeTIEPvu5v8g2YeoOTvwq/bLLFesrrk24Y1nyqvEvPV6eGNdsjhByunKrS3Xn1eHku1noc5/Vi5RhXFfZs2ORr1YWKb0J4TPx6P/8q/HAGmoe8y0wRZ9hFZ6cjOmDJC8ezaZNgZiamvrHr8+wCigu4N7ZwYwevliwXpsrqE5k1eR5PZR1FRZKfGYAmS7cCD1g1MLuKlA3esJ5/rDcjCSNT4PC6z1et6vqh1j9QJZqIbuzqzIZqHnEkOppCTkW86qBQ+Rt5wdM1yOmUmgIx0dBTnJ7kK4CfNKnI0JJ0w74h7gArEmhhVGmwndl9MUQnzZc5M7ofno8pliIOw6Zw2zvvGg0DxIm2WMyHSdYDaw/M+XW933f+oGBn/o2b5D7fcauN2GalFvcUXJx+Gi02i2lMdgmUyAPiNDroPi3qbrJIDb1eQaZ05S3OAl9mCbTnWCzfsW++yumujWObmhRYhSfoT7n4PLSbmyPmcMdx+k+LZtZiJfpWA667ZrtUMlze3cFfh1U0HWIFu4mJd6d/+RiYKstJH/9LYWGtzz/2WvTi+rzVqzlwXJZyNFDEUerppZVoMLzRm2l8ufdhy5C744cTRWrB5tuO7HzvSnVWu6mlVtSfpxUJizrjwcBuuDb8N6qiC6uPSZa+SbvYnGzdYRa8iO+6pBTZ2iiD9ou5aRCSfYWE+4WeHWpaC7jRpeVbqBpbd+bJ10eG6Ve6O3WQkgVs1ycd3L/ya7TJUxjdQvjiUaFAkG4CFSNeNbluNNny+ivO8p1+0Fo1buL5gd1v0+mwZpYCCEiiiSG77ymgYBoujM1HmjcNz71372aCJX7Kv79rLtslMAl0BG4Nufhvq7xsu0MsUOY5B8NBfOQwDeWiAkp/oapyCop/z/tEYgj6wwWi4uJ29U+8DmUAvxNxKaLVBw2p3vuPvQRILtfbeXbDR1t5yv5WuXWb39t/Xemj4KA54MT02SaQ6fGUj8FNHZvRfeaJWzenX04rGNVn1/ffYAcPMbjzJbFSfKP6cmuFJq27dj/X4+IPs91dfbBs1vztTGh4QpdDgYLwQZlE4LpNIcg2gyLKenAlBcPNuOrp0BR+5YZfffL0Mvi6wfBl8YfwV88bDzAfqOkWy06d9Hl8yiiDR8qOhBs2vYT6zOp/QmXro8N6MVoViGeRY18oplnT9fTQBncVAlt2EzY00opEBEhJjukiEExdsdOIYlfloqEjew92aTiSUOcbXgAbEV1B7iiKnBSbXnYYIemM6lNBf3EmUpk1i3Z8GKy9M9I2jppqV2JWxUolm2Ytr0OykWOazE9A5qDz5Spo3fnBh9qfko9DNytKuZCRpHADegFNjoaw09N40FNhXA/oWy+DrXpv6HxTLNAsfuvd2BeqGRDOkKE6eniSnFC0kjBiypSOlfO2BLGoPUCw7JTUtrvSZccMGbXQadlKA+JxlPQ9FNPeq4wxh9gDdUaceJ7/vZlfod0FTlSilyBX0JIqutseVnDpyyuJWcummHlpLebqh9z08w56Wz0KBUJatGAFKR5d8sPhKUSu0IYtuvGtik/JEz8Ucdqj3zI5vR5ZTgy/Wz/Yu2aFZTh93FF6fBZp3i/SGJE3fO2N/e3quiuV/zrITzpxoWzVaJau10b65zzAhL+jk5OWgPQAqF/TsFNKM4hv0nWvE4Z0qMnjLTremoPRiKZAqCgX2C4+nbspRYHONUhp2Wiz7H8XYHWXsILBpN6PNYRj6ph5vK+z0+yS3GON1pOE7sqxYGMVSoOY+ZCG5nzSNUjTd45oedy2zTn6o5KmxlBdRXizzXhM9brKvQL3C9TpBkNGGEfYdWQ7UhyWR3k9eg/fqaGqn4jeKIUaf8bnTNUyB4jOHP0e/jVSKa4ssJaXPa/nb77oV2l8fesds3lLbY+5i26ozNkPno9Ia26qzbPahSl6H9bE71HzPOnpPO1Vdy2dWrnT6KUmPU+/8vqWjVlI0NWkE6Dqms6X//ymWuTsdjLz0+p9Blv+FwdcXF8sx8qszsvx5Bl+RTLbPWW4vltvup+IIyWI0M4IBFMUy41lgFfznBl8HqFi+/IIfuGaZcx92B9Id15UnZwwoDuc5a95no+rcJjHv7vrH8CRxbEA/30JizpkDPZvGqjZBV+WOrkkmHwDlJaGFueQ0bBqxYQbE9z5GKnpicVbpcSmRgeUPAQAAIABJREFU7UgZ0tqdr9suNz9imTJAbVKh0/+bu9vx355gl/YstayLHrKeL86waUftY3bxN2zampW2RnSCQpf2kGY325iRO1tRzz42d8Y7NlPIaM2CDTaht7TLOu/ZSFtd06mmtrPnMLoNd2bOoAK5J9eKFXPvHa/ZzHfWWLlyqaKdcqzfETl6n5mWO6DVlmXk20sDh9tdgzOth3LmJuXJm/JqlNNk2bo5a+29jWtl7LDVBu9ebjtoT2xQblYKw0zvLbtBI9BkKIa2tMumLG8Qb1uZa2WihlUrD+4lKO7j3EK7/AEh3E/NtLzecitXrof8pbkBx2AVxUxyAUDB6Co1wHIkGTo2MZkxgiRFGpcld+1SGa+dcOqeaoYUWN/+eVaxXjRq5aDRJI48xj+/u1cjs4w8pKKCs0Z5OkWuzhzOHvwVHFnWdaqqlAdMgriWamRmtRBdJCU0+2noEduK/fEY2QRogDwsGnsqCpXPrFYeeOtl/7QCXK69SFZyovePH0/6+ZoxtU3MbLuoWG5VTpGt/GzW365QHdFg9735kWUN6CETXp6X86LJ+vfv4U2Erdu2+AhPEG/kd3y+aoxYHUFO3Lu96G9HlsMAjOaF1jj5lc5jisvUaIvpI4zspDjmupFPwbQlx/apQq71jbGxadHryHEyeioYt4nLtvZg/F08P/koexN5KT5B5E5ufAgYkzCpMMbC0A5AobvWlSPLkpd6Lp5KJpM968+rXB1pZLM2XEgkg74NYxEiEOe/F6XuWh2MRAfEqJ9oPmnP83OuQyqN8ykzgFP6e8aBUuLCNkkNnX0klf4OZJkmeKrtJr/01rbnING4BCQC3EEOSUAg73SJHqOyvFjG4Is4of/Pm42e2vhZ/877y+0pTdn5aNb/WCzf/LtbNIN0pG1UgCSB81mlFG66eF00j+zB2RX2mDRntlCb+7v7WMaJh1vrh3PtiffnqshUN21LppXLYAHNcuVlvwpqWFIkuIEXnX2/yTG/lA8NNS04+iBpsXnQOMOdZ+QNhRbaJOimJP9uAADliA6JblKZtAmP13S136+tsx2kYy5ScFjSv9yOueyrdoKyqK3M9WIsk5tSRaGH8OXJOWvs9j++Y0edsJv9ZMIQm6PHrn9mrpX98z1rQrMNEifdS4/SPNvtkJ1tuNzyVkl/fMcTH1rZqP42ReZdU56cbbP+/K4VqPjV7YkDSjcGb6MGtUAytBpatYDrVLGWDuplzbsNse/vNsB2FLr9z+fn2cvTFtgFvz/RdhHyU4XWh25M4hJN8ssG8YRAG6RFgX2N6CQVk6ba5tfestt77Wv95dK4RaYGEQgpUhhFoWQXMwNmdSqwtHbLsZIxvW3iobvY4WPKrVGFYIECTKUGxbtjHo0MN1NI0EpvUESAcoMvNzkIfYVvZKdjh+NymBGEtpLGRlAnkg2E0x0Ohwl1GBMoUEgKK5DlBiVOOCiz4aBluUOiCsNtWugzF66zSXdPs/0XfGAjWqrsj/32tB5MSEeLnHTT2WxRtKGuZC+lXedAjjHCeuum023SgGIrePE1u/zWO23V0vn29sVme6pw9j8i51Qx+I2rzN6uGWV/v+cmHc7Su2OUgIaG4teLZA7HKJZdgwEdC1f4hIruiHJigAeiW7eqxgZNudFW/fQCyymDhi3DN3c0j/XsI9eYUy6NPomS02qSplCMBIj5gpWiLRXq8MagwbVA2ic9lExuVKeRQ2kzxl7SLEMPolhP9boU9+jE/Hm1v3ysF91/XVsSeTQtHP7qJzgNJoIL8/MSTYkHndC0BK0m0CS6dUFrDCoshRqMCxLbMFdgxh4Mh9Azu5myIhXPDT2RLqB889x8DAoaunECoOtx9dqg3Vz7CPwgJYxfC/8CR5S1HzAJ6S6GgptXpNQ0DibXSYV+m+471zrPNcsqlpVE/e7me/6jYnnUThoddU/MWf4igy8OzaA8xufzIuf/ZPAVc5bbqa3JGJ02N+x/PToqiqs4HLxY3t4oSG8NIydiLMVSNxUsc2Yus3tufFoxXgmPEA7XDjmF2e+qex/4/GWn83IyQjmFhv3fjI5SUg2y3KFYbisEQTUIkoqZW3RoNw4os1JpxZaXlluWHOUK5aNw2EE72vr1tXbUt3a1wYN7KwnTdAYla9ubndFQ8MZBmw40ULiOBl8pKhePh9toSsOOVoAKUCVN6H0znGIej6Z6XJJUhdDPoqmfM1LK3Ul1Qymu292tFS8cccSVGoO3BB1nzfucZd2f5PFounQcHZXttH3HTdNiGS2ra5OjaRFFMMhyOiKqXb/b7pLN/Q9jr7TgC3puqtNNC8EwOwMViGI5aUzihq2zuXOxnDS/nGKsswBEGLMrvSEIJR+KcfBrzXo9edVyu+/yf1iv5evVuJZ0S4wGzkp5DIt2rTWoM3LarT+1jO9/za6Ruc4xWyqtnqCj64KLMe1n9rpryh1BTjRsikfVxEO9bqabcCYO4NxPGgpuzBdxiPVLw4SzlM/cVXGGiRdxn3XtdP8xp+zYOGDxblGSz3xQKH6xLtqLZZp8xAB0cul6CTfsYDtsb/D13xTLJBAOEHBNk0zv8w2+0s8QjRoSU5p1gUbHGg4qZnw29s8JomGnBl+/u/Y6O//CCz7X4Gv/g75ll/4iaNh5atTSzARlD8pszBSGUsn6pLmyDWkRNGzlO60U1+gzVRj4bFSdJeQFPn4xmTjBdfIEV/lOmKNFMz4w3Ng/SNpI6Pke00cutTdgybESBtNAMc72HDLE7JZnbOxjas706mF6KlstDfDotRW2ecVG3UrFaiHks/9xhZ1X0GSHLFxm27rnusloqzQiQw/a1waV9razH3nRCt+aYZPmVdpvzz/Y+qgYPWVvjXkSYn3vtDetZG2NYih0z8gHMFU1/B20D5uUxN/y8Ae28vn3rWud3jdjxBQ/e+j1lvcotGN++XU7Xk3cVmjP+nlOl0aZlRbZHS99bO/e/rw+2zb769NX2bgDRtmTLz1hRWoq1ejadC0SA7FrrbXma76xqMSARJsyxZZTfrlFuuPS+h7eKGx+v8nu+M1bVi9H6voaJAVYFmdrXbMWOKvkW6NpNV2VM0qv6N+DyAbyrJglKV9lVYvtPK5MTcxD5GVT7MUsSKZrhJWn0LQvkhbZ41zC/kKbXKXmV2h5Y0SS5+kgx649Tv5OyDLFc2iWhZgnZ7XLM8mLXO/eYc6y1hiu1z5aCrABfxLlDnc8+JZ98vJiIYs0+dEkY5ymGC0kuakZN+9ww/av+PMoGVzcu9y+tUMPG3j0l233MuU7NUiWYD1qyohmYOeo2dCq67Fo4Ro12nO8MRjsyZiGwUjPYtdgYzwWCLp7N2Gc5aOuolgm1wjDq6hnOmqvU1dvENSUHRSa9AALPQ9ziUMgxzAX3ReI5oTT0CmWU8PWYB2l9PRgZ4B4qzmBLM+lN4ybjQanu05T7CajpWDf0bhP/YX46j9PADKaIbBBnGausyZ1y6YxGkh1IOhuRgw9HJaJI8vpaCmQ4mAwphI5vicWkzNRvFM7cJ0AUwF3kGrQnKVB1omG7Y7XEROoFSj6W5U75CP1hG6tva12kIM1nENu2NdWLEeBDG6gVr7yji72zuzl9tBfnrWPP/gfi+Upkyfb2LEUy9CwRWnEbEofMl+L6jANlK/9+Z9t32mzrIsCwWsnT7SMa062j2e+Y8u1KCmKNzVqdFTNasu8eYrV/kZzlt39js2TzGd2y3i4/yoSoJEmKCYFm2uX9RUXPFx9SfycUpnQGUDUKtEs8PdQhp0WoEWkm6S4Y3MH9rR7H5xhmVNfsmZZ9a/SmJITvjfBjh/f3yo2NKhIUdKSGDFBM23Wjfn9Lx+1bkNL7eyfHqJirF7mDzkyhqq3p5+YazPmr7bGT9brxsj0Sl28rtxIOiNaIS19NOtvTH9r/HCF9aqolf0+phEJmpMgUNACWoHsepfZIfsMtMF772j9yvIsj0NBReHzLy+0v0xfbBf++GAbqEBV4yOXgm9Pd4WNylihegWs7gOL7OHHPrCX/v6B7b5ugY2zCrut1/5WbrUqlgkUCvpuzsBMOYT56kz2LLS9J46wrL5ltqfs/THcKNbgeUczhZS7zkQBzu3xVQynJlKuWUYP4zqUMPAgUFZo/FcPFXjuTsyAdIoa3fNqzY8u1vgv/o6uD9SO6FYRcNCj0FUU/VpriIVMYpvVNjoqEGgCrtoxco7cZA/c+ZotliHbFiHwh1fOt0H16+3uvntZoWyy3e3Uc5akMNZ/clB5jz1xQ6V4a15XY3N/eLjdcPwutueSlbZFuqWtW6rsyG+eaPee1GgnH2225BMzMTLskDFmc5aZjf212eUXXWmjdtnZsrXpCpScp0Zz0EzoqjdIU0KxjHbXjbp0iITmInWr1OM0eTS6oe8dN9qan51veWUFiRYnuu2BLIdWuUqJR+wD5iWrsPPGQnQGQ8scRXJ7kAsE212yJcAmuKWU5XwF09SBHCqcF8V+rwJpZh97sQz9LDFVS40mQDJ9GL3uTejEIrnEHZvOK99H8pXQGlMzHTqBTp0LJJTE0jXx+uV0ZrUPuHcziCjUofbIZN6p3rwmxnesJ9cBsdfR/2hdQteLMQ3xGbnGIG3ot9P1hy4bMzQaDMSCttmMPB8Ita5tpbr0gwaW2m1/ELL88IOe2I4ePdrmzJmj98Ca7GYXyVkeZ1j+tY+OolgOAwqS7o7ID0lBmCNtXyzHWKvPzFnGiOP/4Ib9+XOW0Sx3dmGOYjkcPFO9L1kl94zC0em5dGCVuBZL0vHoJxvtbxp70l/7ernYNbnqAqHLpomYumFzTzuOjnKKnlMxQJCDEsvvYAYDJT8Q5PbHQagplsP4K6HQOuVP5ivJ79PoylC3ZJtrXCi2cEhXMiH2AUl2qRpNp2hawE5jB+s3Q4aRovgkAKy5QF+9XRYUTS+KKX5TDWv74zAw0OZ3Lpb1el4sp5rl9gIEuh165U4adF2nQFmhHgdaG3sDzXI0ABm91LFYbnPDppnRUWv+L4vlxOyMvfeZYhnU/IvcsL+oWI718PnFcvqZv6hYDiok+7idkhyFI6h5zBBOP1uSEOnxDCFyRb0LbOr6BvvrVY9Z4TKdpwqkPrdWyE+LAkCmoMpNeTm2YI8d7Witg3dG97N144bbD5W8/lAJMOifN624n362tiPLSH/S0VEp5y5F36F3Ok25TbMcdHs0dAAA24+/Ii52NPjyecpOww75xGdGRCmuhadAFHDu0OzFMkCAjPk6MEKIYRTXoO9hCBa5AvcDGnZKt+Yk48ko5DEVcnZEsub9q/6fUzsVH/3heMjvgyfwipNOd9Sa4awlgVyzqtZpwdu09/I1KueoY09qGx117XVyw/6COcsTDzrWrrjodOUL9c4+cpYRBRLaZe0Vzm1vwIIcK9HVUWbNaobI5dFGqOFVxfxM3U8S49TIi0Q3aNgJIu1Ms2jMwl4EdeJaEhe4Tm72Q5NV37chy97Yw4QyiQW6RNm6x/sXlps9PsuGPv6WFVXJURv2jBKGrqLdtkoWt3G34bbq2lPsruq11nej2GNC2JAfleje7pdTbuNueMSapGdskiZPsmKbvccIs9+fhWuQaBh19r3sGvvBx8usrjjXtqhJTbHo91VMmEZpmHuV5VqVzr5Jk1+w6nnrLEvnBksA95RqnetnXXKI7dy/pzXgMK/n3CRW4qsVDfbuQ69Y5nsrrUlF9OTHrpRUbKA9/ugruleS+qkBRlGEv4Cbpwk8Ypb2xsY6yynWvlDR3LVUE026bLb6/rk2Vwa3jUvWivqt/G52va17S+9tQ6OKGRkqFihWSzudq6J7q4pKXKIpMmEXyYhcPPF8m7jrEDvw4BFaQzm6DxKwCRxw+SSu1DpzNifvh6KWOEDOF67XNHbUtCef0ft1Y16BWpWaREEzv6pSYBcjYpUrcnZTbJdqlGx1tZhBMOzc0wVEWsU4I2b99RLjLGl6q/X3PXvm2vTZ6+2Bu1+2LL1uF+WyLbhdJxprRl+hze4m8AxX7yiW9XMh5av3GG0//OnednhGjhX2LLH5C5YJbGuRDGgvvV6x/gYfpi326GPPuhzHp4MotyC2edGbmCT6V+1Jbwok7DdH1vU9Z28l7t7Qtyn69XmCFcroLJoN4TFD3kBRDIjhHhr+etFkoPiUFVMb4hw07PBsiPnHFKXhW+CeT077DiM6moCppp2/4/0AULmcFiaX09hh6EJ7j/sW8ZB8cLtiWb/HuefSCnJ5nke5W2qsxuvzeuxdNwBjMo7TwKOh5gZfjJRKGmSRH8frs9d5HGCQ/NIn53iRHc0wH/WWzHemOUAM2CYqaFclUPgXkO/zPNSFdcoTcMl3F23Fa/WWIs+FMaLgSjMPNltonYnhGfbJknX20J//afNm/49u2JNww95JmmUFhyIFMlNgMw4RXcz9RVMp/9HdNryi0pYWl9nqP5xpk1o22UhphDeoiCjCIVkdnd51ayznjruELF+qOXJKeBN6auhWQ2/D5sGkhEXJ4kvd46qkXYZCCe0h6AkkyIHEpZrPKJaZCxaUYDSj3PR+er7X1jTYlN88YiUqIpqU4Nb06WmXnHugDS/MNbnDeyc/ihUFHQW9Bx6cblMau9iU7+5po1vqrAojGRBABb1WjRJ6ecYq+8cLstpfuNpxYzSW3UC7FHQyNC8PLeVW6UTCISU6umjdWvS/rkoUVg4vV7J3qH1LVJZNoqST4DTouVng8+ZtsH4jyyxXHFQ1bhNENlA+FhS0JBCKueoSbpy90Cb/7QMrkSHZfnWrbNiWNXZn771ULG+xLYxi0AKpkdMoh1pdXZYNGVJgJ5/5FRszrq8K0HpfyBVQXhRo3Vwtmd2X0qyZqb3JnfmgSSWOeE4JjiSJGb0ERBZ8gxYqHeDU8Itr6bN/9fsggxx67giIDsKdASNAsGFStNLpW9rALPRuOlTXarzCkgWV9spzs2y+NEDFOnQ3ZnSzA6sX2dAtG+yufhOsCGG5rmt7sZxQMpMEA8pTk5wKtikozJ+4q9kZB9uzFWuToecqBtWBPuRrp9pjZ2624X3Ndr9M11yHojzA7KCxZo/MVMDJGGCbv3mqXXfsLra/rkkFw+Oh77t7dMzRdWq8gnkPHSIxqzTRelA0Q9tGS7Fhs/WZFMhybnlewrCgy58YN1AMo1UWukejIn2ejbhes94xlEip8Skl3uUMMVqNn8c4rwhaPtuaoEeR7K6EqRYZerQ6cmiV3d06glt0/Oj8BS0GqhyFDTox9MPQW6H3tCi4uFMp7oMkZQmyTLZCMc3vE6T4aap3ZsYez01giuI6miOg3lC66Qa6o6eSr5gnHgZHYQwTB7A3wlyzrGuj9VPsiHI0Fhi/1UMJUF0DjtRB7y+ku+sO4zET3p0n0dKjN9IBN6B/iUZH3av9ft+/LZZxw37A5yyHZpn70bEojjnL//+Mjtq+WOa+fe7oKMYuwaZIkGVvHznkGOZFXmhQPFNq4Kwrk5pNcmy982WNZROy0V+n3dYkCW0SIujzlx1Zjuf475HlMATbHllOnyctlilsKciZD9+ixIbiAfogTTEfb6UG2aFf3d1222uEjRhRquS0OZgK0DPdJfuLiuX20VEdkeWOxXI6c7gdWU7HLm1fLG9PVU6LZbTMHYvloAtjxpSOjvI9A/KPeRVzljsg/86mSIrldpfsjsjyF42OCibPZ4vlDgZfnRDn9Fr878UyRleOvrImvK6jWGaMkpI47ZNUv4uTdCNFtGIBiEOhUI8HtQ6f+dXfLGOFmGkKLrjxQrHmYM1EoyyWwWbNm62XIeLycaL+XHK0zZeB5Qb9Dvpd8gQv9X09RrOIRhlnGv9SIzR+IZJXBTYne0Uz1VFWRkE5JZkkKu4z7BiSdEwpt6eku34bSnonqnogLj5PWZ+ZuJciJjSIiX/tBl/ROEgNvsKMLkFH9Z74bxqeKYIcRXQ0tTBTpWDwdUpugWZZZytjZNDdR4PYr0h7sawEHk1fXn62vfDucjEyNtv8ZTWada3nkEFmYa9Cu/dvtzjVlH/XXXedXXDB5yPLBx16nP3y56eooVuboETREIkiWQ1c5QVddM3IEXeWbnRM/6GWsa8miShTbv1wkf152WLL1ntWGuP5CWeKo8IJys81I0FOx96QGON8y7pO728U1YoHxAimkMASQM6hD871J+3yMZRK2nuq3f5iv9529by1NuQ6mbdqrFRjF7pWWofqcJ/zy8Otr9iBXWsbrF4NrTytZaQ9aGmnzttoL17yN+tekq+GoN6/Ptt6GYaNuOoE+5LQ3Id++mf71m+/YV8X2tos5hlNZgyMchVHhwwfqXx2k22uWG4rJCW45Y7nrUEO2Vk9csJkVaOM6nSuX3rxIdZrwo6KvzoH6xrtvjkr7eEHptuO1ZXWmJPnuUvX4/ez644ZJdq1DKYcwdX6ZjqGigKac7CtApGVsSeIJ6MiVQxJXmwfCm37403PWff6NVYwtthKdxdqrMKzVc9Rr6K08tXNVrlI+3VtrWjZudqX+px6vg9H9LbRe42y3+xeIkp5sRdtVVX1ziag+eMGVdCqHSEO12dyvtCfx2hZN76iiEyMRp0liLZabJRi5iu76zVFZxRdsA9Y2wA3ns/r96D5kivyeuGiraaAgBbYjJhOVsiM69ZrnlP+udlau+Z6kbxNuW9XyYK2ucGX5oALMe8Ggq5imdFYjJLKFL15i866XX/9LfvdT4+zflk59trLrzhyu+v4/QgA3rmfu/BjW/vxAjUhsvW+E0NU2GoqLkGWQdRhtRUVor1uiuYFGmvcub3Bn36+oB87Ddvp2yDTagYob8PjJgyvwvMmHdXEnianpgGcSiCd3ZmMkIqiOLS+3B8vihPk2jXeeNpQHHuuHYg2MidASfwDAlkGUOB9hEY8ivwAKDhHQ7McAAMMAIpsmBcuceP+qwYIaVsU5VnJiCf3jXHGbrhiO53aNcvBwAy5QvK+qSESuQ4xhGYTeSt5rZuf0iADIXZGY0yh4X0gj8XHiQYk+wCWFvUfNQXNdeIgoA0SEW/gKdYQ9pESEuc9Pov1mK0HPl1eYTfd/oiQ5ac8Bv6fR0fdf9fttsOI4Va7scaW9y6xyVn5doyMAj6Qn/ljFdqg591plRzUF33frizPsAMWLrdGBZutfBg6BNuyrUyjozJvudNqrrnc6hM3bE+EdbNrQBGxktfNjTli6rgoUUa7DIIGbaAUWikmEiTObL6Emx/ubzGHrW1cjNNkw7I8W5tqm27O4RolYJc9YhOWLpM7t9nHt55uf+6bayXN9ZonFnPgeJ6+3VvtOxnFtuLqR23HE/exSUODLgutgGIDKmezqs91G2tt6arN2kir7HVZ729bINdBPU9XusRo5Txx8P6uHwR+AOuL1NK29Prv2JNaZC2aMt4k5IQA21UoS4vQ6rNeWW4/HtdTc/ZyNBw9kFo3X2KBUpQrE1sppPWqq+R+vVlD5lVU1+t396lYbCOaRCHvtZ+Vq8BvEIUmV5XQp6tnCGVeYl878VI7Yv/BVl6oecR6HTZkqbp6bICguqd066BCVNOgKNeGk06jO4heG6U4fg9Tt5JSUNC4F424Dicma2xEqMT8PMzXomsWdOww7HJKnAIiG5UN5uaW0K/UKSpQUjX1tUX24fMfWt2C9ZYt1AstQoY2Q6VmEx5avdCGNKyzKX33tmIlzhhLob9xX1TpKiO50NUXfbNOAazPHv8fb+8Bn2dd9f+fjCZp0iZp0nTv0hZaWiijQFtK2Yiyt4DIUAFFBRkqKIqAIktByh5lCAoiCIpskFHKKqVQ6N4rTdKkzU7a/D/vc64rg6HP8/N5/fv7PU8e7ty57+v6Xt9xzvmMM8xyvrmvnSoke7SS4wqclhW8uvZOh8kJp55lkwdXm0B9mzp1Hztk30PstrufVCuNxfrESn+O3SZ9yy44/wg7orjNVtHySfOTarobGWgel6pSWKmKYZG7VIZ2JMaMdhq09dBmKs17v5uvt/Vyw+4hdMxpz+0GDKE1KdU83pi0PnEEmOKPHyJJXz8hyzwz738HfcYNGpAfoOFnHYWGP6W+e9Xf6eKhpSKIhMIM/SV1HEXbCurpRg2gwEJ44KPHSGIgE4mIa0MS7QmvuRNpYjTEbA9qHBMfqF8bkXRBaONBVaHrOVCIAxtcd/1/qGMgKFAdSfgIcKBhe7JMQK2x9RZpvg7iIHZUH3M+1nxCWYeh0O4Yzr1rLGrkHFrWRzonPROSQj/YKSRw0DA/NS+GDi6x2+6aaTMfnOnr8z8hyzPvSpJlb40R2uQIWpl4kSwTOKav87K7YavyHshy6p4bukFv8eDIcmdkkQox7vkUz6ie+qVFcqUxot+4B9ftNE+0PAo+MbXSfXZtNUXiKFlFF2SZODp6y/J+v/gAYxzB1VOwRz5cZa9d8ZjlF6uYqIdGy5n2Pste6Ej0Qnq307Ax0OuMFCevdyS/Hchy12S58+tiwHwBEo2jaSTLMRDQEgtUNMsWTFuzqcm+/f3ptuPOgyNZ1jOAJUHBhWLVf0aWeX46nwiChJB41A7C5w9UBQUkJipaBaWZV+K5OVU5TRDbdaDM1fAA6NxnOdouRQuMSJY7nidBQZjBdEU0pZJxGmpn4yenYes5U8giAPscDZvuAzqbUmQypWFHYefzfZZT9MKLJZ2SK9cBqiAWGrOOAgHvBxlHR5rSsEliXI+t1wly2tv56J4DTU30u50+x52hYejQ7k/BTy8F36+v2mK3X/+c5YlWn52r3+trfZfwJAqjJZ0JLVtsba8iG33mfnaRZEOZCmRh3IRhG48mDJ+4ZooT7WZn2m+cCwHCD/0QU6vo5uj/WKu1/nqi321/PRzGCdo6u2E7WktyrWfpBnztzzN6wMO24d48gYMm6GMRSZy3iErGwinG2m9BYUDR+H3sI5Hg1wsFwjCr8/7CNQea3vl1/gTHWZLrxAE8bs2XdR2UcZ1Cg76iAAAgAElEQVQVpTpHnv+k3H53+8syvWrQ54rJIaZZjvQvfPeiqmcdDeXfv0uWjzzyFLvkh6dZRdVmD2T9TEC/yPmPFEn7Uy/t+3OzCuyckYMso+/QaLzskyzDfvn2v+ygykqr1h7CWULgzZgyTtDpYexzn3xu6piLr4OXzyiKU4hVvIDBH/fN74i3IMCwUN0lm4Rbz4d51qr9a4DM4n43cju7/y8f2U63PW4Z4hBvVRVx3nH72MxjxlkfJVwNrv2J501bwlLFZM/pHm6/+GEbLJZgrdh/K6XZHba+3Prqy/InDLcVs5ZYhlyYdxraz0775iT3NGlVPNE9v9j2PWhfGUKpv/Nzz9qSXmV2wYyXbNwbC6xNyRXzOVdx54odhtoJFx1iW5duNDVzsqJXFtj8Fz+wZiG4zUhctI/l04d23FC7+Pv7Wg8l0zDUKIr3wFALza3OUFgFxMckZ55UaY31V0eWd99T4n3Hy26gC6DfqIYu0JNz1Kq0eKT02WNzrc9kXYsGsX75Vlv2Sp3ViinYLWeAHXXoDjZ4YLH179/N1q1rViyHBwr+M/GsmYO0qITlWLFRtO/emGhGEgXtF28Vpye7O3cwPZGBcW6WC9UuK8tTvKS/Q4usfRzNMgCMI8vQtHV/VYqDCiU3c40wiCxGYprjtJLlbF+jfePeW563NWtURKAvslprBd1aZwkeGmiWdS5x5uSoONGMNFH3Dw1b2JatWF1jl958ll1w7lF+VtTR8kuTqUS+S81iVX2sZ7mrWkm1qUvNs6uXWzm9wonHiLvQ+LLPpGxLkkbFZU5jxkfFNduAF9Eair0iTWrZP3oJGWdPJYbByIozI+jNKQhIcSJAl3DXDrkdBrCpwWggyxFbgyyHxw3jhOSM58M8IU4Nh36KiOHbEt1QnGYNsix2Z5H2YW8zl/SNRuMMgBEtqYiZdO6R/OJQD8Lr8WISn2oNYyxG3Bv+Q9GKlP3QTYF1XcHOCSAkpBdp/2eSf5Lh2CMpQPrv3dcIRl4U/7K1geNjgFs3NPl8PUDyRjqGcP+gxeRIzlZUvucyMgAZFdPcaydJljP0empyQPLudTgdAkuWC3y7/8n/Hlm+5cabbPio0da6odoO33+S2R2vmL3zqZmMV+wnx6v5e7G1KQm9bkOl7day2TZoUip/88nBprVFlOD+tWut+61yw778cqvX4kipu+GsLCqwko0qIcsEtIG0xcMB7Qx9LFrNCHyDQx8VGoLTtH8YFQWSbpJmd1PjYVEhwQxGrtZXfVxlb/11lprmDrOMK0630995386tq7B1aq5e0F2mVjrUeknLUZ7f045+Y5nZTmPszbzN7qAL7ZTAk0CiRYuBaoQ7l2oSbNDkWS497UNPzbOcDxZZhk4N9mxoiF7KcJoiGqqtrq9YdO8P7Z9ZorSrGumHqza8VfrM9csr7OZrX5BBRYvt891D7RsT+0rjo3tWMtCqsazXRHrpL+9r6FVZ/2SDrkETQRtCgybKlMplNkYJ5G2iJkuB7Ho4JtKCqrdVwVplZ33z63b+D861RdKVQ9lxeqpTZaKa10F572jbFboQUFS0UimKnzQoT55J6E1CVxKu2SCBoavwxNE1y2iSkl5zqlqGCUIsJIw/vGeaDsEKTdrj51XY7qs32Ma/vGPFGq8s2S9DmXBtrM7DGhkQ7a9keVh9hd01aE8r1oHvhkr6DKcF04pBQVgmQe+EITZRz/2EIydaqarHLeoN2apK2jbQeWgdntyZHX70SaoG1tlpJ59m3z7zZH1Pls14SZqhW1+VjrbZNm4ut7xt3W3vo6bb0QePtnw5nOPCmVbA2HQwpqtCJpDMTzeOS4o2UF6L5dZIstz7hmtt3XkXWQ/17ga58L54mv9BFU4R5Gg9xWbcUcgIF2zmN5uda5FdrhAOz6EDD0MNChnhakiz+mgdkBrkofNtUpKfpc3D++W1U6GjokeCpjPCpy1xHUEIBwm6coKSLNeYRDDPBuiuvAkN2xvFw57AjIEquxd54jt4Nu5c6hsXes1kY6QtDC6qej8HBhJ0NjYoOT11Lcw7d1tnviR0Pb/3xCEZV3got95OLtHCuzNkonWnAMcBW+/oe4eZGr0ohyhZpnXU3TP/c7K8w6hR6sV4kzZyGXxp7qODDnqvY6AudY+2VdEyqb3PH9pHPSdaaYGYpK8zZuxr0SJKczfyEh8jkmvMzagat6no0CZUJZJlJUtKBqlKp0E619CIG7aPR0eCA5MFqmpolhNtOfYZyTWn6Li7IXtgH3J95uBwUcPunrfRnnholg1Sy7wWZfquWVYQnEGQqgVHPYVCAK7X2U79xaTJlUAemKHbY/+jb3QUDsNorynVLHdxz6bfMFpSaP9BI468IXqQerKsw7QdTdPNt+qaGZvu2q8vvfoY69e/WEHoVtd04oYJ4uEok/fsRbuKJkzSEZLo1NUgGQuMVopUGee++EcvWhZANWyEYhzeufYkqdRz62xqxdhFMhavU+lOkytug9cZa+ivnB2ulWU8AN80Lxg1Cr2RREXLO56xG3xRbU8QRJIFCiKsCyRJaK3aR0nvgWWVtlFKsH9PllKTmc5VEcYxeq8nvYiT5ModvaGSkyCyziOL9nsn4HU01dv7RIbIHCOw9dZR+huKZ/6kdWHsiW1CfvAHYP/go9KCD8ELiSPFNfwHXn1zkd0iqVSpqL2Z8tXg44MAwXNgn0bvrTGUvrRevdEzbjvH7pCGeaPOLhAoT6r1BVxt3FsUDpjbMGLiu4NKTtHbKcmdEnh/PaFht7f20r1Awyd++SzdnrMV9gxoTQd9PjTovM4e4OeVvpN7/rwbdrzu76dw0M4siASbtf1lbtjhW5G6ZHe8340MFbDj8Mr8ZT/J11ysEhW4UBBjtgpf579Xbmuv+LP10ZqsBW1T4oCUhLX57tKn9bxx/TSXnlxyySVfqFk+9qhv2tnfOtHKhU5TvPRk2WnYFIYxXlRSIsbAS3IQvuedlWavfKwY8VjLOHB3a3v5LfvnmlW2Rb9Hx84+DyPGGSNeHSGegToaa5ffg8j7HsVacoMvkGYSI6iZ0Wc5CHzhrcGc5dlSXHfpCQVNKJd6GHfJiPYZFQn6/eohG76hwhb0KrYjvneAnT62zNFa1iueNPRxBanSsrU3nvnQnv3rXCvcb3s78dAJKtDV2d2PzrGt70sfq+/MQTalM2bEaVNswrQdbSf19S1XfDvnlaU2RHHWEd/cxZ54bZk9cfM/rLuSNLTMtD3LFOrerD7FbWqdZ0srJf9TLKj5sFZeKkMG97HDRva0JvVenfP6p5Z70K525cm7Kf5t9LPMz39ovcgNtSbDDVvxg4r4vcVYW6+/+/DthfbPpz8S6LHZDW5xh97WpiRSNOsWdafZpl6OrTIJ06xVpUv9mw/uaaNPG207yKO3OSPf9szqZw2rc62otbuzC3uW4BuCH0gggsQ5IMfeD5mkMGl5FB0o0CYH6yttZeX9kKFhk8yRRBPPK14qkfQQGrMXximAu9t1nNmwv0hOiaP4nEpPvrUbZQpdVr/om3/7oto8bdI8ET1ckkXo1d0cSZb7d5Isw1Rp1XPPFg3bEWaSZeUntEKZO3qI7XfWfnatYrFBI4dpD+spN+wVVlTSTzF5jt25aLF9/9N1uBTa8yN0eCt2ztQcZ3/2vs6JVpnrjb7RsNh4Hjo36L+c3Icj544AR8wLmAGiXKGkn6TZfX8AX1yrG27XhUr+vaCdgIepR46zPhMwhryH4oV75fB3jiyn/ZsBVeSJQ1KcILkg2LhoB106pGzIBTH4cmYtPkMYJfO5es4wDt1tPZEJutu34ly0+QAbbuhGfsdzYl7qeQaSjHFZJ2alt4DS8gZZ9j7lATI5sgwzU9fD3uHdWJJWpp4sqygBCkwnhRz8jBR7pO1n3dCLeaNxpECW0tgpYjtb1TsVgCIj/QtkOcYhipTE/+wPxOnZ2iQ+XVEh9sf/BbJ8z62246iR2sAbbNrgUTbkqKttSEWlB2PvPnSJzeifY9OrNtg6NfHO0KC1KAjwShJwugazTuhDbzVVz7rxdqv7tZJlPUQeBrRVp1U7Yhu0Dne/4+G4yZQGwekFMRhUatBseiupRNMZ/ZiDiul6RFAjaBoI9ZO+zI5c0xdT/z1t57GWscMOfii0vfaevbVxha3SYSyvBg8sChS45GhSzFUZ/SL1V3sxs8aqdeAQ6LhDs66bip8HL9rwqXi0+cPKsVd0fY/ItKRAHv3ortJqKpZTbRKAQEXuqzYBOGJPrsVZXJoeBXynapEO+c2TVriuQoCcAg+VmqoLetoVV35N49HDVixeZ/NXVNt77y21ctGJetAMWBtgpgx32qRFrlW5Zh+S5SYhy/2nWWldjc3rU2ZHHzvWXrr2Ehs9odXeeluUn59cZgfud4hvkEF9z7IN5aLyqL2XVyu9ahljT79kHAe9rZfTWiMZhvoGta6qolnVPW1aWvBUtD3RSlpIsWF4Lz1VDbdATUkXnht9JK2gOFxBX6HVUk/QzK7SOF551T+teV2VJrFa2VAVUiTk3SQJmHXlm5QsH1C9UMjyRiHLk9VyS6cmpivVDV606aONb+CIMhvVr9AGThxmvWXYkYsDl/7V63lBAacqTWJHsE1F64c/usBOOfkkm7LXfjqkhcrrUFikVfrg9S9Y21JRtiUYUYppDdr8TJrlk877iu09ulhFiOhjTOWPMaqS9oZKa1rsoajDZkWLJyqhNaurbdCMG2yDemEX9FayTHKVaE+872BSGaaQ4a2gKBYxlklhw10nWQ/OyICKHHQrniV9+dwEi9/r/QQyHPpU4FLqMq7YbIpUPkEucTV0OrZrlnE2jc3c+9E53TYCZQ86FBi0uBQgCnMUg7opaPEgn+dHrONhVzgXhqFb6Ez4f1IvCDUiiUqqkomjeJMnzdFCBLTbq884YWot4SCJw7cbx7mTd1Qb2SvwKUjNAGPe0rccahNVWyXPzFuKQLzuTo/8jPntvdnFFhmsQgrI8gN/vN/nx79DlrvQsP1QSp2EI6FgfMKosCs9G0SeRIZ760zbpBLK8081y2k7HoJX1h6BIOvGJXgk5CmyTEshrT/vi0wSp2AwdcNGg9xZ++qaZdyzO9F8A0JOEntPKBJ0PEEYmeNVMhq8+p7XrfnVj61A0eo27UlojXNlitK8XV/LEAWzUC5w9YJwm+Wsmqe5CvuEvslbVVGprdVazNDDxrLJXbIZIVcchpbZkWheT5BlvQ5ljmtzLbP/X/xONGwFeL72CTKTJDdLGQHmM8ytUvUTHTKs1CZOGuF07ElT1BdTLVG6K/ltL0wkBYG0qMrXklR4T1u0Tp00y943O0WWPVjR80z+O9UIh2ZZiaPWmJuLeVIMgtypXVJnVBaXTmjYicEX1wXLgj3Te12CFCYIJRR19PpU79Pn6WsQQ0oQZ6r4CswiuWbtxfp0ah963ETzmqLhWwhYU6qyT9RIStzshdc7oeYkv14ISBPHJIHnmkKbDGque04uli4E7gyu9YuZU9d2SXRikK8J99ZJj+3oq+457YOdo8Rp+YqN9utfPG0t0NVzYr54/usFAT1nzY3uCoKr9Xc7/vhYO31v7esbq3Uuq9AAsuzzKzahdmSZYpafGyEz4PngAB3Ictdk2Ts2tN+zRwZBz9a9ERT6vaXFDM1dEkMeeyDFvvzbk2KKgs5qaPdzCMTZDb6cbu2Zna87EkL2s45+yp2T5S92w3a5VBeDr6RAkDAImKuaOlakQZync+yU2estR/4Yzdq4p3y8zBoen2WZeEQogSCh0BX52pyzgmT5PyPLp33jLDvv7JNs/Xolywo83TzHe65GoLtNhdoDdxtvB/76EWv685ty/tpi//rl6ZZx1r42b9Y7tjq/u2krjBZQtKrD7VqLwf0CMGTTtVOYhYHgmsNE6xiPl/MmaJQUxL11VKf/2w0l9Tec625Ep5iCMIz5zjzoLonXi4P62ZWz11jfmS9YP5nLVZUW296nT7Nv7TLAysUWDC0n+3WsyRwhWbdd+6yMT5vswgsPcfBmmWyvlryz1K5eWm8Dnp8tKRimr1qzogH3UPEuUxvIxrUVNmhgH9vzsB3t73/9SD2b67WGpQnW3KLVVTYGVPSuF0Nzm2Kaem2eveTBcNDkYTawby/hOYUy8Mq349Ta7xDJH39wzjTFXPV+NnpnCLxMxJ7q7i1YtQ5UKKlVYXHuK/Ps5ZcWW9X6KhXEFfsgM6TQiQs2hlcJstpNsSPzsq80yfn5PWzX3YfawOFDbPiwXFufu8kaBtSqTSe+4krsF/S0AU1yFC/X34tZF9pbaXHFOuxVQp/kSPq8HSFIJOCAwK9NaJORT7pmOdXsSsam95fqjEa7XJRodt0vB88Wva+yUv2khX5v2iLEWfdHzMk+DFO0Z69Me/LRj+RavNjWr2mQnJOif7S4guXE/eGjEf2heV0eFpjb4orthl8q9gqB3tTcYK03nG739s2y9au3CBmH3s5zaZTT90ibPG2SnXP7U3bvuTfZY/ddbIedeqD9RcWe/M0bPCnlbHYH+lSbTdEA7TWIP8Va8hno8NpjK3EDh52ZaLYBM4hRSC6LVYSo0u9h/BH3gUQDnoCU83unpQthxr8ArXTn1lEkzW6olmioieEZpzDyCs04YCGsvBIxDxwgI/n2PswBVHlMRLzpnjhJVyH9hNXhNGw8btijAMDwwnFNciSf7ININXk9kO9gJrIneFHFwUri0ZD9efIKMp24YQPiED878u6O+oolFF+mmmo8eTD4ooDZTZVYOkHg1u3Gtp5MB+hFnMt6JT5NXbyRanDIe2HN2S9Jspz0d6awS3zEvsO5t0w07Nvv+z9Alv9w4+9s4tDhNmXMWLPlVbbXYZdZjVoizT9YKPM5+9rrK5bbWplxoHUgOaASwUGPJiuXNkTamMtq1Pf31jus8oqfu5sk1F13Tk5QI+2hjkYy+FT0+XsqTUWJAzNJcjgjh8ERD9f7gyUVEefy66F55a2Ti54LyNFSKIg1mfq8ObDELt9rbw8y2latsffnv28r1fm9F2hV4jTdrM/dqs32wNL+9sKmdZbBQ/FJGYYKjlwmpjHEdJnQGKRl+dOCTfbna+RYqCASJ9mU30hLqHdP2s9su372SN9uNkrXVK6EpbcCoIfy1b7m7tdstydmWYv00hkpfVUIzIBTJluWDqXlL34kSrsKDErssoW08tEcyugyMGOo10SZUrXcRoMsl+1hw7TQjvzVqUq6V9jZp5xjSz8caVdds8LufmibnXrKN5SQCB3bXKuFJkqyKN0/uuA7WkRynRXlhwXtqH1Cbd+iZ0WPYHco1+tu5EWBwikkoW/w1lHoCHj2bpam/9b7B2qB0VaBw9n7KSbJcg+oH7QA0rPP0t/NV5ureT162GFr19iFv37OspSgtqoAkO1uptGLF6fULC0aDEIOkGZ5eH253T1YBl/SVW7Sc5sgHfaRx0+yfgOKdOChfUNfTg9BjZH+bxYdhyBBq5tMUeRwNEJolHoxDh2i1gzSFDNf2AT6KdH/06uL7RHRp4qIQPSslM6JnqP3bjfQLrrsUM0XqGJKwhW0UdFDu+MaERZ/uyY/mBCFtFgQ7afP766zigsvkcGX6P0kx65RCc1+tOmKTY55TauE1HChlw5DN/ZCx6t1Fc3i017VSiA5PDXmVN5Sh9IwSgjUP9Uwk4SRDBNwEMAFHRt6TTiZYsaVmlZ50pIE41T2SK6j/RN0wzCPoFqIFpHUxn/PHsV3YB5GOwRaoSngwTm7m1CjlF6X6rT5TopGIAWg1k45d/1TmP55b3Wqy44sJ1plHQhpYoommflIdbREyQJV20I3QcMdm+puaOyjoEbbraBjYx4ySH2Wb7n9Prvj7nv/Y7Lc1eArSZYTGnZHsvx/5YaNgUVnGnanZFnjCZrWnATdabL8hZrl/+CGHWZXgbw5sqygskVUs6vlvbD23DvVZk2BnA4nzDMa0IHVbrE6sTVOOWIXmzys2CpqGsVSoMiRpXZ6uR6Qrl+zyW7+zd+1VnJ9blHxx3U1xgjadmfNckcPdOj5tDbpRhLtqx5tqQJmvT+lYSdAp38OiDPFGVxbQZJd66tkec/pO9iZ397PNfpQPAnEPe1yg68v1izH62nADhod8gO8Mxx9TRDoNCnqSBw/21s4goXONGxP0pRo4sPQoVlWAKqk67Nu2F4i0OuK4xx1JdGM4sdn3bBF5fwvDb7S9iOfp2F3dsNOkGVHZXUGav9mn2htd8OGko5u8vP63c8bfHVCU2FTkThSKFAy8q9lG+3y371qI9dWK6pBwxS5L1/DKdoiNDBfetoF/cps0xn72fzte1qF5ij62C82+ApjobR1VJr8ggRRRMzSvhVVqKTI0SVZ7nrP7GGg6e3IvyfL5F/suSTyHZ/jSbEjzjy3jqQ7aNi0OQtjq3S/4DMIjD/nbq2PxAfjs62joHZzz+307GTtUvilOA0riPneXTTlj3S+3njpo7ZlsYoKw0uttzxl0IBTmN6Gtl8oG4UpVlEky091IMv/xuDrlFO+ZaeffIyS5S1eHG+CJYA8XPpNSXVdU330lAk26qjfWtGqDfbuOOnMrz/L7t6w2kq3qdima9ZwhgkQjrzao1J2EtR/xo/ikBt8eUEqGBXsT2Hqk3gTuMkPLIEwNuKIJnFMx5e9B+aU91WlAKY9qFEPZbCAhrelwf3Vb56ywXOX0yDZalWxvOD7+9iI0QPlNS3pCshZ4hbcUzrvu19fZjMFVtxz/EQbpf2s3guQ0rgKyWxRa9G3Z6+0T+YuM4D5Asm86LaUJcS0SUlai+KFbqJVZ4mVQ5JM3LiVJA7XaUlecvVHW5Qsn3XGnjZGtOwB/btbueLUAu0j5dr7Tld8dY3an44fWSrZQbgvIyEqFlMgT7HjttZGofybbNCAQrvrmU/txVueEfKapxhISbKejbNqVB2MJBL6cbC7aoUsj9h3vF144k6KVXNEf84Rtb7Jz+L6GrGdkDwpy8gcWGcLS9dZU68GG/LpIOtdX2RNVdmKZwT0qACddkzhzKbAHfTcQJZDe6w4xg1PA0kEIfY+ynp/vZDtnXcZb+s3qN2qel23Cvjxs1msL+L5GpIxxYokvfliV36yssbefuod++dTCyRrY06oDZdYmFtVUM2Wm29Lq+R6Mv9rwc1br7fSR5rigO4b+nmbnle2kH8Mhxefurf9ftpo26eHWnipdVUp/jue/Ebf5oG9i+xW6fqf/OFtds4pX7VpB+9mf3l+luVuKrdJB020/tDH/f5AlNUvWprllGXpSH9nN2zvFx1SM9hvaMrTGMcNyzQ+qbGV0+hBjh1RjqIEsbZ3XcFNu7Nm2WnY4U3jbuLI7Phe7RH4ucA4dE8o4kJiJ0fucRkP4IF+4uwZ0XIq6f+c0OEpenC9JLOpISxFmWAJBqsjJJwR89NbfUuN9hcHY8LnyNkmiZEzMSAxClIekOSiJJ+LFsICDWDacH8afzcBduM64nWtY0eWKfoEDZvfkxQ7Qq/7pUUie0eHW7akHQlLjOv0vSZtWZXIJtkfkHMg28QVfzGs3jv+Yh//t27YD9xxiz0weZo9P2p78fS2WNu9z5kNlAZ452H2WPkqK1Gbhwz6XyqAc1oIhkIaVO87p2SiTpO3RH2Wc9Smp/ZK9Vl22kU0IQchc7de1yMGrQo6gydsCpTTyUGlwx2aQYUSUx9HQQmsnY4dk8qboFNRgRIM8qeAGXpqPtx/aSvWDyqy7+0zLZTmQkB+99brNqq8Ri0D1BcPQTw6Pj3U1SpJvqHN48Q+NCGHLhY6W/STbMJs3jyPHN3ze8XFtnDBGiv/41u2WjbzOCqC+IKMNqr6N3yfUXb6jw61/FqZbSmgkwmhKDAKMvWzWeP2zOsL7bUHZ0evPNffQMVSUqRMJFNj5BVpvB/pKZjoc6AmYHqzVah4nQLafauW2biWjXZdj8k2/qAhOrAG2E033GLrKz+08kVjfSEdeeJSmztPKGcZyJ9Jk2u21x5725W/uFRth+oi6SA5cWRZGxu97LSwWQBusJQgzkEd1oT3jS0SvGg/FNSMAUq6NwgF+dPw/las9gHH1VerkkfvtOjviKt2vZ4JvfPouV2rlfTup+W24vkPbNGyTZaljAoNsrcawpSG8Fk/8TGtknL/wOrFtl1jud1YNMnG9s62nY+eZNN2G6bWVxwQJHIhGs/QM+RAJVkkkSd4hp5FsYOFQrsqFqnjFwrM2YzCaTmQwCY9wycemWWzX17olT1aD2yTO3ofOZlffMWhrselcuuLXGNU4S6HGitoN7oY5r+7AVIE0mG0eU2N9b/5Blv3gwtl8FXg/XRj3mLsRYJHEiatPki03u/uflT8+L2Sbd+c2LwwfMB4wZFl/R60FRqOfhKQUxFEW8Izds8AqJtUZr09ByZbQU/0pNpNVqIVHIFI5zYcjiwTXGksCVSoxrWCLidjmIkuBOob8RboJ2g1ui8QA60Rb1APksxPUGz9rFMi0CNpJ4B+xd2wdc0cpBQCOGjTKqej6ymjwTfe0IWS/OKEWSgdOMixU9XRMmOypvZZZVqzlaD89KJOej2C7jJ/aavVW1r6CpJlVfDvmnm/zXxo5n9MlkGWZ96daJa/BFn+YjdsbTOOLEdC0U7/1Fjx3EGWocyjQfUgGo2zDhOKPQSjqSacpCY0y0mfZUc0uyLLabskEgyneXqyHBS2VH/qG5f+pU6dkSzFfiZSpuVVN9rr2k+uuvEFGyEkaptKvSQ1OSpmTdipr83TnLrmnOmal/SypId0oG/cRwKy2SvPzrNH735bn6tPTMyuAgRV4Ivpil9fgiw7YhTIMskviIDPOwV4bRh8KeAJZJkkmnlGUovbrJI2kB/aWSUDx1yt0fXvddIUO/uknZ1e1ahCpt+y/pc7DKfJb+Rj/pmRFHcky/6LJFn2/sv+Xx0MAhJEzrl2B2j9yrWsBCUqHF2QlZAAACAASURBVHSm7fIcP2vw5fen5x803EjIu9B5tXe2olmGYvyFybKkJJ4sJ8UsqMeY7DhSnNDek+faUSAICUDKJEjNA1MEmjtO0XFvKdTFGTpNljUnPVnulGh2ccOOGfDFbtifT5bZf3qq+PvC+yvtQrXX2XXxBj1QNCD+KR4EEe7Tgzsvq9mqdc/jz9rfLt1fLDetg0BZ/4MbduDLcW8kyyDLLiX5bLKcapY/kyy7ZjktikTRApohejiS5ZYvTZbTIkcw7PxeE0aIT1cNPJRiL6Tq9c+2gnJn2xRBTlDVMC+L19srCum9YRKksyZP+0yl5v0hf5tv4x56Rf+tjh2YYCKZ0SW5xYT+hmQ5G9mD1hsI7fvL/q57+s/I8rfO+I6d8+3jbY0KGwWSNGE1W6Eelk/mFtoYXdfPs+ndIwbA+bfbR/Caf/ttGb5W2oRVG2VYFW2+eBZx9kQbwpgzxFNJayiSaY5w/YqPoMBK+zaCWlgN0JiV+bt8hBZ7BO9ICNiBMJDknwfnYrqAPKc9z92NV3PbVLx4akWN/e3m561Mh2STAIP5v/2W3bJ9sW1Xt8VqMLDUeDWLPdNd7pMfLtpoN/3qCdvjuwfbOfsMt82iWbvkSDFMiZDZ9Rq2lZ+stDmfVtjL6yRD1Hk/Yvlyy5f80JREbBXymaXrpxiIaaEXBVU43qq1M1+06wMO3tV+svcgWyMtb4Hmc4Ne7y1kdaGkdqs0JmOkj+6zudq2sPcrtqyS0dYAdV7Z/ysH6AzZZL/8yR1CsqtEvV7jdO42aXiIGL1Nn54xsRP7JAjr1jrpr/N62G4HjrHjpu1gZfLtqdT3Mqec3qtY0+N3ki/tKaVKzmmh1jaozspLKyyrn+jqlQK/Nvay1mX5QoiVvCuJ7ymEePMmesaDWIbRlMuSoF2DLCtWDJfs6PZRKDqwZQggOfogW71ilc2e9ZbWiRhK/np3m7bfrrZaPkAfrl1tKxdU2Meilf/r002Wv26DZQoJz1axAXlGtsbTNck5uF0zp1WQIWlWn/YWT461/2scKE7UqBAMgtnn6Cl2whE72ulTJyv3aLZXX5il1yUDVAeIIiXNGzUeRx2rsdXZM/3AH1ur2qNkaP/JFsN08fYD7Bs/+oqdLFfy8oR+TVxWpFhjE0UO1zDr+UnLTgEr7jd+ojEHYXakNjHJdddwxTRuguuF/pClUrxl3P25kCx7q1LYmJxjaeuoxA/IWZ2Rb0Uf5gRZVowD0t2qBeK0cdc0Jy7azvYM2V0gy2myDA1b51sCdATyG3RwZ/y61DKScPKgYEAmbFSQZZBnWqi5NIPkOUnG9Vy5Lxg8JL0USYlbyQkalLR7S166IaRu2d6yKjEe08/uej+mfrhxU4xIvXrcUFaxUHvHHcUusBrZ44lnqZUDLHrPdgxqMXbTdXm8o32FuAUT4KWiYd963+P/Xeso6vJjH3rEPj7huNi9lIi0rV5jjyxcbGUyTmjWRWisNCm1AWuQoEQ2QTvTxl2nyZnr8Ho3K9m0xvKkWa755eUKWOXArIcWNNWgvaStoDAGSCcXtAycax1BdoSYShZoUULBTFFO1wAE7aEES3ZNFpJsAsuUBoCOFiH54Pw2ezyn0H65824q9Srhr91kz7/0uh6i+jMqkMeNLlub2z+V5G6QgcN3j97RVpF8o1km+YB6RLLslCAoa7m2T313Kz1vhg3WwsvUAeIBMeiEsqnGEQPs+9+dbpNKC6xS1bwsZRxUPbx1AhOSjful+fa8kuXUMCSQDG2wICtasHK2SnQuUZX09i3eI4+WKwqi9cR3q1xu/eqX2h/y1LqqTVqhuo02oK/Zry7ta9/8epESJiUvjhJ2swK1F/rqEfPtvblldv/dt3sBoEbVPqphaP5StL4Eh3JQF5/wgSjzM5C60DpTuIgeckqCNBEbtTEtkbvm63LrrlMyfNrqdVaCRopqE3oCjV0JFA05UlZu1AT93cvWUJBnjWpvgAs1vSuhTpELpLqTCHfCwMuT5c1LrX/VavtYB/cRXxtno+Vq3kCCrQM4012kEmhC40SSwuYNLYuf0XdNY6/3gc5hSJG2bvK2RDrQ0dux2PJ06Nyq3siv/uTP1o95LISjQYfpoUfvYcefsrsSMdGgElc/N1RAVoAmJGl9Fn3COXT0uRrLzSs3u8HXhh8JWZYBB+ZjkQzLUERJNhXHQEmZ71E5C+owhYlorQYtewvJOe6UvF/fjxN0GGlwP5GgksTzTKhoQtOJVgIUWAJR9opboj3BgIyKHzoyaGzZikACdQ9TlbQnMsGWb7A4YWNIA0DjWmTM6dggOWgDvUGXwmdCu06r/Fwb+hzaR7Dhck+0jOJag0pGSydRmPR6rPk4uENvTZIYY4tmlxYqRS7hAFlWUqw9h70h+ilHP3DaPVCIw9ALBJrP5SDDUGuLijQEHLfcOdPuvOf/BlnucMNmzJIgUGNDUYTCwZe3jiL5iaTPtZVomduR5QgCUxp2aJO79ln+UjfsJFmO93ckezzHzmgqvyEtKdQaeiC3l13XW7bwP7rFpsyab/VqZZInreis8dvbmb89zk7ZLImE7g1EzRNBHawUT9JCAJ/VSy1pfnfPbHvhqbnSR1LhJ1FDa4ah0RcgyxRptM95QcyT4kiSoFF1Nvj6LLLs73eNc1gJc1bRUKZG3hLjRhba18+YpvZSgzXPRcHTgYwcwpNf3z/5E6gB26IA48lyJBRp2h+tpr7IDTtFU0MXGchvUJW76zzs6KccCeLnkeU0cQTl6Ywg8zq9WEHgSZYjKe6KLH+ZG3aYAP7/3zrqi5FlTAQJRr6Mhs24blWilC9zk9ef+8iueeBt66PCBn1eOyf1nLMEvU6z1DMcvMMA+/GlX/NzFFYTe4lLzDmRHY0WI8CT6EjMIjVMk+Xwckh7d7YXCBxZ/l8my/qeDnfrTtpkPS8SBqjnJMRcE1Trz5qdebKs97APcq1dkmVN52j30vn18I4gcGbfbNfvc+f6DgoBJJ/dlUx9/42VVn3dU0KX1LrRnYHZx2POe3tF2Au8Dk0R3wGN67y1/9DaCc3yvzP4OuWU79ipJx1tG+Vfk4fRnkynjjpsH2t7YZ7Zm/Kx6SeZxtkH6eAR0+TND+yu6kobKqpxpQLhXKRPWm9hFpmit1EYTIAgDzG96Kq5gZcJwSz35yZfunbWPH9LvNYiejEyKnwAUvYATCeKtxSsvFczbWL8vsNhG3ZSA0ZAQoY//WClXfen2bZqx5GW8fsfWtuiBTa3fIWtVGyVnxSTGSt47XfKGO3Rkw60N4frrKlUxxM6Oegae7iGl2J2nrWI9r5M+89zOveXzP7U1v9VnUqaaqWXpuWSHiqJPAin4ogM/SxTLLP+5H3to+On2ezlH9t6vH0Up1bBHBvSy258a609/tS7NmlQb7ti+lBrFvJUDK2WJL1fsZVpn162eJVdf9Xj9um8pZp3Rb5OeLbsoxhZRQyppFlIa5O0unvvO9y233GETdx9sCN6kbRRTFf8QVLkRf6kLSOMuaSFURFxiYgf2b1bbUPPKqvrJ6dvzZdhm3tbt09KrExncJUoAMRP7pbt2lkBImiQKVI6wpgaSEG3Jm4RgjuoVHRtUdS3yo1c8UlBvq43s8j23W+6zVcv9gv/9KzNv15u3jJEyxAtPVetneijHC2gYEdIi42kQIgyvheuTd6mZDlT/dpVENJTdzp7k4oFuwjkOPG0XRQXl1mhYtah43dTnpCvNVNo69eusrfenGVlitPJPyZNnqR1k2WlDz9rY6552kr1XOhY06RYfNpFR9jZu/SztYoNKdgD7rmMDk1vYhDnMQdGW54Mh3t5hQpaxG8UsVNtMQi8e11gAAaSm2iWI4aJPcBbOSWu1+7llCTDJK9h5EoL3mDmevINvdv7XyegT+rC7bE7SS/XGQZfgC6bk9ZR1cSRngPEno7RHQXBNJ4ltsLItkrnqLd5TTTG3mHE495AnltY6zJqRP3o3j3ud0TRGIwSqV1iREuy7ABb7F0UzkCUYReG9j1aSxGzASSSLNM3mj7WfC4glX+fS/sij3Qatv4OLTPmwSTJbgoIUwQPLZLxRDbJXpgp+USminBLQJbv+st/54bNNnT8n/5ofz7+JFdof2POu3bZUtGuC/NtM0JtDD+gJdOsWoPUW4O0Vu5rGGXlOfxvtk7a316iM3cTsowbdi09goHvoWFrEiA8j0kSyW5V2joH9ze3JA+tJXSCoHFE37bUdZjJw38zyXvj8KzJieU8tAoSPRY/n+/93MpUFVPbpCk77WgZY6VdxjjmrXn2avUK2yBjHSZlptoTzflopd106+t25i8Os72UjFHJTJNl6AVO09HDKVBg+IN311r2b/9m2WWFXq7gsKf1TrUWxYHf3c+OmjDQ9XROeOKQxOJcm0uzDqlbbnvdFixcYyU6OPEdwHnWU0MPLmmdQlKMXo9G68mB5xoc2iaALAsRVLA6QMnjqi2vmgydbZhMGh68d7BN3iPfgzmSRA4LDpVCJWXX3rjeLr5clvvXX2fDhkvDndGoDR/TlUgcCxL7epBjqouMHWNdgHbZtc24oEavuLo6Oe1hpgbCoATw4oWbbV4vGb8pqPlkwVz7SFU+FiQu17lspFX1tlbX9BdVvVY/Nsva3l4hB3GdhDoNu7lzXSRoxKCOsDuSpMvX73J06tVKF79r5Xw7btdSsyt+agXqLbhZi8Pd70AvNRYETBE4QzMmWda16bub9ZNFw+JKk0USOypprolB65ss1lzNi5zMbHtT9Kp7fv+69RHK3qKAvn7LZjv82L3ssGN3VgWyUcGaECW1YEA2ANoJgsziB43HgAAzNf67l1oPbJFmecCMGx1ZLujTww2+QDvZ3MrQ+DCPE1dBEOYoXIRTOYke1OEiUFRtJphfkQiSJNNfnL6HPDsMDtBoUPSv99ZR4cYKws38hZbmybKjwCBzFLMC9d+meUlsToWfCCPtUU0vUKda62WnsNMnkz6XIAF6vxv76CdrAro0GxaUGKjeJOyqf7g5A0UZL0wkjppuTkG1jw1M74MiVKV5BZXc9TdUMVXAoLpJFRJqkWuVk7Uf8zCcJ6Gsg77TP7lYYw6TgrFDksHvK6Wx7yPEGTMWroNAe3D/XnbPA/fbfQ/+z5DlB+69RWPZEMG4DpUuraMUlDs1HI1rJ3q2u/C6wRO+B51pu4lmWc+JOdiezOr9uDNnqahDISYcnZPkCmRZ40VS1KVfa/I6B2VnxIzDl6IFB3YXZFnPluA6EsfYbyA+F+sw+l1Wkd09TTKV9ZXW6+Rf2Mi350uPl2Nzvn2E3XrSeNt7U5WkEAq0OyWIrLmUYszlUvX9y6vL7G71Fh2iPUsxhiPCbvCl/Yz+qNCn2cPCyysQZALhXCVLrn3330WxkGC3G0EfqY8nuULqFAAyV3MThNrNtBLKYYb+pqlZTBkZURx10m4yvmmwqQeN09pQsKXzyANz/5woBKXBR2dKMlfFGEELSwtG6XPgfKH4xjzt/Hz+t8ky6zKQ5a7PjfPFC8ggjmkyrvtzZoHOWhxLw7ws2Sv1HndITRDHKATEvZHwg+p0RpDdBKu9QJAYl3HCQOclccTUqhOynDp6t/cWTgov7e/v5AzO96QIdasePEWIzjp69Ggk0axtN7fUvv2YNITX/+rvttMy+i1rrwlZb7CDnJIrNoLo2Q2bG+3Qr06wU74t/aaKXRTY/J69sBf7ExtS9CLWecmZ56uHf0pCFHdAPyQBS6UmzgjwfrVxVnQYfwXjoMMNu6NoQRBIAIZDLMXFdF7ATPKk+DPu5pydrtPWcwh6diSAvNdNgrT3B4Mq2Bfsz/WgfO6G3fn92ku0zxVLBxqvp+Zl0RYL6U+hNtuf/Pl9W//Sx1akL4MKTPzgmn8fjEiW3ZgPsx31kR0yZoDy3L+q24mQff27RjTsi7+kz/K3z/qOnX7qsTqrar1rBYDEATvvbDuder3lvvWR2F9i5P31l/a9Ibn2rYVLbI2oxtmgUBobN+mj6A3ao3nPeCO/CSPAuH/2KZJkbw2lQXJ2ks4t9rtww0bSE8XgSJYjOY7CRNI6iv3CkeU4q9KCFsF/TwXfFM8ydTj10EG5fx85du+hlpJolN+bb68tm28rtLcUwCzT+5kfOfqftfqSJxdusvPHlZgegcd3AcYQxwZN1g2StGdn6uzZJpnVwx9utA/+8HftS5wVMf7b9DNb5h3Va9fZV0862GbMvMhmz55vy5bIHFZJ4Jq+hfb+8hqr/WChrRGFfsuchS7zmvbVHe2E06ZaNxUG39cZ94yurVjx06KPV2v3FPPCjZO4LgqZXDN7LT21SQ6IHpvtq8ftKSR3J2mzm/19UPqJVzi3gg6cSPAUj+QpBnSElHgG5FOhrbd2FdLcXJWp+EXMxLwKqxsjer+KkwPX97Vty3r4WV2lw5w+ysxJN+rS57j5m2tmlTQqbuot2Q6u2Lhf0xqW+Ih9daCug3X0iZifM2b8y7qvUHtWxUFZFPs1PvRh97mLBpl9waWItEaL/sl5Sp4bBdI1KDmGpk3+MO8HR5tcK+2hNRVWNrSHVai/e3diEbGQBshgbdQOOyp2q7S57y+wEiHCgBuSl1ue5tfLmlM33PO2jdPc2Cb/IAwuy+RhM+bU3WzYHtvb7qLZb0ySPzxr2LPdQ8YlirEP4U4NHZ291Q2sNF/SVk5olHEVdz8gvJsEGHiRlrhS48LPegFPeHDAUHEgS7+HUQNg5f2ME7dwzDmRRnofZz03Wj55pxrF/96yypHl1AAsfoYBGGy+NDlnHiSgkf4uXLSTDjl0JSLmT7xv3ACMPs60UvU8rWNdcoYw7+gGA7MuYjbAxQBt3NhLf0dcSxEFqQsAjMeCCV2duJn+z9HdBSSboibfj9ZZsV9SZMAHAu1yk87GAp3LDsy5JBRTyjCXBSQj1gSB5zpZjMhaIlnOFLJcZTOULM//8L9sHWXvqdlsYV/bY+UK+9GWSstSkuetIhKnW9ouZ2hzgY5drYrd0bvvYW0NtXbq8rX2gEyXHlX1q3+lts1b1WLq8p9rg46ANdDKRAieBNDA+jUJepn2b4O2EP3JqGxAYwjLdio3TvdQQIzxAnQABpe/w20PlzoPuD1Z1qbLw9L7t2pRPjqoj906fldru/aPpv5K9sMTdrbD1WsvU/QX9JY1WnyXX/5PtQXoYd/73sFC3dRHT/cLEgkCCW3BHZ113fcv22LPXPs3K6FnsgvZwxF2k9wLTz51Tzv8xD0UzNf7YZBLoqGHs27tJpt5+0u2fEGlU8Td9ZVegiTLBEFpcpwgyVQvM4RMt0mkQ/WlVcEkFBSS5XpNkH02LRc1ebX9LLvQttZ/bEcf1s2uvGyw2uMERZqzNVtBLtWnfmMW2VFHHWlX//wiW7R0gxY25gbR7shN1dzNOlyKHS1LNMxOwWChi1rEwqddwaoVterPSruIHJu5oc4euuE5m7L3cPvFN/e2YmmUJLW2Kh2Ej764yMplfJYvmtLbi2VStnaL9YT2pVMvpVnTOgaKH4E4aBT6V8yFuqnNA9QNJv3He0+wYwo322Uqbmz86YWWpU1umypDnrhhepTQqiMFiB7Yjl4qaUx1UKCd2Vqc/KQSSCWtQNb5PFdQxyZoHqKW1YknfO2Tc2zZjFdkLJHrVNE6IctfPX6ynSh3yoryBjeco9iTVta8sJDM7zqNdbHMLqP/sqr86zdZr+tvsIqLf2w9VVjgMPK+yY7exybFpuDuhKwDr0yyTqLShhygAPSW+Qc6mtCwa11LH9oVKm0kSNyv97eDfoIGBG01JluJuyD0NU+WcS7W/FBdgJM8kmVPYCKw4f8kqAtTJqp/Yargmnko3SAB0OWduha0ataIt4IicU96OPtGr8C53vVL3ENQgHidDdQdFP1AUVKMkyLtsNCPwwpITCZK0EElJlousXB9twoImr/QbUtV3YVeXYxuR8+UvSBFoNFNlXAwsWdo72B+D+hf5Jrl2++614PEf2fwtcOoMXbbzb93N+xqfTcVWAcmk6CV8XIXfu0vzNt2R2cVJ/Bg4FBDDxa5r8ZVwYq349F+EUl0vI5OlzHKTJLriPYT+qe7YYfuKFpwxdi7G7bTrfmc5HWtpUYdHp4s+/v9W7VWKLiRIIK8h6M3XwHoUarIdY+hoyxjvIqIcOSVMO9644M2SE7TE4YPsP0z1b9d+1LSrMe/mwMLaiO0/0B4EnScPfaBN23u7EWWA8rkGepWa1Sgw99nU/hLECEMt6BWsuZz9brnSrhdkyAnbtgEd+nrIUfR+30/pUVIZL8BFGv+o3GTFGSrJniTAmLW86S9R9mRJ02VNk16X98ZIjFJE0eCOPZdknFGinEiiMHttau7OUqkoJ6z1lI3MN4Du4Ek+rOvM0YU6Qgg0udJJsfcVueeJFmOseN11rFT3NoNpBItM8WPhFkQkvWkuZuuOVrxkTiy88UaJo/D1Mz78jJC7TTseH/osdO5GpQ1b3/lNOxIQvhHtw10bt4uSfMSiQzjTZGsBpRBrxPEuBFgp7kK4A8y5TRYLkCfz3z0xFH7JAzcAn3pu7rXWy5+1HKlHczWXpAmiL4HeXFZc0bBMUW73F4FdrxkAFOGl9ha7auwR7hw/iZNll2WpT2EwjP/uA32KpAKR5BJipMvoZhFsZL9M3VQTudwJMu4wEfCxVgxx2iTyLUTW3Ru1Zb2U3bNMoNPITExoPICgdOwk8/ROBHkubkpxawY6thv9becHV1p2PE8PCFLnqf/Afeta2KPwezupWfm2CP3vmndVBTgD9oN9WCn8ek+OdjbkUDV2phxfe3Cy4+y0791ri1Ztso/8jfqs3zJl/RZ/sapZ9uJxx6ptSH/DT33A/bYSxdVbwfs/gNb1TPfFuw6xuys6faKEOX1pfnWDVmOU0yjRSAJo8t5HFmOHrKpa7hzmRLZFcl0GHjFNfMzG98Q/T3vyaETCK1fMAAKYomPoVO3+b0jToGch8O55q1+1x23a+0JWfru7jLteqGkj1257z4xuFWbVBx/U8meziaCa511nMMAAZlqHXXQavVs7qFDVJmUS0pYo7RspJWNy7eiKIqh0lA9i59WyQzswnusm15XvuxJHXtXZlWDzTnvUGngxln5LsN83Gs2rReTrZtN79nXcs64xcaWl6tFaXfrTrFd+8p2O/S2PU6cZmtf/sCef18OzU31QvWJZzEEoYUWrB2SY5JlzXGNB72s26RpLigssq9/c3fbcZdRGmu10+TsxBiMfsh+5gYIxT5FkT6Mo1S01TjA1opiIgZ5Ghe8hvS6a24rI9lZX1hhFUM2evGib3Wx5X5a6ky5SiF7xB0w4gbSWUVa/zztvxSsSxU3VSn+gb24saJRybj2X93n7AG9bUeZ3360plJtu/5qgwS6Ncn9OujV0niLXt0spmo3Jc1b9d9okdEkQ8Pe2qTvkCa5YOcd7LDpwyxbSfz4EYW6xkLrrc9Z467T4Qadui6Tf+AyTqFdnVijMwxJpMvcFJ/pOd7y5CKreG2elW+ocZYGxZsqIeH7nTLdfnDEWFurpB9PmehPTD4TxfQwLNbnc58YsLlUDG8Yig6RpxBjp8gyhUTyChiJ3bsr4e491AYNHWBz3/lIe/kWZwZgtMX73ahLezWu0qkW2pm3+t5A8oP1Sd7jbtn6b2fqAjAAvtA1yA3AIq4k7/LfExsBfGHOiuErrD7XNAcDwfs0O6ARjAr2KGdQust2mLUif2D+OA0b8q7nFsGQpMgVra5CUsf+So5BMYXv85a/jixHEu3IssYpR/eJl5S3sQVxxmOK3u74HCCnVJyLzBJmQ/w+aNzkqRQf0/7NxJzeMjXpiECfZdrvLllRmSTLT/se+P/cZ9meetxeUW/l7MZaq9Pu36bdjQ0OWkKJgpWpY3ezjOJCaRkq1Heud9Cb039aIff/6zUbvnGl5dx+t1X8TMmyJgVu2fRLRr8ITYmkk0UIVZFNB/ifSRYPIyoqbtylwQORw/0PWh2VnNAthubC0ST93vu1pbRWkm/Rr1c051hv6LSiv46U5mD3UeOs8Pjf2vZrN9tKocf77DLUzjlvH5kN1IviIuv4hz+0+iVr7MzzD9bGrEWqxM+bZTuHP5L9Ii2e13Xvd132mPXWgGcq6YIKxObltPSxA2zy8N62t1oPcPC/+PpiK5cd/RoZ4VTLfTGve672aXY1HcjQoogooMq6PlF6Gpz8RG8eOW6gdetTqIW61Zar1Ua2gtlu+g70MHWqJu9TudjGNJfbrf0PsNzNC2zxpjcUtLXYWy8Mt7Gjw/XUbdhl5jDlwI/1ObvZHTN+a8tWbXIdRSBNUNsCcUKrTMXb9SU8A1pCUW0EadZ/11OQULJ82w0v2Tzdd5EM35pWrnfHwkET+9vBJ0619zRxd9N9vqmA+T31Tc7TWLUq2S+i952qq1noaDSHosditM3xRjxeddcly4mXg6dyaB/LG1Jqx04eaqv3mmAnz3rJ+j73mlX89GLLrtmkQyEOR28zkaCiScbnlDvmUw7ufvx0bUQELGh10ah75SxxDeyu59ckevVMabLeUwU077WPLG+5+EeaN5mi/dRvqbGJ3znIzt1vhG/yUOKouBbpcEDnDVKM5rSHNg8CHiqFjGk+bpDramygkOU15wlZLpNmmfktxJpkOhzIGXPM1KKi5+i9Pt9dCHX9bpxAskzlDVoTgRbJuc5vchunVesn8zQ2JQI0qvSOQYQ5CsUEL0SAQEeyRnAR+o742U6JQzeuB+NovDthU72D2oN+Oyr/rgfx6mZsfOGAj6EbKHf03INZ4NSfxIiL3/ta1QaIszd0auj+/ISaxdpn44ZqTrJbovlZiSmg/htTDcacajdUJi+UaS1WSRTvJmleJU96toPKq3DhzwizNLTyCfLNwdIfzfJ9/zM3bAy+Zt6ZapaTPsueaKSJVxxi7FNdkGXcsHVvICRdkGVe171R9P+SfQAAIABJREFUtKAvdKpZ5vm4ZlmbOFSp8APqMPhCC+606s4GX3o26qDmxYjOyDLPijnAOHVFlkNH7T2hQWP0wPtprxkzbLRlYOLIPbGYcM9RCPrzT+bYwR+vlMmLTLs8do1EwBFECpCux051oEGpBA3J0X52yyNv2dsvLBDFW5ovTBqyoCRyPwmyTAivz3INMkGu07BjTJ1SrAIVBZygWycvJwZf/v4ur3PpBI1qEeLIAuscho7o/2r58v0LD7e9pg/XntIcSBQj6wlleF60I8vULPS6t8rQ2LlzfmSbyT0n1OOkPU0kV8lYYErkhYO42PR1DmcCjDQB9fNTyTLD7P2UnW4d78cIBRMtzrYu7uZaW6xZCsSeNHB/JPaOFAdq80U0bFgvoWXu0Cx/EZr+7zTLabssb+vTie3ggZXumeKB3zNjp3sAzeDe3MgrkWog76jR3kpRhf3O0X0lJXdf83d7863lQo+6a86IWeAsBGZepJBOwxbjgNca9Nw2DS6zy354oO0qCnc3MbuyhY5u04DWkzTrT1wrqT0DQ0h/bKwf/R1xAWuNhKZz6ygQGRhF0fIrfQ4hVSDB4/466PaheWOf/EIatmuTuybRBG/uhk2hXmd9IMgkbyTFnbTJPE2SPt0D7JKeKu510LODGRatozoQZ18m+hvQ7oqKavvNpY/FfgGzQK+3NmscFCc4DTj55+7mOnOGTN3Ozj97ilhT+XbEsafLw0RJmP79Oxr2aaedad8+/SRrqNlstw7uZ4+Pk5xN3TvarhbogI740El2f/lyG4hZjc5zb9MCOkxLQBB9v95AgMNEK64fxhP/ouUWnRcCYY6WcVGU5QzyGoTTKik2RMzg7dj0IWmwTNBNzETyhgcEbSmp1FBoJFlBhpWl4DpLSfNqRfXnTp1Ck3q9Z6td/tq/bGcxHJpULG9Uy1G0qM1KmuoL8+ybPUrtz9XSr9IbOkHVOYfdaNMLv2gjVUBUzPbA0DLLv/GftvDlDzWvC/TtSOnY47baiinj7Poz97CCygYrFH24vk7rRGeWcij7mwJ3aMet5Rt136JRK5h0/xbteTVKtru3KElWRQkz1maixaSNHrEgybLHhBiR1tXZzruPtSuuO1M05wrFLfLU2ST2Fgw0na24ITPvS+TfkSKgnLUUqCmweZcOL+TA3go6NvEMZ7wXePQ5QRPW+zbq+uXqvDqv0hqGVyuhzbK+68usYXGe7bb7dl4E/WN5pRWK4bOrXO3LRcct1eeV6/77CDTIUgutbJ0PNaL0PyWfm35i4H361Gx7+x+fWokjyBTL0CgLQde+Tkzcjb7JzG391EGldqD1rsNfcsmhdq2o3Xv2kgZZc5ykDdkmnjOY5rnbNCwMCvHQcV3DG/fnsUWaLFMkccPgDDvw4INto2SKh+x5ntiJTSpka07I7HLH3Ubb2T+arnyhwfMR4kA0whhOptph9rnycnyChOAnCHu4hQdN2g3SVJRF2xv9soUIa5xzcppt3E672Jjtt1MLsFcUK2zUfM/2JBO2Z6ox59zl/AJR5vtL1O+aPtR9YdHhJ6QzBLq1503Kk0CWkaniDYXkjTzG6dgkr+xFiQeUg4JJ8u6teonJNI5l+nzXtEP/BmFOvaVAoPU+CsLC9BwAoX8018vfg1x7C01HlmEyKrlFgpQYjHFmsqcSS4QbNqAoRm/BzIz+zRFbUsRws2Dcr3V+uEO+G3zRdzm8fNqTZZJofS5FXgrNFE1Zr3yfn+nai7JEt18kGvatQpY//uC/RJYfueEGKxq5gxazHOc4JLS55YMC6uFu6NvDTpks2h5wYxrkcBVumaaqV021/fkt6ZGULOOGveHnP7duClTVDs7WisKbh1mPNno0BGyoUIC9YkGFBHMeklIqDFQaaAZOpQGjL/q0QVfQAVQPjZaKGNx5AnIC6MQwiclardd3kPPz6KEyKFM88c6H8y1TWoMZcru+e+Zrtuu9L1m2Pr9KWoavHbaDTRlUZiMn9LUzL3nKDpi+nR0+dbQWoharrq/dEl0VG+gCHEoFKl/OfPZje+n+tzyQCVfg2PzpbFTX2GijRqlnsl5asmGL5dc1Wq6SMvQ0nhR60BPhAQuNkmmOFvwOo8ts+NC+VqjWKLuM7G0FckBskjv2fTNesA8/kdkCG6M2yAYly5Mr0j7Le1p/fVRtq+jQK/9uj84ss2NP7WMfzxJdRAt++l5F9pWjF9s/X26xy358ke0//WAlrJs9AHARv1MmSMSEFieoafx39E/2fp6iym2TDmTu+wvt99e+omoWh54muia+G/UIUW6QLidTZi1ZWjA50tF0k7abxKtFVU+Me3A+JDAmGcC6HQSZ5BhKCVY/rXI7zRnQ03YcP9iGCxEaK5Rw1LZG1/90+8ez1jjvE2sRMp6parAsHDygJbDkoE0RDhCksJaPxe1oJxoGfWkm6Kj3+cQSn81CdA9VQgfI1fDBORvs4d88YYVY52setUhLlKtDjZYE1doMfvyjr9okzY9KISFoVdyd3TeLDn13uA+CkpKoqQWCgrrG9TVWCrJ8EQZfPWTgQB9XaNhsRommh03N0XsSQYwjwnm8Jwg4m7AMlyrR6oE8gzKA1mrTYrNw5DzZFDgk2Kxou0QiG/TIKHIRTKQugW6QIvkEPWppAZIiHxFXdSBItK1Bb+LmaOi9qfyTcLOhem8+KOWivypJYiMD1UxRbjZKr3JSlXajuKTVGPoeqpqYmm1kow/E1yUabs5HFVR6bgoOvsGDFJMcJ6YTUNI1RiTTJNueXJMcU51VsA4qyF5RAhVM1+emE5i4+bNpFrJcYrfdITfse+7zu/0ft45KaNiBLHcky1/WOqouSZa/XLPcOVn+rGaZK+uULP+vNMtJstyJ5psmhKlmmYmRp4DrLiEst46bGM88qAUetZ/x0ft2QcU6W64WUejaUnovv06Tq8/pdLUWOVihRNUoyLxHrVey5Oi6TEXK6uXq+ymUy4N3aNc6DAn4OjTLIGAJpwHUW/sJQ4yZYUeyzOvQsJG78DpZV5r8EohLw6bgKtWsUj+rV2D8leOn2onH7az9AG1s3GPqkk1iksKxPFF3+9S6Dj02e4pDuck9f1aznI4Fh3DnwkG8Dh2Mn6CXHclyGHyFZrlrUoyPRbMqXF0MvqB9au4SEIBKsMeRDHEXnizrLPzfaJY73LDThCwpBFDtV6GtMw3bjdwUUEKR85Y87W7YrEu5IGvf+GyBoLMbNmdbjWCbetlI9+ndX4Ffg+8ZsF6efvw9++O9byhXKXB2SpaMdFL5B0kRThUYfIEs8ch4pjS0qZ4w0vodNdne1rmccfDuepBbbfGCebZG9E2M3AgmP++GnSTLSTuS9jmsZID9smtLqY5k+csMvj6HLPM8dQZ9NokmiXK6vSfLHfsFiXMgyJ21ybAp0mQ5fT2KPvwpxYmOZNlLJT5vSQzXKcm75sonEp1u/I6zK0NOzCl2zXxRLCumVLFdftWRKngrplCWdsKp37LVOH7q37+jYZ/49TPtXCHLz+larjpkOtCuu2m1LV5mD7w710oxEtO6baAgDXpO0qt9OR83Wr2GIzTzaFviZRFobEitiH+irVoUclnWnN8R1MYZRgLNfPLisN7D+eWMFgoDbiwUcVlaqMXDxP0jHFmOs8llWSDMmm/FCsBmS57xIxDyXkqYN9eoC8ZrNkj7SoXeX6y4EPnWan3ve3//yL5x9ASrgA1FQQjNsp/XIfsj+cJQ9qZltWLV/MsmLFgvhJ81jsxMMaGC/3fleH3BJYfbqVl1tkxIJ4VdzkCQ8mbFYKOHFNjVt8+yN598WwV2maUpyfYWU0oSo6OE5r/Oa2QsaJIB3jFDi2QZLa/YKgpyGzZvtj322dXuf+xy+9tr7yt2WGd9RH/tpqI/yYsnvcTR3oqVVkeKq0micbPGaBdmZqJ9DYQ06SqDYaj7hwQjzlsb8TnEP1WKhXXJ1UXVVjW43PJEHz559Lm2WsnlYHXMufLTBbafVu9arc/eMHwyCnQG97ExY8faGzJEu+r3j9oYzcdn/jbPeoiV2gxAl9Ctc0iOdX+0wCJpJlmmKJorl/w6vT54eKGYQ/uoBdYAq14vB3JMaLW20v7E0Uopkn9iCUeWacHpmuxg8KV9kWFvRJwPzd5szPiJtmFVhZ1x7G8lByRg19kjs97tvrq7/fDbe1mNWJLFyifoaxxIbRhfgeA62KF4rkTfQ1vLYCDASqFHfeQxKT2b191byRFg6OjqMiGma6WMxzCmAnGNJDwKbDBfipSM4cXkLuZOt9b3iGVC7M59uGeN1oPL+Yid9Pew60o176p0fQW+XrQHAUR4PBmxlmv7NbHweIDZwPihVSa5BdzJ1/00O5088fxJcgTAKdceg/xicAuSr+t1U2AvtoQswCV77qLNfIvWfY3Ejjjs63r5XqeRc93KWwBaQtMdzF43XMYLSOPsLX1TQzKKBxih8T7lkeQFSNeiDzO0c4pa0foqCRs8Lsbg67Z7/ioa9n+JLN98z+22w5DhSvwa3f15hegh5RJJXJLbU7rf0VqpmlEODVIWJYrKsL3mvGdvKlHM2GNXO0Y07ivnzLaqmQ9a7Y9/aq/JIvVVoTrHSUMwQn0Vu6na3KbKDC5vXilxymaWkLtm10x4nzVtQsDqbEYEulRyWujHpq+mv3OuHj5JsptVSZtUKu1ytNqJikcvJQ0fygCgVZqLketkTiHdTzct+tdVzbrpptds6IYNojjn2ubKKhs8dYLtOXWQPTXzHTtJpjaTdBCrqOPIJBXozegmtbjc6AuwRMlyo8y9fvOzJ8WO0ZOgnJnQDNHnkQe36EER3ORTCfFAjYCPMqmqZjrMWjTR6wUL7j95pBZunm03caiNHNXbtkHtU5AF3TRPfzdfu9FSjf0Tl/3ZykRvb1WVsV4nxjQZfNFn+ZZ+U6yMnsAKtj5dL0bA00Kkxb39yjErtAjNTb/Uz92GKyBapMU444abbK9JE2yjtMQEYd4zTRN4nVpDQL1hg0F34MkL7sIqbLSpGtjw4Rp7SEWGtavrVX3HqCYMx7YpCe6m+2nVf2couW2QHi1DQUGreOkoIzM1Djg6QiN39F1JsUI/uYarOtenp+2kwkStJnKPwp6qrA3S5ikqF3RKaNgatUZVgMteet62vTfPNv8EZLnKK68kgQQZbh5Cywgq654sQ09O+gjru2lWDrLMPyrRBG11SrioNDbr57ayHnbzTS9Z+btLPMFX/ylHNnLEqvhw0nj7yTHjbXcZkmGmTpLqcoBE110HkwHNCRXaJHmmkrvJTa2gYVdbPyHL6793kXUXsrxFGpdeShAdrU9QV6dHodXwYhHzPGguIMqbdSjjasj9pKZraJgpJmFkQJGGIMKRZSp4STN6aJ3owpiIjNNWxkfjwtz1IFd/x/+gkyXwTpt1OcVU7wEQRILAe9kI3UkcswXQJP0dVUiqjSmtGh8DNnZvQK9rCYo5a5deidrg9N/eIJ6DWQEGJiCuG9Q8gkLEhp62jHJDLw4UnOo5KDhIHHnWGKnAAeJMlRQH8XDy7JARMEbsAZgGplRLrouNlr7M/fqW2D0zZ/6P3LCjdVRolt1IQ+MOpa4LsgydXtfYgSxrJHG39mSZNigd6GvafxmDmg5kOeZxGHxhJtgVoWKz72rwFc8zDL7CjKpzMuYUZJDlL02WhVDp73O0D+0xcbI4aPIa8H49sZi+KkT52vVrrEIIM2Z0rJWg7UYuHXpsHXS6tzC18vTTTfZAJ0g4McDxWFc3tHjjFvvT71+1EduViHZY65/zzqzF4Sot1IQ94f/N4CuuOZBiglPR9kAc0t5DhOF6ENUKii/4xkSbeuB4nTUNfkg6ssxza28dFSVf6Jusy7QtUgfdtnPP4c+2jgojQVgdXbTjmnNQRoOeG2hpoK9oR+Os6zDy0vrVHtusIN6RZU8Y4x/X6gZPulZnljKu7HP6DwKo6KccCUc8p1SbHAyCeD0envds1/dyFCX5W1II+OLWUTxnp9trn4nWUSHLCKdvisgdFGPujcQBhhUOzfnqK/La67Ps19fdJHbGrXrGMuBREpGt8+6GK5+0j+WGnZOXn7j0h5mlXz/qdV2uu9oqiQ6JEjYjSiyEwK3WWVi2odw+mflTyzh0srUt+dTmLF9i62hdoyA1naipQWG4YSvB0PVGvp8af32RwVewqNijSKI71lWHG/YXJssp4tyJKRAtpUCW0z7L8dzcDbsz3dqR5aAaB7IcRov8ixZ+n3/d55L+ZpN0mg//bY7N/ctbMldV8po81FbFPB3IsqRbcqhfr/67047a3S6SI3CNNmjkWcedfFanZPkaaZYv1t6hOKKxwYYPGy4Wn9hV+veN079n3zz5eLtD6/VP+2rP0ECOnz/HHly4yNYWdHc2APEQdBB0yNT+C+i9rrggF0NUneNQ/CtFOYZaDVrMfsFe4jpCznKS/+SMBlmOdc3eiN8I0opoeQghD5p7utaQ/JCMsB8SR8Ls45wLODpccZmn7KPsOdA8t0rUO1TIwN7a3zN22kkTVgUKMeSeek/xqorceI5s1U0sVHw386ZX7Wy1eBrYp8jnJ3GEt8vU5/CzRXteQ79CO/Xvi2z8rX+zbf1ldratyanwWSDBOu/3PH2SHTB1rPXSfOYcYe036EwrRtKm+GGWkuQPZq/S/YuBoZZI+NIQS4WhlZJFxVi4XFMkbNGYgsi30lcaTx1iLzwiACJg3yi2KhUbaL3OwP5H7GQHTh1je+a1WgWdJTBaImnDaIsuHIkGlmJDPV4AXsTHhJN4NzSynEvQfmExeGzov4+Wl97q1c0zlUTVCDnu29P2G7HFzs+stH7Fg2zXNxvUckrruZ/iZu0l/fX73acf6HPqroWr7dUHXrQXbviL+5Jkarxy0OiqAMT9EFty/2iUKQa4+7X6Jbfp+j8V4/Cw0f3stKN2cGOvPHkbgJCyF3Ld0IBhN3hy6XK48OFxd2kHiEiW4z5gonK/VSrc0+oTI7ViJe+5Gu/H11Xawz9/2gbp+xuRBgnhP17syf2/Cg075HgwXd3XB8Ra86yiQppsMVQ3qgtPWR/RvNl/tJ+Qn/RSfuLsOPeaAVhIPJlkvutrn+fiLXRZ81o7gHMUypT3uCs1Pi3yaCopJWlO+hozj+jf7FKzVNYXhlfEn8RgxKv83scHAEHzvV0L7Ukx7TWVa8DwxRAPFqDeT9/siDtpuxl5VYxr2uoqOuREG9nwgNDWkXSDSZiT0LQVlzqzCMTZO6MAcsZ1ea4BA9SNvqIIRa5AfAurkT0hZIqAqEmb0KTbEevZkWrXLAOqRhckxrVFGyeINUUeCnVeBOH6UM3qLECzvEjs2FvueOy/R5ZPun+mndOrjwJm6R90I1PHj7eMHbaLsjb/S3fdtmChIu98yxgqd6kePa1t4QI7Y1253bvPVJWaJJ5+5QXb85rrzX5+qU0cvZNljBymCFzZW+1mu0BGEMfXVlmlNvwsDXY38UrLCIjhsuuhr1LCVdjujkbS0GqD9Psre/S2j4vz7FfL1toQ3KxTC3QtxlJN/kolGyQd3meZSaEm5/30OWup4EB/0MMpKc2z++59y2Y/K122msrTumSz0MtmXVd3Va+v/OkhVqzAKts34SQxQDPKpNDkIahtVN124bxV9qc7X3WKH4Pv7U38PPZTwDd63/8BQQBVtMm57bkOk6YmNVcfM9R2GVtmpxyzu6MZjQ06xHQIbkm0nfpP66UNd++yYdbr2bet7z2vWI9WUU+0odYrGd5byPLopg02o/9k6yst8BYJBxase8K+dnCu/eNZbbw9pSX66wyb9uNf2L/efc3mnGL2rSfM5mYPsEu/d4atUgGBRoF1tXI4lx7myMOPsu1G9HEzBhZappL6e95ZYm88t9BWjSi1HV/+RItJCkYdvEr/nUZJFZTqZ6a+v1EbXh9tFEO3G+A03L7bD7LlClhrF66z2Qs3WLP03f30Pdv0s6Vnd1s0ZrD94didbOcRZdYCeqFx7KZkBBOrEBJqbuDCq7lV/NzztvX9eVb/s4ssW4c4aDWHJtoFR081rjyXFCFikUOBJDmGQoxRAHQMyA9sXiyqPCG2ufr7m2Ui8dwFf7QRmpsNOmwwkDBR1xv0PbtKM3TBWXuqyrhJm2KuFh2GW9LJgsazuavYg7U/mx+6UqcrOToP0yE0y8XXXW+bLrlENGyQZSW/zFPRZhxN1eehnY5e1kFdZhOPPnxJhZAEExo2P9H1atMgscTIw40MtClg7AXljcpazFN0GRFwoYlto5c3plvuDhiBKcgH1GxaopAhb8X1ngCF/6JHtWuQw7EQ9JpAmMCVxJt+2a4T9Gpo0r7K10rQs9HNODruWuXEVAJquf4O6lG0XcCcL6rbabWSDXQThS/vgQj9lPcnbQzcNEMHjtYiBQP0ooVU+fXfoO6sG6rdaC1J4gneqSbTLixfB9mW2nDDvv3umTbj9nv80P53yPLYHbZXsnyzPqcxjDLaNcsdwWyHG3YkKh7IopX8ImQZOpDGDA15Vxr2Z5Hl5HNIrjppVjuQzjRZpt1EV6MoUMgvTpahhqPLDzQ1V+tqQV6BnbLjrsrGtDnKvHHqikV279oVQgWU2GgledsyzbVQOXRcEwcpc64Lau5tsZREqfjC66EjDLd0zEdy9BNZBC0bfn/V0/aOZCWFknE0Yx4H9drtxhxGdGSZfTTbtck+pElCQXMU3LNJAkO0GEE1ju5KlsVmYdtI0Vf+rhmDGAVT5//0CNt+3ADtscIotV90cQb3W2O/jsS0I1nuSHI7egt3He+UqvzZPsueLGH81E6HT1p+pcly++skDdrjPtdnOTlPtM8FDZdkOQqunkT9L5Bln5N6iDx/nk0kgh3Pk3v4rMFX6ujtfW/bkeVA2VlXQUkmWe4YoxRZBtkpLCy0GXfca7fKH2DalKn26yt/4e61FeWb7Q+/ecbWSaqD5izcbIUsJ3RkR5ZVeHZkOQPqfGifeWY82G3SJObLnPL1O39sGV+ZIjfj+TZ39VJbA/LVLoeIOROto2CXYGzllJBOrweygdykMz2bAjFfRQDYmYbtraO+jIat55y6YXNmUXeCyUNhpLMBX0eyTMD5+dZRoOOcDcGa8E/y6+W5IQ1ImRGg/Pk6u2Z/sMGuvuUF61O9WbFFipqAaJNwwYCL/RwWV62KaMd9Yx875JBxvna4lhNOPctWrvzPyPLh155mT51zniJeCTxzZchRudUefneF5VBEVwyQo0TCZRh6igVikOQKPNggh+FTpkyxXZYutdEKXB+WQdIzSxa7MRXBKjFQFkw83asbfCXmk2Hwpa+iSu6SjAi0t+m9PfUc3WzSPWJizXoyTB9WkuHEJTc6NQQDkMIUY1UvgMRdtOnorEAhT8H1M5IP/maSCi4vvWP24nt2mdqTHSxaYKvO3TzFNLMGD7QLfvqoTVSSe9UZk1UgjFaM4eMSNP4m/ezWq7v9eOEWq7rmUStUUL5NRbs2xUK0MKoUG++ySw+2Eb17WYbiVdh8JUqSYe3VKsa8+T61Hn3rU9G25dAswKFZrAC0+iDTWdLqbtXn5LomGYQVmR5MDPY7inskySrUJUm0G5Ahv6L5s+KX+qoam3DxkXbx/iNsg7xluF7vSAHtmIJN4k4N0giynLopgzR6/+FEdsg6iX7JoX1NEdkizclGxekUwrtpX71OWd6Tv3zBRk3oYT+4SPNEbtYlS/tb3+ZCe2R5g+Uo2T6oe5HNnbPIfv8nMU8rKixH2mpaQjVSWFHc1YgEUfsh90fS3Cq2Yq7Gg/WHy3W9ip8HnruvHTZhiPXU65WSYnnSmiDIMIPi+SSu3s44AZzocFPm9y7dSiVcut9N7oUk5FUGYHtMGGPDxk2w31z/oP3hF49av95yPceAr6XRJp52gP3wkFHqE13vmmW02Y5oKgbqQ0zjyHFoltFohyZclVTYkWI+bRRiDLLvBecE4QWoIlnmLCeegCHrmmaSO+VHHktBl3aZXnw+n8vfuyyPv9N8QtLmcWOiaXbPJ0esdZ3Kg0oEGlaLFQTdmdZNAA+w8oq1j2/idbrCoNnX7/kePsd/n7h8c5+Ah94OFkYvMkI3JgPYAPxJjLww1HK2IHF2tBMNxBiGQtCx0w47FC2I0TqS5XDrplNP2rKXeVsjsLSnM0EjDwO8LJB2P/owY3wLMo4sUusRwEExq3do0R4MsszzL5FMl/EgRqG4t0zI8u1qHfVfI8u33nWbPbTbnvZ6kRyI0YcUaSQkmk+TmLYVy+ztuR/ITEDJV+9C+0QjldXcYtfvLHpUqxLi4jLRdJbYm6eebLWX/MRm9Cy1J0YN1eeU6HOgb2ur+3SJPfuerPblpv1IXi/bIA3xn7T4WoYPsrOVTJ8mzv5SbRa9cNvTIG2ft9V2234XaexG6LNX2L/mzbHV2rBd66wKXlkf0aorg44N2pSP8Y5os1+ZOMpOVGJ4XkOVLRMNvKcmAa06n15aYU9c/6L1UzAFjaVZRj69ROv49cHbWTktgpLJgQEUCLcnBnDvtUnPlT7nxp/91UpXyvxMVV1H7jyISzEBj+X84CN4DnKZ6CTqT1dYVmR7HzDGRozsq/8pc61nGHwpkKGHrxY6gaUJCasf2tuO25xjY0+51jI1bt1EW0bz26BMaVqlaNjNIMtTrY8ny1tt0Xr0S2b9s8db89nnWOU5+9heZ5xry9591Zaea7ZAGpZDH5aPj+4flTn0LIXKctHe03588c9khqHkWWO+VYfG04+8a3OEttbTz1EN4FvVqy9XC75e9MwcbdiYRYDktSkL61bW3Q6aPtb22HOoxqGbB9mYHhQwkfVdz2gS/0Gfay/PtWlKyg6fONBMGp8d6c29WYUD76WGLjehBUdYqCRcYyab/5IXSZY/si0/vchy0CxrTobpVLhXEl+gl0N4iDs01FtMoqgoe4VKi4dk2d0snUYCPSaS0XsYKU07AAAgAElEQVQef98WPvuJjDV0396nUd/ZFBXN7/zgYNtOBQ0qqd4T2I0P9GzEcMjVplehPnzd9XozdBM0Gq4lUYJAhVCbJzTs/jNusDXfu9DyccPWvMKcqgY9rRK/dBNxVFXzzduHaHPz1zXvcPMs0CaWtlXCQt9RXTQdGlsobiDpJL5U7KB5Zisg5n6ZiQSZjiRxuCpYIOAkiCdh84DFmSER8GLIFGYLoT2m3YFX6TypDsoba8Gd6tEeO4odwTNV1SZVIjyJxSBOBxD+BJFUs8EGlauXgn5Qd9cNJRtuMBugoEMlooqpDVTPEMdz6NXQsDmYoaC392Snug8bBXo1a13rhZ7XGNC53sULJaHjphpK8kzSMbBfLzlh32933TvT7/nf07BHy2F+hua7kuVUH+p1sCjk8I+EkspsZ3q2t1fSIUBSEgY3EaRH26VIlnM1jqnrMX/boPdToGD+tybPwynvehbM2ULmZkIL5v2gyiTSBALtNE/XvobBFwdvUFr555Bde/XZCyX6X8VaMAtzCyxD5jMFoq/31eTfomQW3Sf/vFqNa71/SGhBuSZPukiidG/pd7t7sl5nraU67Xh/uPwy96gER+/oVrvv1hfttecXWY9ePZT8KigEAY1Z2NFn+d/SsP3N7XssNOxs7U08m9SkLky9crUmZGokD4mfXX+iCo1sFOGGDVOI78wkYOenI8shJeBa6e/q3+HPU8U1rQVYKiklOR0LCp3s1+lz5vUmEspUv5ugXN6LGMSZ6n3yfCK5EgLlNGwCpnDDTkeDR07VH7SLM8ILr75kQZBDq99Vm8w9sLd8nhFAYNLh9BxjHQklhnpQZTtQc6ivFAhIlqPPckpJjzYc9LbtoB7H5/jrIG8KinLE/TzzzLPtg1U6MGtX2Xe/9U274MLz7Kqf/tneem2RAr7uXsRCj482OeywWVwgjThOB5LW+Z/rWIUu64Jt7lVnWMbXdrJFH82zDTqL3bhG8xE2R1fX60B2ohNAmtiHqZkny59xw3a3cs0PUBr2Sf45k4NihsYcv4gufZY76bRTpkCKFLvviva9FKFm7oN4oFnGMbhz6yjowrCJ0DOmr/vD1nfXCUXK0efoMXh8AZMCadHCJdV2350v2BaZEGUA9VM/Yi6RcCnRwA2b+dWqM7D3iBI7/fyvuVt2Po7r+ujTv/MdW/s/0CzbY7+3jGOm2/Hr5tqJAji26MypV8/geqcAaK9pzLfejdl2TF+Zp7Yqqtios2f0EFX6Fe1TiKOqK231M2+8arWYd4Lyi1ZMgu/z2TXL4TTNecT+6FI1yC6aTzwFb5ulOeayK2jYmn9uuMUZpGcC+8a9SZL2U1401liy3kgu+/bpY/2HDLT5i1Zaa7UcnfX9I5ScTZkkZPl7d9qk5+da49ghtqvMt44+apztNHFnGzxshO13+z9szaz37LqjJmocmzS2EezDqnJDKH1+mfaLH+UV2bxLH7bx8sLZptsOt+ZtVqlkYfqvj7eZZxxmq5YvtTdmfWR16vHMsnhD7uWr31phhWKaNTUF6w7gwY3thKQSfxDHEKW5GzRSt4H9rVB9k9todZnSsD1Z1u9JLvUzh6RbSXWG7n/eFSfb38t0litZznPfg2zFv3oclYp1XeIU7DDOyNAqd/wEQYwkiJgARLoDWWavp83dS4/PteVqNThAjLzZT8yy8nkb7IDjd7HDvz7dNuestnV9K3TWCKE/4RPbuEYxNaxSacV6CgAR2dTXf3TnCNo5CDJdEFpw99Z94GafKaQ+X/TIj6YIrDt0D3u9pdLK9cfEY0hR2pN8EE/kFWKeEpt6MUDIctrhxfsSg0Aj8UoQ8tQPBZ8eEH8AndxddlBM189mXP2gzX7oJSHC+c58QdYz/uwD7Py9hypZrnOT3CrFce7fQiwCAkt3FJBeL3Bmq0jRYNtrXu05ZbItEhNj1r/etbK++aFldvo7ybFiFj+PUv8g7otYSz+VFJYIgPLzSp8PyNK7TMlvcr3EatCt+Tz/e4E0FNZgLpAHpUm2t9nE6wmvBpJ7byEVNHsMxiqVP4FQEz+mLZq8TSzjpXgXTXSh7heWIOPkyTAxnLt0R/GB2AUjtO7yitIUdQ8fN1bTuBOnEqPxXMJYLKGHu8dUoj1OTF3TNrYku5yJFHIpqhMPu9Gz4mOkeA6G6XW0+CHXBXnmnI64hDZgPBdP0gFwAMk0z7NFb++mc2ShNMs33f7Yf9c6iiNrwkMP29yvn6hdKqHoEU602+Zm2DHvvm3nrlxj1apC9NYB0KDBOER9yiSytftef9VOKxHa3FhjV0uvWXPhRXbC+nWe4K0WFeeE7bSRtuVZr8Ytdp42jiuG9beMEnGFS0jGw3e1belie3XlIsuqERIpx8UaTYqBuskHsgrtdztKh9yrzG55+zUbJ/fWbdKG4l4Yla+EfgGtQIPaQwYDe+wohFUVvgXLPxK1JtOt/r0vl+gqdz32ob3xyGvWUwh5plDTptHD7MQrjrKpOpC36SB1Tr0jetEEvEXJSrEouUvXVNtNv37a6by+ueOGDSrC8dSOAIDihHYpSzBxtf5uyJi+dt7Je9mgkaUKImmZolMhvL784IBqBFUmWxOr16Z6233fvaxNWuXp+19gm8pKFezp+4T7NMltdkrlEhvdWG63D9jLyrSR1oqutGDd36xfz/HaAHtaa9FmW7Fort5vdq0k5qftGFoXDY36MiuhVs3imEfNPs4cYH998HZVnTKsnxbiYy8ssX+I2tW4qsbynOYn7TGOimo1laWF01ta9XolscNlo/91VS2xhc/t290KZE4BrZaFg1MuiSg28xxYvaULblL1alXvnpan1weqdFwnZ0oEOE0YRtHDkMQQu/g0eSNW0Pe09Ci0IiHLLe99aA3SLOcI8SVZxjwmkGXMwsJFlaMlDL6SfmwI/L0PHMkySWS0imJzGTxIFc/7Z9nf/zxbraxU7NGhtBXHcbktNjVn2/kX7mejxg/ToSy6PIZ0JNkavFJpSu7OLrbthWSNW1WlAEqUOCXN9BGscDp2aI5JQJqULJdcf700yxdbj35KlkXz4rB1LYYfutHawp2coYfTjJ3+0Oh/Qeu8YpbQfLyZuzQZiiyIv8Owq8Pgy40WoFcTfOhvKdzjNO4Vdqoiik2yFYE0aZ5472k34QltZqprBaXHYM2d35XUEEy6gReFB4yyvEqX+gqEbsSlCpgv6CfVz0rMz3CC1EFSoIMJkw3YIvUknDK5oKBFVdbRdGjW2sihGJHM0m7Bq8SqnoZJRFRHvc2B66rCEZ/qYy3FmKR6ioaZ13vjUMmGKbSBVlbezkBjCBWPjXSgpCB33ne/3Xrnf0aWtx8zxu6ccZO7YTvlFf2u/l9qRkWixX7DoQEhuP11p1VHr2kKN6CADL4jl9CttaQYr3g9Qf30fpgSrJf/j7f3gM+rLvv/r8xmNG1W996T0VI2lCGyBazKUBzIUBwgIEsRB4LAg6CgAmU+gIiCLBmyVxktq3vvPdKkGc1q2vw/7+s6J0lpUR79vf7x8Ym9k9z3Od/zHdf4jLbXSSxVSCPp38lqiNcVZHiy3AFuzXOGusCexUGdvk+acKQQu7ScR8Kcr7niMHiNu1jFAdmNywplT3igHTKW6DgG4gBoZVtiovfyqi3Jcts9x73xuRQOKE5R3OokKG6D8FBP/fVje/Wl+ZrfycjF5qmuTFhEZSsYTF6KzrK6D85Z1uuRuScXRszuwSXQB6Jv9lI0EfgbUUG0N/Y7YqSdcPAQG9lfxVog4w7DjucZuwYPgkIAh2kkjm2+2bo3CjnAwVwoKuXvJq+HGnbwiNPnSWcZyg4BR0fOKvQIkmWq7unvh1BRJMvM96BFwD6F6oKIXCTLJJL+eEgivLMcXR4vK7rdXnRhXf3dCwFxPf4zBdIU8Nj7/PkkHXuEJT2Jppu2E/SYuR20C7heqXQzxzPrFoQOhavUzooxJ4Eguendq4uEfGrty1+eZC2n/FqTXmpAr/zevnHqqfbxu8ts+Zp1anx10v1utR5dxiqIU2Gdqrsny7oXXRvJsgv5+FmadNS1gCgq9R5cbKf9+DgbryBoszqbUEZcH0H3hiOFQ885O3hdY0HQxb2l5wMQZu+mg3YAMdO2PtX50x5DsxyES5uoGetKa6otWU6fs1734gecZT23QOgkgl2J6jVOHumCSjvLjj7yhDX9/eha04Vhj+mYLHuhhi4TCX/Cu+bZERi++d5Ku+uOV62zzlJ/0jqnGKltQICVcNBZprLSCpe4pMB++MNjbKAgrL5u9Zt0lts5y58Ow7aH/y5byH3shY/et+0SWAP6KGdQFVPFqywXwjCrwZb1yLCLhvfyYrWX4XfIZ6hVcV6m1htfq9fby9PfM9Uc/OxhXnfW9WVr7KopdiPLzg7qneN2JXL+lPvlv2kSzZ7OM+JemYc5GhuKigTJqQ1lE8XjpNis008F7zE2eNBIO0BOGlPlG/+OUGqZOjteKe9mP9UeNOamp32eL1dD6Jxv729fO2gvG7LHMLvyN4/YupmL7fwLjvExdZVgitqeLIdPLjaJtQq+H77rFZv5+mLLx0UDiysl6dgaHnT4KLv5jstsyYJ5dsuNj9nimSscBYWifE6OMKraeVF3zlHcQZIMEqxRa2yHYMedu3ezkiGl1l+isIdM6K9ObKG9/s8Z+u9cK1WDoklJcbaSTIdt6/O2qYiQrSRzu86ZqtE97CtfOdBOH15sFevr1Ewqtv0OO9w2SfzrlTfec8vVVJUZGlkJAlQkl3B82fvx7a0KOK2rFdO5TKhPcKo/2lRjd1/5hKytdN2K67uq6aVUU3F1lnWWonOuOL9N9Z2s8PB663taF9v8aJ3NeFiJchk4IhV04NcjcwTcWvedp6SfWBJUxDbdV6s65L+66XzLFXVq1rqVduDgItsqGHIn3S97TfgLJ5Qt51iTnIHaCgFhT5YTuHXKdQ2dnigQujUn3G30TZR8csZWqs93iwon695cYsVK8s21DdAVQjByix13xcn2rcMHi7IYybLbXUKLU6xU7K48+o6mjb6X6X0rpLrdu3ep9R4wROK+G2zxwpXqcMJ1jiIehW2aJKzxNOkMS69EABnOsguBkfxzlkZslFrvQjto928OuDWxBUK2LiAGksA7y8RWwdFGRLSezrKu232xu8jWTEk547FF1Ktc5WmML0jJcBaJ794B5npplGicaBoFlxrqWxRViD3CXzm41giOMc+9w6t8g4YJyTFIPeImBHIp4BKruc8ysR6xoAt8YR0Vcbs7P2g+us0tqt+KLRF0BMETsWcUryhq5ysnZS8Ghh3IYM2HRIzWkQe6ryzFwUtXVtrkB59QsvwP36L+czXsl161jCMPj/YTbSXKfJS0k6/WOTNtynz5womL1EsiYBMHyrt3r1F2+btv2IkVm61aiVP/yrW24aGHbMOVV1mRYDDbddPZCv66CVpco5st1c2/L8nhJUqgeqgCWa2IY5M20TsHK3nuLC6d1AlbJbH/7rw5VqFJsU0bdaaSjX7KqfcZr8RcXy+9+o41CPJDkkHFwitH2MUA59ZDzFXg/sjQnva/Q4fblHen2Eoly9jRpHCNesFVnnn4LXv7pcWukryhcrvtL7XICyYOl0CC4MJSnoZojwI111up61u6cau9eOfrtkziGgwwDD04tFQSqXhyXBC4ZmnsalWK7CZebnP/bjZ+wkAbv0cfGyRY0HYiAg51FCHx/vKkJdQjazSh+ipQOKC8v6Dvg8F/WOsNf7X+8uY7smeeLV5Ra+vUDTq0VpzlxoBhl4srjEJ0fdN6W7H5fRjB1leP7GZRRPbpq+67zmzlWW2dCXjft31gdunbZr/55W/ssIn7qiom+X4t5jvu/ci6VlfYDpXoCKFbBI1p0UY+4dDRVnbAIBuvDXudMvqRJUXuUediV9rzEQ8AIoIwDEEZCq909oBIkFQBPeqGAp8KDpnesdTGpgPON2KSaiV0/l2Bo081VOs0Rg35na3kxRfNZs22LZf9OAS+NFbBRQ4YtsO5PE7GB5yKL92S2DRyfNHRYVbChzm8rqFFz33V8g12x29f1mt0pBIPawXqcIY66do3fv9zdvr+I+xYHa4bdPhRmcvWJvKa5vF1ewq+qmu/46MZVlWSZ6WSe/zOqD7211krfLNwdWwFuPWq+vf5Y3SWi3p1do4Pi5rKNxU3T8ITNXfEqcLknmSZ7+pMa1ML66jEl8/9pUkaQuXPlaldFTD8QQm4mYDZQDUJNDzwBtKk+6MJxdFMgk2RIoG0ubWHfkCCwuvYsbGW2GgoNKQ2BXTUnPur50z3iA3Ir43ni8CXfp+/QzTCoUVUFV0ILqA7ePMVe7U6NkwOqnQjdsiONt44wBKle+/ix4YeB09Aeej+BYRdn4OegHOa9fd4/Hn1EBEIqq0h8MV1scECoS/pWmx/efRBu+szCHyNGjnC7v7TbToolSz75q4DnuAzCZYZzFQNm85qG9eQblCaULYpRkfn0pNlDTbX1VGF19Ww9RyZ/x19XHmuPAf2JpDHfDn3NXmdgGAnASntr1SHObDb1LBZ9nq2Luqi8Q3ES7wX30IlmeAlin3xpeAgOUA7/n4oPSdqyCQgyR+4IJTGCAEnT/hTmC8FH+3FzCMOLYdV6sMdCiWC+2N/nmovPP2+fqaNInpIujaSMPZCdSpjG9glWeb6yaOiF8mcxktX+0psp23fA87YYmtH9recyhq76dxDrf/QbtLGgJsYYxGXGsrwJMvEr+whkfwkcF631giroY6wXU+6XBm6A39b70PhiKMTqFq7n3YkVwgduRq2f3BcrNsreRLd0X+bYlYgM8Iiykfn38Kww0+5nbMc9xAe0tFZ/iTvmoADsaudX3fOMl12Xt+pENARhh3Xk6e9arv2zgZRaSq3brRHH/iLPfLU82bnPWimc8z+fo1gTa+rmK5znQHeskpnZK6N6XuS9hyqxRFepIki/qkUaCNN5mc6K7VB1cr89YJrjrfD+pXaZq1n6Kncm3c23E+5fR12hGE73DoG0Hm1aE1gTeLwbO/8x1ncpP2Y9URhtA01oc8A7cW6JDCFWuXPAaSAft8FvuhEp++jt6TD7l2jtg5y3ENwlj8DDDtZhVFswlVAcYiggxQ/+fRszcPXRY969L43Nd93FsJrcXsdkuUoQOyQuF2jKE8/v+hY6619Olv3zf2e9vWzBcP+92rYdt899lz/AdZSVWUZBbmuWl2k95/bnGdVBRJnkijTtOFDVH0v1kHCil2tMV2uz6iwAbW1tiKjny5jnF0wdZYdu2qLNUBnERJuZkGR7Dqz7CDR3wp0+GeoAKB6jmmrduTCDj2PDH3nLlqBWwPfhhcNsgblVGImnVXdNXer8WjHu17nvCM46HjrbHAbQoo9WZ2sTOjH15Rl/7xrkT2mDnOGniXx6HxtzA9f+6zt2FSt9wAl2GQDxva3008fb3ff/IaNOGiQnXzMGLcsCtHT4ELiG0tRHsu/XH3+/A1VduuNL1uJLIaatYdBL2FN5KgL721U3XP4GrNrsfdQUKOjqqaJOr7Ej9huAsfu07fc9jlcgnbq0I8sRyhKMF9ZWTXoTGyQzdIf7nnPNsxfJkh5vosnwll2eDZWUjl0oiV4KPh4vb5/9/yD7K2TDrZx+tgDRu9tC7dUWd6rb9sIOoYIfJH00/FDGJckMhHySi2FcpUEw/nsQxIoWktXwVmJYx6XoNnrryzzpLRZn0uToVlWRyCFgE3n0GmkaEAiNDDXRv2wi0Cnmbbi3s1WsUJnYFHYASLgtU1JYLUsm7YLyt27qtKm7TfKLhpWbNdfcY64zEX27BNPKdbQtqHrdSumVPiqrRMea40z3xGADsMOQSznZlNwIt5KfNr9LFRnnOSR5LRCSXh/0TOffm6uPfbAW9Y5Vx+m50bhKTsTWmKxrfjWUXbZ6O42tqXOVmmidhPHuVJ/FyjKsKx1i6fEwpZ4kdg4kjgQhSShUFRAKtF8CXg4SaN0ENVQYF8KTnONJ5E6U/U8gA+n4oxubSiO8+aKaDAAVy5TDM4ewf2TvFPgDIsnuMip401wtIEvQwGrhwMs5GMIgAl+rqJOqRdPNH5uwZT8vbsOBWIXPQUaJu2d5bgP/o1vNjGKq2Xru3OwNa7qM4QrDWg3Xzc0h0KF2zvTwMb182blVQErT6y09J3z1tFZep6OUvXGSDhDeFFA40q8S7xBLNrZuc5NOo/hWqPNA2IhBACJFbvAidZ3im50nRcKhv37Ox61uR8/57vtf54sz5wp7021IindsTtJNr116QpXwD5XXeJJ2jip4uZrk3u2bw+7Ydz+ftp9fu50+9WKlbZGdiHlVeus6LY7bbPUsOHJ5NHxQ5gA6CSwU918qx6amkFWm6gZtgDphDCvCtb12ij+MXiU7Kk22O2CdO8tOAZE7yzBe3I21duhh8jbuXKLLVq1yOZpUypFkhy4AZLuJMvaDOks7zNaPqI9BkrAYYplMRlQzCWQVgC/g0HvXmg3/OI5Wzp7qXImiYENK7UDv3mkHTqsxK0E8oWNX7G2zuapiz1T3sEzV2y0fCVHeQrIGR46ynQ8qDxSIM90MaQdViOIYT8l3RccOdxySjtLhEsbvFp8og/4YbZd3+ExwydNeTY8SFFZbIA2un17DddG0mw/q62zn/XrZQ/OWWivD+1j9zwz30b+9nE7oGWDjahfa7dL4KtMygcuBqGNu6Z+i5LpqUooK+2Svc2+r7yOoAIUGkctlXg5INmYB8xOPfUrdrH8Futbau3eO962D6bMERRcXVYVNOjkZEuxsU5iBcO+vp+d84UJ1jOnScrMoZLNhGVCU60DVstB0sWrTbEBh99ueAF7dcetqKIDmacxovrL9QL3pfIPb4EqEZCqlL8IZ7leAVLZSy8J7z/bmn5xqeWknWXg7UTKkStHMOKdK7qdIexFZ66TFo+rWJKEalFtFSR06odr7Z9/f9eaV9danhZ7i+D/wK+BO2HRUCuY0lGnj7NJXz/MuurwrNG8LJec+2svLrB77nnVVSmzNL9a9xxqc8492l4TZaBSnORCcVJYzG5tpopdnZLl0v+5ySovu1xV4kKHX5M4up+cC3wB1WMTCL+8Gnyf6eYiiQ+HRN8LVbqm0uf8X+BXCgYI3OisEwwAY6LQoHPeK+5p0cBLBxoXgkmHXFO01jxog6xpI4E6gOy/Jx/6f4w/HVvk+FPOMs+JDrQnvVQFE6EgnrvzRFwfILjFviFj26AxbUQchGt2aDnehtFRxtLJO8/eWY4kGSVODmoXBEOsAS9LqrZ4EwqKVY5gVxt3OeVKR1Lv1VM611TrHYIfdgN09kiuOeiBqJMsFxeX2IMPP/iZOMtjR4uzfB8CX3CWQwijozI0wb3zevXcggoQyZV334Bha25DBUiTJTRwGLuwlOqQFOl1h2HrdYoRHX1coRFQPcVmhIAxTd5QJCdgjKQrIutIohWwkFwn6sl+PV55UoHSD+bwWU6Fn7jm4DIHN9nnTlIT9aq83p+MJU2uo7McytAOSU6SYhKQOo0FhamwS2ofC+4tq+NY6P34CFTwc3WivfjMB/bX+1FHzvMx3KFEiUS1TfU66Xi3q2FjQeU9PL8vPslh2EJ6tHX3KRbpl1r0OntopopODVog58tf9sBRPR0ex1zdWek7xMvYs6hqd3wOBBGRFH+Ss6z1ulOyHM8BiyiKUpxlOwl/aW3xOqrX7c8Tblp0oinItI0dz0PjGOIstEw/W7LsPDK65slzTpPlrXrOOZpfOytAx3792TjLcW+gshgbxMgoHLDnrlu/3j78eI69+M9X7ONZs3Sp2nT2Pc3ssG+CSY1FwYGnLrK9eLvZ1AdtdJ8T1CVCOKk+0FjOZQiv3WZ1mjomyxSTM0RhmiOI5DVXn2CHS3yxXs8YCD3FUlRpd06WExVz7+AoKfKOc4fih0PSO3KWE19z7ceMM7FDRxi2c5b191C+4hxNoed0ohNuuq/P6CzztyBj2nyTk3X4fxH4Stc0xaY87WMdk+VcoTOu+/mzNn/6Ml+7kaiDLtD8Eg88U+iLTIe2h/NEs7Kwo0+eYCeddoAXg/k69czPpoZtf7rdHh420hYodumrxGx4dZ0pzra9R0iHBrFXL2np+arAi0K2FZRaRnd1lEnKV862k1vm2lODs2301hq7cUGN5TT1tM7r8uzgAwV366XiSU2Fta7bZC+uXWZFW7baFiXgVG5LRQtp0XzL1oBrBVujzsMWnYduO6m35u3nSj/lju6iWKxabd3ZR4nHWH8KzIqgL2mPCdVqxAf1zHQO9tB8XK/5mJW6Yajr/s8X5tp9t7+q567YR/O0TjSCTkLx4QjxAymID5eFZw6xUNpZplCsy2xQx5HXt2vP3SSE429/LmXdxSvh2WgqqPCCQFWWkmc9E2DFKpV6EcPFUIn9vMmyzZpETdo4tNzGdCu1735RyMCyrtYNYSYlV8X637kFJVZCp3XDZntAHe/Wyx+ycc+/Y40SvOuELScwbH0egl95rhot/KHbdEIDarS5+4+xjD9eYK0b19iDcjroJBpZ2jkk6Whw4SYKpIlFFGgwwWlzcout78CBVrt2rT2qJHjz3z+2vE2bbPXGRlssa8EsFb6Im0j2Sfq36T4Re0VDZbsGL1/Xl6dks6XfQK3XbTZ2XI2VH5Nvix9osFXPblWnXPsJ+jflZfb90/aywv49rFSjVKMuy0jBj10QTWtujTrjoM4iuQpdFJIzBLwowG8B+ZWIgsKt5X5cMMtRaqnAV3h/Rwe3XaiMJHOrxqOuR6Fde/2LVrhgqVS5Owu/KaSh6JmVEgI+75Iz7OrrzrZp734g26gVjgQASYjYaCcl1Y2C0ZdKHbtK+5CLkeLI4do14RhCUSUcQpLrTQrXwTHmLITWEh1v7yyjdq0JTtzntppJ/EcTEJofMY3/naP5osniRY4ESRMNCv074STTcET03X4AACAASURBVChW8yb2STjLEU8Czy5RfrMF9JLmWwX0QKfiReHWYzq+ozcDbN4F9TpQ6NqQvDyX9p+7sJlzi5ULeMc5BGpDjDWx7tKz5/6hPBHn8JydbogjCgJyCICpCEDyT4Omq1us6vro5Ou6obiBcilQABzoQRURFCtiAUycBbWIZhmNOppSxICMJ1QdkuVlotDe9cB/qYbt1fr33rGM/SStv02lLiVzP5z5vn1LXceGQsFptZE1aLNmi9yhzeuUCXtbRl9VjzHklG3Uyy++6iqkxZtXW+Hku6ziyp+rywgONIQv2NxdXdoDXOyHouLu8IBkUlXqoe8hLtOvi3vaY8dIMAzxobXr7fKZ8+1Lsj1aKRjAVnEJvjlmb7t9ziwbIE7Mtq4Fqsw0eyVm00Y9fIkHZevfz/SVRYpM6FsXL7aXpnxoLUp64OGivrdIgdlwdY6ff2+1vXj3KxK0RqxCi13k4eMn7WUDZSn1kAKt7dPXWP2bs6wTHAFVRppVFYeDDPApZK7C/08pjLgtEkUTqf+kn02ycaqW5Wrz3q4kf4e6Fc5rVhWFLh9QJOcze4RKdTggbyx0HnCrJph2Qg/0uiD8pZbJavFDvrWiwcqve9xO1kE0dFtFW2d5m/O82Cj1mYLwrNi0WCbxH9uQgu329JekVqjJzCFD0I5i5di7zY465Ut2wDfPsw/+9rp9+Iy8UTVmQGKytLEBPWmS6NWYcYPtR5ce6dWuLogWaINCHt6Vl71aR/UnJr4b16OS7J3G4IWFQjMwTf09GxliHOos0dlssz2CW6rfg+MMl42vHRwkcJYFwy55+SVrFWe56vIfW15dtXeWUXImKGFMEQEp0N+6PzE82kR0Cg4nVXjmV5EqgTOXyibivjds46LNgt5Ttebwws4q/ApJljvp3utV7DlAEPMSKtw9i6xzlhaggow3//KxCjwSOlGlOksCFqgfjjl8mJ36/WNtWHajrZEqJB0rEshCbU41K6ts4F2/s7XqLBdqM6Yii/UEHAtX1XTOCEIRCFUgXqWxo9ue+sc5vITEUV1RDk/v3gUHni4KQRI8UZInT8C0eYRUUtK1IqCkmOO+lNE9Q/SMDcoha8xdBYFsrC7f73YEkWy6dyVFDNYsSoNak3CPQT5gg+AKg8CzlYlThfaD1vng+nsOQVdVJ4lWMpzwuBGhcB4NvBeqfWzY2gjx93axDL2fi2lxQMBrSe0PEtGzzmx8dNtVQKj1PUNV98RuLqCVHey0mGd6P6dSQL1Ad6BIneW/PWB33Xe/z7F/LfCFGnbis/yp1lGhgt6uhk1CwWEQcHogvR2TJfdZ/rcCX1zZf2odlXCZd0q6omiyO1ErgvuU4xrJciQUfIXCZsp9bU80XOCrzV4peZ0OcsJZ3p1dFtSIT77OvkAxq4fWxfNPfqhgVQKGKjDh9ecc+934LId1FLzWSKoSw2ZXww7Yrn7WQSWbDiU2dlQBqkXW+/z1Z9pZVOY3NXmlPC0khPJuOyQ59ABiH0rtslLhr0+KY+3OOmpXga8kid7FOiqStDaBrw4d5+C+AmlLOMtpMSZ5TqGSzemTFj8iIdw1WY7PoCiC0NpnTZaZL1jH7WwdFecTiSPBDfOnSTyBn159nfiY02LinHClKrFHxmEjURzPPhlLOWnYkqlmj11pfYv3tN5lY3U2qDssu8FI9HQfUEj0HwS+srCO0l87ukCTM1M/q8zItwuuO8kOG1gizYSwA+O/wAcpLrrtkO99Md5w/giishJYPT/x51lNATf85FPtAMaIe/tXybLD5HUd8T4RtLcJf+02WW7nUP9f1LDTIk50x6MYiSMB65N5iv3Yzde/ZItmLfeifSTLMeTtyXJ0nKHrICQ5Qsini646RevK1bOULAPDTjvL10sN+/LdqmF/7zvftTO//EVbKzX7twWJvaWrKHOKnDP0vxF2jcqVLmrjWpvyzjtuafWKOqPLhEx7SMJVGcP30POXmCjdupYP7EcNU2zPObl2VteDLaOPOMO0DGETKNY4/PUP7TdV661G1/eH8p62n167qlQFFqHxnl+ywDYrxqGYzEcWqcr7uH5211GHU520m6a+Z8MkIIdYKAUd4ktHrXEG6GzL0pmWL5HH64b28zPu95vW2Uqd75yv24RsfG/pZnviwfesq4iX0LGwwywr72o/vep4q1WUF0E++31Cy0tUouFCztLrb+AUIsrcNrjH0AhwCgHZIgG7HexPLtwFci3hJGsfQ4izk2LBPoN62EHHjbJBfcqERCxw5GW+4raBg0faaInr+pfuMWOzKA0PT7XRk5+xfCXzqDR3UhTT3KaWrWK/F/1J0ptFKdf+p3U0q29fa771fLtn3Sp1mOttlZJwtwwiXkJoKuX4JskaZ3SO1mXPnv1tr332tYfmLbS7r7rTVry+XPo1EuRTUylfZzMIANwMmkBeqKSBIFlzvyIbqEm6x169bPSeg/0sz5TTSbaSlVVvrra7lq22jKuLbMgts23Z64JnHz/c9j98uP20d54EAOsdFQZFEW4t6DN0TmqRQUosl6BbwEFNYdbAqCtd2JfYgn5eWGu2wbDJN0DsefKp+CwRKgPJ5yg29jHV8e5RA+5p+V2PrKuSWF0nhd5NarLkeIPgvIsm2eeOPkC8Y4nUbasOoSr0C/RcDzp0vG1Yt96WKr9g3HtIm2az/KQ7iZ9N7OPaOMl8jCQ9kkg4xZVy/3EuMMk/8PCUS63nn6O/h8tO88+TZJCt4g4XC+ZP0kuMRvJPx5q40jvrrqESSSb6F/65dKATeDiddyyZaEhAtaMh4aKq4ixHZzkoHySjrsLtMUDEbO6z7FoAIcrqAl/Axfm3OuygcSjUe+NE19tdvs9tQmoO06ZxllhluQZMwM0dhp00YtzfGdg3Ammok7ehFpMk2+Mw4mu44lq3+DBrvbuFVpLEh6gs6x5OPPaNQS3EdYa4HKoY0O6FyzfZrbf/l2rY7FstElTKOOIo/S8dHtokn536liaJYG5AWQV1KdD3Luq4LcoptG8dK6wvlWMlxK3LFtjbIrLXq0JXpCpWzh/utOpf/FwJpDrCukDEa3JcbCM4pfXqojKJSaDyVSFA0MghnHooeVJvy95Sb/8Qp/nGvZS4+4ZRZxcummNfEHyoVIfjx5qc3x472q6fv0gVzBpbKJgI6nh08Kh8b5OgUrVg0KeOUed7a5W9Nu0j91sm8Cd4O2rMGPvbisWCkmfYlOlL7a83vGSZsrhoFVy7RptlFmrfjTKFVwDHoDdhGg/sBdiJkmr1gwK+qMMiSwk9lZ3+g7vY2d87ygaLH1clRbAstfRSzg1Qu7TKTeeWw9A5ozqoM+A9kyxrQnRy77EYIxJb5zLr38Pkd7xHgzDU1z5p58593wbbZru9uzrL2xu0MbJRagNWNTFP1b3M7RJR6d9sM9/9qz19fKtpT7IFlTqT9H77SF/rt2+Z/fi9HBs77FRJ/Ndpkyp0MYUavNL0+cXlxbbHuB521PETPJEjMUS9uFJQEIeOwENwfkjIxQe0BTGqWADBdY1CiFe5qH5pojeQhOHbq6SY+/IFpqAMoSY+Nz34CUhcDVsCX8XqLGfPmWsbL7xYkK2Es6x5xO+iRM53OjzANSg0+GfTpXYYNv5wKnIIBn32LW9Z/osfWrZE6TQ7guPj6oupBYMqsnq+jUqOtymCbVHCl6FNAXXLTqqB5kjkTL4SSsAyrfOQYiuV9dj7Gyrt4Eu/ZL/es4ut2djUZoOEWf3WDaqk3iLO8iWXWUlfwbBV+SpSZa9WDzUVLCBZJhlm7OiedgKBAXQJ0TNXwabAQNAnqyu9TsJLPcFh2KqS5yqICoguvO32LiCvgDDni6q6+yG78iB/A78LFESoYpOgp8+dtchGTLUPmKJDxYFXa0OkA8zz9SKJqqEkq+GRrqRVneMucJTZQPEYTHhAVH/LVMDaKIRCuezb2BC9Q+2BR/BPimV8X4WIhA6QUNNOvP4SO60yJdMUCvyg9AKCoE9uYC9RClc+jOtIiwBpkk+g7HZvGhd8bLt3K1Zn+SH74x33+rh8tmRZ4nmuRol1VHuHKjrLofqYdpa9Kav/F1BxJQAJ6iEN3jmEKHIglBaCQNH59yRaa4LnE7WiNFnGOio4lLuqYaPwvzN0NuDZwKpTGHbAZNuT5dQ3mc8IWAbBONV2qCORLMd1BfSro89yXFMky/Ihb7NLiqLfzslye6LJvUWynNooRfIGRAs1S641R+/36rMz7LGH33FPTZK+8FkmXSIJAB6b+ixHsvxJ6yiS5YzdJMt5ClK3aq4c88UJ9vVzJqqgutX5oQFVTp9nWNnw3OiyOgTsU5Pl9ufjlXEXBNsZVr97Nezd+SwzFqka9s7w7LhnkuXoNkSunFgN6X+H8BenNffQbh2FyE10lsOWp22OKVCjGr/7ZDmFZ3d4bp+aLKtIrIshCKPgBsKFxPHxp56zm35/p7XkiK96wgVm/UeHUpNfoN4Xu8m7zpXmxBobN/QrWpfaX1XMIKhvu34vAyKEBfxR0Fy/N6C3ej4ky9mFdsXF8lYdP0D7j5TNKQYCVXbOMpD7XTvIzvd1rnnMa+KQEDv7lM6yLhWNhV06y/r8T/oph9hZogyewOqjsywEUwJl7NjR/uww7EBN7JwsxzlHoWqjXBZ+cvETGhMVDFz4y0/L6Cx/Qg07xNeabNyE4Xb+xcd6spYmy59FDfsbZ51j53xxkv1NvNw/HndEQJR8+wj4vH/pDDlPOjZnVGxQRJJj3fRslxV2tm+hY6Mu7TVvT7Wrissto5cCj3IlJgufVkF1g1B0xTalUUXJroMFwxbtbvUqO6el0e4ZNEjVfeneKKEU1hiOhz0w6z0bLaTWFjrFCFtSANOzPHX4SDmtDDNbu9ymTf3AKpXIo4YbSRU0JmIOoVs0Twvk4vLLYYPtpW597d1Z06ySjhRcZzRQtIfdKQvJ6W/OsU5lZbZDifr2oX3tnGu/ZMNlAdkpSRIQefMzkNjHzzK5Y8hK6OZrHnf0XCcJxkbnOPyWs4XG26ZnkqOinSNgUMtWMagWX3VVTs/9/kQbLtg3FBxUlDvB/RV3l1guL7/Eho3qbxuWrbdKFaWOkdVV6Uk/s6EfrbRmnbVNel81161RSTFInNRyyv2J6fgqTsWWc/lPz7CHhyqWXb1FyY7ijaSz6fBkkomOySUoL8FqyyWWuaEpx2bMWm3vyKJs8/LVsigrUvIPqomOy1YJpYVFVkHvbjZhfE9BW2vtkOElNuHIPUKDxZMidWBJxhDWUszYrNyhUnF5496LRFNUUl091HIEy84s1fOkk5xcD51FF9ZEx0TjEn7JYeXallxqr+OMatL1lIqOuWF9jfZvxcB0XOHcpsk/SRnJsp4PSSdJcmdtR5zfPbrn27Ll1XbvLc970odlEx35AnGVN2xotLsmf8+O/drR9uZrr9n6dRXWrSzfKvW+PVVMaNjR2Y764rH63DU27Z23FOcMtIMO2Vcom+m2YY2S5+150YBgfOmYeoEz7sMF1Gg8YRGFpRJcX73eWSFmdnaplcu5Y91KURoUd4rN4BRHkvQiaeQEZ54OcTSotuh+ikHheQeZ5BpVcOVTKpKFGnZ0lmsSNeytcKy1jqrZozTOm3XfdKa98wu1Tj+PZDr8tIlLU24xSakjLNyCK4oS3I/TEkCR6ufkCCEYhyhrJMU+rjrzI6mNmJG4it/HTo79mOeBLk2Vrp/fC+EwOvN0nEPAy92OFC+zD3ojh+Q40RAg74MmgG4OTSmS+0LdX8SwYVsKSpKcYZUcGe5+6HFZR/2XPsumTSdjX+F3CSZmL7R3F8y2NUov9PlencvShU6WQt1DUhnMKCaBkC3R9Pk2SZZRDfRcVQnsummNFU2+x9b/9CpBMpTRa2Njsw+oHZjyxO9Mi4jJTYeMyi6Th3Y/lYAqRHm0iRzWc6A63apCIgTBe3ww3e7bvN4GqpL4oQj0l+61h31PCfNxS9dbT3UOloobwcPJVcVrhSo9373/QxkOd7a/SOSle7YSaHVJB/UusAuXC+P+4vt2+sGjXLXvd39813IqNsrLOF9JE5sPggnwlVAVTkziEVRw9cHgeQLDrpFncIGETRAQ+tqZ+1qvvqWqdnCYU2GMc4UzBqElYAAwSqnKeWeZ6JhkWcku8Cl+N+DIKsbioauAhLGjE9tFXfDprQX2dkWdZf30TzZm7UKb3G+ile1ocHuBfP19ozbKLEFzELfZblts1qrn7e2vRNX5lMdVANZZebhEzvfsbXbrLLO+XQ6w/r2GSuGv1kaNKrNBgr+PGF2uqmYfVVbzouOnjYUJX4qAkhYOKsQO12UDcu+04CGUsEEBsYc3oSQlhL60cDUf4Atg8YOCJNxs9whW0oZIAXyklEMbCpAR5NNZbtAGXfLCS5Yzf65VKFnOE8y8meRWARCchvC+jYKCJ2IIaOkzgGF4sqxAPVP8yKlz19gTN8mvmW6fniuw+ZbEt5DCBXAiOEauSklFSs+9UYdapmBZdO0xp2/Q5jZQghmHHbanDd6vn3fhl69aJ+XHQjtldIkqf5K8d8sFLXIVe5ol8NVTath0losQ+NKmBDSZxC64ys0q6mjTg37gwgeJ5RUJoCfLEQQ2KgFyMSLNJfjIdINd3Rs1SQ8EA/rn84kmQwLNpVtDsEQ3kwMGpUMSaMad32fjQHSJBIEAAEg4v+f8ZwIJuOdYL2ktuichogw+xsDpA7YNBMb5QYkKNskR1WQvkiRVSTbMSofWsHEGD8YtcRIPQDrI2MO5t7orG4bIQ7F7BTa72Bl6cAQUdRqLQs2nOg4C/T5VUu+y+3wKj+1sBdehrh7iZoSeLQrcu6qz/Oe/PmCT77nfY7x/rYYNDPtfd5ZRl+R5J7T5tnnL6wTcHbnMPAdEzkCVdMLbs812B5YLwl9RBe2YLDOG8HIi+eWhJhZEukc0AXa1jvpXnWWqzR2T5UAf/L/oLAPDrtfBFt7Su3JfXezsEzztNFnmUAdp8tFy2Q3Kg7dV8wIxpkiWIxaPLmuaLPN6tNHSZIogNEswwFToL33dkzE4sfJMXXHoHnaj6CTjROPZ4BX9joWARIANGDZK37t0lgN67v7QKR/bk7Tg6wdnOfQBIjkhUA5P1Y6/Tzcdxd6OnOWOneUCkuK2DmXaWY5iRnQOI/nlEhAbhJfWxsX1ooiSNJ1trqqdCoJ50kURS2cwokJt3dRQw3c1bBfy4rnFxpHhImjA5JPOcofCAZBWtDm4Nxf48sIGwmuFtmjJcpt8x632yhTZMp7wEy2wzyHdHuaWSprsud9a5sdPyC7wy66CDHw0V8+Noog/M9fyAF0ESiqS5bigoJjkCbF25bUnWp9+ZdrbsZZKk2WdUbvhLNNpocgYwmzxVnx3/rY/t52LHMAFvWuedmv9ecbeyXNh32pXw05f53nqrPWFuzMMOxXaS/dnxveTQl6eXGssQOTw+yEg117kYF/FaaFT0mzIVUdlpfh2N/7qOW9ghJUaY+cD6GrYbn+IHoq+ELOp39qoIn53dZZP9sIpX2ed8x1bLXgtXzdef4NdevnufZbPOec8e/TSS6xaiVdGXyW7XBs1LEiBcLoSrnbr3Dn2+rx5tlYNhTJFHsccqM5x/552w2uv2P4bK73YsUVB0yW9xJ9eLr0XdSjrxqqzXbxFdLo867G6hxWszbff6zqfEsb0SlH9Zuv7Rp1B08aOcoWvVlHhHpo103pWbbUq6RzoGLdBgidf0GuAvT9qiP35pTeFAtPz1Z7vKDbtny7QqvvPVdDRqvXXKB/dr3/+CLvww4/sqMVrJYSa54jEPMFRmyTEesMr86z66VnSyciwNersjbn8eLtCgqzbFVOlhV4vhOh8p4tOvPHk3963557+QEOiQEnFdpJUqHbsWd5JVlIJggKrpRaZ0WaryN794EF24j6D7aCDBtg6WRFxNpLMeRKus5jieYW4pCRR9Vqjpx4kJ5jBA6311setx++fsg0HDLHe1Y3Wff4Kh4GHwwXrUAKliluAZztdDO664NKn/PwUO1BiNagv4x5TqEsl3gA+S9PKk1KoOsTf4h5nCmH3h5tetQ/eX2Ql4nvnS6CJQmZmS4M1Fpfa/KP2sG9IUatKmh7HHrmnTRghRxvBs8tKZaHk8ORQyPeCuB6Iw5T1enc6lhTuhFZbV7rBqvtttrI5fa1fc1er0JpGQCoskRRzaM8q1fla6cl9+AiDINmqM99Vkb0zKbHWgaNs+KhRNvXt9xWLr/LrhBKYilSS1BEL0EGHQlgn9faBA8oEhtiimKDV7r93mr38zPsqPHRW9tKo8ZNllfaiRhUtvvroFXbEiMG2/cO3ba3i/BLdxw5pJy0SUuPCMXvZLzS2Vytof3XKm65i3ffYw21wTbUtnDfLVknkrIvmFZ1OiuehNp7CrWk8JZxljX/K4c1RcWXYiHGKwYfb++++p0LMGo2HCj2CxQNLHygXmcHDRdGUSOKLz7+h+SJP88S73TnnSUzlbiqMP6g/GlXArCvgKgc9Adpfpay3ytRRpmNdrudWoXlBkxHhYlxbeE5uvQUlzmHSMf7OEXbrKMWtmreVSk5BnaJOX+iuMdFQq5QGVJnU3l1VHTSq68fQuQ6hNZ9/5DrQCHXW8HwRmoP2EkgCfj+Qok5XRA07QRvScHB3G2JCb8gFfBs1cpJiimBhSRXJNH8P/TFg2Oosaw/93e1/l8DXf5ssz5kjPoo2KJU8zp/yvp0h13Ghcm2HNrvJ3brZ46oQTlqzyr4kj79BqsC1YAmgxKZaHbkMsj1tZF02rLWcP022KnGW2dQJ7gM2Ch8sTORDKCECbh80J2YHIdtNqpUskzRnVzfYL0YMsldKpbhYpORc3UZJC9st7061L26vtQF9hlrG3iLoVlbaoPWr7PZ5y2youlWThdd+8IVZ1ve5mVarvf2AEybY+d/cxxasqle1bq29//F6++CdhbJBy5cyrBJOCTHkt6pLi6KkC3aF4JN3gakUJnAX1PxatEm0qupJIHfY50bZgV/cR7zpPFULUetriSQ5Oazcrse7qNHpJPJxKhdcRwIRjS0OtwQ4rSjU0Amj2oJ4E9V7jR3VFYImxEb++cYiq3nwaRtTv9puKzvIumoDU89R55agMNroZJtqO7RxNzZvtoUbnrezJAj+4AJtpp372dGTTrLZrwgytGaRroMqc56N6vEFJfjl9q3vSlm7Z3eHcQPZQGTAq6dUr+SvWN4tPOBcpMq5rQHLywcqAwxXAWiodyJSpWfrHFL46WF/5BAJLSQCs7AwioSPZx6FlPBLTgbEO8tNqlB3VbKcK6G3jRddZPmCI+GzHOqYkUASkJI0sohd+l7fHTZCl02Q+I/kC3n7na9arg63XIofHGZUXpNkWSehno8g3whT6JBplnDddvmFZMuLlkXeSb6h64/bw45eU2knf2kPt0ah8uv+bRJYYNNhE6ZyyKKsE+y+oEi+zLIs6/a7m9VZxme5wBENARNHVTAST6DLdJpBXBBvuT+crhveMCqL8HepoKWdP2IiuBp0IhE8IUH0YCmRF+gIpQWqyvyE51yv6no+yBD9LckySSU/Y9x5vSbhdTiE3QsNFCCCT0ky7KIUHDSs2aR4UuQbX8wPDiTsAvAqBZKDCnYRyo2qMlJFJRBgLLdUhhf1ZhUWuneXSEwV3XgOwEQRMVEIr0K8QhsfVUgg68x/t1tIFcKBEulz4E7TLYPDC8QGaI4n82yYJJ/MEf2nRRy4rvJ1/PMjD9odd93vQeK/6yzfd6d8lrGO2m1nOcSruPddk2Veb+8481meLOt9MjX/8nTg7OiYLOvwcJVs3V/HZJlNnmCavfCzd5aj2t7Off13MOyAcKWc5fbOclSd27uvCbTVhZ9IHHcW8qpD9dq7sjsny8wPcqWOXGa349H8Yl6XCG5VvbHazrnpFXEWhXDR3kmnB+5bx2R5u9Y8SVq8Hur3btWq/9BNo7NMQM7r6TUj/JWjdZ0JT7FTng0S2ufqHxxu2zLyfA63c83TZLm9U7xrZzkspdphuBz2se9I98iTLAzb2PdZQ6k4yU7JMkJezjVPxyiBYavi7hx7kAK7JMtRpWdvpJPLoPAfhBR5zgEKbmdww5fHmipeiafp6AWHYQs5g4+t50ugcgiYQ1siXm/vaLrAl9ADOBWkewrFH7oPFNgIZqNxHIr77Hn5anPlKoE/88STbNWQ480mKWFeM0dehYuV1Yz3bpTd8TXrV7Kfdesy3AUMgXtC9WIf93MRGHZiJRO4gkgE+awCSTn/WL61pX1KVHQIAat2gS+4ye2ic22iZjqrKM6mTVASbO4N2k4IgsVnULTA2oRDm0AwbYqTdCq/8fOK19uF9gTbxmoq4SxH8SvxsCf5xbs2Ub1mPoLi4T08KVYg2K6Gnb4uTrT2y/R60nFlj+mk/Q+1Yz4LEb3Kiq32G3GWm1WQ5948vdalw1MGkgslLCvhLAMzz5d7xhnfPsxG7dHXVeaZL18/6zvqrqzxe7/hhk9Xw/62Ostf+doZdvw4Pb9SiXi5ibr+SPyr1qXLqZQjR26PbFzndnSF6oA+Lo2V3407wOfqvvNn2o3LV1q1Ggc5GtQyCbuQNGere5Cpwn6DkAXV3aptfe+NVlBTaPut7GmZNTo/BEMW3VX3nmEbNB8+kDDXzyaoU63iy08+nm0Hyk2lpKbRKnXO9qprsO8pkZwmbu+UxbMF15brCWcFwb3IxUNGjhGSpcGWSpBzqYTIvrfXBHtg5gfWa1OtZYBO0lnitlW6tZbiArvlun/a+g8XStg033pqf/rahcfZ4MEUw5usp5IIHff6m3qbP2ejffTuAps3a6OSYeIJ3ZN3dIkbiR+TIrz+vVWItMIRA+zb8nPOEKd5/N49deZyxqqA4tSk6MRRmIaehR8vHcJSrfEqwYHHnXysLZe41+dFdWydvsQmyYHk8Q/W2Kjr/2IZM9biOQAAIABJREFUbheGfkAUGSnu41vsRSd1WmuUJC07+zB7Srz1o5V0L1q0wpYtmKn1p99LYNhFSobrxZ0u65Vnc+dssr8/9JZEUGsdjkvjhs51vZJHuJ+nnjXRykf3tlIt2ny9/1Y64q7qzJkc+2K4fWDnKAFe0IYany1KMhGWIvlya6BK7TtDGm3F4NXWqSbPun7Yy8/TWrSM9HvVKpS3+T4nXGNPAqHVuXURxYVWfUZPGzZ6gKxOFwjNL2tRxXms1ejgKllLrJYQ18vL1z6Y39NO+MJEW7h0mV3/mwfsncfnqWtOsUHnmp5fk54X19ukPXOuaHZ/vPxLdoog//OWLbespipb1phl314masHSjfajM46w7+87xg5Rd/mXb02zquMm2hXd+9icWdNt1vQF8ltW3Jei7+AsFytOVPJI0hqWVcSrSmu0x9fXZ4cdq9AZvfoU26oVG7TQml31vCuxVX2mHX/yCb5+65SQT3nzbe25LQ6np/GAgwFcdJLjtnHyJF0cauDWwM6JxXHSgEMNHFzjSkxXpu84YxCXAmumMOgWWNiBJkgEn58JzdE5zU69DJogxXBiMbjUrtfgAl6p33UgMeg8M39ouHlMmTSHGtVMdaqfxolzaIvmoftJJzo2rM/U3xl0KhQ9zmJvtJEsk5wnws3+e5p/rgqO/anD4FP3mYhdOAOWrdhsk//3CZs/+79NliXSkTFWAl9rVtjUN6baevFKNB7e4Tm7Vw87T8bzh22o8OC01oOWUN91+yS88ZQsl2xcZYV33W2rL7/Kuc0EFdxcVtIFSv3dHKYAXzJpqwOnJYhyqKZDLzUJ9PD6KcgEqrtd0svTRL//9RHaOBXx3PzGW1auiuDXJc8uYq9ljB8qIQNVTNepaim149EvvmetJV1d4r4JuOtJe9v2xVVWvURCDJqELKoWLS66uqheO8zEBUYQLiAQpkLYzmllM6ICMnZsT032BhuzRw+b9LWDrbMe3mZV+kgMOdQIILzzTEIMP9T9cCO5QVkYYS8QRlSk6RayADCBoMYOVMw5o4yZ/00IdJVoY//tHVPsb1pc3//wXeu+ZaU9O+FEO6B/vn2wdquNV/JRoS7LO2s3W8HcDZooTTZjzbN+IOZnD7HD95pofdU5XjpjqSAlW6yyaZP1H5VnXzrpeBs9Zpgnfpvg82lCutqxQ46oykSyE/Ly4VGMEmiRONlVGNareklHmeok1Sd4BCwM7zxC3tfGWEN1Lek4EqQAxfcOM7wDHZ7NKhoQWFIYQPDFx06zqlm4lK4vvGwZ8tSsuOgS69xQ69ZRdOrdd1FREQmfQ9Z1Tb750/Vk8XrXM9duufaftlBK1Zkqj1Ixde6QJ8vxfLFyoDjSIrREDpVYVRAHHTjIThjTx/qIH0cXrE+/Qh1qBMwqJCBdz72KI4MZO4ki8H/gSw5FJsFDDVuwpz53qrP8/csk8qbiBWPD4mVs/TCJTQnhOqCt2+ATg7AAhq2xoyKLHzMFBwJ7ohTmBpL67q+sAJI5whfBXZq0xXeYywFBZi5SOMiHn6X3ZvwJgOmWuVI4KI8EGeBq0jqQ2jY23xDDvoCqs8PlNS9Idoq7hp2B84QoqpAkYzPAvNF8gW/kHWWqkK5uHern+Cfj4QeXme6PF8ZALCQQty5AcHQdJerYsDFyPRQQOGBdGRz7L63lQgXPjWodoxAOrNxh/YmoG53kgKESAFN04uAt+cydZayj7rhN1lEKSFOrA8Yx7WryvqkaJI8mOnwUuhDTCsXudi4zKBIFyjo8XODLE8oU8goMGy9iBL7abX143owZQRwHDcU1D6D1OsgbqrShhh1dVreO2kklO+2+RucpVJLjoIj8wDNN57iSpPm9RX/P/5tCrDp2cEMNmzmqIKsNhh0dSqyJOMAosHlyBQ9YhS/EOTgnPLn2t9anwNoBhq37cOEW7f9/eHqGrXxSythdO3tCiSVKCiNOraNa0HVQ58Rf1zg7O1/vyXoGGZJ+Of+VNUEnRLtqJiJcdLa0jk7/5v524IESvNHvk9hG3hiojJ0T/vbxjsRR98B60e/maf/erofbpHOAvatR+2Ounmc2CS2FzdRnuU0NO5JxCk94ubd3lkn2QvGcs7FdDTtVvea5hcCXK2KwN1K0TjqROyXLzEFdW9AgUoEv7oFENOYee6N3WTt0x4M3xj6SKqvHHKNDjScl+1FHNWzOBfYalKE7FhQoZtFp66Lk4uzTTrMlQ04R3+c4s7u/pwddhaqloNkTzFZ9bCpB2qgBx2oOAOkPuLjvVn4PnJPYdAGrj+fjHruoX4tv+sOrj7fh2qs1ZP43AVWOM0ZSIjvfm8OtUQiOucfvZ2vu8jw/DYbt1kzeNU+fP1zm6P7uAsPW/s257MJsSfErhCZ3VcNmfjk8eyc17OTe9PsU0twfPVma3DmIjWqhkUgwsMPjHnK0xpYtWm9XX/ak8nh139uoIQHR3479kOtTRPV0q947V3vklb8+3foOKPeiMCNx6pkd1bA/nbP8zXPPs0u/eLKN7dlPDQnFhEJpUGM/Y/aHdvGC5VYr0q0uUxg2nQF6doWaaycdLNpbH7rQ+qqpsqeff51QKzReUNFPHS8o/OiettVoHXSW3dHgjVbfr06xS7l121QilCLnpfQ1NM5lirvq1LWedMREqXQJyy0LpJ4zFtm9letss2KpIRqLAw/cz74nKPek+austofsM5VsdelaaEefcKwSgy32+uPP2/I+5Xbx54+y1lXL5aYyzep1LiOABqxznW5tjJK/vzdk2R9/86SNlGCnQkDLku3SKaeNV8w3wB7TPBz63gJ777XZ6hxudWHBTIpE6pQHBB64NWgjzN84A4RI01l47BdG2j7adwaJvuVWPNo/SYZTO0QvGEM/TDuroPTgjEJdE+XpkIMOkmhmjYS1PtB46BzuX2xnLd1qvW581DKUhGJVhSo2Gg2N+vxO7r+sjna2Giiav817DbBrf/QFm3Sc0B7N9fbelFdss9Z4FO2jI7dIxZ9M8dhv/608sfXcsjupMaV4CYeCTKl5Nyi5/sElh4uLPFR7nexQsXNU3EPnt1RzFO0VYMAkbTQNqtXkmnjkRCuWNey0d16x9aIPlBXn+305HFe6AyUil1aroL760EWWuTnXhq3rLwSWBK+6hiUcftBVdEzpLHuyRiE89DSIHXB+oCNKst8gepzHIIm4ngtmUbAXkoiOJ4hQtAq0A+u9MuyNt+ba3/7xmmxs9ZDJS7wzjzCazjepijcKhn78mePt3LNOtOGyH5uhGHTFuhX2wH3TbMEz09RgEz1PVqKreosycPExdqfmTjnCcZmFaqfV67rqHUFI4T6smhJ4Mig9JfEuWKZaE1TG7OwGGz5yvA0bOdxefv4VPZON2k/VdCQZ1X0USR4AOPaYPUY6BWX92hXeuXfrKO8Ax/iE9VQ0G12lO4FLc4aA0sNaieQT+DJq3l1l61otWLxzkZmXaEelnGU+14XUgmMNGjAollE4dLFXV+GO5wKaip+7TWVJ6sOcqF47PTKxyvJkOah4nKsgQOEqw8EmxyCJbhMsS+JlkBdeVPIkHc0rdb6xWk0E33juvD/FJXIRT5bpWLsatsZBeZmjYnXdnFNL5LN82+S//z+AYZMsi89rVRvtBXVvjx4kTsjWrfbBptUuJoQq6AYlLHAb4YdEJzC6X572iTeSp6plJ3GWa3/9c8Gw4eQBhfTT0KvwJFTAE1xgwIncgUHncCZwcMl1LKFcElyVC03CerpJ+F2qkljTrYsd022gZajTfdwND9nih9+wHsqg3nroh+LFlNk59TW24OZ/2gYpPBcI/pKhw3e7YCkt6hi2apLj+wU3CjGrtCLIIc3mR0eC5IluRo5gS62CSDeLw6rQQZtfs+13yEj7+tmHaLI16qGpg6jro7sVSZASEvjdcGk9WY6kDkEqIHgoxnJochg7x8oTaz8aPSAiWSauICB2/2FPJnXYawwff/g9e3HKMvv6A9+17jdMts6bVlrhL35iT/Yus7FVtXaiqjqrtYAW6w2fmfy2rfhghi1b84z1Kd5HlfzRGn9BaDTBa7t1staxw+x7e/ewCeOGagLtkJ2KJPKThRUbjjY0khxk3p3Mr6SY5AbbDdQ5tXD+uKZWVkqd7ImRRb5hsXH5hp8sgOAsx7MkySEZcsg9ybHbOYU3LHOBxI9AhXv3OJ5Kufssd7Xil18UZ3m2rf+hkmXnLEdXIAS+ImHAPxL4BgE7m4EnpUrscqWye52EG+rmrFC3PU/wmlC9JlnerkpigYokB37jUOvaU6rbfbp5YcCU5A4dKl9rwaQRoKNCViiuiJu/MzZJwlhPAgnHh9eprKLYjMiVV7oE65LfaLffSQ370issRxZTTQgNoNLpnOXotrtgAckykHQ9a545KtgUjdz2iM0JSwytLYKlXEUmXpiC+6/5lFrBhChSFGRS2xsKNV6gYZx9bSXFl6QrzQYXdhaxsbrVEs8Hyxp4NulGnCbJiTc03fuoHsrrVAUCRCjqKWw5JAdbA40BB6j4I1VKptEh4F7pTHu10Xkw/B1iS1EVZOOnqs5GyAFJMoz9BzYgrnDugnFsmNhDUO0GrUKHhkQz1hZjAWzZucv67jkbMFGSST3nLjqBH3rkIXWW7/M47t/DsDuoYWN5QuHLIcABlARZwNh17FASsO76egjrkVxD66Bo0ZETSUJJEt3eWe7IZU44zh0SHPZg9odQT07h2aABeD2FbUdKHF3WSLr4fYfyei4L9YNrCjEQ7ywngTr3hoJmKvCV5JMevKN6jehTRwgr84738aRYc8g7vwyTXncV5l3g2XSWFdzBOUrGj4u69X+etamvLlXBSRGEnld030jwA9LIP+lwsK8miGS/F1SvsS7hDnwHdb4u+4kEWhAf3KygVvPlowE97MpvH2InjOij7k4I3qUFFb8HrWOHHnOu7ZRQah9wUTN5yUtYaLUEIMu1N82VtsVQBfSHHiwRyhpRXubNlJKuaBMky9jXdBBaS1WyOS8LdlI3p3AA3H53ath0fkmWgVXHnOOL5BWUSppEd+QsuxYAtlicJrtwlrG/au/8c/8EcJ9Uw47nHNZRfsbvBMOmyEhCyRxOCz5RIKBg1VVKkmee8W2bX0mLYLkVCLnUr9dEaXGslvzJUiU8QmTpOY3sdaS0TyQWhRo2uN6kwIFkpnfEBM+OcyAKGcoAbMPwQXb21SfaSQpkGzQJGA/nLBN8I+S1SyEA39FE1Mw78pGUc290HIDkObKLK9hF4CvG2mHYiaiZ+yknFBdeR2/D15t32XeFYYcadiyqTxP48jVK51/7ZL72R+Zh29/oZ83iY26pFrKvrtHjDArtjz4wxVYIHdcZOzaloPH7Me+hjPGGdBaxtOy+d38bKyeGo0/aV/Nd5x0uDprbHdWw/xUM+9tnn2fnnD7JDiruZhkT1F3moagl+o9pb1iWusg7VPkCDMdyKdW/Nwtd98XPH61rgNus61u60KZJhHWTWutZulAvlKMjAT2I9cdsoNitdbNDSeDWslpbO1SaNFuKrHBe90Cjac1lq5icoTXcpKDphAPVte6qhFkTMWv+LPvnzMWWqaRkvSp4X5Vy94+UxJ/bXGHzFe9xznamSK5x21hRa911nh+8974OI3/hjbcVq1KI1cQVtOfEPfey+5cvtB4a5+NW19nYK/9sOYo/67XOFThY16G9bf2ClZaj5Jd9IiM712HPLXpGmfrucST7k8eNiK2RQDTYiV85wE758jjFWA3+jCgol0r/JayNoniTnpEkG8RcnI0OK1VMtVHCVyPGDBF/eZQtFsJu5rzlNloFrt/0GWRP//kdibXKWrNvsXNCEZZyoVI9/0ZoDjR/lPxRMDtPdphHfPtEW75ZVf6V861iWY0VKdnVorTO6lRf9egsa3jtY8Wa8j0miRMQJEPNA/Zq7CK/fOZEO/KoYbZ2ndxgEIqi+aROO3FRXG9yP3QEXaipyQ6ZOE4xUolN/+BDW7te8ZBgzJtdUwjRTcU/cJnl51wsBODKPZYJaaD3fLuvdVdTbAudZReuIllLrYaglCgZK40kzlWwHdWoJEu/Rz7h46dkrZoOJV7nGUW6/izba5yKPYr/fnHbE/bkTU/KaixPHGTt1zpb2rRrfLzQrlFHV0WQnkNLLUcoy8ax/axcyf/y1WutbnG1ddbnAV/fpurnDnlODz91Xxt19jF24tYKW6/fL5efclhWJcmlO8jE+KTJJ/SrTkrem5tzbaRoBGXlpR63vj9lhmLBGkeLdk7FcfFZdtpPi6PyyrsVOrfdnWnQtUg42lAhse8EjUdh01W4dYaUKrnkTCfGItZKkY3oyQS3OzrJIbTcIbl3TnToEdEkJB6luUks76K/WF2BKsOqSVs2Sbj7LCNYlohQQvWKhkcgDlzE1a8XKl5YQhH7sI/H30eDhc438bTAfY4EI+bEfYQYkb+H28zvI+JKkSksgUPQzOmYLhwWYrI4p3jz1dW5W231uiq763+fFCrkv/VZFlwlYxQTS1X8j+faXwW5RjwlH24aAT3BaRK8NuJbo03RIU36Tmc5Q2WzHEFvSv/3Htv0s5/pdwlsA2KWqe9+AGJbo0OXQDh4ktGmpw3Pzbg/WkJAd3VhCO1Y62gyVenw6svgqSJ0vBTpel5wr7jNmnSCUf/ksiNsuQQXmjXI056aa0uXrlYwXaDPo+LH5hGqx6hCkhw7N47ky/+NV6NUBLEcwSxdlcJtSq5BfA0f1c05pl/95gE2dEx/slwPVDncdEZ4wMH1e9eV4gAdTw/UqUrH+CDwReLCgRecZX8bVyz2TqCrvMaB2ahSbIGuNUcFg9xuRXbbawtt6q0vWJF+XjSst41dMtMGlu+wN2+53i7s1CC+japEjI2S1mH9u9pTz82zu257xiu5xRKKaNCBg/IiUImhJ4yxM2QFNVoy6xWqnmZpIXlVB06yOkQ+YUlukmQ5tfhhY0LcYIDGdvraWrv0skfshIu+YBcc2NdWC6JUBqnfxQBCXZnuKHZHzhvS51IwodrDM6ajTDfDk2WdLAHDjnA3w9VRVXxJBL66vCjhtdmzrVKd5cKGGnFKOHQDKschwFiSoLMJpAk6nSw3NVfyee1VT1jlukprFVcoh2Q5mQdVWswnfWtf+8oxeztUtEqcG1/84hzkaj55EuwVu+BopJW7gB5jVB/iVbzOWLmdkkOT6SzrkF1XY31vv8lWffdSy9MzRBUeoSOCr0g4I9kiuaZTTLfdxyRRw6aryuZAt9SLAhoPkhr3oaXDDCpBr2/TPCRY8+4D40hIQwDC+Lv4Ab7XoW7tSAXgyvCi8SlOEj5PlklOEUUpFB8LewE9ZxQp3UCeDcyVBhFpoFoHhBwxh/AGpGPCGFCw6CreCbD8InWegcRgRxCdYwoJUTVkQy/UmvekHK607tGrf3SUEXGAykABAcExFE5BKlAlpGBGdVTzhjEAEuq/p/sC2QKqgPuOhC1SDL5vh7Msv8SH/vKg3T753yfLo0f9ezXs/ysM+/+qhs3vR2e5I2yXRPM/4Sxr/LU+U8GvpGe3C2fZk1DtRR2T5Y4iRZ+mhk1SvDvOMoFNvL6zMngkiCT2udp39Tuau40Kwm+5f6ogbAqWt1are0vATRLSkbPMc2Xhd+AsywEA1dmOnGXuE47YaWfsbVsVGC+pqLeueq+yA4bbpP5lQpkE39UTMu9QRvc9Vbf+pHUUqvrdVTh9rqjUrhg9Tg8BsYYudtmsD+zGbhK16jdEicECm69gezlQWOzq2jrLn1ENW+ti9zBski4eTJwPJMvRcd6dwNcnraP+MzXseM5004FhtyfFbh2lzwcR017wCX4ihbky0U1OP/O7gnousQNOOslmZe9pI96Zbzla08yjbS31OiPWaw9SAJvbTeOuSIh7c0oSEQRIIQpQqc9yUhDVHl/bvcyu/8FB1n9EbxUY4uch8LV7zrIrSZNE6yzwCosnxeGDTnE75ZoHnFvCQNqXQTWhN4DwYXuyHDB7xJ22kRl68hvFXS8mF+tN/f2D9sK40E1kvbVZyukPWrBC9AAzbLfiK6D77CXwKjO0l3EQ8lPOglUra+32m5+16s01Qb/RIYqF0g5R3rALonOJEFx8tv63uoA7FK+IdSCbm1r72rcOstPPPczWr0FjWggzT5axjvpsatjfEQz7W1/5sh04SFQ3cTe58daVa+zl96ZapcZKMbIVSUEaW6YZau/9aPAAcZUpgug2BPd9ZPV6y9ShD3wcdBNnENk16BJukrmMf2ue7p3xzMVnXT9aM0wiViXN1n9FD8tYJkHO4hbpoAhdp5++l1lgv/r8ofqH6Hi8zawF9vTCORKd3W4zRNv60f4TrK/oePd/vEjnsKyHdCZlaH+hadOrr2Kjj9fZ3a8vsF+esZ+NFowX+GkPBdmH5UvhW3akf9PNdNeZd/vt79hHb89XzCkuq9SROdso+GpXZpYmRZ3oKOPzHnQQCYcq2Wz2pkyWnXnuAXbQ4Xs4dzilHQIjBr7qPr+u40FhOuJdj5U4WxPYsas9VzaKxzpMXNWRtnj+DFuyeJUN7t3F3lASf9N86fQ8P93qP1LBQBlLLn7HdJbVBGpqVTKv5JOCC02APgO62wzRJivEJb3t2uNs7159bYdgJa9K9HDmXc/Yu0/PFV1MFDR1pFV6VYLZxbr3yrc99xlmwyTc1b13d7eoBHab+h1T7AcBV0JnmaQrUZsOi0ySNYTLJA4rrnjKqXVUmCdldIiTjrSSz7oK5RfDKm1er1W2/9Lh1rI63zqrJuJq0D4esc7dZ9mpX7weglDAdjtSBCn0VgkvXy63hQMOPlqxVp3HALk6O876xnU2c+oi5yjj+R35QMDms7HAUk5B/E+HWUT3EByUsn+z4NHFaro1KJ9obqq31tGDbdgh0kFatdnuR375xH1sWl6TrQNpSIzjlMSgB6bJbCT/JHtYdcV8apEQ2HFfOFbJfYW9+9aruq8sJfkaV8VWzu3VnkHyj8jq8BG9dK2FQoaq+ChEAZ3YnVS2GQ8JydKwICYDRu+CbnodIa9SxFJ1feHHTPypxoSeD/oXcJfhKqOuTaMjLDPDqaQrPtuoXrvWzjbt83CaI351vRqEyqDywTFXMs/PoygQxSDmC8krcW/6vm6LiJCbJ/dBmYNL7w0ckmHB1FkHJMsBww5qGG5K7KGpejfzoQw7UnRvmI+6bnSVoA+kGgDMf5JyknwaDVhH3XoXnOVA3v7nPstKTDJGo2a5zW569Q2buK3OKrSJBT8yur90fIBO+6Hi50dUbvl3hlZUjpTcCu+822quuVqbeztnmY4rjnN0UKmowp90O6EEfu0+s9r0qAiDpafD5qqGiV9emGpHF6sKboQW9W9+9oyCdnlBa3Pa0Vfm56rENaiiVySuR542QxaDJ8MuzAXnKuAW27W5ScZaSSx8J72u78DCQlVwG+LbdvQXRlnPft1s7336O+y6R48Cf7gOp9atu9oyiQg+ZHqoPJxtgnMEF9lr5uGLm3T9+H2S7BBYorLt4bwfjnF0RhLdrA1lmyBC93Yu1WEk7sS9L6vqN9/Wn3aQHSLLiMJXXrazDu5umy6/3Ho31bg/c6EmNFBkKftLnfGftlHqfdnqpuao+wEPDE84NsrvXn6EjVd3ZYGEkqp1zwcLMrJRBQpgs9hqUH0hyWJhUKUpFQSELmonVek6aWyfGtTHbrv3be/+/M+xe9leudusQhPcN0xBcajuOF/AE9iQqw9PapKa6CjzbzrmDXQCvdueJMsEERQZNF7MlPr8Iit75UXLmj3X1l1wkRWLq6S1kXSWSZaBqIaXs/OnE0EsPptFgVDX9fI/REE0Q+bgEVyoSr1dEK2eZXbRr0+0bDg1em5svixuNhmHBGtx4ttGhddhJ7rH4FpElxzfvDIlhhx2cTgkhQYSS20+qGH3uPW3tvFHlwmuo5lKxxueN3AUkmqvlEWXPY9gwlEEGjOf//gshzBeDAlBso5pgi7uX1Ef64dOFXML4RnvlGkOEXyRY+SwIYLaSNaWF6ZcAIukObycEdJibbmdFWPnSuJxjW5DQLKcwqh1zVXyQHfRDg/Ww36Cql1wlUOkzJUQtdEXaKP3AgLdPc0rNkQSwBIdbJUUZTxJpqqo77qOvASazucSrFNYcGi69oJUrAW4p+8FvqdobEiS6Zyzh2jM6JjS+XKouRLpTFq69F9IlrvIOkoCX3d+BoGvSJbTzvLu1LAT+Gcb3NrDNk9mHBaqsWjvOKecZRU9dmsdBfKGpLi9o+mdTtSz9ZypTndMTOhm0dWiSu3FET10Pos1550uEhkSD++Ax5ygmwZXNhrL7fZi7r/cxlmObh1fHGT4Mns+mRRgXA1b1+SdZQW9bXxcOpEISGnvToW8/JoormrNgKDp6DntnGWUUT1ZRtSIPRIBwE42XWiVa6543EqaBIF0mEmcLy7wBZcZ66hEyZvEhD/GLifgpfwsus48hy2aqz+46Ag78pQJthlBOHEq2YurdZjT2UhvNsYv8VlObLF2SpbxTdd82iAxiEkTDtfHbLOTF8+xJ7M72xPrVtqeSgCH9B1kv9paa6dv2exIqSqdlyjowmX1FFBjF/Ds8FnuqIbOudGiNd/xdX9Oul/njSHwFdMrxsKT5c9qHdWRs/zZraM8WQZ67pzlTybLSIfsprOsR1Aitdjzv3eZff7wg21VQx976r1FNkwqxib6ShSGsYUiYdNcFRwuW2cHNAlPrigWJ9ZRbT7L/iz1M43bpoF97aaLJtoQocqwrOPrsyTL2UB/PTmN50DCz7wpwAebc8ffhw4yr3f0WU47zoHWae8sJ51ih1tTLIxura82L2bu3meZ9bKz/3KsNuddIwqo/S/lURMjFMqq8zZx+d96abZgskpiEqQA8x5eJeJeCI+28db1OkrI/F2T2oIDh3a371x0rAJfUYjUpeMMoRDA8iFZble/xfStAAAgAElEQVTD/nTO8nfOOtsm/8+v9MClCkpFmU9752N7U6i2Wgop2oP/V9S8x7qU29mr19ghSi4GV8tsCXV/nTFb9DfNum80OIjzKACgtUGzBF6/r1j9H3sKgjy5bomoM0zdveq+Fba27wbL39jZhqzu78WCHVJfLpTI7Eyd3T8YMhJBB0jmCAXYFW9OtbNlPXVb7352K/zmLbU2cMNKu2b5WhuppGiZ2lN/WrfVMu96zZYuWmN7Thhil1xylK312CfHPpix1u79wwuWU1xsoyTEVLm5Ucinap0pYU23XcJPinj1fKGt0MXneYG0QONGHUbFFdu1N+SLk3zI50hue8v6qae/D/vNVsVQzu3UPhDJcKgigzgiKQohpFD7pWPrHTSSLue20uHW7ymezcgsEnf187Zy0VJbtWCG3frXWfbR8zN0jmqOtDSpFqH4W/thi2DJ0BnwC2acaUp1EVQ4gw64hJdufvRXdvjYwbbvWbfYhqdl3depUPfQ4J3ak7+8px165N7eUW6V2naBYsDNUocmmeIMd80hznKpZjN38WmODm+oaZM0sYcUi6pHcuXFAZJakjnplACjJVlDcCySHwS7glpVmV1r1futtZKp/aybIvzNgh37eEk3hyQqkuXwWXZ/aHGXi/Ud6yiQgKhal4tSiO5OqT6//8BhKv5vtXkqMjz+3HSb8ew8rX0MfEJgEMsnCk/Cg2q80MBQZz7xqc5TilyD+jcIDj3vij5drKc6zCecMNJG7DfSBqsjv1nXvXVofyvM6mw95Re+emOtJ6WgdpxuqsJZ+CcTH7JNdLEDDhlvi4VSWLNyka4j24YIyYhbyvaWuqCwqQBXTcyEwBu2q85p3yFKwec13Qvt7delO6QGUJlbScUZEXDsiNlIDrH39FhNZ0iZ9rrNFDU0z4n5KCb4OLq1VMDnaYw45TJJ7qHmoamzM2c5bF4DDs3789yjw++NGTrabgEVnPGAhYdWj8O3E/FWYhQ41E5f1DlNYRZhO4+vE0GyareChb4EXaBd4Cssr3BSiU4xSTNir1s4p5N1Bi3T43/GwePyiE0RzGsW0ni5kuXJ9z+hzvJ/y1mWsmHGKCXLbI1vz7B31i2x1agte1AaPpvRxdPWoUOEaiyHTypYlaFFm7tylRXff69tuBI1bHVHdehiHUVAj5CIB2E6JISu8cFI7Wq8s4atEOrZ+u6wClfgbYeKbtXv99YgNgHnEMToqmuet1WL1lqmYDjZsh7Yrg5zgSp89aoQ4T2MiXj427ULdgGfwUQ9hc+w6QGfyVDlrVZ/V6BFj13Sr6S+OXqPgS70A0+zQLAJJhGTBVEiHgriQmwewDKCd1mnSdbVeZK5Cg6oKDtsFnElh36F0qlDtElyGGgvfiupViBBdTlXYzRXUJRv/2Oe9X1JsAxhHIbogPn6HWfbG4+8a/W/+4tdO2mArfzu962wUQsMz1JV71Zpwt/94Nu29OX5VqiNbYfGaodKzYiSmQ6MIiW6F//6JBtUVW/7CpaSIcP4f779mmUoyS10H+VIhhhzuKcter96QevoEI7MbbaHCuS1uOc4a506z57L2GRZzAMVClysSgsVg3Z4wcAK025vkSD0JIA5yu4Yixz4fpoLeRqARh2oCEzRJSXeCGikTyf3sm4WdLbo+RfEWZ5t1T++xPIQ+NLYcBiTDDHnXCmVzVvXQBGDhNADPXGR7hQP+clLH7Exi1faVqk4wEmGg9Ms8bo99hpoF//kaFsnnnYpFbBECCB42gGn9m46XGSgwj4m8Xok07EZAEXm5/C66UizueEnXre22vqlnOXyfAUwsfg9geR9Eg4Fhxg+mtu8kBDCGFTiXMpH9+bJctKJ4L5ZgzlKAjOxhGrj6IadFIE0wRpjUwCEjOeTJMugGoC+kug4ZAZLKEQfuHaKI0my7HoBaTURiJgrHCbXrI0WW4nNSdWPMUB51BUQ9d256/CLtAF6dTMZMzrbrpoNV1nJMoUGLKgQ1Snw6msUENhomX8gG7CRIIAKsbZIqnkf1gmhqSuDIxQHugNuHuqs+qLbTKKWodfQRCKu3q41UKzOMgJfn6WzPHb0SHvgXgl86aAOXi9BfgT0dMKYd7vvLEeXKIS/Eth2EhADVUe7gIJfcByDc+kiWJ4sM5ejIBmv///fWY6s7BPJcuA8/Zr+E59l7NByscvqwNOOZJkgIJS+fe2TdEv34car/yFlVZnQ6HBw6yB9tifL+u7JMvunriUrQeMQxGYo6Mnm9TTb19yoF6zzwsuPtH0PHGpNW5ukaM8DhI+rQ1OoBwTw3LpP39uT5VQNO7idKcyXAjF7zAG9B9g14j9+c8smW6s9sUUohww9zy7bBNXWtT5WUm4/7dHf/jZ3rg1GAdcLEx07yyTFumfvREbXtFlzf5smacfXHQGgm6muI5DJTYqvUexwGDaBKcm4cyMjSWPT5PVC95DeGYZN5x+fZZBGicKX35v7k7vqdWLb5w8aGDa/jw3hJ5JlrW+WAMEw53k6L7DpoOGfh6CMkqX+/XrbtRc9aDOmr7FciTNlZmj8k2QPypZgPo70AsnVEUbOaIV1VNJZTvD2iEPN6d7Lzj//MPuGnAe2YKOXjOu/6yx3tI4CYt6oPYZ5xV6e3EKSRCtG0KUVkkS3wfDhQuKUANec4kc8t5SbjOdnV/mDpyrWabLM2kXEJ5ZOCsOGohEFV28teJ4Y3W5eJ7BjH/A578iJVrvl+pdt7gzB2RX/+DXp/0Bd4QFLzAJyLfkI/9+qCWn/zLNJX93Xxu07WDGaSuU6VwiMGWdgm8QeZ551rgS+Qg37Xwl82U23WcYlPwiMJVUvdUzvfepF66dzlHLFSqkBnze4v01SUvnlteutRPOoWteOqCRPMEf3AjKK5gfJrsd3FGy1J7CHcvFcH4VO9m2aJ+zXrdhGydUkW/SnDUNXC5kgu8apfZxuhYZNT6d4CX0kdb0lmkcXjt/DMgb3s9a5s+yDj+fbBKDaOu8zRK2SEIv9cuk8u3p1ow2/4l7L1B6DpkijkoQxk/axil7drNNHC231kkrLUcaFOi+t8lZ1ZhH9RiMFet4OECxyU3EusJosGESj6s0+g5AW8UG3ngWyDj1GdlA9HGYMkjEEvEKwlnEILZV2+KujeDzmSrRW4OS65U+oGDuXVGchBW2EmRqa82y/g/a12Rsr7FcSqFr02hLrJmHaTfVZQs4MsLo1dVa0foM68yVCW4rXrji5UEmz+vs6w0BYSr1dBb4Lf/ZVa1YR5fG7XrYK+QvndykR1Tzf9hg/wo46boQnL8QKHgd50hOosLBwio4pyRLJTg/FN3WKIXO1pvx6PUlJO+iyjtJ4V+izgAMDr/YCveIc+PjEnKV00IHhkhzV6uwcuNUWdF9hQ9YNMFve2bp03+HJYsCEo+NJco5uyhZPmgOmHZzm9s4zHd216+tlG5ln77622O565D2J0LHfBTeZphhNsyySZAR41TGuxSJW/+Zcqe1baHuKWAzMnM56l/H9rbdi2fHjpFm0OdwwKoRamrjv3lY+ZLjNnvG+LV64wjvpCJSFGC7JZejC5OVBpSiWb/PnbNmyJbZExY7tyjeyla9UOVKR5De4zTRlSLZD54BGU4597pgj3Z9+2jtvqgBG0QGOeCAUnBOddILp+BKTeSc7mUdpMkzySyxF0lkGjF7/djqAw7Dp3Ac1j3+70Jf/nE43fsrEaHpf/R1FnGLB4aurAo5dJVXsQu15zcTRdMQdXRh+zBSJ/Hqck0z8jMhrk3XrRrGFwn90rL2j7U2psFTlebvgbdIZZl1QRCKJ34ylmM46GiY0bEiuPXZ0znKI1KbzNDrLqKFDcc20JSsr7I574Cz/t53lGYJhl3ezVgUEcIU+kjdiBRBpbXB0LugM4gVLZxn4JBsAiaCfa+wh4iznrlpp+XfcYzXX/tx2aPcJQSK6X6H46N1Vbf4kCe7t6gJfYdKOYi+8VmCpbmtDpYKKBYIgGjygyXfoMH5EgcmesxZalx8/pOCaTgQVNaC+dMGVsLk5uzYJJctw3RBAiO/t5u2eLAPD0KbWSHf0iBE2ql936zNGVgYSeho+sFhqqnigRpeMygRqbUics7l5spzwJKmUcVBdeuVP7GtnnGFjxuypboIqmUqAQ5gJbH9UoV0N2wN6QSoFQ6b6ul1RyM0vLLKi5VKWlLrfutUbrfmZ6ba9T1fL//pEmyQbrPw+pfajHV3sZ/KL/WLDalv+o0vEFarVmJEwtNj/3P6WlByXuG9yjkQvFpWU2mlHD7W9u3UVr0dJimyx9umv4GXjVvvcvjpg+ve1F197XUFZwMnYuNznVvdWLs/pF3O62A3D+9h3Vm20L9ZtsWPFCZq8cqkVaEPqpa7+ZqpXCDz5gaEO+ILVNm6vEar6SdwAP9yEnwt8lgOU6ZFLsswBiTgOybIjFAJORjJB5ZswLFvRV6OUDcpeftmypNC+7gc/UmGg1pEB/F4a0PCdwo1zMbRZI2GPRQ+J5xKZzf/2J49bV21+TcwHBIJUAW7SpnjehcfaBB0ua1fXiy9C8hpKtWERgdBBorJHF1SbVaMqafl6/p4A8h14jCfT+rk2BT6XTYvDpVCHQp2sCXr86be26eIrLK+kwCu7LjyW8LeB7esSPdFzWDX+47ovOCFA2LeliRmddk8EI7nyBDHpLPucclh1dBJDLMfr//56eJhDDYhAhc8oAn4tTFsXBRpQHPJ5fqhHo4pN1ZENNimaAF0BfkgH2bvhCoqpDpPssvG4Zy1VRh2YQOkI+kqFQHAlQ8aIMVWABvywgLFlI0T4izFlQ/aqY2I1hd2HroNuFp1vF+yikAZXGb63W1nhbg4ILhHRYyxAKmCjlaish/p8FFNIRgIyyQZdZH99/M82+e77PUj8l2rYsm548J4/6Xqkhg1MDr6vP4IQImKU4bhS6fYioadW8f8jWd65s+xKwp4sw6/p0FlMRLAIkv3+kuSQ+e3QZgWP+K6nlkLelU06y0DRdlJb1l4cwl9JYO3XGQF5LUWRhLOcBvD8dLfWUfojPyB1YMWc2jlZDs5y+/oLjqv25l24yXScVaYjWfbf92H35KBjZzkVKeNM6KSzY8qrC+ze217QfQu6S4KQWEdBlwEuB0+T8U8Tx+3bIthI0oZIZBzY08muuu4L1k/CRnDcPTbX2zlH0EWwkpWyS2eZxLE9EaTjQYGYNVmkpKFe+3m95ij87QJ9595IistVHP2urHHeKettT07/yHorgPaUz99fc1nr39XaP9FZjmS5w+vpc9NEC7h1CD9x7XHPIZzGcwYxQfE5fU4h5JZ6SLePd3gLYxGVPrcOCuAqdrZzmaNA4MgO7JUo7iadZeY5gRRwueiydkiW9Tr7Mq8XaF9/Y8F6u+WvH1n5vBWuKoxvciR1Uc3oKOQV94UWA9QbkmU0Q/S8iBP06+g1ZCmDWpVXZOdeeKSdPLqbFImVKDEHSPgJ/ujKJolmzLHYiwg2o1sba9Pnnp4Dcy4Hzi/FqWQvwYs+1K3b1bDT3wfNQ/HPER7w/ZljOszSgDS677H38rp3SdwHPZ5B7EHBQQ8uc7pPe21CgTJaDPjyRmE0X+vgib9MtX88MTs46NC+uK94O+8sZ2uAsED0T6Ybq/uk+DFu34F2wWVHaS8gwQueMPs2Q8C5RpKOcNfqtRJB1dcNN3y6wJc9/phlnDIpKo6gdCSU+seXX7PvdVcSqvU4ZZViAV3DNnU+ULnGVnQH7idOG4pziPGgcA49DW0OF6NkTftoBe2OIjJ0N+LEGOMoeuYjfKnYYv3YVR5rDlrVT1oi6pBLVZhmBVSeDBXCMhVrHD54mIr/gwX/XmlDH3rWGv7yvq2570KzQWVCO2oveXiK7XPj36xRqpwIvsLvxoLMFHeS1LYq8RcN2S0lOwk1RzJF5x6B19RaEgQLWgjeadR112vtlCnG+uoZeyrWMespi9Li0q4aayVjdOASrm0UjmMNsoYCRhznSqB41GkTDBaRN4QPo+MHXFdJhZo2XcT1rVXyUJLYd5K8/ebmN2z2gFI7dZAaAg+9bfsfs5eNknrzjUtq7dECJc8S6KqT1tD9mkM7lq8RHB4BW5pEsoGVj3CmOtBrhD7MkEtEsTi6J5x6kJK44Y4eo1nvnFrUi5UUlQlh50kMzYFN4hIr6QF9VlJe4Pe1QjDli3M723O5dOMluEUH03VLQBsGjLcaATBXw0aYKRxVIkmK5Hej7hN0IkWFbsqaV1erCXSi6JwzuluPqu62oW6rd6BBv0UnHh0dEAAhUAaVjFghOpQaT3R0iEV0P6WyQb3mfnlrvzbdsrSPZMNJ9rxA46HOuextrKm01JZp7RwpaHrpjnqr/Hit7f+DI2yMkooyPldna1fFuIVl/QXn72YfTZur/UTJtWKbnr1LxOPuLHtRcZY3bHWXBy9EkiRqzfPc6KiPmzBKsUGxLVuywDYKeci6IC4oVqe/gb078V9GmAzEAQ0F4MxlcvfZZ/9D9PMiFwDbLtU2VLKhtkF9RAU77fAy3i4spjUfsG8aBcR0crSBNojLkFtw6X5cl4aCX3TC4TLzXD2mY69q6ywD52Y/TTq9vK554ckt4r+JmrtzgmkGwVnGKisRZmMfllZqwKmdY639QucqnWaKIBTxoNq1/Zz5r88PuH6C2CTZBmbdlvyHuGvcZ8L9p+OciNIyrtB2iTWwoOI6EeRtUFFpmZLlO8VZXjj7v+AsO4LzyX/YNeIUnVKz1hZuFdldUAYSQap/2wnOPWtPINKQvd3eRocbXeOEs5y3arUV33e3rbvyanXzopJLl4dukAdAya7PYYwdTFhHBWcMeJ7bCrkqNr5f0aXyDjTdTg3yupIiO2//g6z18Tds2AV3WO74gbZjzRZVhoIrQuUvkuSAX4f1UwRbHPaYtsNJdmsoVdyaBdOYOHGsfeH8Qy1Pm1WpKpooAAPPjq4bfE1gBDrw6Kbh84bwGNebFA6wNKqrq7aTv/JV692j1CbfdY9gJSyy5gjeUQNHhMSDhQji8zRmHymhu/fvH9oPTxlnf7r679YgH8Ed8E+0cWNrlSFOUM3XjrBzTxhrE7dU2awhA2zEX56w3AXz7I0TvmZ1C5bZJnGY1k1bYtNVyS/TQkVcol72Br2P2suu+8Fh1uzVIEHXtSFlKbDI0AL58fB+doIgcidtr7O1OpDcON6930J5DhjtailDjhBUbpmgKKcN62uPzVtl/SW/XwFEXglhA1xVqjVKRGuq1tq3vvEdm/zH31qvASN0n9qQ4JomsGzoWHBL4byDHiCZ5ZmTzNFxdlsOEHkESfqfWEc1FnWx0meft0yJzlVcebnl11Z7pZdEkLlGpJEqOzsHw2EeofK3fl2tPSLLqI+mr/VrQO0QgSXm07h9ett5F53osI0qJW7AXODGUJmMilrArbFwgMdN8lPvSrMpnAOfuVTRWT9nE3DbIxJLHYba9BvW11j3G39jGy+QP3R5Z1fDdq4ynGV85TR2zmHXSBFcpAJfdItBWpAYOmqDLoMGhJlK0kVHjqCCLw5WxBU8liGRBsqNUBfWYy52FugHfo+gPhVZYOMu0Ri5d57mg8M9lRxxjRzYDu2RR2C1i+yFUieiCRQC6MIDgeHAosBQ4J3n9rGA/+JBoVeXef5sVNGFB84PZJ7gjbGgYeH+2xQS9D5wpimgAUvlO5QMgnbES0CZUGThdY88/z/e3gMwy/pq/z9JSEISAiSBsDcylCEOcCAKzjrrqlpbbbVVO+zb1tGtrVZr1Q5traNurR1arVoH4J4gigjK3mFlkAQIGRDI//qcc98Zjtq3ff8/fN8Gnjx5ct/f+zvOOdd1rovCG5S+RA/A00Lfg/iW9hsPX+NPDnYq2QX20MMP2S233u2v/atkeaTUsG+96SZfu1CMPdF0ZDk+kf9FXZKeHwJqD/h5VQ/KadgaM9ck8AwBJoRU11EYBllOlaH9de0zmnfEoQSynuTpvxwl1VToKbLRItBewZjDjOfIc+iA7uk1As/uKnq1WUeRXIVdDnM8tt2Yc9zKdhJ7PZcgPEfyyB9X9E56nDN1Ex6oOxIJ2tDRCgpaP6rnFL3EQOyQwFM0cUomit4J7AuFMVWAThN7xslFkxS7PvqXt2zWywuVzNDnGkUI+smIobMR/qLnkUwqvuO0udQSJ0oDXCwodbN95RuT7aBDpSAqlgmFE76/WVYqRSXpc4vn6ciy5rzbKNEq48856WX210PULO1ZhQLrwRBK29B8Qbn1X2fEyDS36ynIJjT5+Hw9G/dZBpVNk6ig+WJ1R6GYgCbo38lz0GeCXBI4t/5JEONaVfGLFIi6l3rcgfYHiTeC/kC19SaWSK/ox2W9ss47U1hqLX6EBRVnr/vWJ6+74FTynMMKLH57eEiTLJNQtkdfwwsTqjR9t53F8Hrwjhdt5nOLtA+LyKizg/M2ZlbS70sS5arXUJ+TVUoCRbKssctVUTNVw44VoXHSOb1+aC/7ydn72YFyKaCFBzYCexX7NoFT+8IOrxOkgVa2T5YJpvlwF0jzFoN4zqwrCmzpOkyLk6wpnguBKQWCKNS0qV6nfsp+eyTFuqVgHaVK4klhR+PGHAjrqHaPVJ9F0Yrnw3XkaN7Pm7PKbr3xGT0r6WwoRokVm/5BrwIUmrmejiu2xyH2M1YtY5f9+DOJkFYUGwgo02SZrx1p2P8iWb79Nsv46lejQsNjIn4TQHHD2rWWo+L8IFk56Qj3cduN9aeLjsXv9JHVL4tkOQRcAVoo2ELyYN5TCCDZAlVnbaRnGb+KX+k+wATRu3Ottle1bRq+wfouGmjdGwqEMAuh1FhRXMYSslQAwEH7ixH54Bw78J4nbZ24wxOnDbfvHz/GyoT+1eh9t9wywwX1SI53uB8xcSneqyo0smaVRIV1KK8jN8d+Q/yIECxy641uGZatM7ZKlpJHSfDqxClSue7buRUBJimMFjSdbbS2OTuLsxPBudD7gPbqPbycta3sLc5sWFcNisVUyFZMhlUOSQPzeJvi5F4apyqdoU8++qbNeGiujT56lE1QD//f/zrbiq/5ol24d6k1K54cp7aHciHnpYrNZ0gM7qFfPWGZlY2WJRp3M1ZT0njYjY7M6L42buwgO+2gfkLxu7gwF72i7EWc9UEbj55baNSelPh9EMPl2meOPsLWVVXZrbf83Q47/1TrXb/BVn+wXPGPLJOwwIJ2rXWIUFm1rqfYkdBADOtUyC9SjAG7zQvw9KomYrBuaQQIIaHpBUOX28CNfSxjlXQO5ItMHJ6K0XrLl7tPxFf2H+Irt1JK6MHM/c76/O/dOdsaX1KynJ0vFoaes2LWHLF/UN8eNLjATr7gKOs5tq/lbVWPtc6r9RUNNkh07g3qDfZWMcUgWEoNHj7Ohu4xTEXd17TnVem5iHWr9gDozD3EwiR59SQUWrkKvjAg2MMrhaROPXKK4vCe9tZrM61SmgK5WDm5TzJnNEk+QlcBSHhy6r3AYRM4csz+rvk061VZRiUIeqtlFHT9RA0b9XAALKdT6ytq5V31e6p0ZtA2GOMEwhu95lynC3xBG090btij0rbDGpJTL36QLKPNFC4w1VXhi0zvNfOcVq/O2iMpOnrrXZIsAyqQt5G0EvNRvKCIEfahUVTwZJoWO3qi3bIqQZApzmg+EicQy7IHh8AXxRuuO/Iy1hEFXsALZ0DwNdEAcIE6XbczlEnmpUm0U+0SP7/hQXv3rX/4pvof9Sz7MT3vXTtKkeY1latto6prJZqAW+hl1KGTCjOR9DDhWxSEZAihgmYLakxDJWrYWSvXWP4dd1qVfJbZkFzUyuPbJPDz8xFRHjb+sKig8uhq2KmPrL7moR4sbhGJlSdw3KwGc7cC/ZNH76+qWKZdcv1DCppVZRjWzx6+9jFV/7Wns9mBJNN74MJdoiLzNUmenYbtZvGirkml8Bj1Jh9zlhJl0VY2kzy5CXo8PDZ10C/vleZhUYmhx4LKhQtJgeLR0pNvr7/yol1z43X+APYdu7/dcMN1bj8TKtih+rhTp+n2WkkNKqbJlQrj3NeX2B9vft5KBveyDYN7W44yg4K11aIVikKje9mqn5120eF20Zge9qZ+x6JuXW3c7+63TpL/v2/HCMuv3myNilIL9f5sRegETTVKlocMKLSTT9rXioRIhxiAJqbuQcLMtkCiAhePHWiXKFmeJmGBTiSIWgBVqrq4EqI2+j7aGLZoIb8kFdlrB/e1y2XHdeiqCsvWhKdq6tRzTUD6wnOy8u2lpQvsZ3fdYf169bTffecKK9TBsl3PjmfIRHdxEqfLkvhhc6AD0wskICdB7wu13giC+d8dolJ1mTPLsteustrPnW25so7icKOKTkJAVZ5kmeSZxUbQp5RYiWuD/WOmqnfzVluO+pq8Qszv3L3D1oluNPH8KXYS46tNDdsOp0frnt3+CmQ46SlGOKJePTG4KKAOSaWP+dCmWhk0mc56P3557qNMIiiV9MbNW6zrnx6wjVdebXnqP29KvH+pqHJ4QKsikCMAC2QZb+1gaxBcUFn3xCah5aXKzi6E44F/VN8JGH3BQ2HT+JJUQkWhwEO1joCeanYqHoaQVo02Svo80ntlY/UeYt/Y6SNSTzcKijrwumnOo2AZ1cZErMJFSULAi6ogv48Dtlo2EKBLVAPTKiFrJKxR0gM4NlxtE95j335t0ZdF0Av1Jto9QhQN8SCedUBogXZycNDTzFyI4lp4Q9MLR/KZWhgRHNKLlJ3dxR4RsvzHe+718frXatgj7L4UWfYKa6qGnSBIuoyPo1tzeW3IcvvgPbGI0r5EX30bIhzeq6Bi2KRwzR7AOwrFWIT/crw/sSBS0LmT6m+HZCxYPx6Mt3ud4kGzv44eVXxOrLH4vBTVCNS1LRznwEkRyjSyT2m7BIIUYNr3LHOwh3pyW6JOckqhAeVhnnEHr2inYQfdis/xZESB05uvLJfV28p3A3kAACAASURBVDNCZ0QVJCn2BCTUsBkCiqAUGv1lP0HQoAg17DTVj2kSSdTFl06zg6eN1tpVkZCzR/eYqtC2DgPBPVRYXSsMJ+7v49WwOyL5vD8VBIuEMtZlStsNK6iYL/+qZxlkGTYViUPay+zq0Lp/Apag88azaRX4Ss4gB8edshvPj4CFdfZhGnbQqj/Ua96Oht0eWSaRIaEkeaboE885WC0u8KU9BuTow2rYLiylIAURyp+t2Wav3PhPG1JRa41ClrMlkBT1BxJHkijOwzYatt+cp1loMrSjYccMEN1ciYvW4TsSt7zs2tPs3KwmUyztCSLICLTO1BKP9weyHHTDENVMxi+hYTOZ8tKEX99jv+CeKb7ld1Axxx46EGdQlrTQwIi7bzJUUo1FhrcAtPUst9Gw254b48Xr3qcfN+z3S+EHUR1azZjPXdUb/9Yby+yW659WT7BQeVGeXeHdByIYNSR6IMueLCfnA3OBOX/ZT06yvSf21xnNzyVFjiRZDjXsDwt8fXLP8jcuusj+cMvN+sVu3eFFhtPfmG0/k2XTBtGyXQ2b/5J9JdhL2GHiF5uuz9C3ofAJshwMQ5wwwimDXn60XEiaKcQlS0ZxoRDkRD8jByS0TudS7622aqTouasHWPbSYsvtIbVmnTWdsD9ULFLaM88eFpL6/F9fVuIrBwq5XOy1Rx9bPmu5I4OdlSQHUkwSD3JMCwhaCJEsu9q+QJYUVHFdBAVqIMrNsKTGlFrLsMF27pA8mzF4oJ0mGmpXuaKop8x7ZQuFIHI/FKZDYClUmtlLA1kORwcXU016TEM3IhToC1VcGrrHCD277faeVL4daXXmhMZNBe6WET1t5dtl9tDPH7VFIwbbIOkkZKgPm2Lw3l+aamdMG2zN0n3IFsBFUtJbPbXPzK+wp/74vLRZsIMLdex86ddslpry0erZPmVYqUkY2iqUvPTVmqjSzxUVh2ozRTF6kIuFbCJQBliwuVz0YsVFmdqbxp1ypD13z/P29uI19sfbvmMfzH/P5sxa6GrN21Xoc4Q3QQKrhfQWl5DkBJsMtlOx99wST6ftbiCicfZUyfKpp4LVil3brGriOuu2qsT6bewth1h6wJXUiwZNzzSsDJIvT+YUnwWyHCrN7lai93WTxdPlf3rH7GWxZnPynVaPllGe5kONkv7Tv32YHTKwp4A9KbojwgdIgqAUdF9dB7Rj4ktimwZyIukAlFdscfov7Zog2xTbQOQpQPLcypVsI0TlyKbyFmjKvdXz3KRkrZP8xbcqKQ8WJ3TimCec3SS90JfRfaHdjzMdUCcV8grV73CYcUsoR4bTnmUVWxzICGSZcaTIUarnB/26mHnnglsAFiDCbWrXILZddT3eAgcwwt7mAm4hJkk8krYRMr7Qy12slaRV53hYYYUrEMWLVvVvnjdAjQrCfC4xJN9HHNaTdwA3t3pFEI5/a7wVCwSAE8i5iwXr++EjHerWNULQARIYX0+i2Vu9lzpaXYIhEeLCaVwPUIM/d3n1NrmiiIY9/wnfhf+jZNl/UjY9psTylcXv23pNKJAfrz7AI9dXJjrBK0HwnMw8myJKQCfx6OuVCOK1RxRc4D3L+Cz/RJ5vVLMS2jU0Hd9Yk140BT7Z6vMEKPPNzP2xQM7oXYmkhAoRdBYO6hxVanLE1X9VvSg/O3iKZBPX2uvPvWFPyUe3srzeZr+4yBMxN2l3UStZQam/J8t7E7QJQrtW4IUP4Q71pHSReNnbvfvZVy+ZZp+XB1yTkmcxpzUJosJDxdoFmegdYPIl3Hh6EEh2OBwaUftWkF7Ytafd+NOf2aPvzzY77wxp+99p3/jqubbP/pNUJat2UaJ6IdjZevMBh0+1rrrphWtr7Nqrn7B+4wfa2gE97DI1+tfuP9x+cMMM22/m27ZL/RK7hAzsOu1gO3dP+QDrIW9XQPbKbx63z66bZbt0YLn/psaqXlXWjD6ikKvE26e3en0lx8+4A9mC6jhFXYEzypSKzmyXhNge693fpm6usDo9zyYJ7IyQGiS2B1m61hf79FHwlmHj1CecJYStVJl7DYd0QqkPBWf45ArExXv+8Rtv2GPd+gNL2OHbK+3OE48TGkDBgl5ZVcf1vnro8i56E4e+J7yggSTHmgstQKgeQnDS6r500c0SDsnQ+GWOG6d5qQND94LYCUmF96vq3vksfgFWXh8sKLPVZZW6zlzLI1lwQZGgKyIkNGriSFlpSfFZyCA2aCguc9hStKHVgHmHeBR91BRpdpDAEUA7M0B0MVoSNPcR6+E/Ng0SUv4tgD8E3+i1UICe3ae3bTnvPKczUSFMBQeghZAwuvAbqtZJsuwiXNqU3W5L843nBoLAgMCIYN2QTLJxk0Qi8OXe5fR56W18FggFFBTWKR7OJL+OMNM+kQQotS7qEDRs0PC6xPbMDzgUEqHIuFJ3ahOgXmWhcaxFV712RDmE3+jPdXq1DqbNimChVoUVFGhNhqrHoWRIcgfCXIDwGNU+Jct8ZUzY8NAvIGmgYOY08sRizBV5NbY7KIp4OIk8YIxJ2LLhs6v1rmSZ54OXLUJaULMdiee5YqWowstDf3vI/nD7XT7H/iUNWwJfD97z+6Bhu0YByXKIaQU6Rl932puc9odG/2tbstyWgHriiGAXSbGeT+rLSpJGZTl6lknS4vO9f1dj6v7L/7EadgTizFcEwWAMpEFtirR9LA1bV9BB4KsVifz4nuVPo2FzDxxSaULJem+jYac9ywSyWbZaAeGNlz9iOxUEtjjtM84KT5aTtUBhrTVBJNFWz1eW9vlMEhZ9diTY0Uv31W9OsaNPnKBAtMH3Gf7ACOmi4JRnFRTjj+9Z5oQiSaOCna9CAMyqtr7rQNnbkuWUkhxIDM8XNlR7VJYi2y7tlx1p2O17ltNkOVSVuV+q/96b7POujXreSs9me09ej2Q5ilJhnxX363MsSZZRge7os/xR6yhHWYVq0RZEsNae6u/Jsq4rPIfTe06so/RY2Et2qTh58LwK2+tnf3EaLeq89HZGspxae+nnYQQI4XKWFWtLzw+d4SZPBNOeZWgbunPoxkL8dojqftxJ4+zMcyZrb9Ez17f/Nz3LaBnQS8pn5nnPsuOgjr4jEMlFklC2FQLCkjDUsGFyJIXcVmQ5hPY+3LPcUcgrihyMF20p8f40XU7UsCk2aT/s0i1PHqo1QpWftQ1S2dXTcRTM2SvMbG/NoY8W5eMQtXM6Fiws0a6nHDXezv7iwTqvQmgsLXI0Jcly5yRZPvMcBL5SGvYnJ8vnnX2e3fPAH3kAccCAGC8rs5lvSw2b9rJkfrEPs3eBHO/g3NTahSHlF6uLz0vAkFTgi/ouvcEE7SQDWM6hp8FXvyfNCQqmgBMRF8KK0jnpDrY7rXLSKuteUWy91pf6GcR5vENnV4mSw8ffK7e/X/t3FT2kdizkcOd2JXcCdBiOTPUiN0utGu0DtE86aZ15e56rWQeo4l/xS9bvAj3nnJaIjGjCjXbyVw+2s04/UACzXFLo6cXiBuTOmWhBO6VoHoKvoQ7sSbGLZIZPLfGCJ0XutxvBfahjC5ks7mKTphypRLfa3pr5nPXu093K6fVVUvTgym32m0Ub7PilG+z9eStt9WVn2G19Muyubz5kmYofrzznIOsuNfpKJRHdtW5hUs5WK9hfrnrSMneKcZmpjFgCXo3Ewzvrrb5Ld/vSZUfb0aKOf27IICsbOsoemPemFZXXuZhrbbWSOeIUneG9ehfY/vseanWyk33l9dlWqmTmjd2d7dJpB1vLfTPsN1Ir36tEdl8626s213vOUEdyoxiiWvunI+kIbiEkpWQorDNDNdrVrB1ZDmZg6kvM67AdvSdW71sweokEtEote02h/Nwz3JYS/ZMaaMq6XheYcjXxQDqjGKFYSYX+MtmrnvfoAptw99Pan6SuruKdyvC2s6LcFp9xuD114UGWtW6LFSBYRisZvcjJuPv+4tcFUKDrr5XQGfehz6UNb5vyhRDUwikE4bcuNmXqIbZy9UpbIyFIivhdSf4Q6lLMtFlJc/geB/24EQsoR2JB9BmnoLu7ywrJP3R+PU/vTfYWuWjxiJ8PjRu346SNFKYkr4OwE0cqJwBRLkZIK0Ha8VcOy9JAsFOBMFrriiha0BIioISiD44nFDtSgTa3BfWe9Dj/OGtoFyM5h5ZNMSWQZZhaum/YqrTc0YLnwAhFgKD1U+TwYoeKKNFjHT3snHnuo+0q58F6pMhEXFVCDIq9KNZd+jxncNDDDtPXC5GMQxRLOP8ZX0+WeU4uPovwa5YtXV1pt/7xMVs4/78V+Fq0UBmB2cINi2ylDroiTWyqLAwsVTES2m0qpvUQWjdx8FAanuy4ymo7XF7Ek+QJuFPlh5ayMutyx11WdeVPVHQL9Wc2U+9liW3f/5DAhF8uFKWgoXiyDF0s6WEBMfFG90RtrUmDlyGk7vg9lDy9s8D+Xr7JXnpntf1DPSo9pca5Q0kyCATCXiAOTUKQQ/2aimJUFqHj7lIFqK53nh13/pF2xDjRV0Tbzddk9aqw0yLCvwvaDYuQRQyy7fQCr7RE32eWIvRsPcylqzbZD75+gVUfPNLskvPN7nzY7MlXkjtt+7LvyGlWf8RnrU/fAqvVxrThb2/YgROH2je/eZjVSaXtPiUUj971uo2WimOG6CyZGrgd2mB26HeRFHfn4NBGvgMRtKRS36CFfeBn97b+x0ywiUpScjHk9t7UoIT6gtIEqlS/tfZGu0Ga/F/esdVe263ARl6Xy0Ql6ayq0/7rNttT/ZVwq1p6qRSzL1hVaZ/fVWtloqqA9oB0ILzk1lL0cWtelJSoitiYbeedfrjVnnqZ2cTDzXQvx5xwnCpBxTokhC7oerfKi3TifgfYcUd/Rhvjdld8rlfAw0JwNWyn1NJTRSUfARfNCdmz9Jz+jOXJq3HNt7+nXukt0VOkMWB+OIqq+VBclGdry2rslZnzbfbrq/Ws1SOnA5ckmR72HB12zRqjouPG29dPn2j9NT+26PCNzQeaVPQ0QF/Bzgh/O/pxQUtjc4vKMIEUKAA9KCm1dQtqhwhysln6/AiUlU2WCmCzpMrz8IEmQUxo2N7nrU0Q5NB7bJOeZWiSBBuowrImoLi62I//R7gcvqNiv7n9iYvG6T2sLRAhVLFBpZ1endgsIMBGog3dPbVoQjkw5oWep64R+4wiXTPVuu5svI4o6x6gE0It1+cVayMDYaZa7CJnrhDOmiW5ij5+1oYrIjptO6qXPqapSEk9AbXe7yhC9C2BdNNbnY1AGfehr01qYAsvdvpOYn5QuHFyKUkOdMgkMSLeJa+SxpIXrRxZ1riSsHSmN4eKvp5/Tk6hPfIP9Szffa8vxk/zWb7vrvbJctKb3A7hC9utjkJe1Gza1LA/iiyz73BN7dWQ3VLKk+VUDTsV/vpvBb7+3yTLzEcX/qK/uhUFD0SLe6Pw2fH1j/Ysk0hJxsoWdSqwP/5S7gZzlrrmQUoNdoEvECDovE4JpWDShizTbkOQHU71LBQVsTTXxslL/uLvHedzyvMi/UEEq81GK15s7dPVGoGKRu84gmFFSkI2ae7vVtDhBbF2lOSPIsvtqcrR49o+0WxTw6ZYEteS9m9T1EyTaL9+J2mBTmk9gnTyWuQq7dSwoWe3YZR+b9p7EK7y+e8/lPYmJ1Ty9oyAj0WWYx+hfQI2mItdedLV7t40LhTgPowsMzZOw5aNyl9ve0FU0XctXwjMzqZAkFsPfd/LKPSlyXLSc01c4D3LCCiJ9ZPend83SCCvizq+dbt98evT7JhjxysQ3ekFfPa6tt7kjshym8BXOE0gxETiR2tOG/KvIrkny+3VsOP5dEyWeUtHNWxQofRzeD6fpIYNWyGS5bZ9IX0+W8XI6abztVKerX/87Uwp5Zb7GINidVKCF4SaSIrjdwR7wK0vNU4Uao86fryd9LkD1RuvM1V7c9Jq7nPbadi6PQqbfD39bKyjPl3g65uiYL/z/UttVkkfn0stteVk6vbiqiU6h2MSu46Glh+Fc/Zs7jOEXOPMYv7kq2jSoD0dLZooXqMtA8smisPEfQil8tAR5snWfg3S5GwnitEkwxRDFb81K3nL7bHLyoapD1dMuBb0UpoL7X0VWfbV/K5eKCufXz9vjdVKkDU3dmsxIDpEkSdPAq27dT521lfWF3aDTr9WnIBjSDb+1NprAAwoMFYK2aQ/dVhfOYYr7hg/qb8NL+nu7XT0ZnZTywtxArFVHWrM+lyCeFqT2Ge8QJwIJFUL4WTfgWXV3ZFbkp5UQElnLkJcSlK6FZVYN+1zl2rvzN1QaWOU8A5Vz/LPn1hiGaI4bx3e38YN6mpnT93LntI9PPXCSvvDPt2tuG9PK9Lar9TP9VMyMn1htT32h+m2W7+/QMy5rSoqlvaW1WqXQsseXmRl/fvY98b2sFwVKI89SGKvY8bavc88bQVyPOmkvatUlni9+hRJpG+5I4yDDplqz4iZ98zr79qXdm+zM/Y5wIasXW3Hbm20s5uqbGml3EM0h0nCYE9tUTJUIgEnign4/5Jclug+EPjKwyaSuA1RWSU1rCG36tTvSRFRzlfiriolWz1kZ1ndUmcVE8us27oi61XWxyrqJNwl2jPxGdZKNepdLtTnOOLqbXUo1Us4TsnY/ME97GdXT7dx8xcrP+lC9Kw2rRwbKCuxvrIOPX6/vlYvGr+rd7twVMRCMADZ5wEv8OvtDusO6yvFNHsJvCkp7mrPPPW6zyeKIf16F9qEiZP0DLvZO7PnKVHcrF7jfW3tqtU2792lQtzzHEEG/KusgI4czFVPlhWb53cR+2SbwDpEVPV9bDjTHmLOWFqj0nnjyaDG1VXOvcc9igMIcdHbTQ83yTfX34P7Abn2eFZAieYZujUAJlEwT2JApzEnAm0uTBZJuIuzMo/03Ig5ob8HQytNtgPUhMbPfkk87WrY7oMdoq9cH+Cji8LS06z3hcUWVk+wIFnvxJzEoEqivVihpBqHnSRGJFYk+Q8/aZDsAFooVrjeTsJ+9OvmeqGFY8VKjKt5BPJNzAq794abHrL57/wXNGzf/RYvtIyCIps563XbrA2CJms3hNYF1uuCOqHop42ulwI/zO+OOHKaadbq79vsD8+8bNu1GMcsX+xq2Ou//yO372GDBoQMqlQE/f6/UXj016kcegLgyDKbalC7qch6Izy9B/RKYI8iWsUrS2rs6dunW6P8cXfvksSKbJJw6WvrTeYATYS+CLLwINzV5PYKmbKW2lEs4RdtKpefNskmSd1ugw4sHiK0SPe/gzrqlZ8w02YRpirJbp2h1zcpa5kz+x2b8/SzNmvuXFHOdDOXfsls1JBowFsnkTRgLW73Z3+wE46eatV7n2mbbnxEveCFrnydW99k5fImHHm6FA6fnm+9tKGctO8gW/b2Slv0zloh79CdVAUFRfGDOkHN8Yyml0/iCieddaCdcNJ4axK1I1tBQBVy/l51YgIizKQFr2Snm0QFbh8+yG7tXmqzVi60Jk3ULE34nZrIvdUPcn9Wif1i+AC7X5vK3lJ+FEPdv4+CLFUeJjxiKiSsxV3Vp6PfV1tXbY8+9oTd/+e/mV33qNlhJ5vdeoXZn2/S6dxd0Yf8ENe/7wfpvXfKE7u0hxBF9fVQbXbqcXgIg6Q4rdDnhQ5cquWaS11nPGed3v/Aar77HctxNWwVAlDQ1rygYr1Lh9vSxWV2322vWbVof9nK3ug1Rygmm0qyDsM8BVnloqZffMVxtv/gErcY8kWrRYV3NL0doJ6e2EG/ceGNqAi75LxTjaPCB90r3SxcwVmVLYI10Fk3kVdABDOBzyOpBy3tLOU6p3l6JYzfE6qDjgq7Cii9yFGZD/E7EIc2qisD43Zjml6Zuhe1seuzo8+OYMVR7UQcBdo7xRHouylbg74ZqqPYKdBTzIbKge32VToI2LDwqqtSNZleZvqSQpQkvqZ0UN/ASyIB9aomRTTsIryfidcpCBBsKymmqoeoggcSoAYEngTU4fNMUs1YdKUQpkAJNoik7KMHORGAa8IXmkQHZQHtBZ4sgKT5xhF2ZI6yQ+mm581tyWjviL0FpW16yVE1zRay/OCf/yRk+W7f5j4NWX7g7jRZZh6ALLchxUHzjV60tGc5EOePF/hKE0eKI52VBO5uDTSDnv1hZPn/Rg37/22yTFKcWkelQXQkywpuOyTR7ZPloGF7CqJnm6t5/+S67fb4Lx61TjL1bnGvZRgWJMsINKJSG1mjJ1P6uyPLEvhq77PMJzaTXAmV+8kNZ1j//kWuIu/9uB9JltOEMiwM6U8mm23Qg506aJh9X4KLpzSqSKfn5paASYLA/tCGLLdPKKM4/NFkGWT5wwJfCH8h8NURcYZpVaA1UuaigfRuB527NVkWlcx9lrEOau2vDionKtYgba12SfosR5a1zlHDhjLs96APCxGapE87fZ1+UqElUI4dWW7HLGjUeicp5vxDZyIdC5BLgESCJQS+rltQbrN+86z1VAVxZ4vQUdGmd8Mmo/8TBW+3AqPP+MNq2OzrIMtN8XwjS/QzD8TPBZmVTY0YWGyX/1LsLZBl7WnsbR8W+CK4xLIo03vK455hQTSRLFNUTJBl1iyFSU+WSfh19rdZtSXJshcI2qzd2tSwKYwGOyJ9PpEsB8Pmw/R5qLnEUe2RZebkNgXKUEbvuGmGeiEXKWjPdzaNi53pDPM2CW6gtXAQfewIoaXP/7IrT5JNTm/XfQDxgf3n7Sr6Ya6Hn2fP5v3hs7zeP+NfqWF/4dyv2qXHn2DfUtH6FZ3FC1YstpWqSLYgwKpbjvOaWwexCYTYxSQ5k0iWk4um0FSPjkYCgrjgnf5N8OytWIoxacnJ1j6OjgX0TpIu4i5HnkFqFW/x/GkBLBRAQ8F288hNGidRobMa7KzeA6WwlWtH3fucPkcMNIEL3ddts8yBnS1TAXb1/EZrLNthle9rrlYoDpRzBxoIGbqX/G46U1WkyRZ7rllj3qxie65AkEO/fqiNHdbXhiupwepMZD2rTtrvSOJJIqqxQvKWJJBwLJHUzoW2ieYZRfMQsGrr9aVIDlJHMsb7nD6KWnaimv3c0+/bdlGjpytuKv/+fdYjS33rQq+k1+q04dknHWYZP/isvfbWXAm4drH3mjvb+XkNNk/J006NYw/FZNUCr266/jmnc+dIq6PTjjp7a/gQu/yciXZCPyX70J91ZkPxzxNTc/Kee0jAYqfEfDfIl1oFQzmf7H/AZCGDpTbjmRcUe9ba7Kzu1j9f+7kYnP/sV2I9xD78Sl2VgBTF71JxZo/hvkiCnd1G7y1JsNOwQZCj/Qyf5WDO0bud+PgmAlPsN54sk/ylKs/a00pLBU4IYSapem+vxTZ4k3qYl3W1vB7S8xGoVSJ6N8kbDFBawNxv10GQiA8rVqyzX10zw0QqYNXoP4nCZXW2F1//nRX2KbGXZzwVtGSSTe8lJ7kUuOIIcML0UwxVRBJHq4vAkQn7S3BLDhszn5bdmIp7xNj9+hbbhEmHKRHeYK+99JINV2/z2AmTbPWKpTbnrXnWS8g/11WMmG6iKg7IIhKEYqFO1ndAkVVK6yazU6OKKhR3sGoCmQ4attOe231NAQlnwur+0x54ENe0SOP0a407SWfqy0wMFnRp4tzE2iv5XOYlSK/bh4Joe5KteY6Iq/ZSZ9qqZdPFJAENPUkPJJzkFY0HT/5Jlp0eHl+hobMnkkd5bzLFESzHtPe52KtiTS9OgLA700LzScUU/znaJd1RJfyUyc+CZh0xZldYkgBAjnyHtRhJOoVj8kpyII81EyaHUkW78poHVNB4zLev/5yGvWSpkuUuNmfBLCtXVZjsPFQfA8ruLspjt7oG+9KwYXZ4TZ3tKarLe1Ie/dWIETTGaVfbZnMe/rs133u/Vco6KlsHOht3CHAkbB5OJQ4ABwkiMeCm6J0KGnYqwEhFOURxoG2AYtXz8GUZNf3NtfbEnS9YCyraCoYboV1Dr4FWIxraTvVFhRo2JuuqQEs9rq+Q5E5SARyritpIVdOK+xVYPpsfNG9VBtmcSWq8YV1JD6JY1ZWismrRB1pGb0WTlfbqYtOFeP7697cENaq/3NOPnWK2xyDt9N28d9tPEijP6OGrxzjrtQ/sqM9/z95eut36rt/kKGqTbAxq9h1sn52yh1XNW2u5YwbY4XuU2kAJQm0SInmVKIm5KEUTHDqqwAEJrT2M1Ldpozvr3El2yJHjVJnd4cghzfxUnTAkp7jBBK5RIaBfSZZNbymw6/cdZb+c/b5NtAbbKApId1VbKjWxzpk81o5etskubKyxLC0s04Zap2oo8vAIvkCp2FYRVahlZeWimSy1V157xebOfTu4Ap85x+zCawLeg48shUErkULDk/eIkn6e3XjdL23MXnsrKNmm+wilVfqWvF8OajYCQN4j5FGSW0c1SKSj5PmZEjOTGvbF39Gzqkuso4JSTh/2/Lnr7e4/PO8m5FT8mnWoQct1BkFSKa6v3WpjTz3AvvA52V5J5Tyfqr2ep/eme49HO+Eu71mJxcbmTaEIFJUx6OLFFB2GiVphoKjRSw/KzuJ0ZBn6kDaDVLjELSiS62N+o1HFvI42/7DMoEjkwUTEch7AtQlKpZT19slyVO+xkaKwBF0ZhDbsCugTiQ0vpTtDI4QSFZSVtp5lLwjogGEjdWoR1VNE0tTTXM1zd6P4qNKysXbR606rZmy0RvAE5ECk78R/X1I9RKwFCgwHFmiOU9P0bMT+9wAoxy2jQiEcJVQX5dLrGcoUSIAJsBxho1/ZrcKiUAR2CPWegNWLbPSQk4ATTHkwBjUd4b3o3+b50UveWWqdDz/27/Ysyzrq3t8rgGuMzVebecpETGJD39Q/6XU2/0RPyoNUp8JqDLGkoJjRvn83VYz+CLL8CTRsaP6NujcCsI5q2CGc1fZ6W7JM0ST1ZXamgkexQf3iACMYDWhx1gAAIABJREFUT5FX7o9EgwAu9ui2RPDjrKNSGjbtHUG3js/2hF+fQwGjLVmOxISe60ZF21S4mf8hshT9ZoWiYbww4127945XlHyFLU8ky4l1VHx8kiyzjqLNxgWh0tf1FoSlKH7++PrPWc9e3fQ7UcxO1bBB5uL88eeZKHqT/NKaAf1yfl6BfWm/ydYyf6Et3LTSqmXllwXDQT9HMcb7sf39JJaRNXCW7YCqrDlL1b9Dr7kO6xRBblM318mk1+nnhMqWWglu13yfmd/NjlhXrr2IUJmL/TANG1Xe9B60NhC7EsXNVa8VLKV0a7c503OGwdOehh1K0ol1VLtec9YYARxFauZ3+zmGiCJ5oSPL7QoHDdpvqP/kKwjqomu/8cVl9vRDs20P0em3i0qcI1q1X2s8Oh/3Zi9y6HV60P1ZJD7L7loQSHRrfzrnueijaA+0qAF/zSFj7fZz9rMBcp+okj+p9ywjntlurvr+q7Fwu8b0dY2RJ476/WkxA5SfYi0CPowZZ0h75Xb2KNBS+unaq1tTlIu4qGMxI16PALGVbc19635AN9gP2UtSdgHjTeBJv+7vr3vK1q+r8WtmsKCwgx6DgLbOVajDKvjzh3MO4nJdXaN949KjbRQ2l9KRgfbI88jAYQKmgPZTzhLYYIzply+8QErIn66Gff6FF9plnzvRRvVQIqobmLtumW3Qz+c7chwFAvbnKMyGmN9uJRUtqFgTszBgiRo2CA/3xdpg7tHDyPWErkaIUPIMXYxS/3ZnDkQf9Vw8iXbLKSXpCL8qSCa56ao4g+SzROf8IUNGWMb+o63l4Zds8vOzbfKw7rZGVlLramqspJ8KF+o7LRzWScKknNWyYV6qfUXxzPYNu2zTq1uFNIZei6qyKrKaffYLh9i0g4fY+k1ihum8x/GhoF0P8XZHCDNUoBgmWmmxLVu0Vutmc/SgkmzBSKMnExAGuql6X0kuQt2YuEFxhBhxNZsbVAyAMbFLyv2Fdv8fXrOX5q+2PQ4YYYtflNAhrVSK6ZpUac1RoWjznkPsrO8dbfvKrutxJfKnSnS1XhWGvz7+ni1fv9lKFffWiwNLYRpmZK1UsPO0/sZMHWefP2289HJwRqCwFuO4VqzCixULn7pyo52zvdotWWUcoSJTsWKCQlu7fqP1yJUgllqsNoqO/eVhw6EF2DOz3rcGIe7bJPTUQ8UEp9Xqfl00EICGpEdqyVhrIjpLz3KJ+y6HpRK07B7qpXXkUWsI+i/Ip7PNQAYTayAX8EL9mqRVgje1Aofqpq6yPlsH2iFFU2yZ/JOrNm7QmmP/SRw3lGRRqO0nK6935m6wP935vCfTnTXO7qMsZHmbaOk/nnG1TdXZMXfBB1KjRgQ3QA2nW0P3deSf1lPUowNZ5nWS04YGWQYqSauurnMGYbXGrZcEq5qU9LKHVFZv1+foNynGJv7YLJG5YgENW6XiDeOAGB2mhztVKG0q6NLHjjxmsi16f5l9sPAd7Xc5oZ6e+h47Ak9cSiwm5Fm90owXxcKSxFea63dLJ8W1MDM8SdWeU+xCXIGYc53o1bSpsqcOKElxwx1xokgFSJQmvWGBFgBH+ChHThjPL8AlmEUUkVKfZU/uk+eYCoi5mKUn/Qno5JZViX92KvCVJMtYiqGvE+rdUfxkHjitnPnlRZb4ee7Xiwp+XYF4o9tD7MN+QrGA12FNURW9+oYHbe6c/zZZnjdflkJD7KUXZ9hiUZj7ixIDnZeEYrcu5JnePW2tAvSnVanSbLG3Xphuc9W7fNFhShYJWCTG9PJLL1un+x+w8h/+2FE90GASXvfQ8y020AEPgLWZu7WU1Ipz9btIKqDCUUGEXom4BgrKBInFQr026mBeubLC7rnzFcuQQBWnjHvyKlnOUaUQVWo3GUdVUyJV9AqMPmiwhF7G2qD++SYSino78rQ4aGCXsIEazVmMYRmUJEc8NN1rCX2Yzn0PZBsaQoo8Vm+tt6eefNruvu9+a+5TbPb1s8wG9YVjGiejRw9KlN+aL6T1b9Z71DFW0lBs3YR27NahXaNJkymLqAvOmWRTB3S17dBxCVp1wGwT7fpP/3zPXnxtpZVu26a+ZQV3Ho2RP8Q9toh3etxp+9spZ0zUgmjQ+IrS4cly0gSf9MkUsDCwrVH17/Bew+wGqVYfsAHLACn3Kfg5btRw+6PsFhpK5bG3psoKRT2qg/qkA6NWyZAnkl4lzLSV25V06PMev/lWu+/vMdHsK1eL1yUvRnwXgCQ4IDlIkcYtW6bvT7KTTzjefvzjy6yqskoHY45bA2U510kbpJ6t2hsSlduIYJ3ApfHYqZJb4dMzZR31vtVc+l3LVfDlQnEIteheS3t2sVt+96K9MX2+aIxd9Bmu7qb3aD4goAXSq2B68oRedvoXD1WFssDN0NkMfBNymkiIV1EJhppMpbcItDQJbPx5I1oF7UNfWfxphSoqmVQ0ozcitVcKFkZSxKEXC2s0LKG8ks6cjygddXgQcnq86Cf2ni8FzkydVs9pD7QIcqI3G0qpJ9wKlFLqMYm2J6muNg3VJQ6c1FaFFgc3mG8VcQhKTfQsJ4bvOrAYCyhXKHC60JcjzvQhERgkBSONgX++z4voO6JK6oEP8ybZMN07EmaDByfRX8IYkFBBI0f4iX0Bur2HyQjWaDNgL6CIQuGAeeC0PWxhPDajLBO9pvyNPYUeZZJkxgDrLdT0Sc78eaK8rU1foKDeixr2n+zmf0MNe5TUsP/4u5tVzWz0fYBKZ6tSe5KQsRkHsgzSHUuBnInDCeZBCNdFkMs+xlg5DVsbfppEwRQA3ffeZBeWakPrGGPo+e6/3I4KS5HIbSxAwFrRwEBqCPhdhTdJWL1nGT0Cqteuwhzot68v/V8Hq6EkkeE+UjTEexTbJSAcmBRBSBLTJIp5CqriSXFr0hWU11ZkuX0ypuidgJc57MmYJrufCfpdBN7MuQdvm2HLF29S0gdqRwKOYj4MJGkfqBiKr1BoJCOOhXqyXmfb8ddRhqbHVQiRWoMOPmConXnhoYFS6v0gEVhdpMmyk7fpKVewitMDiWaWnkOtYKxTJ6snb8kqe231KhXudC26hnxdb7P2rM1UrlGS1kHdWQUa9BawMd6iuV2na+bMyKKPWr+VhIXgg2fBOkzHjjnV9rrWgyZQTwW+3+jX396asL+1vP2uvVyx1pqYKCRHHPMaC9cQwU85mXdRnBDqpfWLmFJbgsiBQTJG8UxFAGfxxAmcoWIr6zY/UfQOtfJoiSJZRt+Bok+Linrxuopfie1SvJ4WUfS69heSP5hXsKXWfFBmt90727ZtrtMeByKsvYvnqM8WsKzzjKCV5FeL1z8mKZQ6U4DEN+ZEa7HQ2VShTZCh8WkZWGqXfeNQ66f9f7OQPRw5HEFutx5871OwxH6SzmH2TgoEfDaBHmw3hpb3QB8ELece2veaE9yR6LGftU+WnVadJMsdkGXdg4s7uUZAhAIpwguqRIwBw8gt5/Revh/972Y3/eIJW72sQoVElJcVC3kfLSos0WSQCqRhe8QPEvRX6JydcuYk++6Ro2yjUEUiBYq4zs7SzXmyrH3efZa5B30944vnq2f502nY5553kX3tuOPsgHHjLUMX+Pc5b9guPetMPePUoxyBLX4fezm9/euVwA5uEdVWwV694hY9Bi+ksi97zzLFT907dE5X19Vcg3VEryPJMgW/9MygmA1SxZkWPxdFZ5Ai74F07Q/YK2bHTDpYvYGl9oc3XzWbKb/b9Q1WtlQMhzfW+BnX0Khxl7BVjhK0HuOU0AyVpskAtVcMEEtQMUH5801qxWu0VXOabG+BF1+7YIrlKlkACS1yvR4YaHFWxlnGfrfT9t7/IPVeChTQn9mvzlRvs6yDFMxXK0kMi6hABFk7nFfs0XmdRVnuNcT2HD/e5r7zrjVsXuv07wrFZb+76WV7Y0Qvbc677cpD+tvq1bX2jtwBMjW+GRLmyB87zL755f2kbF1om4b0sFV3vGQz/vamYgPdi5LiBhTUFffyNVOFgsVH7GuXSLX7M9KxyVUMCKuMpMnFOhVvz5fS+BLZk/6u72D7zapFNnhjnTXrfblqEczW+GbreteVFtq5uQKEFH9fuWmTTW2q87ia+6K3mF7XQI6TpCnxhSaWQA272GnN+CkHvdaZeIjNOv06+YoekooitK/hU+yuM/SgJsmWt3xB29c6zS9SkWN4ph3f/2StlxW2crnGsDFH81B7ne6rp5DmaglszVgshPeeN3XeyMK1E5UQMVnwm9a/373wFLvgpFF2ytJ1Yk/mueOP05YVe1OcQEjKfYiT64VBiPAUyGuJrrtcgmjExPRIezJHPOm2mJFkkwyG20r04DL/nbGY9Kq7cJUDDNhywg7Mt5F77WHr1qzXmVCp+R3ino6IOq24TQDM/a7dggu6dTJOtIWhfq18BVp2+GCDDCc+1snPp0i594ajGp5YRzli7T2/0W5KzMb9EM8QL6OSHmro5EkhYJdaoEVbqgqyxMO0sbpAMsgz1lcqirMeNO8okjhyjIAaNG4Vm1wYDPYyQqpK9okZyMf4OZ+nCXOI/AthPIoEPXtiSRZFFlcdT9TBQ4Q27ot5jg81e3fqW03cTrJcr7zjul8/ZO+9/d/SsN9Xsiw/3ZYNay1zU7W9s3WTrVMAAJLUokP3eaGo1/QdoI1JC1oL1DZu8sOUSOGX8z6Q4JeoEapadpd1UvmPfuxBvaN+2v9diMjfrQPAk+VAP/jjQZEOryYlC6AvUNMQgnDTaVVwlm9utA3LN9rzqlpXLtngnoydFBi4mjYJOVYUJMv6zE70SYtOk6fNcYMe9iFfOcC+fuhe1qDNhoeNqlsoVuIbF6p6gSAGDdtVr1ncer2Nwx807C06IIugG9CAXtrdFi1bZr+/+Sb7QBQlO0WU9GMPwww1TmEOvTkSTLvlLzak+Bgr1IJYcPAIa7nwCPv6mnLbq29366VrRiBtt9NMsQLSRqzq2z/1ES+rIFCwfL3tFtoCPl4nsQrGa9pnJtgBBw4SJbbQg3Jotq4IrYPDEzmoht7ET1KE2JQQASHFq9TfM1USGWUNOjgQE9C9VnfvbD3Vr9FboglVqpZt0eH8sqqIS8b0tx+tlLgWVCPJw4/qssv+lldiN06ZaPe+8paqsS/Z7ffeYSuF4Nh5V5odelJABg4b6OK7a3O94lwrFtXhtnsfkZo6+a8OPkStFESUag68pP6R7+01wv4xVyqF+l5YtkSA4Rmjej86Pznd8pcutE3f+o51rt+iHiMlIjpUoeDmKLm9+lcvW8W7y9UeoMMBoRbUppXwH3/6JPW6ZNrtlmf7Txpip1ZU2w4tViiDjFG1fA27qSLqiDGFBadbx+ZcogrgZr6PajUm6wgmsEl4Tw0VOiqCifof/tven0t1kMCEXqyg73uS7MIl4SdJ5Y2eLEfykgDXadiJIAoUUPryQvgsQVYcMgsRGopNIBCpfRTBtwuuEXjoZ91LLunv57kjUkYSBhIJ9TssoZjDeNyFxVNRoljpyof6d3fGgHtUUYS+FqrCbPgkNiTXjiz7Rh1K4KH4GRuhi51ROEiqwxQkCJC4XhSUCRRgRnjhADRC/yZo5w8Kqs5A0ZZC4QB6PqjjThXRvLjmLMkQgssmWEFFlV43EA36SUEmWDt4v6Oij08fRQ49b2h8OUKWH3nsIbvz31DDHj1qpN1zBzTshkTgK0WWY6/6KN26rQDojAQPrFMFWxDHEPLKxmeZZLkdrZYiDKwbUPBQ2w3xO0+iSZZBa5P3M288eHcEuR1FVu9ny2HuU1VuTYj0fmiNiNS5ZZFTeWKN8SelJHswnkKz+jsBHsm4t0kmibVfk9YKY84cbE2i9ToBCvsW210rbdfvIbXLanvdk2Jda5OCB9Yb+0VqjIP+w+zXV9i9t8wUHbazf1aWq2FTSKBnOWwI29OwSbo6yT+0Aw1b72mWf2aW2nOqhve1W78nWxBRLBp0SOKPnvYsR2Eu7VmG/QADQTetvWerkJzj951kLUtX2Vvla22r4KYSRepztMgH6wZaavT/mvM9NZ/fEAOmUHLQmzQwvbc0CFGt90BlsxJF1xlIkmJEAkET2lt7gbSxbryXNbHXInc8bLQ0OYp625/eetmGyCGhAQYWy4AiB0qh2sPi0STJrMaVgA3RpPbJstN8PwZZTr2IaRXx4kdrUSTaKNirA01tK+CEwFeKLLf1rDLvUMMu0F6C5kKxihz/UJHy2l89a3vMWqWgOyyiIk3naZOoYiklumyCmHviqNd3Yv3YKvBFpsnjTmjYDIB+PleD8N1rT7ahw/uoz7fBaX2OLLdLlt2yREEvwpZxC4G+N2pd8btgAaWvp73JvJCvAIs9OXy442fZSygWptT2qIUnyfKn0LCT3cvnAOsKCiRJu89j7p3no2vN1XP75ZWPqr+xysXkuG+nYYsq29bqEWNBz7LvmSoqbK9utMOOH2df/dZRimUoTmjPoE0sEdKkmEXgy68DqWW8z/giAl+fnix/9+Jv2HFnnWZHjNrbJ8Xc+XNsoz6nM+1xyZ5E0ptPsqBzrpfw2f2GDtNF5tiP9PmDVbzur7VAa0C9WEU4YXCGObvE3U6SnmRPmhEfpXhEUh90XNajn7PaA0PLJorNHqzrnpjr28UY7K+2uoP3n6gPzrbbXn7ThvfKt1tuesnem7NMFGv5Kuu6dghx7aQztFF2mKiL7VTyzIzspOc66NgC6zFa4rHDROdUkWzPXUOkNF1kvbWut1Xr3FeXIToerhbMWiKmoi1PycBOOYsMHdrXwZ5yxczb9DwKdGaCKLey8rzHM4rpHheox7VrcR+bMGaEPSsk/EzNuWuk/bL6jmfsyWeX2UXXnCRBze42fESR/eSdCqu9+m8qCMplRrFZvZKhQiHQuaIAj5ZK+JJN25UYirqrYgZMSva3gl65NvrQcdZdGkIj9hpk4/fpaxtkHYXdYPSaUuzbLYsks2Vap32VnDyQUWhn7tpuL4irXFeab+cv32D1UufeqrPjC5PG2NGKua9orPBYcLcnIXEGuRWfC2PFngSy6cJm7m8cglkgsdWKKYklapWMkixTwCtS/OU/Ry+trm/UngPk3dzD1q9eYytXVVuvXrT6BdOzBlCLnlin1Sq5Ek6WOa3OMt4utM6a09t0AMIwwSK0WQjyb59dbmsffElzpVDzTgxTxamdlA80I6glJPaoq8+0Y8RsWV2p4si+o23wkME27+23bY3Q+RNOOFx7bL3+PduZhOimbBGDpafaNkE0aTHbe9/91HPc1aY/84prJBE/4itdKabA6NEDbPSeY2z50iU2/72VjkC76J+SQ3qTYS568q91wTgheAVQ0bkz3sHd7ajPTLZlS1ervXCRay+RBLtgmf88/t3En1hLaTwAc/R59GzjxwyYA+LqjigwZRFWE8IfAl9pMSPxuSY5Tp5bK807oS9TCKToAwLew68PrZ4Ak9z1RWdWADIRK/jrACUJm7DVOSX5fooEu24OIrKODKc07aC/81wpSsB+9F53EGLNl86qhtEz7sWVpHgVlmMUM1I/5ohRnQWZXI+34SFCq3UXqt7BBOUgveq6/wsa9pw5lrHffmYbNtij01+TmEKeJ12ga1WqOgzUAsmWl9vSYqnpHXmoq1//4Inn7czmrVYmdHeXRKk6rVjratgbf3SF9VaVEbGEHTpU6EmM8CSlYyVUVO9njiCxES9VhMC8B0YVGW1ejRsr7aqH5lnV/DVWAEWT/iH88RRIUeDOgaaFMAMJBQrM+kqwuVt8m8KxQ+yL151io2sa3PaIygLVXb5PZSh6G0K0iE2YoDZ6V5PvA+ejhkfSBBqmg7O5V4Gt1SQep8M+QxYFr76x3K645DL5AgtZvf77kSQjkweyjKLRt35q+VUltt8Bx1m/CyV+Nb6vjamsoU1EaEJKQQYE0CGiQ6FUPUu3LK6y6dc+aX0Ene1W0AwNod+4QXbiWfvbyJIuvgC3iMZNktSo/hFsqUgyuHZX0kvo80wUqjJUf7AfWNGzm31FlKXHViy0Ain7kehVaExKRZF5eUWdPXjL0/b+iKF228WTbQ+JS2R4T7O8lft0s7M7KQHeWGvHZTTZ1eoP+s6T79nbv7xeB1aZ2ecl7nW+kmbRrAU/q1ys+/7HHZb566/b3Xfda4MH9BLa22BbuxQIqWywi3qrT1sJW08le1evLwvaVsQ0PjkIBzJ6drfMR562zuqjr7nsEsvdVqsKodSdxdvFR/C9F+bbP6VySCKAr7b+Vz/Uyb72nSNs7H5Ddajvtio9xwwlas2iz+ejukdCqE06rcC1+ipTLGm1jAq1SgJe71lOk+mEUpxSkiNBJABK+nh1HWwWrjwOHVg3kvYNUyEE/aU3GXVXgiUCG8QG6NF3z2kso0genKId6KkD9QQoJJtQ0XTWe1XdA4iwjEqr9CQn3keNyIYCGBdPISkVys5B716G2kgoFIG6VKs6SpWuSoUBNsIYi1gLeN1hCwDKjhgFLQneipB83+0D+Dxo3dD9sarysUjfp7WioLtTokMAFcZRA/pHFFghFMeG6yhh0oqR+iZz09DU2dSgDdJ+ESgNfY8UyQiu8LsM9XESNdSvHVnWXsJehYiY+zZq3eQqOM2UddSfH37Qbrntbt9/Pk3g64FWNeyP71kmwCU5+GjPctCrQMM9mSEJgP6pNUkhADpsB2qzvy6KJHT0JNgnmCaYCGQ5rIyitzJUVtlP6XHsQMPWOHgS7YhWsoj0fuiLWL21vt+hrphTLhrCPfBS5Fz+h4OM6mxbXh1oEIELbRMf7k3216Fhu59yfAbXyoEO9bft/XEP9OlCw3ZlYOZ3cipkCYl6d85au+3XTyowTAWsQg3bBb7cOqpjsrxL1lFBw6bvua2XGQuiXPV71osic6oUlI87YYIj99sINkFlW1HzuCbv9wUpRgBIZ9BSVbjOGL+ftSxcbvM2r3ME+VUFz1+bcIA89jbYO3PmWU1BrnVTH+H+e08O3zJN1Jaly+0uCVzeOaCn3bNujVXpdT1eTwboWc6nl9VR2VC3Z7xCE4DkVwiD3lugRGezzr3pGXl2xq46Uz4QZyYFZt1nqGFHQtWaLOv5ECixLyCe154C/r9Xw4aGnRZ90ueZWEdBzxZ9/sMCX6C0Tj13lF3jqL7Pc/4011qeW2LdshpVGk0LoazpEPii19zVsB19Zb/8BDVsmGLuD6t5qIL3hiH97ddSOh+p3uVNKvTiZ/phgS8QDto32uZkMFQ+qoadCnnFRkuLTtxbmxVUBLrM1fS5tRPy+qTXnYadrEMvmKBnADsp2EHxvWDJZMqZY8H8lXb7b5/VWDh/wM9AWsgQqXTSdVLMQumc/m3GDP/fncXd7BtfOMD2PXCYFIzrveDAORe6CAkNW/uyC3zBCNA9RM/yp9Owf3DB12zuN75uM4ZLtHTrNvvznDctS+1hWVrrLRQUtHA4Eyg8NKroU4RFn4LbI485Wv3DYtuJG3vT9BdtsJKVZiVX2I+SLFMgAAzh/OQMoJjs1n/ocaCSTcyicxehLIS0ZAqi10OFPVWX9sIQBVt6gDN32j29+tnzdz1ve88Sm03J0JplNRojjRX7hgt4hdo1tluoYRNhuGUUtEy1FVY3KSboU2BDr59qvzjEbGXjVgE88mIuz7fB23rZ9s3aoyXBQizsrhVOjwVplGq0wjwcKDqpbWSFkrGJSmrKlSxzdrpAFGw/BIZc0Cx8gOs1TtnS3rn2qmdtmWjX2WMGW8+yjbZ5Q4Md+gV5iR+2p12gQpMpDtxP6tgNZdXe2017YUaL1JwFfOym5zozx31+d0mTJ0PFwUxpc1z2gyOt94BSZ2+BCBbI3pNkxhE/T5Y17hT7NB+O3Wtfu3rTcjt8Rbk1qqe2Toj4sIJdNl9FgLPG7mW/XLLcDsppsgapgdOb7Jaq2mNqdd8UZuu2Z7lqtSdpJDNOf03j67Amove3WjRYREKdNuvIM6y0QJzZy9Zv2GKTpxxgA4cMU5L6pi2T6npvWVC56GjSa5r6C7sP82YV0EZU26pCiaCtld1WuQAF5RBz3lotVuxcW6LYZoD2nQbaPcTmbJaCvHo2lbTvtEN+eIydO26wM1mra+ptn/3G2aChe9i8t96wtdIZOlZOLg3KHebOes3ZcRSDQj2aljNa0DLUs3yArrtIyfJMT5ZpJwABJlkeNWqwjRozwdasXCR3Fu1/YnG6/7OKKzFO9FhH4YwWFu/R1vNRaKw/3e3gwybrZ1cJMV/ga90tlRJf4Uh6g+1J0QHHE746cu/Fh2D7pa1x0SNPsqhkHiaAj3/EhqkQFuPvvc0g/4nne4M0PhCF3cw85nNTRNyvO6Fbwy5M5lMk7yF8Rzxeq6IA7YiRi4RgMoCJg5QIuyXzha/E09D4QYJ9PFwzKOjwlWpfAFFG7BK1bJBwz9uclh4CZQ6KJD7MDnpRBND8hq5Oix9pWNDRte4UI7donvz8enyWpbGkP/9RzzLhSbP6UDMOnmwXz5ttp63cYDsFCdeyMUCxkrF2T20E8zXxZhd1t9/16WVXVZfb4ep32KokeYeQz66iUOxaIurL3XdbtZDlh4uLXNzh/K1a8F6S9T3cAwU2cA4wqNYo/2aiTkjPijaFDH2du0kb9POLrcvcFeqfVC+OAn6QRSqEBNNI//tm6JsidK9dXvkTYc6G7j1IPbP5duRhe9nEIV2sLDG3dlVj77fkAKQiQ/CUJMNs0lQsSTgdWU4UfqHf8HBVYYGW8qYS0yuW1dmEnaIFr66ynLfLbP17L9jGwpXqT/6pqNdCk+/6i5ABNSMcqorn0jWW9fZyu12U7QGiTemqZQGl0IAzUfevtm716nWy19/fYLNeXGyHTR5mf37kHWuo2OYJ1BbRrIfu1d/Ov+wY662AtFITIYy8Q113hyZ2iiyz8EBFe6lPYbEO28cUtH1j2TotBE0w3evJRx1gLav5rF+CAAAgAElEQVRlAbBpjW1IqrhbNCGL+3a2X9z0mi1++X373HePtTMPHmDrteEUaMJlSiHxLpnX//3aF2zC0y9b7ohBXpFdsaHeBio5fWflg9Y8aarZb59RkWWt2dyXJHI2wazXQDX/7GFnHDHFLvrmN21HTbU9JWGFm29+zux7Z9ppXXfZFWvX2AqdhpkJJT8FpzMVlO3u3tVy/vGsFa5eZOu/8W0rkvXWWm0af/3HPFv51ir1cwumFe0LxAn0aYf4pp8/b6odMm0PIQ5Cd7zCmZiv65BzZgCVNtF0wo8uEsdIhkM5fAuLqkf0hlBUcdqPEGPmC0iY97AiVECFmcqe9yxH70nYJtF/Booar1OB7szmRKKpTcORZRIpRxDD7ilH84m+Y1fB1vdSMa9Ilrk3kqz4TPfd1dwH3UMoC1QyVQZ343XmMElr0gfCvblSoie12pCojoOU0L+hRLJYB/5mFR5AlhHnCOsoUZG8NzmoSWw0qQx/UOCiV9lVrkGuhe5ykNOzDJXcVbah8igQAk1gwyKRpW3UbUDwkoZyB8Xa6bcgZtDPCWwQ/iF4Cqsu0GaGi2TJh41R0mbnomFOhwtlbXqW1WbqRTA/jHkuSQJPHiMhBvvnUw/JZ/k+3yD/tcCXbDRc4Atk+ZOS5dQ6KhJPT1tAWVstpdpRmKEk63AjoGcudLSO+ncFviKoJyFmbJi7HXuWFfg54pz2mbYX+Oros9yxZxm/0Y49ywRErUl0K+KYWkchgtXOUojE3pPlT1LD/lcCX1xrJMsumqRnXbV5u/3++iesYuNWR9i41rZkmSITm2aihq2/h8AXyHIkab6y9HeSZex1MjWvqqob1IZxoH1O/1+xqdH1Fz6cLBN8kCwXKECoVsJyzD4HuYreF2bNsp9urbR/yj/+22O1l+vPFQvn2uEKqnZq7y3S3nNpz37i6yif0Fr8zqYq+2rvwZYxcpi1LJ5vy8tWWqWSaASMOlpHpclysJlAT9JiBSxbnIGaVQzNUl9jm1BUIPSgEp4sg9K2E/iiaEExhv2nQ9GC/mqdI+17lhHPhHJHIarNZzlQ9lCADiHCDr3JWtfkiy7wlUiDpx7SsMIQx6LI7Wtab/zdb2bafNFgu+icbe2h9ucT1lFZ2doM9Xc/CH2ewYYJ66hg38SYeNLjyTKtKCoKKcEed9hI+7rscpzeqmcGqyTQ2vQeoiCJ6Fia/KbJcqCssX74eyDLabIMKsu1pKrX5HyhbxGaZmkSLSsoT6JTxDmKGfyuNusony7+x4tHHZJl/xVu5bh6Va3dc8t0K1tbpXOdZD3o2STL2FyCxDqd31F4Yh+Ev2gxqbfBx+9vv7jwYBUBlBhwD9Cwubf0+Wh9oqeB0jjJJ/OiY7L8ydZRP7j023bEZ0+yI0YLWdazeObdV6VAvdPt+pq1rnjOTarkFCvpyFff9LUDB1qpdB76Ken9QaEyy5JSy8jrJkZilT3/9ly1MmissPajtx+Rx7R1h8KvC3gBFqglBcscF4tEvyKcD1KV5BrozQr63T0FmirOCtpXu6kw8s68VXbLrW9YHnR99Yswdgh2UTTbAWNBa9WLNEJgOUszRYfYJQQ3U2tg4oEjrPOoPjYgO98mKWncKLu5vIHNUsSulrey3Ds+KLG+Fb3U0qb9uovYIPjEA7p4L6fosFpjzTobr3tzo53UM8vGDeujXn0JPwlRxjc3tbphby3t0clWKXl4Q8/76YfesWGVFWI9ImHfaE0Sh+0zoodVLt1sI6UHdPSRY62/dGzuv2eWzZu9VHtUnl//TtoMFe/uUE9yju53O+efEOuzzp9mBx40xNYpdnanCZIlF4CK1il6qUl+mnXdJ+6zl8AN6TMIOHlXRcc9hFRXCSw6X4l7pc78L4kleuKadaJvK0mR8FcRwqUw8XTfffsPVAExUzZWK0IVWfExwlcINjmYoK/Fus9WhNDpvtHaRexKvFUspLlKKrLDxP4ZOmqUVZdXWtmaCs3geiVpDa09saw9V7smyUcgVUh4rca1h9hCK4s22q4+ddZrW6mtqC1TjDrfGlZpHMu1BpQkK+KQxdcuF57rpbiv655Dbe9vTrUJm7eGYKsnnTAIo9c3aOOodtOSphY0fJaVlKXJpSOkFAU0Pvgrb/Ee7MgfiLVA2ouhuydIbK3iT+ax+z8nPcfe46tYi3EgPiUeTRF0GAjdxQIlnkQPA+YZySW93lwHdHcXkCX2crX4QFKrpK1ELzzFERBunrOrZXtxBqQ2eq3DErctKQ0adoLwwjJETRu/cHq0/XXoz0GbdmFb2hFZt9r7Qu09zq7Uatd7nWEv0o6mGJGfI48iZsQ33f2Uvbc4CpDkWdF7jMOO1rOK+xQHAolWkQUau94PQ5PziGIF1l7V/v3oWaY3OVTQmW9t+juuks04JUKCIO2ApS0qlv302vv/DwS+5s6zjLGigG0ut7PfFSVE/PkderA5GvA/Fva0BaVdbK4q7IIT7ZqlK+1Q9QGs1+nek6Zvva+LbJ12rlpn/W69zT74xc/t81OPcArPE2+/ZjnqqUEdOvpdOPhFSfL+paDmcNjkaFPfIKT0TqkCrn1vjXWWZy69a1SJQQ9CKZgEAlQHU3lQaR1ECIBpJ+41eS8bI1umo48ZL784WUnJ9y0H2g40GEeUQ8k3bXBn0qXm3p4MOcIc/Z+pAjQVoB06FLaI1vLEw/PVC7PeNq7bquuV2rYk6LsVdLb1FfNsY85qs8MPNHvsRVO3rTbLAtu6u1ypcUA2v/jp5Tbl4CNtu2hDfvDpZYKS3Yrm10mC/44rHpEgghStVZXPU7U8U+hCjQ6nsfsPtosvOkRJgqqHOohYIPn6/k7ZRHRVkFpLwqUDjD5ekD4WqHv4aQPIFJ2xi6yglvSQD56qgVRXCsvld0xVBvRcVVtpFFjPgYX2u+8+Ym9KRfKKi4+xEarKVTtSicIwyGed/eR/HvWJRo6aoSpdlmj42UJX3l3+sDVP+6zZt38j26wTxe2ZG3TPkZOkhL1aFixN9uTfH7B1Cj7PrNpll5eX2zAhv4MrNqsSKoK59y1GAtlKW+NUlzR/1qPPWI7oKFsuv8Sya6rsl9c8a6skRFYo4TSK8NDuYRJQKd5Ws9W+dvnxdsDkoRoDqVQmFGPskPBjo38bhefwswu/OfeU9Z5lKoahypd+n+QZIYw8nw/0dGiRk4x54hrWF844gKYNLcWTZxUuFDQrh/NKGr2keamKoN5HBT2EvUiaI1lmLsDAxD6DuRzK4KldFDGxCkNKLhHwItmk5xcNNSi2JM0k4E5JE5mBFgO3FUDREKqYKwPGhuqJH4k9BSMKB/QHacOn1xEkGapZ2udSRBLNRqUNq15Jtitccq8wFrxgELRcEGUPXPwAhKaNqIK+n4wJvaz0FZNgQQeH9klrBU/MlasJ7xTQdYJ2rQAK9WtEkKGY04u2Gxp2KtjmyENYifB6rp4DhyC0fBTC3RpAczYU4BN1TBcR41kV2p+khn3zrXf5Wvzfq2EzP4PO2DEp/rhkGdp8+2QZgTiSZWjq/2mynCDLGlsKA6lvcgTiBK0gy9EX1aFn+VN9lnO8SJnScPm8/43PsltH/cfJck5CVw8RtwbNvxzRCdcskXrpdf90lC2SgxRZ/jeSZS/CBg0bcUn2yyZVaQYN7Wk//sVptkV0wALNXQL9tGiQIstQzBERKdZk2mNv7V0N223ZnLftkd697Qf7aV/Xnxvfm20nbqux5aJx5nufthAnWobI0+gP1VoQDm2nHCB2VlGpkOb3bd6G1Vat82O3Auw2n+X2yHLoJwRSHIkSewDrkTaJ9DrjzEQMKEmWW/2UU+RSKr6aX21JcYqaa1w/JPDlTAFPlj+qhh0+y3FOfsRnGXq203zjTEuT5VZkWa+zRih0VMp94born1ZAWOPiTFx77PJBw0bIq0WxQxuyrCKZnhvJMmPhvtm+3qKXOQOUlRf0wCq0z1568eG296QRukbmjQaf5DdFU2EU6YPZE1r7652GHbZYHX2WUcOOhDKPnv+kTztVvQY19KQ4QYpbadi8jsCX72ZJEq19K5LrtvdHYZRCGqKPFAli7jFPuwp1evDOWfbIn18X3bGzx0Jpok7hADVsfZKfDySsu1WViLHQ3+WXe8qp+9tnzz1Ye7D6VZNkOQ+6dXvLL6yjvJgR10Sy3EbDvs4uv/x7rjLeoAbiIYOH6Pyo9Wd76SWX2kmHTbNDRu5lGUP7290vzLASUb2bxPjL1AOHyZGrWO2pvr0tTwfbb/r31fuG2ExZEEGbPPn4I9Xn2t1aVi2352e9K29fGcR5soymDMJHYbkYOhYaI+2PqRCmtz0lqr1RfFaBFuEiBISSM6xYZ95WgSdZXXPtzgXVtv7mxzxYpjcZDRso7IAouGKALGeLtq78zxrU695P4M6+e/S0vvvuYYXSaxkseJi2rSrFqJnaAxDIKsLiSElfZu86W1q63rILddZUdLcB1XJSqZL2TbGAi9p6Tx4blbR207iI+2Y/f22ZTVBv5VfPHGfrhfYXC3EmjsghaNdZ2iS25k1XzbCyWQs1HwplZ6TzTnvoylMn2i9PHGdT9XtWil7db2BX/dxO2yaE+94bZtiaBSsti2QZ1W7uh/NQ1PNGgQQFolld8qOjrbRfDweTwteWJC30LUAeS2S11NySb8Ut221C30FiDRaoD/09WU4FYvrdYf3tAtGQfzBsgP3lgyU2Gq2OvsMFyG6zFRLSKlESWAEIoSTlmONP8cDjsSee8sLdNsWQfXoVKX6t15xtcKZOkfviJggyyRqq37RB6nmHdRS05XobOXqobP72sw/ee9fmvj3fBgwoCdqs04QDSa1GKA1V5FTIKUmKtpUrCRul1sFVsg19YYn131eMBtHmG2oUWyth3DxLyucqOjauzrXLrjrbTjvzSFsye469v2qNC2O1ql0nIsYuEKXfG0k+QAIWsQALsO1CD4gkslqAlatLw0ikOK99pURJIa1s9LhHL3eiDk5PbtLTHDTp8FkG8VS9y8cTJDi9X7dWQgdGsTm99gAVXFebGjZJPsJVpFYIXpEMRwsWX4t53tqbYAAQl3qrnSOykZQCpGxX7gAzIpJofj/PRyrp+krMRpzc6gqTJM1Os0e9Wulf0K0TpkfilEMxJtZtOKiQTFeJlVikcXEnHTSEFIsWS2w4VLLbq3gj1BVFlxKKLND0dd2VeoYAN6hdgzCDJKc/F9ZrgdATe3bXfHLhVa5XyXrPnpH806YTSXwwi9E2uebGB2ze/4nA115jnPbT8t5Cu3+LVPIGDrcMqMUKGlBk+O2rr9tn5LW2UspvnRRkbxcSxeFILyPJctHi5Vb+0F/ss9Of1YLaYve89Z4qfzrkRMXorAuHNsqBg28wVFU9bw/Gc1VlfVY9ay/95S2hp42yCNChQkZBMuEHDnYKJEdxYGZow9aYy39XRuGDels/9WacJt+0nlrU1aJD4G9bp83RG9WpSDJ5aVRXwujWQC7EFBWfygoWdyQC9PZ4ZUxK0Ag1dPW+zGa76+Zn5axV6Q9tt/pyclTphv6ZoypmRe0iW1f7th8ydrTEvkr2tr2EiDeVyQ9w5xbbZOVWKuGGb175QxsuKw1EjAg46BGdpWrUvbe/aIUr1f+thJJiO6FIgyhm3Y4dY2ddOM32aawzzSM3fncEUBOvTGrlG9XrMr5SW7SqRY3I1ysQ3CAmtPvgagH3VXXyrsJS0QL72qMSbyvS6xvV/9ED5ULUzdWnfWLnnrZdvRV7X/O4Db3gEPufqaN5OLYlQZ63auOf/vgse059IPkFOrix38LzUHZMqMcuWTPd6nurkiyBr8zqTTYk5xAr0/t29BYTYc1Cq6yvs5//9Mc2ceIhop5rDihozFKCvCXx/4V+ShwCPY0bB83IUBKZ1aOb5Twx3QpWLLIVF37LHrnxcVuxLIonjjgKfkH9vLMO2Votgt7DiuzCL02xvjpkNosFweLx3lXNLS+C+NcQGAgBr0gg+ZoWUUBdvXKY9J4S+LjwW4L+pP7bgepDo4nPdTslbRau3kmylyh9e88y1hnQ1VBtpjDktMNImqFr830Xs0OsSmPQ2rMMTQ+RIJBlNlZtuCBEVOVDHy1szbhmDmxo2NwLCCPVNO+FxJ7CKeVBTfZqqtughWIklB0OhO7uq4yIiea6vt8DBU+tV29BEDWGryDGMB3SFgavEjuijBhF9GWTbNfTl5X0Umcm4luR0IXyKb3U/rxJKPmPwkGisJrpNEQQBj1/IYUI/Tnarq8UKdiMERGD7kMvHDRjkhy3IEEghMorhzLoduKPyKGjI8fVsO+679OR5TF7Clm+55YOyDJRflCAPSx2qjJJw0dp2CDOH06WKSyQLPMc//1kuc1Sit3g/49kub0adiQ/abIMWhJJTFtSFN7C2qcpVqT9of9VshzWUfyXJl1UwB5cuN5eV99yoSLnXcwRepY/hYYdyGSwD7g0t44STZUkBcpnSWlXu/yqk3XedPKgRwBWFOZ4pAiwQRnXPFJ7l50iSueKkSoY11TavFdftfEjRlvGoIF2ywdzbdq2LValhL5RawNGA6rueLYyk0HAHOnUIs/WQX7gKCXMcgX4QAjzJu2VJMtdSK6SRCaS4qBVQxmL6yFZDv2GbU69C9Xr+BPfj4BBrydMi1RAKvV2b58sh9K3kmjvNe8ozOb2Vx+bLIduAsXG9giy9yYndOv2yfLHvQ5iWi4Bzp9f/qT2I1n4oOHhUykSWlDTHLeOivuK/1XBLEkQk5dakWWUoUkCSLQoomyv3W4nSNjq+NPElFLVkL0gAZZ9TVLEdATZ1a3b5rDT8LThuId06+sR/BGXsJ+6cF5SFPPeZNqYdCakntOeRGtT9n1QzyHt625NolFq9haD2C/8sxAXg3WS9CzzIp+drYh3xj8X2l/ve9Xp077f60d0N656TavZTlSkdTPZSogLu0v8SGfRQRKhOvwzo62Lqt15Og+5WeYecwgkq7Vgps+iiE6vNvEPY/KlCy5Ul11Kw/5kZPlHP7nczjl0mo2UGFXGnkqa5KsrmqA9vWa5mGDh0pGt8+21Ht3tKmLGrnICodKpFj5UyzOUxJ65eI2dt6VKsQRFzWDG5ML4IXj1XmVo2BQ7EToM0UoYWX7u6llwzqKCTjsT52eonGPJqPNMSeTWTVtsxvMf2ELZlRVuqRXFUtaRiguwlIKFsBPnDbRs8FHW5+zS1xppmlzyhQPVyztQwXyd01Ox2wydl0R4CWV+7zXeZUMH9XEV5Y071tqGbhVm/URFlzp76YoSG1U8znr3K7JZr0pkCn5JSxc7o3ybjbr/KTvvvEm2R++htiO7zuo6NVhXIbf5u/vboYcfZU88M91+9cNbrOnUSXo22dattJvIeGqzW1dn3RTkbxPtuwgBJ8UrVdq/7vvdc7a5TH3mghtzc6MYsEv749asPDv02FEqaPS30Xv30ZqTwBiIJy1SSdGYZKhSNOqRY4bahAn7SUF6iU0Tqn339krLFqiwWy14m7Zl2KMDe9oZZRXWV3R1Wi57jBtoB084UJ+5SQ4FL7nwVl6XIuvbLc/eqM+xc2Rx9eRzrysH0DzIKZKWzjQxdzbZ7NlvaPbmqpjY7AJ8xFPSqfWkt0q9yfSaNqi4QGxCz31fATcze/S2KWovzFlfaTVqSHYLV9iQiUCU09lRPQZJJclyAEBCuSroD+jT1R6+f549/MCrWtddrKCvnqX6uvMG7rLRU/rb7sFNNrrbHnbR2ItULNhps1e9Yutm11gfvbe8qs7GHzTahgwdLhr2bPVKK07XeFRDO6YNQKrUxxyn+xLAs0DOL3RX0saHwwyxU4XYl9CHw/KKpDZo9m59RRKq/IG2LLdqai9cpdgLUb+dYkadcLK0jji7tEcsXLDUVq9crKKR9kfFM97TrFa51I+6qnKH/JqjN5ckcBs0dT3vsOgiZhNSjeq1ksSwgEqEvFwoLcAhT5ZRbUfADJVoR3jZ44RIqwhAD7oj+CDArT7JQSPfrB5+kmb3hya2TGjYTquGdq3ngqo88TIMBpJTilzQzF3nxttb2yyw3PIKxN3p/YjCBv3aiwfE5xQDPMlX0kvMCgPAkfKw+HKfZhBjJf/RsxxgCQBQiSP//N4AmgC/KCJRQP+JrKPmzvovaNh+Ykl5OGPPPX2DP/vZV+y78lLbZ8I+loH6NTttRaU9/dwrlikRgAbvTwBa10ATmOpGOmvzfk1Ict39f7Ybr7rWXpCfb4vQURS+6hQs42kLaqQ6s21XP1mLMtpeCiIWS7nuyTdWqX9jre3SBkgPHEdciNsgQYNlR5jG5+hmoSYXDyyyrCMmSGRql/32gP4SWigWDaIhMbGmshbIn6vq0UBOUpTQbllsVGzq6VFu7V2OhMN9dbHF4XUXmOA6smzmP+fa4w/P80kojQjvfSFQytYBsbpsrm1uWWqnffl/7PRvnWXNWlVlsxbZ9zehatbJRv/lFSGftbbvGQfa1aJNbZEQTIaaGPH0e3zmIpv+gMzNNRaIvLjQlwK4iYeNtpNP2ccR+J0g0BoQ/IpRJ5f2gq2UuM1XBvazf8j0vIuSkAqhF6+qsnjM2vK4V0dLs2za0FH24LqV1kcUxwxRTPAoc1qZkOaXh/eza2o7WfEP77Qua7dYz2nD7Zzxg6W+uN2eXyzfYlF9tkt+v0wUmYwcZWx4eypBzURETRs217N0w2uy5lorjL2r9R96rK0cp2T78wfb79UDtM+2Cpv9gdQcdbDuuedYzwh36O/5+jmUn/FbJhDwBDGicxe/yiJoLNHh+/BT1nvDKnv4qDPsvh/8WT2CCiOIuxRAY58FRTNDUGsfeUx+5crjraumCxU3KoAstmAKgIqyqFJqMTZJYWKe+iu3Jst6f1rBY+yCNhLzJqXPpCqGoKqeSPrcj8VI4goVmTnu9lhYYyhQTYPONOx1ORvQ5EQNm+IUYnW0I7iFTPAQW4WXGBWq8FTnQJJRJXbaLQhxguj6NYDwOppKX4kOKKhBrtAcGw0bVrUKRj0xvqevQ8Ee9w7iDJJFsszn0U+02ftIws6BII+Nsb1tgFPglPyBLPP7+EoLgwtBaQwcBIJu7YWFUDuGro2CKvRR6NFpHyZfEf8iWEId2i1CfK8I1gkteFw765k+RAlVJ0FWfDavwwioQ7yMTZFr1nNxVU1t3rsz8u2hvz1ot91xrz+Cf4UsjxYl7K7bbtaBIJsKL6oJ4VGiwfRM/xBEscY+nCxTUYfu2BFZ1vXpc4gjP5wsQ7OiGBC9yZFMpD7LOXqdvrNQvU76fR1Z1nbaqnrdHln+qHUUfvDMl/T9LlyUJJYUAPFkjeJNG5MhColhHcV7+e3ec0ly5XZJHdE6t5TSXAfd+4hK9od8lsmZXAGaswAdhXbJMkq7G7Sef3z9P62r2DsZRNetPsv0LH8yshyobKB73N5O0XYRdvGR02s7dEYMlI9lo/rMTrhosh2oqno9dkXMUe21BAXZmi/FmoOTRkv9V5z+J2XhUarA91a5HNwra8Sn3p0j/2NNSHrQNa8YExdga5eM0ZLQpCKgDBdkm8QAinrPWad5jVh/UGEjeYu5r/fBbkl6llOF5EiWw6PUXfWS7NGT5aTQm35Gmiw7UozAl5gt/tz02d6njdoyyDI5Vescg0EQLI2gbSfXpHsiEOLfrKOOFlHp6x2V2El8WihmJTRfZgw07wYFMNdf/YzVlFd7YSESYyjeiH3G8/FX9O8wjiJ4DCEmt2pLe4S1/kmOcvx1igmotTZ6n+7p50zxeAAaNshwWvxgv6fITlGw9d70vrYkmr7bWM0ETyBD9OESUCY26IFo6z3sq06Td3g3zmdeRxnZ6fCt9Oz09VBgFTSuS9D1+gKiyBHiRBRGU/p8oQLUu29/w16a/p722tw2hXvGQuh7pjbELNGDKZB+7oCBduCRewoIEDggZJS9Gz0KYiTOC/Y8p1u7oje/NPYSrhrUOZ1jZ33pq+pZ/nSBr/+59DI7/YApNlmU24z9lAzrQLns5TfsqMZtVgvbSfN3h35PkWjY2ME9WtLD7lLfKQfwpf+YaWc319h60Z4zdLbQc5z2qvZXuwyFWQUtzvhC9NDbblJk2Vt9OFcjaCfJpSCLvgric7365VvZ6hq78+6XnK7cJBi4k1h40KkZM3qUiQsyFavQ40s7Bih9rgpXVYqR9p0y3M77onxylbQFgqmzjgIUwbjmbBSIdV/a3+m1PeLYo7U/Fwi5nKHkWtonfeSB3mOTVRSLfdnti9Ynf4j9ZtNfVY4ts4KmApshtly5WsV6q2dvhNrXBvcq0bPJtjnZW2zgAtGc9/miPb/2LXt4weMSZ9tbybxikYZ8XedWWyvHERdu0pndS4a2zdVan4WFdtNjFZb54KvSXFCxTWMDo7F0bKl0cAbZqYcNts1CIGFzpVY/xCHRjkQvLarGO2xU/2LrOnCYbKzW27rF661EcewPJSJ40Y5ay9ec6iMa9frtiun0OWVab9PV//3IlP3svmGFVvyOLGU11w85dKrmXZFlLFplGUpSb39zrg3N2WkrynfacLEIXn5unv157SY7TdZXR4zqKtR+sPUb0N/mScQ1V8BNQZe+SvJr1aNcab2l/fP+DuUFel7fGzXCGgcNERpcZS+/+rKSG6z/Qs3ZWZKOxAIAEBdA9xZyqLbIrQJ08sQYuPXXL9qyhWu0D+iwpzd5005Zlfa2c792tBX2VNwhRuzYoWOstHcfe63uJZu94S3rpng1a2WuHdL3YMWtg+0DtQqs3KiWRdGg8VMmdmrS9R11zFSBaeX2/ntzlbTBOA2V71LRyClQuaiqI8dJEpgg0+GzHTRgvh/iu1F483xE99Ggc+rQKZODOSv2zXKAxg3LdEZKoFgxPsiwI84Jslyl5Bs6dag+o4YdoF/qs8x1gWh7MV+/F1tQWIPhG818V3Kssw/Vb7QeiP086dTr7Peh2PFXvEUAACAASURBVB/uLm3IfoLw06OMgC2xJfsJQlrJWRTPKfzCOYOIAfOxntLncd+AU+RNCOSyl9bq+34fqF5TrBJgiC6OC4dBK1eM6jGoWkdLVMHGeqwLPc3cDz3RrpYdtH7icUeWlRy7/kcyX0Dsa8TUJYalWMHvp0gAnfHaXz0oNez/1jrq/QWWQZWQEvKWbfanBXNMLV92sZr93fBOCd4tM1+28YLiN7kvZvSTNIqO20wfglDXO7TBXfTrG6zpfy6xfG1YmhfKlSOY5mBmIyrUJn60LKds/nr78qoym//qYiunv1SHt1O19TNUV4PgpABDLxNMQ+NpEq9z5OTRduTRe1qfPkX2hGbdsVI7lrBzqyIwCTxJCpO1RIhxFarXooUEcgznngpm+C76JG9FEiPgDyQRmgE+d1SYOtkH85bZvbe97j0ajUIK8kgkoTtIWr95jNQED9/TxvQZZgVC3amMdZYq41YdmM92yrO73lhme6tPAuGLsUNKLG/FRisqq7IlKyps2btllqWJS3DAoVergOugE8bb+adMkHAGHpP6rES8CPQMNJwNdSfVLI2XiijaMLSxqwK5UgnmqE01XjnHMipL17pA4dp+zdvV44QMfSzUtF+XatiK5lxbPLiH/Vb3Nv6ep62pS3c5F8hKYWBf6yQkhXstapFAmuh5nTVmBDTYgaBujhXU0g2vuqXLwGln2uDzD7Z9VVGenLXDmkSx6aTkHJMLWAHbddh2hi6OvY8CunqnFQc9L7XZcOQBpFGBy27RsLs9/ZytfvNtuyV3vDUuXqG6Q+dkXkTw3CDa3hb5KHf67ol287ShtntttXwRc71vm8pWCAWwSIJCDJ2DReb+b462Rg8O1GTe5/2aqKL7+1HLRtQqhN/CaxzRrJjL0XMC7YMKXioEFvOOmNrpYyBNWsyOxLj6aRQFvC9Zi5avUBS570DLo9/Qadh6f/oZ3r/lfUkq1Cjwpxe4UWIiXKv3EWljD3uzsDOIfjBtKPgl68BnznLtJWww2rDYUBE56041ztWvoRDxfr6yjsMOgoLB/0fbeQd2XV/r/yQkJGEEQsLee4gigggqDhy4Vx3tte3t3q21+2edrbaO1tZW7W21bhxV66pbwMUQZAsKyN5JSALZgSS/53XO55MEV3tv78U/Il+++X4/n897nec8z3lOfG4kHrppQ+Jn1B7TDiNqlkluRfssHJvDydnvDak8JgvIx72zl4AkvtbOoCDxJwlE8ox2Q8E+R8Y1erMjS4SR5TNgpRkXdwT3/ptiHJADUbuSGEmE50CMF3I9l0Npr2qS2+djf5+hVm/3eID8SWB51MhR9pdbb9F91SWGHCG1JEET1HJTyH10CLV1quVz/fU2xl+ErJSaROsowFUKiiMJwD5DX+joURzBu7eU4nXtd8wx6vEdCjroE6ugZ+Tu1ol7sisUNCdISvAs4nOYa9o79F4C2ZBtx+vB7oVLMuxJwJTWPyHDJjnQWkfrNZeAYgfLKB7i/S5h1nxgrFwen3xHpq6deiTKQwi+Wl5HIqgx4j7I/JJsTO8NGTnB/tMPvmmzZssYRQwGrF2jt47SLoLBF6Wl+k73stUccsMeBZv+d0clnufV3oTpE72VASuJkaQ+f5fmxblfPNz+8+xDpbBQbSxeGfo8DnPYyaGSOI4ZPsYyuknLp0nXrPdk9Onh3R7+NHeejamqlOkk6g1Mg8Jlvq0DOBnsAMVh8IQIqhlVhV6nHIEEC8lBnji3TnI0BcsB9mKcYdJhllm36Z8Wgy88CDSe8SeeH4k3r0HWPEKhRXkP48c+QeDCvblLdgqKnU2PVm7eUiqZfF6zrLXVKDToru4JoIzXlazWmiZ56K/rO/11BWyAx3h/KAWytWjLdN7dcrXAslr+RRYjrpgfLiPV+LgbNmOkB+KgjlpM5PO8PfqBuRSfmmXUTLCFGcpuVKl147kXHmEnnT3R9xNM/tqqINz1VH9gI9uqIKi1A1G3yrBjT6amnAtg7QZYTmuW28iqU/DO+Og+PdD8J27Y6fiEwVciw9ZZzjU5+15cbrfd+KqsPnZ6IipEB/HdTUqyN0jm3L9vR/vaJSdZ30E9/HwgccvvszcccM9JbTK9hFvVC9pjpUCiPIhaRJIJB8qwP55Z/uXPf2SnH3OCPSRV4W+OPM6aZcT5/NuLlMTCiI31Jp8CsQb5ArN7dOFr1TD2+6OGq0a5wt5Ytsb2FnTw7hMpg8x8pzPHYoFHFf3aCYqTyulDqxiAfUp41/e21JTUaz01Xng9wDz3k0z9BdWQlsxdaavnblON907VzQpkJrLrbGTX7qYepApJF5hlTOEAzVWDu5vpGf7mjDG+XwAOyhWEdxXoYS8kLoBp6+wthEKGu1eqyaEiiigFKSvdLNlwvTOPlSVaBz10Liq2W9yzh12qVku/2LrSFlYIrM97z1Y8t8mae+VanWKUb35qog0+crz97oFZVvbCe9ZRtaX95MB8WL/OAnSDLLeXzvZy+SV0VzzBOHXT3qL5vqhik2IYnefZtTZ/yXrrP0reB3Kjrl2/x5YPGGG/EPDtVNZJ/ZlFEilIb1IyoALlnMYf2TIxHnstifGNWoKv9O1qp6rEpavk2Nnay09UJxLMWF9d+45K8fTcMexCtlrUwW6Yv82W/eIhm3rJmXbpKcPkVi2wImaxV6cimzN4sH3rzy/YkEWr7Ex1TbGuOfbkQ0stR/4zdQLxKLqylbkoOrjIvnPZF+3sYyfabBm9YSB16JSj1R5pvS0RMP2DEimvLFaN8k8usD+qTd5xfXrq/KxUYrlYz78NWEtqdIl9G+WXdNy0ozxBcsfLb9jcZyRl311ii5cWO/hkX2lqqrV+SnD+4IqTFKdlShDbzUaOHCeAvtE2qwtNVxF36+u3WkZPmQV2LLN8SCudHb0rCqxpeVeVQ+SodlsMODW3niDWHse8FKPfU7L0EaMH28wX52sGVTmpxn4IYxngPpFDp6A4UZM4s+yMeOzd7L3Kgcg9HEVixI/usZPIzisoF0pkzQ7OAY9Sg8JoA7YBhd6qCaLD5cjMX31+UjNO+1lkzWAziDFej1apYagVruW8Lga2u+Y78mjFyxHfBuHB9zlWwJ+Gz/VxiKRFgOWk9thxUqjUiJdZt/tFpHl/bJR+iVLTjft0Pe5qzX16EoD5qrNC18XnQfCQFCMZ0F1dacq5LmeiaREVPjskCdzoC/Cv9cnrPF/IFWJaXNc97k9qmlNyy8eJNnpKyl35y/vt7fn/NlheZRkj5H6IVHLbNrtl6/s2cke55ekCeZBnnnKiNe8WyHt3mS1R0T8X0G1PjUwFpigQbmcL1yyzqpWbrMuMu23rFVcIUOrByYAK+WgE+5p4mDto41ymB3PtTc9bt3e2WHtJPLIkr3J4rB0du6MIB/R3fW47WcNjyFDaroONUcP5r/78XOutYLlckwK2sQppKq51aQ2BMq4Y/EThN5MkMhv+7wTTDoZCFhCZnqhhRaYbdZmhcWdydNGg12vzekPuyw/cMUcZECUG6vWdqoXpofZNl/74ZOssd+cOuuo9ZTLlUsaUSUGmr04/i8iMyzU8o2tHBUyytb/1ZfUGXmnaB61ZB2SekhBNCgIADEhrC9T8/Rs/OMW6S3KF/JwgnZZC3nNa728xL4LJE3CoVtCWq4OXAwVGYyfmGDB8AAlNfKRTGXojzyKyUFGnS71Fd1pWSDr0zKL3bepjCyW5KbHNh46yc84ca6fpPipVcb0iJ9+a5i23lTPft2IVp3Sg16kSBU2wA5hMqGamoqDQTv3eKfa9UV1kDKaabBhHgnodrDVIal1mC2OOtFasIMZPmmM0VwELeNuUJAsPk4aDbDvVwGQ//bK9eN1ddk//adYjo1ZBs+ZCEny2E0vdThKpwd883o7QsxpPkEAGTzJr5DktGSaAZAKWq0XxFAjM79ahCFDkGYT7edSSYGZFcqRS88elysirnVmOzZB5gykOsl/vD+esa/S145AHBES7JEAdraMCWHotmtNcEQiRAPGASPeapfkdpkT8f/TbdZZdUx9pqLPiuFu7MZYClaSel7nCwbQH8zGNM8Ey9dXMDyQ0PIMCHfwu09a9UiYBePbso55RqQKFgkSqDsu+WxsoGxYbGRta2oqKDRdGBEkMDDQMNaAJZjvMHmCYwwSPjRjmEGBIQA3QdUbZW0GFvJrfJZhz0SC0pv4PloJAkCQEbCrgmCCpicQKhwKbOO2wkOMpQcB3ICFNM5FsjoBjX3ckMbQGYHfIvJIMyczsZDMevt9u/8vdvqv8Mzfs++65VWu3LlpHOcsayYsUnnDoEIwEgxxYgAF2J2k967ivYM2iz7JqD+mnrHFsZeuihR1MOtKotn2TeR0ZNgdiW7MmACXJCA6mADLBHgHGwvirbc0ydfDhkp0agjnPlNTDO1gG2DMPfWpyI+GGjRQqyMzEBCmVW39Ahu29awHRAsXIKVuu1U3NuOe27tnRT9tNynDDdilsQHeXYaM4APqoNdNNVz9pu3ZK2aKHR195wGN7Gdvgnuw8pK4ZoICcF1dbAFU88ASMKajKpvbVPz3YQFpTVUg2d86FB9t/fO14gVSpeyjnAfArOOinzx81bIRlDJYypu0fnTu3vT3XplXttd2qf8BYsi4FiA6u4rtDSo5bMUmLNuOpa8XFnNKMjshzW9yw2fdI8Eag4deegGXmWrheY1fp/9Byz+nrDksTgy837NIZxp6EW3zyK/68ww27bS1zXOvH1SwjnQM8s2ccULPs90z7q7aO3rD4mnuekGl9P9ebKS+Pq/5rrq15+E0r6tUp+azwZ2jSeZrlMuw0WRIpG4yO2gv0BFhOEowYeeqsycSwzfdPvCRq7fhTxtqFYpYZW99Tgrr2ewNk8Ydz8ENgGaAJsG/DXAOWmYuUYH0YLH+0G3aUo3DPkdJvkWGjZmGcEwVHukYx/8tDhq31Hs8x1158Zond/ttXFdB30OeQPAg3bBIdqNn2KcPYQ0n3q276tM5+vkvtg5ASos5yBrl17rmRl/6jZrmtZPyjwPK/4oZ9+lVX2k/HTrRjpBTLGDEs1tLcxfbGjk3qOqB9WN/9mrqiPN+9wF7rJBWYJNAXq9XaN/cU2zbV0nbFRwPvCEgLrYnezfttsww+Lz7jFDJsNmvRm57Qb6/3NWjto0KirVzalYLgmtKhnpqHKxRvvalWUOufXWnb1m8VwBZIZr/B6DVT7tC+3gHLmleaJ+4OLQlOY7sc7TNqmal2mwefPcHa7660Qp3/gOBuCrYxCnK5LDWRLuOMvs14XqQ1p7hJhwux1CgwtchPKUlSjPPk+kqbu2qjdfz7YiuhQxrlQGqVRq3pseccZGNU/navgGX7warn3ibHaV1PY+Vem/KFE+2bkmlvW7nTP2ePPGuGDx9og4eNs5Kt6+yJN1fYf93+mnXQHtBbSYKtSgx06SnDtz5SHJ40xKaeOsxK88u1DtrbpWO+o+tVgmLmTLl2Z7nMtVRxTk5eow0fNtaGDR9sL82eY9vaN9gA1RxnEhPoc58c0MvO27TTivR8tgNqxCzX67zrJvLnvMfesa7z3rEff+MkGzm0i/pHq5+5ki0ZUm5ermTH+5c8aKPVIrZcvjzttI7pY4z8FmbffSakJGhoqFF71ULroeeW06WTfeGnp9ow9cIeNnyErd9bYb+85TGboZaOdtFhij/fs0YpFFB29lRNNzW27pbt4DFqYEmi01rs7AtPs/fe2WTnX3Cl7RejndOBc0YmsYpVVdStBMhuu+y6r9qXv3WWvfDMTJFlOTZJpsVrVq+xpYtW+t/3irHsqlry0upaa99XNe06K/YOKbNiMZED6gste1O+FYmlhgzpKAMuFBA5cu8fNlLPc+Rwm/XCa/q+PYqJtGfQgSQx2koNzRwMAtbompGYnSIbj37Jkdwn0QbYzhUIJ06JGuAAtdS48zxrajMSZUD0x3YXcWTTxHrI0t3VOmTfMMTM527++YnxFf2h3bU9+mGnSgp3NU86p/AT2Xk3XKr5PRSV3I8bcQWZ6KCXnygWXMYd1x8tmWCko6aYpDOqR0gAZNkBloP5BkSj4Ima7NbnEC7tMPDx7+zZJcjNaVnln6+YVKWjLmdPVD4B/ltrwr0NKnJ0xbxclycl9O+lag3GdQWZFdeNkuzXN89QwubflWG/+KJlTJMxg8ysnpo523ppY9igCUGQvF8PpF7y6/P7DmJV2MyFK1Tv0EHmJc32vKzq22nDubi20vau2Wz9H7rLii/5qeSLelA6w7Ah90BYQX2Ggn7ZY9ldz6yw4leWu6YUeEw2gr6abPheowzLRt5Z1v4bexRZzdThdsmw7naEDo+OcsIjbsJYJDMJqhkMb5/jIDmRojoDGG1tnEF0rX+0rSHQ3+vuxyHzYDCQRdJvOcAyTekVdGvSZCgDumbdNvvDjbP8odfr8/ddPNm+NLSnTR6cr4xGvddjR70o4EmBi96XIXbglIMVfEk29JVZ8230qL6ym19hW95co+9vr81dg4fcFpMjHfJ7JI0++/xDXZ6js8XZ63ptQERVjXrmfIcX3zt4kqxMsveC4grLUbasXkmJDC2MygQoZgDkNG5btHHna0HUk7VEIgKoSSQUwyWV/vOqCvv7VQ9aF8lyx543zg6/cKpNluv5Hm0cTLwaFriyPO+qrcFLkou9/fRyGaHo2iWVaaesbpYOvK0DC+yCyz9l52fUmWr6TedRYkQGYKRNkgCiS44xvwJQAp45HINxI0CB4SHIy1Eme49q0maxoG570DquWmp/7Xe8FTTVeO1RvQcQXe2gcb3sSNWbDBsiJlxzL1OHchXsGjXnLpNNewOHAQPBBUqBQrkFsqiijZI2BSTI1FyQyVLmLjLbrXW6gDBMs6hpL9/NJoKxFPLfMIojwFK+wBchtbVkyN0BWgCReQfgIVBmXhOYE/C5uRVAK2FnMvR36tjJ6vFvKQjzunutP6Qtvn5gaBVQAELprcscZTxRdKRy6ZBeCfxKsgO7Ho7OqbldbNRFtISift/bP4S5GXLD7lJfwCi75A1XbdaOt++glzSfG3I/5Pc4mMIyAhB45ly/t3DBIMel09FjlmANAy9iR1y/2wJMb4kE8KFGnT6amg+ZAliZklO3o8+maps6KwFUyTUk7qles4bBWmK0lqvxIjHgruaJwRfj7V4FGjdaj2Rn5dvfHnvA7rznHg+i/7kb9h81doDl1A07MYQCa+q/NOGU3gsAFLaC2tcPyrAZZz7n42qWAdM8548Hy55l8WcJWEaGTZa67ftJyiC3Zl23BQHIsOv0Or2FeT0Fmek9ENQHWE5Qpr4plWGnCQDGrcXI66PAMmAMsyuth7bgCmlUtsuwW1+HZW9QwFOHm6wD+xQsa41oLdHqq9+ALip5WWJ/+f0rSnzJMFLzB5Cc9TEy7EzcsOMOEp41apa91RRpVxYZ4yMdPIYfJ581WoHUCUry4FSIoZzW6Y4qO0HmRBkTJljzM2+azVYLxZsv9bYy2rzsW2uX2VflWlupwdJfg03VtX/IBEtrgXkfvbZbwVu0jgqwHECmjcGX901GI51Ae8CkEKUnt6hxTkCX58/0/x/XOgowRr9eZ1nbSPf/dbAcc8z7KetaPnxvcg/WPWO4EgmfAIjcJ8msTtTEpsw1/yrU8fyCrbb59aXeEox/4nz3nsti5NzIiy3fk03hZF4rRlBwIpJPYghB1oBhmLZMnYXkoDC8KlZq+ZgvHWdfmTRIgAh2vI2hnoNlnnEEXgeCZR7yBw2+pFDC+EUXwplAz9xgd4NBrsULQuxKjBtMN+39QuFFHTAANu3LzP2EOgnQ4LcXCoOkZpl1Tgs5Egxdu3W2l59dIgnpax7QUXJAYtzTiG3AcpGYwMuuO19JegFqXTsB38eBZa4v7jlAtPc1l6LBg0zt+Smz/K+AZXtwhmWcfFq0wkQTyj69cYc9sHKJfVYtfnxsBvX1soTPzF1kl1busj0oJUj+KxbJBSQ4WNac1Hm6SRvxlydNkoy40n61aq31VQvKjpIHt1O8VK/kNEmeRu1vGBO5+ajXg2fZ0qXr7amnVtrOXaXWSYn69trn9wuMuRxez6u9QHKd3JxznGGWCESB0z79fk3PTnb42P72n585DCJbhl2YmcaZVUVbRMltcRlGzp4mDr1UCfmqKxLx9aDWNuID4gc3GiK4V+xz7axVVvXoIle2ZGTkSDWHCgYDNykt9T0DxCxP+P6Z9vpfZ9kixU6DGvZae2TW6u+7ukuhfekz4+2EcQMtW2altEI9Ysp4XVN3e/DF1+226x61yrVaM5n0m5crvn7WiKjoJLfs3/xIe5f6IdOloyqnwcYPG287m0rtjW6vWNeyDta3rrs1rct38qb70FE2aOgAm/fGPOvWWGFvZubbpWOH2sNvr7TBUv/tVBKqQ56edWE/Gz5ioL246F2bpRZU62+fbZv6dbHfquVeVxm0VihZ0ZXxFBid8/Z6e1hO9/weCh6SFHXI3LWeMVKjRI/SwRwlH0uUnGyWi9XmkybZ1T+SU7fA9qHHHmMdNfczdCAufnOu5VTIMFdy59TQLdyQE+OplKklsasY5eBDDrVizbGLz/+1ZazbRL86Gs55jS+gXeZKtmvHTrvi+m/Yf37tbNWSz9caLtXa6Wdjxo7Ueu1q27dttrl6vXuRDHgZV/qEUwMtJrU4c6/k4BW2u70c0HUuFKpt2AUjL7YSJQbeXjhfnYGa3ROpQvMWVR/u0F6G58awiRtzYojlDLKboEbv+mgdFTW7gLnpZxyvZ5inevCXBA7l70NtcqIaCtlyqHz4CbPMPAQ08rkoJ/G5oKUSygj6KYcygp+RXIgyQchCSCCIEUBtnDUwwVHTHF1eMCbrKqVcqZd4YKgVNcfEy6wPr5lO+0MnispuyOAhByBYqOFmvUimno/5awKmo59y2uc5WvWmnVKciXc5dcTrbiKrdVtEX2iB/0JIL8bfZe3R2pX74e/lLksP4gdZNrXiyOGJH1MjNi+bTGq03SPB5eXauKlZ/uV9/x6zzN7+8/v+ated+2lZ4M+xw0tlmCBHabILTIxy3cgIZdlmyVHvh6ecYHnvLLcabXTWlGvvrV9hm7SgcvX+1+WYePh/3WqnzrjfrlQrodM2brcKRbyNZE9gSrRpviQTlwevf14ASNlUOGQdooAnl1nFNi8wpj6C2vyyjxxpU08+yI4c19+GVcuNUSyqW6cLWNS72RHMHS7FiawW2XQikwXMIPOJgvXQ/jNYLdJSz4BEu6XuWOfXiul1JhKplkIwXJOVsVhYq01b8p/59y2wPBnH7OqQb7+5+VMmgZ6kJzrevC0OffRaJymD26AgaXOXjrZS/fBW/vAeWyYZUS9ZMvrhKlCRIQkT0vJG3avXeikYyxULXKt6nSMvnmqnjZe5hLKEGHtk6h4zdTDjnk1/5pWaSD/pP9SOlLvhRbVVtktA8viMatXfaOJoQc3el2t9ZEL2cFOefVas7EjJ4rK8FVDIcEt078XbSu2phdttx7yVVtevt/3yshOtt06Wfd4TLZVexERrp41yydz37I5b53jw3aCwJb9ZG6FMCrb97Gx7eUgXqQsUtGPSgdxeE5cxkS9JMOOA5BQsayMi8HPpsY8fhx9tILJs9crt9siM+bZKDPVpJetstO22P/c6ygr1XUiPzyKZcMr4cKHW5E9BBBLXdJyDaUzBcizCVAYS1v9sFmFW5b2pMbty4EhrlA+C5bDM901IzzzadkUbJ2f5mW8CJUiOcXomMKL+GJdmACQyHgLl8IJt/QNzCMBOTcDCDTvMYwBhPBvek36H9032dknRO64aJ8Uk+x4bECYJ2iC0UdHjkXHGDMGzgQpY2Fi8zQNOg2yA9FXGWTQxOYsayXg9zEHCVIVnjFzea5uTJAugHtYS8A6rlJNI5hgLJNguI9e+hLENPTazYQGY5wBoSEtiOS+tpHaZz9C653npHvorNpuf09G6SC4zeG+17VNixssdPMmV1Czr3t1gImGz3SXTFQEky/QTZiApr8jTnpWd1dkeomb5zn/OLI8ZM8IeuOt2B8vRTkuO0bRvaVNryiHCYdMClj24TltHfaBmmXpCPTtA8QdrlpmXPC+A/wE1y/7+kG2n4Dfk1gcyxcwmZzSd3TsQLH/U+x0YJ+Brr8t8dW/sXwmjCZDBTAMjKvfbawP4yN5i8NW2xtVBtNcsf8D4S9fE2nKw3NYQDBacmmVlOTvruRLUB7Osea35zWHXXQnZ5Ys22Y1XPhmmR2KJcI+nRVwz70c6nbCw9M9EzutIDPdsBycErQRx2isxhVJAjXInU4vNwfLpo+zL3z5RYEfSRX2vmtvYE9n5do1YK5Op4Li/qmZ6w05740unKhrVAfTDC+x6K7PppTutSuw0zPL/DCyzL6dGUf8KWI6sfkKYBjD9BLB8YOuoAHatzPKBraM+mllOwXK0jvowWCZBgPT8QLAcgFLvxwfjA1LlRkpBeubZay+9a/NfXWWDZWL04uy11ri10rJyoeJCuZCCZRLD7QHJJD98MEOGHc7QiQxbD6JODudDx/Sxb//gdN+bKFlIpBB+HhzILMeey17bKsNuZYTTBAHJCuZbtG6K2mj2bd/33BwrEkotLaKc5YjyqTQJxXN1duYDtckkzDww1x5GwjRXAHSrTJb+eNNztmObTC9zAMDh5RBAnf0AGbYMjPrnCyx/yo0t+fPxYBn5khhnSgMOAMtNroT478qw7dFHLOP8C8N5Ehc87VPNS1faUsV9h6qGP2PShHiw1XvtoZcks9W+XamzCWNyZ87pTqDxL9Q+fszgISrvO9ia311vT25Zbfnqb5tVmKfkWPggVEkZ003PrFwlXnmSAefJVXmbxv3vb++0jXe+1NLKp1brOsv75oY7Ouo2+idjOrpP7uDZMrxqFHjIlQz3Z5+TwZ5ckvqISdwtMoO2iDw7P7cFzgm2o4ZT9N/uxwAAIABJREFULsDs84m3CWcspUycgaUwZnSSSEgW9jSCfCmebdZba+3hGYusp1pE1dGdReOHdF4QxPZ26CrgrjZafbrb9HPGWXXfXrbmmXn2dLkmkPIO4/6x1Bp6d7Dz/t95dvlFp8jrRy7OvnfV2NcvvtqeeeI969cnRypMJQkpRZHD/uFH9rejT5toA3vmCoTW6fxJz0UlRDW3Lpg61H4of5fRw9dYSV22dSzpat1WdLMeUjSW6j57d9lnx/cZYpeoJO/k93davRjf/ZiGqpZ40NCD5Eg9xgY9v8A2ffm3NlStm/pfMs0ultt8J4H/CtWG99RzvW9bjc17YqGMW9XJBKNEJbMpd9kv0JyjccBbIEfjTUuxTMUS44YPsI4T+tuQg/vZEWK6dyOr11odMnSomPQBNnPmAhwdnLwiSUJyJfrsJrWpGEDRxxmPGX3eaWefZRvf32EnT77EzWYbKLdRzInyJEtJ02olI446ZqCdfu5kN6oCnOWIUe/Td4gdPmWivqfGtm7cYPPfWimjLMnpURK6PDoMouqqdB5o/ZRIVdal334Z1zbYtMEn24bGdbZVnkqNGzpbQV+wUKJEIC7xJEqoTAD5wYhHrXWA5QC9wdSGVw6g+Ei1lc2Ri/kS9XemRVKA05BpR+tSJSHddwYGOcoAg5kOF+nowhJgmHlM2YC7Xnv5QGs/a2TOB9Qs699pD5qnGp1KxfoQLXyuy6P1elft7ySrYHrxv2lpyQQoddxFSSAle0kLJ0r6kI1LBg9THuUTgObwuUlruaPfM0mAxEsqUXJ4uauuFxNKvhdfq2C0A1zHc0xxFdcT/04syveS1CL5QJzBPKGWPZWbkwQjXk/b/LH+gZvX/26Gapb/DWYZYu8LArh3q4h/0cK5NjNL9a860JrlaAdLykZRqDYsz+3PsxvUGqNZcpKMnj2teclKW1S82TZor+4thvNmHTAjZ9xrv374IbWgKrer31pqR6qOoERZwSY5+M2ds8Fmv7XO2m3YLSMVZQ85gDgcqS/BwENRY4U2uYJhPey4KQNt4iH9rTeN4HVANujEo70MIISgzXvN6u9ex+etfxTo0X8sActpfS8SPzcncpOiYI5bZNgalDK1llrdu4sNEtDvrXtWRwBvq7RRGauvTRhl9uQKG3Db49ZVgWS1Brn8vKPs3qm9xdambXuixpUC9g7IcnFt0yJn0hTg1ibXvWuuf04uhzokBGiQpCJJxuirj6TctSN7Cpzn2vZN5db8/nbLI5uuIoweqkfhgM7rV2BFJx5iF2qDfU0W+XNWbrWqd3fYu9MOsYxff9Gat5faQXv22k31FbZY13zFFDHTZdX2M0mmjisp03OO7C0TbLcmVi9N8Dc2qKfpTU9ZF9Xh1Cm7M+Enn7JLRneVh5s2CupdqEF1s7OoT4DVXb1is936m5ke9KngyMq08DZd9Z92/cjONnFnmfIm9DuOOl3qgAm4fIwUIbQyyxo7GEh4HxIGGvMOtBETK751Y5ndeO0z1iB9S6NW35TyjTa8Zof9WSYM7TSXTjn/cPvsFycrEydHSk36aGMUfYzTTJobDwAMk1ZQgGIAof9kESZN0d3gy5llMtlJP0I3OMA1L2GWlTH0XsXISZR5rMGy38FyYtygNYG0DgAAuIka5LStUys7y+upARF3DjDi/cgwXc6sDSbmchsZtlYFjCxyVq+TRwrkNcIxd6k7YY5FaUGYebDBucu5XsfJnUSQmx/QKgyQnEjU2UAxWSFb6xuJnkGF/l7o2Tgkz2Gzz4bMHCaryPcC/NkovU9yIv/H/VpTV4Ct1aQNBog2b9RMJgJZB3UkExxAe/IgmDcZ6StY0jrhuennV0YOtDVdta+oXdlFMgf66R55ydcpiNYhHL2mkbsGWGbzDRl9ZB69JQGZSj/E9Pek9qedZFqPPjZDzPK9/p3/fWY5GCL+BChWDY3XJocMOw1wo8/yh8EyzBvBei6GQy2y3ahNbnW9js9xgy/Asn5GzXIrQxnM8ke1jvows5yC5ZDIBtPZtr9wmjVmrD4IlnH45PW20lZAsYPl/xM37FhTsMgELVkC3/PeWGN33z6TVaC8IoZCGHbpP9hgnpQmVmufZVrZhASwtXUUgOtAZpnDdNr04fbtH5+m5MI+B9E5ynK9uXiH3fX7Fy13q4JI7cf7pfnrrLaFb0wdbxnP3mhfXr3MLt2+xcpUME+JyAF1um3Gh2TOxzPL/12wHBK3tvPrk8ByyLAlY24x7Ppw66gUeX+SDJu2OSTsPsiOO+MMWHbpeetaCLD8AWaZpIzmOeuQewAcVsuUK18tDO+4+UV74e+SeapWDkm674zJmNYlLXG0k8bukIBlegtTB8/rZEToWV0gEPDNn5wt47YulqV10qD90dcn8YHWFftO2zZKvE7rKJIpxDMtdb28rntjPuH1gazeATygTx/pzrGwnD4QB9Yyd9H5R4/4qLyO/Q9pIuee7+/p3pCCZV1njrdIqbGbf/G0bdpYor/n63NhJwHLkRxwZ3ABsP1iC/r07eRgOVtMPVCas4nECQq2wMTJnoGpmf4fI8v0dS/50bNCMYfLNH8+++Wv2zaV2PHnhhs+vmbZHnlYYPmCkO+RCeZLlU2+csViG76jzD43Se3VoM2UuT31tfl2WY365IpZ7QDQpyUioF17Roae9bn9BsoPoNF+s3Kjd+DYwf6tecrZQ/kGdfuF6m98mgytbPsu+5UMUmfOXm7vvFdmRWLImpVhVSQRMmuBs31yo6Y2uVGeJbliavcINPVTN5SJYwfa8IFdbKVimLMO7mm7k04RrhDCu0R/z4VxSxIde8W45etsJEHorXI8oRFuvw5aOHu1F3KGRk1lKA73NbSzVWXqj/3zZ7UfynBL15MNsy1wKydXq5g20b5+5mgbr6vurLac+xUrVclLZUVjjl0tKXhvGbp2EFM+ZtJI+/GPLrD38zQHli+xWc8st81vLlV3FcUzAqm0RBRatemSkZ9z1kHeWtRrWRW/elkY/XBp+6jXM7p1Uny5z/p1bbZN7ffaxoFqW9WuQq3wulj2ls7Wa38Xe1p9pM/er3ISN8wi6RSdU+rkR5OnlloP6GenxavsuSclV9602WrEZOfur7HK1WUq+Wq0XXj/SEbbpKQE/e1RfJCsSD0I9mkcGpQ8UOGfHfHds+yhH39BUvsye+W5mVJSdHAw6XJbLxVTnIY/CoyoGFLckCn1iiRGGDy5UasbOgkESsU6/50ye02131ukBGon+X2znns7vA/kf1S+e7eddd5xdtOfvm9r16xRMuo9jXO21+JWS87cpbNUsErSdBIITVVy1LjSworvwwvFSRP6CgusYoBWsktpij71Vtqx3OqHVVqXki7Ws6LIqjdL7l6QIT8n1czi4owCVcnCMtqzEkMxPl6bjFqQVl6t8WWBg1O8k6R0KNXeIjVfA/PKk/9RY8xP4tlQQEaNcVERDC//HgbEJH28ownu3DwvQDExXiJrRvlI7EjfZZcn677KND/o67wHgy+IFcA9rtjO4IecmnKDCs1X9z2ChEjKWMOzJ3wuIIs4p0k+ExfDbBdpP/duMYoFU2Y6wH0w6QHyI3bFGJf1lraQIi7nvKG0kLid9RjMcbQcA6TD4Ltc3eP7OFecENLnk/xi30vLbtMWX3y/+/e0yLC1nqR4oGZ54b9fs6w+y/362UY5/13dpZ8dp6xML/VLzNGGAeovVPC8RtmjL009yq6c87Zd06/QMkaOthGyO//l+5vsIr3evHmbLfiWNuTLLre3Cgsk791ra3/3tL2jCdsgiUztih0e4DaqxoUTyo8GpE3KqmLkuU9U5NTTxtlp/zHFuujfaa+zX7s/dVmAaZgYAnbYy1pAMwYQ2tCRUyAlRcsPI0QGhIwMkyr6bKGVT+j4pIfwXk3SgZrM1+X2sMckQ/nt0lU2ObPGSnSt1ERP6q+2WUOHWPO0/2fHvPOelanPXac+ne27V5xnQzQJSzyTw6aqSa3Dq9UdL+q0kXdh8f+nx5bYxjnvu3wVAx85ZGhiNFi/0b3tpBNG25Ajhpou13Zps/3HvbK2lys48tU6aXAbQV8KNOqy5BzeR5JvObTWSh547OemKoM21rriyKxAolEJgwxtnDVaOPPVq+4g1fwNknRth9hYb2+EizbZGB0I/frm2z1zNtnMP76gZ6xNQcBizOUX2lU9Vb8CAEmSI+kz69mpSeOeZ7+7/SVrWrrVcvV92/v3spM/fZhNO2SQDdlTbmX6HBRbUZsedcAkLvaJNeae90mCSw0iKgAMvvajJsD8SeM4W+Oyf/H79sazy73tV66SI+VicY4vE1iu2263FU6xC1WnM/28IzRXlPHzWlItHmWk0+bsgCjGm8VEYM93py7X/EReglzXM3s8C+pwAYqAKpeNRM1IajDitesJEHVAmtQ++2ZBzXKiWGCT5HD1WjQ3pooaZYLW6ANMHRxae4R2EXMQX7u1Eiy0WEEcbJFfZyuowvncDYsI9tx5MFyk66j91/zhM1k/Fdp4OripXQBFDgDk06yBNBvYmWQHYNfdroM9J4vpByxyfjY8ZSXZiGDPvU4LkwaM+9woLNpeRe/xaF3F+CH1hK3g7wQSMCbUZVKr6w6sLlUM5pz7hYXGYAiw7GWnBMmJOxayuHbKaD7br6fdNnyoNe/YpQBNc17r9TdqPTJOh+GeZFypLcQwClmT146RYUxqyj2pgVxIMp5o6xK1PTojNSb59sAj9/9LzPJYMcv33x3McqsM+0Cw7JnojwTL0SriADdsZKG6DtywcwSWkZzzx82xMP7ymmVMrNoEvtQyA5bbGhR5bXIwyxzEB4Doj5BhO1jW+1mP6fvbgmVqzEk08b4DwDKmhoBlZ/5bgfpHgeVoTRRu2JTYtL2mat0zJRYHvq6tT2PpNcv6Dt6fMssBluN1VCidZGP+/JOL7K5bZ1tuJ9Uo4pPgmVWc1j3lpHXV3oOlpLxVP+HJMfgJeWAosHElRv6rhJ1AV3NTnZ0w/WA7eOIga9A+2kkJ3ksefdf6rt3ijtgODrht1q3m0bJp4+z3MgU7jmBKz5nx4tAOSfIHnKE/BixTttOI+qltTTnqC2qWYbU+QoZNIORGXk5oJiBN4wGwaKlxToTnDn41brkfAZartZ9j8OUKHq1DfsX7/urzASqcn23r4mslk2+UgokE3IEGXzD20U/+ALCs15xZVjCUGr+FH4OksJRFaJ3yeyRfMmT4cM0Lq2zTXfOURI4OD/6suSb9qNW6DwY57tlNESlbkRkQbsmeDEnZXVqCybwnX8zg8SeOtIlThimRRNJEcx7DLphiXWs6J/lQXmdOs7e3vq4hl/rJE+qJEV7a6559HKM1WKr0WaSto1JznVCke2bJAXZ6hrR1vSYhXK16NBQ4XO/9d7yqusdV2qtkgqXzORzASfRoXlOqA3wW8Gz2cciyb/3oFBsgE879KkGC9eQPe3Lq6M13sX/zPNkXvRSGB+BqFMURmDMq2ObZff6rgOV/7oZtjz1qGZ863+/L//CzeI9dJVA3sXS3NarWKk/lZtMnywFbkf/bb82yXXqO+wWsC2rrbapa8GXkF9r85QtdpqpY1raLIc3XM6gl6E5aR7k8UveErPP1DVU24wd3SzknEKxazuzsPN1FGHdlK8jFoyBTct/m5vaePNunZ1dZVWGHnD7Ffvi9461GZERnXIa1r8prKnrP64yjjyy1m25OieoNoyDUVbhg4w6MqkrnCAZZoVCj9DA5XzQnaMUTysGQ6qscV549tXbXVeozLHm1ok4ld/ViUYGdp/abB6sAuKhPB5eHZkvdV6PrJEnQpFK33ko8r5WpKoztJsmz//rwHLkzV9sh1RVWpVpMl9HLICtHLUartB66jhtgl37mCNXyiiGnQ4XHsTCWAgdiBrur5RJGSPkd9qmVkcBat1yrUAE1bsO7FctmDq22sgL1Oq+Vg/bcHu4P5GZzmieAtNR4qkB/f0zvma/ylIJZ79q2l962WpVL9BE4HjN1rK3U/Q9WbLZCrHSdDM26iDlvVA06yp4GXSfjVSES4+xvnWqf/cJ0y5Esv3NRd+2VlbZowWorkpIAObDLf1E6JLWuDsaoDU5KDLtKHh99f2ndikuy9gTNh9nrSmzGzQLd+6WNV60z39vk80HfL5BvkpWffemF9ssfnmvLBPi7devisvz1a5Z769hcalYV3/XoETLqQrVdDcMqrSntC+x3kCyAZcaN+IGOIdQ21wDyxDRvLyixvT1keluWaSNL+lvjpjzrAHgVaC5US7JqyeM7i1AsFVHlBIX7guS6KW4QT5opcg/3Ukhk1SgcqcWl1INaXloxKdmPARgu0FwfzDSxXVdk3DDtiRs2SR+MtlymnLQZBFx2A6vpTAlPHZEQug/AdMihg9mO1kwi9bRf+vpwRpwkBaU/KuX0309BbTDP4QGUgE9vSxryaFSOe/V83GBM73MwrOuK2uzEaAvGXOMJmO+sGMhrjEmS+HXI6BA3bH0+MSbxt8ewyfWmcVxeQkKmruKofZg3JLFgmElQepmEFBAwy8wbQDUxNEkylDW08srR9V3/2/+NmuXZc711VLN6TN665n07pLFGrI7qFZA06ou7aSParAnxxXGj7L+WvGdHqX/ctV372CM9OtpxomNfm3iYfeHv/7BLbvy1LfvBz22Msg6Ll++0X8vIK0fZwWwdeE2qUXYTBjGV4foLNOAQBzCoCbuyJ+d//3g79YjB2rzkrydji5DXcaaGmUetAsAMTQYVwDrQINNMqxXFJC45JZhmknEAkmFJwbL318X4B5kBraM4zDXpdmoyDpI73TbJcPsLw9/WudAe6dXFnl+x1l4d0stuELDMeXKe6m2U7fvlZ+zJugo5fEevxWgplNR3Crhi2EDmJExy1HJq2Va759ZZ1sedgQWSRYtt7Zhv048ebF+U43WOAogGl2ErsNRBn60TWhW49vq8Dfb4A3MtV4ijRs9338i+1jBztfUd2cPGnn6oTVNGva9ep94AwIGkqcAnfqP1USBSrA0kRxOaQC0mfhTtl5Y22rPLJUVZst2y3lmnGp9sW6kNtP66z9mCvFrbhEzbbd05GOJg6zysm01btNuGf/8vlqdxLOmVbzt+/xWbl99gVdurrFGSIEAfkipvl+T1pGk2KAAk9VYwp2GCpSBIgUClDsN7dlbZit88a7mlkuZpDNvp3zI12BUZ2XZU8Tob0rDN9vz4p3au3K4jGQIADICYsqkcYhhpeUJAi363NlkcnclUdtb4YnBQSD2uDhuv2XBWldoPbYZsAoxj4hIICHJmGRm3B7L6Hm0GbkRCrbIfmpGZdQMTl/3T8iiYCGTF1KwDbAGPBFM+zwmEdF/IWwFG7oqt1zE3wdEPVi1k2MiGYZRxImQjJbAImSrAw+cybLg2dA4cmA+/VhgQr0mPg8iz4Rh7tWkJRQ26PwOy6LpHngHZaTZYZ99dihb1H5hHuIkE9f5ujpDUTEuVRxbWAwfk1dyLm9aEQiTkn1G/HWAZVUKaEAiJOTJa2r3g4txO/SQL5G576NQjbcKmbfbjqnK7qNcAW/P+Stus2rAsfTd9Qj2J4fcexnveYkBlDWzaKAyoFeYeGE+CB+T00TeTXaOjPfb4DLvj7ns87vtkN+yR9qc/4Ibd4IGyu16DWQiGE3CS1sQf+LoyxTKm6KIkGnOhFWgCiqnbRn7ZFlBKLqoxpGaWbGyLuzWBr+Yr5lgR7Lea+HwkWNY8QspPDTnGUi2AldcVLLLuyT47s5wwYACRKs1p5roDkCTY59m4FIzXnb4N/t/dfAHFSo58UFbdIsN2g69APpEI0Jg7iG59HdAA0+0ZZI1bWncNAOH6mQ/MXeYStZvtJU144cll9vQTy5xJwjm87R9ckpHftSCuiOo13zhrkI8mBmzBU+pzMeiSXFD7Le3pGsR0NuSrN+f7pZZF8kPoIwBfKF72idXOUR/7xWcdYdd+6Wg7TmqHKkpJAL9es3ygARsZd9QyBEatAFRgRfeMGzasUPq6G625G7bWuQINEgDu2EESkZplAgnkvy2gMZJs4dyLPLu1rIMkMuPGWRfMcjwlHwc3+EIREKoIr6HVT+YFT4XzD4dufz+sua4VVtidu9Px1PvZ8wDJDpb9IXGtMMghVSbYIeGdsq/M21D+xLUC/HK01o8rFTC68gkbUrNHzuLaK/TVTRiw6ScGQe3EVMGBtjX48pZSMMsOluO+/d7wilACvkkT5piTR9vFXzjWGWhvEUL9bltlBjJsBXkwy8HKpokg5kW4uhOIsUbYh53B5nX2FGqT2yhLSH6mZ/8BRl76He8Z+gEZNs+VwK6bAM9bc9baX2552VtFUu+c1td/lAzbwa6o/mEje9lPrj7X1xPzwtuWaRxSdjxMzcKinLgmHf+oWQ437M4qJ2N7PtAN+3r7yU9+qvVQr/GttcGDFHNVVMTkufV3Zmee40y9aCMyfXbUa/PsDyWbbZ1qaLtw/ql/b4WA4Rcly9aitscXveNrolH77jND+tqfcnLtlS2b5DyvBLpiv0y9nqWgtVjgkZZ+MGVZ7In4G0g195Jac859aZnGntIXHOejBRQ1sFmYiYpZzhE4qlds06C1WnHKYfbpvjJw6tfdeg7qotahklsDMrTfwrTtlollkZg0L6eBoZKxZ0fMTpV4BmR4UE08kJQeEceFf0ck4wHR0RUlkkeAha76/EbJj+vk6/Orq5/TGqkT05prtZKPX6CSwfMuHG/bd1Qn55TOnyTRXKg4Yr2u+0uHDLWL5VlzdkaV9p6udv39irlfeceyVZtOMi8L8Of3ud9EGNs3fn66HarYL2t/rSe+hwwqVN/kaiWt63U99Tbt5OMV23S3xbOft5363nzJtGv1enuBi+oqMaq633KBiJKJ79mkLifbkMyBNmfOW9rZ6q0ak1Axrbt1jg4SgfLnlWX25LWPWV/txdkH97JhJ02wz44rtCwRIfXdFfwLLFdKwXj7VqkRX1ls9csUQ4px3i81Y55qmLftrLErrrrYvv6ji2WmNV9GwOust2rHURkWKElUrqQ4dftVSlZgtFas5MaQIf1s4NDRtn3LBnt/zToxwR0EUuusl9o9jT74CMXy5Tbjnmdthp5Tg5jbPJFbdfU6k9WhBcY4S0mHkWdNts+fONTqVTveH+ZU43+SWn6xvhbNfcX/7gZTqOU0b3cW19gxx0+RamOALZz3mm3aVKw9WLJ3V8KkfYCT1k+AN+GMrkpO7C3WPO6jJEfhdqsrUl1zdZ4N3NnXapR76tG/s0055kSZSu2w2XLq7q7nVVJSbRMmjrMhmCYnZ9P812fath17BMpxoU7mh8YVMLxboC/t7+3MreJYEtrEtd6fOKnxDXk38uIwQEv7Ibs5K3GRGOSuup9wj5ZhVrGSKqqJjtpngUZn8mGG691IK+1bDEMMqGSPIfYjhndZPCCb5+JGW2Gwyvrg85BBew00rt0l/L7iMZINaTcal48jn444nBiT9dStWzDVDpJJ5rmpbHRY8c49kF6A/KT0D1LMW4RC+HmtMm7ZMlmmLzlKiWR8D+hz7es7QHjab5nz9PLrHpD8/d+QYTOWIwaebqU9hljZt6ZbxumT7aoNq+2ILbusA6gciaEGMEcTfOq4kfadXTKtkl9yhTagbtrwdnOYFmhBvbvRut17l5VceZWzsI/PWGgv3v2q+sV1VEDA4aBAmay/FmD6h8OpQr2TJ00ZbEdNO8h6juhhhZLC0cIissy0mYk0NK12MpW5PO7gcfabjRvtaGWudsghs14ypQKxuNk4b+uhpg8nDzaOOk8ABpkeAn8HObF4GIQGLeIGTe4rc7vZrRU7bJNqH5AR5VTU2RABz+WZne3zk6dQdKhDYa+9JFlJk1yxkVemYNmZTa8hwH2uXnK9JntCspo356y3zpL81emaG0QvjZ+gjW/6RPvsEf0ss3iv5MmUL2vSKGCokTnGW+q/k7mjwq6ZtVaW4ZtszPrttmrKSLvmkpOtqXSv1azeZoeJGem6Tdldepsqmws74JKcpJiemmV6vjJRWGgpQ8gBslEL8LcCpw1rSq2jzNJqi8XkXnqSff74sTZOEiINr2eJsK/vKZOKRu3Yf127w2a8uNaOGFJgpWK/133qcLtTIKK/ngUBSwcBHxIB0VuYWmU9W6QPWtDUPRD4M3bZQhe1Svdla0w6aWxfkQTtl7e8YOPeXGXWvXMiy1OYo4eyv1eBnTbI7JTd66zy8svVw3CPfjfcMtOWT4xjW+Mn7zunOUoGtlDykr2S5eNWzaFYqE2UputpGyUybF4LosXv7CubAcmUdH4gbQZUJ67obiwFUFTMwT2G7Dukyrg0YkDEHPWygMTxO9piBXhwqSFlBjwJ6vMJbVBFUNPrpi+A5AA+Lu1h4yALr+8g+cB3ejJC/86Gk9avcO3uVs2GQzYUKQ2BAY3ctYb2KvtMneFebZBk88geehbOWXUY55DwpI3jAeVkLb1WWes6HA9hkkkEBAsjkYNfL5JcWkIR9Dub6m2hYlWHJJ0gGYMexVq0CNHiRxnSDDst/TVBygCBnX/kdLHrpxxmD70xxz5z1CS7aeFyGy9jk+JEAYC8lXF2N1IdKl7Tw7goeCEDy2ZIUMLh011/xxiC8SX4ye3AM1frqH8RLI8ZPcruueNWDx5hft2sx+8tBctJiyhqlh1EJ7uY1i/Bn7tkuwQzgGO0ggLoAZZhNhOggVNxwixHS6kkeIet1XMJN+y05VOAgwOZYr43gI/XMmseHWDwpYkG+GTva2GWE7DPN1F/H27YIZVPoVdkw5E0B/BpAcuaTyQuAcuMKa+HeRlGXm2Z5bZg+SOYZc3nBiVSwuArYZaFzN3R20F0q2M4V5ClLMPSRVvswb/O9N69SFNpH8S/YSiTDVhGoeTsJEZyKJGiZpni+FZpK2AsjL9Yh4zDfswlJfnORC6a1MTwk9mYAAAgAElEQVTGeJLI1fWIufbkbFmZDTxtgv3skhMtR/VsNVqLACnmRmp29aE2Sm0SBy0GX3quLQZsPHe9h8DC+95DpDIOqDJSgy+dJWm5gitS9P7oJRlnZzr1vLWX1n2OQCDJunTuHQCWcclOfsvBsvZO5lzMmWR+ez02YJlEadu6Xt4vgy+9HuMTc9tZVo0lQA2zq7alCt5eCfMyf52hQOeco3iiwUZ84y7tPRq3pD0ZwJgRxSiIc9NBcUI5u5GTGwcBltO63nhOPp6AML2/THWu3/zuCXbSWeMVHIpR080HcExBcbQ8IePgjtFt70FjGXLruNZUaREgOupbPwiWORu8ljmtM+GJOLMcJTwHMssChjp3i9Tp4rknFtmDd76hRKiMsHQN+1FHeLuskGGnbtj7VWvP3tEoLe7Aod3tx1ef4+cm0ko3+CKR5iqVWG8kmzgbPGHWpv3VJ7thf7wM+1c//J6ddPTJOuz22KSpx8lotdpmL1pq1QL5nOEOKrUvi8i0fLGRh590ikq/iu0auWFfVdjHFr6nzig6m7J0xtynHsx99KCu0c+f7i2zT8kstVyt4RooYxLYqWnf0VbImfmeq5+1TmJUdRLqnpQE0TrOoCWUoF2ujKaa9HmlYuP3SYU0XQzhtP+YaocIHG4To+lxAfsmhn0wcdRSikFE5hveE5E4ThPAfkb62Zb4dJCEdwYvynu6a22XJuoOGD/OlzriPYW4W/dq3qsM8Xc3zlRiQDGQZLFf/snJdtDoARqzhnD91ZomWcQe7nJZxVQlWuuPjO5vtfM3WvMfnvDyogbJ61Q2rPkCc679VT+picYdHJPXHhP6WPvefex7pw5WoqGnnXDCMVa8ZavNmzvXzV+POfYwnYWdLb+syrq/u8meqNttb2u99NAZ3U5yWxmt63u1tsRwTj3ycCtUl5EZO/9s7daJvV5eaAcfMURmbJ1s1bZNdt7yUhv9B3UiEFN+6Q+PtUl67/72jep722g9BLp2ag73EEMsWzZ7edYKe+7ehW7+SreYjnq1fFe1nfnVY236aeO1B8vzI6mlxQAXprVM4Ix+uSQbWWslcucePWaQ+kUfYauWvyN1wgr1Qu4kEqPO+khFedRxJ9hbbyyzz55zncClutBoXmTJGM6UrCHxNHbcEBs0rLMNkON3J5VPcqbBbJI0L1I8760ms+o9eZJ6zdD+slgx78RJoyX97yVn7aVqK1Wh5KBqmIUDQpZM6ZqYUBhL7+8bZ6IbT6HKK9GcLxLo7r/LKrpXWL3A8jF2pA3vPVJ12bts4QLVRMvFfLeSSaPGDJZp5QA/c/bpPH7vnWUC62KekWMnRl545fB94BHUf62u2cSvEauFm3WA4+g7HeQQMmWXHQNGE/k6P4nx2OOJ7UrdJTqIlO4kj7ReOypx6f2hnSEmdlSb0b0aJ2qevfVUMNOQfjwPCLRyj4dC/o1CgzjcZeuewE1UiRBz3gorvY/owOPJKa1DiCGSUcSUxZL1p8Zk3B+y6hwS9fr+7nr/ZokIiGnd/ZuWVe463mrolZYaohxg3wtX8uhu5Mx0wmx7qy2tb8FDKXea/3eY5VFFJ1uHrAKxfMU295ffsIyvnWCPyya9I05qXu+rzK8c7U45SK0EFDEvWr3KVmpDY0AqkTZootdrwXb+65/tra//yBaoP9zSl9RbThE2bX+ydKHRA08SCtoA6aBDMkTfxAGDe9i3f6rv7ygzK51SdUg2tcF6cJ0Eqi4ZJPuth7JTDVSLZNIyQM5Bxw4ZYqerzvWyrVtsr8zE6BXLoHI45inT0ahAv6cyX9QinHzoSPvGphL7/L5ySZQF2pCuErDARJL50GDgZoicZ7cmMZNkg9pkfUV1baLFLfP8g+xlORXW47asQXCrdjJn1Cxrkpg29wfumG+bZWxGLVeTrrFOH1Z02AA7vn+BHT/9ILU1oN+XEgA6LDvJuKNJwd8SAenvFWs0X1phtnKDTb/kFJsKi7m+WK0Himy8wFgPvbeCU1gbLOYpmHlQy5qrILZezC7sG2AIcMREJ4vmfXc1UaoEmpCK7FD28dYbnlZWTwtiX62tGyGHxWtOteFCyQ3a0OiF2BE5t57dGjV6/93qStt48iF2pw6BYepcv17Ap5fGLa9YdSPaeFiwtElCQgmYS1uEpSZqmLC1I6hSFNJe0USDgibqtWGas3XP9zy3wt58eIHlJzVYBBw1ag0y8azD7DuDFQssXGzF3/+B5VTvQb3ui5gAPQW1SFUdTHmyAsfmpP8bGSyk4A4M0+brHHZh2MX7MK1DbuWO0roXMl70VXY39CSTTO1MlUuOg43BuAsZOG6fsO4dtckhoyFhsV/36P2BAb5J/1KCLJ+3xDWuCw3WEaBBAAwTTxsM2ooBqPBTcbMDJCvaMOp0T7BzgFgUBN4KiHYBbIjO+EbWlGC5gNIAZde7ybGxEmkNjdpZC4k03Tc0b2eA+iEkfuG6G67ZJACQV7MxhQyUvs4kP6hF171pgwQse69j/fSeyCgeE2AYxl66L80P2gmlgJlSilxqCallwzhH8557qSWDKUOn44Yfamds2mDPdJRJnOQri+a+ZdUKimqpMSOISV3sNV5kWr1W2WXxwYbD5hRI3kYGmZ7ubrKje+aQweArSwZfj/xthv3lrrsdLnxy6yjJsGXwVakSCOR4Xq+owUuEjR6oRm0ycusULH+CwRfgV/dJ4uCDBl/RT1mBr573AQZfuu9MrZFWZqytG/ZH1Swn8uy2YIzDGba2TY3zgTXLIedNa5Z5Lvw7B83H1Syzzg9glhODL8Dygax59IMNN+wD2fSPk2Ezv+s1TzDiOaDvr0BalrI0ZWXlboA4W90EXnp2ma5Dcm1kuy7DjlrmSERxxqQybBBogETgIMAExioTyWvkXhX2iamQrFM8n/6SJnsSYyl9jlK2YmD22UE/PNO+M3Ww5QksV+uZMof/V9ywNbcJgJxA5pxzUPw/ccNOwLLm/4fdsD9s8EV5BXiRvQTQFUkRnJPZq0OWeEDrKHfJjr3nwzXLbQ2+Yh4F4xy1n74/6LV2+p5GSeqffXyp/ePhN2XmxdnO4Oi+NU7RZ1njqT2CevNWGXbihu1JjmQ8HSzDxEV3gCrVgh6pVlLf/s8pVrZDjWUdLLdRWqA8g3HW9xzQZxkwrmuNNpJhUhZJi+gV74EqMUSSrE9f90SqXvfammR3IKnWCpaJX2LXYK+n7rBQpkJ3qQ7/tZdXSgkj32/M6CTJRWIMWA51SRje4azMXGiU/X1X1aNefdNFfi7Dtvi9UcubNrzmfE1qxwHwre2sOFeomUSWSH11s5jlr9rWrakM++OZ5ct/dKkdc8x061BbbkcfNsF+q5r9QTv3WI06kXRUrJWna0FtkKPrqFfsd55UhZTXZBR0sub1W2zR1vW2UqtrpCQVR4yWIdgodQWhTkvr+GezF9hJuTJKVTCMmegmJe5ffOxNK91YZe2V4NivhDzr1GNFWsPJPHaXEvslnfLte2I6hx023Ib2yrPdxfXOmPtYEIchy9R8Ix4AHHCmpXJQgmjk1G7kBHMF4+XMU6oMjHMfGWy1nnFtEUWlNQLNlGnpjMUvRMn38w8Ti/7GBpnYPmm1m/da5cDOVpPV0W75wmHWuW8P5YOU0HJzVIL/MMeNFodc3z4bovhym35ef+NTtmuLWnFqjtbrPnO1j9WIpGlS8qC8sNDyqVHbvkffy96eaZOPHmT5E8fa1JFDrVKf1b+TmFWBzdVL19oCtVD6exfVPX/ldC0GBRAqnbyjZrfliqH93KHDFVSgKqi1597fapkCS3VNu6xkQJn222o7t9dnrU9OP7vo27+w2bPWWOG+Onvvlm/a7J4Cn1INpjW2YTC1T3GN4hHF7i+XV9vtN862YXuLlfRQG1eBw82fPsUeH99ZUFu12lIbkoBH3ltOAt9BDzXLUVuayoLdYArw5Iw/JXpgA/WZnvOuPf7ocq0sgV2d9xBsGTLK3bunwg4/eqLd+eAV6lO+1XZsXqXnHP1/ic/Yt1AWogiE/CCu8xZNyIUV6xTSssnLMBXf633d6ZuNcs3VdMSDYi6p9U38W1pb0LbKlcuQPet95TsVI6lPdp/pfW29bbKSBSWSqvcVeCVZE6URKB6j1CaS/Ljbp7JmQHyWZPoyOtfeg6Is5l+L0RfdWRJXbHedZr660WyUBSLjdtk0Slbmqcu0gyQgTnYCDRBNrbMbi8X85zkwDtQyo7hMa4DDTTvajboa1UGv3o/BGm7YSU21M7V6Xnt0fe6Kze8loNnLIpG18/y8zCEMuKi1jv7OeADALAe4LhTDDOglVgX0DlPm6EW1q92h+O80tUwzqV4pLcVsFkySGocxbyrVFjcF8xA/VYk83JNgXoMd69tj2wQf0MHnqmsfUM3yv8ksj+x1kgLgnloMtbalY2f7zm8usGlKb7XTBrZHN5pLNlQSj3nqn3bZlKPsktXL7YL3lCWTC7ZMnm3Fu2pm/rc3beKSl+2mgeo/rHYbzTKBIEO6n5pkerB532BYOGXVGoRilS0aP2mgnfuZKdZTkg0GlKwJB0dUNEdQ45ycPidHoJAjFhMY+vfhsFwqlNFXzecf7dTVpjSp5kJuftlkmMT4FUpMVyzZzFNyJrxwW7GdOmqI3bZuu43NrrdyyTicYXY5dWRCvD4Tts6lro02ROzqDSvKbOEP7rNmyfFu+upky9Ym2k0ykaqyOtng52iwZQIgAHy3+jDbjmLbKSt4FgkC8r3K6BVcOMV+dZIODNGw+7UJ7vfJIaZTMu3FSzbbrg0l9pjk6o3by61g+05b940z7C9yfca0q1zIJE/Jg2ok3HoOmTgta+P2/pw6sHAGzVWWqM7rd6NuE9MKMuXuTOdtdzCFiKyUYj37y1OL7b3nZLJC3YICjkt+fJz16tNLY68khQ6ebEmKHrpngc19frFNvvQMO+MMZeFW79JYqmaV7CxF+EgxME3zrI1ep/UR9UDOuoYDcEdAu64rR4c7B3WwrgJ9GjtMnjoJUD60ocJekqlXoSa7lwuKQcjU79QN6GGXjW1nB5Wuty3f/YHqoyodLOfru6jNgBEhg8wmhzzXa4nJlGlTKEtqWb1uOpFTU49LWySumc2Rut/UHMs3dYAkm1DSh9vBMnW8JIIUKAJYvbk8h5vmYNQsA1QD8LrBlwIt7hEXd2+PpbEixqImPxXBpi2knEnGCVqgk950Xu+s3yWAZeNnDjJ+waoSAMS9uMwvMfIiYRB11+694nOYnnlsnKlzZ4WCcWz46S3NRpnKs8nidabHoz63G9lJNlCvjU5k9CRjEulLFkktgIUiU1hielEiH831wIboPgI8DJMiwPXYOK4d5QYtwpxFx3sAhk9zmDYqmtCnqd2Dde9rGWPlLS8jrmsXvmUHbSy1dpqD1KDACLjxBWZl3vKDzTdqJElyUQNVrsRP9x60TgjDB8YNOZMnEnRIApYffPi+f9ng64G7b9VcwH2dZ5pKNoOh+p+B5Y9vHfWRBl8w0bhht8hIW8Fy9FP+YM3yh8FyykR/PFiOthAfBMsccB10ADN+7VIWvK3rNbLqBDikbtj/l2AZNp111k11ox3UZuXxB+eJmXtd80FchoJIWrVE66hoP9SWWaZ+1bk6x2qAIu4Ls7VgGDEFg5Xcj9yTWlElOoMoDB8N3l8jgHfEd6fZ908Y6caDzUoCYQiFQ7czy4nZVTDLiVS5RcKcuJUnNcupG7bD+paa5UhKtQXLAELYMGc62TnSJJv+PwKbYNZT2fMn1SyHDFstdnRmBIimthYvhKTu+kNgGczzEW7YDpYDXEdv6VjnH3bD/iiwHPuBH+HaA2okW73jjXft7ZuetXzknewZevL1YordDdsP/VZVAHL7TLmhM1bBvvJ5KAgEqjSGTUr6dh/R2/5DXiIjaNUnJosr/HDrqKhHPxAsxz18GCwHAI1+ygcqAtL3B7Oc6jLiuX4UWHaXbAWWhd1z7d6/zLKZz67Q/pXnMlHYca9Zhln2ORwzkIRPO+q1JZE+6axxdv7FU3wOc46nraPaljHgJRG1oOEFkO5V7n2CMY6ulXu/4LNfFlhW4l9/PtHg6647LePii7EWd0nRo3PftA2KaN4WKPvaxq3WJNWDJ491FuVqXz5+6tHWe8MGG6Ag/K2hw+1QOTPfvHqTTZsgEN25s/1+2SLLFaO1XcB/t2K/4vmrLOtF1ZN2yrUt8ze4J8E+apFl3ORGXnoe9EtGlt8kUNHzqME2+SvT7Sz5p5RhZkbPdoWPzpiRGOacQI2VBPmos8owhkrAA2sVZtANYL0kLQy8CLbd40bzpkK/P1jg5Ib23ezvhx1k33triV0o9aR8X22wCJ5xw0V0HHKQNR/7A5u4aLnt79JNsUe9nf+9U+2Uyf1sy/a6cOdF2YRxrPr5dkThJKVhkcbeW1Dq56Mz3rY3nl+iumEBcmq3ZH7bLJm1zGTsuLPGWLdBvaTaq7P5co5/Q0Zn9SqFbC/mFsKpUQx7O8mNM75zshWs2m7FT6v9UtciO/Sn063vIUPsYLlxd5CyAsaxWvd/qzxlRkrBeH79Xm/l1FlJk9o9insFXnaoVdKAw/bbq3m97b4znrEu8qPZ26+jnfftU+zcEV1sg4rQiwSmKilronxR3WIKlMzepr7Qdz0130pfXa/5WWlnf/1sO/+bZ9iLivfHr12t2l21fPSSQMrckpZG9N0ldpG6qkIKv+5KHAFmMJ7aKeLlmKkTbfjokao3XmjP/+Nte+K+OSJ0FF8rBmpSqWCW1j816o0C+F/5/vn2/R+fa0uXrLEtm9cqBlHrLleeBWMNCMTYC5lw1wJiVOIEnXVZncTcN9gODWihwBbgDFk9P712mPUDc5m4OLuigBjIyyqjTzHqvDLJ+3uqfWmt9umOytQN6NPH6rKr7NV9Yvu7VFvP5UOtb7sCedWVO2iE8PCaZEg5QK737Q55MKAuyJzwzEGR4GC6RbacMKokgxJZcQqmUzNB4l9IIFoqEcuFh5JiQ2eGw/C0yN3Bo3YZEslJJ/exSVteJUws8a6XlUK0cd8h03aDLshEZOkkGwDxir/dcMvVTikDHMmhSEZF2WPIvAOsd5R5AWCc9cZ1RYmvFCp6Phpuu21oP5stZUqz4n3swF9WR6WqBOTznIiFvS2qr/uQWbe6jidkGeuPmmYvSWQdxhlLkqxZe+0NNz/47/dZHtFjuoL87toSJSXRBO2nLO0XD+lntWIki/WAJquP7nbd4GhJICZVKshdtNpuGVJoC59ZYLvzNTnelonVlmL7UsNi+213tZdSfYFnCZHSYPuPgyGBiNjgWm2IRx81yMYeOtjGjtdk040gVWBz52CnxotDG2MvAguCk1wdTFuUEtqmoGlqubKcOrRx6G3GZVf/LVIj8YPFgDYJGOTqYeZLRv3agJ7288LeNEC0WZs32es9u9lQLZZeqrWo1jmQp7O62jNBATQoGEc+4+14BLZL9Xt33viyVcnEKl8mYH31/lzJvqeo3nimAv2xMss49ehR9uRTbyuIe8v7+FKrDBCqLFVrpXMOt7s/PdF6KWNXLtath5qv36Ga6CrV6Paas8qefvAty5W+t5MOyWFHjrByfdaIKSPsU+VlVitQ2YxLcsJSwtByDiJ3rgWEwihLEpWj99UhjdJEBPi1AD6MvQA9iVGT1yzXZ9mNj71lFU8ts87KMu7eVWdnfHeqnXXswZLKqY5FC6Cb2n1cd/ULtmVQgf3uM5Mtv6HadiowzU+ydzRMV7cq3wD4fK7Hpba4JEtq0kFAslLjWeh9gZWlBV3RS5eaZQFNgBNyeiSWf3twvr3wxFJNZkkOFZyQXM/Szz3q7XjZwTk2PqvMNn/jO9a9rtLBlqh4y1TGTIU06neozcr77yZ12V7rELUMgOYULFPXzSZSSjN6Fq1AGJs5tQ+FLKqEpcUtlZZhAfSjTjdlsHNU84cZS7Yyx2x+yGOo3WDOplI4ZHuoJchqdNCz0J7tRleATdI+GFyRNEglJSRUUrDsbbRwiibpQGsoHA/5DgISkiO6RnqCR1sB6kdwOgwzK3d+1twtVC9oNkTqbJEPAq7J5nJwsMHwbDiwvQE9JgsAUK83jI0YEwXksMwXb+fgUvTohU0AH8x3yLMxv+H6ITc8XuQ5wJrr/+mrHS2NwkGb38nUeO+nZZDmaJXktD3V5/CxR5fYkw+8of1GUtvHr7RrsyXjqiixrcw1T2bEvbi8HhmP9xAnYwgIT5za01pll5hzz4mTNwk+DgetZ00au+v+e+2eB+7zIPGT3bBH2gN335aAZeT5rUzn/y1YTuWiwcp+HFiG6U8lzFwPz5nX3MwmkTa3SjOjlvlfccMOiGieFe+n0hMSfeVanyQsHQjqwMqSdB41QZiRUU6DAVLIsP+vmGWXZyuhxFzM0n63UsnFP938kpfoNKl1VCasnCZdc9Krt5lSH2eWeU2rLjH9CndjwDL3g+SVm4iayAYAC+ymlwfxFGC2BHzleluphNLZXzzSPjd1mO2h/Z2D4v9Jn+WPccP22uQD+ywHWP6EPssJ8EmZS68pT2XYLczyJ7eOglnm92EODmSWP8kNOwHLbfosf7wbdtJ2yaXNsUdGwgLJcxjKPP7IQqkEVriPA+CYmCBXsQLAum3NMgqCTOTz7nHSyiwH+yrwXldleSeMs9999SjvlgFo4l1twXK4YbNZ4ZL9UeCXADZ6RQezHGA5GGTOr/QeUnAdwJTkTMoscyOo00KG3cosB1iGWc61v972ir360koFmzkOtPehVkOGzpyMZeVKCdqfMWf319fZl793oh09bYzq/Rt87hHr0HWjBSzzPsUJXgbm+xWfEmoXQDTJnc6aY0RJF/wHYPlfMPh6QH2WjztFhzpKNl2ZWjNdvXyVHS9mr5h6cDcNjdhiv+bq2RMOtm+v3WrfrCy23xf0tDuL8u3Tcv1+ZOKhNnb+MvtD+Q6vVe6lGtlN1Zl2443PWOWmSmd8lM3RuOF2rfUocNyYuF1LoqTuKGr3U5lpX/veUXbi+CFWqXWJMRX7DTEj5QJ4S3RQUF+K1N1dokO2WqpazcKi6PjgNaI6HzhTOVdgGL2dorsx65yhdAxZuebGmlq1sFKc0E3MLWVaT6hM6OaBve2ulevsuX697DEpA/o8+ZrlihRZr5K4x44cZl0lCydJWySfHuIPQAigp1AMdbZk5g11eyVfb7ISteu89ufP6Pp1n1I2Noup3amkzxkqy5t+wdHWV7LyGsmV2wvEM56blm7wtqzPbt1t9gLzRme9mixXbS2xTMVIPaeNsuOlPDz/pOFWuq1K4C9P4F7PQ/MDMNNfispiuniInOF8dMMjDDMFdhrL29mt8upZsGeundylxjbdsNs2Lthj3/7VWXb8pH4CsXXJc4McUNzQY7CNO2y8/fzp2fa3i65R3XonW6R4N+O1P1tT3yJbMusN211fqlhQsXcClguQXysed0MnwJL2070k6GGcPRaRx4zud5gUjnv3tpNHxYv294ff0gyTwkRy60zJrvdpn29S0qZGyYRvfH6CjRva193HiXW9tZfHSjjFh4w+5PUwtDJWozOIPr9PvyI7fPKxVrxzm7352lyBdRmwMf7EiU4UYNCbmOASM7nxW4BGGMsw0kLWn2c71N3m6KMni2Dq7+v16Sf/IeJHRmHV2ldGqB750B42vHakvf3cMusqBdQeyQXdkJQkv557CXEoNbra+3MhX4gzU5DuNciAaBJvQYBF+Vn6enT1CZwC6I0aZBh0B9NO+gQTy/Mhjkprlt3AS/MKrx6YYJSxXfm95HlFkkfxGYo/j/WJu1r7LGPk5QRNokL0mmJqk6lpduZZcW/SGookR6pODJdv4nK+H/Ik7gfmn6RBtX6/Se1xL5xwuLosFWsgOYL32Z0y3ewvZYW3kvIkQPjsEO94zIoxnzPYlNtFlxQ3MHNmmSQVTDQlvsHEs1+Sa40+y/8mszym1wkKzHtokxXg1IQvkYnAsZefbw8eLimHivff7r7Pb7hSG/jvL3/K9qq1S3P/nqqxLbYqvT9HE6yP/u384vl2S99pMoOSmYpex2zFG5jjUKiNqkFmAp/50jQ789DuAlVs9MqayTXZ+7Ymcl6C8YAYEcY1aPn0UQb50FFq5SQ5xsIVy9WLT6wr7JzOwI6C4a+3z9dDMztk5149tAy7NbfQHlZT9rveXW0H7auyYmU0iwR2SgWKmKSpQVNq4lGpSQSQQH5d2CPXXn1lrd394FxrT9sU1T7WyTBBDY/dnGyfQG+lMuSD9D2Fhwy2soVrxaKG0ojNeL9cn4qUIfzOFadaIdJp6lEV0HbVPb6YkWc3Xv13G6bWEfTLq5ecoObMiXbF56fYyJpKZ2f3akKxse2DcXQZbzwJDvC0TVIcGAloFp1J1pQNiInoJmYsNB0AvM/NAFzXn2HPyIHx9dnrfMGUaSL1/OoUu2rScE0kHca4L0tOf8Uf31C7hwb7nExTcsTEAKq8lRBMNUxm4oBHlgn5NTXLLsPWRKZIv0ELuFiSrK8XFNmT27c6osLghbHM00/aZjx091zJaEqDIXFL25Dl6QhRHVN7O9N22IWHdLDt37nUKjQXb3tnl+U+9JrN+c759ucBWdanRKZgLhkPMOVA0TNdwbpXuVGX/p72X2PzgA33GqZw40NmjeyGRQhATGtBeJYOlrUpIe9GekyPY8yYMPRCmlynMUqluARHOH931LNap57UtQrsD5FDZoMiHhiClAUicETO6nJ1PQ4JA5yp3adAPEtBFew6LDl1UIxfi8TcmXxq1th4EpOrJCHgRl6J9Ifx9F7DAE3Asn4WcY9uUqLflxw/X19MD0yX6GicOunvuG3TsxRTB1hxsn48A9ajg3itR0yqSIrw7wS9MEzIzgnOuC8IJ4JNgl93rdfCRI6ORD9bCR03gVPSAeOWpYvW2723q3aPDLjm1he+fYxNUNTpWd8AACAASURBVOKsUUFx2tqNTDHPAKMu3DpLlSFkzjLejIvL3ZAn6Z45FPm7m5QxV5HZ09pAm2augp37H7zH7rrvn4PlsXJxfeAewLLKJ1ivOjxSAyQmp5v1aDPmmXstc4vxD3WjkaHOQF6avM7SdxkZztBIJxMmktalOBW7G7bukXHnj7eOSmqWKTHgOaevNwg4pmA5MdX291ObzN5Cf+SW3si6zta+zInBl4LnYCrJHbbKrZ151esNuu5OSvAdNnqo+zOse/89q2T+6lq3cmBrrNtpbubqYpuolRbjVCX2gLpeatLDRMwXsEsZGfv2be65bW0lh120VEsAv4NiDjf6+CbMGPem+RiHKyZ4Wo8KVu790yzVfoqZkfopQ0zUJ8mwwzk75M2NAsXUQHrNcoJMmKv1bvwFWA635JQ19f6++vd9ksJedeP5NmZkbwUm8p7Q9bjBVwvointwZhnFzAeYfxJe7I+wDDH+rcwy40C7Dt/+kusMg6+QxLUYSPmDhVmOuRf7jnPp/t1k8TGXzG4By3FN0X850x3s2/bNZg1xTa19k1MZ9icwy86mpzXlH8Ust4K0A2XYMYdDYq6zg1YjSsiW7Npj1/7gIcngqTtWEKTzOdvrd3kz7tA4BPL8BfyVcGQfTcfNXbIdLJOMq7PB/bvZT359gTOzrB83+GrrJo8MW+cBzHTr620BfARuYN+Yk3hW6XknLFDanzxl070u1SXmbZhlSjSS+taoWY7n4S2lFBhSx/jkw/Pt2aeWqoxD7CB18zj/615Q2zWmc9XP+fBEaFJs1FVeMD+68iyd32Invb4eRVyrGzbX1Moss9ZjXnjrKE1UDBJhrNBZfPHrX7Xt21Nm+eNl2B3HTrcx+/vYHggPMZ/rLzre7KJjLUOuy8/OVRmEgmj3tdBZ00FrYkbPXrZY43RrfYnUSk0iI5ptPYBfCbaOIi2yPChvtAGST/9INZ+rfnaP9dbZsx/VkpjITGJE2HTFVw36SccNGKihQ/PtmDMm26ARBZavbiRpp4ZwteZ81ndISfjIoD52e8fu9vbGFSqvEwMqkLALsKogvUQGVm1LjbwOneSqnmWPpD1mO85/ByU673Vu5AhcXtuhm11TXepleOtlBjhpZ7kNlnz8hU497WeT1McZhrtRJMyseZJtS14rV18vE9LvdxPDvEsx86Qp423M2NG2csVSu/vPL9iyBWttyxb1hFa5Qb3i1w0H9bX95xxhL/ZD3ZUYN9EyiJZO1G73lXHZ8u1279/m27YFW+TNI/bw22fapwoz7RfrFaheONnmK57oK2XgQhmstWus8ligpVWmwCxqIc56lFpeQ03ph0BEmYy5rnxDLZZun2fjzutkw7/U0f5U0duuqp1gRxfVSyYfMYK3LFKSo7Cgj1V3LbRr7nzF3pSU/vKTJ9m4L59kb8kEcXrVTvUnxr9G5qzOHOt5CCSzh2G0Vii5My7UrvRzeXDI0tkTGxU3zV69w/52nZQmmk8ZSi7Qe7wBF3zFpPuU5CSeP+2CKXacjLy2SK5fKMOqYA4pc1ICDBUe8l+9r6GhvZsp7tiqOm4Vb9MKqUfPfBt50GglrUpt6WIZian2eg8eNgloDRVdmFu64iCR9acgj30PME28WKpa5HGHDrUCGd+RqH1r/jveIgow2ktrddTosVbaeZu9WDnbem/qY9kb862Lkjbleg6psZXHK9TiEuPB0ALyAY96PfacIDZc1uxlAwGSwx2aJFGY/YEFiI+cBKLFqcuOYW61nyrGxDhrt+KSItqGeu0wtcm6b1ypUzk8RIzHiNGyyWXaLTXLSemex81KJompd+a55d9hjMMLyJlxXaczvYnCw72A/LpCEQpGcGVHquTV2ddeJaCXHjTEFjfl2szt6+yEkQfbK2tXWqPmC+uQ8glve6pzg3UfrbiSGu6EWWYfQi3VtlY5GHiY/CBViefYK+mzvOTf6bPMtj606BSxgt21pdYJnMrhTgBla1GhZapWtcPOahsh5qq5QCZP6pfnPelw6SWro4W0HwCpwK9XTZV9uny+/a7HSXJA1Iag13MkoWjQwVYrh9n2Qsxf+/GJNlgOhpitpGCOAARmiwA7D/ClwAj31Sa9TlE2YZiq1Gxre2TdmS5T0bNxVgNA2VWH62UFvew0ScgnlJR7Hejp+X3sltoyG75HLqZqEYIZFiwLLrTR7yvMqCr08Id1aLRD+si1TjKXV+Ti95TqrefM3mCZm3dYg5wgYdsJntqrxmCfMoE5yIToq6e/qy7eusCi6vUMyWoOnjjEN6sJk0fauHG9bJf0BRhLIN/FJTlLk/8e1d3NU6ukPB0m7QRU3pXr9jc/O8XOGdxFm6gOcWdiOezoyRwGZ26ipECSwBTH5Vz9Lswyxjswus4kuoETRfSR4SY7xMT24ndMKnTNzz02z554bIVLWhuU7c1QdnPSZRfYNw4tsh1qY9CrZ47d8tcFtmBzif3iWyfaIGVLYd3DkVjfg7kVUgxlXdlguCeCeF8Iug5+5gqU/U3tpW7O720rtr5npRqjCoHbDetULyNDhflz31cvPNXkCLS6zDDCKWd+qHutFqqaoN87p88+++P1N9icB9VCZs1O+9Th/WzXCYfbfw7paL0l38lMNjE235a2SJha6d7ZRJDpkoEj485ii0xiGHmxiF2uA8imBhkQnBgnpCZYyHiDyYyMmMzLw+JehyvzzoNWxUseXClI6SFJxG/79rPHe3SzuTJEKcb9ndAlkYLCcza7DJJAlfZSrZJlgmwCPeYOLDf9jqO3cFI/woaVlAo4IEzMy7rrYGZ8vH43kTYFWA7JSzfME/g9lxTB7gaIhs2vUF0T6w5mmySH1wFTtw+zzMHjEvOo30sdv3HcpW0Jc5N6QYL21PUbwI3pEeURdbDQgGSBq0xFj/zsLGBerDl6ze+ft8bVyo5r7nXsJeOXG862TvRwZvP3WmTY9NQtUswAh5fXKtOHOJyfnTWnLyAZWuq8GVcSBRr3KKdAoi6WW/Kru++/z+66916fZZ/ILI8caXfefquysgLLmuutPVaT+amdyDOc1Cx7QUgC7PTPZKIJcqjLDrsz5kVIZ0kWMI6pURCgGwWLzOVV55a2jgpWHrf2tswyc4YVQm9rNvwwZYoV4wZf2iu9Dg+WMEETvE7LLoz23M0XqbxDCX5yTTCd3EP8AV70VkH639rl23UykSEz0rxpnYJd/dTrGTky4JPjbQZGUfIa6Lxrh721cb29KxYoF2ZZr0dSgX9XHKl5Rw9j78vcck3RWq5G18U1Ue/Jb5DtZW0Blru6+VLrvbnTd8Km034pTyZRzz2x2B6VO2qOjG1QLbXeV5TuAEC81RQqJn13mH+RpIlaZNrGIv2lbIDfpSQoA/lvsgf5SAPGlNThE2HTz/78kdZl3CA7XGumVBs+ChD2kqgPDRYXxoZ1RBlESGHRdocbNntF29dhTgE1JISYM4Dl9Pt5XJ7Q0/g42HIQFXMJkxUSddryW1hWvsMljlp7mPAFwOa7Y06yNshTRsJOfwRE6nXm7fO6azLu8Tqf32Lw5VLyZByoZdb5wT25S3byqFLwizSYBF6Tzr8AaS4k8jkQbtghkQcAMxcwnyxUELROrrC/vGOuFWzepTOIvsKAJgIa7jl5Gvp/gmauDfl8PKcAufvwR+DZS12Qpf0FqfLkqSPcqIf3HACWk2QGj+bA18P1Gh8KXMmZLDyOgJuoiILF8DmclJiwv0XpVlKi4VS4fsfXeih9Wvssx+uA5e4CijPueM1myqejk4AvzDLmZcQ3roTwW46EU7DmJLYUYKqR/RXXny8AojZBkpiztgmi264TEpEkdQH8bd2weZ0xDQf1TPvM575im7f+8z7LgzqO1/wbJRWg2lcq8uq4u9zmHznWMv5xrX33jfl2ltzMd2k9ddJczKpusBe7F9kfBvS3199ZYu/vkTJITFOTYhDOgxrdCy1sNmnfrl2/zR55cKnMoEo1DwUGaQEnRUG2QCDrrb1ApOylJeWts05dVQp46TTrLXUgPjd+TpO8xiMEzwt8NwC3euY1Uj+ul1z/hIZKe0akyW+G9bZnF75reVJf7cJtWPOWRD9nW4X+PlgK6D0Kxl8d0sf+LtD41/JttkNyZ4y4kI2SeNwopmqwQH89SXWBwF2ahzJrtqUqz7i0VgtKcuRBB3W3/9q0xTIA30raFia/X6jfZ331FhO9ckWJvfnKWzbzJbleN+MyJCZd8ebYSaMEACdYriKEAsmdK0TW9ITA0HNYlZdj6x9dYPNVG7yoZ6FNUqnj4IXv2zZiy8mj7doMdapRnLNcZX7n9Btqo4YPtzmvztGeX6yYITNK4QAViYFTyHwjhvNYUPdR2pRjt814zba9uCoUnBqPTz8yzvoLBPbb2NP2lmcoPhKzJ4UNe+D9S4vt/oH97NO6h/dEeN1Q1NdOHjPM5j0/2yqby7TPqc926tLsYAZwJrDDOa3nUaryRY9t9HneqgslmK4PFemCpZvs/j/NsQKB5GqIM62HWr0PUH/RF6fZ0BHdFHsLkyj+Is4jbquSQiFtueT9dBO584Qpxwu85tmL/3hBMZDWJBhFvwezHbL92H+8hA2ZvIM/xT4QCH7dgMYUXOonewPgUMxGFydZFGPrOdJXmf6+9Ur2wGiXax4yf4rlVl6gpG55+1orGb5dZFueDdnYP2qHuyUtonRfqXEclQ7cZ9p3OBje6N8s8UB48eg5lQpHcP0OiiENJIvX1hD3AfhMZN7F8j6ibMmNsVDg4ekid+w92heJEUJmHfJyd7XmuhPwGqRTYIiQUyupkpAUYD7inpBDB4nkNdDuoh3lcgH6I4aFoYa5dvCv/YA9kOSD1x7TSgp5t86+7F01Nn360Xb7guX2rdHD7fhtu+xa1dyvp4xW8V70h8YjIboxgG1gyH1+eW15tC9lfRPHcxb6c+I5wnTT112vE0c0aV79f9bOA77vulr/J0mz0zSzaboX3bS0pYVSRil7yHAAiopc+MtVXICC4la8iuIVBeXKlKHsIUtm2YUCpaV0QfeiI03SkaRpRvN/3ud8v0kKMq7evu419Nfkl993fT7nOc9znudHP79NZnL/JrM8oupohcWXa9dUhpqY4CwBQYXeacEUUFQXTNuWjLcwxcLBmaw7gCPdYILJtUjrgeqtK3/61jlilgWWtYkxo8y8RVNRLzvlM/tZ1vABdsKAfHuXeB9dIMAAxQsbn7yXhUTERutEEMgOw0aR4YWLzzxr49HfC/V7d+mHWjUvmaVim64qBT2MB4VXo5ZgQHSOXNWMi9kiNpO4G2d+kw2NGQU6ebqZ0MwPKMmw27PL7E+3PW+TX1yqG6XZZ2cwCGITzwHw6xgB+J77p7/TIMjT1zotvhma7d6tm+/0L0y1mYp2Qm5SI5bGzZR0cTtNsJw11MMnG8mbr3nG3pBbNmZI9ZKBnPPt4+3YvpoJgV334oEZOCJUknxbpKwwtAKjgB5mhZEpOljVVwBCFOz6nbqhu5hlwC0B52Jh9bsfWCwpyrUv+MIf3bs221JQbCcf2M9OPGmy5pF32RUXP2DNR4+1nx8/3iokWZdq3IEkRRPGYhhI0UUFVKVuzm5M5QtkyH8fuO1Fm69zfvyoSlu+bIutl7HadnX5nGXW+emhz+0SLy+wKRLChTZDxet2Hf+hW96x6qZV9uwp59lxw3rpwcm3sYcoIkCdZCKmdujhKfRFLmYStjKDooeReW3OAaAp5LyJ618is+f88/C49b3yJ+v0FcMoilo/Z7Dy/BxGBMhVnJ2noNcirvvIc/k8Q5p8zGBLmMVtUQe+UvfHxbll9nzfKpuzYonV6Bv0UROwTC0UcmsH5sxZJwoCimzulWh20OWmW6qFErCsgoP5kZA2EW8RbGtkSccIARnSPpOsey3tLiJhDhdsJFjq6mph36EFk0xwN6UjMopmhwANM+8YxcEwE63C32GQMaHLItYtmcfmvoNJzNDfeWbdvEzdggyoUiFoGjvkAlLMAXR4DnGThEFt1bFWVOTbKy+uUtboMw66GjRsffyJk+zML061terEh9V/SMBTI7eUQW6gEPWGAsxxshhLxuXXT4svMvku+U88C3QUCwt62s2SYN/8149mlkePGmk3/M9V+tldztayKHdmsiZYI6Kj9s5Tpl6O1wFOTvsF0EEWCljWfZOvZzx1sKWA5jhhnPN1/gEXvL0zy7r/YJV43iKSK5oxOF67wVu3CCJnllUQo3agMOoeicP55/XUDZsiGyaMJ40N1AG/3pzmXLGafLeWqPAbNV7oXR0ifjFSAm7e9E8CnvwD6Xd2iHl+ceESa9KOnq1jKNB78C0SmNoWKVhwmqZIceVBcgyYY+Wr6MA4p5EGqD87kpFrHdklAJqpmToYtgBvMdahHqtv6qzzRaoO7rtDzb67XtPzIWbZwXJokIBqgGVYuWzMungPfy1yfh386rzz+/hA/Axspa/ruGHrZwLXBxhrIcoIsMx4if6hWc/HySfsa8ccua+ehxSMBbPI9aFhgULKJY4JO04RSgY5DuDcG2mEF+fQc5ZxVdZ6yS8OZjkaT9zjAdI8UMr/LZhi5v4ExjwiKuAV95tLTAEu3Qy+WJNgOmkcd0VKhb+Ay3n1GVgjwtE7ZZYT87L3suY+45wYfCVrdhfLGutvyqSGwVfEK3W9HkCQY4BhKlV0zLLaHfb5O+bb/rOVhsAellyHwJ6hKoumBfFtzCzv7YYNoOQKZ2EYqtu1ReqqH19xmli23rqfxLQD1DuvA/FKOk79PU/3Uvp66ugdMSwhGfd71SXMIcPm9U73bD+KcCXvWgPiAXm/G3YcM8eDWqZdc6l/+OWjahLXaqQhqGfUDnQAQoYdG4U/Xqo9dLfoPsblutXO+MJ0O/rkie6PwnVlr0id2NNjgFlhNrm7wVe4YYfnA9fndMDy2o+WYQ8on2IVRcMRx+vn1NBHISQlwMIffs4em1BhPQXikXdnqCHbrvW9QRvjJ2ccYsdtWms/nLPYdkp+vJtoItVqzzy1xLZsrLF36lQrLVzh+yhRjHtoUuEToPd301etHG2qGTflFdl+unannXGo7btflW3UvgATjIuuR0ayHyeGm6wLuz0SEkNP1SKq5wDNxYAhMXnb5H0xRukiecxOsm8wXqFz+PSwapsmSfS1w/sr9WS3XdRQY+9q/3DD1mRGswlmj9+reyAXsKTatJ+K9ufX77K7vnGD1czc3/50/jTLpLmrZ3uLmGWieOo12taqvODH73/L9shJ/1mp+JCX98otsq0C9XtmTLSrplZYe16hSWBg7WJgi8Qorhdo6tALV7252ZarBu39zGLbrtps86Wn2UtTetta3Iy13zUKXLRRf2g/KJV8feDY/WzU+FH22KPPycSuxiOjCtgPE/C4XSAesMLsMUxmqNNUE4qBf/jJN+yl+8j8hkTKtAsunmlZR6vBUik58bxy3ZND7LoV8h6Som/2sQfa0E9PsitfXmwlOg+bdgrMyqBzi0iLUhlUUU/B9MfsLzOygFNmh4PBHTZyjJvTzlcOconWeWaL+RzEY67Tmn/VLx6z4u11jjUwvaM2Je3g3G8cbyNGVUhW36xRNGVaZxSpZm6xdeu3en4ztZJSyryJovF423eC6m95Ajz9+MveHABscf/js1JV3VP3Wb4euSYpW3ZaL3KddT/AcLs7NHjB3ZRj1prPzeckCQiCIxhfDK3CqAoiypl7Rt10nOV6P+oWmlP17+q6Mv43frM1FOyywoUVNqS1wupU/BWLod0mHwP+3f2EMCiVjNm/OqjkOqEiTcGygGPlMFdWYQK7R+MJSxcvd7k9BAvMK+AxDM2iBnQjrmTsgL9HrjFjB4D9YKSRN6fRUS5Ld6YW7BAq0tTolgi2VK7tbthOwAWID0OtdNY6FH/sRdTJKbOMkTJ7nTP0aa611sRhGukdO1CG0RjabVdFUNXXnnr+RcuuVLMBjOjnFeIvFKGoJsNHIv3cMQvvilIIPSKBuY6MY3puOaNi8Xmonf7P3LCHJsxyRqaMqDyrEgMKLWT6ihQnTxvWbn3Nobjx7o8KZjLwmPticVflU6lB4DO2zbHLSw63bNlQ79Jcr5Yzay0qtI4bvmy/V8ewSgOvTTjA+w3qIyvWoYKiFtZAJl1n7ahx8waALAdOIVLExqJdYpfYrPWi+wbJ0KudAl8Xjc0BsJytDRqGhP8HUDYAfhIH4VzJr5HRUkxzMZ1lQ+apk8vD1lMy6zXq1Fx13dPW8MJKK5CsBiaCWAeYhxyx5MwXaRtzbTyL+y7iHXTMB0mGnT9xgA1VMXXQoft4x8Zzf/XZA5CIZaEYgGnTV9wpK3UzPHjvG/a3Pz5vQ4eVWVF/LUwXnmST1EGcpo0lg81Uf1zqijzXi8oowtyRGSOtdGbZvyYxSWziLjHnBgtpCeCHzLXeulFxoLzyD/+wdfM3akElCgjQqpxndSOR1087aJScEkvtnYcWWqG6tDO+fpLNmDnMchULwPUAHEemmc4Z8976yrEC7DEr8kxNdRNvvv4le/Whuf4ZdzHkSBSOmHA0nTQ9KALpdNNZ5iud+3YVO1xrZO5NAhYn9Wyy8XJ97PHTS2xfGXvUI4fW5lGvhwwGCpBc6DFH4QqYziojx6bDmc5s8JVNBilyMMvhkk1HDnkvm2h02ni/sPAHZO9MZrJw8GVWmfvHjb4Ag9rsMfLyqBcdc5aehRY9E2qs2QXqeO54Z6PdMKlKWYmcF4rz4AcptJhnp7AGeFM4APzbBGxiI4sHHFfacIJOZPU6drrFmIbQNeyaVY6sO1hy2HIHkmnucjLPkQbFs7A2qohEgkO8Fu/DuaP7T7OFaCM3isMVW18BGJTRIQ+P/GeKSYBfh+79NCrLAYBrJ+PYaKgg/fRGjlAf86W9tMntVCd867qt9vvfPKlmWJPPJLVovTjvouOUUTjMNm3aFXI5ClQ6m+QEJq6G3qmkyQFznCgDfGYpMXrgmFA9pFELns+npgmft1CNoBtvufljMctdMmwMvljsyUNNUSLXO5lL1GL8fjfscOF2BUinDBtpJjJsst9Tc6QAJlxr2HrOd2d0FGBZz3CWHpJ/ZvCFw3U6gxwAh/EOAGVXHFP6OuZYHzmzrM/ButlLOvuf9ulnt46dHJV/+kdeDZqdsQ6ZlRD9k8E9QFOLXbxSRhzz59srWzdoRt/sz2VVNlqmjVf0Un6oIu+GS6XTojETGDRnBLVGl8kgclzlAGtTszAju8AGN+ywVdCksPFSk8xfs9wVSHt0gpjlpBvMzDLFKA7Yj8kN+46bntc9qZVD8rwsFU3/Oxl2OrPs8MbBcpcMm7UoXg+wzCxzmC+BeHoou+51xdYc9+kD7IcTqm2P7tHu0ubU4Ou98uyIjvqAmWWfTeaBChAWbO173LAdPQbQROqP+qILFMc98P6Z5STCyw2+/rkbNg0a1gw6NZDF3JMf6oatz0Ux2eouzDQ2YwbZc9BdwhzPSRdYDvl8CqJTsLyD4qe60H525+u28dqnLb9KlTYmltpf85lV5By48zVgCt+TDzL4CrDMXgzCbFej76Ifn2xD9umv+kFpD90Bv7th/+8NvmCQPdorbeom18gZZF3/LG+wxNr3QQZf3g7WvfSPJ+cpKeN5sYeKP9I55KcwbYKxxuTLtSiAZV0IGvWsvrkC0Vh0FPQpsV/+7CTtPwV6HlRPEOEGsOf7aWb6bDLs+N7MMvsy8nPyU7kO5Cx3GXx9sAx7QOkUKykYqZ9p9v0ZeVSGzt/CyUPMvjTT7svbbS/lFNnRyh7fpH1zsD7nYePGmj29wL4raXWzaom5Dy/05IzXFP2WpdnTzA4ZMRHnJT8cN9Pz64uRF+SDAHdTlvWZXG2VihM6XTO8Wao1WWaCGQ8ZKoouZ0aZ3cVNV1+fl3JolEBjrnKAMXZt1TXrrT30Nclx9wi8DFm/TTJwrUNiAlv69LTP9NUxaF7ufim/doqtb9YzOEL1nUhcNccjx7VM63idwArgoREXaOL9tBZlaCb4ll89bvPnvG050/e1aZoxrlKI+T6n7qekkV3WWzXTPjIpeurZBfY/v5klQkLrlly8c7VObdeevvRT+9ufpw60/eSiXVMrN2/dQzfr8w/XPrfyxhftJfn+7ILBU971Lhl2Ld+3v/1xwgCbOKBQZEAYZmFEVkytoP2ROqdIsvCBg/vbojeXqNZo9JrMGV4Hf0lucDrLSr2knwMstam2f/LVt+3uK2cJ5MUM8afPmmpHzzjAGqtqbGuf9ba+dZD94JPPy9G8wC79z6NsoNbrdfo5N8RlzAl5sGrK8IIBzDBrLXCsdZ8GPfUvOduTpkyWFLqv6tFGm/XYEwKX+vdE0YciZYOc1i/77v1icKVGJRJOz7QqErH622zS52bY187c32rW11vfgZWKfZrhz8a7MsOt3bzGVry9zmXVDe4KHbJvoph2yl2c2eVgUqmRmuSRNMaGDR9nK955y956c7H1VlOHz+kqzCRfG2a5TM28eimI0hzuYJ5DaYZCEQLCUzc4nz7rTIQTTUD5ALnruhzBK6r12LTZuiVKtBncYov6r7T+rSVWsFTNJqUJbWeNYlY6iVJK3azDUCuZDUZVqOtZpPp32iEzpTaU67n+NMkA6/GHn/DjDYNbMe6KuoLc8ToYg1OPLgt1aWpQ5u7vqJBoOtGoTZpDwaiH/Bz5N3sYTQDu/xpFPOHF5A32hDnOV92MPzP7cswskyYU0XXUqG6wimxbIBtDNAzVYPBRo3qTQEx3m8ZPnxFx9yfVEXbiZDnpS0miCLHDlm2yHMXs1dU0WyU50GquIqcHt0Ew8TmYdec57YzU8lo3iJ6I+orjxNgsdcNmrAZ104+Us/xvM8sj+xwp/6RKrd2wquruEAyvBcsZZH118Cwg4ywr0hkPjo+/U/y36MHvqyt7Zs0rdt+UT1v5mEqr7VNp4+tqLXNIf8s+bJQN8GEKiwAAIABJREFUUndyk3T967RQfprs3GR+You6XKdNnqo8v2326Op3VElqowAsUxyKtb2nd5Xtt6vRhunJvLxPtX1ZHahiMRStdO5xJ1bBMFsdyeEC4+Wa88kiVFs3ocfu6D0AJsyHYghFxwaJ6U4MvrQYt+nm3K1M6NOfXWejr39Yx6vOk88mE2+FkQxMRZvPgrCYFsskrG/vfKvab4Q6qpKz4Bw+XseqoQ1khxiYBEsYszGAMwCJZxEz14sxhRarOn3fd2551b506kSr6l9q9y/caH32G2Sf31pvu8UQ5CQxRMw/UUxTFDEL5tmf2kHdkVkFAkZfgBvYUR64iBTqkmEj296t7uXugb3slrmbbMsfHtH11LGpa4dkkY2qVc2RHP19m7p3WXoAC1S4dmjBatKCNezSE+xSHW+bFoYWffYcujvugBcPOgVDkzacEnVNa5Qh99DD8+zF51fJ4IvWQigCvNZw8xQKA31VgUZucgsSQRULNDcK9qm2grod+vcsO+qL023cyoVWKvZq7Ve+YZkq2pnrxNWQmRjkHRQyDo4cLIcBQrhYR6eN81+Mm586xx6+zkyIHlaiIGBnefiQn9TiDE3nEMm6y/P592jUAHLaBGgVge3AgygcWHsAKPO7Xse6KxnPgMyRtDn/ZslWy3t9hZ3/xQPdbZp5Ztf2URHzrUiUdR6RdAOwmVlGSsuD7t3KRFJSoAUw7aJxnmPOQ+cZxti7dOH0yLEy15HGZLk0RqDEs/ykCBAhHxFium4wx0XMqwBIsfHHGRFJmxg8TNeQ96OK8HlsZ3hi5s5l2Co4OQruxWjchMkTcmw2vD0wy7rYnD+aCRxjgQrDGhUpi5UR/vKdc61eGZvM9jO7LD85yyovtK9feJwNluv8Vh1DyI/iOtIRpEjy65o4eQejHGwPm7vPdvF7EkUAzxXnhnvTGQEZRBTkl4hZvtlu+RjM8hg5cv5fGnxxzljckau/DyzrOP+3btj/FCy/z+ArANSHgeVglmXYpaJjluTM+wignlpVbRlD5QnhfCz3aoZdOu9lO1ema++yUekZZV31ODT984QRYqH7DbLfvvqC7dvSZEdPmxnuucUCP5tqbNaiuXILVYGp+4UZ5xIxzydXD7a39xkXUgxuMP4IZHW8vjRu1DUr7c0KZMICwWRBqmChEcD1L9C9ddPs1fbgn5+1Ko0I7ZaM8P0GX105y10GXzGrFDPL3cEygFz7VufMcgqWk+gofX+W/j1LahEHDP7fYpB07j5x+oH2pS9NtV2qsAE3ACVUIMwkU9B7gwCQpNdpMAZYJgM3lDQBiiNmhrWrCywHsxyxN12xS11gmQJIa+h7ZpOJ9cjV8901s5yCZSlBfGY5jZSKe4PCEKDFeeUzIQvnOacRiLFm94iozgzplFlO5+6TdQFmKEBaMN17g+U4hi52XGMtyCjF+N2yYKM985O7db5gepBf6n5UTZEyyzQYuV4REZXmL6Pa4HdwnROwLKDEEqtwMbvw+yfYRElwd6ob71nR6cx/J1hmbCxlimP93tsNO1QQ8TpmZCEd3Mv1Wv+WArfuRl4fBJb9HtAatkXX5/dXPmHNc1dYlqJyAOABillHExm2q3QAyxwbObFkpYuE0Lz8jy451tas2i7DsTzr37+X9h9ogbiXYMG7wHLXdfhXc5YHlu0vh2n5mGisjRTs1Ik8QzLpNyeMtt+ee6BdVNHXrty+2Q7UR90lJu/Kl9bbsh/cZnlHSMK9YZOtXVnvPg15ov2y5ELc6pnSIjlcKSCwzHVVzdEh8NzUuNNmHjvZTvvcJGeyMfBENQVjVSMjLYp66i9njmgKJIxWqdb/IyZMtqtXL7OhAlMZqOpodrthUrttERguE0OAGqdFIOfUmdOtY9NWe3PN2za/rsP6CQQA8nroc+JtgtIsGDY1hQRmK2W0tGaHokfFcK3W5/j+g/JKeHGl3l/NcjXtm7WJ9eih49Me3KLaq3Gfcpt22Djb+cBLtk6yaveX0efJUPTl1mFD7RO/OtU+VatsXkgcnnE5xp64fJdl3viUDZPXToFAUG1eL5t68ng7ToavvWRE1a7xNXFNifET8WFSTSSKOXdnVpOAhk6D8pRjX0RFiGt/jCul0T0os/LwYqEBr+/DO+TRZ9+yWZLFl2rUDhO6AUeNtK+cfoDiXhWtJCfwrUfW2X2/Xahzs6/99NhBGmVsk+xdYEUN+jBuytb1EajRDHFEAxFtJNUaMmBk1rpe1f0HKUt5shQNG2zx/IUCT/IUoi7W56zSvr9eTP0zj8y1lxTJhUFUixSj3PekEZCYc+DBo5WWI8WjZMjjRlTYnrK+qmfb7JAZE2zrps32zrI1qr03yrgq6jzUNIA3wDzHWcvMupjsBilNBw+u1KxxtYDYBlu9qlafk5hNEl5CUch1d9drQGRimAUzXkit5GkczIDH+YOp9ZFElzPjrk18J4y0wKHIgWNOOFGNmEa794FH1dTJs81Kz8maVmd1PeVCvmiQ7V6dY7KI8s/JKJ28hF32jJzajcuQUSdKVBjnHtk9dRy5Mfqo52PtujqPkyMpBQaW5gP3A4w+s8rUQTRW3SU8eV4ilznk19TP4SLexRA7eMakkLFE7VthGhuGeam7dJrz7DJtl/nTnEieG0AqZKRqV5o2eMeghgI3cb5cBq7PVaH7//pbXrFnHptvvbbtsrlXfMEu23+YnVS/xVaKYK1Afo1SgSaHN5Sj6dMZBZscR7hsB+h3xtvNaSOH2pUOnTPU4YLP2N8vrvirzX/tfl93syWL3bBhg+7fyqhFWFG1YfHHWZ5WVfn5QonzxQpMnDix85uGVhyngqhCZs4Cyw6iMCaJricxDRR8uPsCHHczF8brsIJieYcMqLCjvnyYcpZX2wGP3W6bfvBTq9aQPyd2p26cnnKgLtOmtk7zIU9onvOm4p72x/rN1l8LGQvb6wKoD5UV22Ur11sDC5U2CxEZLuXJ0QbythwAKzTcUCbEm4v5A58LBZPLpVR86+Y5csgou0J5gPuLrWoRQEQmBDvjYDlxM4YVjZwwsQoABTqWYpT7CEhed/PL9tzfXlCR1tPDz2GS8wQYdzYIyKnjlavu3RfPO8iGKraEnME2zSqQt7ZIx9hfmwGMJCCMjl7KcMFkIqHtmuuNQXMAb45O6CXLttlsDbj/aMZwy1OX5aj+BVbLuRZDRxIPjDKAhHlAn83TPog8FmAGo4uBB+8NWO4lSVS9uludbsjuhg1gEDDWxv+7V1baI7e/Yfs11ovxz9X7auPSgpSj60KExR5908DB1da0tdadJQGIsAZZ4/vaBM2NDJz9lmUM6ms9amtt4esC9vqs2LqfdNr+chsss4fmrLRZd7xm21fJiEtafT6ru+n6ts99xOfGHIhXBRQOnWANM0bZt9ukNlCnKVcFBKZAmMD1GTfAdt98v+W9vdRqv3OhFTbu8OioIhXr25FZuxtndAzD4j4s6gGQzOuWELOUMM479DBHvlwYebkcxJ2imeWgI5owyi7vCot8FhdXEOD+S7wT5wIZP19RLAA8VcTr4+o+kexJczx5evC26X68VhLRY46aYCMEnHepoEEgGsZeyXXDkVILGCp0mkE+z46LeMIs08gBcyDDdtUD3Tic/TAjIdYsYZAB9EjPYFdrajAESkzJODYWmAREA66bdN5TyY6bQ+hc8WxELjbPSERUBfAMth4JKYWyS80By7rvuJZ06GItiKIShplmkDPL+oJcjqJmt+7ja5fU2Bv3zbWe6zZKrqfnSJ+d4itPRXGNjDKqzz3YfiK5f4EUGj6LTMMH5tjlQzDHsQk4eNb7uoukM8qJi7lHJITc2mfYdOzh0orUXc+91rC8gl4eG3X9TX/xte6j3bD/pAUeZrm7G3YKct6bs5yyaZFDSOcUmWtq/IOcGgaZURMW8tSp1pllrUPMdhO/EnOj0RALN2zAdfr9aXSU1m5JBZnT656BG27YIX2L10NqG2AZn4ZE/quLlRpGedwDcm79vkMmHhTOhNzsXGEoKD6gQPJL819VnFvkfjMO4ioS/XOe1p09Wpiu6lFi5zTUm2oR+3FFHztNTMDPFamyfPR+Qi81Nm/+HFuq+bHP7rOvdWyrtYzByinlJOSI6XrpTVE56pQ/+KxNv+J+2yADnz7nHWYX7N9XRbVOwNY6RXRUeP4yzcdCrZm33DPPHrzrVSsRcG5mVEiMUBb7mo7NIT4ARMU2smqfScY0EACif2zTGkfRn+mu19wJiRu29jLW2O5u2ICxFl7vBNddkWgdOq9re1fapedMtSMOHOq58LkCY7u1HjXrWShlxEcNwGBrI9Lug5nl8FP4+MxyFAT/F8wyt8r7c5Y/xOBLJ+1fzln21kHKjofRUE/5iNykGd5H7p0nQ80izamqadqNWcbLwtlrqZ8yNdPqbtjJQLG/3k2GzVx3k6712ecdagfKrHKXivpg+KO8YRwCUM+m9L91w6YwjhsmYZAdLIeC5+OA5TQ6qro63679/eOaXV0cbtjkLCdgudMN25li1oNglnndFUnaHyr69rK1a7bbCafub186b7r2KYEsGpjUQEREMZqD3Lpb06JNexTMMnnEENcwy10y7A9hlsumWkm+jF3lXwNZ4Odb5zdXzw4zsTmTBih1RGyx9pZ9RTTU6neseX2NajXJZ7XPZsF8ZxEFBeGi/VO1RavXjBh5qVlBc4Cvyv9Foj7jcAHJMw727OqaTZKvMtuoc1wiebCbqbHncRwow7SelgnceeSMiuW3RbQMVlMUV11yi6m/JFywp9sL7McyWX146XL3lLklp8Su61tus+YvsVbJh+vFWJUJfPjoEu/ve6lyevV7B2rvvTWnl11ZVmIPrltnb0v+etMDiy3jjlk6Frk0q3byhJckBpV6cY/8G9rZkzVrW9quJprSWXapW10lpryoX5EdMrTKjjxqlK0V6GYPBmz0EfO2almd/VJqP9uwU/GsAr9ap/ocOtwu1gicgzLtYxW98tyYCTNAjyeDOXajLMARLs25MnKKqCzqoFCTxXnzGVwnD4KZo6nnM5wiTB54cr49fuOrAoE0nfVM9txjP7ziK3b40dNt8bxFAqWb7Kneb9rKBbvs07kHWE6x6lzVJhVSBjlzjKu4SAifEaUBi/LLZbC4R2MemmnTDz5czaFiu+HFl2zfpq2C4Dm6HmYrdd1r1222+/78vG2Qu3eeCh5GKjB4y+H8ohySyzSfa+Ik7S0XnWx/lzHsjfM22oh/vGIHHjjOrrjhUquU4uiFpx/2WWKPqoKZTcBdZyQsM7YYwum+gKEnX3lHohxw2XHKEAOWdR+5W7fLsZlpFl4SA8xxcb+FYVUCOt37Jhh+H/fTv9drr+ynf//LuMl2Sp0MbJcsswIH2XJLl4x2fU6tbRq/QVFrVda7vkLjhIBv1RW4NjPz7iN1ECWMkFGLaU/B3V3NgE7DLDc0ZbwmlBfhph2kEXs7INbBtoPlmIGO8YIgkeK8xBiqKzcSMJ1+HxgjXLhlrOqu8riDx7gbz6v76dAk5fd58yBk0KnhKmsvNWcwz0H0ePOEBqbWpCsVGfuOUi2qNbu/Tfv4pd+ZKeVBqcZrpeDg8ybyfZjl9HhiljqaEcwwgy3T+53jpW6CkIBJRykR+daxXnC/UxfiZHLZr2+1uXP+TbDsM8t5ZVogNT+ijYiFGtMqwDLMUaZAKkVdrha+ZsA087tkv6mFMELRQ5f98FireXmpFd12k2347qVWoYXkZXX/Lxo8QAvWO1aEnl8nrI8krXzwDvT6bnAiGbEATi8B3hr9Xh2v33gU8Sz2+GgRG4WUt0mbInOR7RhJEa2kT9umwo3isIeoRzYO1ZMxKwlY1s0gRZDfVFIq+98pUuVUbveo0BucpwVrRY098+IiW/n6etu6bacWcXLdovO5W4tsngDijAOq7eB9B2u2Q50rzd26yzKdJX32Fr4mFuwudU0k0G62pEWI35crCTJmG4AKZAvlurh5og5nNGvV+NHtNvN7J9vXdSNmqyEAcIFthEnF6IziyKOFdIwUw4AuuiR8dZCjBxmw5UBTRbPn8eKaygODM542tGxJYH+vGdHH//yK7b9giTUqMwv5WsosE9fQrutdNHM/y1a3btOcd7VxAcZVEGjWauGQgTZs2Wp63Sog1Z1Q94/uMEZw5Xowiob1tbffWms9yZ7D3IJ5Xkx0YAFgIfW1WTMJReMH2mHThljFxEE2Qq/naxPI4nspcnV+kAwCwLMUPVH0yONWuGypvfuNb8kwbLs3bljUALupUYXLSXz2IjpgAMtgJnlYYpPweV4yn5MZZuZ13eCLUHV1ziJPj/sloihg5Tl3gGKYUs8W1j2bztGzuNBs4XX0pfn6/Av6lNuidfW28tYX7BMHDLL9DpAcH/cuiixAim5fpDIsfNzX/CzmYQBwl2PrlPKebh7WzXU8iLokLgDAyHyUPmtIyHVsvjDGOXCzA4Amxy7TlRJJgsKMIhZ8byxwDhJTNCK/3H2er/oc7syohZuMSsykgv1y5bzfZwA/hPP4CKCcbdFzl435VzLPDDj1GXJFoVX3zLeHxRz97crHLReGl3EHFVmmyIc9+iy7mFmfMNQuOWmUFuJyN7Lgs/E8Idvxzc5nrcK9kw6l5/vpfeq3yt2xkkWQkQAWx4g6YHPwhgEgVMCKmT4K7CJt1Mwr33r7rR8JlseNGWG33vQnvVd3sBxMDX8ol1nDmGECz/kClPwBLIcbdtdrDn5dVh1g2c1zeR+XYYfcmnu6+6yxM9HkLLuJT/yCkFtLveDS8G4gIJVhC9jTXe1k9/R6q76XedmYY4wiPKSbzPGoQND3l2pWaF/Y5IEqjLvJzZ313fKuzGnesB0qRlyKqEaSm7slrr2oCzJkENcioN1Dx9ZTjaFmvdZLDdnh1UMsY7SY5x11+vAq1MVe+x8GkHXDdzw/z6Z8/qea21NBpMHqDjXvOsQmNx8w1DboWZAvurUvXW9TDxttdTJMYUasWeqmNTXbVcxKNSFZeDMNPzX6XIadMGzRENbn0euwpXu5YWtTxvEawMwfzmzqhg2DTFxU95ijNFIqwHWw4DF2IaCv5wYPj8+dfYhNPHWq5h1bba064kOkatqu52efXbushBETbxBqD9P3d3fD9vfx2WQ2dIF4fZh2Pq9+B2Md7oaNu3kcmX+u1N2aAohxh+73BpI5mm64XqfztZhiUSgwEuG578m1d6ZYzxq/34sXFD9JfwQWgr+H63XXvQfg8pllFedptnTEK2F2RTEWMl+XIyevN7EWdXf0drAMQxbFZS5jH2p+333bbHvuwTethyTG+J7Q/PCJ872YZd43sojfxyy7DFtnTk2jDh3nN79/qg0eVKGGc7cZdJqa/vzEZ+0ywUrirJL5uvdFRzlAy/ExowQr+68CGLCudrlexzMdJkp7v84esVsN+dfmLLW7b57tefVx96E4SA2+whAwOYkukeUVZpZ9C6HZo8/QIMXQ2ecfZYcfNcLlrqgBvIGJHF41gWewJ4tMzDJLwUUTUusiB/Clc79s6zvdsC+3iy++WOvKbq3Nu2zI4CEq1Lf5fT6wbLL29X18ZhlFhjvIa29HhQbr3UMO5K3MMktmukOgKw8vADXbsnOYbWd8gbE13OT1/TDIqhXaaMwL/LSRm0tSiu6bidMGWtWUsXbClGqBBoyUwiuE9Zy9spLGsdbbbIFa6i3WUcAzoBazO6IBW1GGad/XaLODtXRWEjBQRVQPclTtbS265/vo72slGya6rFazqhTVvC8GjJ6KonoNs8z+8ra5UfLQW+dvsINvetLWKSGkY85aB5UtRFtxHnTt8HshD9rPC/JhiCSBZV1x2y5Z7BHHjrQjlHTSXzLqetWNpLXsdJkq+1akN+CJ8qjIq1slh56wbIWuRQ8rGVBk3738LBsmF+clb68VcRRO+IAScoFRBTVxL6MyI5LH3b1jz68V0QF4iPshYiVpQsAsuzETYNn9MLJsge7Jm65/Xesra4xG2erq7bQvHGs//OWXbOOKZfbiuvX25fvftk+dsNZOGnSQHddP8Uvbt9oyJcw0ypeCusvBkK5HneopagvICqK6cLuuZK/qyLdnVQvUi9U7QPv4vMUbJaneYpv0eTYLLLcmHiSMpIUnECOgAs2oHTUi2KJmWdZ2se5nHGavKZf9E4/Os6nKo+5ZXWVjxg7U/oH3Q024QqcRTYBJgfie+hyMsnUZeKWKQxjUmJmGwWQdZD/2CCZAN+DRmfOoE12tiVkmYFxNFvYjznM5DDryc+pWZoL183W6LwfLHfvQsWPtvLXr7VglvmRKmUndgFKucYvW40G7bPWotZZdl2ulb/W1MhFF26hr5ZFU1KvKRo4ZYgveeEf3eq0TJrhoOzh0EAmu6Io2TZUWwSwzRhCRWikpGPnTqXt0gHwfU9P70ahntp37JXWP9uaU/s79yf2DIrMUZrjTeCw1nY0IMl6PmWhqUUaIovdOPYh7Nj/vn9tduZWEI4XAGfcvsLEvvW25GvEqmriPnfWDT4g43a7scV03PJ7ELoABUU16E8AZaa4j462MYUaKTRi/psZj1H1R20TUVnzluDgOVFN47+CGPffVf9Pgi5nlwtwKPTTq/jGL7LLrMD8BLNMlbJHsGrCk0kkzzFoYFONU2Nhgr++nguua/2fXPf6cTfjLNbbqkh8qh02MmG6AMnfpxQlOi4gksdkMo+tBw5GPofZSzAd0YmIuBBY4pNOACrdN10MGxdooBFmkYl6/2rZpgdL96UUE7CubMFmK2UlBCAsSTtthjJOHSQuqJTTBdHK0+E27d5mVScLx209Ntntvf8kWPb/CLel37852+ebOrbtt5JEj7exzD1fxL1mKDBzcRAtJbGIAFbljyBSiI8WsAJ0N4nh2AEyQO3Dx9dkxIMHUKlsf5GENpv5BN32TXLFHvrPGpmqDn6SNZ8jOnYo9ENAoKbFhQkpjNbDXrhsHZs9l2BiUqCCiq4h0GVaVv+9O4nkw+0FGG3O5YfjkM5G6sRr36W1n/vEVG3L/s5YpyXqW5PbtbbnaKHS9taG1SVLU55SD7DB1P+96cpm13P2s4o0KlNSlIkXHnCFgQoZwszaIph6y99eG0KIbf/jkATZ5TD/dG3KXfEoSehWMyC6dLdEu30OOBHt0DEeeOMEOPHSk9a/upXl+fR7meVWk0oDxkV7k2N7R0vnSjFbmPf+w3KWLrf6SCy1/5w53mw6wHFJiZ831/TCZ3unzud0EUCLbZdFDpkTHFbYVA5ROZjlmQhyUAcaSUHufidLvdxdt3ZM8fA4OOcdalGGWYVL5Q3HjH1uf+6iVWtEU7/C1iVV2yhFjJM+iYUNBnF43dQF130budRh85WpDpoED6xhZsglYTrrCSGR02I4zagUQfVZZn9ljIfSVBYxj5jP76/41MTejUUBsg+5ZFnaMvZjLQb7v7KueS46JWTecRXnePIpMGzAZu+7XxbHx+ZlFBzQLVDN76nFmeo5oUkUzAdkm7DX3JoqITHto3TZ77GcP+ibPM9ym35mnA+mlMYuagf3smBlD7fBJQ60fEQ8e7RHHVMxn02cMl/LUzCyUBOQpxvMWMiI3ktDm3+oNIhbZeC5dPg+TpGcB5r8gv9iuE7N8w8dwwx6taLqbrwuDLz53KYZTOs4EKnmB67Fa+j24XieiTW+a4PLL50jlxWHKFAYTqGAwA+kCIMEsoyBBzZACHIpvXoexAvx0BywwxUSz7eWGDVj26Kgwweo0IiKznnlf3Wcu/wUsp9W+PnXET6gxKSbowH2nmvXpE2DZD5QuiS60GiEdq5bZW8uX2FoV+3lah1lXwwQp2G7W9zzdAxwDeML7BDr3PesabPI+MnSRZDRDxjbSOYVFstbBjmfftEln/VwpfAJs3PzgHxXgniCrvaWH1gY2tWz9gnVidnLV6CuUzLu2opcN3FBne1j4dYOS54mLrgNcfeRU6tumYpbitRMsA0JZZ1oV0aQ9jM+dNjl8Nll7HI1gAHMAvsRtmdxXlycDkON1/2/tgR26UB1Sk/TQmlQ1bZjNIhKxtETnUQaZkll+RsXxJZI01gnQtKl7G89ICnATGbbe0812OmXYcfq52zwDU9fHATTrKGuNg7HwNkDBEZ8pAdFuYkKmO0WvL09xfVTIAkyJWGzz6xaqAyS7nG+MV7jH/L7RL6egSF2vSSWIN4pnHoBNJz+NMXRGU/dMZLXzgeLExuvaI1Q0wUywPqbXRm6hzmgEoKQBxyhAh13+zHJ78a75Nlx5vm3ujcDqGucJox8a9vhCpOtu6lbO9wBcQJMdcvBsVwPunFMn2ehKmb/hheIbSzQ5aDinUkoaEnGrq7bBDZu9QQVZ2ghyGbbe1v0wtLfz9/gT90Ywy+8By6k8Gzdsvw4BdNmn35pfY9f89hFvgmfquQpXes4r7816lYBlXu9kzbu5ZOt9aHYcKhXOcScdoGsazZY4ttiTwtgmbaTFdUB5xjV1Sb8++xfO/n+2bsPHMPgqFbPMzDJgWaCX84+BZY6DGWrDiO5yIkWgi1pxt1iNbNUG/u8YabnRXqREMOJF8sYeNd55bhWobdv073W/+aw9rJqrp55v5LMZ2uOQw2KotUf3VaO8Y97S7PFM8ZG1iqtE1ovfTZX2vhaBZJjYVaolW/R91Rt3WI7LsENOC4jsrf1iC0ojGDqa5ETjMHMK6FF9gCzUXYOdGQylGWAbdUib1ts/K9t4zvUvaO9V8yhb3W3VPDCe7mEj0M+Ixh6BY7XEtLczjiEANWao9ZVJbl/FWZ34aZSb5NOzb5BMAfPZlQvsCjWB9vbhlXbab56x0U+94okz89UkXPxf/2mj+/S2WU89LRKlQfVLNEQxT6XGw4cGsAyzXOKpENrr2ScFJmIcCdAXdRFgxY8TzxVXxrEcZ9v9971sj927wA2nWDeZJe8QAcbe8KnPHmqzR1TZ7PN7fyDHAAAgAElEQVTusMr+rXbe9cfYVw/4itVtrhGQe9GUGObgmIY958tHABMjJ+43Zq/bhlfYDb990ubd9bz10ShmU4Oa0DrP2aqvO3TfQHYoI0drL5gjUgxQ9GAKTHOlVUZWe8TkZ/cvtoEHjbVvnjDSMmkMw8CrbshT/jOuyiR7dDGsCfObzOCmM6vUJ8xwe4RSArJihhciIQyreH749/KEYabR7D8vTOJuzDreWoFlrzdhagGVqhOcJPD3jxlp7sMjW0vtRyWtduRGZWSjCADM6uc4X4A9zlfDyC22o+dOG7VimEg41b+FckSvHm5jx4+3115+XRLtNVr/FJ2lGpDrSH3BTDR4Iwy8UBBETeAGX06gpOAyZNas21wfQLTnFWNAxkwye4aeJ88h1+faIua6WAZz3E8pI5v611B37RUNBTnBeQTEJ1FXnsOsz8n3UUum/47RVolANIbKvaXouPPZlfbsjc+osaZM8eYmO+3Mg+2Y40fZCkWC9VZkb0pC8pyWS3mRxlz6iKLP4oeKjpFE8FbKmHPeOT/4nLjhF/eFNwXiq/rXmodvs1/99q//VzPL5VrIcShkwRMopkuoAgOTK1xEMyStYU5ki04Ic5pZWqBbdSOt+OHp1jxtjF37whybduPVtup7PxJYjtkrintu6D5aiKaV9rOb6mqsd12jZfOAJV0Lz+tlxpV5BeaLkSrrwc7QBXm5utxuzSy027essmvV7euvAu8QZTw3C5Bm+tyPPoc2SzaGNCcRZ+YwO4I1U3GPfFAPd6WcvbepaH/k8fn2wg0vS1aSab2njrbm5evVMQPUavGToUgHYFnywfNPGWejJg/3EPT6+nDD8xxfOh1JoePuc4AyXP88fzDmhRu0WEX+mJgvMcstuLlqk1mt4vErbcpo/vQvbf3h4+3gi06wX+zZYb+evd4W3vWyDdJMd8Mho+ybR46W7LxZjEoYk4RTagA3N2bSV94TtpobpIe0sZh/IH3gvBfKdQfg5454emD6C5jcubHNHvzDo1as2eIMHWPMKmuh0gbWLqCTddI0+/7kSrlIlttX/jrbhs1aqnxDbYTqOvZgTlAL+Ymfn2Ibi4vdbGv4ko1WNHWw7SuTlh31Dfbz792vwX9V6E67qZDBiKGw0E5W0+GsT060LfoeBxkUBCpG6BTTscZEicPkejUK6OVUllr+Q49Lhr3I1p7/LStrUyi9ACUPbzw8AYbd4RvDDzpgdDgTsIzMOlwJE7luIut1sKXFgYeKPMQKzShF3l1IoyNfOTEywD2SBg7mVm5c1cUoU9rgV5ohKeGFz6y0jtlL7MIjRthYGbxxbVoEBHJUKXBMjGfCctIEokuo26pTRk8jxzdqmAoaK0mXFXY0MgORYUfX1p06XUKegmUio3SPAZKRZ/scUzLLTAHLgpwwIDRTaDB4zrI7EiZu1zgQwxx7LBamHylgSOcMwxk2im8MkSjwglHmvsxS0Zkjy2PmkG7/yytWWVVkrWr2PPfkIjXGmj0KZPoxmsmXAd4g5W6Xac2oJ59coxnbZRpX4LM/CShOrgvPF5u7z6xo003dySOCQJuBGgfuXq5Gg+de67rE7E1cV3fsxr0VUK8iNDu7UKzybXb7nR/NLI9UBMd1V1+te6fZ8yDpkLuetrNQVp4in1f3EWtOV86y4mESA7mQYUdhnyFAwOaRkzDIaRxPhj5XozarTDfyIoorPcfhkJzKsLu/juzfY5TcVbnr+5t1bTGh6yqUuViwmfp+NvikgPb1I/grB/aAaFngKC8+206ZrNzQ3hqgYg4S5osOJOX85k02Z95rthbDOa3LrDmd0lb9cx1Nl8T1Gh8s/nToJqnXtRy+p9neKC+18ybpvaFUAEFPzLVx512pkUQxTGKsM2k8AVK1v4DXKMJTxSt2eIhYUC8BijP1mVq7UKKvXTAQyW/19YY/ABDAcvonnbuHCUIcDTD2z8kRAsYElj1n2c2aeDUByyQF6HV+93vBMrjQ4360T7bIpZIpBFJv2rTusS62qDN23pcPs4OnD5epoqSrul4OlrvHLgGW9ZxTmMRcd3oo5Jwn0VEJSOekOFiGKWY22RvF8f2pWRxeEoCxIBajmQEAgT3wSKlukmQHy/p5mkt4DgDuANoeHaXPwnPUmXftTDHO0HubXTmg1OvI8Yo6TbCSfcrdsNMs4rgync0jPcfMTvooB6oUHUhjZYldde3L9va9L6luEHsdP+BAEiYPv5R0btaPzpusscfA7jn01LWClR44ZpB99cJjvFEHiHSonoDlmOvt5m6dmJShJvJca1h2f//0mON1Tnbw/qG4+bgybPa1Is3zzn5upV39azUPcY/2Zmu8z8eSYQN6BYz6DSy3H/36dG+IBoOcrDEuw8bgK5j8vV7XeuEu2ciw9e2nnfnx3LAHlifMsmaW3ZDL/WnCu6U98a8B3GBg1Mrz6SpExh/0XMMo6+8cW6skS3w/asWSnr3k89LXtikpYpQWi0ytrz3OOdSmKEpyU0WhbRKzeGLbTpd/Auow9Dx95qHWsWGLvbxukW1U3jGMKLFnNF//kFtqP2nYbLPa8+0dNeDPlNFTm5RqjENQo67X/bdNBk6DpEbp4bO6eh3mEMVfJ7nRFaWDEg0QVo+rtYy7/vTCelvyl6clPccbQeBYzYBglMPfpXW3FFjy0cmUZw1u0v3EdG4eUGzZB4617w/QjKxqW9QNEa0GeIcZxgWZVIdoUAO+6mG4Fdf59N8X25NPLbBjv/kJWy7QUlaotXNUb1u58B3Vcsz6SwasZgIztO7dIlBDdrczncwA6x7Op+6FgWR21sEE9SekQKjTnFlWfVJVVWCPrtttj15+j25mfU7VgtSAXGfcyTF1RLnTOLTcKjZsV3xgkw2sVoP7qhE2SICnaGmxe/+U46KtfZrfvznJemeUCwXmVv39ptdW2by759lg3Uc7db7wN2IMi+cZ93tUqhByGXs07qi9KkNy9qwMRbVqOqdJ75+h2e1PD+xt44eqEdmr2Ppl7lYNCehD3YHCgGSWkBO7ag4wmB6vM4vhOo0SjOtQqqZHkFrBsGLIhbyX5h1qnjKMx5LoqJA1Rx2JvHcnsnP9O0pFSBbqABqa8f4RQUWzZYdmkzvUjLn78dV226/O1ohCo82bM0d1itRXkAIwneRDU+PJ5HRDv422e9BOK3+pvxSvOSbYYBWqlTbLZZz85jDKEthV3QN45HNBlDAbjMqImeWIgCIHOmGAE2Y5XKuTnONkBju8fAJMpk0k/G1YA90gLGkC8P6RgEMjnlnqaA548yDxiPE8ambEPQorqUG536nbVJdjxNuiNTdb9+k6+SHNkTP9LTe8ZIO3yMRZ2FKeXvblb55gI8b0iWgxzjN+S06aMB4R19ObWno+aRJRwzJ26RFRKbMMxtR1cOUwbtkpo+xfkYsjB6cYN7v8v/9mr72i+15//q2Z5Z655dpEQ3YWN3S4XzObzE5/zEkTbebRo2z2mxvtsdtftoyVm23ul2Wq8R/T7S8b1tm6NZutz50328oLvyeGNI0oYeatw3rrhN+puZFJ6sL1qW20LNB+MqfIxorZFlEngGafDxVQydSDvUQLoZpI9smddfbjvv0l+TH7xpr1khJrEYNZJu9VBZo3x5lr0muYKMG4YH7lgEQPaaN24BPHj7FTf/d3W3L3S1r4czySokknHbfsDBWNOZhdiVne3dpgx54+3T57xiSxc8o3SzqR6VcHY8nsq8/I4lKohwnHZxyHASYwmZVIZnWzZnkmcsQ8ZWgDO7x6oNnLa8zEsL2wbqU1qZr5zwcWWfbds6VU1TFo0T/2M1Osz8h+Nkm0druQZaZQDRshEth2ZrlFze8RA8bG3ihwhiwdkAaD5V0YDx6PrhdS1SrdsLPf3GJ/vuIRy9FnwL28VY2BnGwxwXKqbJNL+XFfPc6OPXqktW3caQ1akH+hbmf7W+/YHs2Ma7exPZoT+c33j7GiLdstT59xp5oaMAMi9+Qw+K796XdPRUueSA9dg+21DbbPzHH21S8fYvq06jLr+8Umsc1TNMBapnOcPtcrkMPDn927xHrc97jlL11oNRdeaKVtDTjLJ7OrqbFCakXPIqEcPxaDBCzjpowxQLk6enXaVNwyn4IIlQOyQeRCiSs2i2fIunFOJpYJFihmRXLEpgG6AMsAFRg0JNPEzW4XWPrZLWq4aHX7wQVHWIEUA20CkG56RREIONGBAjYBKchWYUfd/Mrl12EK5vnIPNAupw63cdgA8EWzvp/5JthvZ80dREczhAWhVpKsAMlJHBaOiGoAePac7oMWcsuTeZpo4LBQRsA8hk1E2rg7NxnH+v42tP9RXjJpHfJTalL9d+RMc4/RnOLaSW6v93jpofk254W3bcO6Rjl/CrTK0KVcD7JOr2YID7LJ00Ypkk4ZsUhFJWlskKEDRUkwwTGbnBo3dBo4AKKJ7tCxskZQXETuMU0SmAe9nsSmMZLQEzm+jy/gUq5jcdY82MIixdZde9PNdu2Nf/EF8sNmlnHDvvWmP75Hhh0sV8qa+eyN7o/urtc8g/F6REd1umHrmlOkoUQO5/4UROt1bQL/1A2bmT89F+91yQ5mOViiVArrRl4+s5yC4nj/1OCLues0OirBH34sSNNoOHFYefpM2/WZDx8vJ+xeYoA7KatMO10mXT+rfddWqVDN101Pw8dlu3oXPAh6SIadqTWN4naH3ygRF4OZzjNlZXbBAQfq/hHKpkGmcZ3ex37H+i9ZKx2kSzQiQ9iZWwAMKguktilQitfBFsjzgkAOMMvvgXlAbt1JE/u/dsmw/Xp5njLlWYyUpAZf6TuFG3YYebkM269PNzds8n2R/zq9G6+LYnISNRN0zGvqbGTJoKpeeyXKGxqtveW8+uIlp1nGOUfZswsXqoFI4yfAWLx/AEXW6S5mOd6/uxt2QEx9cyLD3tsNO07Uh7lh0wikcfxegy8AVOqGHdczfjfNPAd4ur/fD5aj6O9+DAGWcTfde1b2w6Kj/BgcLMdx8XQRTIkhzNX3vmaLnl5oPQHDyX5OkyNT199Z/W4zy2GCBbvZ4g1Xxn16aHF+u1cvO/uU/eyLx4+xJqlLwqkfEywAZUiSOxUYDlj1u7XOAijeD5Z53tJ89O5gOZyZP3JmWT/CT912/cv2vI6LhAMaLD5HDyP8EQZfEBXxB2+YNvvcOYfZlGmjnZlLu0r+PlproxHQ5WcQs8yoBQIE8vx8XDfs/mKWS/ODWd6jopZng/hOasJ21QwwqsSn0WRiVC9XdVQLMaEQKygyMLzU9Tzw0CHWT7O6Ofr3svISGzmut9d4u7Qf52rf7J+12+btVt6vXI7fkkrxztqNinJStI6aoLMUEXRZ/972+OJlhluoy2ETg69crR/PqaI4Towz4LlMe6bKNK8hd+rvg/X113kVdnt1iT331mJr1ljQblyBfYY3DCLdm8RHl3CYV1Nca6L8wGyVjJYGaMZ4rmaJb/nFfd5Ez5W6Dl+XHgJr7WK6O/bIF6dnmR0uRmzCmIFWMqjEyhlrkCvz80rDOEjnDbAKGHF1pBf9gKyYHU5njktRwClPtlgKpu2quT6nKNEz9t/HZvcqtONWvGtHjyoWaIBZZDypMfHqiBnbBnWLSxPXaZhlDJSQqToD6jOsYRTloA6w4CMZKEnEKMuT4+FrXrCKFauk7sl3j549YszFiKg+1V4qN+LGXLG5q1b419weu23D1j025MLD7ayvqOLbussqZsukqmi3xvt62ZGq6avlS3Tm506UFL7ALr/j73av/Gvs1UUyhi1ysqnF7xuy1jHwIuVA6qB2+SNRQSoRZtwg5TtXFar5XmjDhpbaquW1duLJ46xdv4tmH/np2Uqt2SlQVkmzPZFRA5bTmFSOm/Mbhq8hW2dci/3JlRc+c5wwyzovjLzVSR5PlNUuXQd8PNL83jRdBRAM4eTGVN6UiNlomHxypHfIOCxG3EKmnV/U29bV19n31CCb86OzbNumLbZU+yhNAWbIQ64cpBtguKVeJl3jam1V+UYbt2GI7VleqDQeucNT93jcZ8zqM6PPdeRzuCePvkLmUNunnj3MVNc5qI0aEXUaYJmRPdyjfabZZdoYgFFHkT8d5F88D8E4Q9Q0qUEOFkvdtGFofbSTxBYfFQwGF/VieQXy8BijSxWZjFn07FdgL7yywZ4QSfbGim02dvYCKQWkzGDcQr9v7PSBdsp/HGF9pCRg5r5UikKaAxgDuos/oNivc8jpOQ/uQu4qSUiyUAawdnP98FTxKK2kKZYy5NwXNClQR/7qyr/ZnJfu9lX1XwbLwzWzXJwHWNbm491CLXha+AgIR5bdKh1qv1H97effPcqW6gH7Uq1WX8UHZOw/yB574zXJq4ts18JVVnXbDbb6ou/rgibZWonzMN2YPeqK9dBCqeaLSzZivjS+hs172KAjK+TBbhCAKROoAzzsEuAs1maYoRqvVoUJ0jLAIxuF3PudxQvWkrxLipwwytqlgrFSnc3DKdxeWWYjz/pvy9VDSfGUgzsjwlOXD6kzKplQZla+HXfafjZm3FArq9TF0k2QdoTo8Hi4OIsfM5aJBDby+ZBpw3TKwEQXM1Mdv4eG97E+WvynyeVQ94bLi3pIv/JS7wr7paSPf1+7UoBXBafm+J7Txb/vdwpSX12nRkKOrdQmd8Z5M+yzE/taHeBWi/EeNSyKtDAeU5dhn3t+gfWfONRGDCixsm0N6p5KvKLiwNlXGEptAJnEC+iB26Dz3r+6wJ6Ys8HuuuYJNRwkfUE5wDkQs0zXuKm50b6seIBJBw+2RoGw5+Ww9swl98ihfId19JBZlZz9xp440S4+5yBl3ClbTzd2k7o1LWKD3nlzvd1z60sosH3OCuMgNqf+g0rtHDEsRXI9ps5FRso8AnmnmJJQxFEkU3RRqNAgaRC4LVCUVu6Dj1nBssX27tcvsFJFMtQim9ZixKLk4NYN3MLoi3sHuUfa+aKQqcfIQSZz9TIi4aGLyCE6jUiao9kR1v1hKIX8t1OuxYysz75GRJTPFavw8LxSAKQAwnelTOhRXmDfPn5f66NiWQ04PyZAEawe7KDLsJmxZyY5mZ93kzAf3ZSkXc8BTDHdM7qNmGe44ydB9cyDJJJf2HB38E5AMZ+tDAk5Ejtny2Fnw0nRu5uJtIwZ5AK5CnssFlFizPd6RJQaEuR2q2LmHEYjAMf2AMv8AXrwV4Czzy3ToFGBmwGzrPc8f72aSP943dY/scAznL1ogjEgLE7P4Kixg+1r2ly3+xx2yGdcTo3MzWVOaiolYwywpS4zwuAraQywaBLtxgwNigNGOdy1U/cmRmG+Ruh6EBFVrOcOV3yAQ8xQo1Lh3NO9L3Zzrzvu/qsf10cZfN0qZcxONaH2NvjqpLp0f+o51/0UNXgXu0N0Qhh8pVLYcBB3BlmfA4CQuiGnBl98TpoZwTh3N/hKwXLQgRS+KShOwa+X0C7DDrC8twybaQiYZZitRIadjKhwRWM+CQMrpuv0u7SuNAq5zxgzSW1tMcxU1jvqZfD1ij/LzA0iJ8Xt3w2+ABj68DPK+tmnpPW+r6LMnpAjbYvW3BMH72OfUPzdQyMkw5bRn8u5X1loJoWQ/fe9tv+tjyvSRYu8x+fAOgGExbjpfR0sd84HM/4j0OY+FWHK1SmH1X9TvGY7WE7++PFp7ReI9tf9kqUpzIkbts8sBwCBjexyw8YELFVVJC7MYpCIRex8XcfmEXGSk+KOHMZsWuv0wXme7AszbboiFjL2H2zXaxPLOFKMuublH52vvXF7s/wZgt2L6xky2nB8j5mHYDT3BsshMe8OlrsbfHXdMx/shv3+6ChApc8s663Zxxgz4HdHdBRy31Bo/HvMMm7GwZqnDHgXsGeGFCa7q6nkYwzu7ZFhv/jlI7ZlyQZfY3zMiiJbNQAtx9Dsp8wy9w7XhHsj9n2eN2YlZ3x2mn35C/sLyGuu15XYGIGmYDlhlnVeuUX2dsN+L7McozocQ2dElDPLgGUawt1ed5n83jPLjC1s2lRvP7rgvmjie7pGfFZfXz2OMtywaeqgMPD5ZAfRNFzjXg3jvxabctBwO+erx2rf7D5H/+Fu2D67mhzDaZ//f3If/mgZ9qCEWZa428EViiKee2TWzJKmfjUwkYDjXD2fASbD+Irv26Wvl/3iJOvbV6axquXqNILHSN1qMWyfHzjYbl++XK63UZz3LQylTZvWf6JyKMKR8VYzY6y/O4hJRo5QfsEo7tZ1ZqRvq/Zzl9Eym5kU04Bg5K699fP1jIok/05xDcgJt+Novm7V+1ToWZ6TqeSGviV2/KoNtmjlRlu+cIstWLBaIJU0Ex0n8+VSmTSoPhzXN9dmnDDFxuzXz9p0XICHGn1fL+3hzFDjjg2IAxynCkSYrSJydNXQ5vhQtlX2zrZDjjxKDGOm/c+cuXa+4jZnbqi3r5473drl1tx7SJXNOPJwq1+/xh58fLZVK/oK5hM5KhFGlcqpRa7KcW1VnjAMb6PqxjDAjONLmVbqHhhBjGn/qgjHF//wrA2SXLyR6+bu5LiU637TXlKvMcX1Jxxo0+6a5ceFcqRdtXizjPhalWZw4AGLFfPW02b/9F2r61ug5pZqNu03V//xG9arusL+30mXupy5SEZMu8nV1vui4AEkt0k92ipT11zVoG1nTbfJWj8PGVIml+qeInTyJXMWw0stw6y5mhTbhAkCFJodIC+YbWIgN25er/MaYx40z92zJBlNo0kQBlYB/piZ9ZzkhIH1f2e2V7LjfUb0FRArtXc1m/3uuzt8DNPBnz439Ymb5QJq3TgqQCnGcJznLRrT5Pz7jL177ciodmCZHXXUUfb66k32wL3/sDOPnCTz4EG28M03bfXyjSIyct3VHA8WxhGOkJFandKClry+2OoUtbhj5jrLWdnTBmzoK2M37mtAaSgDkO+73NpnjiNfmVqT+4ta3I27YLz9vo7zkUuyCaMkqHgTOfI2akRPQgmGuFX1Q/doKSdukugnVG/d3eU7DbP0PPq4hKf/xPmkCdFb583HJCGrdJ5ue+BVe2JJrfVfvV4NPjVCVA7g04DSBMOyr3z7CNtXzb9CgeVtpA3pvqVOhOiJSK7EoA4FgOdExxgmCgqXvQPWUSCSw8zMNzVuOqPt5yGRYevn2I9aNB70iytut3mv3uvr6r8MlodpZrkIZlkHwubjG7ckNHSDYJbzJMOdN3ao2cUn2gON2+wtdQOf1AP2rW0aYN+mkKEyAdCla6zPHTfY2m//0Io1VwMTls71wvrV0UnngNHvS0qAYjeVj8J4NejBoNvhMT1E2uDOq4WOQh05K0YWOYAPNxdi+wwJr8fbENfRKRnFmEilmDbkFo9Z6mGHTpxmHWf/yg6evdSaNEune9NlJ8i5kNl06Fi266QfImn0hV+aYuvkGAFAQcIcId6SfegmqmUGRMVEBqCOTpZuwhzcAd1MSYtVEr+zSzdzs3L52rVh9xbIgP0tgDnVsZUJKGXoYdytDqnWPivTRSzqmWd3/X2+3XXbHO8otTc228CTpmrOaJpVyxinScxylt5ju6jlr13+tBU9/boVTBtr5wq8jtci3ybXKJd662ebdaOVqVt2QVuhjRBjfLrev6e6npf89B+2de7bYoNwHmQuJCRFFPpnnD3Vph8x3ip1bEu0QX39dslqxRpiDsEGqSBLuZaW2ihFgjVq5rmloUHMd397Wblo255cqA1D8526HkRDwWhWlhXZ+T880fpq/ni7jiVPxTXOtnm6JpRnNDm6XJVDfonEnBiq7D6lYpb/YXlLFlvtty+yYsWMkYMI2HXw5ExwzOO5G7YWNZ9dcdfkeFgBmhXIeV2qrE0LsxaXZ0eHLnIBAYqxGHfmNiPr5nrrvsHUKDMpbjxaCkmjGjVX/+FJz4/+xveOFyNPgYATNOYfxCeFtNHVDoyBIsrQV8YLPOhdhQPzUBkAb8znkMRgUgJryuy+wDQyWczJWPDTjOFOZjmNvWLBZ0H3XOVgltkYselnwQygyUIeIwExV6x7VRsz7up02ZhrpWFB8YzEhZEGLwoTIEgDw6Nx9FyhjMCReENGtj39wGs2++G3tMnrfQQMmMfuJ0f0Op2T1et22EkzBtnJKlj1G0L2pM2lQdc1dav22RnvFEaDLGKwtNjK/ZBF3WfIU6Y/YZ59LfE1IuYz5akUEV8JOw/DzDnnGQCEOtBXUVqq3N8//PFGu+Vvt/gC+eFgWcyyg2XNVsHidnOY9vYBBCmbrz5H1xxjgFl3w9bijLR3L4ksQNPje1JGKyS1XDM38kLq7xpc2M1oHHrOso6xuxERLuQYdoWRVxdQQoYN6wzw6TL4imZBK6ZriYlTeB4ES44hFI0nx2F6BS1Ioa71Bn2mk6erqViqCME1K2zN2wtspy7uJj6r1lA2R+TQhQJU++J4XT0gGd7fYzfMeV4y5Aw7b/L0mD2gy6RQ7o4X5tn+n/+ZNVT2srw6VTyMjCTSZo6a54P5Rk6azwB2zpnC9IY8Oxg8LqjOL2dK/71HfgsZMoDJ1DF5LnMyI9ou4J1DfitAV01fuEt/Bn0+lAYKGa9cMzWE9b67Erk188z8sg693umG7cwyMt9gj8nvLakotTYN/W2VOQ0JBL10fqaef7RNl3lhudbpbHW1N0peV7V9W7yXftlWTInc7MZvwfeAZY6d/wu28cNzlv99N+yPAstERwGWu0dBdcmwu2KUumTYmNKk5nUxK4vcPB1DCpCZ3t+4xgez7CM4AMhAi57x3Nq6y379g3s0P9foTVWgKwZRMTueNDkS46/O6ChJf6Ne4fkRU6L1ZMqR4+yC8w6URDhY4WBfP4BZTiTmDorfJ8NWgZowzqnioEuGzcxqor6Bm9fzxXMF6+Fxj3rfXEnKF7652v56/Rzb/G696hDcxuPZfZ8Mu/N1Rn/Q9YcbNmtJpsw5GzUacqQckj/z+UP9+Un/RBk34cYAACAASURBVCJIuGF3ScxjTXKXbO1bvB7M8jlyw97oP3r55R/ihl3SNbNMw4rz6jPLMMswygL3JJbgORIzyoBlGX0pFaRFTGGOxizeLS2zml991n63rd5G5rer9kNJq72J9RwTSfxsJD9uw/hKzHeNoo96ijmkCI/xKX2fvh9lTpdsNAiUAQLXtYy3qMZpU1Gu+TYnVCqlqoIRdJl1IqP1/FVUVXp2XVmGm3YSdVPgcs5WG6D3ubhWMXpihUcfNNT+89p77fJrZluFiv+Odvm6KCe5ReuyDexpn/3PE2zGyF66HvJX0PVnZtWZOYp5n4FNPVC4dyLu0fe75PM4A5xEStHE2He4kgJUH/3krbftqttesENXbbGz5OpeIUZ+eJ9iyxh3gC2q3WoZT2l2WgHSbpAncA4zyGxtnbt6AybCS4Pz4LJZCKh0ZjmJJCKWslm1RuaIcvvida9bv9ufVL5tmdZJMcsOluUvo+uYIYZ54OTRNnD/AfbAi6ut99xF8ooo1NovMzjqL9VPo35VZTtfllHVzRqty262rRrVGzC8TECuyB6Twd5Y1YREwQGSXYmgZzFHcmtmvTE+m3jgaGUelzm5lK/9jllb6jrkts7cOkaIKKI81cttug7Hn3y8QG+DzX72SXeLdlAIcywQRl2Yul93B8vcRynz7OcDGbPujxox1tOmT9F4wxCb99psW7F8g663yBWdH+S9NPXL8FPyeoPZ5LTOjLzrOvKYnVnmc2u9lHxsZl6xHfFusx07qdqGvrXIJo0ebYNHjtEa8Kref41cuPPDi0UKhpaWXJ2HY0TGbbU35r6kWW65qOt4lgxZZa3KMa9+eZhGSZjRz3BfJ/9cPrYWMuRwu446mGZSyLBjltqxlO4PyCfAI4wzTSGPluI863jcxZv7xZUPXbO/PhaHyhGTZdW/qdEX93U6A5z+O0pLbxbo+JshN3Rc9aiI9Tzf/8gSu+exedZX/65JCa9rMtVUadIIKs/FIEUJf/WTEzwGrNB9dSKtBoNXVFi8b9oEwJSRtdWbTKwLybgkDLJ/n44P5SK4iZHGUkVxubIgUVR4lJzItB6qX3/9+7/Zqy//m8zyiCqB5bxSZ5YzUrAMq4TURkVHrsBSnW6GlQ/82G5ct8z2k+kAFyhLLME22D7JcluWrg2wfOEPJMdg/g7WB9RPrFLox3EcZFaZYp6/IzOlO+QZq1xgDL6IffEomwAoMCcwdA6wYI0wJnIXX4r9mCt1tVqnpCz+m6ITqWulOtNHTFZEymV32H63PGGtctVr1ywKsqI2TMv0NUs35bLePe2ALx5mPxhZqLnskDaGpDlofPLlCO3OE7t7yuDhdsmWzTZfctRvNdRavTp7zAzRCXI5L4PzgAH9HedPACTMsneqcABXMa7xTuuhTeMFMTMPSIZTfPWj1rC2XghKm7/QwHoVZoeMrbKmwVW2Tp3l3Sq4K96SK/X89ZZ3+Ggr0bXZohy+URMH28nHjLUcxUlkayFdunqHrVy72a5atNWGqUt67hkH+OzE/XctkJmGTDbkkkbRSIOgraXBDjl6on3+7AMV29Bgy+t32gOPv2P1b6zQpqcCU2CazGlk27gmt4lJatfCmK2NsVndIrVIVPBogYVR1oaaq+5xna7XKWcfbMdPG+QADRljtiqIZp0DZhwpksI4K5nj88ZM5Bjjhp0vsJwtZrmnzIU2fu0CfeYdzqJGFnHIMXiIuy8WuBMiR0ImgyM0nUHC1OnEhmw+fi5VMbi8hjzu9H1cVpJpm7a0WLVmlpC5/M9Db9q0EX3s4P2qfTY2VzMrv5i7xZZd95T97FtH2vChFZK6y6ICtlzHAKDJpUHDHGAClt0MC5k8cWb6DB2STtXrPFWpoFgvBmGYCv5aqRd8bsRZ8ugWljCXwsbLHDczyal5BuDam04hIYtGTswys7G4nb4WCkA2BWKBCja6zT1xjgaoJM0mPl+4Yev7AMWJvLWzCoPRUMHFcwf2adTP9pVS44ysXrb4x3fbgZLTtqnZs00d1ikHDbbz5NK6VUXges0iT5H8ZgdNh6RJQQFJs6JA54BihlB5rkvI4YNRBjTTKfTnw2U+IuZcJhUdUxoN3C80N3xUA0Mx3BFZpHUOgs0HZMOawyjy+dlAi+3PN/zF7rznto8BliNn2cGyGhkUPwEwk3pf54NZNEBxd2aZxafBo6NIDUgzbaPpkLpkU3A6iKbw53zq2joo/mfMMk7xWkO6y0UjCoqurz5TgsY7mWWdiy7GGUkq7r8Js5zITjtNlrS2Y76BWsaZeMCEPlYrzKzYjkwVXochyQYwL1/sHa3b3llhIwSp27WOAfgOHqms5D4AZeSge+yit163L8qLAlx0T69yu0yxGch9Op57wyafdZkArXcu1EzTeqPflisAGiZHWgsEgpB6ckg0ZsPcKQWUGH9hHMTr8R4RxaYNOIkWASRjKNj5ujNbMHUh8+b3xAxquGFjIhZOwQCMFjV7CtTEBL/oM+HwrV+fpc/QhNu2fg+jOjB+jZKE5Pcutm9/9gDbpYi9+2a/Y4cPLrNqZQZPUqNoo1y7IwseU0OBCK130QjQPUliggMWvwE+gFkOAPXhYBmWQyDlPbnJFOQ0xXw9TaTecY/pWdAz9/6c5XDDpsjfm1km8YJ1MLnH2Fa5R3C9RtnznpnYPTqHPivY7Z4MsMyMcyiywuArkXrTDFLRhuoJY0GmyGv073ky/lm7aZc3zX79k7/rc6Pwoi2CrB4RfaQvdEZH8bpqEs4ljsudagQ1N5ixbZJr9ICzp9vPTp0gJQz7D+ZS8VkBYn6K/NgSI6+9ZpbT+4VjAADFHHDqGcIlZH2mQPZnvfNZ7GKW2QvyNOS/4d06+8X37vUCjr0/DJSc6nZwT5OIZ8bv185GCgA0yV9mX/TvRW2nnHKNZs2QB0SO9uIusJwYsLnMtKthlsoY2EM4r6yNZ551ngy+NiRg+YPdsFNmud1nlmlW8PlQGwoUY/rqRkwhz1blpCYqXJH2ERoWjCJIhVa43zB7+SefsV9q7zkmd7cabmoYUQuy76qmo5ldKs+BQ3oPtqt2brUhmzQbqz2L0SOPomEW0r+GrJQ9LU/7SYYYvAeH9lX2e4dd0lJrd2h2+bjdmnUWeUFj0BuBAhN1LpPVPsOML+7RAjtV5UVWQy4xjLN+vorGma7HG8WF9tBPHrYtYsDyZ06ySUrfeG3+Zm/2dpAEo/1mm4wiRw4utHM/c5Cb1WK6WYDMV3t3RQWy30hvSB3oeV681pWJrTODibsy906eN7A1h6797arKPrbojues7bpnLe/M6fa16SOtVDLov8kstff6TfaCzBFP1FjBsTsarFUN753OZHOcLSIiFE+llJA8XY86nivVAKR6OKgAHOFKjczWZcnRBIMU6KNn4PG3au2uv8yyPOVBKwtQ8nqi+LTGiwnOEgjZeu7x9t0JyjVWJNg1Vz6itRT5rNYC/GhU8+T362n9fz3Qds1rsowH1bBSHtTUzx9kB+k+f2bBGrvz989KOSBwrvqaNZRmC6OXZ312urKTh4hZbPYZ9BQkIzv2z4shazpT7jLqiHptVkTYgEHV2mcV66rrvoP7xN2aY/yJ5rqPmCXeJrwezD4/j5y4K3+b969Vvd5f67YqLBE0dbZl806lbCiiS2CN2fCaGs2EMyOMkgymVF/Jcebv1CP+XLlHSpgP3nPHXFu88l3rN320fVby/Dy9f6HAMWodTHTdLNBlxbEukmtdodnxOtVPeSIWmxjn1N67UzPtLRMV37pnpw1bPlT3KTJnmbWqLsVjB5KHVIImZqm1tjNr77PYLrtPQWJ47wTzrOaA6uDaLSK7KvV93K9i0MnrLtBxBVhOXKM5ruTzeQ4zYD0B4zSZ3O06MQdt0vVCaQbe6V+tmWQdT6Gub1ZNo/23YmrfemKpVW+Tt5T20Sqdt77aM6nn3h4x3D4zttxGay6ffakWBajyrlEIdjLHMMtEuvl4K439GDPwMUuwpvARTbdeqpG201zz2fLAXa48JVkmMT5z+biTnqH6vEzM8nOz/uZr4L/MLJOzXChmWTAmNnQ2OLr9WrdZCHttqbOXr/iaZZxxkP3jyWcsS8CkBue4RBJQWFJgLYtWCSzfZOsv+b5VYkzUOSxOcY/EUgumuiRhkJGwhImzdHrAFMAusXS9PCAh3J5Z7CnqKPZh7jAzcYksDJn+zoaWRcGXSNnYwzCMIcuWGKsnisrsh3tEW/91lo1TnnOvd2okMpIM2zOHtWiKYchVZ2nFl462v07tbXu2aODcAUy4LyN1ReJaq0W7vy7GGaV9bOmQofarBTJl6GiwjQ5oQhacGnxxU+/UZpErVpgZSzoxwYjGLEuOHrZeyumcqllJm7XWxn/9N9bev0rFmrqW6ibvEbhs1cloQwKoAo7UYsCm64KJlNIGkaVuXZPQQ+8ZY+x8gZbXNE98959etFLFO2RrYcvSA9WAyZm6Oj3EKJNZ2ZY4ySKJaNFCO+noSfaN08bbEklufnLp7VYgnXyhbsAmFZ5kK3oXmS43kWI4YaqAQerYLkkPxjh0DWGUJUCSrLzBtpT2sot+/zmbpp9t9ggpHavOwW5p5cmWDcYgGh90qp3hUrXgsVg6zz1kGJZ9PwZfi63mgm/JmK3RtsM06uH2ZkTiiufnmYeKmQwWMWaTMQAALGsxKdeiiFwJ0IZMg+sTxgAAy5jrxSEado/FulJufHdJXr2hpk7scpE9K4lxu8794ceMss98epotkX76W/89y4771jH2g8FF1qyijg/PfDJ7COxrnq4P0UsANtylmVPnAe6hhaJYC/20qRPskxu32rHKYjxv0HCb+9Z826CNADBM11YjO5EtyfwJQBFJTCJF9ngkuoTETwAs3dQKUzSkRqFyYIFhI3ZzBwAqINlHBqJb2EPPCzLSDF0PDOGQ14YUHrkwQA+QF8UhCIYijmeOuebS4lx7fPYqe+Cm53VfhGFShhaIb158tJWrwVGArFc/gEQVUByZ3zFrxjgDi77nGDK75a+npmRhHOGGHVqs89n8kqgoB624lGICqNueJhO5ysikcfVEHo9MkGNA7gz0Y3Y5XMtxtC61K6++wW5RfBR/Pmpm+ZYb/6jzSHQUizDzaSFTjeJaDT7kdDr3Dn6TCpfXAcsoTbrPMsMy71BHk2uj09XFOOv1Tmb5fWCZmWWNmej17sCH6KhOsJz83oiUEuOpeqe7DNuZIOTZzK99oAw7ZcGTKl2HyLxTH66JgN7h+wZg1vyFPTbrGasrzLPhUqPsUtHsYLqkwhfg8xe9YV+v22xbFB3D2a/SLMZ/9e5vN2tMZ+K5v7QcNf1atJhn6tnvnEF2U6ZEwODrdQCYkGEHDAhJcirDjtcBFg6h9N/IrclZzmRdpKmTvu5gWQwJTQlmopP3SnOWYQOZIS6TGd20g0e6g3/NNnloqNjroa8divTbKQlwmYrsLAwy9FmzVWjPGTHAfnvhUTZDhk07BbKLBJK5JrhMs2G1SF7IuAX3dNqAYG3oADiiinAp7D8Dy9xIKZwMl2t36tf6u7cMm8ZLGHzhrt5dvQB7QuMvjYji/MUss55voqb2Atfsq0jcYwQknUGnsYTSC7AMEETdFdchVFve/NV9n4QBJK8jtw65XJdMORowzOQDdnjd1QAJ+9pIs1lyxNNVTB6zYKU9pmK/dWO95Wi0Z3SHvA4UGeYyHL0HO0UrRTaSeZfiB0vN/7bpdX/WuWcSdzTGe8h3z9WHXK4m/pBfnGnXiKXZSS44TQuAfaesOkCou2EzopO+zrmDlcVhGn8LZ5zjnoyrpxl/2A3tKcztp9chdfou4nyriNyp8arr5OGxdm2t7lMBblcboZZAoYJWgWODQQ6wjCrLpep+bLxOgxkGWc1XrdN9NW71rUs/oUcu0w2fusYVUhl2N2bZm0fxiQFJND+47z9udBQzyyX5ykTXLCpGXhAmIcMG4IfakJqAdWa3/EUuPWNfW9u3r/106Wab+Mt7bN5hEyz/xMn2yj65Nlvy0x6azfTmp8qvBj17rN/Z2b1snwGl9mhHoY0SWKuUv0kP7V0YO3mN6MV57GnUjsLfmmcVkJNS7w7FefapbbJTrMGm9htqV9dutuEiDahJt+u5BVRQfJfTmNZ1KFTDmL1yy+ZViqepsAED1AjcvMN+N2q49Vm9xeqvut9enLfFFBkt0K1jFEGQnZPvpram892oCnjAPgPtm9+eKTkysvDYjyB8aOKyR8N4eV3BTKf2JWYo2fc80569XEV/fzWHNyeycGoCYSV7Up/nB5Jm26J37ZrxxTZeDbqVavb89Dv3iEjZKUa7ww77jwNskCS905WT1CLkDkjaprnjMaobR44dbyuWLLCFbywROSOQp72A3GgYTBjUTjlyMjqAEovf+1RGT/vJNY/bhBeVYKLvayOiCQM33Zn5TYpQ/c7p9oWDB9qEdbX2qhRzf/jjC1a5ep2150otubvJhisS9isXHW1Lp6+RbLha44M6Xznyv5GD6ZsvLrGrAct6znepRsyT/JpIrsM03njGJya77Bv1G5+Pupr6C1IpjcMMd21AfsjYURBCuhCthEy4TE36NMrI/z1xhfaZZUZbXHacpGYkzHMqJ4aB5/fw+3GZhqktk9LUXdBdiRiu5dST1Cl4EUUOs8A88n6YaX2t1etV5F/XNNlls1da8dub7BtnTbJcGdkB2rbgFq2mTIxmRGRXOlscM9UwuPjYUKuFzNwVdjq+Ct237wxerSZNh/V7dYjlayDewaGfl2gG0XRyZaXPSsMs87lScAlTqwaq7vtdYu49UgwwmzSpXMat8+1kA7JlV0YkCgieO543B5fBCLtxGGaUMLTO2EaEGSBbYiCdq+127S1zXa7fli3g/OrbajRnOxly1Kem2Ai5oheItIjmhUC+lAIw3D4W6SNh+rweAQdhGoZq0ahM798wrAuX+8COgOZy1JfJLDUkC00xmmWQatRvrsrk331WHAVAtl1x9R32wrO3++r4L4PlkZpZLsxVp4UOO5uT1olWFW0ycLdsAcdXf3WOZXzzVLt51tNWrhnZfICJs0MUxPqAgOUla6ziluvt3e/9UCy1TiJsH/MbbEbJbGaJ6+ujgE4XnBQEsLDDqIQ0Fuc4Mk2Rt0aBnEbeMJ+MhJe8Wop9pJdhEJOWYAHAnD1z9ll/UcHTQ3O4yzVgXqHO7ANPr7YX7nzWyrUx5cqNYu7YYXbUd0+wC7RAtetiwvy4ZXrqfu2zlpJhM5vCnJmA6g5Jjcn7ylZnpGyDogvUwWE2wtk+CiSci7nJXWIbAIYCi5sUuUwBnUD9vVUSx7nq2C64+TnbukALknbnXbp5c+heC4XFJFUUSJ7ihxxd39MuwJOJg6yKtN0q4Iolhd8jVw83SqPpgGSKKG5tbDh9kwGIiVmLGgTMZ7fJ2CtX9vtba9vtS+dMsZ0lxfbINU9po1UhQJasPiPOskhpMpBI6lwx10IGNe/jEjkKAP1Ei6ybM7UwLtac9dGSp5w/TI0X5JEUWw6WJfkgSxmTM5iBxA3b5zgpOnT9pNpUZzkMvnIfVM6ymK1NX7tQGa7btViIzNJiqcawd5i9SKN5kd5jWhS9g8TMhM/CBvhKGeftWtzCECCipujI8VDCLLPY1ut9eksW9vizK+yuq5/S/V3ggIXipknuMwVKtIeBOviQkXaY4kladZ1hBpFeA9ayJY9v1j3ms7+wnO72GuyoS1qS7Mj/GN7Pbli90eZLlvpfxWX2kmY9N+i80TWLOd0Ax0hI6H4iRfH8ZZpNAl6VmptHGsSCwQJMNiULR9yrEWlCYwYJDQsGzxHdZOayGxKnaIAxowltuggw4cyF+jgD6I7ZeF0fN97Rv7FJcUy8Z4ks7u/5y2z7xyPz9Hvomu6SgdcI+/q3j1Jne5cb3GF4Ua7FmcUbR+4UFPPZvHPsnb6IgOI68TqNgno6894AiBxWCnpk8p7j5x37kB25U77WJXIPwywt5vyoOvn4qEww+OOJaRNQK1YM25/+/Be77+8fzSyP3mek/enq37sbtrt6ppLnqGN9TfFoA33+vVyvAb/IvQDRACR/IuIP9xUGFdwPDooAAbhhqwhCrkkGpJtP6w9/59rSnMDhO0BAMI6siawdzBN1umHDODGbrGvjbGBCQ8H44KQO++4GRaG+TuS+uCTT3abZka6Xsb64c79ez1fBhtP5zClTTEOH1rFwhWUMqLJvvfmGzVSe2UkHS6VTWGSnzJpj31ahWqeiIRvfAb0j88/XllbYX+W/MGnWPGstV4wPB5iM9XCvYQgUh5ysa7hhc79JlQJYjE8FwOHcED3TBaIDeKWu1/DOca+mr7e7S3bKXAezrJaeAxOX8/K79Vk/9x+KrPjEfvb0Qwtt2dYdtkZMYLWe502ramzjAYp9uv1VK5Q6J0eFSbY+1A4dwwFnTLPPTBvq14HCgT9kj7MA0HRzsKx7OqK64pyHJDnYV659KBKckI95RrFO3gXw1/FuQFoYhUH3axbRUeFJ4eMrSVPBpcdcN8ByZ85yKOF3SAVBJCPFWPcsb9gnft6BfXLvkaXLnsSsMuukf06/5wMsNzng39vIi+/9p2AZcE2j3I2l4vx3gWU1MjSb+E3Jclt+dKcVyfylsbLYijeLxdTegsQ/IrMSV/JuYJmxK4CbSTXA3uONykSG7acbWbAYsNzG3fbafoNsws9Pt1tQfbG/uAxbBWmitAiGP5qE6dxdmqYRVyhmyt20j74h11r/wTPq4zFqyHaXYfNmLvklqktU6/Ua1Zn1+EKxi/kef+X3XmdmdzQj4xhQoWtP5elJGWypIEKGHbP6OO/vVlfw2JMn23EnT3HlTWejjvd5rwzbr10cn+eQ4t6ve/Qze7lhf7AMe2D5/lZROFyVQ7Mzym7cRa4wBqjueo0LNp4vbe4/86nTp9hBJ+xvn+zT30x1UMb4wfarxYttWusOO/aMLwgA62K/58+nTjnNLv7Of9qWFZutUPXT5nrGq3QOxYiW4xWTmF76WsXeyL6vOq5B6/JAyT234jbNiNhWfZXii8awpyWQQ8uMI/s9Blq61/tWVdhV11xvd993q33taxfb544/3P4uBvXy0VLInPFfNmH1Wmst6NU5mpan42yCPFH7vza3wKon9rHP7z/URu1bbVvk6osrsXtusF+xP4nZo9FIzi8zyaglKepRIrrhFAypQMYrcjSfsGGb/MoYH2LPFlkhk8RTlasLKJ9Vt942i+nNVE39h5tesbrX3lbjReyx1sVlk8bYDccN1Xijxp70nNcIpE2SZ01xSbV8Ed6yesn+8mSGO3L9VtWhGGDJsExNAxhnV6lpf/3/vL0HfJf11f5/QgiQQTYQwt7IEgH3RKvixlF3Ha3VPq2jWke1ts9Tba1b69a6665Ki4pat4gLEFCR5QAZYQQChIQkhOR/vc+57yRoW/v0+b3+PC8fyjfffL/3fX/Wuc51netgurtO67ibrv/DJTV2/02TLUNqovYCZa4edBm2nqVIpEvPm2Ajtu+u4dxqKzQ777n4WZl/1Wotq05Xhqvjf/g9O/vg4TZ/7Tqr3VX1uNP6Clx2soXzV9uzj79tXyyq8uQI86ZWqtR+/crtwl/sLQJGhmXenzdk05W0YnLDqaTjR/IcXVZMUj0pu4padfpIi/nFuySpTQ6vkyjbciMsgS7k28iWUxk3prjMA74vWkehDCB5H2C8I7EZLthi1IOhxfsgGNmNqo2G2UYejls0r3N21mt+tVfC9NSnP7G9qqrsxz/Y00tIK6SQKYUpTcA6+yOf72USxEPs+YlLN3v/5s1KTB+4h2KVzTbj/fd1/otU0fdXLdWZss9y29Rps/Wd19fq1mSqlFLnEF1fwBOKb8ET3maQ5+HlB62gktgRVUz0lo+aZrBY6oZN8pPrdTDsr0diMCUDSC5A7gFaU6M0l/eTfFNMKimafa3D7ZHZK63uvhclrw7Pglq1m81TRqkuV8m93x1hQ5Rkb6e4fZ2UBMSD+O5wHhF3ozBk3BkPr6lOa5LdmAwPAghWQHO4gEfLUNSpkdh1WXminGAcnRDSOId8PGKiSLox37T/CzD+4cYn/u81ywNLDtKBq9ZRumFyuRlK5X185oHSn2i2DOhnGRcdaxNef8duWbnUlsjwqUmAiIASmbWjdh0KjWqgXvzgfVYhsCz3c5+YXkfqBkUaCH8wMZEJNrxesa3TLRMLGTbKEP3N57uJk9c+CwjpAVAbSm0l7JE79OJ8C7PsQVGa+43MaqaCfQenYqkBmHqGYpBpLdDBXlix2R7444tWuHSDNoo6qz16L7vg9J1t5Mq1LinZxMGnQW0dxNSCncyL+gRqMvXo1Gzviq3GdKvHyvXKKoWUlsy8S2ORb7vxBIXvuGVLZgSQSeS/yCAyZfjljtJqpdKs/zZWbdb9brZHH3rPvliwSmAG/s5jTY+pPMtLnVCS7UUCQlDNYYjZTyeB5wbaOiTGbJiENNIDUaC4Xk6OTZJGfLbXGGse3csG3zTFOqqehXqQem2EjQIeRaO6W+Weo61s0lRfgKYJnKWNNJt+yziQ6vtqYZTFAsAICRpqQ8ywsu55WvSj7OBjw1ilSRktWoCk9eSAZZhlgAyHOMwyAV1aU+Zu2NSuaQ5kdSu0zEkveeuoWb+81OZqbR4nSdKF/fvaj1esseFyZ6T8kcOJDCqZMTJtPkfcFIu5Ro2GQJuzs/HzQm1O7ibo/2Z8o/cwc6xeh22z7DAvvmOaNb08y7JUYNakWu8terZdyvMl/chSoDLatt+pvw5/XMjjPgg6Cabi+Wshiy6nTIB/E4i6GYcW/ijVBfXpOcQy+nSzZS+/ZucMH2SD1R7gWLUNW656LQIF6ksA7mnw5gxGIulnI2Ad+cZC0OwbQ1JPj5lOAjRhlwDb3jeZOmuv7wiGmflBzb/X9XKdUmzA5nOd0ROaGC3McPAlHimN3AAAIABJREFUZr5yqMPoUhKRX5Bj16tv4rJPliiRozYdMjQ66az9bNe9+lulgojO2tSw9i/S+lmrDL8/bx+XaItFZhFmORjnkE+RYe1CjQmSc91rrHlqbaTU8PFUEMVhqHFDCVCr9cz7UJXg/olpHMw+bFbU5TKvCEY1lxRgdlMbstvufNAe/PNDHq79a2Z5sD103506OGCWSXJpvaSoxINreqxiTIYEMYCv7zR6nWCIzCYsc7weYMlLTQi4k4gbSIkzOjVv3jpK95SaKbljup4LjBV1QC2thmCKnUFmnMVSoX5mv9P70tdRsbQCIoFDvZfEQrwfgJFEq7o2AtA8rYHoIRwqIn7uZjCwh3qe2QAeLdB9Meoq6+OZyRvmvG/7bdxgo3dWS5eKJfbFnHm2qCBPxj3BsCF37azM3cPq/XHDna/bLq/PsHrRLA4CAL/aLwDLGL60lZ0287qrg5BFag3BRordJSkQBl9hvtVyC/osQHEmtZsJaAx8kBh8tWGueQ1uEzkvQGdz3WY7RnLW75+6hwJJudrqrClQFixDSLdZibxaJUq65nW0JyVTfObRqZY/d7Ftko6vea2MDg/b0c664GDbfm2VtVdgGMmGxBwLsKzkLQF0W/k8wDxNmLa2Got5Sh0/WXU+xlMN7Ce6ZxJ5rmqIHzhqZawJGFgDONi3leIjDWQPoyQpdatmb2U/4X0k0NrODcCyy62TOvcUCMbrAZYBkXFzMOZK3iKr/l/IsGFrvaVUMm5+MqPMIAjV3F6jfejYxz6yIZM/kDpMIIjErcbNAWxyjrPeWmXYJEwiJeKvuxs2Bl/ULMfM4HXaXZLcqNK+tvvPDrTzd+mlfYCWR8juv9k6KjX4ir3Jy7iSJEH0qY69KkoouIMY700K9HHq9zZk/ALz22uWkVu3s1IpcP701uc26f6p1l3GmXUC8LSJbjEjS++BNj3+OnfsUpW4f5QWeiV1wwZYb5b0dcCg7vbzS48IsJxQ2q01y6FeaFnrLWA5zsUAy/+ewZe7YdNnWTJsjLuoVSbmQH6NDJsOKTD4WQLLG5R4//rsA+0qlYsNEMi8PbfYTqmtsiK5NzNfXn9zus4btVgS7bJectf777/fE7O/vuwK+974sWJc5eECaFIZQ1Fhdny+ZNsEuV3VwYMYsURMYsWq9VoTOdH2ULGIQiQrk+HUqjUbXUnW0EBCsq6FWcRdt1hraF1Vrf3lmadk8BimPhddcqmdc9Be1keMbPMj79iel9xlm/qVWiPEQGJUlqUYeIvGzFSSmNujzC65YB89w876XrUC9GS7VJMC64ANGHPK7bao9jpbILRG51m7pIaaljoB6qjV32pfCcz2kGt0ocApBkWAA5i1ATliXgVqm2QYSpzSU0z8Et3P9Xe8YhvnfO37ZQddx4/P2MN6C3DnaY6tE8jt1ivPHn56lv3tpudsyf67mgngvpQh8yy1SF0LqINR09/dpJhbo6RtneLeLMWbPdT+6cF737X31cpPQasnnFx5o/HdpHO8y/Hj7KyDd7C+Yvw36Tlc98Q7tvz5uVYgtQYttDZrXow8eV87cnQXWz13g9WNWGONZWZf31hrnyxcZpuq1K6rgwydtD8DYnqO7W2ny8m9l8Z5teICZ7yJ2/Bd8evEaLXVpTpk95yboeIokGSXuA6ZO/dd7IQbMn0lJdzAK+k37IZeIYdHyYYMnppmxxiKbcMNPeJB2nFiGEp84gxtik30faWUluI1oph59I57ORnyxqtvWFeBZ1yli/V9ywT6T1gv8uTvM+ya03bS/JXHEZhG3wczvp7rJWajtaXwBy7lrW7YxK1gJ8UBMjDcZ/w+Ouvr7OOZ7yWGcAHiCxSfLi1abRvK1lv5p300bwQaRUYEQZm4YROXJUy51yxvY4QVZATgnuSOl7/R6tZBK6U7UYZI7Jgy+W1ly2nNMkyyy9qpAdbzzZay4OnXv7BXP1thmxWId5GH1ca6THVY0f6tclbKS9ecdIBdOGGwlS1ZZzldO0ay1cnG8CDg+sFuKYh3k1rixARMu3xcyQs3sIN55qxMjckE5DBaK5VLPntu5wKdHyQ2KTPQHu+11DwHJQGinWq4lXdQ3Hj9LY/btDef9L3gP2aWB3elN6HAsuS6bNzthWbqYAW0mc8941DLOF3AGdONNZX2I1nO/6BSdQM6XLIESKgXyS7Ksa0LlljJnwWWf/krBSAClD7ho2UOZjzeOFv1AJWq90BqU8NEZuPx3mm0WwrdureSgn1NWD9qnAsKCQwBwCGRcjk2rsIOrsNF1WsVAZECAZx51AoT5HvrH9x8kfkqiCxTYPFZRY3dccvL6gerTURagrPO2td2VY3tV2u0CSnj1NLOR4MHi8c1FScGXw7KYAs1CI3KMMFgrobtc+OGkAlgVIFUi/7L1M4ic3DAkoBlNstCZUhe6NZF8iLJFZaslEESSYD21kc6mbdmLrfbr3nR8gkMPWjxOIGQIAmUox4OqbkHvI6mqe+jdha+o8GlIyoQlBGOJIa1m2Re3tlGDCu1jgN6WpFA35dTF9lXOmg6q86AibRCG+M5Y7rZtD697dEpM+zQhRVWuGs/++rZOVokVZLfaF5oAncf0Ev1HpIhayJulWS5uHuR7TthuLOxmarFhdEiUQFgIdAAfCEtRb5FcJqFdN7ZV6SW0UqD4B7XQUBEdmm+lTzzvM2qXWcVZ/6X7SqZJ/08l4nJz1PNUg+1ztiYGK4BlqPvNeArGHyy/tXaVCLzRM0yTH9sVt60vQ2zXK85RuYvU8DyvpXVNv1WKSfUXG6LImtClpVKBBx+wQF2wgjVy2iekQhAct2emkRAv+4N53XmWL2CMphzXiMpQMY/S3Nii7LHCwd2t19266vTlZYzm22ikhYnKAvMXAGwt5qX0SsuqXPSvA9pStI6iiyimzxE2wNaTaHQYH2lpg4wT3yvg2VnlkMODhBzSSQOrowHrcZcsUFwRpwG6g/Gi76xmBO55B4nbTehkrRIyY6LfveiFS1fqRpmlRAM6WaXnLe/lSILSur+eO75OpTpl02gScsukhKMA8wytVStjHO4G5IR9TpAjNYAy9RnJ/0TYbuyMPjQONBCAv8C1CQkwZCUA0YwZ0IeCOzDG4CxgPnFpbhELUvuvPsBe+qZ72aWo3XUbQlYJvOdmmklpQJ6RNHKQUCzJYAO9g2w7HJrWO2WQDbYWublNvJs/S6Hf7SI2tYNG8a9vQaptWY5cb1GgYK0yGXVCY5BBqnXYJdZAy0gDQMed8PW/Ghbx5gAAQA/B1BLLWnE+54IyFeA6X1p9W/gWrHOgUG9h1rGwEFmK5fYZ599YsPGhYnXH+XgupN6cDZrX2P+sE8V6ncelMTvzsuesFFfLZVqRhMsYc1Chq1xdDAbiU3/Ls2lXPWL6a1+mk1aQxXap9bPXKT3qVerGwulgCgYOZ7v1kSGDRAHpPut6X+nbrycA7CTKQiNmmWdGzpE1g8st8t+tq/t0jPfFiuI5NDGdGor7ax0X9xHjubvmDKt1yclP1RQPEbg+LARZTacJJjWE2OaAkrGlrMKQJYyywHewpOBRNE/lGHTC/6fguVgZX2TSRJBBNwuw/5GzXK1AgqcT/9RbTIf8U2wzBnFcnew/A037H9t8BUmWK2sLK2j2hp8xeWyJv38S9l0n2mhXCFIpnZ1hT7mjLvfsX7vfGYZ6i+6Wcwabvr++yQ4EtMuFAFoIDK8ZjnYfGeQE7D8TWYZxrO9rnG94oeh39/FrjlkuFVrTpGcbW0dFVKLqGVvyyynYDllZTk7aDEZJWn+O5pDsDuUBAWzzMvRfaNKgXxXAZEvvqiwO6992fcRGHsAPG+k3CuVq7sKJnHDRu7rV+RZi0hKkzTJFHjxPJazx1ute3mxnSewXChQRs19PItIPNdxRrSA5YgFgllOwbI5s7xs2XcbfPUuFrOcN0hfLY5RckqSGNQod3SVWfRbxscmQ/tvzrIqe/+xX4lQKbCPv1xgS2W81JFWm4AT7Un1An0lKm+Dpb/s8kttujqnnHf2mXbQgUfpbGqyV9+YrhKZhyRXlzlst3I7ZuIJNvGofdWGdK1de/NV1q/PYLFSa2z6zA9s8OAhdsZp/2Xbj+hrS5ZW2UOPPWBT33lTn5Nj3z/qRDvphCPE/KrFksAS/Yj79Cq162662Sa/8Lxtr7KSOZ/Icfqci+3H++1ho0eOMpu+2EafcJU1dZEqUi7XKFJop4m7N/OrTvOx39j+dq6c1TfIgI6OFVVrFMSr5nMDHjUCbY1a2/Vds+0HMjt8ZPVy+6A52w5VUkDHnMtZYepgEokny8RwrcbdWbGWtzxMakVzYCz1vhK9Dxn43waovnP2Elt0+wu2dI1qlOl3q/OxXAZjBx0+TmRCnvpON9u1pQU2+saXbPbO/c2G6D+pIvsIqfx6eKEMBuulihEDre/dKuvouTOW2X2Sd1++/0jrIqLjyjvVzWPZMsUp2txEPmCY2KS4pFxy8wvO2VOqRZFfij3eePZje3fye+r20UnzXaAaRYHAeKOeV6Pi2kypTrcIuIy4qqttmrvZPv9zrRX3oLsIiiClfBSLXvirg6ykh+JO/ZvkQIliSGTOLmt2w6sox3LjLNywk1rrXffayfeSz+bMVCyr509pJ8yynhcMMLXg6wS+kAt7TTJyd2GLIrrWSC1ZrFryKjHIefQ19pro1C065PJe8+zfH0xtgUAXbW4PO1KO84qPvlg4z/r0HWLLV6+1T2fPshzFr7h1d9f1X3v/dPtiY439/sd7u+KQuLJE2MZbT8GIs+4SJpa4wGvYdd1rFdN10+ubNI/aaR03KTnRTgbBrg5Uf2lKbVDweEJb11O9XJhizCpb37/SBn400BqWd7DsLkpkC7S6Ms/VtzDeaU01369xlwIWhQV4g+eyZjW1zx1d0edgNXHTjprkUNB61x8vMwuyApNlB608N103XWTWiSg76cPF1uf2V8K0UntYjpIOO8vVepmex8u6rqMmjrSjBpRZbr18rYQZSIYFo47MXeOv63PfKeFJyBiSC9RmowSJWumIA731mfBVgYjZkFGjksTEuFV+jrs3yRWSTGnrUWLezSgNXDYuAorWlvr+Uimabrj1CfvrX4M4+Y/B8sASGXzllGiTIJinFhV5rwJPHSaYZKzRzS89arxA80Fm3TSqG9ba3dNn2O7KMiyk5lJZwa3zFlvRw/fZil9eLqc46iYCsHCDLSwrDw52xnuskvUm2A+ZKA5/rXUfITPNEXtbq4XiTn843qIA0ALigSJ3bWGWI9b3EydijGjjwnuojUVGygLI0t9/6t7FHqnOtCG/utdyl6xXi6x6G7nHMDv+3O9JFlZjWYCp5JDxzIT3WYu2PK2uy62vu7yXQBPQBljzFjkxeBwSLbLfpG0PQEalysoomg3P62H24Jt2rGpO5gpIdZHcd589+9lrL3ysQ2KzJDLRciakpq7O0vCE6RIAhtCO4I37rpVTMRY6NdQLaIKPH9PXeu0+QEZc2dZVSQ6kkyO2L7c6TcDOeq7rdDCUUlejhdZe5gLOVGrh0x6nSf2d262TKYDqd+760/v26nMf6Xf72Gk/3UuTMFcbkhYeUg7ayejghjlKJbRuyEb06gpFWgXApgmQqnaFenTYT8zaMpFdYgAhUAb4gFlu0POuUeuox9+dZRe+8qqtu/DnVqDWUes0+bvQgkJ/Z3sGKSSmuJMXsWm41B8zuWBMNmB8oPFwcOxyeNQN0WOYuQm4Q8bifQn1uTIxtBt++7RtXqasqII3mMr2Qo71MnA7878PtZ2V0a2W5IEkTcgmg5GDiQH0MB6AltQ4C7d2ZPDCkd5WabyUDPbgVNv9869s2lt3W0aXjqqXfMOaVC/DPdMOCUlMYZJtTcFvXDPzPdzlycqyIacbBoGw92tFouJZNbGQZDPJlsKe63NJULTXA95C/YKuGvDMWiASA2DRxiWdYzDLDdQd695zNV+XKIGyUntCVzEb786rsKf/Msv66/Ct1LWc+vN9bJzkjhm0zmJTBhxrzXfW5laj5BAtltjEi2SIkjLMPP9wJY9ev3FIJT4GLS7nqEokR9JeAUOFQzhgmVLGtK0c88cDcBxvdScAe545YIysEskKZPGlpbhhP2B//rfcsMPga6MWZ9Qsw26mgXWsvwg+k5rlhPULsEzrqEgOJVg5YaJbmeVWM6DE9RoZtpIbKbMcbti4rCLDbiudDZPDAMutpmMkBDD+2bZmWXs3AbqDZTGdChRSEB3ylMjmcnAFsxyMJkG8H2iaRwFIoxYYlrudssc7i4nJGDjQbNniiNB79LHmmR/ZnNVfW7VqbjIAXfqsfLGyT39YYU/e8XfLr9nkTtVu8sTntYBlmDRYtMgANtNnWX1Df3PdRJmPFNr5v3veGpetlWIAF14FZ17qAYBi+kZyLWWW+dxmVB7MZlpHec0ypk4BuFKX6dTgC2BCcnXtjoPskp+OtzH631sByzpPYFtZHySU6sUUjd9jH00s9YyeP9dWqYSntzoANMhgp0H3w3nkbDrbHGA5YWUdLCeFvf8KLJOUYs8iIcOfkGhH8pC1wZnh7PG/BZa/XZvsZnfaV5xZdlAc4Apfgnj9O8ByokkOQInZVRgufRssa04mr6fdKEhQ1FAj6XPJt5kkwZu4xut66rQpHTd5nnV5RR0XlMDYjGkklbu+vfoh56B4G7DcxhzrH4NlGFAxZJoPHRpq7Iu+PeyYiw+2M7XXVkvpVE8A9S0ZdtxbuGHz3TGo3AtlZphFeoKxDZPb2joq3LDjFimTIMissev/Z5KC02qBIlqioajQZ/g8SQ2+kj7LLsNOGeSQVrN/UDe6leSgKyqkxlLQg+ng8JG97OyLj3CDw8T6KwHSSMwT5j9VkSRTJ2TYAHsx+SefIVD63a2jehbtaIU58lERePL1BDimlCthlgH9DSpnyxWD+NEOgyzjpWvsuDem2U/r1tqXde1UK6wzhJZPnGVaRz3KC+wPV19vz7/8iu2153i76reX+utr1nxlZ/zkXD2nHDv80KPt1VfVrWNdpd1y09VW3l1GQCd835/7EYce7J4AL778gn5/N7v7thvszJ9dIKD8np35ox/bipVf2/MvvGx/vO73NnzEGD0vWtGI9BDZM/XdmTLi7G0fzvjUrr7uarvs0l/ZSYfva6/p+88bO9aaJSEd9NK7lr9ojZ6l/BUAzTIv3aoa3nqdufOO39/+Mr6nFYiJ60RSmHMNUsSD8ZCPlndutrGlA6TXzbLH5n1uXbVnVHvf3qiVdCLIwUKABm8JBLhLkvceK+tcKda/VyhxeNJOO1nz+ItszKoK21pQ7Oo9L4UTAQIIyFLsVuetunQ2Kn7JGab+1UrWNq1e467yA8YPtAP2V/tTuXlf8dgs2zhrgbIp2u/1XDqpD3lj3SYlKJX86ERyQH4SistMc7dS5+/eFx9p5w3ubHM/XmV3PT7VKmQWSwzY0CTChfIWzVn+5nqyBLq3ZsgHRwQbqdUdb+tic/67yhpUUpEh7XNT1XprUn35r648XApKgR7FmIDkEjfyitZOlMlxzhI7YiCYtm7iOR1+1EF+/rzy0ktWqaRBIXHEBnWPkbycf9Oqq1HXAcjz0jU9P5hnDK9o+VWs9wPy2JOjpVDETuytjBsgiyRGkGGhGCA+2WW3He2Lz5bbjnur44OUqPsdeL4NGNnPTps4TFgowy7q0Nk+vOQpu+MHo61//+4643QGU9Ps4xl7elprT+zmbt2+1ysBI6Xj4u75dpcY/T9tWm2/ye9q58jgrr0SGXlSpPh1JfMk2oXqrBbZtbrDels9fIV1n9HXShXPb9B+lq9Entce02klaaWER4+XvOJj42VqoS7zfsQY3vnfYYRL7TvYrAWUivh012mUsPp9JywVdxBrUvNMDfcXK+vtjJc/sZFvL1CNutQ3klePPXGMnX3ULlKc1tq8rZ1shNzqN6s+g1Iyb4PqrtQkNUhOhGoK4z3ieNqoFrrcmu8NZhmVFKQX171WZQle9uDlBMST0QKN59nST5kyB5ILMOzuph1xJbJ6T8KA2zTPSqUcveWOx7RX/NnPwv8YLA8oPVCMT5EWA41EIpCm0bzi6HBslKY+Qwu/sXeRzTliL7OfHGYZYhSbP51vz82TSYDqjprELHdRzfKyiy8TIEFqEMCRCRhmPsnfHiBHlscpct2QM9DK6iBdcTt4smmagGnxfvr71C4DSrznpzNjEWx6nVioseIAc0lbyGNxQW3QJKdWbosaNR8NS3LZozbmk0Wqo9Xr2nTWafOZcN6+tv923S1XTdpxMQT8usGXDkwOTmolooVNABvklS4HSfqakSmrZPErg8Sgu7ERhffaJFx2gGwUsCeZQn29rlsZsZl/nWNPPzzNMool80FGJjzTKPlvR9FoGbCzyUHMffmxTPCqAK9Bmj/a5yApr5Vsua5QbaLkpNh3uTLH2qAGDO5iI1VD2gkAAutN7StF+aofWKmJR31lo8ZnzYBSZS1lxtOw3mQIKHAVgbyEAqpD6GD33Puqffn+Mht26DArV0b32NFdbaU+J1fjBKsgRb4OlkheELSzwADHXCuBmh/+rgRIWrLomlNmGYdtpTD9fWTKOyI9VfP5uh4lNm3aTDvo3alW9bNzrUS1Txt0+AZjn9Q2afEhx2GORa1DgGE3kNIiIWOJZJEaWhYntR0ug6E1gbshRu0JRmscVu8t2WgP3qw6aTHHro4TaGyS1rdI13LRryZAd2hsQv6fyv58TBgzKRlwuITVBKTR8xeGuRkHdG08B9dk2ZArn7QCHcgf7qK599CFdseX86znivUyJZEJA6Ygfg8hFV+nbCiBqTv7AZa14ZcoSxplCwE82cA4ANzsQOPFBhtzTN+fOEW7JF2fi1Q5SwEkZkRIb+inTK0yJkj0PcQwyJ17PAGjzUv//kLtwZ7+fLU9/9J8qSeqra+SSIXr1isIAqU22LE/2NsOOWy4khWSqnmiC3kSMiVtVr7ZpjXJMR5ew+Ou2NFCinvFOM+BP+NKrQmbs649ZNixvjw4SMz8ePYkdEjQ4FfgBoSYkgG5KIv1usCEffYegGR7i+yOe+63p5/93/ZZDoOvAMup/DMJoL/BFLe0jnKwHGAu5kZkigNEt0onAxTDLP8jsBytr74FljVPUV8EWPZdzgNl5pz3WW5hkIP9QnXTts8yu0dAu2hxA7NMQiuV8/KJPkZ4FWxzrdHWq7v2yFFqhZHRZ0jS1F73OXu2zRdYrtShjVohV6B56t8/sRsen2PFmjPtFYQF/qRs45+AZVyBlUBr7l1mY8aWWZ7G9JOl623dDLnxS4pdD1hOWuh4r90WsCxWQ0EcxoeY8H0XWCboz9R3AUAa5TewXkZdx11/ok0QENmq8yHk8DFujCGOyvXKzpQooddeiwIir0kJJq9N1tvatlf6Z8yyl6BI/UPS6p8xy2T/mcfbyLAVyBBAuixYY4Ebdxh2aX1r3bdH9p7o2NPXUcdsyyyzhkhKsF+2yrC9BCCpWSY44WbcRkpTnEA7mOVtEzXk2Dij81tqltN6X5hlGJC0ljnmGIB8o9RilIqgBAucmdwD7rUKyjZpL/mlTIPqVSOeu1W1bhofamADLANY05plBeWMbovBV6zzfyXDRvLcSWf4UkWp291wqt1clGGVSpw1IDlsWT+xPlv7LKcy7FawTIBJK8Zvg2Wdfwr00j7L3ndbZ+3ir2R0c9MLVqFeuZjrRJcBrhVuPAXLJFrDjHSL5jb34i3TiFU8sawx0zrPkFFSO8lj20vhgwS7k1oz/uTCCWK6umuuBjhP2XGUdM4QtU0ERMCQGAmh6mqXMMvfDZb7lOyg83+o1yxTIhHy5HDBbhKoaqZuXoZaa0b0tmV/vUobzTp75b056p8uQye8VhSjuXuuguaMdvn27KSn7E/33ytV22C74r+v0RnFOsu1m2+93v7+6qt235232Hbb7WRfLf7MTjrth7bT2HF2yUWX2zEnHGk9y3vZk4/82RYvqbSTTj/Ghg4ZYn+48nc28fvHWN8+fe2cn16k57PeLv+fX9m4HcbYby7/vfa0TS6PJuhGNtxDceq9DzxhDzx8p1jti23iYd+zdeo1rIyAzVONZblA38IvN9jjk2dY7hz1+IYJJibaf7Adctxu2vukRkH9mLhde6tJ1gP/phaYpK6C/01SBG52d2YpgxR35Ck+CUMkxSmKCwn6q5J1QY21t4dM5Mi8zxlFgZJjB/Wxkc/NsK2T3rGNcuzqLDJH8kM3iIMgceZbc4fxqMN0lRI6FfNl6fxU4b9ipGrr0a+n5Umuvmh+pXwoSL5ovxSI977HkpPH7+tzcMHOrNc4ax8S+GlUcHr2CWPs63697Omrn7UOy2vU2gsDMJKIeAVg9hp9tWk7Sh/0DgLdNZUZVr5PtvU7Ld9m/PBrWydF15rBhXb7cQfYgRPG2Kxp070FFLGLG0TpPgE73rlDccBmrU+XA3vCFsMq+bPIgwevmY6KWbcbPsJVk+++87GSMSjjOlv3vqX2+aLVuvZaN8hysJuoVd1FPfkeVEDuRp3IvwFPbhCWxFLEG85EJiapHaRs+/lt79gBMi0tLCmyvz8jLyGpAw85SB1o+pbb1SJUjldHnSOPHm2Z6l6Dr0WDFHguV07Gk77WzjDjtaLPQxaep9r6TjKme0wtVx9ql2cfLJ5vu3xvX7vho1nWb0W1vI9okZSUqOo+3OWbskRhocb1Ij0GrLfKXmus/6f9raG6vU2QAqNq3Uab/q6Yf813wCRyZTAVjDDqF2TMuZqP7pLutctx9ruMO6md97gYebrXLPO+xMBLfxOPkZSodgPcjjb9nSX25xsmWzu1HGuQIrekpNgu/t2hKmOMGLRB657nR4s3fJOI1/NpwaXxLFESw72cdF9Ru0y8F2UMVaisvFw1cbXWGY0HDt1N6OTihn2aL8SVubiAa74UCvT3C2aOAAAgAElEQVSHrD4MeyFhOI8ohaGlLLGw8ttx/RqHIs2n69U66v/MLNNnuSBXPSQF1JABIW1MKvKczcTNlWrmLEWp7TfUWWOXzjb7zCMt49Jj1WJkrn39+SJbtFhmDQ/eb1W/+bVqPHWBmqAEX63sXmLuoxvyLI/XLqdAB4aZBxpZDX+QbvITlHu0CyJw5kCJ3pkhw47WCZHVjux5apiyBXAAO6IgC8kpNWkcLE8KTD4gE6dxT+uwVqatvQ7pRgLFYWrTdO3pdtvmyjbykOjbGzIR+rMlLYhSpjIp5KceGzc6ZNeurXdTpWA6Ad1e6M/kQUagZ/KKZNZTHnjL1ILQa3mdNeHSwSxi9WH4GAEOUM90679aoeNmAbg6LeKBkgV2G9PPjty1r1WrT1eB7i1fn+XfpQUDe7sWZziX65qksu1stkDXah3iuyhgYgNvqKyz/WRkYYtr7JZRudZT19xFCw5wDYN59/QKe/PeV6x9xWY75Ic72ejxI607pjCANEkjNymrV6yrXAvgAqQpaEcSQxLDkxW6Zg77Le7uDRtHD2a9JjDmzLLuE1dTD1p048opeL/AOZKJ17z8lh34wVTbeO65ViiWgBrxKOCn5RaLV3MFgy+MDfQ8cQuM+vkwkvI6QZ9baS/iYARZVGFJH32WMbAqVo3KrPcW2503vBBBiq6liQBcTmmbtu9vV8rtuUyZAPKnzpgHn+SDBUPLRh/JAphdbRgahxzCGdU576lNsvOv/2JDpcBolsx7xtkT7JoTd7WDKpbbV8r2FiHJ8WRSApa9viTqeUm4eNYzMWFAwuQ9iHGGRL3gbHqoGMIMK3o4Is1lw6D+l7p7kiou+1MgTKY2bXHlzvFKIpFZblZQXy/A3E7jNGdttT0+bYkt/WCB9VbNSZaSRVvlULVVa7+j2mwc/4MdbdgO/XT7mgO0xkhqQ7wWSJIs6mdpW5PHOmB90DrDGVlk9mFCRuaQzd2NKnh2bnyX9FbXPVNfyHqh9AL5NeCYdjMEtwQruD0zvwgCaW3iCTINCfdJ2ySkqo0aiK5aKzfffr898ujDvr6+q2b5kQfvaMMsJ2A52VtIADnblILloMx873EZNgZfAM1kH2KqtMiwAfUJOwWIInkj0cI2zDIglb6iMMsdtXe0ddsG+HLPLm1Nmcu0Zln322q+FGBZLTG9L3PIthP5sl/vtn2W3es74u7koCaAT1J03JuuhbErU6C2fT95VwwaGRsVq+DTufanLz63wQoCigUqXntlrj1w+2tSkur80EHXYmjk+AAW+9sybL4XYmKxwHKW1giwYq2Sf8M//dKaqKt3ZjmMjqK2elsZdiIj+k4ZdpOCwUYUENqvinRPp8qI8Hv7DLWvlRlHYeJJ1yTJAaBkLXGG0U0AoOzey3q9Xnskexdj3XZ8mK+pDNtbGfJIda3eRsll2GnrqABpgKOoTUai2yoX95plJQxhWULiy/6fgmWxW5Jbf1uGTUCJDLt1zgB+HSzr8wiW2tYsE6i7G7bXJse1hsFXuGFzPrWt1WfeBbOc9lNuBcvfZJw9iaPvrvb2kJRytAXL2t+9pYtqzdZU2SFTFtrQDxZaZ5W91Cb9sVm/32SW4dTCDbtVhu1O0jQtpJNFUmjMT+nMgFy7kwBORV6edTj/ULtvuHrJym15o+rpWlusxfi0gGUYfpLuyUHMz9xbResnSlhizqPGqNK9YQ7J+cVzDOOvDPvjta/a3Nlf6f4kUU1UPM4BJ67XgI22ruGNkjJv0bmiLVssjfZMJWp7yJJ5lQLy2rcXin/gTJA6T7HWj6SC6DeoTCVsdW76GImdMB8j/iEYbu0JncjQfP+BcdH5rH3ytDN/YitWpGD5X/RZVs1ycc5grQfcsLU2BKrqtA47KUm6srTEVp64p2XN/Moa7/45GRabPfVtGW8KgKlVTiXnMD4dYvj69yuxt8T+XvbrX+ssLrIH7r1Nz61Ia01xjE7ISy+/WIzvLJsy+UlnOHGRPujwo61v7952/dU32sRjj5Tj8wi7944b1dKxyo45/gQbNWKY/f6Ky+yQiScKfIndlnYV/43C/ELJs4fYj844U+eJamWdWQOsqI2YlGoP/vlvUhj90X550aV21BH72TIlqiEaGlTDC2M2J6fIzpk0w/rf/4aTHB8MGGBn/uJ7doqA6hYv60r8QnSepV00UsMmN6oSuBmgGt875PszWjXP/VZvtHYkhRMDIhhO5OGAY0/6J0xn2n/ZSxSJyVZvVpmCjKKyO9taxR9VKhdcMXuhvfC3eQ66aHUaDD+Ga+FHA/il1hummf2yo1oVoXLI0Maa0T6Y30bJ6Kkhxt2c0gXe16xOB+0Edjarf3PTnBVSktFBgX2kwaq6drF8zdcyXcfGRYutOivXfy9DbtwdxLxvEdOcpRiwTkqCTM2TdqIZa8QCDjm3WI7j7ax3xUjb9bihdtiue2g8OtvfJj0vkK+kmEAtsed6GGA31IrEU7QEDXPTYIDBCGotJ9BZrr1w7wnqsaw19fenp1iF5v92A4bb3oPVnuyd6WKZFytOUM/7JM5wJhMwjCxbvx81q9HNJlzLk77Yzvjj5xLMM0QEbf4ylCC94E8f2ta3ZiruUWwt9R/uPJuV1W1QC7EfHzfKho8drJrirT7u0bIowHlqPJb2+w4zQDBLO5flU6N95ND+9vKCL+yj8iK7tHNXm7ZskYzyMPbiupMaXUg4/duZY2TJUu6ViFFe01xtXw//3PovHmkH7jRBLQtX2IKPP3K3+FDlKp71/tQRG4JDqD0GPBZovm/gbHFmmdZTvI4MWnGby8fj+ju7YRqKFmTYwbgjdy6TQufBKfPt74+p57e6X1TrS/fed6Sdcc7eMjarbVFOtLppQw4qcelmz/H5YeocHV+IlWukjMO9nRpvQLub2WJSi2u+YggnUp1wDZKF58zz8JZXLrOmJju8bUhSVUGC6XtIMqTxZWrUXFycYzff+aQMah/yvfw/Zpb7J2B5q4qs3DCKjCiHlD6UgAqZKcCGwJpea1lCPZm6oZm7imm48Di5LciK/q337dA/3WqLZPDVGccysi3ozlts0gE8IRt1iY5uDMfMYMBwoEs2FDZ4siHeAzfs+f3BaECdsXOQEuxS9PoKU6CoH9V16ro7AwxUq7RGLgzVAjRbdKD2li6xs8Dy19ItXKYWQYUz51tzlizvtenU6hq3P2ionXyyFreK7clQwe5xbQweQYFnRKD3ySD5pGply10iy+to/x34hAkIGcceMjvbkNSq4FxdJfezH97znnV/VQYLeWr2ntSBYUHudjQEt/pPW5MACn2OFSwJIAxVjWiRzA6GTNzRhveURT2MLfXYkmTA1mJ+5GwqE8wnHI7BLIjorffWqga75c7XbLT6hY7ulm2lY4fY5LtfsoUzV1ieDrYu3Yps+JgeVtKnzGoq1tjk95davtoFNGuDbBBz2q4g33ocNNz20fX3272PVS1aZy+Wl9rJ0lpIwK/aMI2vM8s4E4fpWrPmDI7RAAAcgRuUoURKj3S7s8YOuR0peoKGDpLSjh+wnf/7vdvutMYvF6rP8s+tdGu1yafDJftpGyXGA/mIm8iRSWNz0PNm0ZUoAOV1r3FwZUBr3W/asiAMEvR6Uhvx1ZdVdts1z3lgQ7afwIwur1WStp98xUSboLqmChl7wSA7vkCyp/8jeYPUBbMPJMIZmp8dxQR07NzJ9q/Ti3e+ZDvMXWZbZMX66UG72UWnjLX9VlVZvQoha1X3lK+NH2dkNtzoiSfWuzIkJ2wUSCg5SNiIo6dg4uCte+LA4X3U5WMIxQYCkIy6+Fbm2eXhWhiwiARNPh5aEzB13rscllnroovW2jPz1thDD75jxaoZo29lnTTQ9JslkOumQ/XMnx9sQ2XmUlEhoxJaDmjzKtQmFoZYShYpE5ynTXkzGU69zqGB2yItGSIBwNyM1gckO0gmwaJiRgazTDKJmmQMOZgvCF3C+R4GnMATCSMIKxQkjEWjt4aJ0hEc8euVrUSyzf5TorquO+9+SAYvIb35V2AZ1uKe22/RXJIMe5vexQEmA/xyqEaCp+2fjTKqYQ8DpASSDGaMw4caoHDJ5vUAJsiTSEBiZJgyxYwR6hsCb55FqwkWBl84QLZljyJId5dsDg5AcaArvzZ6aPMcuNYI6OO7mbPVXKtfU0t60S856qyQcccPnLnX/8bptVxrYY9RkmZ+vtFMgaYcd6xMvhUr9R0PTBhgNXK1vfOPSqyx/7ZTnae+lFZQyOLjWQVo4ExByeM+DPzxtSaIrENTeCHMDLWxbxWrTM2xy3C1P7uhGaDSgTcJxpCFOgjXa95TmYQQrpwK4nidP+ynJIiqxez037mP9f3edrajnvuQcf20N8j1XPeMY7S3UGtJZsCyo2AgEE2VAuxpZMITUAz7mgyov655S8kPCTpKBhwQ8/0YpXmgnbhhs+qSRCKBGePGPOa+vKmefkgvTV7nT9r+ijmDtI6EEnuOfwg/1+ucOexlGGWlTukAOc4ongNnLQy3P269DrBHZUJ5UbwfMM55jaopGA3aWsdcivr1MOhrfX8K+N0N2xMy8V5P9mquebJBjEDKvvp34CRNUkmv49h+4zUv2bIv1niiok5JW0wpo343uVYYZIEA/nBGMx9cqMDrrHdUVoljdHqtrgjCzE3AoIMM/iq0eWT9+vt2W99Ca5TpVJ4ysiQ5UlM71kY4fSfJj4TV5hI8ma9zMxKk/ph8E+BsJwbgjCMxkKmbvOPGl+0DJRip+W9OnPkigUf3CJVz6Fe9/WKyHrgHyiQGDtVeqnm4drEYo96ldu7lBys5mWu/f2i6fTr1U9tTbVd+fNZezqJh/rlFNYOtpRUB+N0NG6Mf7b/UYPPE8IkPQ0JiKZjlzIRZ/u4+y72Lx6ol6CCvYd2qWtboq6z1JmZys1rDZGj/nter3Oy3pyh51suzXc3zvrKnNqy0IplW1il5tlUy3+r1q+xHPzlb17TFLrv4cttpxx1spYxQias6dCiyvzz9sD325FN26cUX24QDDrep0960y//7cjtMsuvTTj7LjlYN8rChI+3WG6+z5cvX2Q9/cooNlCrwxmuvtUOOOEzy6oF2y81360xZZ5MmT7EdRg1TW6hBXgvNWUrXjGolb3v3KrbH/jLZ7r3vNjv/55fY4QftZ0tV81wo12LASNdsrV3Rqo+IWf5w8lyRuDoLy7vZxb/c39YrwVJACyCYchSEeGl4t4aIbcPwK+LBXP28XoAxhzK+5PxYD0iQInGtami7dYM0iWR/uDdHct9NO1GN6POe7NLNDt6itqUVMhRUbXLWBoFnJZdukFfIxzO/VEmSgJvGAbCcdipx8JzIslFceFJGeowOAreUsbhL8WbiY5IfYpIx8ZWpa6eRpdYtQ+7a3XNt0+Iqm1+Sa10ln83Q+NmCNXbKD8bYVWNH2bo/TrbvyeBwi+YT/Xo7qsa5rkb7n5jlwsICled0scrlm6y8Ti2nxPbvf2OJDVtVZqUbC61K+04Xec1st/0Izfc6te15z1szofyLlkec+03Wf/AI692nh0rT3tF9iaSQK3Rngd8OSg7N7FlqlR3z7UiNc2XlJvuwrMDy5YtxgMDPl7Qmy9yo+S+yiOcJyHbQBxEXJFW0ZoraXLxTUrIkyJS0BRPjoX1c58dDKqH45ILHLV8Gcw3Eg2rDulUljIedO169rUtsrOTdyytx8U77GYeKh8/zGmz9jWs3XizubaTvp1Z5aEGT3VXU3R4av6ud/OYHNlrJinmKa4/dutEqlfQoUFLL3a4xRk3ihqp1cbazbxZ3Uby6WnvVELU23CPPeizqp5K+GZYjjyWUPBiWUaPrDLdiQ7pwsA48GUBZGaSSt54K93EYWxKzGA2TpAeL8X6YZe+3rPvw2nqem9SoXSXrv/mRWTZX+1K+Mv0oXk45a7zttmd/W+2yeDoIhCEriddOygIS1xV7v/FIXhC/p2a1qZIwFJ+YQSdxuhNAgGW+XzGcCNRobQUJpvPDjV5pQSViL/H7CVVcMOaQcSgFvIuKK39RLCjpqHl47c2P2uRJQZz8x2B5gPos58vue6vqE70RuwcaqbNsuLuSweWQwxmRg08l6pYrt+y1XUrs8+evtoySDHvnoInW+KvLbKtLG4JVdcdimGEF1FGbSXaZBt/B0iJT40F5PaNLIYIhQ4dPcTZGVbSX4W93wKUdVAqWlf0n8w0o5O9GgYFCBVtPFZTYTSPVGgAUg8mMZIG7Ll1i+0hO/uW8FTbzvEecAfZDQIueoPb088fbHjsO1H1JUuMuesGAeY2ls3epax8JgASEIRdNamFLkC/AqGkSbtDrZap5ma8alNkDy6zdei04PbPlCjqGzphrU+9529brUHVXZQK+JMjNUMC1WXV/OdQt6uAbsF2ZjVZgV6vmimN1cFK/lCn2H5MzehaS4a4T+KG/LwEyDGNIGSLJgBQJJoEs3pLPN9htV03yVhbZclL8MFMytcXLbNzuw2xNjwL7aMoCK1AtekOmsocKQjroYOyobFod9Smyg6fVVIM2jia1M8gfUGRrP11p2/92ov1kTC/LU2TO93ZMJDUekGgSEcBRA0tgj4M3fXGdSVRAuUDZ15krN9nnfbrah4P62qSaVfaUWjicLWOAusmvWM6Cebb6vPOtsFEybAVyLU3HcYjW8+WQISNWkMh6fQ45w49BW1jJM25Rcx4mcjDQeQIotOxytz9MkPR7VRqf2//wnA7zGpf5Qrhwvcy1XoOULT5lvO3XWyoEgJmzD8E2ZNLzV8/XW2IpOaP1KUv9DDtyr92t+Yq/2L43PmqrNBcrDxhu/S47xq5bu9LrmIoBignAJ9HiTn6J2RXMRZocivqNxFFTc9LrnbRBeO8/sqFkqenZzXNWsoi+43UC7WxE1GZiesdcgUFxYMy61cL2gFt/eI013V4bz+SKOnvt4ie87rmxHTJdWJtMsTSKE3t1tR+furOcgpVh1pKCtY7xwP0RxQU1SVErAmOFQy/sGGvZ+2AradRZwRzJC5cJwfDzDHRPqEiQSCLD5xmw7lCNAJYDzKNWAAAH4PSe0MidE+k1PwfwAxy9rlm/y3vrtD66iKW89fYH7dHHv5tZ3m7oEHvg7lsDLOsZMl9Saa5DBz0yB5QuVSZ4Tugm/SBejwA+ZUF5P5u1O+e2kTYDhgFQ3B91Q1GzHMA0wDLjl7R8ShlN7W3UohNotq1xDlCcGnw5lAjVjV6nhVyA5TbKG69NjkAiEa0kSCCYZZ59S+2py9yjnKZUY/SSUsTPXPS4etQvl/mLelOKVfhM7Uu6Txxt7Z+fbSVzPrdMyUUbFNCTXGVetXUqph6XvuoEd1FaCfJFqk3rKNivqHtuqQL1RAjyz/T1GAQ38mJPStywHUA7/OH1kI0GqA6WnZZ1vbYfYBecuZvaqeTJY0/Bvw5bEkcw/NTEZ6M6SsaBucUzYn8IFjeQksutkWErAAwZdirbTkC05ihSzRZUBabVZzLWAYoj4cL/i9cBxdu6YQP2opY5WgamJmV8N3OMQD1k2DFs0VIKZ9Mw+GpNvATb0SrDbn3/Zr0OFiZTj0rBExEuw44adhLV7BfMAz/39R+Zeje8a5nyqTkW9xBS8ri78KtA/pdNL2JMN1uSCkoU6/UyJd3ef2OuXfmyapZXSMaoLGOdmH9qzaPJlN+Zvp+aZTgd1FbbMsu4ZDMXvumGzX4FWKZutUl7WEe1uXxv7xF28m+PtZ/JcK5ZKiJk2ul6Bmgi3QMUR404t5AYfNEeKDH4StNKXsvsgD/cx1FePHTXW/bGS5+I3Rc1ylnnDHLKggdYZj6mbtj+FZgnig39/SUHai11sCWfLrMRw8sF5nOtWXOzStf0vlqajelbYr31PTU6W0hghNy6LfMfUnISIKhI0i0p7i8UEmnrqP9VzXK2ktbSYcDUs/5gxjoiu0XGS+kDnRUUI8wggaaWohmHyY2ZxMXMT+09GX1VdyyySVOeUaLyT8k8ZR+KRCdzZcIBB9j5551lxxx7ms7mauvXt69k2IsV2OfJN+IOvS/Hjjz2GOvXr789/vCfBG7X2vdPPNZ69Ohur734jF35h9u0pz+mmtH+mre1YrZW2lVX/tp2HrebrrchAUHRIrJPrxK7+74n1ELwLjHLl9jxx0yQQVilgnktfPVh/rBnV/t1ZqGNuvNZ2/r8HBTPMq8qsZ9ecagNJtGo/T6YymDaYHgxsPMaZFoNUROJws3JkigTq0sMvIIhja4drrIU6ODnyE/Zm51I0u/XCVxVi2k8pUBJiDkL7cAXZthbaoF2toBoVxmKPSzfGMoJSQqHLJ61pX1MIKuju5UDnhkXlJTqLV7PGQUDrHWlceshRUD/74+xTZJNd9Nz7lhUZHtNGOotk8qoJVZyY5P20wz55OQKJAKO+gm0vS0FQJ7i2P5SxTUo0fbHK6fYCiVKN+62vV26c3froZaCJWW59qUUOuVKZm8RGM8ubbRFA760QXMH2trlOoPLs2z8fgfonuvt5SmvRQtJMEHC/ObKDXzE9uOsj2rLp0x+TetEKhAZxfWUjP+yTl3tbZ3hD86db+Uu14WXk/pIz6sDTHKVGFUZjQHyvC0tn5sw+IyPt5yEFFFcgSKDBFjKoKbjSSwFOOuh5/DCZ+vs6qffs5GL16rPcbQobBY9mjuqv/3+8gOsXvXYWe56HfEk8Q41tBB2fB4MaqlAZdpSj37FyOO36jl/Lff2/6pW8PTM62YnTbCMMQPsnqkf2iC5SCv8jNZjLf3FU7lyJFe8HzJyfnlm9OxWYmWDe9ui9mo7+uEqK99aKmVOvffZ9vnmhlfEhtGKkxijFtmyfl7VBnSCU5A5d3KiLUq5UNOkys3OmqckQfORNeOvIAxw0R+nWa0ItC1rNtt26pzzIyklPc5LEu1peSrkFWQApZpRWhvlaDVK1DPviRtRBadu3ChK3dw5ISd5PfVwSeNIJ8UAy44VhRHFPNMNhMQ/ZCSgm3MKRSIt3fIThp3PReFRoGTQ7WKWp0x5yPek/xgs9xdYLhBYbvTomRPSU93+d7QXibOQI7wR0IwESYCnSQ8yWxnP9f2K7cvfnmCXqy7kdz+72N6uXGZLtLBLYJOU5cjRxKrVBXfRRhRgmbpRsU/K7lUKCOHch+Mf2RoeOPVO3kpH7/eG9jwgJrqyFIBAAgMCaoJiJJwcXrUCmnkCoLRhmrjveGt+fobZX6eZ9Sw2dQlHi2w2tLcNeW6qdfposdemcuiy6dRrUDvu1s/Ol8V9b222MoiOvr3IApLC886q48WFmUWC+3UXzMl0TdTOcq1P9OtmE9XkvlSTrEEMW1NZvh2sQ0MF0WZvf2z25VI1b6+yfbWoFknu236mar2lMeXwJkygJ/ImPbMTz93PequeplgZxU46rLO1qTdLgoLbMochZ707fGuCd9BC8JZFmvAOlulPjXyXDd3ro5mY2iiUnFi1qsYevecVq6jJtJN/f7itn71cMpsm61nW1VapdvnKK160EnqjqjftVtXB1Cjbmqc6m8bsXKuVxCpXtYQ5SjbUSA4yd1RP6yCJ017IGlVU2m1wNxvRv6tdKVnUHqpfP7dho1VptsAlYWGTLTDfKEBWTy2rNrEpf/vE/vz6fMteW2OLcZK+66c2vXm92g6oVlAulh0mvWzZah1VIbBcosybSmaTZukKCgCQiewFWQsJAu/X65nFqG2gdpzDC1CdMsuRCSbgDMMkWD0OLf4WLLCFny62e255y+W+zlTKDROtbIMkYAuO3NUePnUXZUurbbMOfKTaLLY8vWeTWE+kdJ9pLp2zXV/LkLRf/Qes+dYpZi98YHbCXnarDoz+MmnJcHVC1F+7XX7abxxAr42e3oysCxhjDgBAjTMfqvvwPqswyLp3avl5BmwQZNFiHTAfImkEAAUwpWZkSJmRx2cJiaVdbgFCDQoWc7WW12lnu+nB96zy9U/1XWoLxdrS4cd3HjpxuE08fhfvdb66UqZv1OIAakkK6R5IEiGHJyjzQ0JBsicE3GAhkkfV2pRxg/faIVziyXB6Eiphw6lVZpNLgox6be44qrvzPZuuxonaZQLGLVrjAJ00cGc90HuZbD9JM++9rL2K/u99ehTbjbc9YE8+/d3McuqGXS0FgbeaaDH4iuCaP2zCMO5t3bDZFzchr0tl2Ak48GsALGuso+4xCdIVYNfocwDLYfDF6wHGXJ5NS6lvGXylbtitgTLvR/offX+3fZ3+8uwP28iwE0DTWrMcSbr0whwsu/HXtvXVSM/LFbC/rBrQ3//hBRs4a5FtFSjWQrAtCvQ/7t3Fxn2+NPkcfBcEcDg+UvdfB67flmEHWEbKCusKQxf9lFPWD6BNX9d/JcP+V27YKeip0/64z8l726mHjVBJwhYHc6lTv/fZ1L3BIrfWLIfRGs7YzKdt2i5pjqGwbet63VKzzFpqI3n+f++GrcCGetEWN2zmDG1p/pkbdrgvt7phx/vdDTuRYX/LDdtl2Klsm3UUii03wfqGegGQRpeC1OArBcskjEKGvW3NMs+jXu+fs6jCHrztFXmg1FqmzBRZrJuV/OiY1Cw30fotYaq3NfiKBJ+z3ZoXfF+4Ybe+3iywDBvdPksbGGBf197QtdBOu/xIG6cxztS+GWh8Wyl5GHylbtgp0PxHBl9pOzjWW6M989gH9vJkmZTJnIcEDsmfds4g6/OoX2O3dYMvgD0u8MRQ7HNKHpYW25XXHK2WNDrf3awPVZ/WsyfApOaQmqlWxndb9BrM8BbN4zpcgeWSG728PUvk9xL7Uihe0sSFt79iTXt9dfRZbnXDvsYuFqNbr0QF7dT69e0nICHFiP70KRonHw+5YScGX7jRN2yRWgQPAoFm1Dv42XgSC2aqYbPNGzfUNlx8vGXsv7Nc81fa1R9+Yj0q5kudNt3ydb5WK9vdXhs4ZxAKoW7d+tjhB+9vCxcts2kfviGX/RmqawQAACAASURBVPk2eGBf22u3g8Qel4lJ3mBvT1P7yE5FdvAEMbwKAN6c+oLOgnyZgU1w45/Zs9+1199+2+Oj8Xvtb3vvOVagWd4aDpqiDWOtPDJKlSCbIRXhnE+m29ixu8kZe4Cku6rF1d6Vq889eIIS23e8YYP/8ndrT62lxq9SCY6tp+9hv9m+h/VSzSznIEyod6JwJVQoMFKfHUCvgzB9byed6YCE1LjS5cA606lZDtlvqMV4P0xzV9y7BSZoPXr39a/YJ+oEAGLPhdHslKvzQDGRDMcAF8TcxKvMf/+bpKHAM4lL1YhYozoJbFLsMFK17cW0/iovlyJRyX6VI5WX5fk5nEcMLlDfTff1hZjbnffYUex7X/tw1ge2cpniV43PWoEPfG0aKCukZZMY6Af/+pHNemSaHfuj8Xb6BSeojna5zVuwTKV79J1usK7di23wkOG2oaLS3lj9jmUMr7Nus3taJwH2GiUoadG3fqMYSLqUkFwgWUCNMjWukiFTg1rFz3md+aw444AeA2y0mPbffrEsaf2U1AYjN06MtMhRhfo0qUX2JEZay5r6H9HyNcgskvth8BU10swTzoFe3TrZs28ttmfvfU3lkVpInoxV6mFTre06cSc77fRdrXJZtXf0ccVcYrYKIRFlZVGj7jJvB4/ROkxeuLY2t7Md/+YC63vvVCuvWmnvXnq6ZfziUHv+udetUc+vzuXnrR5IkAg+vyitg4zTvMKNOgyyFG+pa09jbykuB62zvp/2s4aK9nLJVgJWbtSRBAjDK856YgzIDe87nMjTvaYZsC+cQmmP19DLc2AjcRzlAPreDLnYz523yr7UHpr31WrtAQ322vQVlr1CxnOal/913n5WLqILDwLAsINgwLHHddGHnJplV0W6zDqS016LDVh2D6eEUNX1AGpRMGUnbU7dxBaGmBp2b3kFs4zBntSVim86KE7CgIzP9VpmvU68D4njhrPUbONRRBJBSYJCgeXrblLN8qT/I1geoNZRharbcImmsp4EGi4JVvSS1uDRosMlPppI0U6BAydk2USx5RvX2+h9cu2aSX+1F16dYuUbVBOh/suLyBLphhbK1Gq2es05U0wWQBKZkWJxqe/oJdC2QpKXTC0YsgvY6CPRzHMZcTwANhYYN++1J3DoTtfYm+t9OQQQekCrBMh+IIOI5p/earu9MkvXJbaZTL64+QwlAhol76OPaDs5U9FXzpuxI/PT35u0SZ6uQ3V0v0LL1eYOQGeQlWiTDFhwCsMfPfTeyoRdqYxXfy3S3SvWWZMGxQ8lTXpqdQaqlmGn7n1Vud7dSs643vrNmu+1Ihm06dGz6qRB29RZbtOr1vrR6fI73Io319sgtQH42bn7qu+fwIIADoouxoQANs7FOOSRNcN6IhPk59iw83e6EQPGvD4gyXoV6bkt079feu1Te/G1L+2YG7+vHr9iFLWgq+V4OH1AN7vioZnW66O51knAtGxoie2+yxAbM7TINmFQoqxY4+eVVqjs5kbcOYeUWaEW2ivqtfbey59Zrw3rra9k3LPnLbP99x1mRx6+g1XKlStXYH+Gxu9ryWcy5i9Xz7gSO7pXjl17xRRbv2KdkiRqOXb4GLt0/2HapBs12QViJZ3t+NzL6rP8mS2XDLtLk9QLMh+DVQM4snl4DTlyF2VAu+gQAnjCLLP5lmoTW4N7HpsBdfMJ0++yG880KmhTQEKQjIEBagUYb1IW11/xvK2QRCtLagSFiVoDAvlizccfu4sddtgolR5IYs0cEvqsUo/HZYV5do76V9vwfkKj9bbb5ho7b9UaO36YyhPUCqN5+XK7e9UKG1NdZaswYaDcwHvvRv9wJCvIsNlY4+ANSRY9+DBJcJt/NnY3CyErHdnAPOqxPGsYG4oz+ArWYZgJuqjDRJ7sMExruLUHcQAU5PCwsBhEdRJjeLtq6Off+LzLvDIw8hCj0F6Tr0ptOS68aH8b0LVA9ZvUX4bxlhs16Hk7s59kVKlFjNZRkfAKQ41Wd3gvZ0gkphyG1FPz3AHh3l+ZTS7JOML4ABrDHC5qlZVfUsBI6zjGLloosRb4j/7rNQLYgMwt+qxOlCHo+fQELN98nz3y5HeD5WHbyQ37frWO+hZYDokpQWnIGlM37EC/2xp8tdZoAho2EbRpLNuCZQyQGFPWMNe7DVh246//C1gOKTgse1uDL2d0XFsdZhfOIPNKuq/oR0idUNu0BtwwehoTmZssKyu1U96Yb8NunCymvJPmFGYvkvRpf1WDCrVaE+D1J4SBaFuwrIvxKfcPDL7IxjqznILltJ8yA8u81VjiwtsConk9dcMOg69/6YbtEEXmR5rHI07Yz34xYZD235AK8wVIj/8ZWHYGWQcHz2nbFlHfZfDVmrT4xzXLMZeiZjnYlbRmOcwQo5a5UMnNMIqLVmRh5AVYhu1uW5scr4fB17ave82y7pWzoLXdGIqjcMmO1lFxuqfMchh8tb0H6phZ9yHnbttDmjVJkIViJHXJTpM+KfvatmYZxUODzuqzP1HgddeLajMW5mKw58jqnVlm3OGyEzdsktneFO4bzPI2btjRByNY6W+A5XZKMK9SMue8yyeaogJrr30hoa79u8K8LHXDbguWE+d7PYuIdfwrfOxoiVmqrP+MaQvtlqunCLxm67mQRAnDrgDLaakGAFgt0GTcRZlB1bpaO2jiDtZ/UBeRB1tt/MEj3XOBZ8z1eDcFJcC8naDOr5Tsdrk1ahERC6mjN+9P/2A0BcPCM07nNz9vlWGnYPm7Db7KC3e04lydX6pFpa46dcF25lJrAkm8M5yqZa5XQj1TRp10ziCZOUMOwhn3XKjDur36mb5uHcRR0FqJ5CAgkzIGZJWVen+HrHqXBxepv3C99n3OwFU6JHNyqDmWMk+xYpXelymXap5Hd8lvK8UowhzDwPXqke9+LATV60TNdVSCxBkqB1FJ8KxkQ4FiEJG01k1J/JUrN1iJYk2C7w7yb+EsrdH8+J+XFlm765+2dkr2091BX2m1Ou8W3fUL+2uOgo8VG2WSGkahnpBV3ODmmw6iI+6IUqmk768zzyhUQv7b4s7s5XhxDjphpPvrJDD/9ydm2AdvznWVDY6H9dQkq0Um7TphhmE42ysx36SDhD7XSPgz1LavFjm1+gEXi23cbbf+VjKoXCRNZ+ulJdTd+1RHCcgayauJ66ld7tK1sy1WX+ClAkMDVlbZ7ruNsk5dy60b5I16yL+ev0WxmxhSPadK3U8vgcC/vvmVJPPvWZZq/2966gJJ2cfbvJnTbY7URHmlMjaTQnCgyJIdvre/LVmyWEaPH1rOLpttaeEq6z2rn21WqFskIgAQ6e0vk5ZalSo5wyWb8SoWIbDOyxlFqii5oJDD9izuKbKL7iif6PdoPxs1tM7Auiw+WnFV05pSyXmXYfPzxGiL5894ocgItV6o9NLaYu+zLFXOJoH94p65dofcw+f/7X0l1fI8uYUvQp3igb1P2cuOmzBQCodN1r17jo8zZqwo0JzI03gWuxeOrkPJAPePQcas8f5SpZNPPzHT6l9RHbSefztd50d3nmevi07arBr19hCDHusBZsPHKUyRoz0oKrM03iVu4r4pmemi5PWqzpW2ePBSK19YZj1rJYfXDxxUQkrhtaS9PvolkxxQzKr7xVCL6+XnqBQ7ishK+xFjqNZd8fRS7SfHLNtkpfe/aXlqO9tejGa2auFrlbQpH1Nupx2xow1RK8UqzasUFAdZFUatKOTwSyKe837fKVj2ktvAchA60ZqKZAtnXpTsopbFd8lrtblu4S7MFmGWuU6My4gzKYmESc7HeBm1DzgM+bnGwc12hREhElxhqudaVCI37LuetJf+78zyBDFFxUndb5wMbQRxfqDFaQGzrAPbTXWQIWEOpENQJ0FP9Y49bsvHdtbrb1hG/1Jrnr/QMrbrr9mUb82rV8cBKCvHZmgrDsACFfMWqNpbJ0Czer7dNn2+jcusE2hWBlgTarP3mY1MuE/IKi2k4pAYwARonK1UB1OmHmy92LACbYy77rWnNf/9U9v1JzfaBq02lzlzrQB8ghQCD+5N/45rR/6numDVpnZSIeF6mUstuvUMu0X1Fx20yG6RDGXe4L46UdG2KihQ78QMDVqz0NtTy7+2jrKQzqFptq6xGMk5i10Zu31328Oaz7vbxj05zbZqU8eN258Z8Z5O6CaAPvIM5FqAX4GDSn3+CZccbkf2zrVVuicyLPT+hNl3kxGu22WKITuNGlV6R2viObOMTDfJsngbnlhotdiyq2brR49/YlWvzbajZdR16IGDrBFWkPoIb6Tezq6qy7ZRqj/qWrFBBgqSHDPhWVgCnnnKHtVI2kNdzWY2BLUv8HGQbfY6sQAFurcbr37Jvpr5hXWXlP3o8w+0oTpcn3t2pk3+ZI0OF9VwrJBzoYwBYHKrkZNI1nzCWftbthZdV9U6Zera6xV8ZXUpsKy/CSyrz93qn//citQ6an0iw3YHaL0vZNjhmhgW+2FoEBJnapbD8GsjtUWAZT0DNjEkjl4bq0XMYkaqCsDkMM5Re5hpb823x+97R+6jypBQaKDDq14ZtbPO3tdGj+1tqzRP3lYLpebFlTbz3YX2ZX5nK/1kmc0/alfL+MOp9umUl+2pwhL7bc/udt/CL22wDjo2KNN31yb1EzhiUk/BwQsT5W0LUhds9RNHSZEae3kdNu/XhuCKCxQUztJGHT2BARszdTkE9V7/B4jWhhOy0uSPIidkcN76Sn8wWlNHAvW11XpQYH7hHVMt84P5ShzJ4ExBEGu7trrG9jtkjJ0o+TVN4MM9MjUjg1nWGtSco0Z8rZv1wThrnFXTRh2ljwObnLsZBisOs8zh7SwwRg36/mxPWgh0ec/0tJVRAIQAy1xxMH9Z+gfmOTBkGP0RGBLAZydSIj4DVhWpKjLsHuUqx/jjffboU/8OWB4qsHxrApZxUaR1lHsF+x7C3xwmLQZfSQTNHoMqIFfBXsitk90TOa9v4mEAlAbcXDsJwQDLusc2zsYwDjD+/zazrMTItn2WkXyHkV6D5nTKLMfezQZCgKexbOmzDAAIto26nnwlK0N4m/wC80Wto64Z2N8mXzfJdpZL6xapXjJScMD2pf0zQ8Gzg2V6PBPo6dfSVjnN9DfWPdKjM/osR+soTxM6UAgfgHYuww7QQ6Df9A2w7JqIBCw3EXQgG/xW6yjJEZEr6j8UO4CMOp0Lex22o51y0k76LgKgWAMARDLiJI1chp1om4MpThnkdA5Ejbi/rv3um47RqDtYf9/us0wyDKll2n+7LVj+Zp/lmCPVuDAr4GltQ9bGDdvBMjLsWNsBov//7rMc9bAu/6UG042/0lRJGKFV0wdU+6+aT7SuB8ZCzOjfJr1vb0ye5WDF6+L1eo1AsWyxfNwbNXDtEmaZmkHSlrTwShVu27hh6/VvMcuJDJuTMlPXVatg8Ne/mmj95IrcoPUWMuy2zDJ1jqkbNmsk5s23W0cBmnXu6bwsERu8cMFyu+Pal8QCy0jJEx1twXLMsUw9p01KKpWWykRJG/sOSoYfe8ruko7mKJ7BnVgtY+TxEEZrMc4pWKbmsK2ZX6NANExMnsCLP++kzMATYG0NBhMFSSTxaOHXyiz/O62jehWNUSyj3urNclnGpTzpP0zLIBJh7C9bxTBTyxxyYBWuYRxFpbTmLlTanItPtowj1JpJaq3XNyy3Fa7US1VRiXw5kctSKQdTGwnjKGWgAwSJZFrF5OOeToLPGTNaAqnFjs4897NBtpnIN2GUN2jewejitozRpCcdFK/hmdFPoHKVVF3rVHK2Rf2B+yhOq5N8OLd/kT30xlc2+4FXNWA5ngRQmbXXjh5//hE2sk+ulxExR5BdE2PBJFJ25LJfmEwY0hbwRv2/9gg3bOKMJsmKAkPAC2MrgWBis0KdC3UiiN6Rh86fz39SrHaN9lJaNGmukzxSklBWre7s3iiiqVlJCeKcLBmtNZSq3nhIqeXKdfqYMWUCAmKOy/P0nMRgK2ZYSSkXTGqSzIZJ7iC5b0GXvrbLLuPssUVf2Em3PislW4Gd272DDRbwuudPr9oCleoNOWa0bexZJsdnAWttl0sEMh69+TXLW7hEnQMU48qnaA+N9s7HjJKZV47toCT2cyrR26KYYz+pTDvgXr3DaMtvLrHnF0yyVeUrrO/MQbp/meMRhwn8AGaJxyplRtO/b5mNGr2T5N1Lbe5700V2dLJXtRtcMmKw/fDLZXZ0zUbLFFPZMZG9p4xwtCRKStMcbMJItzK7MS6JSbDXmKeto5h/iQEY4F3jSXkeIPiexz+yd598VyVhioOkdFGKy+olBdzl6J3tuqtPVc12jS39YqEnzCilW684PS2J81alfL+Y/QrNqx1HDbahSsBnqJd85qk32o5NNbasOsMGq+Xmb0b2VrcFMfyJstGTJ5pPJG9Teb/7OAEuFTeRnCFeXatOKcxzjFMx7tsoF/LG7jW2ZthyG7yov21a2l5q3WgzCrGCnBmsxLnFenDQqetkHTlhqdeJGfmbpFOm1vW9isEm/XW2DXljlshIKWBRWCpYrNHiHDVuiB133t7WTveZJQVCo8AzZCNlTYBV4hdqp32daL1THoIMO/V4SskWkgCAYZIkyONbyhwgSvHr0XWDE6LWHFyl+0ZOTRklSTcM4t2XJs5ckrP0g+b9KE2jVJdkBriA5Jm6GYmkvPamx23SpAd9b/6PZdgDukp7rnpRZI+02PAglOx7EjqR3SUDGgcVNWmYhOhvB4Di4JS16irkcVzFVLtmyBH2xZUnmu0w3GzuYmmBtFM+9YqisQYbWKc+xpJaEDAt69LF1u2r9wwZaBmHSr6TL/BcsdgemjXXdlWW8LOa9lH/Qb0w2SPYKhzimAB6EJ2VXXixXFnBkhK7v3KVdRJ7eaKASo+LH7FuX1eIRRZ77NKq1LAJ07LIDqc1RQ6cOaBV+5Glw312v96W8eTl1iwTJlONk329xmz+MkUwGh0x5zrPzXpJWj1ISYDxw+3OZYttpOQuHEpdaDq+tt66KAN5dX1H+8vNL9qouTLU0Ofy+ZkKBpsSVp4MIsGkm5HArrgMa4ttN7Kn/fTCA3zydqJWSBLflhY5sPwJ/kGaChuXtixChkuA7GDZa5aTdjzUtmK2pCzjKR+utkv75dlQ9UmmlyBZwxIOGMwptDAzAMeYFOg5055iPUYmSYN1FqofWIlBW57bwQN09DyU8c7WhL55xmpbcN+rqinJtp3O2Me2LFxhf3vwXckrsnXgKlNLsNuzmw3R88gWm3mkXJULVaPVfotaM+jQACDQczhTYBlmmZrl5eecJxm2wLIApNfnJiAXBroIRlObVgGAvg1YLtE4VAIwqVmhXxsZJ107shlvbp6AbV9UCkAAgchZSUBsFTt/wxWTbeVyWfm7AZmes7DDj357pA2UjOnOP0+3Ba9+bB1gOnXINSsAWq/6pq+vP81sTE+b9vFntlGRU5kOtlV6frQVwImwM2YF2vBCSkMj+egVl7ZES7Ot2bDmbPD+c65NGyIKAZJDbtyl8QQEJTXLHByYlHUSC4sMnw2CfrzINWvFqlB8TXoopIuYzABucIpGzqWf6OfrFFRdqVqkzGUrpcCQ4Z0OaZIWO6lH99En76nnRcI5Wlt4GzIvT4ggodL775E5pFUITHO05iJ4owamUnIhb6Xmm3HSTxFQnZgVuTmZak9ggckQe49ur6eGjQ2w7PJrgJNugFprmOWoWY6ssruG+4ESLuAuQ9fYkZ3sUV5sN93678qwB6te7k5trLXfkGE7ynTZY/QDJGBsBb8E+BGUtn09QEOAZdZ+W7CcMMuJ3HobsKz5yTz8dp/lRG7d0iIqgBIqgm3BclKzTI0z9fhIZxPJJvsgSU9AwLZgOeZ5aqKRpkpTQEGAvlF7+FW/e9a2CDhjYscvYCoDGGiRWyd767dl2AT2jKESOPp+ah2DzwyVA8wbWIHgME00BLBvI8PmdCNR6Iwz7DXGQwIp7IkJO+61zF77KgCVKAEy9dp6JR9GHLSLXXLUCM3vABkpMOGQRtmAEqOtDJvgAjNGyoe2qU12EI0yalvZu4NovZ8se8riOuDXe8nyIz30W4i7TphlSkVg5DH9YmxINgTAIdlFqU1qOuYqBQEH1nUm+1IKlhNA5C7ZlJMkr5Ncpa6S38cnpAVc6/1es6y9gKCJe44kh+aS9lQSUbR+S53BWxyj3eAr7jk1qQonacDMtsxyqrRgL2vfxg2bu8cvY5LcVP8+5WOvB465iWFb9Mf2xLY/qUhQUbPObEPt0tYNO5hlEtDMpaiL9rnRYvBF3boSR4qqZu48xM684GDrqj3m8PYqsRA7x7xxttbvISTmLl9O5lcLK6uzg+vwfvTaiBiXFRW1qn3Ptrel0nr4nqli9Blb2vDpc8VCExulHTkyJJ1Zpzrbs3+6j2oTtQeW5McerddxBs7UGQ+zlYiAAizrDIqWLcH8pwQy0kOXLcLw8wtOBMR6qKFVos7D1gRLzDNvXafX2X9OPeMsuWGrtaT+XHPNP3fD7pmvc7nzYL1LMmCvhQ1mM/6mvy9u6kjd67UWNG7JzzFoozVnp8bN1qS5OuuWn1nGjw5WYnmBvaXWUptFaHh9uOYjwXOpjJI2KpjugCmlg+WEieXcVqzI2tiWGURmGw7y7FW46eJJUuDGQIoHAMmAH+S1LsuMDirsyyaQM37cCCnkuuu+EhMMJfwumPuZ7aXWQ1de/YptUT/ippzOarPYqPNJ43j8TnbD/iPc0wYwDDjzmmWYShizxHU5mEz8JNjXaVkFWNb4af7jIkyiTNY+YgLVt1mgd6nKzLZIBbWqMNuW6XwY/NZH9s7tb3hHEWfuNde9j7H2Ktm32BaICtW395Xcfdi4ATqzG6yP6l1HjeulWuc6ybizNCdVV4sRme6/SH2IkeNy7mKai4y6SkwtLsQ5nYsF4vrbE/LtufaMmy1H7eKqVRO9Ra0iCxcvt/Z7jrZ1agnU6Y0F8inJ116tenolK8oBtyLDcEfPkFEYtc9q+GvZctPurxhy8oD+ttcJO9jFFWutvcZ3zLhd5BfS1T6f+bm9lqFyNO3X/Rf1tjViPktVskDyobCrkhjUSBeX2nbf29Uqpn1sF0itd7aqJn/Yvbf9l+Lt7ws/bJIZqo+ztzZSHFLMfVIOmT7vAFUkW/z1lhZJAZa3ZZZDfu0tkjAelZzfjbA0r3qWZdtjr31hrz74usihXC0v+kmTmJK5aZcidbC5XYmKLfbq6686s0zttRuIUfoOc4qyVJ9Tos/LWCYju112sA6Dh9q9J/3GXn5RzLiSJDMuOdEmThxpp89YJKJJ5qzaeyAt2KvdmMwNusJQzj2TXCYebt24XCNv9hZL7ncT/85t18nWZm2w1dsvtR5TB7vr98ZaGa2KtOC5BOgM5pr1w/qgjA6Q70pO/bxOYLeku1zL31tmDz3znpV+ttI60jJM+692NvVTrrcDDhpsR/9gH+8+s0qKiP4De3ut+ZeLPrVZMz/T9eV4vO0+VE7UpR2N6IwU8SF/A8q9C4qvz3AnX6skUtr5yFuR4hmin7upqddyR7IjOseEshEZNyWoJAWqpDhBds79evIC5YjWE6W6XvJI618lff74/4RZLjlYYISaZSS/bKcEd4ltCqxKi2EF7KyOMg4a/c2j5L1bFJCU12+049ZNt5uLx6tOQXb1krJiANag3+XClXMSG4DLsw52ZFWqU+jYWKMb6mR1Awts/sTxKnzf1zJ6qL3AVwvt2ZkLLFuSnQptMNpnXZKgvcyakLIo27H/7jtq3+tszU+9Y91efd/y6VsLGpALQEcFvE06IDi3hOWTAycBDt6UKXpzUhtFLU69Jmf7XfpZ/bA+tkBM4aClqy1nQ7WzIUVyEaiThjpTfeKoEcnV4bBaAU2/s/a1oiG9fLOoUKbvPsktjtfz28AzvGKSfa2+0+2oTdbmi5yQQzQSDZFwwB0TszSCBBIPRIz0FuuzfU/rP7afTdxdmSLJfuMJp0emn3UehLgLM8ZeSLwwONLfHLwsBLJRLBAWMgZQRZowG8QMd9W1rkbq5HXYATg5YJDIbsA5mt9DQgQrC8DEjAHwVpxtGxNTJ6ky3JGTA8MNlQRwkDJX6YCv3iBnbDG0ZaoPv+vO1+3V5z+2TmKfm7QYm5RBP/nyo2x8n846HOmVF0yNt1JADgPg0bVniQHIfOJ5y//8M1v6i4ucWd7AoqceGwt57+vbHHJrbboOgtmsMOpCPqQ543IV3odMkEXKZpQwo+nmQKIhHMMBHVEHvlGpvj9c+qw2LRk5eLDqYbXtt99Q++jr9bbi46+tMxkCPW9qyIaPKLfnf3yIXdkj13ZesdJqlQTYzAL2NknBvpLccWMu6moSqUrqrB5ZMRz/6G2HSQvBcvS6c+d1l2qFkzSgKEzJND4Y3ul5I7/WuSuwrNCGvuMeiEmWqewErdNYy8wfZvsWEmGKMaN9VPTzzZR89g2l2x+94AmvGaFGUP/fGuQSf9V1R4k1llumYsFoLRCbdAB8KSn072CUow8fQYsHMzoESAS4y6fXqIRrJG6Fzprpdca7g8YTQMfeABtO0gJ1RHu5eTUrcQRohghMgQ99rjvo2r2GT1EhAMul9Ljmp8Z/tDvgu5Doa0PvLb+Cm+94wB57/LuZZQy+7r/rNt2jwDKbtDPL4VKMp4C7y3I/1AAmSo9YnFHTxiGxDbOsZ8/a4Xlt037G3bAF+N0Nu1Xa6kynXieJQVKEQNl34qQ2uZEaZDfsCrAHI4e5H3OX+22RyNJnWePboP2VOsYW1g9Apt/0g0fzs3VLiUSA9yxMDL7a1j1yAGKUdZ0MmVY995EpVnSwi5kWe5k7/ibKI9Q77JHuEvyN1z2pqmvvqP2Ws8MhkYPlqNt2mSevpYgSUKzvIFjlUTh3jUJCf21NgneHVnqN33GX6k8c7wAAIABJREFUaeSKOltcB6B/t1PpzapCtd455xA7Yrsiq5KqCdbSV7UbrYmp0XJmH03NsXidzHYTjv0812QcnFlWcsKd/BMJs9+Dv64SH2Tb1PtGRjZhX+WG7ckcAF2yhzuoCwk4AVK4PCcQ0RnNUI60As24l2qAPcZSnjxKTgW9jnSPwIL9qvX1CNhdhq3vbgHdgGXuTd/v7Lh/bbCstCBCxYVbbOv7MVnTZ1F2QV0vZoHJ+PBcwg07jL9S4AbzCOOGwZceq48FvwPz2KT18MTTH9qH0z5XsBOmWmimvBzK5xLPJuYGc85dr3nGqA4SB/D0dZL5JFhalAJ8jn6Xek7mjLuMa1Dbab+eM6y32bjh9sie3a27epNu0b5BIULIsFtdyeOzANK4jLPW22vvhj3NlImhnHinLrTROysglanQFKmm1q3ZZJ/MWuKjhwkWAJxe3i1jzZmvxORlvz/Seg8o0b6oxap3s/fiiM/EhSFNXcyJqzjHYVp9TafrxOXVUa5SlKx1EiwxfNp/vTwkNRJMngj7T9IKBrXKCaf+WDXL3y3D7llIzbIYsYxNmtNKSom9T/vyNni/XpL8KPIE5pJ1yHoknmnQWs6ilZHAVMHGKnv/hp9YxplHWPO7H9u0JZ/Z50pmFWv/3yK1Wg5MoFpxlglEbkImCXgW6MySQdIqgZ5U9pzrSrDUUCuSNhjIdcILQ38Xyw0YRhnVYZX8YagpXafguTPyTY3tdmolNW674XJ5LrPmS+5VwEKdWVfVVksb3L/M9l621NZNX2rtaolV5TaNzBylSFmOHX/S3rbvqGKrAITS55VSCOSxikG5D6/FpCYZ8O9JAGTfGfa1kgo/6tfd/jZ/idfeNugsypbvy/jeMk77UgTM1E+8z7N9uMB69VNp4uwK6/3xAsXMOd4PeetWJZJkqFTcu5vte+gIq+tcaKN1zuar/h4yAHBQoBgAubQTGu6yncp5o9TLW/743yETz9U5y/Po1rnZ3mvMsb/Ivyb7swo75rzxNqmiwfasW29D9hhpG2WC9/C5T1jdqtUqYRThJMS+PiPbNnfLtTopAxVhWJFAZse6jba5U2f7QiBrlGTd3z99J8WZnRVjKqbt0sMy9t7d8lZWWJbK6T7dbrFla9J3WZZrjT1kqIuXQLZaTum8f29utb2r9bTb50vsvv5D7ZyRhbbz15uUCNcaWZ9rZXVizBVTFQhV1q7JkHIT2a7OWxkKB+iLLinRuimS+OyhgLDWFqFBimBgVazkQRhh8dw0D7UPUdpZKsXCVwsr7a4bp9hqzU/6ENOn2/ce3XX/7XrZwNPG29GqDV4ByBa3R9klyodGxXY9VZ65Vs+7neTtd+UV21/Gbq95/7ntMeEC+6x3Lxtz9PZ28AGjbaz8fNZhSAXTrfFDvRnKiuT6AcnUjCu5QeurTvjUuIw6KdFLjMvCDFlxcY7O+w2aY0OrbE3ZOhsmYzXuk1jB3duJq51ZjyQTCgj6PpMwp6aZOCxD+/g72p9vuu1t2+GLJdFSVyCZNpzFup9ROw1WW7cR0b8c7ybF3f0HltuIHUbYogUL7LOPv5K8P9c/z7vW0OI1MWwlOYjvRdqCF+LNa5a1B29S8ErrNpJQeD9xnvA+mOBQUcY4rSfhnMjKif85n4NZJknG+IUhWhAnUbob2CRItmCWccP+f1CzPIjWUXmSpxCItqnrigQ/iCEOkajFiQy/g2WXNut/K6NYXl9tx6z5wG7puZ8cdCUlkSuqXDvCUVHglh5xAEOAI5LkLZL4tFfPPRqjd1T9RYYmaDs9sA9+dpxlnKGM5GrJnNRHbOfla22jZEzVPBg9aKS1h4wcKzl0vnU64Te2/VvzrE5oequQAMEXxcHNZLQBwrpqzl4OWNoxaSq7VJDALV6DicHhW3IvZY2y5KKwFZBMiwTAMS5wApzUaSNHaDFWoOZTNS11mowwx8sKChWE1WujKbI81e92k8Y/T8EfmXT6FHKQtqf/KU7i/I2UXQc9hhkhZ2JRRt31BoHuC38y3kYPLrEqbSZJPOhBQWT2cZKTpId6A024emqWvYabrKeyK5oY2dq462GCyX6RldLCWPL1BntixQabKAONPgJlVfp5MJrBdFKMn9bQwpxskPS2iHpgbfT5YtAbVYPsUlmcpHHhRupAWx8YFT3D1Xq2/x9z7wGnZ1ltfe+ZZFommZKZ9B5SIIUeSELvREJRiqjYADsocgRFsB89epRzBBUFpUpRQEREPCq9BxIIJQ1C+qRNyyTT67f+e1/3zCRykFff7/t9eV9PyDPPPM9drntfe+219tpljto0Rkqy9YflLLlurTYG0dRjNfrikOOn22SxzExZJKkhYYSdcJDsMlw9VPrdnKHq59b8vMHb1lvNwrNkdNHkwBCm0sci4Q7aT1bCw0UwAbADTnzsks9jo6AQ/bs+s5ueWL9mAcq8v1d/F2IWp3NgTSNJvfeOZ21b1U6thUhwOc7mZo1MUOZXIDa5S2sX04dR44bZhy44zEd4dSvDa9D558Pa6t84avOgM0DdzQicGaaqFrJrH/Gkn+d71TDMD9wxEMDKfaS4hPt76r3FRt/nJ7spWfycvlSXxMEYKxkiifeEmePxNd9XYgk1RfSzwsmQGJOo4a7+wNoGe+2Wx1UEYO4q7ux6JjUH4GMXzrdS/UIeFcBUzKBHkb54lyPrb4JYiRhj2HMSdleBYPGv1znWYHmjZ4iK305JfV1KnY61U+eArJT+Wq43bQmdY0Zaa8Uwn49OMssoAJ7Xdt0k1j3MMskmjCzzu1n/XA9YF46B60S/X53W7TiB5Wt/frPd9S56lhkd9UvN4tylhNYrmg4CInMPmBMVXx8RpcUSeWwwVN6b3CvDTiA3e533o0uOR9ljFJs7YIjiB2N8+AMggrmHWUaayOxxvpPXKZRwv1knu72eRkSxkQI84vOz0VH03AY7mcqe/nc4V0bfdfwsnRuvayPNHGuJ+bhak1hUqh/9yZ2tdv13H7LhmpHbo2ewQ7GN+C+t625SWIAPz1LvXFmeK1QlKsQAqvP1/qxc6XsLI6X0Vx9Yjt5RN/hKI6KCOYzrQfzz5Nxl2DE6KlZ6gC6Pq+k1PDeatFjGHHuAzdH80BNPnik5oy8oP082VzZzYkCvDFuvs15hlmGKM5aVe44cjjVJQtA3aoo4o+OQdHOQ7rUDx7RoAM7c0zIBAQeT6U70d8n2nmU//JDhkvCRAHJcfb3GYS5Hb3K4Yae1ofsDWEaJwB6QFUx8PBnsuJ4nB8u97+973cEyF54D058unRg9oDEKyl/yHzmDnNxeXWGmtZy9/r8bfGFMo3PWsebRHsIyGVps3350vb38o/vVxhM97sliznMC7iGsZTwOmRu27ic/eaee5dTf7L3gmRu2lFO+VvR/Kehz3948ba499IHZyiE0MqhJI3K8oBGAkkQa9jUzcwO0+7QO7S2r35ChjQDsww+9Ys8/peT3hP1skqS7v7n5KbF3RX689JfvLsOOGfCNclueJqB+0eULXAaZOdPzvcTGMOcTk99PVk8Rln0KNQJrLfaleKbZxzwuZSg6PbuAzT6DwRR/9LMwGspk2J+wDRvexegomOVSmGURGWKOC9x9OUaydQoEw4aHMWrkbvnqZYSB8jm/MNGAa/Uy52nWten7X/r6hy3nkrPt9OUv2ddeUmueku/XlFeNVozeJD+bn48fbtuVX40B/Ok8PtvWYFPUCjZWxEitnh2c99vTaJ5Qv4RCDJBD4RhlWY0Kyj4yh15YL/CngpN6mU887CAB1Dqb98n/tHbpwYX7PIkepDjUpPnAXcobBhI31FpGcQ4Xfy1ca91Rbwccta996CsnWbdGKg7TM6yWZxvuhkbaayVT7hCYGTe4236cL9dqxc7DN9Vat653kwqVbQJf+WLk9iqUSmvyDFVGh9iwC6+20cvfUlBQ/oHMWu7Rg2eNsM0alTS4rt465ODO/GKud65GCx17yan2oeMm27Z1O6ywrEDgTIZq2uNcwSjGtUYje4YNLxAzR3uQcj2MjHT+xGyYdu8NRi4scISLd4eM2k4/61jr2NlgX7ziBrvp1To78ztn2PmYjyqmdcrl+HEZdf23ZNejlr2lOD/Exk8eYkPnTLdpUtbVKJfbOLrU5jz3pg3vxux1sL2iaSrTn19lix94XpNm6m3E7OFWecIB9ic5mP/0pJk2TcrBKsWQ/NmtdreuzayqJut+aacdKgD2zJ9ft8efXmqdG5U/TSqw9501346YU2RblHvCmO4q3Wn55SqmaO/H7FceZpYn0qd7S6EN7xC5ty1P64AivHJUjVZCUeBFesCgQHGtijEUV3B7hgyo1uiryuG8P3qed+j+0fJC7kAODEZ59InX7cE7l7ixVIy0C1Vew64Gm/UfH7Yrp5ZqdGazzdp3HylqxZJvfcuWCeT9p1o456p4ds+oSuYm2afrN9v1o6ZYz/MrbH+1dX5TJq8DNipLlPK0SescWf4ufT/fS66HjJx1hRIBQzgUC4xhDS+XYJpd4ZCUeU4C0VZIkURxpEK56bqRVdZVIhPWF8er2ITJaeREnmPq9ykeQCpBLjHSExBdqBiN2/W373/BGu9ZolFURZ4XF+k5r9E6OvP8+fbeUw7Q2tHEG0xnhSWCUVeRLjG8kB5cZ89hHSz3ma2yL/XKoX2kaCgMyY0b9XuoZHm/e92gbtW+xPkiH/debZQC5Jkuw0ZmHdNsBrpZZahi+d4gZcLYDzyBh4e3S+h6QdaUa/+55ue/+dfnLE+qkBu2DL7atCogZ908h3I9G7lv8dCzCbixySUpc9YH3CmgOqZlp51Tv8j+a8QJVkggUOLNOBAWINU6kqsCNw8ieGMWgZQHp0UFCFWCBUckb23TmCXJtKdV2uJvyjHuPXOsZ8MG+/PKZdakgDhOVasrJ+xlj5SOsdFnftNGrV5nzZr1licKij4aArmzQQ6MAzB4n7DTFZ5K6n9RKYqyLQlhgGCSuy5VkgZqZwdoByOsKjU/17Eij4nkTfIMNgX9HOa5QCBahy12Tz1ICpJ6fqxFQdhlSYDh9HtUnAEjuW60QGU2rgU9doBoBzQ6niI1gS866zC76qOH2YL1m2yXnL68COCbf6RbgAXAV6GAX4vYk0Jd/1YlJSVagFskaa4U0N+hjHvxC29ZQYMYNs1F/uLD6+yQcaV2yV7DfBzADvqrJad2GXYmr9bCc/MmWFgeLFWL2l+VicNVX7PuAw/w5BhjNcUnN2cCpOWICdyinpklYl5PK5TJhqS8jz2x1KbK9Gr26DIHZnkCrNwTJMSwDQA8EnFnjACYSIiR2Oq9JWJFGzXSqlCmWM2z9tO9ZV4g4DakuJjG8H5Y+Gw8EmOTXN6WjLtckktCz3pmznb2uhIUoV19r3pG6XuFYWXOsN6HEoHzWbNqs23VrD1Mo4Kp0TEyAoX3KPtt1DOxtwoO47WpdOneh5lAsC4wtw7aBIJ53YEhEm+OxUecYeOv/hvAr5LxIlXnc3VNOhVAeJ+fG4HATa9wDOT3w6yAedtumKPjARxyH0jqMvkm3+9GUr7C00oHIHtKyvWO65uHvDk5rOLNt0ZSrvUvaYYjyaIST9otUJjsM2uM+nikidIxIu0OqT9qggh+fv1V3ODcunDaJigC9HVufk107l36NwoCmBN+LzPu6hTA5Q9JH0lqF9cWUzV5FwwYP8a2/9vl8hDYpfMRQ06vMufPZ+n8WU8kuh0OkqkyUihBssMxIakPYzukXpM0Y/M/6Vl+F8yyu2HfKmZZqgKeLYwlMgmuAwf9P5KwkGGnlogEyrxnUJt0fydpElx6mVFxxLzZACCAVKT27oatdUJC7EwnUluMv3SOsAQdKT5xjygm0CrQ3/UaOT3r30dK7SHPztywixMbGHEwYgjVX4oJPH+ZG7aDaFj/JCXnYB2gZseqd14pN9SGP78iZU0woe9ehs0a/f/eDTvGLnG9e2y1WKVBKuBe/7332kieHV0L7/fV9XY37NTzH/cnjYgCLLvcOpDj7r3M9DjHfctL4JrnM2TYqQCh1/uYy5iz7KsIUKePdHm27luA5dhbAyyTGCLDjucj++4w+Orvhv0v9Czr+1kD4Yb99/27exp5uTIEGXailfvAspiA1O8bJYKsZ1nPopKeQu1tWzWba7U2xbY/PGdXPbPFZm+sUmEatUawwlwP9ll25hivlJ42Xqd3k891sJzKOnqdebJEuGx0VBTxqcBSiAs37F7Zto4Ba9JWAYFpB41Sa8l8m7X/BC865VLkVF4xAIsKzOowDtQ14WfMCtUdtK9feqfcZ6VWY5a1ANoOASbUC/ToRa9xVlSIuIDBF7/ZpILx3jNH2cc/c7ISNTGGPgItYkDEL1z+Q1bc/z5nPcuA5V51Ce9XjKTnG5lmvJ/gzyztYJZRkfSNqAuJdoyOChn27m7Y7yTDPljstZjl3GaXWVPcalfewpzldrwCUgseOR495eRyYUCl9ymPAQRCPpD/aHewkupttuj8hZbznY9az+oNljN9gtyeykSbidl1xkUyfs3A5mHJAWjIMA0Kq2fjJrtK4PoENXBVk1eJfWxCycQcY9QUqfidTbsYjDxbIFIiRS+aC5Pb3YMr7Edz51jOGV+3g5a9KfBV7lJaeqzdZV85KW7SyG1jJFPked0+sqxVLcxD7KWbPm8XSinJ6KINume3Tp+IjEvMsM4B1C2SZEZVtf1QxE6XRijmixHEgEkdZg5uOocNtjOn7289F1xtBz/5unWRU5ED492AokJuzz0qLrgBrPLCAsn1W5STDZ073i694Dj11KrX19V+MG9hVJWBJkaxuaEU7WW6Hqwpl7mn3mDvoU1GY4XK+WCsjzzhWHv2qVftswsvtx3nnWRnfXyunbZNIE7XC3fh4Yphh3aV2wEaI3qy1vDRk5VfC8wM1v7fIk+SochwlZuUCbzvEKgt1TPSRAle122DCu+16sO/9ZfP2KDaOtvva+fYAnm95KzZrlnYr9htuwZapYoAI5Zvssn7q0iyosY267sPO2yKDf7oUTZXPV8zVYzYxvnDAGNcJwZ3p3oMKeTWqyg/cHSzbc8ToVXeKjl7rlW2q61wa7FV2BBr2ab2TC2herVohow/A3UUDwBbxHQVV2pxsw4mNybvRCGavzfpwf/y1Y/YtO21WgH5yvdVVNH1PHzBPnbaeyUv1++tFVl24onHy3E8187891/Y/dUqziEV+7f32Q/rN9i85Rvt8P2kIigpt083bLMz3qxSPFTLm4pDKEOQGRN/AZ8oS1gvKPS2bQP89diUaVNtxKjhmkv9kp5z5SP6ucvQXY4cf6NiykYlhcxaYHObvmPeJhtYV2Djto6xehU0Brn6Ltpu6nS/iAdhwBVjfMtENP5p0Ub7402PWYnOIWbDk693WJMW5SX/8T4brse0CHNlZNDKcyj2A4opBFOoRR5fql5lDL0ysAuIR3VKXs9ECpjmjDkGxNImEcRSmlOtz/XpQxjBMtIq9VK7Lw+jwVBh6nuHoCRIE5BoPcUIzUdOOVgOYz8UYOAFSI/MkLa0dJD98No77Y9/uNVj8D/dszxVPcsl6llG6sh8WXrLkA1n8rogl7Wx+YbuKVa8B6CoBdOlLB1m+cztL9q1o49z+30efB8xpUCLgyLgmA0jAmn0v+CI2N4uqY9AM2wB5kLidy1PfS8DJHFYfN6RZhedrV6TErth8Uv2CfWcDH90qU157lXb9cSbktaosqvk2HuoCXT6HsAQpjIZewzwRS6YiuWxodPblMCzg2QWB8GLCjeg1iuoAHB6dQIkO1jWORSK0aDiFO6QaQ4hhQEa3TG8QKbkIJnNnh4U5kUqIUt/9xYKMtkS14ZrpPdTOZ46ocymvvdQm3HgGBtD/yQsNH2cuvbhzApgCWlGkUxS6HEC6DRpM52kY5tbJsnZGEUYHeOYk7+lh2ywLfz8kVYl5cAF6vdAOlKI6YWkJMPVN0K/DQttB4PUkULwQNAnoPeVji6xzkXLbLhmJq7+xn/YWIVFqqY9SpAYiwNjiuPo9ooh9qk7ltoR7Y02doYcDDWn7kQxyUM1xoveWarsJOedGEupgsvcXAeGul30Bjd5ZUjXTs6DCw+cbRf97gE7evGztvUzl9jk1jprUFAMh++oJNfRQ0NPDnIapM3ewxGVNmQd23VuyIapWDFnGWd1GBPkr2wqVPTzkXclebYsJKxC1UtdCvvy1+63Vh3/QKSwDhq0gcn2sFZRe2+Zkh13+n42feYYK1IyjSwyY3rdnh8puDZ0TEpCZqkHl0QzOTRS9YWxKFQAKNLGvlPV4YUjJ9tD29dap6qJsAMEMK6F9x9hduJmCSFF89FRSGr0+4BE5PdIXKIPLqpxJFVMgIM5dsAAoIucxHvDkD0DwAFbRVJS/P7RZXbHDx92+Vq71m2Rkp71WvfnfvNUO08jwXJVCZKJa4weQM7lRixKRrRWMCtz4y+Cv8/pCwMJ5Ng+zo3Knzb5rdUNLt8BDEqpLoBRJFnMEL1PrqgqLjFnuaNosI1e+rwV/uVPtv6SK2yQjD1yhRhaJclmvZNE8hygCnApPhIoEijYbt0rADzydzdOwwxDa2CS5pT+5Oe32G/u+ccybHfDvvlnut579iz3JbjO1LjcGvCbJcpI5/dIVh1ER88gMqvdwHJywyaBpZ/qnd2wQw3AeqVgMfhte5a5N1lf6tu7YWeghLWcuWHDQAcWSyA6bcRZ8s/pUaQbpA3oSfX8fVttFZO3VGuWvTuueSId7r+7z8D9/48bdqAYDBVbi0vt+C+/x84YP1hgP0amUaRj3WKOmAdYdpAbILrP4OttwDIGX1oDhcxrBhArsKESIZaxMfeyk/oZzHIYfKWe2L8Dy2nO8rsCy/R5/b9h8NUfLEfv3N+D5ejRBO25IRwsPvJsxc89R0dx/ZgVT89mhSSK59bJC+TXT9u+f1usfV3XQfGB3df/xNJLo6BQiqA54PXUs0z7EtdsjzW2mxt2xixTFAQsu4M67UupWMLrSP3F2nW27FJ8GqTeu3luQtddUqwRiQNtgdiwArm8r9d0i4LiQhWd86xqS6PPkP6v79xvW9SDGEw/uZFYU3qoXW/PH64H47h0L/15wDi028ZPqrTPX7FQ+YB6QrW3EJsyZ/UAyzDewdS8G7BMnHcGKvkQ+IVD5fe2YDljzWP+e4Dl/1MZtgy+6FFOI4ri78hrOt0Nm3wouWIDqsn59Gw4M6prAZnQoWurtldJnpus6Ohp9vyV55u9IQ8YzTm2pwQElA/sU1NtBdoLB2oucPXI0bb+pNkma2X52MxVo6/osS3r7ecvLbfDclttjcxfwxMDhhVmORinOjFyY7S/bFN8vmLGZPfEuEjkza0lpfa6ZPIzvniz5Qs9d4pIyHUDrWDAveDneZ7+dvkzcnJyyXCh3lQ+3Goe/I42euWZr63QscioVqPPTKol5kqbwKjtq3wLE9jxZXbnipU2XLkso5CIyS1iMovGl9hxzTKg/eZdNmFTnckLyz1s4npSFIuecHJpvjdfficwijkCBR//xPE2d85Y26CRRYNlvrhLii5aANw1WeugXoUe9m3v8URmTc+2cgxyvDLJxnfQG4wLdS2jhOiBVW4iI6vTljXYJ3bW2bFTx7gsu0o/j9xDz618VWpblTvSaqfPEfcRoJKRV+RT2oMa3ZMkcpwCXJV1XMh1u7Tf1w0ttPNvf9Vm3POoLf/kqWZnHWxnf/FGe2H1FsVekUsicrYVlkhZkGu1arFceNg4O1pGohU6380aTTkY4zfvuUZWj5xYRXniDGBKJr+0iTSoZa24sse2dzRa18Rd1lzSakUyEOuoyrcx20dY61YVaQDb6t2l/St3YLErILZtbvTxnNGDjntyOm9vA8gTSdKmcZNFdvtdL9vTD72k3ITRXSJI1Fs9VQaRH9YIqbztNfZVTZSZVt9g5cIFL8qYuE3GZiN1/C+8+DP7SGO1nfXaWlskd/C5G2pssMiCTeoN93YBd0enuEWrXcihOT+K8+RVuGcPkpz7oEPm2vCRY+Xt8LDWSIPAsta9g8Ykx05MK6pR92fR/gMId5dvPR8rZ6yy8RvGWNemQQLpMZ+d54ReYi8auIlkTIspkzLwq0+ut3V3PWkVur+mNoou/BdUXD7zQ0fYcSfs4140wXzHnHFk4oBlijP01mNU57Lw1KaXyaH5XjfQVW6GG7cbj2lfIEfGFwlFlps1p9zZW5aUQ6NgdJWsg+ZoPfT8nhxYRRvuH8pFV2vyuhcPklu2K1WTG7aPzEJBQK6oOcvX3/1/h1kuKZYbtoI6zDIVwjCqYCNIf9KG7v9CnuUglPfooon+GNPRYOfUvuDMchGsa5IcU0V3swKXItOvFtU8gCe9RQQMHBW9B06BLCR2ChiSqAyRFKZZ5gOvnbK/2YKDze583KbLHKRQ/SmdKuENUJWw2/t/owrt/SZISR0sUwGmSowRWTA7zrBh2IHMC7aDmnMyEuGYYIqZr0tVGtk1iR+g2GXUadPgmNsEpvtGKqhvUJtxgYInx87Dxbn1bi7p93k/xg0DqTBzbVIvUEGq1Lp0Tovk8OP31ky3I3TA+lyXAQfDE1R5JOiwoVRrkBTDLhVID92me1ci0PCGqkgVmpl2SolA622P2E0VubZYAPY6mUwsGzvQ1tC3gew3uTAzqJ0Hxxc4VRpVb7xaqwdk8KjB1v7CMiu+805r/8bX7d9V7SqQg+E32+tsu5z8ipEqSyf76x89aG9sa7UjPz7fDhfALh1aogSyzQsSAE5YXO4JbDSVJphi758VW+hz/VQx18BfGZV02sn7zbC7b7zDytausB0XfNZGdGj+Mv2XeghgYwDJtWwK/Bv5Bk7pbvClhwI3PQVTRkPQs+yGA8iF9T7cCpm9C/vo7oAK8qzvrUp2z1mrkqOu30nqVd/268dd+wsjC6CABN2p8QWf/vB8m6gq3FAZVHBSjTcYAAAgAElEQVSvvA8Ixz9YbH9wlcjoOzG7Yn4y1xczA++XxuSDqjjjrXSuU8R8fKdklN0/e6otfPVNu7xpu+z6mSkXkhnAcaN6w3HJRvpLlS5kxskdnoBA9cxnJQdYRgqTpwKAYzhdXx5dBBVJce1sNZU+jBGYwVugpKdBo6Gu/svr1vTr5+UPoFmhSl54Zjq0PjEqOeWcw2yspKulVfVelCCYhYEGldGQ8/jQ99SbzLFXSGbE68jiMQTZunmjbd6+wyZMmqh4oZuua1pbXacqZL1N3Wu6G1EwR7xT4xrKFi+ygY8/btuvuEpzvEXhcH5uXBaj0Qr4t86NAsguQDJmDjDL+jsCZkiN6J+mus7oqB//5Ca77c7b/LmZNWuWvfbaawryKskJiF9xxRX2/e9/338WYPm6fmC5bzxVyICzUSwha8zAMie0J1jOrv3bgeUcrf9mgWt6sgMs97GHmJKFG3YGWII9BCyjOCh+O7CsZ2qIFCHR05nAshJxGOfB2pD7EvFQDJEQUfgASvTvNQ1HV54JAk4SNiv+HD59tqYV1Nior91s415bJ68WZtyGFNrl1n8HlpFncxwBoilcutKHsT76VpJoFDLAoO63HR2F0VPImXvnLMMiMn6q1w0bJkaJHK0cbnREvGdvIUl3aVECYjpAFVuaZ06xkVIrVSxba5+48nQrUbzEidsNvhTDlFcq1mqPUpzSY+IjNSj27sksI1tjfPkwJQzPqLgzTjFjnAxvduh58vnLWnf9wTLkqZuxvC1YzkZH+RbqG1Qfs4zaCpCXrQ0c1/uPjvLNwAspfW7Y/UdHQc5lo6P6m5HF63xs9F2HyqpXbk0PsoPl2OT7v16mJJ0fuDoENZD+DrC8uxt2N/den1Olvxc9u8qurhxh+1zzBysTU9Esl1t6HrXqfQX4t3hLFusRP4W/l2HrTosw3r0gsydYzj7nbZll2FemGugiU+hGBUNXe5dYsremjpcZaL36QmeoZaPMHrj9OevZf6ItEMhfpHF6FP7WChzly/zDJ1HQgqO+XcCyM8iKk87xMntYexSy8yH62WtSyV3wsfl2/kn7WJXGwxToWaew2n9t/EOw3A9EZ6OjkKEOEYjIihl9YHlPGXYGlsNwJ2OW+9yw34lZVu9pxiynfCZGbIZKsCDlNxkB4iOkAJncR+VgIdtWHpQUdcEwC3SrkG4CR0VdkncDTlXP7xRyVBuzik4w2LrHAgWF6unk501TKm31+adazlmHm40ut55Vb9gfn35ZMtECqxL4KKHtBxmp7lFedbMt1fjLq+YeYj1rBcQfXGy2Yg1VGBtVtcXKVskA1plwFITK8/Q386ODwOFZzwzMdJ4QPMLAA5XMLz3vRCHwehv8ygabtGmLteQWWEU1BUO5VkOKoDBUPljTpNGo3zvbTpTibKbmVTdLqlAmhjQ/f5ANlZLiPo0Oqt64VTgERplcN8na9TfFBR8p5AawFDbalfvqusjQa9/9JtmgfUfbPBl6TdX+vBPQg/9MKsQ7o9evJxkwG3JbjM7CndnBEQwgpAQ/1/ur9X3TRxXaVrXmcf18JCcMp3IIQA9jKr3oDShKBXrWUWZ0hty9j9Fm7223sWp5mjZLkzOqN9ktMnwaLVA5SvOdd6jH+Kvf/6tVvrnO2nVdcFUeePYR9t/nHWQ1W5psrMA9qjCMmvAbIQei99tHPcEs+4ijkE33jX5Cji/wJc/dYuT4jEga3mnr8qutfkKtXNkLbHrDaGtdlacZ0hppddThtnmrZno/+pyN0Cgzv34J3LmfDIZsMK8qwoxRzvv7OxfbvTIiLC7RKDGta4r6x8wfZzPPP8luu+0Ja3l4leWpV3hX+wCNWtK93m+ydR0306bsO8k+2lhjW5TjjVH+tBlfJn1+O2a5yR8om6dMrg1RxUhMlGYQI95GoPe1t0ueL4+fHfIAwncIAgs5PWDVGVa8e1LO7syscgM3tuO6CYXW9uy0DQevt8o1lTZy80jbpT2KokFdXcj0YXZR35EP0kLy/Z8/bS1vbVBc1rpWjESpcuYHDrSjTjxAx9LmWID472STnluYZTfg8t7gcKWnOBGMM6RWzK8OPw2wRcyh9nZIjMmQc7PudN+ixTCNsnJZNeOBAdO0mqI4TXOTAfv6OfsTRUbOW1NdAyxnXjpMktH1JDdG7Umei0qP9o0RGpn2w2vukBv2v8wsn6REv8wTUZINaqbRu5woEt/NQ9yZRMwMCvCFRJLWpV0bg6+zqheLWT7WgSMbGlITQDVmEJ30/brkGUfFkD5HNU0BI0l8CBwEMgKRz/GU3T+z5vIl3WhQf0SJHFAFdwJs0zMHQMVZ2gNN2O173yW9nIk5dgdqd/gmPQy2G7AaTiJsKrDdMeS9h99llBTsN5/FZpGY5+xvvqPV3QpDnu2bRy/zTGVQIFdgGpCN3DoD2xjbtCVpercbmiDrRZYdx47ki8TvW99aqJ7jQQrIoHtMcYJR4/JnrUpu8IWTML3D9CwDIugPpXotWe1oJXOva+E/MmGkvb9qu52+v1zH12y1Jxq2WJUWWAwIp3qHU2JUCVmIvlBT9SiY5cHWrcA38sH7bNWlV9gXb3naBmj01O/2LbPNqvrl6UFZKhODX/z0YTtaVbcvfmq+VW1r8mQY6TISRQxLAMswyUhJqTT1KGEp1vmuzC2yG8ZU2Nm1O+2Q9ibJLDRfUb0xbQ/8zYZuWGlvXPgFK+9pVOUs+gSpBFYOY24gDHJsAoDeBj2MVNY8yHrFjCAfbCyseSuVUIab48anhzw3v9DeUC/8H+9bKmDdavWvVakvXr3SSh6HS1rFfXCRqhB9h5Kq4797pp2xzzDrqm9SshQy3zDuiSoWJgmdblYmII/5FcwnDtDuvB19FxipFepYijW39utyEnxcIOSSVS/bOZLoNA4bZB0YrOn3CSxe9fPPD0Me+q6p0mFklZkZsIHk6bqyPggo9P9yPyKpS6wDa4beZb1GPzObIYkT8nOKFfmim++9Z5H96XdLPYhSFELayFxwClGtGg2w4t9OsXtnj7BRWufVWPQriauDQabHhEpz6p3pm2+JcUO4IcK2rHlrlWaLCqAMKbUVK5Z7n/TkyXtJcrTF7rvnDzZ/zkECvJrpKXOQyiXP26Ann7C1X/iKFcAse6AMx1h6kym04DrMqCwKIdncaeTYVBl9g2ech8BjrQLyeLUB/PQXYpbvvv0fgmWXYd+sOcs7Mxk2ICMkkxkwDglzGuvjtau4zn1guU+6D4ALsPz3MuwmbdYBljG36g+WUWHgDL8nWFaMcWZ5dxYqc8MOZjkBHAqHvW7YAZR8PfBUah2gVOB5j1f6/nBusFy9f/TDgfq9Q/efbz03/dUO+97N1iImjrFRLp2VpI9C49+7Yb/N6w7Ms9FRXkJLQAlAmM1ZDnDnxxVSpmCoXNYaiprovaaAFUlm/EIonuJ1yeacVYzP4bc4hyo8JbbW2S5toPtqPN9PDx1rXdLkNalGJvW/VcnBH+fsiZLgNcjRjsIU4Bc37BjfI0UGDtOqdBMjdkljedqhR5nV1Njry5fYFg4lM/5K9zOAJj3LgOVMhh1Fl0yGjfqFP73tHkjDMX3B9VrP8p4y7AKMvPYYHUViyz5A0tL//cQ+PpeCXv+CCd4UyIzdDTvZMPe6XpOs0iubpOcO0gQ4kDu2qGg5UEXEoeUlXmxi3/eeMOTCUV/x/UlbiL24o8d+fPfz1vD0CiXjRVZC5U/vYW8HrAQ3HYX4AMuKyTomVFf9Xa9RZLFSo/+97/0hw6ZYn0A0DCt98XrdnZpZA0m2HQsqZnaTZ2QtZV7ooSCjveW1qSNsgDR9szdss3ac9jEykwSR8TEkc16IogiTrT2OR+/vURDluetSUKJAfr5GDI4ePcTuuPVpO1yTPo4/eZb2V80KVn1pt2daH4eEEBdaZNgRA8KfgOIge0r/1zlWWo98P/Me9H4Prn5GPzt7d5/BYMjb2eNjznuufeT8T9rGqndh8FVysFUILOcOCFDLc4axF3mPM5+0oXn+088lG1KBnmUnF2BsxSA6wwyIVj5FTqe8yOX25E0w0RpTSXErV0ONYXoHat/p6C7QuDHeX2AFAtcUXUy+KYsv+aDlvE9jQaVevLxmi73vrc3WKNNRqW1tlFyGf98z2H5w3JHWc+39dsTVv/bnmu9B+afmZInsGImY5XMB5jmPPrAMaOa4o32uG2ZXx5snw6382lprYS3oOnap57dbyjiXqborOPmhngU9H+0q+qLMqhMoGapnOFcgen3lUBu7bosViEnWR8Ua9OuW5Y+cN7kybTGhbCQ3bqNYrbi0rbrVDj1gmH3kIydIRRleIIzaoVDvDCsyaBV23P1beyKmomUUq2GeMUYSOCqvVO6gvwtV5FcqY5UC8TCYLygvLCsaYjMmFav3OfwqUC74SCJAqmJWveTFqA0dzPocWxEtMmCLecDIb8PIr1Fgcpx8aebOm2fbNm60JyUfHik37TdX1YnsyrEb/+sR66ips9wxI+yQBdNtnlr0pin33KzPLxGI8nm5jJqUutEnhuj8KpWPsa8OYL6v4q6DZ+TT+jkgulTu44wag+kM8kMFllrlHaO7bHuRUPT0nQrPHTa+fYwdNnq+NcuHZtHSlXLpVu+3Ppd5xDvU8jlY+3mvK7PymlHDC+2PD6+2P2qudJF7GtEmguKu07bKk6hQE32G0GsrWXuDmPAPXjDXDlFOXKS41ry12QYIPHN9cGFvZEoGc4EZeSZGG6acsaE7xJwPrRBIpNVOYHiHlBGV3Fdd3zK1mnqRQDkM8mkIkoizMaosY/S9R9e9eXTfkcV7cSHaZXDHLxZjvGq/N2xi1SjLrSq2weWZiSdzimNiDoabW0SEfOnWRTZWLZ/ykPbnHFB+6dcX2JTpYxULO70l0OcVJ9PZ6EmOnIt83n8OAYeprRtxhcwaWX9+rwxbxQiYdAzNMAWmXTWNgAIU97ZTuIGX9jQMeNPvgxso9riykUk/+r7MC4fX3WQY01vyfh8tpWeXcaIUcyFQpLAYqnnm1/7iLs1ZDpXhPy3DnpTcsKl2OkurjYZKodNT/nckhT7bj56rlGV5EqZNDmZ5tJjls2sW2zWjjnVJDsAzQCzsLRs0oDnk0t6vS/WxV+qs2XEKyJhGOLPsVcmo/nkVUoGr28cvpaqgHiAfYwCQTSOs/HMBvADhlIwhHffRSw7xkaRmKRSbbYD/3GTcxcaI2QzH7KZkBP/krgp4AKB7z3E6B+/hcTkPrEImt1blVOC3BZCcZNj0JBMkC/X+Vt8USBDZ2EKSnkew5Bx0PDsUlOZ97/12xqQKgbYWGaf1GfT02x59Ritjj3BDps+8QP2hLdrgx+nYHu8usosnjbYnV76p3mT1QUgi0aHB8UWqvjKrLphjmvMZDRUPpoNk+hioLipwDRuhBx6AOVIM8aJXrfiOO+x700+1F25/zE59z/42VH0ozz3xlgy5mm3NCxttwbkH27yFB9lkAlekI6moEoZESLDdQV0bfo5kFTt1nVdLQv/lsVNsRv02W1YwxK6s3W6nbNtmzWNk7nTPQ1ayZoVtuvgSG9qxy+fR9Tp1CyRj0e/zfGE2YRHFGEelU2BGD9kuVZ4GK4H0OYN6eKpUWBk2TI6OqoDWyRG36fUq++NjK235c2vl4Kg1LfA8QNpl1kinm8NFL3WO3Mg7ygfbt7+2UMFqkBQXcRcwBGrSAz4Iwy2qV/r3Vt3LUZIYMV6nS1VBLz5kM6EFZmoUgCZoo1qUO8guUd9Qz5JXbXn1GntFbvDlReqLSX0gXkXUfSIwOJOc+ksY+cK/+T53vaZlAmk7UnbvjWZzD4OxRA56Aub9ycAM2DNALCO6CD763a2qkP/6+r/Z5hfUUwMLifujMwdiYXROGFeNHz/IPnH5Qm3OIf+qwG1UFVgquzEkPiqJbN4YMUQPToBlkqJ1a1bZSaedZsuXLbU3VryhZLLS1q7baJ+56FJ7/ImnrFnJz/hx4wRklGSIWc5/9HGr/uqVlq/REXkUg7TBFxGQU1HIe5Lpk0nFiuYUWEk8yyRV83vuY6xabeSIoXa1mOV344YNs/zrm5BhA5bT6JZ+RjqEDuRoBHuY0wyQkYxHb3I2IirBUJJYni3vJQxcxx/vWda6DRl2f7Acr/NsI7flHjpr5cwyvfFsSMh5AwiGSzZu2AF8dnPD1ibGvcZV3U8hFVAoYnGsgG7abRS2/Ev4yxl5QLQKRZhdleocV2lt/UxjVZpfflOUlhJFnmzHp7BI/UdH9QM+e7we4BeFD2M4GBGVvJ/9AlJszcByNmc5ve4Ah95Cyp7sPZhyUYwgngKKsUrX78AsE21oB3LGpi2b3OPXCvf3fT5wtJXv2mk/PnJfO03yltPp/xKIW99RaO9Rm8dJh0vJo+f3ljdftTlyeWXT71GswnwJ9hW2FBDdriQAfImq5ZCR4+yL6qv/qEaqaEKag+VspBTnzEXlvc20KDBeye9BrAP+m3YM7meveWa614Bf2i0ogGUGbKwZEqVCJQqoivyzsvd79R45bD+PBb0ftoQtjh6y/sZVJCZhUhagy9eSg2J5SriB1O6vtwkYFw4std/8/g5b8uJL9vOf/reOfaevq8xAKvM2ydfnbFLsvegWzUt94U0rZ//X53cymULvD2ZPazwrxPt3hyqM9ML37369yYBljjDGivlVTe9/+9e9JSwBOQCuqye8Lk7/OEo25RG+62dPL6ZO2puhB2g/0zWMT1aszFRgWmMIFWJMSPTq62pZ4fgKqax2CQRpLaoIM/foGXb4MdPd9LJJhpD5+g/uH20hTOkI1+sIAqwDJIxhRtivmEFx2eXZofLoL4dH9e1TCJRsc2ZJE+CkAMmtt4ewviLM+Lm7ez/FOi2gD2t0VFXVPzb4Gic3bJhlhj124IYNc4ySLhERTgb0Y2JDjh1GSORB3CtGgcEwA/rII7kvzjADngHFTpCkuc16P3kXoNPBdlIb+vQQKZHyu1utRyCp7YAxtuqr8rE5+UBJk7bZH55frB7mNhsjcHCUZKs9i9fYnPd911pV4FfnsMB4BubbI3dMc6HxzaE9zudHOwOeKQIxLFMeoJyzhzwQYkbMIWqtMDATuBdYztSLuSrIAOr9dQqHct0xJ4LapGKQ/47iULdyLw2W0HVQEUDzkrtTkY/4laff66AIoe8JZjl6RcmJs7iHWqFx3mRb+6X32RPNMroVo1iK+WqSERMrygSWUdIN0YYectWMgY1pFMOV32xV68CLetjrl221eYeMtYduk5lT1Vb70HlHi3Gj9xgQQsyIyQre3sbfFFvEoGoqbIzgofBHi1M9RllFbgqLgizm+CqO6zr/QT1b1YvX2zc+sL+d/9tXbJFGrL1/0jA7+ZSZ1ixmfvbUMqtTbzdmiL4+HfyEjLYW5hN5uXKghSedKLLF7Lkn/yoCQrGV/A55tuThHJdP4XDZcnJLd+VgkvvWMhoqx6oLFcvlEL1t4C4ZkqkY//pYjfAq8hFW7HWQLYMpvGNAqtwMEmCClJHPLN1sN1zzZ5mJQfqgLA2voi6Nci2U6hUZcqt61Q8850j7vEZmURDjetXrOIemljvAvRtsYfaayIO61KLXKLf3mCsuokO5Sh6mvNqTavW5PtqK83MlX4xYAiwPRSmQWqU4bv85zKw8fmhHYMQS7S9hdMd6yLdaTRuqP6jKhj07OdoVlSeXKDdlf8NXZ4Cey0UrNtltP3pMJIjOSXlyvp47pVR2+ZeOswqRbezR5B7sSbRuQrABzsltcfFmmgRxzHuDdV7+d2oZRPWE0WM23tIViLQn+PWOHuNs3Gc2p9mVBNpnGYeIpwOxlZhYpuuD3HwIOTHzqZFxo6aUahnXcoilTM0ZMuww/q1g7jPznIWBcMN+4PehMvynwfLU4ScpwZQZk3ZRSEwqKV5hY6fx/pyYrQmT4mwy89YUjLwirejcCVimZ7n6Rbtu7DEhYcZJDiCZAWyY5UzCk0wUkF8z7sMDBGAZaXI/WfZAD5x8TjDNPgAb1pb+Eu9xpj8oAGz0/YbEuW/LCHbcwbpfIjaaSKxcbs22g2QbOQ4suJ9X9Gr3yWKSgUVy8vZRT4x88nOBkaYSGaOgWulNpoLKyBPvSY7ryPXMZNsBlpHQxcgod29NoLt0/DB74hMn2jdUnZ5fV22NYv5w8c6KEr7FIyvTlk5ghDVwIyktjBzJDbcI2H1675l26Zq37OjNNXKSVJ+WFl653rfdH9QY6xOzcqO/gWoezAf/ZuzSZj3wi1+UGYYkM8NhHyTPOOhv99o3B8xXpa3Fm/h7lGx3qI+xSHLv/Q7Zyz71sUNtpVjIQi3cSpWLOrU5kygAKjqUbMCA9ihh0qFIptZjlw4baSeqL32q5sQd3VRvS7sLrUeVvnIxtz0jyq3oD/9jpTDLF3zeRki2tZOHE5k24FjHSmKf9Sj7yCJkHj4yINhe31Swylewm6bN6OB9ZLYgB8P5dzxqNS+8YT1VDc7QDFRZj3XsrqOZGZyvHt0vmXqsLSuxY8+da588aLQeXFWLKV4ocYLZRCqSrwe6WE6MZ0+daLWlFXavAP4dhaX2pZYaydSRigUTXKRjLpQc7+eTx9hdBx5sPW+usKckv25Vz3ILrIBXxZLtPTMc2ZgUKGNWHdKSGP3kTn/06OsYybscLOt4MCbzpF6vuctxWjMOtihuAVIEqAFX4Rit66U5p3e8scMe+s/7rVjBCzANc+D9/4AUPZMtBP/9RtuXPneCVegYKU4MpRdKQTAbycV98F5l+qyRwyiYkXSHDDtfzPJKO/HU0wSa37Qtmls+Taz6shVvWqnmrM+dN8fuUSFm76n72E6xViNeesHynnzMqi+/0jrkusx4kDCSC4UCEnoYUCRm9K9g8oKUh3tdq3XMqDPvYXbnbVWVJQ2DWb7r7n/cszxdbti/uOYad8pFxuPJKmgycnT/i/OEQQfA9v8TSSnMEGl4JNUOQLkuelZCzRK/A6MPewizzJp2gy/9iIISyQjmfT5n2ZEsRZvYFNq0ASBlCkOwuM+wUIBlpPDEYe8z1utUYnGUhBUIQBTmgIDLner7KlF1njWUjQHim5yN0EbP2tdTYSv1YZ/73Ss24U+vyUFYryteBrrmWQmAw9pybwteS5MFSECz17NzzjwkiHckq/H+aBVgb/GWGeIo5+WL2A/VjRRR7iR4jZbJ/ztrd3F5N4W49Dpxl+kD2U0DX7Wr2vLxT55gR0oSO1fuqHb3c7b/K2/ZUsYJqUh31ZmzbfvkEXZDjc7voeftY2fsb/e1DFDcUBIjKd1zMimaqYP59bZNth7ArweOkXCDhXaYK9tCSwwmfbo2FCGzMUDBIAss+XiZAMvcZ64gr/u6Bfj0+mdEYaTeHVrD4IsH2q+JXkcyToIDGNvzdeIRhdNwSo/3U7Difcw77s84s5b4t4+z6gVvxBfkdUmGnT6HY8VIb0BOsf3Hj/7dHn/qKfvUxy+wC87/sJxlaz1Jwb2Vtw+QfXinZItf/82Ltl3z6GGAvPzITaDQwWclsIxDda8PO2DZ3bCJZ9ms7WT8xb7K6t0DRMMeuxeJ7nV/EO388p4GX16QEbuoxUaBm0UXsvfYS9sduLHH8ozGw+UFI/IXvtdNtCANuK4qckhxdeo5c+w0FYgbdzRqL9CITE2w6GBOtX6fe8F7ud+5FLF135i/zL37V2TYXOPMnM8nZ3gPRTzbbjCoJNRf90JKPKfu6I3xIK1GH7ywnxv2O8iwy+Zo/OM0XaZk8OVqv8jlKF4EgUHeQ64WzHMbIFHxwdV9zkRzTfuY5m7AYHr/QO3H3Yyg0t+oDNl/mcGOoimTJ3f56zDB9BTjri01YaeYZoGJl04XWP78B1VB7bRLd+y0/8JR9dnX7ei7H7Wt65u8Jcpl1BiTeasf4J64AyMeZqnktRkz7rlnUiX2zpHGgCtjzpPxl/c4k6P2KgJ1HoBkgeb2Dnx3GKkVSkHPWQFZmNcKNONCPYAReMQnnWcb8u2kriQHJlfO8ykpob7kechXG0an9o/ll5xsg+ZOs3sb66yWmE4hHfl1mmRCTuejsuh9hSRgP95pNlG9r98vrrSHxA6qim52yfU2Yu0OK7v4aBujYvin5B6do9gEmG8Ws1ksef8u5gfrud3pij2x5KoCMgoSXxY+H1C415RRVjFilLVuWmsr19daYalyGGeetUdrHzxT3jh5Nz5tP3jvPvaUlHuzRKzMmimQKrBz0Nx5nnv/8X55pIgB96K78j4MnVBsAZaZJ9yiPX6vBYfbW+oVf+vZF6xSAHysPr9aYA2G1ucRZ3OtAfkoBgGJiuF+/OxltLBtB7wpD5STc/fsBttaWm8jt1bawDVy+BbaapCKEOIBoujQw/cT2Gu2xu3r7e7H19pf5LOQr/iO4RXrv0C9vEyYadTePFzM+PtkUDb5oKlilLXXui9NGu3EddT19KKDYjlTMlB4DJMiEkaZ4+LfGILSSz5J6tm7Bg21gzStoUS90fjZhLtzuD0DJpsEcjO3aTf4oueZHmIIFOVErc68R16MMoj9yH+/Xr+7d43V5zXarLVTrVoEHHOSwyU7CpiL19bZT6551EbJsbtdRRwUIDulWDjiy6fY2fuNU8FHSks9L4BVb79zg6/ELKNuhIRRUSiY5TRalKkoMM9gE22EjWmOOgZqnsfDTNO6qDyFFjsYah+zCiOtnM/zR3qZtfewf9Bq5wZm9DxTHFFOXEg7IWrKpFhlP4MIjJ+rwKkEB5l2ITk4igx3w/7tv96zPKH8FFUuSnxWa3720FJpddkMgBYQGVldMMvByJKkkHAxtmmkek3OFlj+2chjk3Q52FUuNOJtry4mVjaqaCHJciZZCyVmZKaZfu7ASMIejHM26y8Y6T4pS3xOxmDz+QHOM7AMbHZJOZszmx0g2TfkDFB76kJ64VJtl3Snn5OWKU1QEFOQJNh5T+92cm4AACAASURBVHMakaDgG67YGFsEGCb4MWeQsVmtvonwuiqYiVkOJprKYzDKSNA5du9tBqR3ddjxH5hvJx4zzQrpJZOMIuZakr5mnsZxbiwwpAaY07Th6Cy2tkggdd6cOVYkE4plW9bbMkmcSqk2pkBEP4OPF0j9Di7pQfqiAIktvzQFtl1D5f/62Fv25F+XWg5jUlQ1miRTlPfuWmo/HH6CnA9l+iHbxB4x+/tNn2DHyklx1LAym6CHcNb4SfZxJUyf2bDJGiW19QQKxkIJxCBl8FVKKs6WK+0TGkNFYjbIE279T3OZO6UPGqyHg56c/BGa8fa7vzizvOGiLyRmmZ7l6KfmoWWeslvJ9zLLCpIYNog5hlGmAjVYD12LxgDla273sWs1RP2zPxfrL2MtKuQaDcb15/7oKnsvpf8BTyB/F3JsE2twyHmH2ZkyqCjWODHkeQ6WcfBTrzjO3jikloiJnDtrmuVM28fueuoJO3fYaLtdbOnoarEvmHLonCZo41raVWgXHHaoeqqq7NWqVfZG8wAHOUhz6EdxsEw/kg+8p7qGREcgSQVr70tB5u2GYshgg52AMcDJG8dppNUYe1EEQKpMgkZCiUzGg5s+m89ibjLuymWSCz3x55V29+1PqT+rOPVy0bMZrqaF2hwI9occNcnOlVMlxR6SNeYRcv1DKh7SceZfV6qnJXPl9Eqq9udugeW1a1bayaedYW+9uco2rdtsEyeMsS1bNVJMWf+C95xsd912o82eLrCsqDtsyYs24JFHre6qq6yjtl4BM4HlNOaL6nOTCiwxQzv6nOhDL5XKoE5JKdVW2G2X5utYMfi69mc32Q033eK39516lmfNmCZm+TptVCoIuRs28tJI8qNIRY8RmxSFrtQb7hFRCXTql6bgEuso+t29eAPj3O/9/DfBG4M1QD0JtLct4IYN46x7SlEkpLDRl8pmwsZA1bm/bBvXa++Vh51ynBSf0/t6MgPKpOS5CoIO7PW6F1w8qY9DRiqGJC1PaByTo/00e3Ovz/3Shqpgp5CrCLR736gbfCmWsQ/sJp1VTHR5dva6F/dYCwJP+v58xcd0qM7m9ShOOfBxxll7Cs9gOi7AsjPI6U92L5BL5ilJ5b0xJiruUX8ZNg9InopCz2uW6keO2de+ffJUyTd32frv32/T63coFkvJM3G8HfO+/XUPuuzVEZVW9aM/2OZJI6QP07W/9NwwGQJACTydsPIVu3rtGvXiFijhEOudLhzsB5VyFB6wOnuygbQLUGCJt0fhM3rHo3jpMacfyPUZk1LH0GrjQpZUANl9dFT8gLXCOqcNgee+F4yhPFI8cVDcv49aoInEjkImz1K4Occx+YgomEvtCbR2BBILtrC2ttE++okLbHROmS2r22jX/eQHdvLxx2q/kGGWCqwAN8as0ff98Qdft45fPK44HJ/de97cH9aGlFTsZruD5f8zN+wAywCaPrl1jMej+ARQ2eP13cBymB4GWFavMWAZ01InAeJhCKY92sH6RmdGEWKbvFK+JcBx0CHjFZMFvv0XVBTBh4AWit5RXRS6FLf1vFFc+r8BlukdRN7Z63rtt+jt3LADLgfzD4mQm9yw34UMW2C5fIj2M5jlVMSncBBGpSr6AjpT2xnXGoY4A8uQDfmYt6bXPV9KyoFeQy09t4Bk3tfmsmfmqJMHwdxhtBU9vc74OiMdMu68AmTa+RrNKcPPolLLnzrM9jtulq2S4Wv1i5t8ZFS3cpMA30FCZHLnNu+lDhIjZODRW+2kR2K4+44vfV9SNWave4ugctG+nBNmOeWmimH+va5MBDTrfakogDdNZl5LUcDzSR+xxflG0cGfCzfLpSgRzDtxr1k93F+67BibMWOCnJlVYEPtoud2B0ZfUnrRdobiK+YJR5uVzxPWfR+hWLSoTWqvEYPsyrJRZr982C6YNtQOLe6y+5vz7bvTB9vG7c2eJ7GHBCONogq5bsxpRubszC1gRd9bXdtkszVbd68pM+x7YvdLn3jeZuI5o3xitMDvUyrE3n39X22k9uaDLjzC9pdpXrlyoB3K7yhw7zfncF+Lj/71sd55yJ4/8Pv6ngb9Xp4ImIG1rXbp1HG2WD3upkLU3ZrBPEY5VB09u4x8Qkbt7tCoIWM0Jcwqx40yhsKvt4VpP/Wxksob8fPZnNtgzZpH3KgCxqQamZeuLLXBKhrQi3/0iSdbo3p7f/e3v9gtNy2y7U/LeSBfibHuqzJstaI02+h9JtrxC2dahcDyHF2nTVJr4r4M2Ifx915xgeFqMefek5tAHepA5Nf1yMeTanAopq3K4U+eupdkk0PtT6tfkyt8m/uSZKCTwj85Jgy+9zwrN+S8YVAhKyLfSj27yiVrkXnDwCLLd0Mv5R9SWayeudrGa9RW1yvlbowGGOe+DtB5P/jqRrtBCoDZO2v0xKsohZJEnz/5pBl25vvm2njlgTUqkrjBmooA+KBAWmUjX2nvCxl9ah3EXTwZ6ToYVsEQBpleY+aT+3hamGfui+47oxBhnjmf6KUOTyEM/Pj9GKMaLvjRmhjzxOnlZqJMvvJc1q+DcNzOk9IAk+IgwSLfLVfbxo+uucvuv/9WD9n/NLO81/AFqiaWWAtzT+ntcIMrAC6MK/1JKme7DJuqKQxWCG0zsNzhbtiSYatn+SejjwnA7eORQtLMZ/nfAMV+TLEzxkh6ZNbSpqb2CFzJmdCNvhgthVSFABaBGfl2Jv1x9tcBbsYsE6gAokkq7nJJmDhPw2KH9N7llF3xc87L38N5RVGATTfGYrHhccwwxakPO8kyYDDoXcagC5DMMVHJLNTfVDIByciQomc5mDrv9ckqk15ZZGMnyCpx0U3P14iKV351kZ0+ocS+WLXJajUEPkeJS66Ye+SHjpA8SYJtwrZdYELVG1yRSah7ZEBVVKsudwXQNoEKl3C4KVae1Qj4ACgBF87KsvB5sMQ4Dxs5yFYtr7ZbrvurVW9pVV8M0gdM1HJtwo5qO3XnS/aH+efZlINH2UMbWuz9x0+V63ahenA1KF6BkLFAdQL+mHUNFMPdogSbBNSTdNIiHXCxzuMXFSPsPU0NNlxsbAezTbXIYWOcfWX2sB6W3OFlVvSAmOX1q2zVBRdLPqOeZWRADBt3NjyCpVvvIwtKhgckecgtqGh5kKCfWJtKx6gS+8zNL9i4B1+07vIhup4UfwAh0cfONfXUwpWkUTzZUb3LTj77IPvA++cIlMl0CSdUZ9WCveVY45hTv4Y2qivEli/RMHftDKaM0365bJXtpXVNgNg4bIh9bn+Zj2xeb88uXW47KiTp1gM/FMdH9XGQ0ITbdYyFoMe5kR5lBQQZcXtgUFuvbwwElhglBjDSqsVwRwEHN3WAPAlayu+dncOx3I0UGEdFz7iPpeq2cdpEH3pwpd18w8M6j0G+2cOKhRwu9ahpDVz2zQU2YsxwrTEFWXpA3LxMwU/FHABr9JokV2z6iH3+JRVPCiX59saqFbbg9DNszepVVqX+rYmTxtjmLTWqRwy0448/zu689WabAVjWmhnx8guW++ijtu3yqyS9q3cZtlcPUzGAAOpggtna+i7WN+xJZWWeVW9rt4pKScVh8uhTUXV03Lhyu+HGW+3Xd/5jZrnXDRsHethalzYnzMCd1yVHRkQy4o8hd8AT7nC9LtYmsgfh7BVgl21rz8/6DAG/VLKpfLJhpLZRT4B36dlkZFkwy/EdziDreDqQYbMBpFYAl2fLaT6TYffJtumHpMgSbECoDFL50MFybDz+ZGYATv+q03UdpgLBRr32K/Wwv6r5p3bfIhu5rl4LkEivfaCfFDbAMmtxd3YvEr9+rzuYfZvRUVG91PEhV4UJSj3LXpkIRRAmjw6uE7CJT8L/IlRI9OL7lAZ/GijuAnwA1/4h/v8pJjVNGm9TT9vXXn18hQ17bY2OO6TxHTJiaWZckPanwWrPyFVBr0DDhul17JRN+0s3Xmo5C+ZLcqHP1E084OUldt1mzbIsU1zWc8e3cB+cWX4bGTbPUzDLmRt2rJcAy6lH3Lck/k98VoyO2tPgK0zk+tywYwPzNfO/vN5n8NWP0YRxTgZfJL/0LDsPqWMKsBwGKv66Lw7FqPJKe+SRRfb5yy615z77M/vhI3fafauftcu++Fnbrv2qq0eNNzjwy5Bo0rRD7fZF6oV8Y5vL7bNCNHsX9yjAMjtx5nzC9Xhng6+3m7NM/kFOAqsXazj5pwCWnVmWFN/XahTBkdi3wSzT544pVy9YTsyyF33C7Mb/KMPCERbpbn9mmWNlL/rCZSfbofMn6nppzeiaApIBxfztz27G2OO5oBjAc0Kxsm/UFMy1GCncnPuNiPJCF6oQ3GMp1vWOpqI4F+7tLqtmzF/S0L+zGzayXGK6wPKHL7RNGzKw/E7M8sFWKRl2T06Tg1aXKzvDix+Mzg9wnPUm97bC9RlXISvOep253xTNvCfZyQXyKIHlrOXO1wP/pn0igWQmowg0AzKDcY7XIW2Y6zyA0Z7aEwdImdYsoy9GC3UI1PA93LM+OXO4dwM6aX/jPAKER64Yo7AKgkHm54pjML4wu260JYaNXDUUgtFT7F42yavGWwYd3AtEY1BHPuFKwvDjyZj3APupvc+LD/H+OB99r76HvBCFjhcjZP6JirKrUyzu1LH21cuOtdUCK7QYsV4wxNwpZVcp00D4m7yHmJHN4wUkoihgvrD2wBmFHfZC6yC78MApdtOaTXb+DIGzmkZ7cvMaW6frV5ymgmRziSvl2hy+FhqxVNPqbQJt8g0q0j7GXOcpk8pt+4Zm+wCO4EdMtee2V9kmXedBakG79efP2KPPLrfPXXGGnXTgSFu1oVHHmR9tBfqcOnfvVlEdRlny8Z3aw4sUf/NlGrtiXKU1SX135KAO26gRS+RGTWKSB4ngId8YLDAO881xeguL8sD6agqOMQGjPPVqE7/4uYM3xd6Y19tpY0cP9dwqX4qg7cV1tuPAzTakXuM/H8qxv7261QapONkgZvd5KWYKkO3KXLhdzDLqPYoQIycMtnkXn2qnjpLBnPqfB5WqBxwwrueaz0XuW63zG16pgs2AQT5nvE4teRQyyYeQZddUC7Sp57tBIHi4iKiT5h2mYoAMcv/wuCkd04g0jYhyeXoURTLwmM0P5r6W6XvIKX2UlnJ67g8tHfxNeyLTYLyVDzAN6HQDsC7bPGedDFRHqcd/sAgcvBho5yuxEdNm2h/vetx+dfVtutYah6Z2gR7tr51tTTb+oL2s8v1z7bwTD7P5kq8/89yLul/t/tzRshk9y5GjOrOc2kHIB1F4RDseHpsBhuPnIR8nl/Xxt2LGKQrQcw7p4oZd+n0wTbQckrdi6qr4l7yI+FwYY3JmyCDGibrZK7+n49mFAVlinjOPntKyQXbtdXfZn/70L/YsO7Ms+USrmzGFc2kwAxF8kDr3uqikCi6gMsByjM8YJbB8Vu2L9lMZfCn9CTaawAObgMEXRl8EGq+mBeglILoE2YFkgGWXW6fXvermjoV8XtbLHFIfB7CA6MQGA5o94KSA5T1LgLWUaIXEJYHlDC2nMRgBkwIss7myGbscW6/6KK3kmkglEsAfG7I2BQ9+BN/ow3ZmmeCcgWjvfY5RBLHpcM5U62GbGDcRfdjIjuCxy9X/9PgtX9HKG2CvrV1pVZJC58oVO0BnQDnngJXptQgkY6sOs5wvxhRJJrLfWi28Eq92RW9nNpA8xt7gOKgHRX+3KjmeqMCyTtj66b8steceWy0mEVMlRJgkwKq46Vj30mb2pcoq2/GN77jTXI0C2uTRRbZVRmIxy5i+BQU89Wm9PLTM1oiVfb9m9DUIDSDB6FICMoDr7KP4lJT43GMAEHJKrQ2CNQ8Ps3J1bANHyoznXoFlepYvusTKO+lZ3l2GzXxB3P1gEb2HR04fperFcMYTOQYPqf7OUzLz+dGjreZzt9jIjVusTbLrgToe7xHHOEjnyEVtkfQ2N7G0KkHabG0CHzl1f43JG+QmLJgU+Ey4ZGOP+QAM5xAltc36OSxQ0Y4WWz+y1D4wcgo239rBdV3XrrIaJeTvPVHmI1vrJT9+yVZqzZTp2GCQhw5N0nEvGIQ00pNrBT6AaUiEIkn20Uj6PqTUIbUOSS8ssrNQWujZLGaSLAdIWvN52sSYGQpIBkAxyqNH39WseY+3/uhvVvXyW0pAAix7D70nRfoeGVlMUO/7l7+1QD1K7ZriMdALLqwhKs0xkotKZmxKyIEIysX0oiDLQo6onuhVq5bbqe87w1Ysf902ramyqVMm2POLl8j8ZoHWb4E98+Sjmls9TWBZfeUvL7aCJx6z+quutO6aeq0NFX1wwWZWYOaYidSH6iNjEwiYWhtDGWOF2zhSHTZWHUOtEoWJEzQ66rqb7Jc3RzXxHd2wZfB1x00/FVgBLKsv1XsGA0yQxMLcwyBGL2GgaAfN+h+skhvseBIbjBUQjj7TANGZSRiJa4BupOX0/XRmiXUaZVSgNxS4S3Yk7iS63DeqoxS3sgQ6Y5C9H0jHBMAhTvCodWiTaafAlM1kDdzoB+sGaPocDJVcKwSLpv9u0XWdqLjzsBLPz33rAZu6YbuVygmTthdi3p4MMqoa8aW6Noht0U0H8PG4Dg7OXgc46xzpWWYvQIET8wgALRQ7d+9ZdiDl4J6+/GhfYR0zE7fHWyVY5yFr5DUcskNCi4opDMEAv9kfImeHzmGNFCtTq2u90EgPMgXUVr1fvrPREsMV4hyYXw0DhEmI9qFF//k5yznneL+A05Yutd9uXGe7VKUe4GCZwmW4qQKEKHplgMgl+XqNZ8PHK/lGlATjgGUvMKngoJe7fV+KewFbwMaP3Hp3N+yIAwOUhIR+PsB1s2Lg7iAt1it9X1y33ZhlEr9+YNmVS7uB5Rg9k6f9JF/OZ216EKrkAnzl939sa5a+buuu+q1MglrtjF991V6vXW/lMmikv31HT6vi90ibPfpIFSCarXvgIL+mPvuY+0zfrw6bvZ2cIAw3vTr5zmAZcMLx7eG4zj7trU8CVv0/hz3L8wAH0VHQjzgYBl8uw/YdNP6PM8v0jyqX6WOW47nO9vZ0hdLvkbwV25e/c7qNGTfEC9V+HxJYRlnSn0GmcNmi+0lRqEgM3p49y4AfvB52U4sAljH42mPOcpjzhUtxr4KF5/p/Y5b1s5izHOD6nPOQYb9bZnlvPbONrpzDmNRjgLeXJRIgIy6SiiTLY7IWOjeyQk7sHi2JfMn+neTM5HzRzhYMa8bwYujE58S8V4pG/Vrz+LzU24vMOZR+Ynh9lGfIpH0UKK19Kpgg444e6vCMQaVILgnod1Io5XXBhCsXdSY8mGcHu6n4Bvj3nNSZ4Rg1BXOcgX5nnNnznbnOwL/AtNZWFAPode5rKYxitNrV1PPM3xBE/nOXZ+t7pXfLr6uzxYfPsfn//l779oYqy5XjF+uCQnCDFHSAzR0CneUy7trhJAGteSju6G0VAUJexHSRfabYb8XMztD3bFWcqh9VajnK3cYIxNTB5LmruIoOQ0IJBYNJTzBF8WEjJ6rIM8jWrVxlRSr4tUgm3Tqy2K78xoO287GX7ZhvfsgmNTbYMrUm1C5fY2sWb7bTP3WYzd5/L5sySr3ByKG17pvVe0q+hrFWheLLVhE6Bx18oA0bPtLeeul523fgYM3fnqwCeZPNl4fEd1etsxyBat9XU09zr3kn8mXlrrRe0ZoyyGXYzB+HUY69jTYxik2oJ/FeIf6fdOop6mNQy9/ix62muUiMbactyVllb+XJJfvyKqtdIo8U5d+Vkne3cX8FJlkHEEE1YpAv/KwA43H7SwHarrZAGXSRf5JLk6OlOc1tKh6O2nui7XvwPMXNNfbCM4vl8VIcYF957k4nhwbY8O27bPaxR4reLLYnFz8hFZDWeqFaG+ndhgRKXgM+l5gWPUZ+kr+x1zOeVNcVGTK9wbS9sf9gaIU7vI94gnnGgBUGmBFPu5STVe6w6snVNmvldPVWQ3AByCvtiOOOUt7zF7vqC/8tlVCFYiXPm9oWRNDUatTWjBNn2vW/+4aNF3F3331/1fpUm5rWi7Bz9Azj34Pxl4oYPnZWYD8UeEGiAIYz5hljU/Ikig8U36fuvZfNmDnTHn34Re1jMlf03uNQWZLLUWQANPu4UFpHE7OcgWVy4wyDOJmm38P9HT8hyBpMFCElwBtlZUV29bV32R/+1TnLMMtD9bTg9EsCBAwOWXKAiugDjmSLBIfNx9lb9hxtOrhhj5QbtjPLY44W8R+OgfQ7u9MzANz7OSJAubMi1TWXrIR0JcxZom/FAWQ/8wU2Ra/ipR7m3n4YmGjdWHqJPGB7TzMBls8Nd0lnh50lDuDr21tiSLIUMjZtgH0fWPbNHYCfGXE52M16kGn4ZxPJzqWvNxlmOcCy2B1ksLwvGQR4r49/Hk6eUal0mTZIUsOHh4wos0W/+5odvX6Dfbtui9XQs5yS4N7sT//B5hcjo2KkjjfB09MpkEDVcYgCRRhC4aIcDxBOdEOVVG9SlfA2zYB7UmYLiNSPu/4Je+vuJxVUCn2skG8gzJJWwGzRwv7iqdPs6NcftpUXf81KcppV7dGDpAHr7QpQGEpRCad616PveatsiDUqATtY7uXNSgyj/10g0Nu4FCyYTUxvLPmDMhJ+l4qUs7SYVymo5FVIhn3fQ1ax5U1b8bGLbVRuoyphMToKd8dKleS8ZxbgD7Oc5r8B2mrkrkil0Wcf69xzlDAuHFxuQy693aY27dLoBzbDpHJAbi1Q1CG0Oe+4vWMea9lgm7v/OJs+ucKTTdYAx5+n/wAsFyEVR+LipgsR2GDucXCsUcCcriTt2sJKu232FLv3+SUeyDY05tgnD9vXfvDKKju0S+YXADE92HXayDDLArz4NXBb/jDnKE8jo2ASO/TA4/xHFc6rcbrvJOhgKQAX8k+f40tqCAFGkg1Y5jWMTFLlD4k3RlGwtANVpHhV9+Q/vnCPjdQ8SonV47o4WJbKQ+6e+SOL7NwLT7CjZgyzmgYZeuhYvUihzW+nVwIpUlCYoWdcQRBXRsYb+d8q1DCDR+t32bKV9t73n+Pu188/87RGEJRrpMRIO/DguXbNNddJzj9V60f3TCBt1KuLbYAzy1dYV81OMcsKlEjEdOw16t+i+hjS77j+bIwuPfKNMdoMvIBClVUb+FhJ8H91823vcnTU3na7wPJOZ5aRS8nQag9XYJ9XqE06GKiMnqKXMCqmffLsKFa4qyUySJdhZwAnRkFwzygoMNrLE25YQnrI9mCnstFR//uc5d0NvpyJ7nXD7mMVs/iduV4jw+5I7FSZDub5za2Wr5mgm2WUc8WfltkhqzYIVAaYYE9g7mIfsxyO1M4g++thmJiBDEb1xeuB0h0Q9rph4xXhEM1/gGO6t2y4EzJvRzvFvqKimgMcwDJlS0c3fh27YIQU43NUSOzRQg8fCuJ1gGX6q3P0+/49PCsko2pzYUyN34cU55GTwhxEaw77QnhZcEzdupCFcuhfdP3lkmNjAKbv2LDeHpRSolKJQv/52BRRAMlUxf+VOcsURoJZjp7lPd2wUVIwAi7rNeZeI3nj+sL89KkXogDJOe3uhh2v8z5XHTiznAomYodZ37S7VG3ZYi++9Ir9z5//JrfvN2yIKmxfO+Gjdv6cBQIe2pt1vTsUbCrkc/KxW75l929baSVHX2j7vLpWLS4UUMPIKaTR8Zz4bGHWTG/hJa1IZLrkArqLrmLz5yH1LHvhJRz64/nJ2sBoRwBgZQxyAF/2b6SwmTzbC0ReSMHoMIr0WdtB7Pla37CnSeofWoH4jpBhs+Y8G1LftPZSxYZxmk172VWnJr+BeHgpsLTovuHeT0EjCiacT5j2uYpE9zRAcbRouJFXmj+6J1j21wHR6XNCGSKwjNstyhZ9LhLD7FzcDduNBPuKcrwHMIFbLPvH+8/7xLtyw54gg6+ykmm4oiSGOBRxAzHSwZPFW+UCxPq4TsClFCBu3AWB4a/zHIa8ONyeAzyjEvTxoK4epOe3L+frZWKzHJCpDPx+kj8jrXfGGtCrz/HeYD8eGNnUzgaznDxkXNGXvU7+pTgS7XEwyRTh9PvMO5ZhE0oSisQtqBx9H+xjiEMuHiCdfDjLB3vl4cjSUV4SQ7z/HZl5IoT8OYiRVS679nwvSBX/XNawM9Qw15GX8Hqzznu4TFafma0pJp8/ye59ZYXliFluxshUYBMQHD3LMMvq/ZXhFvtSGHxFzy7GXifsMwtEY/e/ulJqGKkAtRY1eENgS++T6/JOjS4q0vvaBLbID2A0fRSV9toK9QafePLJKq4X2fc1nzZ342brknLuFSkHF//0ceUBWg8C9fVac10b62SoNVD7/GG24NRZ9rrytIn5XW4IhXKCHKlMDDO5KW7djVt32dxjDrERE8bbI888a6fIO+I3tVsc7L48qtyOU6G2UAVwenvxAPDfF6OKgovP4/gAZ7h2w+w20quLkZP/PJh1ik2AZdXjXc5+wtwZ9oMRI+y/5Zdy3q/+Zlulbtv89BYbsbDAJn2o1FpWt9mya1Ug0szkXBEvuUi7aB0Swz9A/c1fuWqB5RcX6zmWws6Zd/JPWpcAg5IT6zjP3GuK3dDaaCeMHWuNUiC98Mp6G6ZRZw3MFdZ96cALRfHhlJn7Wo7cmW/9n2dteJGmjDQLJCIrdhPPKFYwIixyQoFP9TqjTOkENOrnjCEdKpd4YrmDRL0vH4Y2kRf824228CdKPjdFWlNb9q7yPXrIkpFWIjn2BuXV5y+rtjk3P6K1CFZTTo+ywYtkXS6//sA5h9v3fvkV27RxtS1+bqkY/IKYRIJMmvGltIIqR6MHGpBO0WaXsAAy+HYvOMMQizHHZT0xzyg/UYxM2GsvKQ33tsWLXhae2CLwr1iFTw/kGIy8RjMyLtR7mpHrZ8UBVLVgD1pQ9eihukQ5SV7lvj76eb4IPCY5HurbKQAAIABJREFUhDKPyT9Fds11d9uDD97iMfuflmGPH3qKVTizrC/x4BcjkxzoJrdCgG+4qShsw4wCpgFuJF3aDUa175Ab9hLJsI/WI0TqFAkjNyBHAS2Hv3FMpE/UzSIy465wyARMh4QnHBh7naJdjh1OhEhmssAboyDS2CaXjGfmRBGICGzhfk1tm0AUzHIQObGBu2wylZmpLPvIHJ8DSgIGGxI9M1Fljsqf/9srgAqSOiZnjJPrY4c2a3pj2rzS2deznBlN+Dk7WOb6waqzGQhMS+5RrFEmzx8+23JuvcJ+++yTNhJZEJJx7YjOUvRZHOszFOBg3NJ85XzMm4Sa6NdFhkpVCZCMXDhmyNEvkWbwCWSMLeiyA8bJ9Oq6B23WTY9a0ahiLzZ0qmrWpgXb3dVqs/adYMd87DAbvW2rTX7wXtv8tW9pLEirQEoMIHeAqxvdpePIlSMfUolSsZgAtRY3Oope63wh45eGqBCjRT9Pg9zb9FAjHeYcAHo8HD4nT4lgu4JPi0ZJFdz7Zxux+nVb/zm5YcvYYxdu2O7GGJUjgCaMMvOVqbQiLQXMeQ8HQBYXPCXGrxWV2Plv7rID/+0G65H7toNJX7e4bLbZlhHD7LPnzbXD9xnpoIXEmuPqkKtUq16gGBGu0yRb9EkwLkkBwZ0nmQUXPcRUTQHwxdq45Bphx+w3074pydM5tsueVXtBl4DXPqomdmlDY0A6wJ4+116QnGzvqeY2iwWmaue2+m6ekK4RPcuARxWwvXda64KkjkBFVdFBhK49Cbcn2Y5QBJZ1SFTi8rHYd0MGHkrNP67aZlf/4BE3pHPfAJeBaf1qbdTKeOLwoyfYhz5xnJ71Ft1r85FR9Eb57GiCVuqZGYosCMfuxCyz5hphQXUOA1SQWblilY2dMs72Vk93hwpCbm6kUTJLX37RRlYMk6yqQsctFkDz1Ie/sthyH3nEar76VetSz3e+Bz5GnSGtT1Kd1KO8U3+XYQriKoOQ7pQ6gKd6jRs2MxOH2nXX32LX3xgB8h/1LPucZfUsvzNY7hsDFJlyJKXuRgvBmsBvgOVwf/w7sKxNg6LGnmC5vxt2f6AEs/zuwHKA7j3Bct/4K4yiQupEwa1A7CEJ/Wpdq8/d+pJtk2EOPcBznl8hzwQtHEARMQqm3Nm9iKfhYNzfDbv/68TQxCz3guU9ZdipTOlgec/RURko7jdn2UF0P7CMsY6SzN1k2LrwGROErBnGzVtAdCwuGXdg33cOAP2YD8u57W4sBbDqFggvbGu0Re89ynJ+eFH0QugGT1++1O7bvtHqdAMZNxVmWiTcyOTfDiyHJHI3sCewSqIFIOK0Mhk215YWE2eW/w4s95dhZ4WXiJ1cHZKE3UdHUZSgfWX3MWR/P2c5A8vat9p53urs4i9+1dbLe6JMz+9NH7zS5k2aqT0dwxU5+vqWqUq9xs7c8NTv7bKHbzQ7/MN2yIZWGZ7BzyewrH1wd7DMKHv2elhmfUr/teQGX+wJqTUmW2Pak/i8MP7qA7Ko2UKRtkdrgPbryCOi39XV7b4W2Nuij5U/vizTz7wNjEKNA3ufOu3/TbGeQrZSAjE+AohqHapQW8fHP3uSjde0Cvcc8U/zGo7PnAY0k5xHy07kO6wNihvhPh6tYA7SFccz1+te9TfFWSXEFHsBLX0joiJRwWAQAx+AcDxxsQ4a8UZIINrXE3svxTfFpTz8TLRPfezCT6oI8i5k2CWHKK5O1+fLn8Rl0+Fu7X4xKOdQATpJQGygIBDTPnYjMBKI3R1k7ilPTqC5P3PsoBz5c8iv6Ut3uXIyEgvj1Ky1L+TR+WKQQ8YNGI+8K9qJsnnGkSOSl7nc2Vv3yEHTpJX0+ZlxWab8A6THGlNOqipbTEtJrtrJ9brTc9UA8eSwFOgoKjrhA8HTr2iQjZoib+Q8Qk2ZRm1x/E6exL8bBZ5z5+1lH3rPfnbMxCEO/iiUoWIrUcEYZhkXbJcz07MMYwfZoHU6SEBvoAyxjthX+Z2K4svXrbA1+h4HG/h5qEjGfuWGqMqXyLvYY5Hr82/yrC4ZNq3fudPeWNNiW2WIunjFFgWmOuuWhLdbhlQ5ilEhHx/oqq595+5jC06bIYlukXXJOHTBpKn2yPo3rUkgnu9l74YZrtXeM055268GDrGjlGeMFJPcg9Gqcqb8oYXeCjRSueUmTZojz/N8DhVf+n3ANLkTjLozx6hwFN/wsole5Zhdj48Dvdww0IzV69B5140tsQ/Wak/7xs02RaZW5D258q7p1LUcKHZ+5r+VWtGEAnvzh9VWvUzXaSgmjDk2vKLApv7b6XauWiN31sggC58fFebLs8I8o/bE1G4ZUmwfPvY4u/q5p+zS0mF2TcM2m1OlmdsqDrRotNZAFawqlbPMOfQQyymttEcXP2ndOg/TebQji1auiZGVu2EngzWIAfepUY5HzHAGOxE0zhzjRUOOxIgl5MoQC8old/rEG3L08Lnhb88D6+SMftQaK3tzmE3sGm5Llm+0//r3B5S7oXCgbS4IzWDUdf7qaS//yDF25eVnW+Xq1bZ+a41fVwfFyKoVjxiNGXknRQnAchppRa6qOMboPVdH6rjIVcOAC5k0LYUBapt0H/Hv2IWvEkSfrgf3rTFdF5h3L7pAlLjSALAcvw+zTyxllFhm8EW+C4GH6pX8hlGapTKi+9FPf2MPPnCbx8x/GixPrhSzLIMvKhs+P5gejWRA5Wyw92xE8KI3AyAasiVAn4KpKoujksHXT8Yc5+CUP4BRJC8wvy6LdqCtfyOFUeAK87Co2oVxVzgpel8JATMzWUDyLMfB6BsmYPUFHJ/h5+OfYhwTwLUg9Y0446zNA2Y55NkcVd9GHdtN9LzFvOVwxXa3bDclC0OvrLc4WPAI5sySbnMmLqzlI8jru71nORjjdjf4UlLmUvTsfeGe7dI/vo/hD0rMCqrr7KVbLzObO9H+/IhkCQJ3PmrZwXLIyflv/gNpCA8GUj3UAPR9wDRj1uAg2fX89EnhxBcuupg3eEDUQp+o6/fR0ZNs5d9es/nf+Y3tHDZYAbTHxqhfpfiI2TZpYokdM26Yjd13lDU98ZKV3fdbW//lb1rJgFZvomdMTrs+p1PSkW06x4m6Ft6HoAeT/gQKKGHhok1Lx9ugpLxD5zBUhltGTxfvYWauHjIqU7swqNAx5ksedMcB02ysGI1zn3jYXr/4y1amdYUMxUcUec9yGFhghe9zljF18j5fvc6YFj1ku/T+kaoY/36IDJ7EqO/76Z+qsir0pmvFWnCuQDvE1sP2sWs/daQMvNR7x8go5J76Oe7SIW+HDRFY1r9xu6Walc2YAySHuUTM+Kur1YOufpSCHa124t6T7GAFwtsbNtreZZPsOFVhvyQpVHe5nCPVK16ufhw35VDA4cHO3MlRAHCuSNTpQ2EGrINlfQ8PfIx/Tj2GYtWo2iHBhuUiKCDpRaIPsOdnBJECZNjaDOkdwbiKHhCFCrvr94vsid8utVJtBtGSGesxMzT51MVH2jQZWWDNz71l86InZgimWvQqu7kWFeNgdTElYjMvVuGkUX8X0Uevz+1UJXqdZi9iRoRUGDYcyfvokWO0jgq1jrVZ6dhb1TeNwVeOwPK2r1xpPXLDZiwL65zATzECM5BGyd9jLbCeNZJL1etyVa09EUhqg3JtnLhjA5ZvvO02u/WOCJDvBJb3FsN9w7U/0UYjmZGCMX2mjhxZy3gw6Fr6iCwB8ex1mFfeQfKB/M3l8b7yI4FGRoYR2m4gWg81s8xxw6ZQFAAnYhOAn/ci5Uz2/f5vClFsDG7kRQ8y69Rfxw0bc5MAnA5miYE6VhLuMn9/AAaWDt28sODMJOc+PP3Um4whtZ+9UW9NSzbauPo665Lcr9sN+sLrAQkjgJKkOHO3ztywOUfv8UupOyWy/u/PXueqII8F5IQbttYwxwVI0eeHKiiMvHCHTgpdV/IQX+NPgCX+7Pm6twPp57TLsH/xPh1uyJvZg2gJ0rcO0FrG0Zv7yfUI526q3NFywzFxbgAr7iwJd15Tmy25/SrLOelgZQOt9plFL9qHmjTGJRewHD3lyoFkIoMxH2vDYRIn4vJ2qt2Y2wRrrqPwfTP6T8vpZfYjC0BHIZqxHzE6ingfexPfQSIYI6L6mcvpddoRnFlOo6D83HU+xP9glvsYZ86tTe+nMMgzFc7diUnVZWtUO8vwoYP0LDXZHXf/xu753X22cOIc+/op59tYJXjtqjZmxdtmMS6zf/gRG3zsyTYs70ArXLJMGwNqJTw+Qv5Kggcy5TnhVvS5YffvWQ7GkiPB46R/sWn3OcuxCrz44WA5jD77mOt+r8MU82zqvTyNtFUh2SV/8BoiYNNrL4BWwHKoGQKSxne0iY1q1vXO2dFgB82fatsry+2iE6bJF6FcTIWS8P5FCBJFJfiYKlIAzdapKy16e5D1XDHWz8Ey0lDichRMsiIHRTV3sk9zlnuLH2n/bwQ8KOZR1PWYwpLRPaRYTKHGXfr7gWUYRnIFii9nnXuBbdj0j2XYjI4aWjI1mOVkNOVy6jTJBIY2QF5m5BWmqvjPIHd1OXQ/+XJMMsmmh2RMcfQA+8glmS1hlOV/40/j4FmeAO6VQ46IQRa+NQFuA3T2gXP+HT3SaWoJ7vkeN5Sfkaeh9CP5d/ViML2sBTcmy0CrqxEBxwGmaavj2XeVYiJJQglInKYox999I7CiZzkUmHsyz+SL2aisYMKDWQ7X6+SO7cx15NWsUe2INlDrrnX6JHvzt5fZLxe/aqMw2FSsx8SSIgiuxDVyqy6TWzXrAjCBa7KbYIphbZX8pVjeKwPFSDM3nuK250tqzWEPAFy68oBcUWu3WKC3WeB29JhiW7pkq91248NSg7VJvt6ufWpwMLT6ffKDCfIdaZ49yhpe2WKfPu8AKx85zA39dsgQbOHpx9lKGb7u0ghIYUsVvJnAAhMssKx9b7LGZB4+YqJ9RD29Z2lsUacYb99vmeMscMu+25h6k5Ejs3YpOKEgpHWNCQKo77LRUcRE8kdcsN1gCwOtBJphMvP1+xhnbZ02zC761WKbe+8jtmv4cF1hjfjynnH2S+VKMhUbv7DcpnxpsG2+u9VW/UK+KmJHL77sOBs/ZbR1K5lq9nwn5lj7JBm1p3nvNeBcudrCA/f1+HfYplp7ZspY+9UTS2yizrdxUIWNVow4RDLnnKmj7eY/PmGjizW6UxNTSn3UJt4yMSWDCRbkuTDkMOhDdAxMwkA16hMU8Blyt2yIm/6u1GEYhmlsJuN2I63U2wt4JO8YrGlQq6estZmr97Y3Xttm1139RylEkVzFFKBQgiSjPb3/A1e9x/aePkqFYxVKhfOQvTPmNEZ2iUCiN1g5Gvl8t/ZBDMBaZcyG3w7zkr09FeNo5YXEPM8bwSg+HxlmOJhkPofi4RAVe8jxyCdRUUbvsvIrrQ9k7+SfTYqbtKCSF5EL+ThRWhl7ZdqhduV7yd15Lioq5IZ93W/sgQdu9X3knwbLkyoWaJRMmbthR89ixvYSNCIIZOxvZmQQfwe4bBUzisHXOZqz/JMxxzhA4g8ph7thU80DJDOiwROMLLDBAKe+FgW4AMfqKyVA8roeVJyo8xOz7EDV+0nCGCxMG+JYqSRHdTMcDmEsgi1mdFRspEhNPfXqJ8P2JIbNHBBFMcArxsw9jk2W8+vtwfEgl+SqjAyg+uwV1swlW4sECTMbOW7P+jKvJFIBJfgmN2yfs0zS2K4Kp8BKz/ZGW3zZuXra9rPXcYFWOXuQQA3JaTCIJEiZ9JMe1XDIxZUZKQLVFZjmQQKv9O3ygLjJlQIJOv+oIqYZfFrolYVd9mzuEPvyrFnWc9HPbJ4kIweceJAdPa3MyoZXuDSnQW4DBerN61ESVH7Pb6zqa9+2ITli3TAT0INcoGrgDeoHvnHIUFu2Zpmt1TGX6AHAiCiSlKQ60H8UsLnr2jep0glYS345upf0FsRcNh9ijuHD8FLrFrM8eJ16ti++1CoElnd5RSqs4XE9rMENkeBPf3ZiEzEvo5JIP2uDgs9YrY1rho2yWzT65pAf32/t5YpO5FCRESsZarF5R+5tH/3MMXpoeagjqQR00mNN/z5AnuqUy52lugC0InVBgoIEmT7rcIqUdClV9/MFkq/UeKQJ6mG+sqXaThk+wb7SUm8Tt2nj0jFmJmU4GwL2AMtUB92UIc3mY+Pt0Ew/qoFsdFSV6U3OChCxrmmVgEFQwsc6cnl79Kx26h64fAeZEhVnPsPdBwHmkv/pmbnukeX21q9fkBxLUiMxSrQwkCxgLFJRWak+xYW9Q+Yx1cr63cNAjWOPzRl5IdcgpOKoGUKeQyHBK3sqOQ7UWCiYTJ/5rCyPZ6tJM6yRrvkYD51Hixy5x70uN+zHHrVqgeVuybALfLA9xQjubcivAay+8WujqBSr7dVmGHvGhfmGizO6EgltZGPGDLWf33CL/fJduGHP2Gdvu/WXyLC1xh0sMxc44hjJKedC7w2bfh/jEz9nUwZ8cI6JAIvXSWr0ussjE9jjfpG0eJ+7rlk27odEORsdBROUjf/iu5EzsTEEWA7QQF4cc5ZjNmYU0iKJJiawAfWyU/oZKhvaYzp1Xdipb77pGXvqHl1vbWJFFBUHFqn6TWzU8wvQdNCATJXYxjoLkOfcGMVJT1z7Xg8gEwmgM8sJFGbvRyLrMVr33N/rIIq4rWBGD6HiJqeAY3ewgTo/BzhJnp3YYmCWK320Xum7DpYwPoueRVxuM+Ywc8oGRHP8HG+8N4oc8Xp2Dn5Ufs7sWewB6tq1VknvXv/9d+V2P961r/stf9Vu3brRajRgkqIge9wQJVJb6ftL85T9GqJGoWfZZ38iZE9gjNioS+AmeXo9+wMIHUjhMOtZVpxMyy/Assd1GOf+r+NEGtJiQFR/E7mQYffvWQ62EVAPWCb2hPw3Fd+Ys0w8ZdSZvnCQsqJnZehyxXe/a43bGuxvF/7Ipg0b54ebJ1adGL/whi/Zkvp623/qKda5syEUUFxXZ97UXKRrSQKWaNzkRxIGX9kfL2TrfnIc0TcaBZHsdcoF9Iv+P8S9B5ydZbX9vyeTqZlkWnpPSCBA6CDtglSlKSXCBTsi9l7wCoiAFcWGYqNIr1KVItKlQyCEGgIB0vtkMpne/uu79/OcMwOI/PTez3/u5zrkzCnved/n3c/ee629Vt6zeZxiB9TPvWzzXu6fxeOhhh2LgMUanwR1mMSN9ZjbO9xDiD+xR8enBmunR9e5RmNpNfttaZu1tdqhR6gZMEUFQWu70N1OrT3dM+6bzCsYeYGGjUWUGmAg/FmYC1RDexdJn491/ItiuSDw9YZiOWuvQDd1iyjiCWMBae1TPGUa9qBiWWuJPcyL5eNOEA1bCKF+zjrrLDvppJMUOzoVJyTMNnWaEvMN/reJBWS5PRVziYbsiK72b589jmI1ir7Ih7yYdsQ5RFq9yATwIM9xbZb8Ov6ebEJ5H4rUhBx78apcr1fAiBfFCMziZ+yzxozmZT/iUM+PopZ8NT6X3ND1bZxFkGnhoYfDvLoX257fkiNCJ48i3NWq03hcQVcHOrmLyxZfhyEM+6SDSWkWufB34k6ywBpolVV8PTkp90XQXLk/ggmT3p+cNatly0WiQuy+J96lGdlzv2gXPv6YTdHzBFA6PZe9EE0N9ousSsz+A2jgatjaX8Zo/18LsIGasJrXFCnuz6scw5u7FJV6PZoxaJhMUFG3sKTSHrj9SXvktgUqSDbqO6rDrs/luEulqlYlQO3Y43e1LWZN0UhbjwSx5DIyvtbWSsgKIKa9U6KdB+0vy6sm+96il2wbsekm4qqBmCkCX3yufq/WHtQoVw3m+bmP2KtcqJWiN6l5K+ymGdigl3PcFMnh/0xMDUGpnOsSS4vIciDMILQV+golyo++rhHB5k+cbyM1Cud6G9nnmhqjhDE0nd+VAjKmldiMk0bbpqYOG/vAZPvEF/aUcFeLcoxKz6k5flchZ2baWZzRwCdfL1E+9JjEUL85TnFSAlnygbKbpHL9/j3ebc1qONS3bLAbn3zYalWY96u65vt7TqP8ifFEF8pK3xNwozkJdaEO7cUfyLFfv5hJJgeqgXGg4hGE1hkp7ggS+UgUy+FjDXINrbm+rNoWNSy1ssm99vLZXXb5ZX9XfimNCcWTACK5X1UHSRl8yIQx9t3TDrEyvb6PGkPXqUZ0agfiEiCHkBeCojDloPmPHD3c9j0Qp4QVmkV+yPbYexfda6X25BPzXOU6vm+I44I0F+nSaOvEaKMLxCoHonEI6EP8dKCEcT9nUMSYJcU2CDWgUNDRA2nn79RG6MyQk/G59WoC/+q3V9hf/vIfCnwxs1w/bLjPR0ahGkIciHQRXOgYujKkq0Vrh0jzyCCwbHzQiBH4OlrF8rkqlqHH8UNSTPFKsexzzz67nGwIUvcve2aG2EKINEQAC4897wZqPq07qWV7oCJwFrqC0RnOcyaO9oIUeOEbM1mOqnjXJLonqcfvv/khqXJ7q0HIckzWUWBn2rVvComuWqlg2uGdRxLEEPLiu1Isu+q1gnYnxaH/Dr8/VwJPMzEE9S4VRBNEH77rYwebHf0uu/fBuba+Rq0bFb5Y46EWTRJcpu5KLpr5QvybAIgheZduAGjYJMiuFix0AKpGIKAUSmELsA41bCX6BJgqLfhSda3+NnWs/aJhotWtXGrXbdxgvVr4zcjXI+8OcjemxnqfeN4arr/Klp58umbXOqOrp5naLt2IG4QkvCKU8r962qxZC5TADLXaERQdqPss64FSHR80jW4tehJCUDoKfopmVPko6KFzlKoAv2/rzezHzy+05y69xJ793FesRmqrThsSgsnsCkF+HR3GArJMJy0k89cK3fVZFR3LBJ2/w2VVteGMq22H+UutSx1WRLc8iVdS1y2e8xYHzrbPfnhX3WQdXsQ5C4Flqv9xmrvOczfWTLrh6IpxY7rSorq5nYnmzo3JjbxOdgF4AG7070I3tUcbltndpTU2W7tsuTykKxE9AGli1lZUZ0QpXKxAG0OrkH1Hlt1CSgWsd+PCloYAQEAgK3b0wCmDIeTDP0ESQaN9FjwdK3Zg0F04X/4ZKGs7nR2EucSuveh+u+/OhT5r1KVimfUpxrWt0jz7p2SXdcgOY22N0Nwx4rOvx7LEReNoRqBOGUHLrQ1gNehcVRKsmV1BBTsJjLFWHQlSIB7Kf+jcuhiF0O4erX1sA1ARrtLvDSVVNuEZqWHfdY9o2KdY15pmL1jXi7YOlcgDZbIXaFBCvx5FdN8YopgGeYYS7jRWt1PotnGjG+zCSy62S94BsuzWUdCwJfDl3sVKbrPIFofOcXoRjfd4im85wWaWCrZFiZBLir384yrZSfgriuUoclkD+CnTyMjq1qwx1nG5NgcX+MoNR4piHU8P8+ADqJlcZ2bQQw07UW11oD4PiXo2DSYEwVxcSzQlRbP7JMj0xbYK+/ydD9r1tz5rk1UI9NEd0oXpVELhs5usLeJiaiL+39CwE5+HAuctadiBkucmY6CysZhi3ODfoWGHkFecVhqo/4KG7YW9hKL0mXMvP91Kdt8GWU87VsXyKc0rrUWjR1Wa84Jxe8mIkbavKGrjmSvLuwqjEvqH0611j/HBuWCmyKL7D0qSkVdvIus1GxTbSCBjtCIapKF6DRVTRcCgmWWK39jjBvopM4pBY4c9ozizHI20LPCF3yasGb8S3KNe2It14F7eFBR96sY32GuvLbZDj/yQXXDE1+z43Q+1h9UYXSnP1wNn7mx3vPS4feCKMyTs9V7d9yO0B7N+KExjXMmbpk4TCHM+GiwlQnJKEWvzXTmalwWfZQoOR7uDueYzpxwfDfsBgmA0scNP+Y0CX7pveFyKreQq3nTR+vfGkvZqxOKgHMRpjc/wQgoagkPNcb67pDJ/xEf2sWOO2EbtEq03xbc+XXtuWtAcGlvcuwXk900CX7wPNpUUyzS6BhfLrtfBzDKCTAOQ5SwkSPPxzQJf0K0HW0dlphEzlMWZZc4q+4T2FMWToUqSOdbBxfI/V8OeVLeTjdTMcon0SaAfO9Lk+Uww6bxY9qKWYpIGROR4ILEZ7S+oYbtadnIwcevMNNPMzLEXlwFOMGKHHzG05uxHPMRnmkM1OuvZuLBWKo5doCsXy66DE9acMT6n+8eRcK6tYmRiGzrrhdc7ghsuJgUVbm/cFTVqYiZZx49OjltnUUTQJIpiInR1Qg2bz+Xv5MXhJiGGWZplpih28Alk2pt/HE8SCksit9wvPrPM8aC3o/M+rLnJnvjhp63ko/9lN1zzN+sR03CTcjbUqhmpC/cPWFYhNgpDgTEehJXCh5e9sMv/TjMFXZVCkax/1yvXeEV+zNdOG233qEg2Fa921wKb8qOrrVp5a6WQYq4z92uLgJO6XSfaV0TJnSLNmJUqkhv1+Yw8uXWQ1itN5EB2VdSo6H1eQq2TVSyPUX7XrIZeg4pDHComSy261dSY1Z21SurTw1BBxgpLORXFLvkKyOX4ibVi68kfWc17AIp6xuxAjL1YTsCCWHpVySoIdWhm+kMNO3LUZumZVCmvLNN5PXTpRpv4w79qZrsoJuzaCoBbjJfJ3aV+rBSzVwnYmD7J9jtzvLWN7bGZT0+31g2i9UoAjVxklPIhmhUU59lusUXnuZIcRfXTFuU99rtho+ySbWcIOV9ku/a122G1jbbVtgKmnnrWHlr2qi3Qempg1johxMyeO8sQYStYoJpJJt9t1vUGwfZiGmDMNX7IbcKy03MiXF9UXDJuQX4STjdh7ZmLR1SjYUW65oroyh1rVTi/Z4Vd+8tn7PnfLbVho2UHq3jvwsPOzNLeoNxg1mcPtk/tt5l1r2lVU53ilCZiGrtjdJBmjIA1GtDk94jhNjQMt2123E1aaqtt7mMSgXvvIe5F/8Ddt6vIhh2odQrN2lWwownAPgcjslO5No0JghJeAAAgAElEQVQ97G6xDcUqrVJv3KX9KIrmBADq+8B4pH5ydq2+d/g3h7UUOTmMGnJ2XGIAieoR+Pr1lSqWL/F95z9Alg9VsSwaNrC1i2gFDJ9pxzk4ELwSv83p2OFxjJIoM8sbHVn+TQFZjk3KZ0EdZSAwBjUMpCKoy9F9HOSfDKKMMm8SfyCw5VnmTInOVFF8mLP3XcwkEbihPgdi7SJljhIXi+WcLA2k9UX6lJ7rVigExVyQpKCYaDiljhhjPRDCDfyGostF6UI4Ao/oATM9XFRXkWSmBoEwR9mDzt09pMyGr1xnD3/9aLNP7GXPPjTXVkk9r43OJwJJWjzhQUrSUUy2QEHZgF3gSxVShSpPCpaMeDqvn7kAp3hEEeYeb4VuVHgaj1Ygw4+zSp67q9ZqvsSLNWTgY95p+Nga63nsOau95kpbedr3rEbIsprr3kXkxnP0WzdQrxBtF6Ciy4R9EQ0ILwxi1peZXxKnLn0fCn2KOoplEjQG85nF4Fi7FRTbJ4y0e+9/3KplNdTwwY/ZAZtW2qIuzcYQXBScCfobEHxItIxAlnWTZs9oPa8dqq6o5XvN32Bbnn6paOqS84cK6gI+MU3dL2S5cusp9p1TDrEqUYFRyPXGio6Two75fTziQBk433hCD9OxbtT5HKnv2UJXQDThbs2roMQNql2tANW/UcqwstRaizeeAt9TEsvaqr/LC8zC3LXbPiS7B2jYbsiOiEFWNgz0nQJYhxYy+Lo3M62RYwJpJrmC/gKajwAL65BjJdF1YQxmRVwwIc09M+OdNqPzf/03e/HZtV7MoUKIrzKb7JbbjrYTvvBerS1tkjrfoLQbFNQJymyKFKJNEvBgc6NYZo6bRg3IMkGKYEeDgR+aD94wYaaF86r1wnGztr0ZgKG8nutdVKu2CUKWh95zj635lmaWpYY9XA0O5tLZgJ2C4xsE3Wd8lVH+5LyFABgbdQM2Egq00UXvsnGyizj39xfZ+e9gZhlkOQS+8sxypkdy3lmzqGFz/rKqbaxpfrDveWOyyt8GFsuewnqzIwt8hc9yUdwnFJK5V4r2MwkpRt2ajWpQYk0RzZwpyHI+pmimIGjBNa/HVkXXAJGM5aXldtpPbrOnVYxtvmKlNWg4vpt2dirKoaMiehMFAxtYKmQGzSwHXZbnDJ5ZHvj4wJll7je+OPceTYZQw0Ya0jFqmD5eLLOpFcdfeA33asRZ+Nq+mvw64Oeb1bApunpdYZqvQbIZAl/B8Q5vet+DfGY5iuVA3kLAkvg9eGY5HqdIZ0cg0UfB/7HrvmclO0ksp7PDPvL803Zq0yp7QjO7iF2eW9tgD2+1g/U/Pc9eWPu6rZFq6NCo7hXnk+p1wToquSzo8ChkYOj4cfrxxrUGXYGdAVMkz+nyOIku3fRAllMzWl+ORJLXgiz7WkoNv4LAl2JSIJ361oit6Pn8E52F7OVdLJYH0oKDFdIkT+qDDz/Orj/uuxKhqbYjLzlZAkS9UtOt1cTQlnbDi48od9jSNh+7ve7lNuUFFKxhEZVHtbL4W1bDRjcivkIqil3gC1ZPFuCKx51Fxon0wqpYXIcaNoVFVr0u5hhu70Oh5bE+1gVrDeowTDTWxsDPdp9lEGdHuGFpqfEpX+ntvnSoffvgLdWMkOAPwSs1orhH375YHuC1PQhZxgqKqxBjVf+sWEZh2xGit1DDDiGvhCynNUaiSnFSXRD48kjjDV8ahuy31YqHc4QsL30HNOwJQpbra5hZbnfwAOZF+BEXZ38pOjOCHLTNrGYdz3OaNpabvM5VtFOR7aKtUUz6+Aa5jfYZRvGGOOJKMR1ASC6KEWsDqQ3gJCHLXqwWWYQZWAldm9C/CasrcseEMPuMcBS3juDCRHEWQiC8bnHlY3d51jlmkUOThr8njZlU/LPGQKaLOWjMOHO8cTxBZ81IMms7WJT58UCUmZXmuMiFOQ/MOov8bCPXrrb7rvy+2VaN9vjcp6y5ocaLOhfggnatooNRI+57L4KcZh0zySCvjOC4xgg5nWjWTlt2leQQ8qrT42Jpy0e3x3abrPnmGx+1Wedc75ZICHcNUZHX1UaB1m57vWc7236PyTZ54jh/nQt7MvvMrLTnmpFb8nkIO7EXT1SOuEo5UEX6e4Oev0g075V77WrfGj9JVqXz7dn5L2i8q9r3dEds9X4a/VUuVmsHHrSfrCYX29NPP+Y1AjkniGl8ThTF4ResWJrUqAsCZRyHPg+230gh5o+WjrBv3vC4bXP1w1aqUbke5ZPOLBCCP0QIfvOUCfbtD+1k06aN0lbVpeZcpY1Q7veyENj2sa3WMH+8jVR+0ix55XpUxhmhUW7SLCQ5ilaKvxjJq1aTvYyZ8T13tw+9+Kqd2rHSnuwos/OEOH9j+SpdH2ato6nhAlye16IlE9oyPE7exXUmvyLfQt25UsfToSae+1InMVNXh0b0FSEt3ecgzOSiWFDGyFro67SryGQ3pCZwBgAjJjLRvmPEI/bCD1da0+sC9TQqyMgs9QrF9qxtx9qxXzzIxgiw2egWTYqhILywH9WkAPDQdujWpBT5qHXDcqrR96chy3WhkV9TO8zBHKwF21mfimuhpxRFfjAeYzyP+BtMxaQHpOOuTGrY3kikWNY6R9SYBiBIPLPaMRIpRiOINJZWKo45LnJMQAjev0HI8jm/+18olqePPEgbXp0Xyx7cHEnOxXIuivk3m1okU5aKPoJAl+yCxkkNe86ax+3X4/bz4pTSI1SwoVGROOQ5Z2itOtFJmXBQd9BnkQl4GL4nDzsFQLdpchGEosiWB2gCEseaRBtceTDNEWNLlC2XWChvFPiK0iijQFGIgDqH32JRdZOmgXeg0vnI9J/izEsEZQ/e2hQqQZZVfDAfxzH4bxahzyznxyOY8x2qZXb+xOF7WMnvv2gfnDvP3isKy0RJ0FdVKuEVYr9Bs3EOyjGryPGSOyRqAfTcbi0cCiQKlqAqJ2qKAtUwZpZdGY95B4ox+ak2qYiTEqKLD9G1ovBk3lezvXSxXHHTvfqEUI9Tsfzo89Z401W2WDPLw7VBxPwIXUsoNBSRKsRcES8Wvn6l5JWiUwkISLgXy4HOlmlzBFVk8TuqmDqDoYatRGTUCJt21U32U32Xy3/xM7v89tutSp3HcijLQrtBY7NNUJ5Z9uCCV7EK0zp9xw14AI6usSM7h9nME8+RTawi0YDrGqhVr43ZZrJ9+8Q9rb1wvWO+ngIvZpYR+Irz69ZROt/lUku8cep4dQ+H2Wlr19nsdc1i21TomLq0QQyxm0uqbaqatNssW293bTbWfqTZ8H/IMmqZmgyg4Zx35lLWrw2vxIwcQ20ZruKmTXROsZa9AIbiAtWknPOs3xQLZHrMLXJv+Uy4/lsOP0JTsrd5rDcsE6C7ZHYBQYTgPG5cpT320FK79Ly7wqdOqpVYb1SqcYLd0nsP2cLmfPjdnjzwegpVNifo7QhtEJToCDYyO6OghxJ7RpbDd4+1GHTHsOihURXn1CniWh90A4OKD1VVr9F3WdNXZROfe8KG3iUa9rdPti51eOs1z7SeOT3mVNhQ01xTo4rGFXhPJk/BPLeOxyBFNMfI/OW4MY12wcUX2cWXRTfxba2jttzCLlWx3OLFsq6Vo7gRI7j/aACwCXgSm/mxUSsngR3o1lFk5uIgEGeaXTEPnxGfUMOmWAZZ5nEKOWjYmpHVWhtcLEfxy4ZYLNSjURLFsmwztPbzsXp80H1G3O2X9GmvNrg60S1/J5r1tV+/wjZ7YaX1yY/ar5A6F9yXxHNiVi6Wvd31T4plr5XfolguPj64WPb5YJ2vty+WB6ph+9CvF0dFNexoZrKAKH5ysVwCQvkWxXL2xvWi3FHTYrGcC6V/Vixn7QrmtoeJWrxmy8m26Irviro+2o4WHfLsJYtt4bg6O2Cbd6kLIfqGGnHWtM5ufPhRhZxEO2bvA1nWWmfsYrhQjih8i8UyCQlryYt3UE0vcsPay2eTaURmdoEjy/9E4Asats7OW6leOz1bycVA4S/WME0LEIhQwy4iy9lnOa+loYp/60XPPXzOR233MZvbfUueVfIy2qaN2saWrHtVSMrr+k7Ov7Idphyq7wzdPOzD2B99T00aC05v5zpgI6WmzEDBrmhOxMhSoL5pjtqZWLlYjr06q173KWYFgsxiYWmwb6thMOBxZ4zpJBAnKYrdOio17OO+psFNgyW8kEsUnD7+2f1kIVOme63Wpm6GlUqMDfDD9SGGcu8ORJYH0rCxLMx0eEeWXVeAe1eq7973KRbLb5xN5quyz3isU1Kdf6Loj0YKRUVRdT8aKswmUyS5pVRqqofAl+KJ9oFKxcNjPqiZ5XdgHTWlbhftpSDLEl9C5drvdZLomEX2mVpHlmNGOYCOUKPu9DEILDXD75xGWAh0RXHi9OsCwBHFJXTpAEZC3DWsn8KXOIpPaNo8L94n7EgpygerXZOXeS7oTihBE8/aMZ1Ou47xwlCdBlCJ8TnWKTmjC3+6oGvSqAEcye+TKPwAFz5rnIp+F2hl9rlQ/Afi7Hmy09HjuP17ZLAlHwd/dxZkttgK4TKYnFVSi5575K5mP/2kXSWNhH4VR8OEzOLN7nudz+QG8kgD1f2Xk4ZILoa9+ISBp6Y2lkIUZU3r1VAeGarRtYpJ6xRTpuk67T51ltm9823PUy+zTaOrVAT3axRL13LqBJu99Rjbf/fNhWhX2BohvQhcwd5yBJeZYvdpVvEHa1Hv6wKsqFPDAFwbOSVFX6N+L9Pxts2abvvVNNr61YvtVVlJ1tYKMUes03V1KOZxc6iwGTtvbwuXrbWhy1+SXV1pHK/eb6TYe45A6998PxBUYprTz4XI1iu34n4AFFij45mh9bfbzM3N7lxgO556qXUpp+3Vnum1hIrlfqlXb/fpA+2EfWfa8teabNSYKs2CS8gLmrQmE9qny3Jpyjrb7Plp1rmq1EY0hnAney7I/Qg1FygW3VeYok3FYoWspk6XhdSjw0fa3Gfn2p8aRtlvxHL767yF1qNivY1Gqe7XJpiQ+FC737DyVrE/G/T3KKJj5MyFtPT8ChWX0Ip9BM3vdz2PYppZ30RnJpfnfLtVlZopNPfJMVqTpSe05mGMj6imeECOF/e+PM+2/Pwoe+Bjq618OHsQdYnuOzXg333CnnbArjOFymsUSUUx+5Ej2xTzalJwnWGvlSlvpBgmD/XaQMdHUc5MM/T6YNaSs0aeyCwyAAeWWIxhlil/JOZFzh2AXxTLxZllnucWjRTXQrj5vtm/GcAl2HmpnqD4dtYtNO4AkWDJjpDA16/ks/wf07CZWa6XIbUXy2ku2DtjXjSHIJXbLiR1wpjtDbQY9eh2TXdNkhr2B9bMFQ17H9+g+PF9zJMu9lQ2vUCWocA5hTsHSiguBQqLOjN45+FR54GX+ZYwas+G7wTioqdf7taFzzLdTKguYXtFkczn5ZnlEPyKtDWSl9hpo7gHQc/WWEE3T+pwbNqcFw+mqdNKYe7d6kzDDrpPZUaWXXAiBGq68RN2C6mYtcOqwFXnsC7QYm742L5218jRkqHd2komyBhcaJ2gBzt10et2cPNaiRrqBlCHpSwfPOk1Ik5Ov47iCesohuFB8apEQXCqrKOBQY+GIuvFMhQPbqg010D3CWoLATDbMNGF9IAzdoR1PfKs1V93pathD5dhuTRuPGBToIImigXuc8j4PldogVfqCWA93dCamU9VN65Xss5dOlaEvbxQ4uagU6TX+swJ6DY3vYLeUPmhltzwN5uycL5t8Yc/Wb/UuB9e8LK1arFTTENhZvalNqlj+7ywUN3xovc8PH+1PSAayDEKQA2S6t6vrN5mfuIXNkzBA4qsK6aDZvl1l6LkmAY79KT3227M7YLiO7rDsQUNe2CxzHmO+eoeO2T77exbi16zWUqMRq1rsRnqxb6qQn2CqEvbbrubHb/8Vfvo6yts3wPebds/95Jd3LrKXhf1uQ6qTlL0JuAx30bBWq0Aw/kf4c2NEHuAqu62T4gX6NwwM0vax/3jgnmsa5IjPUoTwgvsHJTorKkjSPJL8ubqgEqaKKJb1m2wX5x1p/62SfeffLxdIIVZ+x5bvlICRqcdbDtuNdGTYCwKRo2C/qQgybFrU2ZmGauEbC4fQUnB3kXn6CiGbRn3eAlFvf7Padham66irEBMF5VrH9ZXaupA/9d81CSKZSHLK775P9atOcl6zfOzIY2RiMYa5lF0Hlh3jUoAvMvM/A5ouc6fi7wllXE2BArP8bKh+P35Qpbfgc/ybPksX/qnXCxDwx6AIMMmQZAnF8uc/AhxHtsCWc5q2ASTmNtv0WYOPbswy+wJt4prV8MOBWO3h+ElJOIkt8l+JhTNo3lHp7SXZhgIcvrsmG+MmWWaVzyf5kS9zukflbQ+/vRKe0ExZ/2oBpsxd4H1ap1WPfWqla9qdeqZJ9UUEl6DED/CXuWtadgUEzEDmwsWTxgpRhwN/BePE1sLyDLF3f9/NOxAlt+eht1VUmGVGptYMXuCLb3iTA1yKjZTNK1aZWe+8rKdtp2EXLRf+k/bRrv+qcds9PpNViJbDR9B8kuXi+WBatixXoKGDdUOZDlGVnKxTNyl6z4QQS7SsCkQs3VUINExsxzIci5y/fF/Yh3lxbLWCsnWm4vlgc0gGjpK6Da2yCf9Q1I2lfjXyO1sWp1QKHUBhqgDTtzo6F4nhGWFmpRjFWOGeTOjh707eRcHwh8NlmLTIuJXrKVA8mmqudCaV8sZcdb3pZHJeMCA9/H5dxd5CmQ5lnDkIyFSmB5P+QfnuIgs589OxbLvydrTNZbTN7bWTv/BUTazscaWrGz1/TOzurhH/N5V7OMxRnIGqY8rHmHXF0U0DJqQ+iORBPFA5I2moTfMHFkG8QiELjMFosFI8RsN6WLjPsJNPA77Ic4dP8SPVlnLMKLhjS9fSmwOelzPL9OeBbvo45/8tFuC8XPWWf+chj2xTsjysC30LGaWsX+MmXIQ1rA8Ks4sZx/lOOcZeRZSmsbVOA9u8ZSE93LxGGrXrMPwO4bJWC66MrOkzjrg/oRN4DTsjNTGb7cbdRqzkvD0uW5HSh5GvoYAbUaMk0o2wqs4sMBpcbDDVbMD3BjEbkT4CwSY43PgBuEw1LADeWZ9ZWEuR4wTIhz+zhoJSLRqiuishg2SjTWUH/cg5Dosp2g+AMb499XsbJ3Ow/3bzbaSP33Nzn/0Edumu9VW6n3R43BbRGZ70efQ/dssEKFaeU5xJjn0EUBo8UumyU2+xf7hlkM06kFk3fpIxaz2oXHa9y8dPsbOnzXL+j/4QyVzfXbidtPs0B1GW9/wWkciN63tCARUuYnPPCcaMjO1NPJrJBKzjxxApmtI+tqWpfaKGv4gyc7+ongCqAEZ1vEIw7Bl2GYqVrKHu1ozug6uOROghxfjajy2K/+oEBCxERotM88Uk4xaJYEyHz9A2MlVovV30a5rBQSF/guf32vTpbq9yww1A869zXa5/B7rHlUZDTXOO80efd/Pfekg23KbCZq9brPJU8bY5Olb2ZrVS2zhCy/ZqKo6Wz18rS2atdhGvTTGZmycYKs7W6SXIocXZ5B26TrgM8+sLSKj5ZrZ7rSnxjfaN+rGSFF8vn1RgmZLVRT+5qXXnO7eLDp3IMjkVQhUKW5QbJOj6/qGRgzqz4HcI8waQlew6ch9ko2mclHX+oF2LJCC37DtWCcUy9DGue5etPpMdFLl1zq8/cbH7KoLnrT/OnmC9avn+/zZq1wVXIHe+qTX8LWfz7ExgDCuak0xTP4TVl00gGPWnDFKWILKqJMobg35PIBdcjKBZg3gQ8x0RFjnyXU5QIgptvGPRujLAakiDTu0b+J7dStZ5P0B1/i+0LFpLoQgddg4EhIBYojLIMkx463PVW1CHEWD4ze/v8pu+k8FvlDDrpd1VPhWEdyS2iE3eZLQj45f0EtcXdQ3p1DDplie0tMkZHmunTMuCXwlwQ23iWATSJ7FMb1ErhaiT2HLlL2Hg6Ic3b5iEexFMsdUHjPNIY4Q4i+IaVWIStKl7lPuNuK95zPMCgTQC13JlXkUFwdJfsuxg6dq3vewQHD1H8yWxPeLDTUK+4wgB7ff38s/I4reMLuPoBw+fpqF0M2EGmOIjkWHFsl6aNpBEyLoq9tWPdxGSIm22yrs+ZljreuQ3c3es4uM2iVd17PRLnrkaZvSptldVRnaWpNgRqAmGG+HMTeUw7zggoKbh91dfMlFFEJev2BZlLpWXmSkx8NYnPkPiuXh1vc4xfLVthTrKNGw22QdBU2bAoyFDgKK33KP3n+0AtCFUydJRKHPvj96nJVoTZlMzm+YP88amltstY5ejUAvBIfo5oNtgFqzo+EEVXzx5DU99MbbrUHWUU9/9hv2yXG1dv1zryloqiOHKI5760ZhhH0QdKRNCi5lUn/8/s/vs+UvLLZvfONg2356nT3QV2nX/+oW63pqqQ2Fduj+znH+oG+sa2qzo095nx249Vh9H51ISjtlLI7agSxDv0ZATee3Ted3shLm3cdO0XWRgAMCK6+v15O77aj+Htt1yWqbIZDpPCXRX1CD47BJm9lOmrf+wTOLrEtCaVBQhkHhwSNP8zecXyjQ0bSI8+m+zd5FpIgKigkBhu6bCz75Mo1izEmm3H/MgusYKbKgsdBpUyyRKvgAdUAFpUoaGjr/vz//bnvxroVWp04xs8rc73RaTeezaret7X+O3Noq9L7ZioFNqEW09uGi2regVqhEHqqzW0X5XHdGlpmBDDqQz9fnwt5vd4SiYJQQMANZprCnS7gJ1EXrk2J5LD7Ld95lG07/jnUsbXLaabPW1UO6D2cxY66u92oVz3XYZ9DNpsmga4+tFdQo7+4iHuHFcq+N11q66NJLhS5f7DHn7ZDlLWdtYef/9td6nXyW9ZlstsWEPmbveW+S3qTfk9JVJbeJVuXMj8JPCHlRxASBNBJenyX0hFvoFNc5XVcviLS+aSBEIh6viQSd4iRo20UfX+YwoUJFooESeo3W6+3LWuwPv7/fhizVzLeueKe6JiTnvFGtzmGHWEChSO0BsHBkUUwEXcvBPY+HIfDFiElQZwcUxY7+vMXjisegdCBSPD9eEjEUf3k+mwe9bPDnhGCaW76wbgoxl3UcSXjuTIRHQfLAVfwM6ygvrfyYs46FT8RShIJq63GSIuI5a50nunwGDQKn7KKtEaJXaGbzgqFij6zYfJItu/40M4mc+G7ss916kqh0ooaEUICuyR8ff8S2bd1oi9UsG0nB6mc07Rv6YhvV1eb6DPYJDkV0FG0La8wvNjPLMWfIfcRruKdD4CtbShVp2L6WtMa424jJgwW+oigMNeyoTGmywc6haCDWhI9vFPbEGwT7MnOCz66vrbGrL7rbfvGnn9j0xj2VAE8UEqtCNK6eN7Alm+GJTK+CayhlwxphBKqooB4MavZHmgMxb/YmZXW9JYXT4MfjzqHAQSXdj9Wb1VyS2Fvz82EweJHqj+fZZ2rsiJUw2Xg8/9Cc4h07GUFRjjheyfsde2xlFx2ytY3Rd1mjOM25iGI5XpVHKBDng0VVPK9xj5bpCegN4M9Oc9AbWorNzNQ5K8Rp2MEiofmaH4dd421FGin6LJClGpBiv29iDIRX0kxDUCgx0v2Y+JxW6LBoJjiyHMUyn0FcYu+i+XL0h98ZDRuf5YbaGXoTWYElQVJnxiUtFqclJ0EuZ9wlcGWg6Cq04qLzScwcZ6GrzBrMDikUmSHgJTVsLzoTKMNYm6tUdyahrTyDHPahoW8T1lYeJ0C6nYkQtqTQuQOsiBnrECKjOOfWDVXqwXTypHvjiHZiChaQ3wBi2G/d4glgJyHr7p+sdU0z0f3bMzLNeXKldXJVGot8fvHf+XyFKnjkvIBRzx6kRtzpn7AvL3nF9l+w1Do0S9tD8eQzycp30syuI4h6vJLZTrdWCvqu/z3N/q5fh7qykGUfjyoRezCQS0bs2N+wIqvWuiyXVsyxs2fYpjETrX/lYvv78hVWqr1mvWaViUXQeN3/VzkLmgZow4zU7K7TwHVcJSra5o+tlxVSt+1dqtgJIECxqnvIj0vrcIzmYtdRJPqIXxTr7g9NXpeEnfD1bVSDvEPPWzN+hJ0wcbrdskAq+5rVL8V1w+9JIcartec3aO9v0veSuvcmxbQ6/d5lt90FDlTZ7X+514VMN6iJNE7F8371423E5/5gU4TYi02dVNt1HVUMdoweZh/WyMXumgVfJSurWVtNtV332NNeeuF5e+RB5a2jq6USrpil779kx0U2bp1cAeZW2C57b2ubb7mlPa6GxvPK8eo0E4umjrMFFas3jay2x8SKPbR7vc5do+2z17tsnorlVzVe2NmpBgNND32f4TD0HDgh/w0dC6dpZ7VrHGagKZO/oYbuyHLsHU7T9mI5rKNCLTvPOqMtI+RbeS95AqNYbWquAyTQlLntxsftlhufke9zqe184Vib/83V1iqBsyEaA/jCtz8s6v029sLcZ3U+w5HFXRgUb7w54WrYUYQTOwFAKKa7lUeCKOdiOf8dMCU0VrR1oqGTbFfdOgp7VkAe9iaQczV/ULtGPNfp5QrA/vrESgS0oSmRraMCIKQWitFFABXOE5ofMB7QSHL2ohCoc8+/xv5yU+SC//bM8tSGQ7QRRrEcMyahNOnByzt/IKEZYUYATNL+3mkLpI5ieXJXkx2lYvnXQpYp6ECWAsmLncYVoBM64TVq+jddR0ev079dVKxgbB9iCrwOykqFjqkLteyENOe5mXJXpoYSE2IhHkDphqbXkShBsUZ1NxfL/C4ksV5/RPLoz02IM3YefM+g57BJh+AXRXGogzM3VfT38xk7hCOY0dHj4becgrBe57SgZDXlxbJ/91DFHio6A8V3hQYBhuoi92rTXT1lnL1+xF5W8rkj7DShbgfKSH2tkLuhWCCRBGgBokTHjUKx7LO1+rAzSCoAACAASURBVBtIMoix8/rTXEAb6rhpttNRQejZCCaB0CWPOpejBzWki6muJTPLvY8/Z3UUy6eeYSMoluU9R+CENlzOzLNuFCxZm9Qp/+8ddpIevlQj/vKA2bxFsfMr+NiRe9g5XTI/X99kG1Qp0TygSHZRIS1uF5Zh1gBroon11nn936zh9Rdt8Re+YvW9rR5EakS7obOORU+TKLZ1qcNWq9mRXhUxLyh5/enX/2xjJwy3T39iH5s5uVY2Kb32yx/dZC+90uRzWz5b7mrnOt/ME+r8nXzWB2xKXbWbskOBRWHYqcR4jkNvR3RAN26zbtyZopBvOXM7RQ8tmB9cZjvdO1fXY4S9/qPjreTwPe3B++6wqvWt1iRE/o7eKjtOoneLFRhrFUCYF4LaC+LpKtrJeirPiLsyIGg7M96+oatYdjSYxDLKBU+cdfPw31Db8WImWHkBqvlmEjBmVKJjm/3sQCy1WU2qsQtvfsHuu+IfUtrUBpfobkPVaCJ4wzr49JlH2wxtriSK4WeI2rU2W52TjOoiyEGw8+KccwQF35FlFJlptIV1TdBiuPMVULUOCfje7Uvrld9ubUazQJ3NZtHXJzz3uJXffY+tPuUU61wmGrYQ/zWKNcc+t9p+WwlqL9ExiYKEMnfYCUDTbkQZFCVfKFkp0DK3M16CHedfdIkUsf/kMejtraO2sAt+H8UyVg6Zhh2oVVCGXIAjIc6Fslh/IynlnvCiNGfW+v6tWrdV6fECpRbSiDZ3mkUwFcK+J5gWrBGKZew8sqKuUz/1udRqrJssOubKxlhKJZsrXJFeUZz6sURMKp9baqXVwyTOoiJb6ycKOApL1jMxKKilRZkl9ASCJePpfEKofI6TZiPNGeJUKpbjcYplasgBj+u1JKyDHqf+1DlxpXWdE4rfXKhnBwJAWwrZOJ5oBvFZ7A0cU+E4QWv1XlkUMgr7EDVDEI2knGQedC6q9CjefIQHLy6mMXh7Gl3afXt0Xjt1E5UrDiqUaRxD76c1/aIodHbJd6xk+qiAgSW2A92jf9lyu+u5F2zh6BFWq253uy7KNhs32Wp94R7WQGE2OSHLej9YBKylWBZ0IFJBhHIt9mTeUPAKxwsct5Rz66hgkVCYsTag4A7T9S8dKPCltUKByz5M7I41kxBnUfC8WC5YHMXohlsZCREg6Rw4Q+sCX4qXdczFQ2/Xaxc8u9zuWdFsD1z9mE3U2mmT9oK3fji3rIFULHkukB4P662gl7KXsodilxV0+BA6i/l0zkcRQeZf/ho9zv4biDN6I+QNWD7FAFjs5Qh8RTM8Zpnj/fnvmFmOcxJIbRiYdfl8qby5043bJrFCBEhLRcVskurKh04+zI7efpILevGWraByOtfErIK1k4vwMZYzUFdAx5QEvmiAEetcX8RZSlnJnjUAkk8Zm3QFdO+CLGchwTxixXkhea5RnCn08tMxt2CfJ0QxpnFiLbFuipoJRVE41gwIIEkjecCc4z75DmeWdxVwAg1byLIXyyC50ezPQlmuVwCg4cJaib5MUVpQw44i2ovORIvG3hMApKg/E9cuQJg866t802eZk2BqYjIys1xeruKdoroAWkCjJcdDaAxaeCDFNPYYQeHzQzU/jdGBOANuJPp2qGHrfbGqUlFOke75Kt83IctZrdqV/5OGT0HYyxHvEBok7mj2RWsUJflQ0aYYDlXwQKDdJjXRsl0Aj1lpf9+s3h1q3kOkOv30jWfZL3pX2x4vL7WNYjlsxBLILZhUrDqTLrQFsk9y0JCZIQ6hL2II41MUq+R6rrKsPKsJpwgVY9laCeSZoofZ0zGa7X1Ne+1YnbdVa7qsBjqzaMyOTKqRn4tlivT10ixpVNENrRthLZiBI4XQbqCIAjnVOq3neSrOKa66KBrfd6CK7LU2f+4jijOyTEq0aY4b9iOMCZDheiHHjAJWKw85bLbySY3QXX3fP2ysiuFlG0tsFH66Oh7XMQGhTKOH5LA7vmtPNbGq7W+33qncVvFMxX2Ziu6Dn1xvs8+81IZoTxwqkVoXEWYsQPd+SXeb7fvFw+yo3ad6nlSvopwcgrxqrXINEPyNihXDSzUSVirAZ+flVrKw0vYt3d3Girm2fMkiW7CiSZ8n2rZbH1H8iu4OIq98tU95S1ndKBXgu9mSF1+xJa897/kvjf5AlsM32NmZej3jFyDsMCahp2e1c4pK99lW3kuTpBbgJSHL5Pjlyqtpto9QvIdtR27fBpLsatjM/mqvQAtB522dvte5P7nJVqySxoTqgslH1tqonSvtwa+utOmz6+zm+3+nmFFlf7n+Zqcxg0iTk5Jr+Ay8F8s4tShmCyCSBpsuk3IR/duBNNSysyp1mmkmaPUKcAAAYXyPvYycV6YSwTbU8fkstr4/+WSoYadcXL9ddBfdFoTQAH/QR0q6N9StPuaZZppBnPkcB5F0XIzDlstL+rcXXCOf5f+wWA5keYQXPnkm11WxvdMXRWH+nRWqsx0UiVSbFt3k3vVClhH40syybwqRZLIrBvUsKDKpJqXl6wl7iDskufIkglAwbPcZ5ejqubG8KxOiYJe7igrgCjwoU7Nxs6k6JSiLO4Aw+6x0JF90HbsomtOMs+82adPhlye73s2N3cmTFTqKFFc+c5wQ4STUFf6BURyjJOszMK5ynTub0QiggChHvc19mHl+BG1enxFmgjBqiv3QhbWNK/2yISy+DevsgS9+wEq+8yE7QzNzB2qmeXVZlQtU0G2BwkHBAo04iuWYUy3aCkCXDsqEI8tuIRVFiqsLK6GHmuMzzEl0gMTLadioYXuxfJUtV7FcUyKfZQmA8T5RLOuGUZE8ViIJu+2kjuiLzbbDx8+SVH+3JwrcIOXtbTZ3882s84xj1Faqshu7muVFrHkoFV1tCirjqnVeVSSs19+W4vghFcXZl91gFYtfshWf/pJtUFCrUFCcPKxPpvah9kcXn2DjtCQFWzpWT6uLdvHXr7HqWWPs8x/b07aYKKsAndK/3/ac3XrF404f6VVH2Qs5ZsnUfZq++Wg78cv7k156EuPKjsjSJ0submBvPujGa9JnTdONt/uUmWbfu9p2v+Vxa50i3zx9h6EKuHOv+q7ZzAb74oJX7RixAVDsHqKucIcKe9BFPAK9Gwo1V8dO4MkUaZBlunF8HtQ0aMr8HZECumK+NnWxWcco3YYgUkjiZ6XssLeKWRFHNJOwRlx7qDJt9r1TbhUtfpPWmFRHaSQ5qsKsco/tMWdb++jhO7qgksTBQ1UTYa8UbH02SZsaQmrMwNCp7BQcVa4oiiI7SRmU6ridErLsqTtz1YEksyF4gPO55giIbqGlYnmDKOET5stn+e/3WPOZp9qmJetttAL7bWqOnXHjU3a8Ou5fqe+3l1Z2ygdUGxhrwNczfrV4PWuDU6OA6+frX42XcaPr7ULNK19wUQTItyuWoWFfdtG5robN5lCkYUcYcxp2VqkdMLNMkEap2BFkn02O5iCvIYl1lfcBj3vxq80QGvYwnVMQTS8bKJZRr9V5jbnH+ENhTlJ/H/g4KBLJNswSKODMdi7R8Z33P1fbStmUDfFrHKrAIXiVZjeTjV3Et3dKw0Z/4o10ayiTJP7/goadGpH/pzRsrzUT/VfHw/hNFFeBKvYrKe3FkUFBsE8bb7e6e5UqktfL4q3h+Hfb8JsftZWL1tiCzx8qxRsNpY0bbSWzRUWlSK6usbufftR6dA37SF50PxJ7QPJZ2x2CpkuwXXLxkkCQc4MFtBY0iG7/IGQ50bDfcmaZBDAJfLEGWAXsSyR+aCaU6n7O1AbWRrsSJuwcqqDiJ6SYx99Mww60OxDkmCUsWB85sox1VCBTQ8XZe+Wp1+30c++xldJnmPLk66J/I8cf+6OzRnivVLxE4zxVdDSkKaZcDbu4l3pjBMRRaxFGQtCt45gyDTvWkt898TgIIc0EkOIBrAZnI7hNkErbNzweM8vxuNf0fp1E+dO6r+zrUMFHU7HX9n3PlrZBe8CT81fZgo/uZdfvNcWm6vmb1EGgaek2boxEFLzQ0734/yzwJfbbO7SOAkGGxk6STeMls9qyMOpgNezU+EnxhzhDk8pPayrIiSfEZexljnqH1lGhho3AFz7L4TSS6dNOx04zyUGfLtKvXcUaJFhFZFcqRmJ2N6lnu/aLiku3hgKECb9kkGWK4ZhdDmQ5dGwoRiui2E2zyGHxFAyCQHCT7WgCLVCtJi91eneaBeb4O2jO63Wudp2OG1CD3DFmr2P2OF6XLKkcmZZFptvhhfVcqGXHusyIstOsaT4nhJi5eIr4sNIKiyiYit5sROg1uaJQ9FOkc948jwTp1vcZ2dFqD553kpW8b0f72n3yBd7UbHVSla4WkrtM9OYqzcS2ykOKotiLRcUK6Lmey4FIUkQm1WiKJ8AI/JEZ+UCYabiP2NH0TdaSKq4obmpUhLYLaR4GgqvnOYDiuQq5XjT2QKobhcAi+OlCX3LwKFezvWbYGNtlz9n21JMvWmvTCo1raeQMWrViYpWKob6+Cnv3AXvZmjVrbeFz85S/qVhGvdqPPxTmac6DdDMLu0F4ixyIbKM+78iD9tYGV2HXP/gP60aEFtVsWI9YQ+n4cG4R6dKL7ab1CDkxBpYAoNUd1jWpzo7dUGZbnfhzYFFvmvr6StejS3HmPcftascdsp3tse/+tkZjf7f/5R4bOUbCY64qHblwtRrznT5LXG6vbrPQKjvq7YR129rxFW12wOK1sl/sdsR3jNhva4Vol6vZMEQsuKF63RHbzLZLX3jRKmRHVYXlFbm2vj+IuNOslVcBjLgfNo1/RiJdiFXnD2RZj5ObkiOilg2ThGK6haKTmWQswADGEFoTqBTsUGjc0XgFSCCnbWmRjosK/K23216MoVvtVz+6QTPsVda8std2/eVoW/yPVhu9qNa++uM5HumXLl6n9wtEmHrFcw3P/bUtUiyncT80iECWOwQiYfnFmB5FfqZ/06TCytnBHCyeGD3E8kl5pLvjIAoM61Cfw+tAjqv1+KaEXBPRmGlGdJci24t/6Nspl8wiqcFWxFKMkVAap0H/7qFGkiL3b8671m6+4SLPq/5tZHmaiuUGn1nmzSmOc+crzNK5maM4jhkP6CIkT+6Dp2DSoY7aRM0sgyz/ZuI+jMt4VxckgcTZ/RaT0AebIRstXcU8gxyBiqI4UGtmlukE05WLQB1dQKdrE2ASBSe6htEdhG7tgTBTZ1yBOrqJbNRZvAtEmXkXktSg70WpFJNS/MTsU6aZA/z0u0hZklZ/w+9M8yl6PKeiGAp4mpVxgQxEzQja6ZjjPBPcg8YTKDnFHEgijQTUuWMDrFndbA+/e1srufJUO3X+k25T0qaEhsDtC0aJN4US6BMLBl5/IMtxA9Lt9rkVkGVuNJ+NjfmFGNZXoFGA5N/MBbtHm6gwlRNGmEkNu8Fp2Kd7sYwAFahlyLMHujVaCdwemssYf+zZNmFjq3UoGXVKHgmLvjc+be26Bi9MGmf2+QPsTgWSehVvS6S2+LyS05OrRGuUAIKipe7GKrv73D9YqYrlfX71O+vfsN6ufWmR+waucxpaRr/DNgjfwb7SMjtfBdVjVz9pjfrOvaKeHi7bj/+SiuPZv77Tlsx9LbyKdR1QcSf5bG3ptMOO3MGO/PDuCjadXpRQcPJ9uBHdcxzkHtEBodJNCpwTNQu902p14r51sdV780XokuYb60Whf/CY91rJTz5qV977oE3V+WTGtp45XwWq4W5lpA0IdDx5A3L+uLG5Dk7DpnvHjZ0EsBxZRj3axZFAyLK6axRRBM/w2g52AUHH1RgVTPK8OkEYa64hQ8rtz5fdZ3feukBCHGXqwA2Y2dI9VyVazpfOPsKqS6v9/mYzbZTqOLPKFN/QuMI6CtpPrKWYkwdZRoVQDY00u8x9zrpwNJzEmEaTG88roIu67bR9L5qjqHVmgwLshpJhQpYfEbJ8v6059WTbtHS9jVeCcNaSbnv0h9fbl75ykO27daMtX92uY1PCoA2WwEt3vFHfieLZZ/NTscw81+SJjXaxaNi/+cOFfs7+lcDXZX/6Z8Vy+Gy76mdhltnf0uuHTQMtohKCGMWyvqM2R1CejCwWRYKY1w8FYwpunv9m8aA8J8kMOEV0nFeKQCwVhugfLsqkjbVMf39Fs2Mn/fAWq1Th1yvvObwjHXnzGiepAsO8cWozxXIgckS+/yuBrwCK/5Ua9n8i8OUgZyCdvmfAUuq2TWgM+I2ie66/wurkG9lyyA42fvJI+8cozRtTSe0jYcXxQ+y8+S/aJ6XufJn857fo7rB2JTVrdP9NFzqxWnoRdaLl0qyiI65lO2g+GHSSAhT2C5S6/7hYTgJ1NMwGNkzeLPCVZ5a5lqK/FZDloAszJ+jI8gCBL641+wTJCsnp4GI51tIIfQdYCsuUsHz1/Ids+GMv6d3DNzctYkczOX1ZRyT2yuL94Ht1QpYLzXG9yFWHYZ3lpvlbIMv5ffxY2R/1OxhpsTtnj3nyBQqTgY+/EVnO656mbbfYM72bj7Kdx8pTVKqyX/j6wbZBx3RV61A7VnG5VoN5nTohZCycP4plmEYVhWJ5wL1I46pgHRUCpiSs7CvFhlaM9NCUfefFcjTbBhfLERsCcR5oHeV3sFPgSeqJqQNR8Nx8o1j+f/FZnjT8XWpAq1Ek66hsaeSOJBS9jgwnJl0adeM6h89yEvJKqtPuaFKgHWftlqDIh3NJ0JLdIsrH+wJhprh2bZwBQlkUwc7QS8W37zE+Sxz+uIHUJmtOR4hjhA9ww/Mzjg9GGetpUJGPsFioUvvMMPlsUsPOtHF+s25DzTrNLLvgazixBFKekOf0ueGzjO4ODcWwjHKGYsEvmhnlNIPtY44UzYpb6zvsmWP3lDqoaPAjlXtNn2omp5ISFcT9Use+euFrNlNNq0WyUcW3GCQZxlz2ry3SsJOeB7oy+OEqxwjfYY0XMTvsrJYQG6UYlsasF5t5ZpgcJdO5YX9RfMLmophtVDGaZ4Z5Hs2GuvrJtufe77KnnnjS1qyU8J/8lkdLXblNNO2hbmPabxMFdixVEVklWjPNZei4G8g1k2sHwmFNINIU2YwEKj61i6bdoH/vtfPu1q8c697H51unaNNtel7MToc1Xhs5ls7HOiHTY0aW2TMvrLMh9QLwVNG9MqnRvvxqt+34qbOts67WLat8nFRNiz6BBX26v/cQ5fjYY3a1HbfbUfdYkz36qOjXEhelmIdlyRhaZgNindnf1mlnHdBsd66dZb9/RZaVbS22/aQpQp4VL5YssB2mbaWg1WMLH33KZu6+owqhoTb39edsqT4Pyz6QYRfocsAqQIgK3ac06QsCbQBa5DTQ4CmmPd8LX2eOC4S5CbYROT60Y3yF1ZSDXRdMt7BS4vxCv8Y5p6W10yaNG2Xb7rq33XLDnfbl439mo9SVYP1U6XM2P1kOB22zbWLjZDVMQyiv0lWryS9x5KB3HMgyRTEMPAdjGMlMzi3UDgBplUKcaQYwGudq1wJMmFH266X3c59lEHUdH81bNHcYqQmwh9cjCIz4q56nLY6i1xkIej3nib+T9wbAFJsP+zA5ITVPAE3QwwGeGNGrsj9cdI3d+tdLUv5cZsuWLZMmj9hjeetS8OVHL6TTpcRY8Pq8efNshx12KDxpugS+6jRfipVgCHwluox3xpJKXyqifYbZO8QheEAwaNNmOrmHYvlx+83Y/bUg2dVCtZBClW0OijEUrYCcaY5DWVZBSYDBaw+KTEKYCXTuf4is/gC5/XJ1JcMeIJDkHKAJwB0+H5I/M+jYlWleOAtlZE9AUFkK+SBwxU/e6+kgukdzkL4Kz/HXDkCEM9Lum4cLRYAgD7BY0OPMQ7l1VC6WXS07gniBxl043/quCEA4dS3o4ARZFy2Tel3N2g328GePsJLvHmt3/P0uFYRuquHUAwS9uoR4hCp2UpxjRlY3ADeY2zM5dQUhqYQsJ0U6KLt080AuRmmhrnQqhZQHVRRPVRev6fEXbfifr7TWU05TMdVtin8uNgCy4sWkFuyQ4UL/7nrZ1lxwj8+29ivpgAqJaAs/CKMxk1AmIYSXJWC27uJvWInUFjUIohmZNXag0LzjFHBGrd1ow6c2WOs1t9t40VWu+uZptk3rGquVunW1ZlkI1t5RBBnRTUNwH6mgukSzNWddM9d6Hn5Z1gfy89O/1xy/l13yvq3t/G9fay+9tsE7Vq5OzvmF1qhia8+jd7Tj37etm8rzGDc0yn/c6K2u5BeIIs0GjOgbpHy4VkqHf7n8QZs7b6WLKXToGlVuaLanvvIBu3j/yTZq0VoV/lKU1LGGSEPI+K9f12UjEcvyDSojy6F0SLdXAHy68cNiiaISrzgK5UAAyZgICDELylyrF6B6DhL50FkIDh5s8O9L8+hjxg6zv/31Wbv+sge0QVRFMuAqo7oD9Lu9t02I2hy7d7dG2yAhjxHux6gOLeqUrCEFS2ZAKETx+/OZEa0pn41WAYltmZvGa9PmWEG3HOFICFHQS2FAhPcdioqsR0QaeA0BEGXDFtGwxz4j5U9RqFq+9x3b+Npam6ZmzTU69vPPv8cO/uFH7PMza2y5mjiME9C8cDVsvJ610UBhDnEHKDhQhPCirLNLr77M/njBn3wdvn2xLGTZi2U1ewapYZOgw9xQnNM9FMVyxIYcNUhusY6K0cKEvnmxrM3BLV0SbTIl4nSGh+j81aByPqBYplgBnWYjKYg1eSIePtWV+t7c5yN0/73e0mG3LG2zSsWWNnkiPiAE8MXF663sznm27ZMvW0+52CeOLFMsE3dpXokNQNwtFMtFZLkbr21mQDlWvluKQU4l5CJ6MlksWJxCSGx/w+MDhb+I/74ViGet7dxHf13xmAYqEVZ/ZkPmbEKbpBEQfsocbvJZ9uYs88RBD/e9DMaTEI2hug40FJ3uq/u3Vwyn7uaNVrPdJJs4Z3drVFF0ybhGa1cS+oUxlXaIRjSqFZ8qxHxZJfW8I6dsbTssedUuX7fSVoumVS3kuRdKrdYQYHy5EppSbNr0uYHisjeGCMtApXSacFEsZzX0QP2KyDLNw2jHOo347ZBlqJFqTJF8vH2xHEgnc1leLA+aTf7nyDKjEVEs8x1i54uZZVSYYxZumBKrOxQzf/XTW22iGrVtUlKH7hr3NDtnCGGCEHocSSNZcbE5R+iKDLSOSkUuCBwkaxf6LJ4PijDuGvb9+Ix0nmAHeFN9MN36ba2j2IuzpRSNGmc/KJFUArZM8eTXpxxkM0YNV16hol2fxJwhnp/qNqXdKrE8dD1hz5QzEvFGlscb1LC5Z9t0T7MG36pYRiwSunWmYWdnCOieTs9O718sitPMchJydFePNxXLReYJSAoNynLFv/4B7IKMLFMszzlWatjvwDpqkmaWR46YofMmZBl9GLRFcC5ITiUUuY7Iej5IvkiTn+cFrZji0meNfVY3EGP3ZfYiOqzaHGmlqM3aOOk3zRFAAoRVHXn1fSoVpf45zMIX1aod+fb9LPkvZyDEi9p4vmvFYFHF/eg07LD6RNcmq2SHencSheXvhddnwCbEZQNZDkQbYKcPv/ek8u3/TgJgkcvGjH6od8fxBGKezgvaPylnFQ8v/q4Y3KsiT0xsq1Vx2F5aZc9sN9XsqP2sZM5upgTNPvjs83bs/JetXEV0iAFqD9UeyL6E8BO0ZhBfBL6i2R0CSwAcXixTZLqaNsVmWEsyFlQHPZsimfzKfYpF21Zx6zahCGjxOEWaz0Tn0b1Ex+2Qb7CKy6YNjEjpflEesWZyvc0rr7ZS5Q8/3YzmS6+d/ORzNqd5tb3YNtTdNBjzGo7mjGvRhDAZQl5hDQUYoliLBVBTlx22/XS7fMESG6MibT2jx1U9ttMuuwoBHisk+E6tkw7r0XGvmTHSTrh4nu3/3PP2Mc0iQwc/7+UWe/H7V0sRCEZDrCevHQTylXS2Wc3kcfb5Mw63snUb9T2lOq7vy3GQ/8TIV4zigeQqnbInOqvt6+/aws4edoN9c+i21r9a4mgzJ6h6bLX7brvV9pk4w360Ya3dq7j5NzlyXP3E8x4XQErJrWPMIoCC7K9MbkTR6z7JbhEXM7cUy4zy0JyDlhzWUXFc0N2hbftsrwt8BeMybErDQSTTuAFihqgiffTBF+z+v7+isN8p15gOH1voB8xY0WM7/qrRTthnf9v4YIUNH4OgVxSlUQyTG0OX13qDhj2gWAbppVlHzurFPwCQjp+9xhFlxkwVR6BHQzun6Yzmjdvfut5SjKYAECF0hgsLeSa5TkmVrpqS8l4lUc7yxKKL0VK3LI1imRE5QijFvDcP0NKheeDWUeQYyuUrKZb/bFddcb7H+X8bWd5M1lEUy9Cw6dCFuXzQYEoRWEibX3TWslpgCiq5WO7WzPLqufZbIcvkZhlZ9uKELZnki44yUK0/wL9TwPF5EqguuRsZM8gewArUZzZB5kuEmLiNQcwmBeJc9O7LgSpsR3heKG0SIJ3+RSBO1Oo4kDzRF8q9Clduq+JotCORod0aFgpFywK3q8q060TD7nJ6TrKQUvHckQUmkvBXzDLHrE/M3uTfCVlONDWnskIbzJuHzlmfNu6alRvs0WtOtX3UPfvFooW2QlVdC2g1wj/QsBNyAL2VriM3frvQQDrO0AHD+B2KBvORKopFpehTETdMRvMvCOV9WrZNBy1fZyPVFdxr3HQ9oczuvvFWG37jdXbJj39h2+kajxXq0qMqkk0ZZLtfCNZtDy2we39/j4zbq72ILhYSoS5NMunnU0lLmVb0vBlSWx6nu+3Uj9uxEob7tvzo1tZXBuqtINt35a1W//oCW/uZL1qNZpY1WmGjsFvSDAxBO9OwKZbHSur/1EdX2mvfv06oqb4QaKaCziqhiludsL8N+c1fbfH6dqk9Q3mFVRDqpFM3H2uf+Z+DrEpJEwULS4E53Iz4ZmU9KMYkr3jqjeAGGD3KBQAAIABJREFUVYdqhRoXP/3i1RI2ozspVFOJ7V7fO84+O6Vaf2u30drwmtR8iMCVfoOgOrKc/a+j+0cgckQfqk1iCNBlcx9iLy5JLtAAyO2bKMZojDDDkc3Xfc5ZwYnOGh1mZjYEsKlI36C57TsUoDdppUv9Gtobs2jyVaY4nrzDKDvsG0fZDlqXLizjytKRTLOZ5WMk6BGEORcuBEijxAXFlNBqLWSbtkwD7Gf2WsdP15BkjWKZwMjGTTcc5Jd5ILdHUIBrLqmyyc8/YT1/u9Oav3OKdaxptht0Dz99+o1WNaXB3n/8Prb3CFlMQbHSRrBOFKeRWs8U23xnAnFQzkM9nMBeVzfCLrvyMvv9ef+6WA417IwspxnDQhIbyDKe5COwjoovWfgh+aAj7AI7gx6Hohb0bC9LqDnT3OMb7WeyddRQbQpvpFuT0PM4KFelrvsr8oH9+I3PWsUjr1ijYtVGoRJtKvaGiyc1UpypoZqx0vap1yRrnQjAfo0KFjr+0AAatlMs+V4xUew1q6O1wWApcf/5+B5BnU007Dc+DkqS6Nl+U6XPRsGWnSCK5WhDutSUq2RHkzYo/BE+itZR8blhHZWK5UT37IdK430A/U1UxA7dWyP2mmEf/+qBtntDpalX4WhfG57mWr9DJcTXDzSsl2Fjz+MusqYCmgZIn66fW1SgGK1CwEWwqCh1YIw/RLHMGMpgRoDP+ybbDi/2UgjksEhsmHMf+MNbxvOhZ/N9Q5fARZnUlOMeo2Hmon6OrEKZxKpP8ZMD9wZaQpZ1TOylNOAKs7WOLJOkD0SWA6EkgWlTcxAkJyw3BhbLQeOsUSP2mntfsj//7i5T7qPCUvO+rjCdnk9LI9GqXXxrEA2bvTaQvUwf5oIWrKO8WKbhFycp07DJF4o+y/E4bDCPVcpFBq49L5ad5Tb4cbeOGvA4RXKf3Bn6dNE6xJo55Mv72vv3n2UVmjPpcTYH51XaHEqMcUDIqHa+FwfbuGUaNjT/mAMeKPBFs4QTXLwOkTt0KjEk6cwifPl8kxhGsZxV9/3G8mubBQMJJ35PpGLZkS7o1s5UKRbLPB8EheNNd6+ve4po1LBJMD/0iRNtuYSb+Hk7NeyCzzIzywAVLkyVrC8TXdhjggtSBcARdp2R9+QRON/vKVKTwFYuliu86MzIcQh1ZZvQ7KNc4i4kUewGzTmcUfgdgmAAJWjoRA5IrueWTQnZDXp2Lt6xaMpFOvd3GtXz3BIEGDYjugxpxlnv4+uX3NJF4cIKqzCGmGjXARoNnFlW8pxmuSmSnWau45TAjM5TFNehnp2KZf+3ZmaTg4uL2urvlXIccTq6GsjdordWaRC0RLGic0qtPXPInlbytWOEbLbYU8/NtZf1ekZ5yGcyeBA07ChmWS+hW6NUTjcyiF2mYYM0kz/xd1gRYd0URXQUw6EuDQINkojGQWHWGaEvFaHrNLsMTZjGNMJUTXrdVKV1uzZKBHX2TOu/60mzm+4XbUwHsMV4s0P/y/av6LRTZBmlIWBbQwxMxR2N7/Uq8hs4boAb0cSXKzcFGWessRo2mQTAmLnetAlmR68UrHewMWNH2z13PKChxTYbJvr3pVKpvugb19kcAYbvO/FATcaV26Nzl9vPf3unNRLvvEkT9rQ9Yhz1yhVkx91m2olf2M9zCr4XiK0j8T6yCB063FpalGtMEtvogqF1dr5mkPsfWaDq7q82/vYNtnzYu63kfw61Pz5wj+322ipbLd2a/UdNsofXLPFiuzSx3kLtmqYDOXlYQ9GED7XqhPB7PhHIMLkRxaEXw8yOK1d0RiV/p7h2VWrcTkIVe7irlocatltL4V6i1yOc9ezL6+zsC+61MgE6rq1QimtBCNAN1b38gW/tamPnqJHx0CRnU7a7HWxYkzJO2iEADQZCCHiFn3HYm2p/ZGQRIE2z686ogz6unA8Qx61iVYT5zLOKfFiBgC9ui6qcmhoFZ58edd8QrMMSrUrnpUzN7u+v67VZm420I+QOBPM5AyKM3LkDj86L559JHwLauc9C67jcJUafy/5cVTXMLr7iBrvmmj96DPy3i+XpjfJZFg2bYjkk+AP59E4hFOcuddgQasiWR4OCojp0Sswmdss6am3MLCvuOEIQ2yH/C7oBYupSHL4Rxh/Z9IMi4x5zoNEElhRgCXju1ZfmT8pRw/ZEiQAacyM+rO8BjcAaBTzzKHQpcxfRu4ocRZp3UX7vSU9OzDwF8E1J/+/PSfPVnlcFVdsRXp8xDgp3uRfTMXPcAWKcNouYbVZiq/M1UNCLZJBiOtQkgzbk89oD6EtsSl6cu+1VUMizCi02TFWb2u1R0bHtu8fYSX1tNk1317bLVqtL2m9Nogt2I02KIpwWitOw3XMMb7KQn4ei4Ub1iUoxSgjc1cPr7Mh2qbmqeF4uMYnZQhIQe3q5bYh9ZeupdqO6dkNuus72+evN9od5c23m+o3WrQWNd9poXcQLx4y2P/zgZtv5QQkX1ChSCkWK6wxSEC0TrLNA5kmA+/W9SnXz1a9eaXf9/FtWcux29ug9D9v6BpmXq6CvFvLcd5WK5VcX2OsS+Krr3uiWBQg/oOZI57QF9UTdTE6NVmH6VwXVK8683qpV/A1Bap7Pk4BYr+Y2h2jIul+ZRFzXoOCvl+rhPpqB/dAJe/hG46itDlqAip+nSp1HqCuK59bKHIQCS5MCwFih2/e/sMb+etezUkRcYkMl3tCqBH3K7NH2IXkTjxqFHUIgnsz3jEgegyCoPlvrgR5afGwwJL9QchBtgaJCwtOrJGqoAkzMLEcDB5qJJ046m7kwpUhGCblMv3uh4ENzYaYEn2msI+gkd5bab399uy19ZrXVal66U/9GkK5E67NtU4ttu9+2dvjHdrPR+q4lUO/VlAAtj3n3QGsp9ghuCHL4bImOgyTcKf8Uy/pghhgISD6zGzWNn+typ+ZA2491SLEMzZ33xJbKBeYU0BEfaR4in+Vn5lrbzXdY+Tk/sCefeM1+/MvbrWv5JvvMtw6wfbebovtMtHe6szqfNCGYi/JZZag+SWgO8Q+nZ6OSLWT5ymsuFbJ8kQfIf6WGffH5WEdJ4EufgdARTQp+SDwJvIEsI2SW5lJTBUSSwSZCoRV9F/4e89QF4a/03KBhYx3FuS0qbheLZdCpwd64fEfO6UixJl7TPPIRdy+yafc8a2Pl8d0uin0lhQzWfKxxEFbFgmhsRjERVOuId96EVMI3+AdFyWgEJiOjFA+jWGYGeMibiuVkHfWGx51qS7Hsjwe3hPckkQ1/U8Sg0mL2IisXy0HldaGjtHeQ5MbzU2GVfnfrNf1KEkqaWnTMWtfKNGqnyRN3561s18O3t4/2tGoeVdRpfXFiPch/qdYYTcPw5dVnaa3Ssaf4rOYeKhQfFDE0QkkwKb5CPIR1T/JA05XYQxHtx8paT3PAJKrJKDjuAT3uQnQu5JXOeHx8QbnW957C2gjVazZ8ml95NN5pwfoOJI7cdyQffG4oqwelvki3jgYliZUXy4X59zfMLPs6jnPtyLK+D0jkOKFXDz+7zL527VO2k5LaHt3fqFtXaM+NVZ/1CNDegP3F+clK6dHtcDVs7XdhEZlHEJLAl9aC7wV867TfkW/wzsEuiMWa92HfzxO7wNMIvY59knXDOs7PZ+3z344KKsbBhmjb2G79+2xrfUrk6redZj9713ihO8odaP7wGfqfJsVpvE4p4L3xwv3OPaq1QcPiTTPLsDyyCF9GnPU+aIdgVQIyXyiiU9wgaSwiyOEpSqx2wR6U0onvhTuFYpmiBnGzPB6mO0ifEU05iuU8Cw4ig9VOeNEzduWfTXzWMVJEoytSLRbFscd/UrTD5f4pZ511lp100knaDzq11ttt2tRpiscagdJPIMszdX6SwJfToSPvyeKAQWsOpl24fGQtF4rlbkeeQVZdxNWLE2jWeZaZa5zGzHBbSWzCbNWElkYWf4XhN1DTxenSXuzCgknq12jBQNMmX9JRR3EfyG7MFkc+S8OPppzbiTJD6TPL2X85RGQp4gtq1+SW+nyKe0e0fW1GEe7fF2TdxxGTwFnKXTPgE8Jo8XenlScgCDYllle8r9PQyX1BlhUvHeEGEOK+yno95XFcZWr0la3YZMt228yWX366rrGE9+591DY21IQKclLDdq2RVCyvc3ABWiqxLEbuEOTKPsusD3KQTu13zP46PduR5xg3otnC6E/suexnISDmzXgVRaPHTbVZW8+yeXPnqcBZbT3KF9rkDXXc9qJNf+1c2+HPD1qvYm6pzne1dG1WVo2wVz4kmvkhO9tNQ1utbKUa+AJkYKyN0ueXyMd5qECTpco9WzWCtVPDaFlF1dmzT8yXrVud7b3dTta8drk99OB8H8WigUhD049TuewQjZM9LybkT39yt+3/mb3sIwdtL3igyxZvMvvRdU9Y/9+l7qzzgxAd6wp6dLN12HfP/pT99xHvtrv//pBm1FvEXIzmFveb58zKSz2HU049Qevi9NET7U6BS7M+cJYYj6W221n1tmzeRrtp6xOt5KDNbZfnF6vIW2VdUhk3qeyDzKuXnRxPYqaWnK+VZobytQ7FanI9HBJoOsTMcVKVpuh1PRZyRh4nd5LKtY6P604xzB6AbWs7Al+w7QA9UlHqlqywT5Xcnnblk7bp4eesSvow6EXROIXBhCr3dv811T5y7H7Ws81yW97abrOWTbN2oS006Ls0i+wCX4pvuTnCunGLJi96cUEJvR1U1ymioe8XZpphdCrAwSr04wUwSUU239tzX0QyNe4U60vjJrKx6lrZbO99qdVm77OlnduxzjbBRkRDBztcHH50/LEfMNoTNpzDQJ59PDF0cUqVAMCqLhfT7le/u9JuuvE/pGGDLDdKDRv3HDqAWZ2QQjSozyo6vFPGzAe/Y2445oO7tdzKY2Z59ZP2h0l7RzB0GnGSTnJV6Ugu2KC9WE6bg2+MAwJcVr8O777oOoaYA4EtKwxC9cF/ObqPhQKUIXQSMt7PqeRhH0BXgz3E7Z5cKTH8lyMxy13sSCa9o51mtDOVlKMNS4KgB8VsDYhpEmZwGhFoRKi9dpBcuNVC8vfzx4O+xLG6z3Jh9jnNiNPR9MYAiLKOKSHX3oVPCQSqsptUqL7yh8+ZTRE6qxVcwnzouvX2xyWLbZuWTbZCsGQF3Sbd8GyeUAq9WFZAKgh5aSFXitq8785be8Zw36KXbJU26FF6XCOhMdOsG2isOC+dT7xoLXfebHN+9ku777WXbZV/NyUlKrD6FEDmTN3Cxh57lo0RhaWXolSL1+ntdHraumyIOkelMqD02T5KCDYXJfhD1Sl6+pQP2k92G2/bvLLS+oR0dEILUrHcLxp2/eIX7bXPSg1bxTKdzkYFzybRcbAa2AjtKBVcI1Us0xH87h/vk1nccu+Udunm9Pl2rKJIOv16huhPhx4/as7O9q5dplu5jj/WYohnUdy3pZllEKiVmp8eqSpM8clK9ZkviGd7zul/MVuspEP3C6JuJDZbz260T33t4JgXUcBCcGo9hvUFGnb4AtcJWSYhDSsvPOGU7DKH4QhzJGEUpFBW3Js7UQNZu66CresfVPuE0uoaDFXrjGKWzRBVcReMwIJg/HA77+5X7f7L7rFaBdc+NQ9809am1V5RYz1H7WBf3Wm67TZOm5M6tm5ez8xisp4gqPnnoGZIcEqCYXw+yCqNBQrfoSpW+tQgiYI9vGUzIgI1J+amQzGb3z7/7GrrCohQhVB0VMBc21th0xeqE33H3bbu5FPs8rNvsQWPvWLrRo+yT3xpL3uX/LcpeFyRGhq2igqYEnRRK92Tjw085n84Bxx7Y73mUK+83H533oUebd6uWN5i5hb2x3N/pUCt84NqpM90RpxySq0jclH4hP5CimH6I+qdiOM53TqpW5PsbxK0yYyPJ7cp4rn9DIm41iUbDewVflif2X85kt4oKP1x/CxB8nXvfOLvC63+tnk2WohDazlSlNh/DUZ9uQYUp7mYgB4epFcA2IhV4X6bcWQaTDFXWLCOoukBMua2K2xmb7D1SWI7b3o8zZnyeETUSPhhyfDbEeQUz2icsSb5N0hRgYYNcqYng1iFPRDH4lfCAzlJ3ZQjtrU6fdFHhK5//eidrOqwHU0sQNulZaOLJOZ2La9rEWLBPYf3uJ9X7Q9s3pv0+FCtGcYCwr860FrWqM8/6dpxLt2qTdd50OOJQcM3BKEFnWFtFCjmfG+9H4mLP55hy/QZJGJoS0huIejQ6TN4nETEZ7gGHBOP07TjWDOyyG8SJcZ2WGeDkE4lYLz8rYpl5plBkEhuisiybK50XseJrr5wcZP97My/CBRDzh5kR/uWkvi8htwbmv3dhZkGF8vU34786TrHPcL5piBn79X+VkCW43oGsqz4y/7siHPxcY4PlI7PDmQ5kHbyCnIRGviDBb4QZBQKpebRGo1AjTxgS/vWJ/dWnJeSuXyTGyt13bnWhfsaFC32EmbHMivGlenfQuCroFivv7tifULmQ6kVAZzwRx7odw018U00bCiHehxk2RH+ARZeMbOMAFDsTQX7Sp2rjdBW9XiOr5ypQlGsJjEoz0AfdpJxfEZhKrxTGjbIcgMzy8rqvCiGhYeLhNOZQ+W8o0DDDsACcIFiFz0ZFMq5Bg5Y6DoFgy5rssSYWQ/jZUmzhRzObUHFYIQliKc240HFmeVMmw0BsGATBnPBETEXAAP5DWDFmY802aCDZ5o3+x5zFQncyLTwYC1Gvhtq2CDAHE+yusosRmdWxsyyI9sOzIS6Na+j6OqncZMQd28Wcb/AFASB91npyJtzzkr+7LPN5CnQu1Usg3hm4MeRePJu/xyOUwJKaoKOkABYh5SZn/3V561k183ttkcfsE36Hi5ElYtdGDYa7XLxTBW/5Bo00SmW86wyuSDIaejaBG3Wi0P3Z46RPYo6pUASYFWc1L8ZNaAZ1Kz3r64UUDFpc9tm+63tsQcftzVNy2W512OP7TjNzrjzNdvjpHOtaeJENa2g4aPirzhBjiNF/YXDam3TFw+2X2wxynZrXmOyN7aOccNtzghZpU6Uro3yWHka2UuNdTZz2AgreWmxlaih1VPfYCtWLLf773nUGuWXTGMxZpd1nDTMK4fZ7699yF677mnR1MtsxuaT7fDP7W0lKsrPuvAfytuaFD8pEgOsYvRt5NThdsE1p9jmU6ba7bfdq/xoo3KyEp/tzqrUgAbsHxvFSJmiOHvz2Kl21s1P2c7n3GBdApjUrba9TpA10WbbS5jtq9YvC8y5q5baqwIKGrDwVLyt0FbNdQD5JRd0tWv9djozfsWK9+Qdw5jxRlg1OYWEUCvIcYz1OP1aQl3kmg5mJDVtp3HjjOHrII0AKrci9x8qDvWdtz1tV176sDzUQWTzCCvrU++hDezDpx9h42WTWDq0yV7bfLlt+/wW1qIOICMq7mcM29HJM8kiymel2T/1vXDrIC9McRVdjPBhDmspp2Gn3NbzAcV490nGASbZfQJKwkoltpED1yk3elZN4W/cs9CO2mOGHaOmQ58WSrW+t6t/u1NM6OFQDJcoBpMbAk7QtIRREzTs8IGGhn3BpdfJOipywX8bWZ4m66h6Jf+aW9dMbeoUZroLwU/IMkEwBxen26gY5N8EIfWDbIqQ5aPWamYZZNntYyJZyChyYhglbCAnM7EBgkTkmeUQ14p5aAJFqF8XPY49ECdFQUdrcxcRirNTd0ge8eJMHrJemAYVGH4+C879HL2QZ+vOlMqYT4ZeFrPW0S33wo9NyQvwrGINah3/LtKPsFbQMUDncQRF/0YVG6so6L963yINO28GgX7n4E3w1ZBc2iCzoFqxWOYig7M0Th1tLZKr36gbYeHByZN5181s61XL7VeLXrVafdZaFcdl6kp1a2HVUYyoEYLtwHoVKWO14HYZt5nPaT2urt3Q8dUSpNKNrWPF8L5EKs6lolsPG1djTY+9YI1XXSVq7KnqTvWYamgh2SqkdOcM1+fs+e59rP8TP7c9bnvSNo6qtTLuKC38DlnwzDhke5svHkadAkuJC9BEAi4qgnWNrLSTvn6YbTW2wla1DxGdKCiLwybKZ/mKW9w6qvmzX5JYXJutkTiLz5BgLaUCi3njEQn5pKPaqZvkfh33td+/2Wo2tli36CVlvilHkwZEm5np5jWbbKc5O9kJH91TNpIqINNcOslfrwazQsRHcRqPwKUb7SdXP2E77DLVjtl3Mzu4fowduGq9rfzMhb6eWF+stxb5q/aI+vnjI3f0ubQmdRPxIKTbD3IYlJjwt2YOuEknEKoeBRaJFQGSJMeLTQUc5i+gNnOHBKJMwq5gkIKRez6LtsLMRqZhM+viRa4HX72Hit/f6Xz8/fqnbednXrK2yhrviDs1t7vd9vjkgbb/oZqzkRBGpXwIsY6AZuViW1g4gG7pGAk6zCzjezec+WIFPwpiUCjFIvniMTsUlklZ0ZAEMtBn5klijsaPVQGXDQEqDV1aRD+YPcaWoQZrLtGwx857zEolkPbgwUfbT7/5ZxspMZHWsWPtzB+/z+okwlah9dySimVXeFSRjAqxF+EKvBpv0f0f87B4PteOGGGXOg37Ig+Q71wN+800bMQmQg1bs4fZ0NbfFepsCIywfqIoCoRt05vUsCMuRrGsmEBymxJlEvHsp5wpno5o6jyT0DdIVvRaNYMuP/t2m6oEpEPVNpZLsE/eKHRE/CIhjTnTJAwXZYtb6pHwegHjsS1KIFcedmQ5iiz/Zrp3QKJBCIMim/Avj4XhpVrqCPLAx8Pyxp+feDl8EAksn1RB0unvD0xIrEPjgKSf/85K0sH0gepNQ4qZcXx8GTUpUxK1vGK4fWgr0dy+eYQ9LJbIEbBIdIwtagAOkVop4h6ZKc/54/qwBnk8NnR9DrZLuj4Uy/xtUKEJhVkHSfc/z6fzPgUa9oCCyIs3PReP+OFJ9ZomrAPYzAEPfDw1vFwzQYUPonmgl5ne7HRrxTjGaKDdFWnBIM6Jhp0aaC6g6JRxxS2df+bZB87W/jM17KBhv1kNm9PSo/sbAcDzzrnDHrz7JStT0c559OvgCH/Edt+1db7fTg27SMOOZtC/S8OGqRAU8GKx/HY0bAqmku5N9uTx77VzPrK77b9ihbVwj5LguxCe4ldqFDkN24tl9l3WnHctAllW/Byqe+zNyLIaTXpueJ7n5+u+0r7ByE5NYQYZlpgeU/z73xL4osEIkvZGGjaFPY3Vdy7w9WMhy996G2R5c92rbYrhKhod8QzBV7cUTXRhGmuRD4XIKnmMM+lSXpj9lzOym60y36jV4nTYBMZQxETzrYjEFiyWWHueE+bxtVQsO/IbeZSzabCoclAiF7XB6HNRVwdggoYdatmBPGe2jRel6f3JPSMvC2TZkV7yCBciC6Td898kPkfO6jTwNFPtRbjPWCchXMCRVJzHLHUU6eEbHkj5oPw6WYy6jg+WVvn1Kvb6VUsKHLR5155pe47otO8+s9D66qtc+ArmE+zBBjV7KcpUI/gYgBdRBR9mNe5Fc4Y27ayvNEvbjAipisQOvR6kd7FUqat4Px3nZkPbbVmrGlBafwhvVal42UC+gfCnxjqYVe7RPfCcYukPvvc3m/r669Y1VGJ6vn7EvFQ9wXVBKKpEe3ibvteCn3/Wjt11gl2l3EgLS7deuX1kw0o7YMUGd3gY3l8lwdZSu0XHPaq616atabVyvpdoukEjJ+9B4E77tb7fc0ta7Zw/3WVlsgqtlKDY4lU9dswZh9r26pL+4MzrlHdIDTvR3GlGbFLuNla52ue++X4bPb5WY34dagL0eZMBv2dytcZMy66tVHNgorvUjJea9LwXl9nH9v+m1ateam3X+lC+23btLCllH2J/v1Wo8njNPlP0OkLM7K9yHb1fQ2Mg4TQdEMCCHk/elenM5BHE+uxUE0hyUiXPPszeTAt6OPkXjboyoRet+CorPwnfddTR9XkaR1oqRsLXrptr45953YEuB+tA1kvKrGd9s1X99172ZTEMawVadQ/VLPyOS62qaZiVLqyzSo2+uc9yGg1kH8SqlBl4ci6OG9oLbEjP78kFNTMc9P/4exdq2Wl2mOQAthZxlbyTYpkwKvJLodFH87lByPKNf5OTjWwL33/2B213re8qUR970J/Q++NUwCgLdG6Q5fBZDgtT18fBpjSNC6I3M6JmuF3159vtnHN/5vvRv10sbzb6Peo4SA0bZJniLc9+ePBLsyKJEh2qgKgHRjCiqGzXSZ8kn+U5QpZ/O0ncfZBRik42HrZYOowKVp5EeJ1MF59kKbr5TmXx7h8Bj2QrKBLMheQukFPAvUCNQt09/ZK4Vlakxhsa24LwMi6KbcXfU6GLYIiOiW52KE/HJpzJZe5hiN2UI7oUd3ExXejMg/JAdfAInmEdFUE5hL5Qa1QTwS2kaD6k4llBB5srBDAimBKcI4jSjMCKwTugJJne0Q0fQpD6IIhF4tEnFK1EyVQpSKNEs0BPH99BlkZfPspKdp5hX12yyPZQYTdax7BMN0zTiGqbqBnQMtGEV8lg/ePb6bnS239y8Wu2oGKYHdcguxSTL+vUejvtyRdEy15nv60eZcvG1dqX1W2r/es1dtvJP7JFCpTHrV5rHUK3QfJGK3Ccv9kUu3JJp80+8WcqxGR7oVVfqrtm8+0m2ldPfZ/NX7LBfv7NG6xeQcjFeGiiQDVWwX7iN95nW0yu9hkONvpuBYMG0Slfvelu617ysp140nfsdysW2YQN8kLF+oAEU0EAaXqCCBZJBEsK10WvrLKf//JuqxVdiWvrQhw++6QrqwSxWclxyR5b2jlzttG5RzwABDeKUk/W9bxqBZISZrwVGC/84z/snlvm27DGEdY4VgrdfZX24Tnb28KLHhAC3uZU13JtXKBTM2bV26e/fqh3++hGurgGAdHncaKQJSCCfGoMI0QQoNAgYoBAmm50isthH+dJAAAgAElEQVShWmsUnVCqnVKoqAG9hCTYn6MziPp0LpZdLIvzhgK6Nj18Faeq43qraNfnnfFnNTNUPUoIqUvqmRWiTa0TXX0nURE/I+GLavkqrmeGCcEFbaahjM6xhw8eonH4OINwuYWCEkoEFXwGnfMFDVufS0fTi7ZEw6bA9zEHUH0KDLe3CsoOVCIX80jzQC5WwSy4NpSmvmoF88esUj7LPz/o4/bYL261WpBONT6++6PDFcTL3YbC0V15a29Ud5UiB/ps9nqGcsTctjNYVCyPGFFrV1x9qZ134UV+3/wrga9LL5TPckt7dGgpfJL4Fq91NWwKfEecc4MtNoeiz+kbraO0manTyUYxsPBhLdBpBVnsScV10LDDwzWKZT9kp3avVcE1Sd/1DHXZrzvlWtvj+VetQ0kKcQqKXrGYCDyVJiUoiSPLXmQUfyh8oljWBxSr4kIMG2j3w3/jSgAa9EaLqMFFdCqI9NkIMjL2EsU1jxO7IpFkHyDpjFo8FcsU0cRXb2CmCOdvp81UHXBQxTZ1cadMH20f+OBusuKotHbR62dJVwFvSxojbdwfIMhKTuhY03Uuzu9GQVSh8+dNqdT99uYEXrq6f0ANBvpXs2ZBoIkxbOx+tHo+j/vMcsGmKSjug9WweXZQm52ejXdkLqJTsZyLYoplmk+DimUaLLr+0MPfWuCLRkA6g/rObbqfaEpw/77zYhnmRBb40rVSorV26Tq79Z5X1UTcJJGaZ0S3082WWsWhWaKmhTMBvJx8G4GvaKT8bwl8gR7G+o62tdPbmVkeIOTFYz5opRhRItGaJ96/s1385f1s17VrbbUeIx5hg8O8Zh6V8BVWKJahDg2eA3adALeOGozY09DiPVwTYsB1gMpKckYxWxB/U6zsVkKJMA/6IUWfZdAWrFZo6L0ZWXa6rNbYIGRZlzzUsGHaDYgnOnQX+HJkmWMtrldYTDzOsX5APstL3gENe7zUsB1Z1swy+Q5CWDA8Qm06gwMguHGPhCZJ1pMZaIUU7iG8bqDuTM5nMoJbCmtA+VAJ9p953ZCbUUQjEJaQXhBdB1L4XJ/9HYA4F9SooTOTb3FfBdBSTl5FPuBMR0ZlAlnM/svBpEzINNoqPgsdM61uRwrDL4nM5dw0z7xma1X2ar4XOau8GdNMbCqWC3T0YElSJHfqd0USPvOcFlp4YklmgTTyx4HMREf2dT4pqjtFLq7buM4e2keU5h9/xO6670Erlb/xCujWijUbFENGMYPsM8vEIAEAykmwhKrBWsito4Qg07hHpJRmuZDAbjH3qtWgfqyrwl4dVWPvWbRKRXG5HTZztn1E9OdjX19hfSq+/tFfafvIGYXmjc88654YpSbbc6u77NwrH7IyuY+USQyVIsmvh49SpHE81pE0EIZpVGbxyJG2ekeBNkfvZ7ZZjc0XMNMr9erXVzUrngnwocmp+88QT5RmzRqK+aSWnb8PyDmWWcMaquyMq5+xTdcJHRYCXVqi9aHvuXyfze0920yx5359i+xKR2j/ieuKZguI7We//G7bbNYkBRWaIwK2JzQq/9F+p44EgrKMY60XADJa6uR7H/Ae5XFSF+uSKOrStXb0YWdanT6nT/XPJuUjW5x0gH3q0+229uExNqOvwdbKY2l7KWzXNY6yF+Y/YqvEbqnX9wgadhb4IhdUmoboKc1KEG0dN8g/9GlyBEemXRSVog/LMOks1JSHkFf2M1YMb5dCM0AEo22M8oDs/n/UvQec3WW1/b2TyWT6ZNJ777SQEHrvvUkQUSyAggW9iBTLFVQsoFjoKAJSBQERBALSBYFQQ4eEkoT03qa3d333fp5zJqBcXr3v5/3/x+sdc2bmnF95fvvZa6+116bg/dsLH7bXX50v6XK573PgCfx26A0fP6TKVlzwRTtJo7omrFirAodye12Ledu9bWOfHW9VSkabtOkFgxu9wfQmo4xzRlx5ZZsbeIXihxiN3w7rAvKVnM3XAQRTdAz5HgI45rzCcwdmOrWw6TOa1YuIGvWSn83UdW2wdy7/sl3VpJKnPpi9J0+BgRhROuwTKjyTJ+8hD9UxhkkurTT4/kBmVNuf75xpV19zsR/Dvw2WmbPcq7KPB3vAX0j1wlLfHatz0EoVuZC/AGRDVoM8BGZ5xqpn7eIhWviAZbeaiI5frlE4ZEeQj02AShIJW5Yc54CWmGUP0FHdC2BJ0pkCs0tUsqkE/VQA+JBpN3sgDekKUtxCn01mhRNY1tbv1UbkrvSx+BYDk5NYlRhvFckQ371nuYsbtrPX3gOL6zXGXbic8nvBdrPJAOiZr9ys1+lRCXl2GEiQfMYmEsESOXuY5iSwrO/Im8JNsVhYgIWHaeFCAvDbfKSQFp1GIfVUtePJY/aRe+J02/2td20fVf++P1kzEzefaJ3vvmWvLxQ41kZQK+Cq8XD2+zFD7A+vrbKKy+6QLFqb7li5Ipx6lF1VXm8ndkpe0q/Snr/1Luv8860294c/lZlXmw2ggZg+Nt1UJG11AhfnTxhnt81ZZ3L6shOUbD0jN+pvHb+jjetdqb/pZldf/Kg9+/QcVXsqdKxK7vQwr5s82L5z2iG2pSqGmDYNU3Lw54ZSO3fkCJt4x72255oF9tvTzrCL5r1l0xQ8u1Hp8x4V5EEAT1XcFDQYzg6XOPOZd+22Sx5VRVSVJfImmA96pBUc2hRExu84zo784h6alaziDurCwldshiUC2S1KxK/pXmU7rF5j1/70r1YhQ7WNVH3H9LNe9OYuWqY+DkpgKsr4GA0BUG1EO35he/vMjuMl9QiJqI/ewpwhzbGG/UYiTf8HSRXVNPpPfGwDgdmJOTZyTD0UOGCPtOaQs3RD2gwY0LokEQJwhoN0MkhILorV+mwMUJ5UYHjkx/dYo1yBlSrpmZGToF7XgFkbM26wff5ru3kSVFfHLGL6ZjnWcDfk37hiYgRCxQ5gSlCngujSZoA9vSEAYm9tiN5c7wMD5CN5SQ6IrYwZQPKTxgTQC07xYDUzEpGrI6X33mP6rQQI21TQEVhed88D9vWq6dbt+Xd1V1tt6k6T7GSZb6yRSUj0OAvQs2Gomo3EqMUBe7DsXBM3RNP9p/+lrrbObrj5+o9n8KXn5NqrL9FmqBEyAkU1kn11pH5VAhdSH59Pq6TA81GPE/EsAroKcmuPb8G+udEFMuyCxDN8E7xnWdcKUORYTL/ss3T1/oxKKDjwAq54I70+X7M1T7tffcoPv+TO2PwNMc49HxKYcNUGxUnFOlgYCpqAjA56jnXQdEE2EZsUHylWIqf3taf/zcxtEjTktYFIiH3RzoJxIKMwPsgse29y19c9RoZMlNd5rpBa99B6aRdLBYh35ijKZn5uFEmDzWMv4JpSMGWxE1/kpqqYPkymfyd+Y28bOqSvz2bcqOSlIoGSiIKAc9ZzzBV1F/kMiund1P0BSASIjgcfwAOLC4gugmUq4MHW/lOwrCIK6xszt3j/aN/4sBt27gPGJVmJTWHOcv5s+kxlrEhvMgYlfkyxya/TmkHCRgvDJiZOyLb17KuDJYHlbPAV9+XfAcskLTzDVQLGdz30lp3zx5dts/o1VqVkCY8MBwG+BtTTq/vJ/46e/ADLHT4vN7lhA6y9nvtxwHIURmLLFaBUIYV7CCsX5xwO5+QNAIwAy6wTPitaDGK/L/bkd+ralUil0rxKyqgZ02zn78+wzy1eLOVt7OFINou+AvHhAZajqBkO/rkIEfL5jz1nWZ9BXGd0C/LpIljedHQURQ5frxRSdO1RUgGWM6Mduca/Gh1FcUdJcG73KBxreEwEsxzvy/vk0VGAZTwyZnzqBLlh/88GX3nOcrvccgPsBuhlryNXAly6E763iUUS7H4H/rquo64r+Q+/HwxsgGByMfId8hnW66bGXcrZnJFFrRKGWB4/nGHmmUvkjMcPirXEpDxuNDHJWc5M73FiiJ3BxTuGohtyaG+BKKoMw9+G42N90xscRfb4+2CgKfxxqaMVMGTp2S3bmXDIDK3eID3IVZuFuzDGjfwuK9vy/OgiqZLb+SJv9M/v0mPtbXvk14UiRQbbofykzW+t5MLvXnqS7byl5hyLptv+jUU2uqxFRXA9QRgckosILBOfiFkUDel1JcYwLhTX6XI8DQBj2tfu6NnLjmtYZS9ISbqub6X8cFap5anEnhTDu0K54Ix3l9jtE4baz2sH2PPvvGYLGDmlGEYLytABZTZ9cYeNOf1Kq+4exTIHpX5flPfqWWU6TEywoTc7mP1+i5bYI8eL5Pn5Z2yx/HAGjRtvjz70d/3OKrUSKq4pFq5XvuPgeK1cqtNxY5bqMmyYb8m/+wmE7rq6hw3//rXWV/trN5EEjBwT2tOKVNCsr9d9iiJIh6YmdNPo0g1SNHz5whk2SRUF1luzenMPP+oQVzE9/tD9XnSAsYZBZ7JJz+oBUjS22/Oz5tjdNz9h89/bIGWSil7KF/ptNtj2OflAm17TaHMnz7Mt506wVUtbbIe9drCBAwfarMcftvffX2/9dJ3oEeZ8vDc5jVoi/gTDL2ZZP/c5y8wjhsHF/JX5wbp/vVW8YMIKCssw8Iockp5llyerMg9odg8L3YdbrnjInn5mnq5beRAJjh+UyzZutAH9e9tuX9/HthjQyyo0MrEeLAEs26AccJul1iAbgxFLhli98jDawNxwEldq8kHBAwzo8EQg1yNn9Z/rP+5ajaIBMM20Ftz0XY0ZbTTEKM6LdUncwvsGoggg310TW+rqets1l/3V7rn1OZtxzpG23/SRVipyr5X2LHIb7Q0oGtxNO03m8VwMpTBjKnUcPVU8gGwiF/HcUAZfV990m91w3X/ohj1x4P5a9Bod5aNgYErDBMZdCj1YJeYzNcZHsKBnOWYiN8pVbjgy7OXP2eXD9wimzrf/ZCpCsCHosDn7awFAcyABIBZmDtM3gqTFpT/qY2FMSArEwerC1gKWk0SGAJ36iL3q5scerGKAZW5IZpaz3DsBXa92wGwn52sAMuJsEjd9eW9iYnS74aTt7HZREh69JMEsZ6ML/+4SXYJdbDYcC33UTfqOlNkBferDjhED9K7FZsP1DtY9y5FCkp4yyaBeUgUnig/h3N2mRUzholSNey1agM0aQ7BuULV11yJZOl69IHJrvnHFQhv85mK7butx9oc1ep9f3GqjZy+0vqoit0jXU6E5x7O2l4HYtf9lv3n2JdtG5tKrX3vb+t1+ky369jmqojXZGgU8l3IwZky4sUEPwDABzRuGDbGRWpRT1Yv8mipLY5VwkRzgdrdOFcvL1IO6crlMHWB3cKvTvLyvn3awDVaQw2ijXoHylxc/brN1vQ+f+7od9unx1ueQY2yIRpJ9vmaYnVJSb8OWrZcMUyZaclLuIzBD8GfuH+zt1b+caW/OXeVJo1ey2GR8vXbaJz+/s+2402gZvqhEIkDVTbufJ32hHnUGv4fo7lXqi/3s9S/YpPtfcAa3dd0GG3PwNvaNz21rV97zpr1w3eNWpejgagLGT3Q02Uqd9/fPPdhG0B+Sqp7uSAjQ9DnL4ZSM4ZrPRFZgATRTzXUzBD3wznbArikg+Xxl/R7sMhU6kndnkhIrRfBBFs3cPJgJgEF3/bu7xqHc/MpK++vtT1vVc/OtSgl6m9ZAaU9VUjXaoV3B8xvnHGXbjq3VrOIm662enjVyGsQ5mmNzOZDPfA5rfobY4zaIkQKzvL1nmqcDuYsOlvQWVtRn3SHR8fEifGf0UczY834opDaMLkM1IJOxNWtidJa7YDO/WmtjgKRJK9SzPOLVZ63x4SfsRz23slXPzFewb7f9Vfg58uitbdnyBu/XAVDC1NPr7SYOBZdtxgMQmDF1CGa5l1pLbnKDr2v9Pn+YWf62nXfe+f6zzQSWr7sqwDKVyzDkiTiQJT7BLAej5I+h/kvxAHlVMMhFljASdF1XjHp4TmOpOTjNzLJLiLom6LBW+sPshg241GHYKw3d7FuXPmaDnxBQ7lUZ7S0IqBWH3fwlg2Vn2KLI5mP98hxaP9j/w+cs00dNYUtDt1vHDrbyWW/bcV/f30aP6eVl11GjBuq6KTtTfGZt1UpGGGoLzi3M5ZC9swZgi5FAe/+wKlDM9WSsThEsBzD1PmD9LkA6mOUAoPTZ8083+OrC1MEs00fLM1LoS+V5cBl2nrPsB9SFWS7OX05LIEAxLKH3Jn8QLIdpS6Fn2ddMHCvFoB5phrmvJQwJvWdZFXw9G96v6ueg42HOstYpvgBdmc42xRcfNYOru37O+usrhv73c9baPWfdav2UZDZ5ESzWcvQUw84KhPoV1WtafxSTiyOiAjBwHFT1nKkruGH7ovT36QAMEUOS5J5jDcd1epmLUvz8Ovsv4102UU54m1TRDdvZb920tnX19raMg4aqmnDsQZNsDznolyn4OOus/weLQiLqSh3OIhW1cOVnfI2bE6Zn0XuTxcpxbz7ELAuAwLIAQLsyy5jUwATRwlPoiYaFyXOW9TrJol+/BMBg5ogzsY9HnOEYvPdUx5pq4nEO+jnJO+BgE2YZRQUzoTlW79OjoEHbRHLDFk6oUP/LMZ8rGnz9XDHvjLP+ucHX0JptnVnW2Th4zKq93G6GHD8MYKM9DD8DmGdIlTC+CmUL4NcLGjDGBcIj/Gey8Zc7nRdGSyV36CSD9tFTyfAqjE6LBlzZ7TpUMjHxhNzHcyEIECcfwgUbMoPeZT+uQhtdKFkggzLI997pgqIyu1aHAZeD+8RIZ7BXkIfTU6z3oX2OnBXXbh8plWXVftxhdObzlJGHM7qIz/Oe52Dos3LRvYCc8CF/AXyTT5JrBQNemCctZrRFbSdvnHuc2RSxszKL68Z8ZhU5vvLqW/bZ+pW2RrxGm/KkRoosmF4C0siXZGpXp+8o0Xpr32/VOMYjd9/GTJMzHlrynq0Sedpb8XWRckRUYM0q6vTzsaPt9saIPl5I2rdN/jhS1VVqXfdYXW83Txtvf3x5rU07/SKrr4TBpZec+6+Ri2qjg2AolcSX83C1KIoBgTnoxwUyrT3uG7vbCXrWh48bYrPEMCu7UW4gwgHDKnxgVMRfu1Ly8P64dsdztkZzTOuUPzY0l9oAgdlrxHDe/qu/2qg3lqodB+8EXS8ZfEFG0TNN8aIMRlnbSLfJAyWj3tK23nqQExmAzg0qtu28y3aaPTzIZs96yuYvXK6WOikfpVbxecGadNJDjP0Vl/7D3nz5He35NRHL9By/vPcWdtVZM+zQ/kPtiXVP2qKKuTZg9mjF1nLP8ViXjOjKruI1ur78G0KBQls1RmrKDem5dTd8fUc1VKm5zuRj5HsoCvG34XjdVZv50opDjcwdJufH/Znxp4o5fcW0vzx7if3y2sesJ/J1MBXYRs8Je9XbUnB+7uT97CtbiN2XaWilwDa5EzGHvBNS5tWt3rTN3hmjtj5hMOYsK9eLnmXFFK0bjpte7FYMwHQrs+kl70MrUZZhQ5hALrKnIOFmvK2PfkrjRFuZ5CP2pUkXYMy4CVI/bm0X/OgqO+9Hf7L//vWxNn5EXx0T6yaUwBTTKQK6wayPjiKX52cBxImBxG0vu2qPbBWBVFVda3fcdY9dJUKEr3+fWdac5Voxy41uHIRRRUidnUn1ihe9Btl9MDXIe9BE5tIi4qPcRqsSNGPVc2KW99TVjnl0MYw9euD4Ds9Mv5pvFn7Ixc096+h9XJJXsGFlY+B7wYTBGeOoEgI4syMiP+d1Ap+zty5p+TCznHuWSxU4WxTA6CsmEAdoR4kVjs0+l5n/eL9fBOHs+Ellk7l9DnK9iKBgnIB77rt2F0V6eDL7TfBOSUGZNo9m+rDd8CE2nQDd0YOT3SCpwMK6AJ6zDDsUlbCMYcPDvzGtYqG4NFb/boOZ0k+9D0ZmCu3Ytst684W9p1nHETtYt13Vq6rejNJjf2HbLl1i9XJB7450qKPMypo32rPbbmn206PtvnkyVdCDXvLS61b9J/Usf/ds6y/pbpMe0E76fxXOGE/ZAKMo9+he6gFGDtGshxoBXwsJLEy9A9ISyVAW2IXn/83lrTT8V+i6HXfyvrbdrmNsgWZ6XiPX5vlvrbTufats14oNduKUSnv3+JNtSKvAtyTQIzHaVtCqIFiIVaxVgkMPTm9VRK++4gl76pE3rFRuAj4CQuu2UhW/teqtOfEbe9qOu08WSMWNM8zOkGqwAWFMRXWcQNhDF7OiutzO/tVDtviZt5W4K8FSIvNlsdFHHjDZztP4pacffNl6ahq7YLT+o2RT1crW7Sbb+d/cw3u8awSk6HOheguoQ2ZMQkSCs0rAtEKB0ec249gnEI0cm9YHkmESLMAyRlIuw9b1IwjwWljjRyCInmXkKwq2CqL9dC/+1KefXfnuCht71i3ec9Op6py2QF9PFIqQih/zpe1s6g4TrVLryo0r6D1S8M2jomJkRCTqBCXfHBQckTYTJEM2S6UuGG9YFw+USZIDWA6vAMmL9beMWQAMusmD3oPkPaqpqg7jNJnmT6/TPeyn15e1VtjQl5+x9fc/YmeXbmXrBZaaVB0/4rhd7FP7jFf7QLPuOdXUJG/XBo4DY5idhVN3ZmZge1uFCup6hcHXpVdc7dHmo2TYW20x2W658be2dOkavycY7xSNgKiWpp5l+lgzLZbQT8iqSBTBpJHZciz0ylYJxKQJRx7ueB4apIxQcTeYZS4tMdHdmXVO+mXAskvrdV4LRBMc9ugiG/eXp6yfzNmALJHoAz66guUoQvJDki/cggMsEyR4OW1WLmsNacUmo6NSK4lPKOjyGS6NpBpdkFUnANVlRNQmI6VIGJ3ZSjJsj1Ek0CHDznOWnXv3cwhHcIqMTXIq5r+fl5Jg7OiBcluVokPrFB/mNu2yFCa49hsxsNGayV/ev9sFLHtvcgbLWqf4A7Ceiz2dEZe4PzxP/nqXooWDYj17gKuu0uaQYSOVKwJQP4fCnOWikVdRhv2vwbKDYpdhx5rJI6JidFTcH76cJRTYA6AFWC6+ThGKc3UHdX85gWUdK8kD7PUmYLlLz3L4d+jZVFb9hxcX26O3zbah9Wu9L8xvSgKzuc899nKfDaG9h1YoDIk+4Iatv8qKKf/9hASdKRaIoEc+nIkDXAdYdp1BsI++WJN4Xz9njaMYC1OxJAzXd/ppPSEXi9Ip451xmq191H8faS9pXvv07k1qC5PTs6smisxyFK74pFCKcH6sAZxjA4AWr2s41n9g5rl+B7aHohhy/67XlSIovgy0BW3CLCveM9nA5dlxGuGNos9aywgZxUIvhafjBMhTBK5TnMmgmivSoeuELBTzyOhZjmcdJohinSskmM8eS8DjNL2LJTrOKv3suC+epNFRH8cNexvF4wl6f43cQoui92ouMJ4C5KlnOUBeEBLOKAPyfO52jJRyebHyH/Kk4mipALWAacBDuF0ngy2XdQN2ySuRKQNekccLXGLm6l4H2a06DLa6ul37OFBnhjNY7tqTHEar0ZMcjLG7UiejsjDYSkSKM7mhanTm2PO/ON74uxiV5fkb8nEv/MQkF3qtw6075kMDmsmtfKKLewDFPOpwBw9QnHukC8WBZEzmjD7HAfED2HMZdvRYhx+PPgejJq3dcrV6tMn46/ldp5kdMF1u08rz5EXyq2dftm3Xr7HlAqvlykFatO8MVi/vwsYSX6fM8wUs77n51lR27dlZr1r96F4Cy502qLxd84wFOuQ6XS3VYjetx6XytRlYrX1QBe9SfFmyGaGMXp4YP8L+u3yQbbvnKdYoRVA5xQXsvWTWNXDKGBszub+9eIdcrdP1JXdHsSrmxE5UO95e04bYHMmUaQOr1+cAKumd7udmtSIFBIoXrUbV0ynfHZhxXJ+R87bY9O3F3g4ebo/fcZ/d8vq7du9vn7DeAtuMvIviBfeJvVDXW+C5VUWEQ358hO0+coCOsNnHqEJcrFdL45ZTJsnhe4ra+t6yl19+zZ669yV7Wu1r3zh1b7taRYCfTZxk7S/MsZNO/IX3gpcqz2ylxW5cb/velafbEVtM0hzjZ2xR6Su2aIvlNvWlybZ+ufIpyZx1i7yHecVyPcd9Yl5xGHmhjsO8VHmZu2HHxJA8JxnfF59HDHlCzsM8Y8V1nwqjHIJ4AZNMLkboJidqWLvBrrv6KVuqiRlMP8Fe00ctKl5O2mmClX55H9tfv1On0VHk43w+4JU4SAG1Sv3jy7eZb7XLe5m9VaMiAbgjYqm7YnuvtPZtFI0uw87xkBwQ89okl8YgljnM2od57yyPdhUg41ExC07thkjY1iyUR5GKIE888qLNUxvAjy/4pOc8FGhL6HenQA5IFpmFcSL+PoBnZ8yhEMhzUNcocNH+QhER0qO2RmD57vvsFxdc4PvLvw2Wxw/YXyYXYpZB+oBk76nN8+BCLtIDt0JkwshjfJ4c8pVIvOphlgs9y3sog475ev6Qs7H55heyWAApXzF9OX7izHLqWQYk07Ps/abOGFP1TZIcgKWbi2UGOZylwzwiJDcOXAsmEKnPw/uJQ8ZNdTEPqg/TB2y+EAYC5RObnOSMLkMDuMS+GskuG3pBEh6mYZiOhblYGEREbwmbRTaCiCCe3V2b0jHmEVVuPOFBNHp6c/B1Bp9ePqQHqbBQ6PP2TTGquD7TsMv3HPi9Ksl7UAWWI3KPlnqbfdm3/Knd5rSrrHlwrSn/TpJ75OztksOqunfSTnai2OjhQ2S2pUHyfdX3OfOCC+07WtzWq7ddtHqxjVm5ztqUvJVLHlqNs50WcYvuXRvJj64VEgsAnpsvIRtW5e/yC/5mb4jJrtI8Zlwim2SwsOd+4+y9uatt3hyZClRW2kY9MLv0b7VTR3fYa5852eo6N2gkgRJXBZGVVBSpvNGzrIeVyuXf759tt/3xeevfr0IPT5JDKTQ0Sy6+5U4T1UOym/c8YoAAyOPh4TsPrj+8Ci7teuBuf3GpLRU6nfPAG1b+5gKrUo/K8aftraLAE7cAACAASURBVAUhULlytd1/9+u2cP4yXayePqqriSqfZO6fOf0wmzKiylZq5mAfHeNq9caRANUzcN6lTxh74ShNAOEBDmdF+mWcBU8Byo2xUs8yx8SCC2kzD7tWJ0ZfWgPITjDa8tnMCqIDlIR96+H59vp1D4vZV6DSZzBaJlxKy1TcENg6Zif1e25jyzSwuk4O0oyGyPP73GwL2THst4K3s99IwXVxXEItOQ1ugpnZDgkhPbeAZ6p4MRg+qoNxbd1pOJ0/I2xI5DhWzMOcHaGIgPEZn8mMR31f3CQ37DdfsNX3PGjfL5libW8t1vPSagfN2NYOk3na8pX1Cnil/j55HjXVxahORpCMebwBDltUae8lsHzrn2/8iJ7lIrM8qK8UAt/+oU3YfIiPZqBy60kvRT7OU0UA+hj76R4z6iMiGAyu+vSd6YyRLgR1nlXEIbDoFCUA0Sns+TPBmmA+IBsOSTtRkPtM8QdGCKfdar3HUt3Ho/4+z0bc+KQXRZRrqYgTUTO79nuCSIKaQLHHMK5F6tsrtpJEkk7iS4uIt5l4JIZl4/6hhtFrJIddwLKzAOw+/E1U6/yzw18BkPrPXidOhlFh3I5IVAmjFCijyMfHRjuOG4O0t9iEHUbbhiH97KgxvW3y1FG2SGPDGMMWbFxIngGKa1YqyesPSxmtPnxx7RmJgmN0V7MQkof1ciWHccZRtOiGHb1h0ePcpddTGxZrVmIZsSZRqIr3x90zXLKLzHIcF+skXK8B/lmN8IHXCw4eUXBiZjygG1WGj1dK54C0sMgsJ+BIcTK/DrhO78VeQYLFncWtPkvMnVl2N2zGthWl5z7TlbFxzH7XeuUZXrJkg13yi3utrLbKlmDst0HaO5/XG+uF9eFySiW/rsDidUetvJ56k72gG60H/BH7Yf597n5er+zRKKZyMTCDcfZwvhwse0LGcxeFp9z36kUA1xfrnGVk002Jajf1NfYf0sfmSil10Sen2jA9mavlZFkuqWLM4C4yue4roAJL7PIUCSgyx7MY45hSfSAVLbxnWXtGERTHGiBG8jwTy7sWUnB2hUXGeOfDMmwMlQC/wcgHa6/16u7D2fWatRSvhxs2eVAcUxTBYgQae0pmnPO65FjZ19xsJ315m0HqWWY9fWw3bO9ZnqR7Fj3L9Jp64d3zF4EuQA6tFklOnVvdsgGsx6UCs5zcqt37Rkk5YAVQmYzBvMUj+dLkkZmZgc2u1+E+HUoFL5yg6vKRcvQsBwPMv4NZzmCV9QdohXkOAzLUiT6SU7/n7swpZ8Ssk0c2G5LFd+TDIR/PKkMncPz17F0TzHf0KmvxJOZ4k+OWzBfyI5jlnDcW3cFDYRhFgWz4FSO08rzq8ATy9pXUswwJkwkkNzbTmkd9USr/lBIVlFG7re7X3+acKKPd4w+z2pUL7XfvLbIhFZ32hkDyMwNq7EAZOVULrBH/PrnlJH/GX3n7Nbujor+d3atWi7uXdetXZT955iXbtWmd7Tpqkn2uab0d+c4i9TSX26979rYZUvr1llKwm/I62pb6K87ss5lA92X32daX3Gn1GkHXnUKUJqrMOPMwmz62l53xw/utee4CJYWVrgggP24W6XH0d4/UTOKetnhlsyZY4JliNlhg+RUVA2aLnHhD1/fIzkYboVFCdfKPcUa2Uu79Pk5Pxl+jx6mwOsBefO4Nu/vRF+3ua2ZZb3laoJB1l3T2QrXfNdNBKOXMTsftaSfsM8bmLW0U2aJcREWBnjKJLCuvtf0O2sfzm7dff8luvv4Ru+2GxzU9pNKmbdbfbtPozSevOcOG6AGcsdspbhBWJrCMh874UbV2snLB/nL1Xrpso9UooKzou9ZWjVxpQ/8xRvGV0XwwvoD8mGMd00twyw5ywqdw4Oei84p8DDNU5iSHARggOUY4qWCb5lO7W7abqKI4VC4l4mqJ9oQf/fwuK1mwWi1dGGCBiVScW91o03YcY185dX+r1fpfRRFC85dRxPiEGyccFMfE/lbLl2itrvnCzd63Yc/r+H2fUiwiR9XPyVHIxSow0uK43DjMMx8HrzDL/JwWOa5PJlKIUBB7FQLZMQ9Zf+/jW5FKl9tfHnjTbvr9YzZQOd2AYf3sjHM/oRZxufrjL0TRnSK43gSQnZlpP+6U9/E7HAdtTN6+6G7YGJ5V21/unmlXXnlR7DXaeBctWiSlglpP05eK+v7lSVmrrkKFst/Zs2fb1KlTC7/EnGWY5ZBhIx/O1uK5RwMglQwPCpU3PfxUDhUEG1XBGdG2xo7WnOWLh+6p3TLkO95zwUaaAn6Wm/DBDpYdlGoT9JJ4yKHZHKnWedWR7+7chgQ6zBcAlAGKQ5LCRusBzsFy2NSHI2NxNiB9wuGIGPLrGF8QANYliymTZct2MzKSQz/GANIuHedG6XuuXEZPLL8b3x14pyCMDMg3lzSOJf/c5ywniTiV0FaCZJI1UVmkAhkAOGQ/wSwzSzLLsIPdIxP3hMILEEWwTGGCf1O59/PMEm+qfDI66S6J9ODxw23wLz5tD33lOhuwbJlcdSt1TBijhSSKamiPjWutfqvxttPR29rm779v2z78F/vhEV+22X940FZOVQ/0b062e156wWoVwH/bb5A9IQZ6NwHSKQJmY3V8fbQ4O4QO/fpokdcLWA5UYviaKkbXX/Y3WyaZDLJI7llTszQxyLoEdnuqar+xb4V9dVxP27/nKgX8r1nvlg1iKbv72CUq6z5nWQ+5Bws9ZNdfdL/kJsucBWoWQK/Q59PLPHZSf9vj+L1tR8k46fGgh4E7SLJLstOu9VRTV2aPqw/07gdes3eYLTxvqSqoVTZIgOlYOWbvtdkA+9mVT9sTtzwhRrzWN053NO9stSWV1fbtM/a2yQM0F1qBFudDAq/P1s1jnOgHBkgxu9gdEaMvBXkyToYAXkaIZJDszyl98M4sE7y0ASrpw2SIyhw9KTH3OIy9qMyVtLXYj864U3/XLBfwsmiP0LPBiAQqpkOGVNjxp+xng2TksBbDCrklIjHMo6CqFEwJyiRta3V/GAZPZZBKq8+zg+VUxdK/yAmUuUXPcjyvzAslMAXbHAEX07DotwlHRBJLzNjoM2Jj8ntH7zFSKqSI2jDWdS+3ce++avf/10V22cidrUbqgVYF8q99fW/beuowWyVVAb3OjFtxYzakOArEHjCTlBXDh5wgdzCzT0ZQ1990vV3222v88D9Khl3SrcY2G7CXHXDkVNv7oCna1GSGQQ9MGsjOKDEtK6tSgaREUm3CV5vuDU8m8jYqpR+UYa8VeGPTK74eoI7RGwA6NjieYtYmEuRmrevuuoY46r4gwH7iTc/b5MdftXJAgxYt0sZowQjA6qN1iDVujpWBabiox/iUIogOZIxhFwVO0GnEXIcT+r/shp2LcfkzWO/EEx9p1+WzeR2VjStfCq/H8wFOKbzuhwuDrHWkzytXzPDKLwoFV3aQNLQqmZ9inzhup0AGuubNYpJ9vjc9nf4WUVXmvrOGfHaxI24/0sQUI79C9r+pKROyNtQHuaeTvytRwuMGOFq7pdrYXVrPJdT/Q3EB8Nx0djG9Y0gnuzLOAewA+/EMbcosIxtAOYEpXDoFvxbdKYyoZ7lCDHK4Xof6CsCGPBtJnBt8BU4vMs5IzEkC8uOo33cZthKY4rHG77sMW39PjMmjiZw1UNxDhs3zjjXCW0p8fvj9P6tAuNi6yeyxhxglPjh0YHxFDzJ7cVZgeZGI3nLkptzPJFWN4kX0Geffj+XFfsXvAxgxAAypsJ+bM8txfShyF87Z9zIdrwAP+zf9wO3aVzr130lbjbBXBw+x6Vv3s7UH72CT9d6fXLVK8nFJHYkvLreOGJoWiLMvMMiu1OGzU06CuaQ7pcPYd2WWXYad2NouTD4qEtgdVCFdwTJxrk1tMdWFkXNRLM4ybEwJYUQ2BcsU2cLQNHKkDJbFLDlYDlWbX0GAukA0fhesjcwsu0QfN13FE4qSXQ3pODdiI2B5xrEnyuArepZ/ft55kmH/KzfsYJY1WMefTRzyHZQBUmUUSQ7FdA/uewbRFNpKyLm87Sn1OBcY0DDcCj+ZLm7Xycw1mN5ovfMJKM4wd3HD5t8oD4gzXp5MPgquxKOnWHmtj4xKrtGpvc39aFyOjaN/msP8odyIQmb04TuYxbcBsshl5uGXE0w4uWQYduXRofQmwxT7uobxJtZSRNjk99L5JLAcxmLqaXYVJPk0zHMqArgsO8B/qysV498BsvMIrmwkm0dbhUw7yBvt++rFhXTpVNtV1YY1Nmf8OFv53U+aLVxm32hZZy01NXbFwfK0aVprr7/5ks0WmGeP7qW1e1afGntmpZ6Xi2+3HqzlCQNlGHuk3Vi/1D5TN9S+t36Z7b5whZVI1v2O3n+EiugteD4A5txHhHGj7XbotgLMtz9l5y6eZ3dIHl09eYj9YIRoVRnczXr8Pbvpyr/J0qhMRZcwhmpRsf6T3z/K9h9SZovlNzB0QLm98c5au0+Mwa1jxslvZ5R1Llxs32pk5u4C23q/XQVIh9msJx+xhQtWqbVLXjaSkZcKDHdXK+EVtz1tb9z7mvugkNO6ukpax7aWJvVnV9pxJ+xgYyQZr9ZuROGL3AxDL58X36PWtttxe/XM1thaeTccecjZtlIzkzs1H2mNnrv+vcWw0n6hGGOrVrq6kJZQCplTD9zcPn/0Dp53OTOswtyaRcprtlloHbpeoxYMtfVSetbqepEX0EaESzbziCnOUpRTW67AM+qVaIejVc1zKL0eo6ci7yLHqoYJx5jVwbbAqPa3EuVCG3Xdbvjrq/aeptN013BnSvtgHeTKncpVT/70djZAM6tdVu2qPxjiRJKo2AfWcpdp5ijrc5ftNtdqnh9sdc012HT6HkneSfwj92N0VJtyWO9ZhkyjOKo4jDqKfYaYxG5CvkOPM3/PfsTnItfGh2KMxnbW9e5vLz31rJ1+4Uy1P0pBuny1jdZo009960DrJwWnHnCPecRc4rQTJfp7mOUYORW7Fe+J0guVDeavFA1xw66RZP6W2++yiy75Dw2+glmWG7be1KXN2gTpRfaRAYVeDBrmebgjeGHsAThEKt0odzzmLB+14jm7RG7YJTy8gMBCxY+LpN93EBiVhW6A1ASWY0MLjiBLTjLDzIbn/RzY7DvTHAEtwHLRbh8GmmOnLxj3Sxyo3WQrS4hcUk6PVrDB3Cf+zYUtuk52reRGZd6/km6coyy4EsKudAGq2ZDBZTosTv2cmc/OQsLa6BwYLVVeKCLEJhEyd4IdmwSjBFJPT5IpIX8EHMcy5CvYGDbSnISGBClvtnFeMVKrC2hWDbJdq3+LXSbZUAHJe655SvIsWIAwSIvCBr1nmmcm6fPy3baxDvU17HnfP2y31x+wC8p2tSF13WztCjkB/vjTGsDe1x7T+fxq4gTNxn2ejn0hs1obctXfbPcth9oh6gmp0c12lkcP4/xyJUrrGmzeU3Psj9c9pyAnOTYGDAo5zD1epLFT90k+U6uH+DP9G+2gEe32ynFfsQFiljcy906VxtWrmUsJK4nxgno55JJ96W/uU9Bc79JVJOcb9BAO2WyEnfWF7bR2I3ngoQFskqX7A66AgyHCrMfn2HVX/sMquDcCvwMFyg7cabyNmzxAhmdyFpSpxUWXPmHvPv6K9dD5+TgxgaZ2BbxJx+1lX99lmK1c0+jH4uN9HCyHwRfJKj259Nu4G7YbfNGfEv0UeR5wk5K/MBHRA64AQOJLMIHZBSzD/tAjXKlguE4MAs7S9KhwXcuUjf1l0Tr769l/tRoSSjbz7hiM6PlVr3K9gvQ3vrWnbb71GL/OfCa9imsExCp1PyhiVLvbYsxZZNOjwgj77ZVBl9swUxucXBy5Qq8IiR3HTQ8K7BgMM3/D+QLAfb63zpN+uj6SUHHvCOyAZhg1epX79tN1w7RNx7BGG+joObPt4TMvsatHqyqumXoT95xgx8kBuUbreK1fR1WxlZACMBgfwPfoWaa3NFonOC4eFtj4GvUs/+m2G8QsX+tPzkfJsHuUVNu0UQdK7tpowzcfYV+TtL5DBaA6JRGw+a2iwz73/Er7vG20GftMsuXaIOrUQ9uiNbaRfkiS28hrCyEDNqsMZlmvMyOdL+9ZRoatpd/HjcrUs7VwrZUO72Mvzt+gIkyFTdG4m+++ssIGPjvHhmoU2kZJonhSwmHaA1KAtP+LZNh6AlUSl2KB+a1aMN5XpHWi1N+O+sxOts+Bm7lrJYZ8mIhwnhs0LxIX4cSlexhms8TVFRl2EQp16UHWJokZSpgphZFX7k1Gnl10w+4qw0bCHPeHzwg3bEDxprO2Ucjw90V5doKT+t0G1rWKQQG4ur5elGHDQsM8555ll1t/yA0bB9vMOMd7udP3JjLsWGMOihUL+Uh63wp91Pr9jx4dFcC+TLPWHrr7RfvjHx7Xft4zGC3vf0+FCd9TPmbPci6YAMgBv4qVYdiVijheA0FyzPkjxvYz8H3M45bulu+BXZ4f7kGn1n7j+vW22RZDbevdJ9qshevse8dsa/MlidTEQyupb7Ry9dS06CIRO4vO9MTUeCC5p/gHhMGX1wKKz6KuHzE2epOdAw9g6m7YHwbLRTfsTcHyhw2+YGEAy/QyU/QR260PDsgH2IUZC3ffGKFWBMv1er2qAJZjLXmbQQK/0WOfciaM7XSsHx4dFa+z75HYdgXL55//EaOj1LNcVzNZR6mJDw4CU57n+Qu5mK4oQhNUa8pbYDoBl64kTJ42rphDceJERxh9uUEYeY6uAKRDwYU6zRuGmfWiec43k8FsKO7oCY55xnzPc5u9p1ngM4+uCgIkz9GN/Ap5tI8CTSA8G0/5aClnHsOgzEedcnxOwIQykmKQFwnJETnO5NYdxYP4e5dh+3EH2eHgN4PmxGy6YRnHncAbINlHUbmRGXkk+WJSYiYPnJjoEgXSfF5Owvjr2c27i+FYko27MS/FKhXwTftP9/YGlT3KrVkgrrK6ykFf9Yn72clqfxv3/Hx7cavhdu6shVZ3zd9siMZllmt+sig167VyiT3xtWOt27mftgeuv9NKhlXbYmGW3rRSqThcp5xmJWCNXEbrsoZe6GUqaA+usHt69ZdR2Eq7v12eOQKjW8xZYmX9yvw5v+uP/7DHHpwjQKr8Tb2uFcr3/uvbh9qQUb1c1t1NsuyLz/ubzVmySqMia23+dV+3mYvmW2+dz9k9+tg5W4+1LTUS8rnnn5PSb00yzFIrl8iWl15cJDLm/mS+SrFDeZDyIuTO2+00wg45akcbKDC+YqWOkzwSZQeu1MxRJnfRftO3f4VN3mKqPf30G/at715vvTeus9revezQn3zS3tbnPfDLv1gFakw3qIqiiqmgd+K5h9swzXMnx2HUUy8p0ADBdSIG5mz5rg2Y3996vF8t1+4wGyT+AtZFnPu8ZwgFciZX6WlvpPiZwbIr/PCOUa5D4Z2cBxl2ZqYhj4YojsxRLnjWC4usWS2J43TcTXLpRllBi0i36jL73A9n2M46v9UbUc4x8osif7huu5xZeR1hhTY0lIftIqkahq6zJbWrbPO3J1ijnjUs/Dg+yIE89hRw7S2ECmJEXHJCRoRxXsLr7gsVxfOI+YB9igPk4h1SD+6wy442YOBQm3nXfXb2V3+v+4fpV5t9+oTdbftdximn1ucSuB37RH4M0QBoJx5F1A4gjqS7heIHPcsUwbxATC5Ya/fc9ze79PJfeTz9D5hluWELLDcxl4o3dzdDgkZUxmI0QGZrQ/JMMMny43rJPYe3rbYZK563S4ftrh0CGUkOBgH+fBSS96SElA79e2Y3vB4NloGBcCBOgAonaL7zb6QuBFIfHZVk1tFXUpTU8G8fRE9PsgrkBJZmfSZO1B54AMmwwCQA+ki+O+Dlcz1Rin4mNu6uEudIfvQav+sVS4JYSMbcCVg315nkgsQ75vq6HNsl4MEguxGGy7SpfAdzHEZfFCXS0HsAmV+v/HMFZTf4iuP0yk2qsHJYLtFhkVBF8Wp8Ys4LYDltIEiYvIAhYKGhkD1KKlQNyn002nCkDvDrKynMqxoCbmcebfdXKwi++Kqt/sXFdtbQ/a1s3nxbr3u7i/pLvnDSHrZ2UG/7wWUyvVJ/QQ9JJtaNHWrNf37aWtU7XH3YNnb2AZNsWYPcGRU0vveuHjjMp5CRMJxelUDAck/1yE/cfKTc+ert9ddWWr0q8Af3bbavjey017/0VesrL76NMjhyZpmKnPfaKKgNrLZrn5hvT8nQob1UplsuSWy1/hMG2KlnHGT9ZK3foP5HWDuAVZa+leDUqMr83x98Q0niP/S/dUBKuBqP3tUuOE6zktdu1FJTYGpU0ji0j/1I/dANd85Ce6l7JwZZJg+9Dt3Kzv7CLlYjl7N1OjcMvTAZo9+G+cr0p8GCUxVEnpklN17FQ1JDVc5n18VsOO9Z5hFICoeQl0QfLiGi1StjIRciUWrQefYSK/70y8vt1qse8ZFbuGPmOY16Z2uRDH3YuGF2xtn7u6y4WseE/KcWN0nJg+mxZYg7xwjLzXVFuokM22ci00PDsSaGiyfAEzQ9I2wsuBJrfKH3u3AeOcD7rGzGGWgjpbrHZ9apiMBGiAQJ8AzzvFZFhX6ShDMTksC8VgZfc2/Rvbzhdrtuwt7WKnnoN87cV33WY5R3izHSA10jI6IGracSAVSuG4lgBj8JIyc5ZTAfZaXVdtPNN9nFV1zlAfKjmOUe3Stt6qiDFX80ak3JRR8VZ7rLNKi3jNO6qTq6cOwwWzJLkmiBvRdPOdzlCZdOH2I7bFxvy9U7xciHYi8h9xL5b4cNUp9/h45zo9YUgNmZIAoqPAcy7/iJ+kQfelW9hINkFvLuWqvVTjNwwwarluFdidYwbr4km53KvJHs5Q3HZYH/WwZftFDIp4J4CcjxVee3mgS3a88yq7H4OqqaTdywM/DRucfrAIaQ57arMDNv6GCrVIz+0YytbWGJ2j3klt9fFbsaVfJJFigOxfuHhIq1UwOYSPNvC2DZR4jEsfj+m66rM28fcMMGZNCbR89Xcc5ybKLOOCOH18YtYYS/Wx4RRUEXz4GuJk4YfzlY7vJ6VMqV6LjBV2zQnK8XvegPRgWDNNcBaBRjAyzLDTvNWS7Kp2PMFaN+AD9dmUvmOMNI417rhYCUCPD+bJ7Ic7uyihTr+CLpysyyJxM6UWLS4MGV9thDr9nvLnxQ1x6TKSUxMFpKLr0v2WNSZvJUrMGwy+XW3J/YMeklJQ/IDsd+75xx5v0o+FF8La4lfx2wzP7uJx1FX4rqXLNY37HHhXJKCbj6MadtO9iO//Je1l9jXVahTtBz2Yyzb2qJKKYSKqTomQvH6GKxO8Dyh92w87i2UgfFUYjhK8Dyf+qG/WGwHBLCrjLsUPRkP5RYHx92w45jonhEjz3zwjftW6d9owiWi+vYR0dp3VOUASwvEEPH10cZfA2vmy5mWQZfnfXhOu29wZHvtWt9hLFX+KRk0JZ71GGWo/0iGF+UL/Te+u8lxtfHhCZyoMDU6v3DBTuBbGeWI+90BtsNuug5DZfs7A1TnJccRrSuykpgOnqBU76pBRLjSUNN2HXOsqvvnJBJYJU8lXwNN+XUasIadhm4k0dcj8Q0M2LKSY4wFuvqZg1jzu/TbkZLTLhhB8Oe2/UwBnPz2qQC9BZBV0dm4zEKrZFHx6irlFcn+blf12RSW3CZ9p5nTPH0PpJnd+P5xFFeI47w8yltb7RKvc8T5wgIf3Zv69TUiTHH/tz6d2+0ejXW9mDkkgiTMqkLnz/uYLOTd7eH33jHOvCK0ehO1mubvpcPEspbpEHMGhGl4QSeA60U+KMHuh0jrL4C6JKFEytX6bzqFLcolDNu84dn3iln67XKASuVRzTYvhr1dvSx02zl4ka78bpHJKde7CNWtzx4WzdnbVUL1iDtr68o3gwXCUCOWidGmakdPmpJKh16h39/4eP2lnqWe/TEV0Y+PGKUO9o0RaO2xn5wwVG+nisEuiFbULXhGcCkEvYBwGeTcpmRQ6vshhuesVt+/7ByzjpbpeMbM2MXu+IrO9vvrp9l9/7hUSuXpLc7bvF6/ybyrM1GSWWoPEsgFBAOAUARbINicI3yyzUdjbZs2vs2eNZIqegwpCUWAc7DWBXjUHIlwHWpjq9Vx0Hxk9iOMoh50oDwIHqUc2lfASySa0Ge9NDvnTdiiD3xy3tt5LNigoEqAquocilSoTA54pOaECATMmRQMNTESJSKeaoKeSX7G3sM4BLzSUZosmcunDrPBs8dLDZdyFfv6wZg7sKdDb5ixGiMC41csFrMPnOU3Q2b4prjPt/cPa9VnVaqUnJgPZOSUuLPslA94z85b6Z1vr9chRKNqf3GgbbdZoOUl2qUFDYaCYOxN+c81Y3NnKEm59J+5W0VUTCHwHHTXJ1PL62B2++aaRf88j+cszxh4D4uw4bWDuY3Ksx57l2A4/TQpuDpQSnJsBsAy+6GrTnLAssdWMT7fLuoGKdr5IAg/ztX30l5nGnWRXZxl4NlAk0A7AigVC3DPCJcs6lWRnUynBaTPDsBeF7HYRlWl+9I/5BEeyEAkJylRQ54iwZfnoxRhfQULMmvE0CNLSgATQ5uXvHTawDu3NMTBhDJaELHWi4Qgyt2/LxoEAGAh2nOYDkqjUVDtGyAkXuDfDWkY/GeQq+Yp2oovdguRUidlEg000aTxxJEwI3qL/0tefQWCRJSejbCdj2Qk2R6MOLkPWwHvX+t2Ncer79l7bf/yc7suZN1f2e+gKnkqQKJg9UrtsWUIfb3h+ZIfqYeMuS5SHG1yEv0vVlGApWSZzfoCcEIoFwSFDpsOt0VLzbTqKxS+UPaBkArswb1Smy38C07/hPqWfzCV2xIw2pbpkp7fzkmk/DA9jDTro96Yn4lhvodyU16SjpN8YL+sxNO2t6m7zxRDz6V3jCiatX3Kj2U10+MZwAAIABJREFUK/TE3Xvr87bx7SX23rzVzt521+tNGn/1+dMPsqnbjbKNctwuV0CjT5cH8mffv1s9kmvUA9dTctgWe79vX/v6N/eyrVWp6+HGVVQHMWVQAIb9FmMKG+bSJKqXJNFUD5vCSAxzBEAz1ThXB/j6I0kKJ0KCTbOiYU8FWQfSBBfMnhS86F0BNLcJLDfUVdmpFzxk1U++ooy4VtcTj4EwtatnqP2kfvaVL+1jk9VPzegD2O4M6AmyUVkMKTh9j5W67o36XMBFkyq+5d7fmaqBQW54IYn1jlQ497m4SYOuMbED8AoYBoATeGE0qJayIawXG1gDs+zGZ1RF4/oskzP3oN7lNvv9Bnvu7Mtsyur37LKBO2mzrbGvnXOYjRF4LFGyh/yawNrONVGQanHzBmTIMN+wlKEicKClB5XCWKnA8p//cpP9/po/+PF/JLMs+8xpIw/0teIFKNXXyVDbYTvVKNSosWe9N8ghVr1fMI+vHzjdTj1pTzuxca29L/fQWm0OAZYTu62r1aIK87UjB9l0jWXYccM626j1p1NQP73kuTqH7939sgoxz1o/2kKAFb5ZKQZgGoJZAtJgbclugORgmYSRM8nMMqZZ3PNmr7j6SDmYG5bVJgZfABYKRipywE5QDed+OiAOcOKFK8UHLxLSH+yyZAp+gGXic3Fmc7yueOxgOb/ehSX0dcxnKC7qYFZKtr77jhNt0CmHaNZliR2D+Qq9BvoMJM/1UnHQHpAdqSMOwyCTdASzXDBAglnuCpYLjH1ikP8JWN7U4CtW8qZu2Kyj4uvZDTukzWkjpmfZ3bDDJbvQl+pgGWa5C4NMfP4nr8dTlMEybtjsXZtKagHLgBvUGl3BGwUtjjuOKb9PnrP8z2TYwVZ2lZJHr3mwpkOGVdlVlzxoD0iyV1tX7gmSz5fVvh2IOEAuxZPCnGWXBbOH67mgWNNldFRR/QQoUZxHbk3bQC7xugxbBVksvBSj8rYazHVyw+6inIBB2SigPHmLUXbmDw7U3+iZV0xXTqWkXzFSz0pNkjz7bhiX3NmiMOz6eGC50O+rWOXeJOn+wDLRQvTBecoBoqNguKnBF6ol2OsuxoAFZjlGRCHXz8cZoJje8SgsdGWWN+1ljr0+RkFRoAyjOi8qpMILyX5+nbURikRUPJji0bcusPzpE21hAsvnn3++nXnmP3fDHla7rfVWz7KeTGfme2AA5LlDgMHIf/A5oTcQBjaBS2eCo6fXQarnakWw7aCUvCjlj2FsiqIOxjj3lmLoxbpFlg1JAAgOIyzAZrEnuYsLtvckp/sNyVMAy+Gp48mzEwgBvlFEIht30sLBavQEO4PrjDEuzrhVKz/j377mScLjPHPLH3OeYS4pInAeMSUljMc894J59ucjmOYYJRV+OT6aVcZUYZCXDcdk/IoBGPkjrTJuqIvyEHBPrpvIKdRxiUF34z0+t1AEiIKqG3t6Hhry9myM5vJ2kRR4vVStWm7P/+TLWidtNuWcP1rLQOmq1YPLHuMu47hYq3f22KOnWP/tJ9skeUQAfgaq+Lt9r6EMm1fwabE/LFtgZZrA0l/PYusqEQlijJcqPlepEL5IpqYoApvY61UwXyOfhkGDKm3mX1+xO28UUSE1HzJ/4vwWKjy/2befdb//WSuvq7PWtevsjeP2tusP38xK1Xtb0V/MtNRplSq4r3U3bIFI7a91apeq6zNErOQTdvWlD9lA/V6zeotLlOMyurVDpjyflZHsNtOHS93W5Iwv+4GDWh+tBWMbEztmPfqOrdW/X5KHzqqn3tCzU2oHHz3VmmSO2yCmu0Gs+ItqV+kh3xque7OuF3npwV/dX4bkdXLNbpZxl5R7Ok8MymjBk/rX6lfpM8ausRXVG2zyO6M1UaZZ5GSQFxh8ObHA5BDAo54rprkgx86jpXyUp3InSIwAf2KsVYB101S9z1OaAnPWnS/Y5FfltUN+4aO7lP9isKaJAHuqrexzx+8mAqde65HRT+Rokkn7RBFcuMNtGwNCpbl6f8xZURYKTKuovb7POls8fJmNe26CWg4xlos5ypApTLtp9znJYXDoI08V5yBAmNbiE0vcw0pBgyKvghO5Lyaw5LOAcc/ldNyNktud+707rXH5BivV+x/89QNsD+WxGJ1lZpn35/fJoR3M47HjeXLyf1Hhmm2LgmJBoZmY5btnzrTLrviNx/j/gFk+SGC5t8uwXZqcDKeygUfu4aAy3IOHPFW+ApCpZ7mtwkZ3rrBPwCxrzjKylejxSBVezD/8fYOZ7abvYfCFyyrf6Q4m2YsASoBzebSD5QDPPr+TwERgILmk+pcCiI9ncgfDcAqMEVL05tGbTLUxTLcK451gh5O8m0BTMMhKO3h08tEPHCYb8RXmPWzC7oYNIPX0M3qrMnMcvTL0MPN7RWY5g+mY7UwwVJ+wy91zfzYW98iGUs+yM0dULElGg1nOADn6ySJjyqZpHEORWY5+xqi2piqtAiySDJfCeX8OVU9JdtUrillGiwJQ0+Bq+/K3j7BDRlfZO8tlitWn0hoWLLJ3Tz/PLqzZ3vq2rLdmbWAu89aDgBNpmQCxnjPfcJy95c76MxPVb9gFnHBd5uTFAFwtI6iTPMFKBMOgnzPWRAB950Vzbdyw7vbif3/Xvj6Ad1QiryTYWVskvKrgDZVxxCU/vV9ymbclL6rU+dA/U24/+c3RzsJ5/V7ZCfPbmnVx+omxfkJs5WWn32plasLtSWmL66fj7Cl5eseuW9mRn9zG9lAy2kzhRiW8t19+337x0wc8OW7WMVcqyM0dOsi+ed7h6tHWZqg8hwSaHjn6H+twefYqYEiaHZAKDLgZAaCScUx6PYydgmVgRl0WLuDgx/0PZlfABtc/HUuLolildNcAzApcsBWsb7r/dXvlmn9YjaTMDZJb05rglWxd314D+9rex29v0wb3jWKEgjEM3TpVhDkmRhC4jMZNxsKIwYfM6/c4NoIQ8hxXLiQn7kjm/E65kzOgH9aC8yKxh0WLXu0EltMGwGcgQ6eQ4aoA+k2Zle0bRZiIlakP+Bc/e9D6znrCtm9aIkf9ney/vqRxX7uOk7FXo492aRJopbiBd4BXDd2sLcApFc0MsIILQ57D9a62W/50o5jlq/1efxRYLgUsS4bdKuSD4QoFtmya5zVNZjdr8yGZqpDz+981puO7cm0+oVc3mytPJJjObBLUwZrSH8zXnMij9z9ATc0r7K3ZTwsgAyLEci1rtIMfmGvDH3/ZBqpRqUVAAJjbjIGiHzvPCEccvZ6e9HHtHUxEQPp/L8OOZYYDaYDl6P1x2Tpg2d2wM7PsP05gWQmcYtHHccMOhYvOAaZXyS4o8n0NZDwcOf1R28nYln51qQoclAAA6JciCYQpFlj+ALNMElXbFUwQXwDRmGlpDcW7xHllx2hUG1mG7Zg19XpSqPKRUhkU67w3MgZIa4hnAQmZX1f9fpOSENa9y63jZV9f7oatS4eEznunfM/SMwKDLABarYSQmJfBCuCoXq/X8rreP72Vf8Z6PYsOlpNxSv5sRhwF47wpWCae8IWnQPQUx7E26v1ZE5W6HozL4pzdCTnJsz8ElomxmO0pSbviogfsuaff0zNf6oy5y0zpeUzrIhdTAiyr4zyBOv8Q9r/ErEXPbVqX7Ju43GrNkKjzu36sXjyg1EZixdoLQ6YPMcvcHwWjdmWwlTKCPOMHM+S7UKnEFGY7+oBpCyFRy/dhE7DsbM0/YZbdyAsZdupZ1scAyAGa7Fusj64u46yxEvp9C67XqYVCa4PfJ8Z3BctIJNsY/aL7UBwdFf18tLPU+VqKrm7aari2KE/qFDfCbC/WEq8z776GNgP/dxewnOeFp2P14r0zzuGm2/UcuO4UfWiZwefj+C+ebIvU3sHXR4LluhgdpSuciq+oz3JvbFxXcrMgKAC/KMRiWoozy4C7BOai95iiOMXxBFod/BXVbsEgC7Qil/ZcL+TO3oOb2tTCKDZ8DwDNzgyTA7pxUTDN4R0DKYHLcgaL8bk8FuRfgM6sDKQtjsJh5EiZcc4+NqFWDKO6MK9z0Jt+z4sHuCwXRkaFyaKPKsojr1LxIJh4WnT0XHGeAtntmsOcmeLck0xMjp7lNOoqtxgWVJTsS7rHWSXp8vXoeQ6jtHRdUnEhGOxkjus/p+gQ3wVhVJhVhXeHKbb7l/e0+0+70So2rNba1LxhHR/jWumpbpNxb6fMYNt33tJ2nS6ArGdrzvRR9sidL9mEh5+zOReepukqE+3Zhx+xOyeMtHN7DfBix+nvLrZdNGa0QuoZClerxPz2RratZ62/1iLX+w8PvGLPyJjV8xYmJbRK3SdGuLRfuXXTnl+i4ztMcvF9D9pM8m4ZPQqEY0jm6j3c4rUvrNYEksFD+9u2O+5m9931iJ2kCS+DZADWBIknozO1Kdu2n9vJtth3mm2n8ahqhQ1GGZ8U1H+KtQP7l9uC99fZLWKMX9OoJT0xPvd90PBqO/CAqXbEEVPstnvfsquvfNR6K/iwDriuuH0vFQN86g8PtW0Gy3tbjpD0/vKsuaeGiucBhiEMuLKl9t7kd61/Sy/r8Uofq+wbvc3OICtXwiOG51WpnY+2os0IYyxAMr3MGGQ16/OInfye55YCkRTzzrn6aWv6x+ua1KI82Pf1UNY10Yus/e2rZx1ko0b19VFbMRFCx0OOilxZMQ6yCrIBkMwX+xY9y+SF5YwoFeZbspWY8WdHSY1L3ohhFn488XfErPCrYe8hHsQUBs9jyX2ZlOKEHvtAyMhznhk+CzDcPe3Jh16122562ror12W+9ymnH2wDh/d2ogQw7vu9zo3cGXk358f0EIqvbjgLKiK2UszDyNcNckOGXVvdy/58971ilv9DGfYE9SwzZ5nkHITvMmwFg2Bzs7wzgzpVxuRSR+WMihkPaYMklKM6VtuRy58Xs7yH+jrTnFt6SrJsRUHWZTm6aG5K5dsmReyMRiPNBaAWqo7ebxJGX+GOncYsESiTC2zIrovHSGD33uXsKEjfjEulcXuVBIHAzu97n0iA6QDHAJXoZ3I5bPxfhqiRnHoFkn5gmOQs4SaJ1r/1XpnNhr0mmDcpSJWpkofrn1eiXBIeQTr6hIuzogH+bmSRKpkhswxzs8I4Gq6XLxjAcmKWfQOIynSAZb5zvtlsI6qm4cSdzNu6SXatwET1qu3dNc6WvXrwLmbTRth1eoj6DK+01uWNNm/kQLt07kI77eSv2q+HHq6qlfoNYfz1/nCMVGUxaWDD86TIL1jYcHBFfSAI95175/cymZH5sYWcP2RVVFCRYalaJiC065r5NmnjfLtg0D42fqKMlzQ/86gJtW5wwoxeHsJWocyLz39QOERyVbGwrZrRtsehU+0ozeRdo15mPHXWSCdcqv/2kNNVsw7uGfVy/OXW2ZKgEJzj7vqZ6HdXa2zBUV/awfY5aJq18/tChD+9+WlrEHNepUDtD7wkKA0K+B27jrUzj5xum/WTg6MCbh/9fLVMJpDWAP5IpGAg6JGjbwOJUIvYWh5wGCKkMy6N5F4pyOSRQxSUWIMeZBTUYJa9kqjfrVRQWa/EeKAYuHvnrLHrz7/TaqnsJzl7udwF10j2tNseo+3YL+7tczpXJ1dnemPciRrWCpDsQ9oxYAiW110LYYd9vl7MwitX8gV28QAHyaRjRSYLe+kTCPKMPFo36KPR39aoypmZZfqgkUjBbpSrAMIGAsMMSGbsAxtVbzfs6rAb//KcPXDv23ZI90U2fsUc+/2EA+zkb+5r04bVaPRjAPzs0O1jBjC5ACz7uIIwdfDeT10nWFEYSiTiPUslvbnjxo/JLNfaVsMPdskO6hKXtacgkE38GIlH5ZUS8LtTxtmIE/ewUQLOp4iZo2BHMp86px0Ut+n6Xz1yiG2jRGDf5kb7pQxMFt77nLWp33LFjX+XqYWkar4DZMWKngtPgEmmQ9niTI675AOWg5oibuaims8OJZFLWlSPq/xOYklCShuVDgfLXkTUmTmjXIBvSeIX7CU3u/jZSAE5N9jAFKvTMeE0zXPNBhjKEplyrYV6FfBV5bpMFZStzzjcTp42WLMa69XC0el92t3ojUqgjvEOrDeeHXeeBoehDoBB9gKUDL7yYXrsY7QOTIWXbRzk+WxtpM2MOhFBQgJQMM3Se1Gg4XliTRT6VQG/7m4d67Y9Sb0BmjwPXvxhDBDAMf3HX89u2Ol1jjfmLNPiEKA4ipqRdETrQ9H4ixPkM4JBpr0pzomveD27YUdM99ddFhzlZQpSGdj7sTITWq/jE5CPlb/B+IvPKnc37HgjB6wCmuxfM5+eY/dfrRErtVIKAb5RaFDc1brHtrwjyec5l+z7kZaqu2F3pqIvYIK45QVwvuuXKJLzdz6uhyfCYwj7AHJrxp+EwRfXlbXpe4r+wqc20K+u9pkSFQtPlGvriFED3Kk2f3HOyOs47wDLcV5pZ3QFS3VqiYj1GnE+GGfAW/7dVEjRdUXSGDLsdL0ppChOO7OsmF0cK4bJTiShqGIKPeLEbB1Ti0Cxr+PC9Y5jZe4pBdW4nzGRgS/kkSTXH/RMcTdsvc+mrteAYiWnissUffwziBu0Gbibb4BlPwd9EDOiSd6J2RScjvpU1znL/9rga6jcsPvWaXSU2p9gdINRJsaEk3puP4PQ4PVgSmOeLpNKPLciJ0ky5Owyzf2n+FeiYi65XLwejDJFF77T2xsmo3lcKN8Bl4oZyKBdkUYhEbULhlbZHC1NVCF/Ii8ryKSj9S4z2s4cpza4aIeDMIie5IILdlIr5lFOWT7K++Z8LUiimApDcZo8DWVcboPqyjATHyVLC78dZ4KD8fZ80PNniJ9QO/r1w9MmXdfImxLpQouhcld6xN392xnwYJ55Pst6RlGDPIqRWPF7iQhysBxkjINqil8N6+2VQ3a2YTLsqrrpSQEtPF/yaC2YZQVAvf8qXImloho9oMzWPj3fHl613ia8tdzqylptcW1fm645uF+Tseu+E8aYzV9nNkdS/x3G2oE/vknguM0+dcJONq5fjTOnbdrL1+nzmP/bW3vE7y98yMqUIJEpIpo+9DO7Wu2UoXbpxX+33pJ+H/nZ3WyP/Tez5fLJ6aMRVhSXMAllogbM7VrlXIOHyHhK6+ea3z1gzz+p2cfKMVqUb7crrzlgjy3Up7yVLVvSkOZMS74txrtBvdeAbnLkpYuW228veky55UbtSWoJGlxu++831SbsPtbKlQMPHFRuN933hj1y+7NWLeYTLOITJSTD3uXAaXbo0dNszaqGZGhFr7JyIIpdDpZjNBS5EExts3Klt7eZo/nLw2xQSY2Ma8PHhfa3SlSKgFcmh0DA6PmHOQZEY4xVjdGX9kryRYy3yKWI16uXrbFLzrtPztyYjqJV1n4M6cZ91vPxqeO2s23kU9RNFd2YAhOu2uSggHFiJSNVc8+yu13r35AlPt+ZQrI8g+ZsOddGvDfMqhortK4gU+J4ycXyJBT2sYjPYRDrc5Zp1XOwHHs1gZ7iskSk3ooIEKT41qIN98yrnrQes6VeVQtk38/uaqcesLn1Ut6EkoL93f9e/8eeTQytF4gu0/sGJiJxiL20FR8bjpt8jTYF5Qe16nO/e+Z9dsllv/bY++8zy/3khl3RNzHLvtV7MPBeEa9wJRdAD5qpl5kNL41talClbHTHKjsCZllu2Mz1Cpe/JHdB2gz4c1lPXJyQ28SmkV1NnX2mTyRJdNzswauUaZafsz1IGbPkNAIPASIG1EdPLv0a4fqanBwzy+tVx3BGDKfEANHRP0zvL4koLLcfVCSl+m+kKbHRFd2wQ8KdAao30lNxdPBHMOdYQvJI5Y/XYY7C6IvXGT0AWMyGDXnUVnrfVPHM8wOLiS3/K5hll60DnL0fIDtzh8FXVF91DH7NQ4rjDLskKm3qodhxn61t6fiBds9rqxTcFOgUOC9pWGIjJHmRwlcbuQyuekvG+vw7NvKM79nvhx9olT67DikW7HHI5NmIwj08c908MJHQsT/GDOgsdY/fDWaZdcTIg5Dcu/GG3rtRD8FOK+bZxJZldsWgnaxGzo39j93TfnzUFnJrVv+J9+CV2B/ufsEeVw9JXwEVHqYWleOmHDHdTjtxZ2tZXW8PCJD8YOZrdpIKATtOHGS3qGK1XA9iXI8wGckFGxShbUqCGobW2elnHWxbyyziVs17e+AHf1IvtQICBY/Udw7r2F2bQ8v2m9nJZ+5vm0naUqFkBGkzkhMALX06OPni+ozUmcCAozQJjX93Y7VILH2l+TOBS26wC26YkIweSPzrAbfIVpip2qvCfn7Jo9b47NvWoQxPtjxeSW3W0MGhIwbZqd/fW2tK/dW6ro2KnzBLyI4AF250hHxGwdgNvJBKa5MkqPk1IKjpO+AFeY6DZQ+ABClHN37MWXKT+0Zg5kjk2MgYmcU8aVg73MFRA1AVhuliVFQwy/pMAfhWSRZ/d/FjNl+Oz629B9rEdXPtpBGSZf3g29ZbcadSkZbr6My+THxYV4BlpPUhsYkrSBDl2gNOkPXQ0w3rXNqj2v546w2as3yN/95Hy7CrbeuRAss6aXfcJ0lMyS33pEXIsEnPdx3bupdSS+zlkYOth+5/+1cOtCdGV/jfsllEiq7z0KY8SOfBv5rUm3vsBhUoTr3a1JLv19ct06LC5Amzg2JCo8fGiEHueu1gggR009eJjRksbzqmCfYsObRm3adH9WCQY3SUO0WkSMd4hThnf70Le/2vRkSR+PXArErPBj1FTdq4Bg6rs7Ea4/N6v1622bYjbILaGfZUcadTxYWNKqoBHOgRyzOQYZaR81No6SUwgaslX3nuOKwfvV+oCfIX98TBstZaqJECMEQPchEsZ8fj6FmO0Rs+Yiwzy1o7JAOsmehBjhjmplm4YWuPgomMnvh4vQCifaxY/H4wphTB8uioDJYpWAjgYEbYxSU7v1eAZfbTTV2YfUSUEqMPvg54Y13BVGzSy8w8ZX1k13nK/C3FLJ5ZkqKuYBlFUDcZv9xz33N29/XPqJ9Pho46UPZin+sKWIb1TTLsQt+64nMwnWlkGnHcR0yGG7bLsCNf8fjMOmI/5n39CvL7yQ3b97QUgYNZ9oY0AXV9rjKrZZo8cOpJu9pe24y25Yr5SDi7yt5pkcFsrSjDTuVufXiMgqIHNsUs/+zoa+yFUQDJVaEIEX3A+FqQzBfN36LPHcBZptcLjDOsiIAv17aaMWEpeSMOobThdZ+nnJ5pwhMsCnJEl2G7+jyOi0NYL4YL08IMiokd3n7g8myAYEoC2fEpmKQeZGJckQWP3nv2CRJEd3X3c8bDAzYVVVGpzfjUx5dh968br7ULs0wxP4oZMfc3M7g8cxksJwYWF2niF5GPnCARGz5vOeUIPhKzC7NMDAEkOzNKPuD5VHgxhEFsjFQKGXYU23nd8ynAtuciUYyBMOjqIeMtZ956l/POYJYBtT4mL+VhkBGSl4XaLuWz2b3bc8sUDzmuICCSzJrjcbl1zPHtOvIK5rEItsOzp+toKe8Bz5NHOI+Uk0QRgfZHZL7JEM2vs2KXrgO9yOGinec0F2Xgfp2cmVYvLfmn58jI2OM6uSzXZechay/T5zeJ5GoX6BN0tm4C251OjiF/V6+v5mw3qbjbse8W9tWT9rbtqnQeAk2vPfaSXXzNM+rbVR6heHv4AZPtgGN3tmcWrLDLL3pUptda60MG2tIly6xTcuY+Q2ttyuHb2S5iah8X2L1y/HAb/s1rbYDysgaBGVrbyK3orR655VgbKAb4pdfXqPC51kZ9+WA7f5/x9v7y9RrTWe5GmrS6wTBnsNxLIP6SK/5hs+6YZXUD+rj6av2yFtvnazvbMftvo2SqIYzElHPV9RmknKzM5ryt+cE6/mffXG23XP6ArdMIqTLF3J5KzI4/5xAbIw8N5omv0HM1pG+ZcojZdr9ctiuqxA/r/ZGBj99hmJ1y0v4CuWqn0HMW40BjVCR5FkRJjH6KySAYpTZrfnRzXb0tHbfUtnhzgkxLlWNDrCRQLKGmgztyJIgGd8t2lSIkhnIgjcN0cAoxoX10heY///6ie2zxgo3+e6GwQ60r8kh09MjR/e2MHx2h49U4PfeiCX8cYlXIsJkEEErCTM74lAqBSxhr4kdPPDI2KK8ducrW9V9vo2aPlnGYLOBEgKCSRMmV80YmuxDL2A9DbRiKF6VuftzFmBXsNmGS8yIPuPHmWfb4C/Osr6T9FAVOPedIGzZcM551LJ7rMRUG80+Ko+yZ+t+ownyMaIp5xE9ieKiHInd1sknvVy09/B1332+//s1/2LM8cfDe1qu8n9hYDL5i8wq5cNENMVcWQz4SckSCI0GrHma5fZUdKbB82TCB5aRRx2G5YGiVAIoDO5I/l6dEQshV840iVYELIDCNE/BqYDIVi1nEAV4wAXC5tfdnpAQXUKOF7p+dJUBuMhHMcrwOuxvscLC8/LzILLNJ5WpvTifTNpd6dpKMKAc5fw8lxD56IN6Lz6DCV+4zoYtzCuOziw7U4QoZm4VvKgWGOXp3wh0ywzp9Z7V4n2skQ+H0mHueorISzHIqMuRj1HuZnBGrRg6zE764g3150iQ7s3W9va17t3uF+osXrrFJCpQLZfQDQ9JdUtGLpoy3mW8ssN9+9jj7+fCjrAYn24LpRcjmo5cwjiXl9wWZIA+BX7d0vPG7xfPiXrarvNSsINWpclOVHqomJW+7CCxPallklw7cw/p1rLf2Hx5n5w3VyKMVjQp4PW3eO2vsyl/d64YM0YfORtlhY3aYaN86dqrdpWO/8I2VNuJu9b+sVyDsU2XtG5v9IYv/pJKIg3mSREniBWA6th1tFWsabLjYqRe0YQx8Z6FOKwofrC+czFEseNXqvSX2ypnH2Om7jbdDmtfaUv09AbiePphUFYRNgGEmucEUAXloDHSHhWORFXvVSHJCasLDrUQzWePjgs35wUorP/lsAAAgAElEQVR36m9eWbXRLvzOXzSHLlQC4jT0eTXWb+IA22n3zWyv7YZIbtfoQRu3Qx9ej8mW7ingwIO3gjqVzg24YwuIYvSAxLnF3fD1bxhmWAps+FOyyTNK1dMNyvQz71nmfOhf0fkBimFuYKsBAfUuv05zlbkO2jjYAGC3+2sDwgn2hqsfs8cfe9f6Vput7FZle20pV8mmBdZwznetcdFqK9c5kBR7P48APfConZnTDo4YW6XnDJM0HS8sJ0Ga42bz6SkVQJlk2LffoZ7lP1zrj/FHy7A1S3HUQQUZtrOvgZMkWVNCJHOhbkMHWAfO6HLI5jjKtbut1k1rPH5/+8W4KutU3/fSJVI6qNpEr3OpKsA14/vYwopKG6P1/SNV1LtfeKekTFrvngBvCpbDFRgcDnsShYDoDyYpJFH8/88NO4qfcUw81s0y3WuU4Zp2djt0v0k2V8zClmP72MHD+2o6glxTxdRpmVmpDAuYY96m+4c6AHAQEuaQYbP2MASB/coGVZlZrsdlFbDNKuRZzYxzkmE7k98FYP8zgy9aG3CSJhkICRpnkIy8tFadKe7CBgZYds19KFA+0LNMYlBkD4tgGRk24M0lzHHj/L3pu8WBPrPHcf1gkJFhk2x3BW+AupDW5RaD/PuAcb4+NCJKUjyfp5zngqf3Dxl27nFOC5nD0jVv1TN1s2SHjz7ypuJDsceWHkvktN5gpONn/UcRh3mxyKBJ/OM+sDzbW7LBV2oP0O8T8ZHi+zzlD8qwYQi1V8R+lUrRvodwuTW/XuPvaIE56NuH2Se3HWnrFeualUsQR7rOLkbaHGA5jfzijiagzozSYs9y2r0B0f9LBl/0bbbIMLIrg+wJqNa3J2UCuUVgD9scbTW9ncniOP+VwVe6rroYzFOO0VEhqczPXFeDr64FE9Q8H3bDphcSgMd16mkzjjlBc0X/Zxn2IDHLGHwJGXk7Cio9ih+Y/7U4UxMMvPfmuqovGZ66nJq8LsAdP8clmvWEAhFmWCsi8pxkUIXc1xnPJF9GptxJnHFyBsPTJBsG9MEkO0MabteAUcB2TFRB8o88PHqUQwYezCvHE8wxjHN8d98GB92JmEkGWw6GnenOjHaYnnq+6r3ZUQQIBjmUca4AJAdLzDBtc0VDrjQSi50LUFzI87gOSVGX1I0xxjTLv5N7uDP5QTYwmstbDFP+6L48KlaR60KU8Pe02GTGGTDsPdcQGsr9AMtFxhtvAkZUBdOe80x6mVEINCm2DxrQ06bvsqVtLVVQJUV55TaA9ZlyfJ552p9soEY5NcupvkU9EZPGDLL3ZYS5evZC6ysVFZMVnRGVjBsjLPbucoHoZfIQKdOz3Fdu1J36d/Skk8vH5+Jkz/GX9Kz061MqL5YZ34rxnHUdDbZonRQdYobXSKZdVafjqVcerefkxz9/yJo19rNTozNL2+ttycgR9uOv7mR1YASRBIBNjGQPPPQgxdZK+/5vbrJ7lRuue1dziEUclei+NIpu3mHXyXb8mfvZvDdX2GAZlK1X7O6rFrFfXfuMzX3kVbXAlXn+iu/D5753kI0b1FegWkPWUk7kSijNeIcowOAq9xzz+fpYz4kqZKS7auJitfBJYffiEKvoo3FPys8YFwjz7IZYymfUveQqxBpcr90NOwyxAH/gtBGKM+f/fYE9prGmI5TntaJAddfpmF/coTxoypf2s1OUD64S8QXZQm82TC/xFoLD5eHK6QCn9CxT7Pf9QfEKpRIKRMC0z0PW5769xTwb9s4g61hVbuWacY9ipkKgu01/HyP5It5COgJgAatl2t8wW6YdMvbSmAjBWkb1gtKxXu/znfNnWs95y2SIXyogX2rf/vEnpKChrQEyhPOKQi1kE5455AxcJx8bqp9hGB3jNFHgRZESgB45A9ex2u7633DDHj9gPw2h7qeT0kmn3o9cEfQKXhdmObsixhw4AKqkd0mG/QnJsC8furuY5QhKURmkckSwTP3HHhQi2aUCGYwpvUhsIiFD5bUw3sJsBBlg16pY7l2OgJOrbB0KFASqGCEVjoAO7Am4eh8SUaTP4eBIgKfPGIaPpvqQdbt4zBOEIusS2398RWUzKpMktGwmwdoGcxyS8HA79J/jQujHEpXQPGcZ1ptj8TlwSWbUtdeFYMu5R49LyJNJYKK3N2Q9Ie8BPITUIOTj6RizWYVXLTlGHYuSkdKmjfbertNsxakH2E0KaiM0pb1jbZPMGHrKTl7XAZCn5Is5r50ya7hv3Ej7mZL/3x5ylF008lCr0jgJrqdvTC6pDpl8YTyDV6UkoQPZ8SWKEmOWfC+jRy0FZ4wkJOcfN66X7XrUzjarvsneuepx2yhQsfPq921823K7RH3Sm4/oacdJyjlCIJlek/4KYn+VLOaua/+ua4dLq4IDLoRbj7DT5IJ90+wFNlvjpHozo1iRgRoBD1jIHaNSn0E+1aqNcuDbQu7e+x60jY3eYrDd8eBcu+9i/T2uXAoYvoH4ekENENVe2NznJo+zA9Tj/JUh1SY1tvqoY2QUPbrugq3rSF/MRiXkJDJUA6myUd2Lmclh6JUTa+911L/pveBBByzjTl+JAQOuwALw9T3K7U93PG9P3vys1coNknXW0rzRpmj29ZfkHL1S90x1ASXimGoxekBgmTmCSEHVA7NBr7vMWsEVeWurgjsul0jHc4CBtU31q1hPOq7s8gwgpa85m01wXt47KADkLIk2rhh3EOOofK5yAtEhP+fvxdjp9ct//Zi99txcH2dBi+N+n9rFPj2gwdbdco81/ewcOWCuUSDWMWpj8BYIil306iWg46xNcjv03pQk0ylXcYE+cSqpFZU19sebb7CLLr/al+P/bPAFWI5Y4P27Hoo6rLG20r52/K42Vu7o5818xebdO9v6aZPgAjXr+rxy4hFmb861HZ9+0+ZpY1+iCveYhcvt3Tr1cMn4wyRdG6QRUX3efN8q1NvUhvO8ziPGKRBruphj8ZSTMCbVTTB7PDckRP8fuWHr85GubeqGHTMVYSe6u/mcwBKsuf7boGd10uRRtuUXd7e2V9+zww7eyrrLL6C77DpXr2p2Rg6DDfJYl/PSuqIEqlkgo9cHwHKzwDL3cVOwHOsuepb/2eioWM9dvwpzaD/SDXtTZpnKuBt2fQBoApZJQHk9AHww1/+OwVcwzl1l2B8Ey+GgnQE8oI5+rgDLxdc/CiyjkUHNsQnjTI8zzLKef3ApPyur6GlzX19sf/7jC7Z4YI0tf3mB9V273tqUkcRc99jPfQ/Mxlx08TlTRW/vJuXskHO6DLuoEkMtwZqhEPhBgy+X3bLaCwoJyl+Y22l9CxSvVYJ99Im72xf2mmBr6mHIYnLCJgAU1ZT3LAeTn5nUTcFyyK0zg8w6ziOlnHVwdjf1uYvdKRUCjNFRke0V3bAx8tp0ZjegmKKPM8hdfp8iIkXO4rFGUUnbYTBOvgYK2Y4XMopGXlEwyHOWnVlChv2/BJZ5tmYc+8WPZfA1tFZguU7zbTsb4v6y53nOFEV/lyWTBxWY2JAfR+uIzsFlj0k5lhjUMAlMHhAO3nLPMrldMMXZiCrk2KknmXzBCzTRWxyMcoD38KHJvemhfnLQ6uAzQHn2zKGdhrzWCQSMZ5Ezp/yV4/Ue7MyE09LixEz07hZl5yFHpzjgIBtG2eXj2bU7XK8D5MPEB4Ob3bAjHwyZuTPPaTRWxHo8KcK8luscuWuQLuF2He8HGC5LeSYjWzEY4/5EcSD3JFN8JO8UAVCY45zk3/6+/F4UKdyLQEXldpRlut/tFTW6zjovMaOzD5pqVxy3s03TKMplAlt1Ao0Pq/3rnAdft8n/0L7N3xMXdP4N2tN7qke5s0ely7d5/lF/Nus6YxqZwXqniJgS4YEmZVAw5T7iymX5GJ4pd9e+6Ix3VrSKiV4sEmD/Y3a2XTTWc7IMNjGnrRsyRs9Tlb312lu2dtly+4lMWAU69FzL3Esjk/b7xC52zAnb2VKNFEXV0yKGVvVpG9BviPUc2Mv2vvpxq770z+qL1QQK7oNyWrTBvWuqbewJu9jBk4baAJ3HRhUTNqxeZxece4/2L/naJOMsWjm/870DbPDoQb7evDfYp4fE3OZ1FHO1d4S5a7iA05rnBl208ul4Fuwy1wb9Y4z10iQX5MQQKMiaSxmphJcMzD3Eg/IMFIDMWYYcIPdG/jf7lQV20+V/1/XF60d7LOQjURvSRch6h+N3sR2njpLPkHIqtabgg4ECDNURBTyKq+SgxLdGDFIpaJNrUfxXfki8QvZeIbk3saqH1k7DuFXWWNdgvZ8cprxRra46jzLtt8RSgGnBJDMVtQmPPgoL2XWa/MLOEu0iMNyttvlWW9iYMaPsa5891x597FUVFavsCzr2cVuPVA6pHmuMxyAAkYcL9JI7+8xmJnbpA1BERvnR69OuPIzPJNhmk+gOjS/tZbf9dab98j/tWZ6o3tDq8r6+CURPcXIrprJIBYzeUhZ9ksc4o4wRQRqevrGtXMzJSjtkxYtiIPfz/iWCWx4K7yZaDpKzmVagf3fBZgvWAkDAk/uPSIhzn0yelejbNw8WYM2lvQDyPBOaBV8cjeQA3yUtISHCFKEJ6YkeSABrQabs1b0YXO/MdUqQSclz7y8pQpStYyNFRs785FJkZZm9Tb3YTQpSsN3MeHYjMP4tq3sqeAxNB3jFKIXoifTKIMHLk5E4NyqmONMib8ubRDiN6j+pz7AH8ksAvet3Y5FkFiCkTjp+fZaz1CTdOj+fYahA07G8xRZ8Yrp1u/y/7JoXnrEKuR7AiKxe2Wq9NQ8XZqOPqnc4dZYKJBxeW2E/2etTdnH17gqQkmGzNlxqFeYdXm2lYKDFjMveeEknDjnjEDvrnldt6J3PWQ/1xMHGuLwqbWadCjqtGhV1+NE72mHHTFVC1GmrxdQ9cIOs+R9/2w5a/55Nq3/Xzhq0rx3z1R3sU2MH+qZDD8dAgcRLb37RZt/7vBz1FEF0LO7OqWDQR8e7TIlfyZJ1DjyRQUZqFA7n3MG4Pnjcw/q22qTNB9sXT9lNhl8apUXFS0Dr8lnv2Wt/fNb6ohZgfaR7Vu6z4xQgxva2l379RbtGzHzf91ZYT5lSrGcEkoPEGENAIoRkCKDKzDevgimgEqBgPmCYWVMkZjzoPA9NCqYwowTVEgWJEgF++infUq/PgKG97YW/PG9/uv4J/Uymaq7skPGV5HITtp1oZ0l2tM4dpmMcU5b/INukd4aRUQBX5IBrVNF9RRTJf9cMsL+1rBKJoCAqNqsj9a6wzgk2BMCQzEaRAfMJigFUKTOzzEbhswp9jEHMboYxg92leMB8ZaS09OfRq7xO1++2ax+zxx5+2/rrXmJ0NGL7EfaNbx5svWbNsraZD9jGc8+2VvXiVMnYy4Oer/MwA6TqKZ8sZziQq3P/GbXAyIWY3xf3QNPL9Kzhhk3P8v/MLPdwN+yDPNhi/ufAkcRZbPv7Q/vZdzQLcnqlZOE69wdvfdYelPskks4eOq6NuPyq96hMrQDdtZF1qneos1NxQLYePVSgUlqt50MxVPcfeWsUD5k8TI91PBd53ixagTBrSc0gDpb5OaaBPM/cjeRtoGcwPB2YjRvtGC6DBCfpHnviSezgdTZRPQVN7l1AEZJKsFh6r04iz444Sbjw1iJ9HgloQ2OJ7bDTSHtHszJXr1Rfl95/wuTB9nk5gA6VI30JvU2SvSOLgvGnKALQw7ijKIXW2sZsSPeyVj3LwSyHczmyVgfLXVjcrsxydQEsh1eCg4wk5c/sZwaamVkuGHxx/zBxEgAlKfigDDvAMqB4U6AUc5a7guUAUP8aLNMiAbMcoNifaJhX7QMUrDJQCqiUwDIGX4oTwSxzDyIWFMFyPHP59Y8GyyWe1BR6aIkl9DLjdcB1JQnSO1Xqmt/x3gb71c8fsAFyae2rZ6yjML9ShQGYLx8dBbPMuUTBJAy+NPHA231iz3ZmOU2oKBp8RXsQMtBO7QkAjQT3fX27DJv2ITf4Cvaa8+uQeqdJoHXcHuPt1FP2lsJI1x9jFvqrBYqZOdzVTIvXN2WWOZ5g9INZpnAe4M2PVj/blFlOR+UzigWW0zzlDK4zWObewMDEZydDugJYzsdUfP2fMcscVRQSOfcAmrFfUwyKfuIo3ubrmkB0kpJ/LGZ5EzfsvMa4RuQ/mIWV2dFilhcsXOT346MMvobALEuG3U0GScQgz2NcxRfKt8jj6LHN7tEhv875HAVVwGd2gY7JJcFgsgpzzzEECMxxuF0D3vK/E6NMMV2vm/6eli8faUcPr3vlZGVjGmVFso5azEFskmlnMJoYbR8XShxNZEcZeRfr0XuWyRXj367kc0VlavFLxIC3JRZ+Tj6M/FoGpa78I3fURIL0fjFhJJh3ng3mL4dhWZ6GEkpC9wKgWJDAvculE6Hj01J4X4/5wRy7p4AzyMGMxwjS6GkOWXoUIZp0XOWQVC6/Dsaa/NJ7nVM+34P2N4HXto1yHp48xl4d388m3fqMwJpJMXes2aHT7MpnXtG4R92D1SJOpo+z390027a65DZr7aeZwcjFU880+RX5KgXX3ArpObe3HwKWQ8XJnG7AXdHDJ5FN5OTcNxUNeirHhxEnD+6Quq9Ec5fXSaE1f2e1Ch66s10xVKzu7rtZRa/edudtM232S2/ZjZc9KaZTkUV5QIdA6YyT9rGdJtXJs6VdALnM3ta84JECh++/uVxmY2uUQ70oA0ERRbw/8nafECMfTpENY3cYZSd/VdOBZO7QLjIG46/HH3lbuXF5tNB52xEMd5kdp9+bOK63rZJcHaMrYpLPb8aIljnKAssogdYpf6tVXtakfYVcsFWt3a2brbVl5ets83ljbZ1IJc/XMNqi3Y5xpPjf0CanPQKFSIBlMcMqRK+VJ883/yTZ+az53kaHYgLZ83qIH83N/txX9lILXLnOR0pSXMqF6yARUAx63sQcZTf4gtllCkqMUMzTRJAys4f76CeBYWeW/x/e3gPAzrLa+t+TZDItM5nJpPdGQgi9B1SqFGkionhRLKjgRSwIwgXErqBiQSwgCApKFZAAodcAAQIEQgQCIb0nU5LMZCaZyXzrt/fznDMJoPwv/+/LvTrOmVPe877Pu5+99lp7ba3R1v4bbOWYZTZ+1njlM9xv2ueV0xCPycl4XRTU43+zV7i5LemGfsl4jzXL/toiNr9v3xG225472zln/Nzuvv1J237HUbbPeUfbATpP7DMwxxAynskT4JXbeCuFcj9ifhmjrsjz2XJdzZVmUfu0mfB1om2nSjLsu6fdJzfs99mzvN3AI3TSGB0VzDLJm7OVfhMGY8pi9nFOSSZDBYmbhZtU9R4b0tFkX1v+oC3qPdDHM8E2BugOs5i8UQT7GSxo4pRTChG/5dFSwVyyiXRjn3N1Mr2HVwsB0Q6E4jOyCZf3r/B3CjFUHNJPEuHMwMa0yNzrG49nGV0cTVQtcpITW28yv4lvVPgrr82f6c7QOcimn7lKXHDeTufFjyHhATbMfGxF04/Y/IIV7campOTAN990hBk080Du48m9jJzk+LsCr9itlz9+kB3Sut7GNUrmjNSCZn4cmBk4DmDTjVWmss0q3Qnr58y1N9vrNDpnqQAA6bxuXL9Seo4+rJekE13K0DvU5zJ4xEibtMcoe+6pN6x11WrpYiVPTT0F/j1UGeqlilKrkqXd9t/BBtA7oaTlhYUNZm8slzNwqQ3b3GhztfFcftZ3bOrJO9qWuautVNLdNbA0yvL+8PgCgdWp1kPaFqV40YukK4lboMpyuql6iVGRyRCJaSFByecxNnwCwMRRNfalC45VYJJ5hcyYSKjLVLa6647n7Na/zZRxF4EmTC+oPlYKLDfIUXD8Vw60H8rkS3uD5kgr6VRAalLy62wu45iS1BmgS0DygOE9ywC8MF/ZrPMFz1Kqi0JCwyKFdQZodip41SiqPadxU/ff86JmB66yXXYcZC1zltnrc1f4MUaPtzhugeWxe0yQCdsUn+vXT8C0QckTFU2cqTkmDDFqBOZKtAmtUCPzJXJifmWZIvY5J9qdcp/uUiWxBPdAl7WEnIY+EWeUk2TWEyScE9Ns5jD4CvAK09wi1roCGTo9xvQme1+RqqxudqHvJBC1uL7SLtHGVvXQC5Iy1yCqdqDL60648ET74KI51nn/A7bxJ2KWVzTqGmKsFj2SnmQDllGtKFjC2lBpLRdI5vTRg93i46oIwuFAXqa5kTfc/N56lks1ZxkZNuoakhcMUgrJsx4749vH2EhVnCv0eHXfPnb17x+yB6a97L07HgcFJrpSUPPyAvGAHjGtGffn9uXHTQz4CNfUHNk8rngyl0boIK3bSoYdbthe5On2OMVLYmxvB8spDhBXMFtC7eJgmeiQPlsHxTompheCSnx4sEdeLAwTtzCXM1uu/oKTTt7bDjpqkjbfDb4hjRjV39kVvkzUq1LvsA6S4hCVXTZZB8XENPqGlAC0Me9QzLI7wSdwSNGIe+KdwDIMm/f7FkJwgA3ve3dmuRgb3dmYnnx9Luu0YJrlPcskIUqICs7GWYadXK+3YQkdFLvBV+5lDoDbqnWVQXRmFTl93Bs+T71g8JU3bmYaM0bkHWTY6qFFAk2S0R2kFWXY7x0sbyvD9mRFx9+iIka1ig2VOvbV+qAfXny3baeY/q/Zy9WRo3nyXGB9eOxdJEsBEmJjZrOIPdgZIMWb8B0hpkax1g2gErOclRCsn3DDVoKFMswjM+/HuY45yw6c/NIlLxMB8/Uau7JYs+sfPGl3VeTUMoOJn2ImjC2S5G3BsjPLmGzh1s9qIknTOxZHR+XzGgkcYJminvfDZzM3LSGXMOs8sF5JKv0763G8F5jeRlwpMsgxBcAN6bqpESjM+uOKhazjogw72pTcyIseZFZsyg34+mvWMGYQJ+gUH1LxgGIQ7+/9uOn+dddrHSutBK466MZqMxIQtsV9GwqP43oe+1xfxdFTTv2yLVkec5YvueRijY46V39rVyK60caMHqP9T5b++hfM8nb63DbP9yhs+KglgWUv4nsuFYW7rdyqvZAScbnodg14C2O3MPJMTGkmXfz9WReAQhjWzCQHWRM9zaGgA3R6Pgn4dZAdPcO5KBImroBKPi+YZ1rtwpwxg9QAnZlYCfdtjDnidUwxyfJyH5Xqbu95/nOxV7m7TDsMzciLs4t3uGL75JaC4Vk31+3EOLs8mrsjKRPzaCs+10dGvQM55XOWnSDCRZ/RVJAt+XsDxilqhdqylN5lmGVk9M7Uc/yhZKQIUSqz1pbqfjZKcfT+zx5hJUdpWOjfnhD9KmmaGMlHm5Zai+YZl6hoU7qu3R6YPMp+9kar7f7VX9mmkorEXONaHow7vc7+uS6PT3OinQSiSKrcJykrfYKNz3MPppzj4vozKgvj4DKBeJSXFOcYpQUpoKzMuhpW2/b/fax97NjJNliMZx8RFK+pdfBnv5tmm19aZaUoaETWbFSOccKlp9mn+5stW7jaTlNB4K3H37SzZBC7UuD52Wvus0oYbsmyQzHBcTNNJBRcGxV0jvzswXbKx3eyZ9Uidu3v73PGOAiTYP7p6S6Roq9r+7F2tnqch23YKOZaYBIVjPIt7lP8LnxEp3JAn4MO86w9ELNCZOnVSgYXTFpg/Tv6WOnseutdw/zj6PUlV/TRUWJuIRwAzxT/eX8IhGtENLxwzUPqJ66KYoxAK/dyqeST37zgGOs3qM73cvIhxsa5q7XiBvssxSwIG0A8LVDRC038QBXqHJLHEHxZNCHWc2LyQphdhlEt08zloS+OkrcECQk+IEm5CTmfxHiQGu7pQZFEf2d0bGaA2eu2iEgYO2GyjRwx1L504nftdY3jYnTplEO3t/0+tKMN2WmS5nyvV7ySEk8vJMIXlFbEZy+4xN4fPcuB1cLfJfJDYjHTWoJlJu+Q2etd94pZfr89y84sKwGSTI4DcQbZLwI9HTGvLFz7oqciu/ZFghWLG/nEiI3rZICz3jfXCF5o1aOy5kmFM4thxBAy7EgqvGrr6TA/+Zdl2JxwqoqxaTiT6ceWzbWi38GZ1NxPglQmMYEB+AngkUDGSKp4Pp/t/a78pIrto6qCRfMjSlVUh8OUNGBn/S9xfM6I+2sDoCMXCnl5SAzysfpoBO9xic90AO9ym2SM4f2JYZxROL96fVSbo9gQf4/KbC4xxDnLhQfOXSwW5INI3vO55lhCAp82BAHJinXN9pdvqnp4wAR7/JHnbEttmdxTcUoGcMQgdJiSXmJqK+e+ZetnzrAjLtN8sjnzrfKNpTZOQHeXdS1WqvLOchmCdS5eY72kE572mcPtVFXyPrlwsR02cIR95LLbbKB6ezf3EqTmJtThl4t9Wz1ksE39zifstnWNNk2mW/NveMoGwbaaGFNcNRUs/jViuM0+5Wi74kPD7bSKvnaCQPBnFq+0/vUVdsdts2zaLTPUR6SgpfMQTueq1AscHnX8TrZBN/8T985RYkGCkuRfPDP1e7PG12tW84TTDrLT9x6rS6vRWQoMBDLMbx584jW7408yD6tnZBHrhH6tnlZV3iGp8xb7yOlT7MP7TWSKnSfJMPHM1qOamMHkZp2/ciVImDSolca/Uym9zrrH6OkoUz9Go+Q3a2TaMLCfpNzaNDbo3LfpA9/SOy/XuXrmDw/byjkLrJIeQCbxqvxJsuRjk3yNh9FHiVD7hT8/XnUJ9QSVqfcH52kBVBK+PtoM2wVw22sr7BmxvE/85FZb9K/VttdPT7DPi1XvI1dxCkjekoDLYGK6sus0p6yHS0JD/pIDL2CZ5IyAXo3jo84DY224BnX63rhd+ygtwIISdvqMLtOcwjefWWL9BCDdUZKgp/OyRb2Kp/z4JDtg7Xxr+ed91nbxRdaxSjJsyUbb6aNRVkGgJ1TQrwIQIEmgB4cgyt8I6mHuE7OeOdaePdSncjdzlv/id+1/MvjaQ0JHDCgAACAASURBVMzyVmA53fGbtdtXThxuZ592sA3XGBuYusWr19tXfj/dxsxXAUlJCsljMGxZxg6jAmOCfDnYEQCGg2V/fjyeC2B5hA5PyMZIHDOPOxOtL0+CWJSWRgwkVmMW6IoJ4gGgRPcDfWhU/8MvgCQdQ0CtBQfLpGlR6HPggCFfivExmkf3vq7t51ShXrywyXZV8WuiWhQ2sz/oNZ3afGiJQCKVQbGDDN3jnhjoZ5mKPoGS/O0d9LTjSunMcmLtkbHrcQoiNbr/s5mWh1wYe9aOwLVvi3rMj1cv9dFRgOX8hwS8Gd9WruNmk8xgme/eoHuTpMALQf7RCSy7GzbjrOKYeLts5OWgGIfYcHmLx3WvotjJxl++GwA09RyKZACl7oZtnFqADGOuiuOYSDzEDkjaWKVCC6OjAjkSp2mhCGUGcrnAPXGsJEocIC0eLj1OFXx3w9YHkRR1B5S4/aPuqFeLzUpRMy+pn3DavbOtee4q66lMrNyVS2Quse/xfQFB7PPI532H8+039iVAQSp5x97HfkXyyNp2oMTNGeqncMMOh1/Mk3gPHicpDrAcRRS+M8VMCt5d2iM+rXF3u+4zzraoOc8LLIrJfL++Gs8W141FoNdqD6eoUFuXiscpR+CoYZYx+Ar2mtdEsY3nExNL8ajwolWs16YmjBnD4MsLO/xHb8s6pqgZo6NiHbsUH0M6AKj3uadjYn9QcubAND0e5ypap7hXcET3hC4VvFlt0eMYIDrnFrwKV3cKjuwTqRzkngUe17S2YXOKa6Pb6KitHqdoGGumn2bTnvTpL9nipRksv/uc5SECyxh8lYjRI09zGXaWPbu8OuVMMKfpcY9PMMCeg8XjGFqpGlMY+xkmquSTVGKjN9jb1RJTzPN9vnICw4A+GGTeN0iIAFXZ7dpBY2JKQ/GYEmXyVUZHIWcWKPOcL4No9rIkE+fvHLffYYlYIZ52n5cMQxwy6XBB9jnJDraLHjPOtPvr4vjieQH6s7dMJp8wUeTv/r0dLEeRP2TUwYz75BfOky4ca8SLE4k59lZC70VOBmcJVEdxgvMex8vxBTOdesT1/s745tfRKyxmtXW7MfaVcw+xc0aNsh81rnRGeoLk1J2SLw9V99BqjT7kvqjUiKajPn6odZ1/o+19/T3W1Le/4CuTUdhjksoTkC/wXqbPh1GuAPyKSGCE4BYp4WDCw6Ub5jiY8E20KVI4wxxPTG6FxvtslEs384H7qADvI8n09x4qkK8UWbLy92faveuXyRdEc50H9rJ/PrncHvzLI1at2LFF66RVBbGhuw9TTvtra5E8+7jzrrbHnnvdxi9cb+0qhnUoP+q3uUXqyFBy5vPlo6vUL8FYpLr9x9lLq9psUpnA5vwmed2oQKw8M1StUXRpx79G79e5uMlmf+5ge+zXp9u+m9vsjnun+/ogDlQlgy6IE3Im93ORwVeZJqPQ04xB2UbF6GX7zrf654ZpLFWlepNV5E8msLhdh3EYRc9Eoug6twiY/881z1jNvIU6T7Qh4uFSaiOH9bWhB06yjx080drUU4m6hnhBLk+vsyYzeY7rk0x0fEyVWad2qh0m72JDhw2zV2c/Y6tXNYhhT/PgE2HiXjn634D4Hm2anT1yhdR0ckhfNlhFE3KAeF/a90JJFnsTni7RwggJAEMcewStj1tE1tX128522m17+8yxZ9n06XPtwFM+YKcdv4u+S4V98JBDdS3X2l13PaxYXuaKQSduCGZ+D9PeAu7SGVAR2HduZ5FjLFWoDkMB4+pIHUt1nxqbOu1++90f3ufoqImDDlPz+gAtHtzWwvXPK3beexE9HjG+CdDXrWfEewtIOGJo+vot5T58nUWeh7WHVT/O1NzE0YuSgWs2seG7BqNKcCgCwtxbGhgxAGiuNsYM4gDwedB9DggeKEnGfWFHP7EfAzd0ClTZAItqIv2Jed5yrvyGc3cE6uK/DKVDVowk2Z+Tel68aFCQyWTX6+hVJnEouC1iSkYPSpKp5NFJ/tMrlGwK9OpEsEN2w6bFMQZIDlmSpwIFpjyfwwTIU5+Pz6lm43HzClXeFObqNZD+xeu/byXH7KkB8fdYrwEVtr4RUwL365H7qPrHVIWrUANsyYuvWr+/XWNP/fzXdotMHIaq6j9ZYX5SwzpPiu8prbQ/bamwEo3IMVUF/zZ7jg1RaezWIQPt94PHW9fvp5rd/ayOVJsHiedEzes799N2Vs+19omla2xfSVQGnHWD3BHV++K9NrpGWOMPksP6pafaP1UttCsfVsRYb5OH97dRCpoLrppu5WIVvFLtmxfXUAmrEqv99h1pa9RP+fqNT1kllKNOlW+2fqsh+ZNksa3VZkwaZyV/PcceevE5K5GEO9vck73e+OAr9uAV031cAQPVAyz3kOy7y9aIWT7k81M0P3dnD5yYZtXLQKWR5Ndl2GIRlLi+pWs+BFCiv1crYKzRAHuM5KoUjJ5XYrVm5gKbrt7XOULSHzhwgu0hi/yZMjBbJln3S2LM6xevsioFvSqGr7uMi3UWPA2bq/cE6X7roZ6UVWJQ9/vifva5HYYFcNc5hWHdgImQRjVUK2+5Qo9d87vHbbDY8knHT7EfjsKIQhsbo1rSiCpni0HNCQB4YPOKVoCU3KMMSCZ59zEOGhVUxYgsTCoUmJESsRFsUMLnTo76jAEDK+zKy5/U6C4xsXK65X5s1XntkKvaen23HY7f2b4qSX79s0+ZPfCIbfjBhbalESk9VcWoaobzdYxzoRJK30tm6zv0Xox+8d4gzMBQR2gzK+sNs/w3u/w99SzX2E7Dww3b5W4OJsiQQ2a5ThvMdqMH2Ve//kEboL6n52fOtz9c+oCPuPG56S5hjqIUr+FosxEiYT5G64QyJebXY5iUQAapcpI7khxF7I2oE7LBYHS819O1SPE4MZCYQLU7imSe+nl8ZQwLhZQ4nvhc/jvHorT1FEIbcZTqOlL8MoG4Yz++ux18uBzoBTLcDd39IwKcsBk5KNZacSO4dEwkokiekXThIuzjrADper5qXQLLIS9DJs61jDnLIcPGPdRHR1E2TeCecUxVgGWGXHd7PDPLUYDgK4cEPFyvmbMc+wV7N8eKwqIwOiqdV9YTQMx7lrfp9/WRUjDLW8mzSVroz2TsiKrtGeByr+h/UySL8UBpj3BwGA72WZ6da50+Z5lWCcUdHw0YiMgTApdhK46QZGwlwwb46F9xvm9mu4OVZERJsbIfyQSFrMEq+P1cxcX7nplnuyGF1MxSuUqkXsIoUntFXucrxo25ht/XSiy0WK8k4RFDHdY7+A0miSJRMKjxD3BNPz99oulkp/fxdi6uOw7EqRCAocwCaT8bPra/Tf/YROshC/noc08josTCMMO8O5PPEWDaBuMcfgqsTz/UULLourHm8vnLzLLPWXYjmjjhvBbWF2aZKQFeIvD7D/UCZkPqBWcdd2Nxiz3L3ecp677ScdKT351ZjikfIcOmYMia9/MHCPZ2glBaeBxI58NjjZ4PE9RL/yE59NfAdmvNYLKIQiIKUZFEwqYDoMMNOx7ne7CnIUGk7//4k77w3nqWkWHX4YYtZpl9Jvl0uJeNr5ZEPLgsOPIfZMC5qB+u1rFnxoilANshB47eYAeH7GOJOc4qwu7Mcm5L83NGnpV7gZOs2BUPCUT667v1HhcNuCKPdVdcQKcrJjNDGPlYMNNFA7BsqApzC1jP4D1PaMm9xxAQJQR0Z8aLYLn49/CaifcL1+9Od7kOksQfz7J2N7jKo1jDb8eZc+TNzuAn0JuYUG9F7Ma0Z8M0P17vwY2eYX7i42PbPE4Rt0Sf11vr79lLPm+n7jHCzli+QKOeVCCUIVYjYx9V6PZ4qj28T5Omp+y3u3U9udA+9IUf2NoBQwQsVUxxxUDOU4NZJq/lc02f27NvX6vsV25r5q21Pi53TkUMz3+RhQuE6nkb62ptv3F97aAP7Wwz1Pb3yhWP2fpFSwWANfdZ5EmPZRvshU9/wL75hUPt5HUrbDk9vWKQv/+Hp23Voy+oRUCGLnr/FhW+dj90gp33w6/YHTNft2tPu1zxr7dtVMNyzxLJqhl5K9dv7xl3mb+OV62JyKZ32GmwfezkD9io8fX2rNRUN5z3VzftgwAg9/N17a2eAvv4h2v+9Bv1/eyUMw+xb598vA1UjHjo4cccFLZLEehjMmnB0es34GOjQ2yTK3ewnrG3tDX0tOV7zLfy5X1sSNMAIzKTU2M2S7GAQmutyKEufT5zqHFVul/94n/5xywb3NKkCR2ShgsJbzd2iJ15/pHWSoua1jru+7T6udmq3oepKBh7hYlxxN4+Grfa1rDexu65h40cO9JmKfdagqlqhcAydS69D2pT5OXhRq2XiZFvq99gK0atsNEvjJMUu6iahLQotF0pJnnLsPJKVF4Ye5G+oVjbImR9672v2JwXllk/3ZQtcu0+4uN72G4yp93SqJYAofLBwwYpX2iX2/daXR/tOqk4HK0YONpHKyuP8/7kqCG5Jq5G6wwECl+UVhqK+9XVMWf5l79832D5cCUT/VQZpLlU4YkKIcGOm5lKWbeKWZ67HK7YAYqpmIXsJN8MyWCBih5fzCtaUZkh/Y1xTTnIhAzZGQv9x2vSAFBMrrw6F+A5jyrKVe7cPx19w1FNzGxtgOaidCgkIDFf1JNFABYbQZZpI3kh4KXtLGRpKGNDaB17ZQbxaZPy5yRArb8xhorP9LleuMCSTCBDUDDdlIwhokIbv7tLeK4McjM60xznzw0v/Lwn8y6CepLl+CCOlFy53I48IW8UXnAItttnDRLI3XwjxhP4TEQxp7Vr1tpTv/uWlXxyX5t20z1WosHszKwD5JCsMaqjhdmNYiNLZgks336TrTjnQhvS1SLTAyUyYpQ2wEbqBumtxBJjsFWq1g3a0GotugnbqdDpjn+g30D7kW5EkzFViRJwz0x1fAcsWGQ/XLnQXqmus6+83mCTL7hBw+h7W0d7yGL8WgkETlICtUjovfnmmVYmkNys4Mp3pZrEDZPnPsKIcN7ZJNsFOinykGS7RI/Em/SO5JmNXj2lNTKPmsH3P2IHu3/aY9aifpRNmChQfVOV8sZ7X7bnr5tpfXVMBLYis9zpLNUn/ms32++wnV0CjstznWSWgOU+OBcqQNUJLF9bU2cfa2hQW0JvO3vsGLvvxVesWRLy2U++KYOyOda0cI1VMAZJ52qTZNed3B+qqJIklcLg4YKta5XvG08y3I2UdVKq4pZc6LXZTd5xgO123D52z5xFNkUmSztM6KcKbZUNGCw7Np0PHMxvX9hiszSHsFH331f/5wibOKCv5M9ilLW+qDg6qCi4YYOsYnwATAprEGDKmAGUB60CNxwjARjQkMcccB6qfGQWc5Fj7nRfbbSNWvNPP/ma3anxDhXaiDs36bUCXlW1NbbPEdvLebWP7TBljFXJWbP2yaes6/6HrFUy7C4Za3iXrSs6HA/5LQhYhtnx/mlt6shY3b1RgGddHtUgcFQh8FxSop5l5iy/JzfsKttNzPJmBV5iCvett0eQlXqg1+alAtKYKaOscsJga9DortVKIirWt6poJhdOYlVSLngmq9dEr2cwyDFaJ7Qh3R/fllkm/oUkMYCpM8vONFAs3Mbgi/f0Ilgwy/lYee07PU6UdXaC98/hjDnJOs84yxM/N8o1/oyzj7APHrajCh5iH2QOgps7iXieXeySZ/okdS2osLNJBjDV5qfH2aD8+QlkIKnFqAk5lEub3UuAuAWzjLxThZdqtU14U1OALj6rhf5TlzbHGuhugJSZ5QzreK8WJT30hNGznAEOLp0cK8cJK7cVs7yVG3YssEJv8jvIsJFnvxc37HysfM8W9cRWJxl2Pn6+IiCt6IYdFyPAcnbDLoI9Hv/Pbtj5uwGswiEeT4bhI/vany65y+6eMd+qRQPg7E7RGmf/mNccYJkkA/kkTF+RBeecs6+xjqVg8ecVwTJJN/Go2LPM32CakGHjUMyOnso0zjjnnuUA+K400gX514kH2IQ+lfaLD49xtZJ/ArI/XK8xECzIsH0Z+LnasA638rhevBlpAmex+zzlYivDv3PDVtT1nuVQCPCvaPCV1vd7AcuKScTxovFXQu+AZe0N79SzDAvu8uxCsSHWAH4h3HP8p3sf+v83N+zwl0AhhE/FxzQ6quiG/e4y7KHVe9mAOs1Z1l6PbD68MWCOswpPMcj9XYqyZ3cz9vWUvElQJKZ8MBueKotPDG7qdXbyJZjiKNgwsijJq90jJ1ylWXM9UP3x/GSoGq7YYaAVORt5YygUsiGW560+wjTJw3X8RfVhyMhd7kuuqXdxHxsHveSz8f2ihS1IIydmUr4H8eByJ1dKJpNTz0eiN5h4nfcCV1a6gVexpzh8d0KFFIxlGvGU8uQC85yKDgVmPzP8XqRIry+oKrMsPs1xTnJzwHtmrPN8aAeLyh9MZoyzD5pkJVd/y65/6ikrUStapeItI5q455qU61Ti4q4Ws47BFfaZww63rp/dant/72/WJmNTDMRYHzG+MOZGo3gjvy0Tg/sBqQfXSUb70AX/cHU3bXJcH/JkZ5Z7yIC1eZ1MtQ627xwzyZYI7EriaFNvn20zp/9LF1WuyyravDhsiNl5R9ndLYKTKObITXWc373qWet8ca7aCqN3HExQrjjVqvdtUu4xUMetZtvUU8/fU8926uF21/6ONus7vN6+8c0PO86Rv5QWSg978pm5dv2tL1u9VG9MQin0jKug3CIPmHG7DLaZ3/uc/aGkxcrfkhO31Jntyn0oIGdmGa8YQDNFVkwb8cjAoAollXvJNCr/G64JNEOX27i5o1yuTOvHZphpgdxGHf9HPvwBqxfz+8gTj9jsZ9+y790w0wavaBJc17pRRXCL8t0Bu4yxi84+XPvlRleEeeuKwHKehtIC6Fe+BMPsLYIqvD6hounzY4baOZLr95SRFsCLwjUqW/ZPL3rqclCEy6NMu4SAO8o6bN52i238a5JiizmGeUbhp7TfGWBigE82ckWv8gB6nyEvhBl6aC38+hfT7OVnmYdd4fOpT/ivveykT+2n/a1VI6m0B6E0lP6bAhhAuLdQOt0xbtiYsA/7J7OnKSDyuUqXVUyIgmkG9qgvOQ6K6Cimq2XeNvWeaZqz/BuP8f/rOcsTBmleWO96LSb6A6LHw5lMD1LBfrC43V0wMcyu3SeoqPJTGMaeK1jJ/Tl6GVIlT8/zm4Tg48ExWeWTlLrsOJL2yJWieul9vyQw/ExSZLf3T1WeGLcUEjECSoypij7rzGYj/cAUIaqQSaKiz253sByPe+9zN7liHEuWQkfHZPd/HpxJYt0JOiqTMD8OsBW8qERlkBwjF3KFNo7RwTIGaR5cwiCD74Bsht4Nr9hxfjwIJVAIg+/UFIk3x8SPkIBHL1mxF9u/DyYbSXbOe3OsbBBUxfquXWNPnf8FKzn7OHvw9ruthxymmxUYqdQjEUEy1koyXKfGiRdesdpbbrRl3/mBVcvEguoVdvAsVqpomAbAJJWIkaOPmc9mTXfoJNZoPVWLFXpT7HOneoipco9SU38HgFLBYpcRE8wenG37XnCdtY6qZbKVzp8q2u7y2CkzKN0MYi9LGUWWKrgxEiLGhBWvXSpOeIEkZFHkN5H0pfSK68nGrIT3LTGw6277iX39zZfsk8tWWbsSda+iIemV+dhfr3zQZjww12pk4sC4DIorXDMAakNDpx174i52zAn7eMEH2XG1gDlGMYDlmAusBF+BUwtO43O67IjJO9uHGtbakFufsKevF2Ot6lovoTlAhlfbdM68Ms/9Rqx27UCANT4bWV6lvlevnlSEkSxJNaGzvULSnfPOO9Sm7DDcblneYHfLFbJkfaP1mTxOfYpKYjUmrGLeAnv2tSYx8r3ttG8eYaOHVEoCqiCuTYeg7gwljLUWMOeLJJv5dd6/guTOmUb1y4il8oDvDorRhwJzTPUZ50YG3GNGQZW2rp4ZgB02TEWXf2rszI0/uM0GLGmSVF8br95nzqkH2fc1UumIkVW2RoG7h2TOzWUVNlCGcyUPCCz/4CLrXNuk88L6d1iVqou4mseYlt46BoAPa48RBrD6FCoYeRAzrsX+yb/9Zs1ZvvKqa30R/Cc3bGTYgGVnljF+iVDksYrCGC703EGqG6h3GSm4Nlut8c1bAMt6MIHi7KZfNEByipqo5scRle3MyBVBsTvN6+8uEeMOT5/t7qsE/m3BsmKfz1NOcmsH9awbl2EXQXRWofTQd0Bpg8onbow4HgojQ4cOsCYd/94yWTr5IzupvzhmFDK+yefNOliONYKUi34sQEae7cr7wOYRP0gIio9HHHKzIR8dFXJhzi2baYyOKrphx/0a13uDQAZjb9I2ya7h90z0Msf5SbXU+GwV+gDLAYpj8yQuI23GcCxcOOOiOih+Fzds71nWPUHC0V0y7mBZjxf7VWPfKs5ZLjLL+fHuzHIGyw6Ktxod1R0sv3837Bj/AVDtZW++utCu/t0jGgfT5omDoogXyZi1jYzNdxLfw3TO2Idog8kNP74nUuwuFn0CLEfhJ9Z3t/YDv3LZ4ItCYHaNSPdQN4MvV4novZp14Y655GQ7fEiN1XRoXJFOnM/V9u8gp9kCWC7uwJzb9epbRNGSphO+I1j2daT3Ak/j24B6gaJgd2a5aPCV5O2+jkPyzGQCFCq58AKAJ2Yi9dt2dFSMiCqCZY/kqQhBYQSTQ1/HnlfE3hQz5wFWW6sI1mvdo96BRd5qRJQ/rhyhAKITsBeDxWiXre45XVaUEwGWe9sJn3pvc5aHaQJFPT3LWwSWAXE+IiniD2xRjOOMvM573H19RFEzG7q6nN9ztGRkldr6QpYcihhiGeCY3MXveM6BnucjptKcYG/fS6A0x+Dscp17ZZ0ZTjmi91IXeqyTMW3KjXL+0MPbCXNvc3EUloOhlN/GqCvyLL2z51DhEh8McUyBcVdw2u2S/DrPWfbRU/TmuwydfDnk2d3/Hp4VaZoMOSmyYHeFzrks5y2b2AaLBvPsBrAFxjhcwjNRlI27YgJMMs5KsvZ4XR75Gi7f3qsrkFnVss5m3HKx2egye/rZl61Npo0o0pjkQVsT4Iq2tuFS1d3Wo9Z+/OEDretH19nkK2+zEu35nTCl7Ck6rgrmCZNDysil5HMH2C9P2ssO7lVjg77wexvX0mBNGgXFJBHPb9UzXKrPmVdXrbzkSHtt51F2x9OLbe/r7rJmyaarlIMqmtumtY3W8+wT7IqjxuvxZlf7NaiXum5IlV312yfsyQdfsDJJbHHRQU3lppZikA0ZuJSKlX7eUG+grsznD4ZfyjwxpbUVW+yQc0+wIyb2t9WrW913wpRfTF241n539ZO2y6qV1iqG26+P1kWZWvXW6HkHnHGEXXvxmbZy4Vv2+JMzZYQmsEyfbDKkQsXinjEiTgIsB6NMPrNRcmsIBZjeWhFAb06aK9KpyipeGaDWPe2Hyq36SxG4atV6WzVmB+XMW+yvt0+z1rfW2gsz3hDwlNrKZfw6Vkm2Buw0xs76+kHq2SZHTLJvxTpvCfScjRyd/6hPWt5Af7nqUZupHLr191+xv25Za1XzG2VQWupgN+JjtOgQq5hqQdHS24IAwIoFS/d6ywYs0qSPRZXqtYakgu2N/BVWw3Na3Tub6YVmz9XvTTIHnfrEmzZLCqc6eRZ1CThv1MSDybsMsz2/cICN1n5QoWNHzegyawUbirkYeEWejLQ71G0ofsgZyFkB9/ydPT/vud737QZfkdd2KL+sYc7y3f9/zFkWWC4vq3ctOcmas5Jprlx2B/TekdRT4T8JovRgAJZddp3l2drg0ry2PJcOYwgMIrxi5kGR6ndmnKmQbQ1Gfa/kvPvmEgHWE0eXHiYX5lztQxqR+3+9DyE2fJwICyOknHkO0EOyWO72/EhZk5NgCqABeKNPJLthOxeUy9Zps4vgTrKRg1I3sEwl3qWRSc7pTCAXOIwycj81YLk4xzoMHcJwgGBGZTW5OyLXScwzRQzvweomuYyB9wHYvdABm5/6cqj6M+swV90oeLRLkuJg+WsnWcnXP2IP3/OIbR5W5axMLX0Skj4SMFYxm1Qy7NKXX7Xam/9uyy78vtVqjMB6ySlLGTcAiEz9FRo/p9+TlIwcQf+JAela+PQ8SJpcgcmVkuUuyZCVh9hofc+f1gy32ytqbcfDz7PaTettfe++VqYg2SbJck+fwxfuiK3aTLywARgGrtCT45J6Ch1h3paZ/BjtwGfHdXPZCWkKPXlKpGuXNtpTp8vQ4tLT7fBnnrevL1DPqcDuJp/Ni4lBT7v1708KLL/pM/1w8nPWmqrzls3WT2OBzjj7UFun8z5UvWDNOC7qvDUxa0+ySnq+AcvMjiPAlInJWTawzr70aotNPPdPVjagjzsiQ0SSJtAHSoAIgMo51agioTF6w5CAAzQmTtSsPN39byxdZ0PUS7ZFLCx9vhOP3cdO/cTO1rx4nY0ZWWM3XPec3XOHHMjLJV9SRXazNoPycp0vVWg/d9r+tveeY1IvCZLqqARSneN+dJmz/t8NyBABKPAhZwmH6aiOVipxBJgSmOjDIeCTCLoJhaqolerTIfmsU5V1w7pNVquN9+T737LyK6dpk6lUMN9o7UMH2/e/e7j1VwmVXIj3K8fcrKLKap6ZYZ3THrJNl3zXShoa/Tzx+a48cYmNjhdDByWmYRyh+bLazJEKkwhTMeV7ZTC1uUP97XfeYFe/B2a5lwy+dpPBV4cWD1HQ5ywnNjsYNR0vBSK1GmAm5NIgikIUFJKsK5v38fgWkh0v+gQjB43GYw5O/fkwzjlJjmTRlTr6O7HUpc1+L4Ub7dajo1IhUbHPx9bhxJqKZa6e4LO8ZzkMvtz8yKVQKpBQ9ff4iLEWjKs2Sf1v+t3PvUjjMFRl5zwDElmXSEJJALpLPF2m6mAZ5m1rJ2l6+P1x5KvJoAPpXQAAIABJREFUSZ01xugoDCSLbthsdoxaIxmM8WOdoE6PrbEx8xkk+sEsdwMZGnMnv44YUJDWBQAnwDL3UJHVZl03wyzD1OFGHpegAJaRU9Pjmmc8F5jldwHLkN/F51PACL+LDXJzJsEs9krD1DL2bZPY8a0NvtjA6WOtklLj3d2wk7w4Heu/Y5YprZUnKXmeK9lbN8hDGrH39z8/7EWPnoyHYhNV3GKag4NlrjHwNiuo3DBIawMFRGy5qUcUGSPrNXrmvWiBQjjPWWbMYdrDvdj3jm7YFCDwmAg3bAB6D133tTLL+/R3P2GHk5SpuOajT7jP/w2z7CoPB8vdmeUoNOYRUQ6iHSxH0Q9WlnXBOtgKgKaijyskujHIrGOSsm0ff1cZ9jswy/n+/vfMMlLZPHoryap1rIDlmAvuV6HwHQIsdz9WZp6Tc8Q4qyI7vi2zjAw75iz/7OKL7Zxz39nga6jAMgZf0kT4KKQo1hdJk5hEEm1hBWIChZwzzRR3U6c2jKorD9MEk8yEJuMu5MLOqJKzpOJwKBmV5TJdQAVAQGaX3pcZqrirh4cO4DMUV8RL8lLODyoGwCaxpmDE5HlUtEMEWKYQEr41YcDKvhKEQzDSQQblUViec+a93xU+MNGp9zqBdAfxTuAkI60kT8+jPQPkx9/zSKXcjuiklOemIe8ttOPRdsPnQsK4wjM9z3t+gxDK8vGQo2OYBekSRYqQaed2x/i9VMcd5o5JhowsWtlUdVODzbzyHCs5ZHu7+w4V1QZVWKtyGlqsKITTEsJeX6a9vmL1Bnt87FC7ZK9dresN9b+/ukhSjiY7oaHV/iHCwV6WH8LsN63zwD3MvnKo3f7os3b8XpPMHnrTJl3+D6uUv00JBXPhgUoZZC0ZMcIW/e40u2hzq82aNc+e/OndNpyci2IJrvzKRd+cOMTaTj3MLh1dad8qESjWcV+1skES3k121a8ftTfnLtG5U5LpDL+uq8yjMHM6UfOZz1q4wcbLCKtMPj2oVN0ryAkzrR+dL5P6bfZB29vepx9pP25YYUvFfNcrBrWKOJqjxXL9z+61ahlNofCjKEQ7ZIVy3zUat7rr6YfYr75xgrXKNG+mVGZ1IpzaJX+mkNUshrxGPgsb8XORqgPQShwhr4MtZTTTOLUUTjnsIJu+aKU98uo9Nma8cuQnBllb2WZbq/O/SlbUD7y4zN58/GWr0ucxyQBz3EpRxBQ7Q3lKO43WrXKo7/3ko5K8V4vUiaId3h15OkirwDnX74GnFthN1z9tkwT4B37/v+wgFfDGK5/cqHzBcz3l5+yjxEy2XH4Sa3yUKXJmwLL2iE0aIbWqT7MNeX60ZmHHHHmXaev5br6q+7EDtQ+YixxYfzxPY2Fff3aBjULRyKQXPYf8Y6hItKN+9mnbUXL9TRqx2SWkHOrcKCBTBCQ/6KX9q1Ja9s3Kg5ntjQjaJ7Y4iI58iFewn5N/kMeyvxHDkYEDlu+8e5pd9rv36YY9QXOWqzQ6qlNgudDbkRgKebeHIQOVRObsFRjmZEiAq52PkErGX6XMbwu3XljfXAnzXg2AHKxnkmHn0UvBIsdF8uoACWPard2WxquLxQQxzLOyUVcckwNUFrRLm6kCRV9WdvJ2oOqBJs049mMjQeWCBptUBMvZVCu5VMLz+bVLplopiQhLfl7L98rMMp/JTQnDnI8hM8Qhw3bQl46NY88jD3zEgkvCc0GgOJ4JWRPAN1BWjEDgX55ZHZZj8Xtco5CEO8hLgJvvCbNcK5bzqdM+bva1w+0xyZA7R1RJ/qfropunuUWGiBqI3mfFBqsYWGPtc16zsttvtcUXfNfqlZRvYBYcwM771Jk5ieEInxvBOditmHdGEscogo1KJJh7S/UddhLjqXKBm7LGdvvz9qPt+hYx2Pc8rQ+tsJMla3nqskesRhU/GGSfR62gUyqQYlS4lYTHeSXoFVUBoQ4gqUh9o369Ys34edLtWSbHifm1tbb2qm/aheUbbZjMxkaqLxgg4A6BCiKbBNouve15m//Xp61G0u9glsMpEyhdW9vX+gkULhgoifm3DtKc0hb7+YCB9mGduD2UAKzR+/QVWCYwkhS3KtAMUKD61Yur7flf/NNqhERbdcPTv1mmvw8a0leS5VYx+ZLQIIXW33bYZYQSyc3qZ66yE4+caEdphvRCgZqnF66zpZdPtef/1WSLzjjEbv3AONPeZqt1PgfJWG3+vGa77Cd3WAsjBrw3TIlYR6uVDhxg3/7JcdZHx9Rb549CBoHG7zclpYAa2ELvLVWQgTH0mXte9OCaCQzQd6PA6TP/kGFjBKceTXr76JeUQiq5X4fRV4mS0H8M6Gd3nX+HjVi8xDaVV1r7+nW28YuH2dWHT7DVCxrVj6Pzq0BPQG0rU5+2jORKHnrYmr5zkfVsFLOsIMt9xNqmWijjVme1qdCyrujtQa7k42K8kkp/oyrbsP26Rlu29LGbb73e/njVNb4G/hOzzOio7nOWM7DKhTF6h+hl8+0gGpqdYYN5627YFUsvM29by7A5jndllmm/IPa5qUw3xvltYDkYP+IPCRez7LORFyt9W2bZZeBAJf3oLJGiQffB8FH9bNLOw+1h9Q9t0ib/yc8faEd/dCddVzmgRvOzr196awHLFMS2dubtDpZ5diT6yLC5nr11nxf6J/V2GWS865xlwHI0MxfBsrtehylUBssBomGiYSAD0PEv925uK7d2sExPJ1LytzHLJLL0uIZDN+t9a7CcmD2KDVw3JRPuwuygOAq8Uc2mPzjGshUNvtLj27hkZ+ADs1zpRl4xZ5lV7scq6V2Fim7h/hnf7j/LsNV2kvqrOT+VMkWZ8+IS+8lFU1XgwoArVAHR/0m/tdovkgybbxY1B/YrDHeoZEcBO9IVYl/IsMOdOcAyj7u7rp7/v5Fh+/pSIFpdX2en/+hEO1jXp1zr3nNYtHWMBFHSR98tiqcu7zcqHK3LrSmQRc9yrANWLSoCVDNeXPOzF+eVdUwSRfJP8uTfTi9wybOSN+JiTG0IYMr7vw0se9vAe2GWY00Gg4zkHhl2FAoix4lry6gzd/TW/+4uASemIn90Btm/XAbL3R4vgGhUG+QgGC2ihEjnwpll8oBQbXz85C/a0iX/2eDLR0epZ7lL8lSXD3vvcVHl59NSHNSyLgIcOwlCwR65JAqp1KsLU8zRhDowwExMKIGoCHCY9TYB7iLfiTF4AYph0JxNSr4r3lJWkNNGsdwjcToub5nS+kZNiJrO8yuOK7Wq8dOVkOl4wzcizXH2lpY09SUxx66sBJwk5tlJIvLhpL9w8O6gN7t0BzPO8cf7BsNedPFO8nG9ztU/CVz7nOTuvcapuFDoWQbsuiFWcsN2EA0xEnJ2cl6UIVGciPnFkVeGUVoYqiX3581SQilP1/wPq1Yu+PRvBZY/urM9fu8j1tG/qsAs48qOeswL49rTGxTLhilVY9pG6dC+Nk/HM1a9wD1UGK+UCu/80lp7WHmRbjT7y6I3bMiitSJgetjeO+3pY7XsijsFsOe7zNnGS1r9xaPt+J5N9r1X3rBdSqtt5JnX2mC1jW1kP4URbtd9X1tqh/3ss3apzLSqf3e/9ZZMetNO29kYGYFtuusVK++vWCwm2YscMOk6HpSJE/ceYq+v0+J49U2xmExNSfOc83xqkTG95BHz3NVnWb9x9XafjneB8qV6fc8u5RE3qNh419k32oj1zS7rhrTBo4i4uVFy9WHfOtI+tcdYGy8Fxjqd1z6MjlLu5/J95dhTpuxjS9Tut/ytVzx3GjV4gKZpTLa1KxfZv16dZw8N0sjSYePtvgeest//Yqod//uh9syyftb1wxdtjd6rXfvwFh3HAMktO+RrE+skmA0366XYoe9bIrZ1k/aeARq9edLeo21v5ahNigVblH8Dmpm4IOchu/WlJfbLp5bY9mp3+MyJe9m+ignNKuT2Vo8y4z/dDVuvceNIdooUkzDwJM9yEV1qn1LvjC3Y6S0b8sxYnQ9cwKNAnokXYp8TMXoviuP33/OK3f2Pme543QELJJBMHN3YstHWfeZDtuyKs6xMCeTt9zyk+zkKoNTN/Uzq/duV8PWtrbPDPnKorVi21J547Emtd/rdwRW0lgW5SkLAMUL2IB3nmzjjrRy2j1oTb7/7XrvssvcLlmXwVdlbbtg68YQ3JIfZqTX/jOH0RflNZpwzq4uxFwyz93YgY1SwQJ6R/15WYH9z70cwr86g6n19AyHhIvgBShN4jsCZwHIKvLkXNxyog8UNp72oukVfZyxswDIBjt85hnZ9Fk6gbUil6VPx6kc4toWhFxtB9Kl4X4l+ZhEliyD2qBxcU08xMlatAZ8A5MAqRhc4KKZHuRtoLjDLjN6i8gljn4IcPx24Z4CbDTD4Tg4CmZmameWoOOe+Zi8wOLMczor+HuncumSJ88Qx6UYuUTVw89H72WvXXaBVLQTCLqcbR5Rg7PKkGWtX2miNljrrvsftQ1f80Raf/325OiMRoakeJjkc8jY6gAkJhm+W3AzcrCQp5COwhshmu4EbH2XkoEYGNHIdfKSy3s7fbrh/g+P+PNXe+Mk9Gg0gWQvGDArpjbtOsNKWFpuroLHH6wtlUhaui9HDG71Gzigji/Jb3ffXSAKBWgB4PbddSeirP/msfXtQlR21ZIltVpVurRivgZIoNyrQ9dLNPO+FRXbb9U9IRizJm74XMwF7SfrsRQHWkwD8FiV5SAQv+tlxAny19iOZfn1JbOo4fZcVzBNW4k8AcbmIQGelmKu/3vWqPXnDDOs9sr+NVTVtwqGT1APeZTvIZXjRwkZbPG+FvSQji9EKYgceMtm/1zoF2Ynj+tlKyX5wC64RsPxRZR+7d0ulfWNglx0yf6X1kJPveiXedXWM/eppf7/qIZvx1GJ3ouZ+7dGhnpthA+3MC4+04QqevZzxi+CHrBiFB0UwmAGvygOWGSNFsYNLqefCxsDaUn1E4lyn6i/mEd53A7OsY/PROfQ5Mchen0Ef7K0Pz7GpVz1jg1VlpeDRNrDSTj3vODtgWIXMRHA6Dvdwksh2jRirnTFDsvxHrfmiC6z3huZgHNz8Bu+DNH9QIGydXoO6gV6ZGn1Ws94b0IzzOJs7x1IjsLxJ5+m22/9uf/rztb4m/h1YzqOj3ODLxzF1d56GfSBhJ/4BlpNUlNXlzC9gOfd0JpBB0ug9nYlZdnYk0vcAy+/ALCew7GY2BTAWySjxkIQr8FN3ZjmD5WBePTnVfeDOsnl0VFLzVFTISEn3HkZ1Z3z7CNtNTvAzn37DwdXgIYN0nWMN+LvocwDLPm/dJaFbs7JujITBFw7v3usZTHGxZ7n4fJev4nrtvcl5znKwh9GzjIswYDlLMhOz7CN3fBp1FL6SCiLcsCllJ7DMftGNWQ437PgeRbAckrKEx/27uQxb65sxGmzu/HPHY5+znGTY6XHCCkUlevPzZ6dQ8/bH4xJ5JZ7CYMxZzgYksbE3YwioeISipLs0HGCPdM4NUwpMJ/cdHZm0PhTHKHGs3Id8GOue64BSYPXKZrv0B1Ntxco2FcFJ1jMgDrDMvuNg2U9gBv2A5XDZLYw51DvDOru3hh7Pai+Yvvw4cbdoxBnnEDDjrIADH4JvgFAK2N4KAwAiKZK5y8wP7GQfOP3DNmRNiz2w2yhjgNH0+QuUMsfID3Xt+Lz67NqeIXCMpKOQHkUTpOOcIHfDTo/nNUAC1oziQeeU9cr+5IcFQ52VEKn3PlIsQLfccQWiu7thY1qGEiZGROXrEIVrHqMY7EZ1SXVC0Ynvj0s7TJ0vixQHeBwjxlrJLd2nhXPN+lMcXq97jrmoMeosFhOgzeeIU/TB9To/rnMJWI62gaJDN4XPGIHGvdXLTvniaba0MDrq3d2wo2dZzLK7YQO2FO9cdhzHl0cc+fgWCsmJPEFTH0wt90nR8Irv49/ZwWOxha43TLDACYyx+9FkcOe5W4w4AvSgigujrKIMOoo0QQiEqzTrIHvgcC6SOzSvozjk5zX93eN1qO88piQwnOXhWXbujLDOu087SQZP0TMdHhJeIIpmuALTznlymTZFgNSS473KDvazIVqAai9CEGPZJ7yIkNsSi2AYxjtAeuRu4T4ebVioJCEH8tzlLE+PvDNAuLfmAdadiWdUU4w+itFSAs/KBftIwfXcZWdbiVpv7p76oHUOqJI6I9zbm9RyRqGKHuG+cp7HvJHHm2XqWa82mHVr2qQElIpMsV0todZDeVC1DKnWafJFpXKq5RtLrC9zegUuf73TaJuuCSkl9C+RK4oM+Phrb9kpyjNX9Kq0L0t5NvZLf7C+GHQm2bkf50ZV4XfczkoBx69rhCgu0606zwK7PVVg1y6veyHON0WKnmm+dIfkyTSr9a6M+OU99H4eVSTorLCKTS324qTxVnLz/9gvpj9tE6XEa1Q+Ucu0Bqnjbly53u7981M2prHRWvCO8euADJtWvE32LfU4n37eZ23hwoX29PRZ7sWB9BfQ2EPu3x89/gibLW+g+Y89bg/37mOX77+nbRnQ3x586En7xXdutJfkRF2ukVw16tFuEVE1cEq51Z9Ya29csFKqSgg95o5rZJaOG3KM+wi/JcTpzvgqxK5XLBohwmG///qg/Vjn7KvL11i/sf1tiPbz+r6Vih8qJGio8l1PLrBHb3vOtpO57ufPP0rfXedGCJP1SwGZ1pIYHRX7KB8Q6rLwq6HlrpfyLTfg1Hrtqfv2je3fsPp5g2zQFrHZarUsRS6dypNOKyl2V8jK+757X7Jbrn1K8VLfhcfl5t1RJ5+aHUaoeDDINh+5l317wnbWS9rz2bNf8pjsWEpfu0NBjvG1mySjrlB+OHnX3WyNZPGvv/qanocih2IdylLu1MCQ5BBIsxlXRn7h30PHXVmmnuX76FnWVB/9+1/3LOOGXSkZdqckDBlshEMmN3G4+eUgEhLB6DmJYeu4ZWuRUgnieVQMqVDDOKfevJDFZLlJsHQsvoI7ImyovkAAPn66tY+zM6Ae5xV8k4lNhUdC2hLA3PsxvB8hPsNZ7cQ+eoBw+TXu2Opj0M9yBRQWXm7aD0fl3FccLLdXUQCmDkHZroLd8D4VDiL1dOfeEu8H0xOd3U6APbtBYkTlQCuBYYKdS8GRsTtjH70qeaRUsXcmA142rahKewXdaW79DivI8XgVdBvAzobh0qg00N77bqIKqVKcNukqe2KKeoZLcV5QRqIqm8kMRmU9s+H9zDRDzvbbSVnDKrv9nLNs1re+Y8duWGFL1OfSpRsIk0WfHZckJiRqfj29x5REEWZZny1Qxs3GWCbm4pIIIpvFTIw+2DIBrp4asj64jxJLBePzxo+yx+6YY6Puf9oqGtpshXo+jjzzI/bZUeV2zk0vW/vUZ2UoVi1pDeuLzYlNMEAzFUsfU+JXqhtYxmF0dYvNv+gEe3z/4dZT5lGN6t+oUlLdoIC/atEKW6MA8MRbq23N1Fm2We9dIqfBqOqG0zbXKs8+7KXq5YRdxtnXzjpIg85ftbsenGMbztSYq1EV1tbcpqRFDoySvpQq4alQf0aL3JMPm77Sjlu9wk7dT2ZWqpRVD6p1IM2Fg3nH6n+Vkp5+sLeSdCIvhpFAjkdlt1SguK8MEfbecwdFrj720uuzbKkPrxdY9h5OJNI9bNG85fbLHz8YPVa6R5C6DJBC4IIfHxsO8VIBBDBIWgSCDSMF9B0BEFwj/oZZjTPuOE/CHGuJVIjFpv+F39eu7rB+/SWpV5UZGbaPkNIGuna1ercBMlrzN/3pYRllyPWQjVaS8Kqdh9q5n5ki5p3+4uxoLek0BRUxz/UzdW0f1bis8y6wShm7dSRpeGbjmHPLeSKoM1KBBNX7phm1ghO33pPeQIwxAM+CQfaP2/5uV74HsNyrR43tPDyY5XCB3dp5GsCR3WGdgSII6PJR7KUHC5kbybSzKBSLeByQQW8yKhBez09AFG7YyFoTe+HpsBvMIE7iOiR1RHqcolvIsJM0nOQ5ySGjWJjcsFn5XrTjWENyFi7ZUbwqVzW2blA/+8hxk223PUfrGrS7rIu4skr3P8WOGOXHfhn9fI2SlDGjGEa/u+s155yiCtchYTqvCGMQiBS+QklRsTcUVQBJS5qnnDZdgE7MpwVE424fICpXtnFUh1mOXu9UhNBxMe6nVsWhfI8780ZxSYUawBDmb9lcLNhxxRndV0j33aGbNIGe5QwyGBEVON03aootFI3q1GZBUdBPCddNx71Rf+vjbHcGmcHqOSjWvZjguycVFBA3cKz1MNHx/vwkXsNcco6iaOXT4IPRdDdsrmliTHm+rgNFJf6FG3Z6H388CsncB7x3u8xa/vib++xNJZZlzKGnWJM3Tl+ygGUpT0jCYgn7P46gXeuSx9l3o63HjzjaA7w3OZhlt5LzYlCAlhiN5rxpMO16Pt/fHZDTe/A4slzeD2mvG8HwNyV0swZpKOohe1vJd05mIdpjs562TgFVrgEmfgDNrd2wYYQVhwoybC5HnGCuNaAximxx/Fnx0FP7FYW/mB0fjD0O+g6iu0mbKfoQW/i+vo59gYcrfhR9kqt7oZih5ExFV1z4i73MUdDiPMJqc29xcrKPhjPOyeAL4MR7Z3UBz/ee5UKLQzDLFCadBd9GMu7Mst9bsObx3VjHbvClPQbFw/Ey+FryXpllRkepzcfVdszz1XXmTR08EkuSrDlyreRJ48weiW60grmnixMOsb5YHTECKnniJIa4KFcOpjWPzMzMMmDPX5/a3sJdOpjh7GbNPe0glnw1yayz7MQNvtx7J8By5EBxftLUvG6ta+zxgPIo6kBOxNjNAP958koYnulsYEDWnVH2XuRQVALuS9zTBuY5XKkzKRLMb5JZM/+YlhlArZNRAWbz6LOCea33HNNaGLltMKmpDdCVn+Hu7JNh/Gcwzxx3uHAHs+w91d6zLNAolVGNAN3T/yP/mrOOtgf+ea91an4xcbdW9xYFqQrto5u1vvBpYF1ShG/CxV3ruZF54FqLrcoJaqRsWav12U9xvEE/67Xm1mk8Z6WKd7SkjZQx1DrJnvv0r1DBtsPkP2qriO+KW7+uG2J/k//Krsd9z3roczdt0vfXnO9OGcN6js74zQp9D813LlUr4BaBSGT6nXpeL9oWcf329UFRQspWeSnEvGb22cAlJal33MGyPqsGRv1nZ1jJZw+yR6dOs06Z2bZuVJFAeVan7vG/vb7c7v39Eza0o0UtzLyP9gSdb+Jjg5jcz5z/cfveGZ+yhYveEniba6PGjLSVkodvbmv29rm6Wp1HgWGMtVYov/v45B3s/LmL7WrJwvvc/7L1Uw5Fz7jqFQpEpbZRBYb9rxliC69psiXT5bbST99b5GOJck3IphIBkgooU6ZvuJeRzmfDZjtFLthHTxlvt85ZYVf96QkbsHy1bdpuqC0eOciO0n7UIlfwF99Yr8L4CDvxdI2+FLBUqPJ9PkZuQrKEq7WDZY9DHu58b0YJyuOQFa6+Ir9Yr77lCYutTOed3mWV1XRYsYdmQoBde6HaKb959eO246uLrUt5fC/1NG6SGVntp/a3C+lJVxCsEPHUIGUbuUaJNjqKucQQclTXFNL/XHDTjuNjz4TtZs+jQIm5J7ux+yroucx0pnBBUZEYSKyor+srZnma/fJX79MNOwy+YJY3OUL3RNpZpWwSFXKOYI4DJGcpdLC2RQY5JNCpclVwey72FROsqGAz1gms4POHSQbj+vgG4xVK0kbX2QXLzR+jSI2kJyQ2UeVLbLcHmmD+yqXlaodZBrB7tTxJnxPLW0bzv0uluz3uLHCw3TmJDTaXMB/9wB7ytcH6I548JWDugDWSSZ87DVB3mVKR5SXIbUx91NwE5WVi/OgRc9AdPeARDJHphBt2yGiS/N2LFN0liUkS50mCFrJ+hOiJDSsCqjtGu9mDrokbfGWWWyODJHGpatMMOUCgAgvy7N6qJjvrRb+Q7O+bRtTbIJk1fajvGvvRPRoB1bTY7pn+gg3UYl4hs6mytKhxvCNhjJ4gDiJYEZIRqjzMKsYYAet8gmOzZLKAZh+3omC8TJ9VIplazdJmmz52sP140CgrUX+C98XoPP5m6VLbU6T3C88ututufdZaRAf39iAYRhsxQipJpR3ERN8EiZqz7Xps96P3sEMP3s5qdVdSa+gUGByokVl33zXHbrjyEbnzKbFUINmi0VGYIbTTZ69r0uaSeQIXia1m+YlZGr3LUPvCKR+0ESNUrfrnK3bzrEU2Yd/x9tUPjbO2dYBlpCkCcvqcV4Uwn5FD1k3T5tju85bYC18/zi6VNHrcqrVy/9NYBgHHFgVfDIhgq93ASkEKkMDmVK1eIPohcZpmFMGndpqojLnWLnnrVZu0vMl6ao7qOszZtFlRsV45f5ld+ouHxUxQjJIsT/0dfTSk/tvfO8q0hHwurktUvBAUxQV6gClyhBlCJIgEUq4RskZY7RZtIPQst3oVWVVn+nJQByjZRKK1TsdWL8YZxrFWjy9Z02G/+ent1ry8Va/rFHPfyz4qE4rDdxzmTCUydHDCZgVMfXWx/n2sesbT1uO+R6z5hxdYr+ZmZwCihyZ6XwDqgDOMIyp0Ptz5VpsrjHKFkl2AHaOz1rIpq9Ldq2eN3XTrdWKW/+IJ179nlvuEGzbMcrrm0QWTYxJrHDWK83EpAeR+o9CW5yxHchxlP6qbJCUBMrgn8kYSHg9FBi9/BpuggwlnPfxRf22AZRI8DC6Ch+Jx1j0JQsxZznd/9PDzuwN+ZxfoF9YakxTkmxd8zMZt38/NNXokIw7eD9AA058VPplZ5vojdfL+yVSt4x73HlDmLCfGOZ6P5DT6xlnPBRmxjt0ZOTf4CmaZf3x+m2YXs7HVaE25PBawTLESubUbI8E+6fmOo/m+MtXz4lCMFcv/qNE16XFAj/csJ3SaJbUxOiqKnSTS1GFYy1Swa5MUlrfLMmxw751OAAAgAElEQVQ2aBQTbtAdl8JZupbELPvb81Zc7QKDHGAwXSAl6TpWScYpDObjcZCmF8U8ZZhl9o14SdH4K2TYBZdx5O26v/j+zMd0gzSOFXZcx8N7A7D7qmfte4ozsy65U+oP+eDjUsoaACIDyB0EKzmiAKh9JqrP8UVChh2jbXJvcvHx6BHd1g3b13fh+em99CMzyyT6+TNiv/Sh0p688AU28T0Uh/uKJpnu0wn2tqlPP2IjVKFoodfsXd2wtwXLiSnWu4cbNuAk2JF8XllLGNWhjtnaNCvW8ba9yRRSYr3m+dVxfaKdoLvrdfFxTNUopBTmXb8rWA7Q3N0Nu7u6gBi6dc9yKGzezQ3bwbJONaZCRfO8d3fD/nc9y8Nq9rKByLC3bHQ5dagmY+oH2ga/dsTl1OqWW9t83q5OdwG0UihRDuLFa8BzAqduEJt6dXl/7zWE4fVRSMiXGXUUbtjIh4ORDrl2noOMwgfwG34skaM5gaL/dldrlBT6PNJGXwcJ3EdrGnE55Xg6Xtalv95fF67OHHeYNEauSUGyAJq9RzgSenfDTnJyH/UEGJW82V26PWeN+ypMaGGco20s5hMDkvk9ma/yvoB+ZzCjCJF7loMQCsbcR1/B0KfigYNpJ0ZyESG3p/G9OD8Bnrnfsxt2nm7TIZDWZ22DPXfp180OHWvPPvC0epZl8KW9u1by5vVikHtrT1jDaEb9xPuhVsqJZjHO/fppAojAGq1YFKnr1OvbCJjW83wkGmBa+zGtAY0o3zTCjnuTxymo0n6A2kMDR+xfyj2/tc9e1nX65bbPozNtQ//+ViUPlg1z1waZpOsa00Ag4XR+fX62wL9AMUUA5Pu5eOzu7Z5XM885nWf/exRLekv9t1Ejsuqqu+y5J8QyigD4w7SnbbCOg2kaHJdeaH9cJYn2r++3EeqnblemkhUF2DXXD+5nJ2h8aIuMxSaqjbquptYOOeIQe3XWGzbrpRe8UA2hsEGFvirtIRWaU337hBF25S2zbZdrplqH2tN6Cmt1Sq3IfYbCoqf2okln1FsPMeczf9hkFXVhhEaReoB8cvqJsZ8u47S+K9T3rdy7j3LIsR/e1Y49ZV+N1mq2qoF97YFpr9hDf3lMBQf19mq/l6m01qP2MZnJnvU/R9mAIdoTFChcjaPVzb7LyDwAJ3ujt94pxkUWEu1umLsymtN9bCgc6/0qdL1a+myw+SOW2c5zJyiOA3bBIJHnsOf20D59xV9n2DNy8B6gwNCipHPQgBo79eKTrJ69WJNzOnQzcizsCcy41p1eiBWQFpi3Ms40apWhLAtCjnycfT68UMhHnFfhXtNn4dGB15DCuo84JU/oU1ltd993n/32d+8TLGdmuUs9y86lIpPyJIADRPab5JpJmkyFOEYDACBUqdHiLLBuqdLIog7g1d2hOs1hI6h4EAl5cczBjcplyMDTvGUCFtLjFFBzshmSi+5AKZsZIGEJp1kCChIVACqS3TyQ3V2z3eCrCJZ9nBOybACrS3iS6YRLe9LiScE3B2Efz5FYW6+kJkbHnbm9P7pokR89ymK3mTPHHGoH8Eluk2TY9LxgIOAGK4kxzeZcyICy+2T0H8ZiD2dNEvOQexXkcwVpd/QbZedIN/jywkY4NpYIwHJDYgTkwNOlPiG54/wib5jYsNKO2jjbTt/vs2ZfP9ZKDtzVTnzlZTt16XLbWCWzAdg9Lf7CEHDPFyPZdTYsgT9uRrfUh4VUkKRfjz6/eiHKJ7vK7cYxg2ywmORHBvWxGZrtvGR4nS3XMY3Q30vfarBOueJWak7QtBcX2e03vGB1DWtUIaSXLjl/J0O63MudE9Yt8ssvk/zkh5KflCl6bMQUQNcKFqBOSdVT89fZHZfdJ1MHlQsUSJFb+3lIxQaqvZg60T+N+zfStoE7DbVPf/FA22NMX7vlyUVWocH1Rx60g62XrFD/HyynQACjO1dKKnTS8o2245X3W88n/2UvTZls9tdv2HM6h6v1fdRS4kwF7F2bAgNJEmAZEB3mWQGSh6io9MeyWvvj6KG2s8YtXNy4SmMXNPZA8m9nqQQie2j9nC2zr8aL/iGXR4Co7lsMFYbU2/cvPt5qtQmAqVA6eDIAEND5i7FRVOQCsGPcBrPivcpInPUT8A8zRz9dX/UR4XrtG6VAVh839gpjuEYB934aEfXasja76pd32RZJlnoIZK/Tz2+cc7CN2XGk1gcbOC0L0ftOFbxFVeSBzz9nvR552Jafd75VqgXA5dB+LLDQ9AQF60bCykxnAHvuUYZVUQu6A/UGPQ5YLu3Zx2685W/vkVmust1HHal7OpgBYkFmA6OAl2XYhPQCkfWOMuxYe+8mw1axIhmCvc3gqyDDJnHMmCuSKzaDkGF3A/Bb9SwHciMukDyEG7Z2OzYhmnr077/POsK2mzTSiz5ca6/dJtDn7JeAgWePqTLJ5oS6oVK7Tq9uIMN7QNWTzuio7m7YWbbNeC824QIoKfR60u9blGEH+AgZNnLrbLJVBMuMsxPznY8HdhIQrWIb19ujYDdA5DLVwoioOIG57zrchbsDpXALBixT/OkuAd9ahh1o2WXE2sApzMB05rXhhUq9x0acT2EPC1XdaMthfFPuZe7uhs359p5l703mSKO4iOqm0nuW47tyOXyckN6ff7i+d38c4y/WRLV6CZfOXWHXLVjvM+arFOfanAmhkBJric9gXRTd3lMR2iVsKKJUMFXsc22XvyYe38oN25d2bIbsIbCiAa7jMVYPTA//292wnTVnWcXzWfMowTYq/g4Sq/N6VZntufMYu33QALumSwyIZkKtV1wEVBCD3nl01DuAZf+MYGspcrwTWA7jufdm8MXnooQozgWP6/N2g69UjNLeRuxkDbAeckuEM8sJPPgVyABtG7AcezgySMVYn5u87XoN80Rkid4S0Y0dL/QsI8NOpnqAQlj5Dh0M9xCjo94bs7yXDL4mCmDGnOUCiHRwBniMnuNgf4IMSPYNntTmvC5Aa7SyZeQaoJQCfnGUKM8PUJpAZe5NLhhpsbbIP6MlDpDu7TDEAl+ifH7R2yXGZgaY9MyoG1jOxrW+t3f/uz7fQWu3Hl9vxfNrpXdJ7XDZrTrmQxOLw0jL2xY5bm9XIJcC9AeIz6a0xOLM8GbloLNoGSyTsxb8doIhzvLskHFDgERulj/flU7JG8inhKTcDgMrwJ3L4Z2Jpmgr/q9QhICZ1XEKLFdKZffMT8/UGNG97JyZKrQNrrE2gcYByifWap/dQwTKlFVNNkLEU4vaBrYMFDOsomQ9oJcYpnhEyxnFznW0YlFIB1QrnmNiSP6SW7TyfUCMg6Fep5wB5rqHGOjVQ+vs5FEyA5u7UgC2t33qxefspQvvsF4aa8o4Ib4Px6UOW0mw+wi0YfKEGz9GcNntmranmP8cnjYw9tELHgw/SgB1aguvPHvFmeqbHmQPLJ2nudLKWbT1tWg/qAMsax3c/OYqm/b9f2oMKNi5aMDGqutFIiTjr9VTdrbLv3WwjetdbfftsKNVvfKa7diw0Bp1nmtcbcd0Ds0z1mSUdWKEP3HH67bzLY9am2TapWKM2+SyPX58jVVqXOkLLy+12sE9bPvz6qzhlyW2/c6SbD+20D7yhf3s0MlDpRIqtds0ovLNX/1T0u65tvyoPe28rx1mB25sNqVWarfBvbzdzv/pPdZDo6V6Kk6gz+0U4u2vSQPn/+Cjyi/DvBVME3E6zFvxhQiwnNSFMMhp7yEXbElmhxljQIq1aT2t2mupjZk9yjav0/rU87wdC5WTvuusxY121R8esT6NzTLWFfElb5+KUw6wbxy1s9WIgd+gJByDy02Ks+QZ7NNejAdLkaPqvWinIvcDfPP3ghkt47eYyuOtnR50EPUlwjKey99picF8DH+ZGqlR79DoqF/9+n32LI8fdIS+oJrL5fYb8zpD8kyfawS7BM74C0HEe4+i4hYoH1fsMNVymYuDQoBZcTh99FoEWCzIZwrBM/UPezAOWZ/3R3HuHQQGQOQf/40EJvpiQhIUpg3JNAtJZOrbwByqDekpIFHPx/QISTiJML3Lwf7CBhf7isNpMFc4AoiRzKdP9uo8REeuZHmlkIoq+ngHzYDebB4W4JdKJIxUHhWVGWTv6S4EuwSyOX9eCMgFAYBr6mnxmg+fHwWEGFml64C8y6VPIe2Jvml9L69WRlUyOy7GMUT1k+9F4HXwjLTHAyuJWphDtGnRjdPNeMza5+3y6g+pOtNhM874pJWcfrR9ed5r9t9LF5j8D1Weot9QG71v4H6FPDHjv1n47TpByDyQYyMjJNnlp7sEKlgSBPtpYc/eVOZynU6MTwT2Wpn3V9fLVmvTH64bY42Cyu/+8oTNmfaaB+s2HwGRRkgluZQnhCS3AHYdQZukNTucsLt9/WN7erWtVYELSQn9yYpnAs0m2eL99tILS51Za9Mc4JBqJWbe11UUOCh4MKuunzaMY75yuO0/UaMUrn/ROp5/w750ztECkWJ5fd4y4wJUwdN3LhMr3KYN6OOSkO9603Sb9dUjzb50qD3y3Cxbq4wYl3CeC+OB0QISElg4wECYZ/VyedPkyi2256DRouDK7c6XXrOuvuWqkEpOT4VWlVqpp2xmZY2de+0TtqNMm3rqvOFY3ikZeD8ZUZz7tQN0Xtvlmot5V6TOSdjqAZRAygB4ih70osKqOFjWhoakORcBKHgQhJCLkkjS85fnc1Mk4NoOkDPkjEffsmv+cK/6iqqURMpMbdQAO/d7R3vxxr+rPo973McV6OcmSUb7Pi2DrwcfscbvXmgVGmmBZBTmkso1khsAu49eYHNmtAXFBB/XpWPUsa5nHQmoN9KXq02uUwZfN918veYsX+vf998xy7XVg2znkR/We2pkCi7sKVny85Sq+GHwJTMtvBxVSNJv7hzszLK7BUdPqBf8SKJ8tM62Bl/cm+Hunp+fP8Nlcn7PhIS++DigJfrwAhwG87GtwVcGCBE3wyE13NZ72mdPP8j2l/PnimUtul4kD8TZuEd5RxhhB6AedxMjl9ywAyx376HVuXZmObthc6Td5K66RoASfxv+o3iEbMqZOh/HFBKrkLUmsIyT79t6lt/N4IvH0z5VAMtKTjBr2soNm70hpM3vOGcZsKxjwd26wNYqJlCNJkcGdHVgqOJJM6056qFFhk1ClYB6APswNqsWgxxgOUIgX8cTRWeW455zRhi5ukxxqgWWcXePWdtx/nBzLtNa5twGuI3nt2aw7H2pxcdbFF8q5Cy/XEzFhef9w6qU2JYo2WR/xIGkHNlilrJ5DxfMsvJR9h3AmRzS2W8dLCuJxM9ji4Pf4joL2WgedRaP515IvlOMNAu9LT11HbofOIExOopHAnRs0eMl6qFTdmhrdEz7fXRP+8YpU6x17QZTaLKRMo5Rt4ePlGKriznLCnlqMfl3MuyiA3keKfV2sOw99sxTxrOhIJ/Oru5vZ5ZjpBmu61uPb3o3sMyxMlbPe5kzIE6Fk/88ZzkVrdIaePuc5SQZd8Z5Wzds9jj2ceIyM8yjczB674NpQYXxXucsD6vZMzHLksE6Ixo9sNECkhm8kFsHWZCK9R77AKHZtTr/jDzFiQ56VT23it5lZ1oBmR7PApTidgxD60yscpToWc4u2YDUYIbjJmNd8f6RH9HD68xx9p9x8iX+7t4wqV3L3YRTfhnMctEolHWd5xwXWtx4fQK12biWz8u5aQbzLg9HTp3IJW9/8HUfSkE3l0V5mPI7Lx6QP6Yc1BloB8W0NwCWswdOZpYzoZF9dWDmQm7tjDOgLvVMRy5IgTWOJ3qao20yilx4Fuj9pC5sU2vXvD+LXZZrZtcG3Ygb5BigqQhe7athI9VjMoXs0jzhqQvn2ZYVGg01vNp766uSOSqxcs3qdusvrxl68fupTWYtxWwVR2kfqFWBvUGKL5RfjWoOplffe/ZhrHXfDNF9+UZrid0zYYjdqf7lvR9+0Vb8/F4bvr7BWntVCXB1WcMxU2yFBjZvf+fL1nvNStssA9QeJbQLRHyiCFNWkJvHdQQLFMfNiqzbtMEmyv365pP2t1tmzLE+MiZbj4wcUkI/MQ6dqxaWqVc/bKtVeCtjVGeB2Y/2Dif1NNljlUy7zr38VDvrwH1tVvNau09u4jsqpjeK3KjVHktBFJUhOaMmaNoPr3jK7M1lNlxKv333Hm5VE9W3Kya/TDnVa8wZlpv4pmObbEjbEBvfOsyWrm60keP62/rGjUqx5Z+g67lI6pVTKwbRYWY3rV3t+xrsK0qkEu0Df7z9eZunPuEKFSGd+JOrdtcuo+3r3zrMhum6drDfJCUThTWUhuSdFOfI/WQcrqkf7GEUPwHTMUqK/YjnO2Bl71O73oq9FtjgRYOtZIWmr1RwvwPEUX3JK0b+PHfdOUs5ZJkX68u1Pq9//HIbOqTWnnnwAc89UPQUwDD7aNofXY3q02SCOOKe9l5q/q7PcBl2Jpa0nbgvghfceB3HqHtBx0f+iukrBbpqqQDuvOceu+zy99mzvP3gQ8QODvCe5QzE2OxzEIoelAg6yGQ6ccfkpssgzoMBlTN6LSJI5rnBhX7gBGoykPWGee+pCBl2uGUT9EKG7c7UBEOqczwW5f2o1nnVrNivSjWRABgzjFOgcdAXADSDHZddu8GX5LUuFacPJVXtvKc3mysQ0KMqGc6P8boM2D2xAaAnWYz38Ohic7wO3vz75J/huB2S3mxCltycqfQ5m5uDYAp2SV7kBQE/H+Fo7W7YDtajit+9kJDnLJPjAIK9GpYl3ontDoMzwHGuQobxGf3lWfpN9dH70vV4uxbldi1NdnTT8/az4UdaX/WR9F7aZM8dsrOVXHOOkp5S++XjM2zyJgVSpBYEESpA2iSEOaNnGWc6bkaZBxXAMgmny4/pOWVBqyKvhLJdwbSC4KnHCb6NzOxVcO0Q63vMxDFmf3vadv/rfQJWqiw6+5H6stPmSAU2lgkZJpCG9aKbt7ZS1vyD7QMHT7Dtdhwh2fEmm/bI61a/03Bb+Mhce+7h2QL0ua88tRTkNZmqlPShuKGZkuJeh25vJx20o937t0dtksZC8UEHHLmLDRtW7X3IefC8z5/Wen1L46N++0M5QS5psBcu+aKVHDLRZmp+9SpVKJU3SuIMM5yYZR/izny+kDQDltep8jlBCeOkcbvbCU0r7FaN+XlAhYou9XrXaBNi0xmg592wvN2u/8ntNkzna4tYcnqm1stQYe9P7mdnfWp3bV4ydnAMFmwP1ThnrnTNWuix1h8BNABSZNhe2BBYjmuUf0d+HRJoZH/MgMaAp0GMsvc2I5HVyKhrr3venr/rWStTRW+zdouBw5CCH5MMwXA4JAiS6DHPVNdJI2TKH5URxIzHxCxfYOVyoWTqO0UW2DPOA6MZylVBpXcZuRTstkvekfPrJ5XuasnBYBiZa9hbFd9bbn1vBl/lvWttV8XBNkVjdYj/G7Cc3LAJ7ewpOn/buls7AH1XsPx/2w3bo5DLlDZLQlYuCdY53z3GJkr+vmF9m59LHCo9ySyUS5CEhpnWVmBZGTczX8MNO7OpCdRtBZYzuNa10rlH0l9k8KIiTK+nj4jCQKUbWA5QkkZHbQuW32F01NvdsAPuhxu2JOPes7zN6Kjkhh2MnG+5IbfWukHF9F5GR7l5iBKBmJuc3bBDPQOTCIvgfan+9hTs9Fl6nKo8ILpo8BWvAUBVKbF6v6OjUOdUKY68MG+Z/epXD1r9RoEcEhrFf++xwyndWctoHSKxJznfds5ylmE7s+xg2aGIr5NglosGdhmkZKY4wHIuZtOzGswyCWyKxv7ZgKBmnfe9T97Xxu0xSuMDS2wPGQStZ23o3q5UAp17zaOnLs1ZRiZfYGvjFG9gvnvBDTsDJ8nbfYwcYDkKEx7tWBu+XinUFcEvvW7MlA0ZdpIwe3Ei+vV8/rcbdrmOK5jl1GOP3Dq7Z0fFSYoHPltJMr/GbNBILBm/huljHtEV4o0uj1eAidA95gJIjGsL9/bsKB/HRPEUBojHKfLwD5VUu9YxY7VzzzLnPMAy0tW39yxffPEldu6539Z30dgYjRgYM3qMVDpYq5kxOoo5y2rcTMZUmSEu5kQBkpHVh3w5jKpQBMZPB5nKPfKIplhHUUgsGGkhW04tdqzPcMtOxlkCd0abSmpL8TjF6wstcsE0E3+zOod2Pp+zrLjsxrGpeJ57qAMsh5zXQbPe04XWfq8ECRRMbBjOBkESRaSCO3cCsRlMe7nUjcmU99KmWHDpptcU4zLArHIrel6d4YSJphCvIqqD1WC0Q/UYbs304ProJD8f3Rhld7mGhAlQGEw775dfx7WmXSkxqq4A4DrFfOAw2uX9w42bdklXZ6bj75ASq0ufWyF5b6fa4jqVV/SQQder4wfapjp52Owv1veoD1iJqvKfmv26nS3/GimVZTAqI1FN2WCigOdrulfXal3X6z5oUkEQZpXRRbVSIdLLTHEfZrmOySsylYURbeX1ajdrFYgeVaXvtardrth7kl22TIvp1geFEBscsF/5xQPUQtTfvn3pw9Z6l8xSy6udWXaPhFxk8faA9D2Ti7+fdz1lo/KiMuVeX/7ioXZg1wZ7o62nH+eKlS1iktdY6awFtmTdBmtcsl6qvWYVxuVbIxu0DnrKvbc8itT83keE0qFSxhz+4R1sfs/B9toN99nCunL74v5jpaJrc/8WCqWQE7VSAP59+5H2GykiL9ljoO2uqS+1yqmaUWdpT9qAaapi1uZ25TR9mmzp8FU2+Y2xmm8d/h9OZOie76nztKK6yv5r3yn2q5dftB2XrnKT2s2AfMU2+oafn7fG/vTLe62KMa36fbPu7xGTR9rXz/mwdWpMSi+Z1riBstY2ORjsLu1IHEfhfqZupfhCS17BDTuNjvK2CYCtEvzlU+bbsPmDrXNZucAy7Q7RY6xobd/983RboZnKA8VarJeZ2fa7jbXrbj7PY+YjMjnbQh+08gpifNxnIafOrQt8Pqw3mCGeEMQb+wDXkthMHIS8IS776FNiqJ4KwG/X+/qMacVAMFS1HOjuuGua/ea37xMsMzqqsnSgFoFKqSkw8TOMvCJYEJm8Z8SBVMwFdoaZReRz0cIIwuUgyI4dqEZFi0qaM6vc7Lk312/6kOXwOcxGduMCT+ISpU4QoyKZS/XIw7O0pRuzHNKbMLoJcwMCUjgZ5jFNbfQJI6dNwJUxGRGgitXTmH0MMA1228cReT8IYD3YZd+iUpCOOctR0fTRUfqTy8ccoMM4pV5aGPb8vWG5SWJcdqPz4exPqqR6X3FUwjzYEtSxPqeIQBFCP51ZZqknZtlDvvfyqTCov7ovnFcbqYJFQSJLouhtRCIUVc7s2A2LJqbZq44A/PidKuQmmOXWJvvI2hfsV8MOs2qxFO2y0S+X7Lhh2GCb9+VjzaaMtRdblto9qtxcOGq83TjzORsg9qBG8g96EtfrZm6WPLaCCp0WvsuLFSSCWU7uxakSh/FDX4a5A6YFlpvFFI7QCKk7qurtRwNH2YjDz7fBW9okxEnrhEqyTkXMd4xNMnqguOdC3uhGdWq2IDHur2C26xG7Wptc32fc+Jz1GNzHOgQ0K5jpJ9MIGHbk+WEeEr3uODPSA881ZYbcJh1Tnx0G2uR9xturj/3Ldv3E/nbSxDpby8xfVT/5nCwZ2ajg8YCqoM/+a6n11IxCWN4m3dQf+u3n7TNycVynv5cr62hREKwSag6ZsQAuwEUJNok2UmfkTUMFRA+oG2m/3NhoZ40cYdfOn2+VKzdY9QA5eq/eZEOGVtmDd7xst17/pJXLzACXSJhl2O1PaObhPjsPEgPL/R0BjZ/uDKx1yyB7Aif9RfTjYXBDEONawRxX6rOROJOMRa8y1wi5o8CymLB69S85u8vzdH4qJQ3/xU/ut0UvvWk9K6uUzLXY/iqwfO7LH1TCJwdNXMIxYqBaybWjIFRTbT0URHs/Kmb5ogutDDdsxRvk1zB9FVRAdX68yEJxhUow50frKFxlVVzRTxhnHIvLxVL16tXXbrjpOrvy6ms93v47ZnnimLG265RP2my5Q/d2Q4tgFCOQv5MbNn8I1iTmV4pB9mCd+HrW3f9LN+z0uSTJa1XhP/qEvdQn1suGjRhge+0/TkUMyde025CIc46cWU6xjB8BlknyAhh4jEtu2AGWo3ec70wLikueUU4AMpzKJmbrnlZChAO+g+X0OM/flHo9kWG7QyUbtp7/rmAZ8OE9y8iwozCRx5xRwHFmORUrOH56nzJYRr6V2UM2UWStIc8OBU4GPu6GrbeGPew+ugflgjoFrDKx3WCbt4PlvDYyWOZYt52znGTYDq7jPVxqC7PsJnQZLMd7xeNq3xCIpjDXHey925xlihk1ZaX26Jpmu/Kcm6weEONF5QDL5fhPsG9l8JbAMiaXFApYrRm0bJISgj2wCJbfQYadGOTusuruzLIbOfmc5STDzm4fVOaUXD+/81j77en72mEjajXyjjFlMMiAYqT43YCs/oAs0D0R6MXNJyPdYYDlygSWkQyylgFq9K2jcOkOlkmyMC1Sq5+7TGcZu6/j5JJdnGkc1wFmA2a5UkkgICTV6j0Jg2ircgY5uxrEteKeoOgb55QkLcAy87/dEd1/9wzL12B2F44yAzkH6xxjxyzDLrJAfIcG9YrCJKGiccWj9/FpT8I8Tw9gssR+72tJOQv7K6wOLN5nT/2y3LBjzvIll7y7G/awmr1tUN14rZ/WrRhRwKb3KhdUfTFfPPQE3JswbpAF7MfkddGmF0ZV0S7WnXmOHESArNBrnBR03psbvcgICoMX0HlA9uzy5+iF9l5iB7u4wEd+5L29gGVAKmcY8A4D7orFMIDKLWmeSfm9mMB9+lyfqkFPtBdbiiA/lBTJVJa8jPtM1xHwG2azMSIq/GGyGzaf261HO5Ei4SPDcYW8OKv/ck+xM6FpbylOlz+R9AAAACAASURBVCnm0d6WQ45CfpkMYt1LyAmkANO5dzyP3Io8HFlygG6XaXOe/HcVh8kXOO/k4exn6tTd3FlmZZqWUiKWrndXu7WoN/eVj00x+/LRVjK61n5993TbqaTNFiiXHkgvs2IR6rwm3Qd1Kryul/KNMXgUeeoEvol5tHA1a59GbbNGE0f4nXhbq7W7VMzyq0PrbfLSNfZ9TUdZqBysZNww61ojR2yd1+ufnyOn5y57trmHXX3zdCt/aVmsC/dS4jokBSffz0EzRT59L327TuUgO+w1wQ478yCrEWlAfsn+MkjH/Uxjp134x0dtzJxlVq73L9EUll5qUdxMry7nLalVfUKOckBURJP2HGZfUl5VqWLIZY/Pt5YFmh5zxJ52gpqwmyiQitxYJ7+KAXqfe/oNsD/NeN0G3/Ccje7X2x7+3OH256G9rWJFs5XrPKEMYX8F+JUK6K3cd54NfXmUta7qqXiiArT+jhFXb8kgjxkxxmz0MLPlS+yuV9+yTunEN0N0sBeLcn3sydftL7fPsgEy7+xS0GiVM+sHD9zRzvvRqbZ02SprXrtMazsUULSaACjdDVuf7yo/BS2AOdkBHh3ERUxfyX2dWYav49UqNGwe26z8vtXqZg9V0YT1x70EuVJlczbX2tw7HrX77pyu3LynnXD+cXbgDgLWjKZUkMBjAbDMeEDy0cjjubfxQ4gWJLxSHAzDLKOK4v94nfILWrdCrRrEJXsF7wPIdoMv2gj1+lbFcQrFzFmeeu+99uv3Ozpq0pBD9MZFZjn320RllDND0BAoRrbhvSRhYJDlHS6nwWVP89tizlv0IkdvlACau2VHrwXmUW5wkP6egW64KsZJIwiy8WXA60IfZLUKIBiVeHXHQWyqXrpkOdjpPP7C/57ktEhfYJIx1QGQO8OKYRMbjb5gmU42smwed9DId/MqafTn+GzBOBNpq46EMRhl3VRs1ARXlxXpvZNsI2RGMMsUD2Q4IPe+ckZGJeY5u2K3YUhApQ/g7pJoktZgtbNbtgdDl19j1hIbosuLqHwmEM9yotqZ+8QjYOom0zWjH7qMvmkKGIXqW8iu6WvLjHOHEqYofIhl1GLcrqXBjhWzfPHgI6yvB1Cdfy3CUrmulgpBNamH9o3/PtxsV1UeZY5VMlrOpuVKcGW5f9iKFfbfmovWV89tlXV8q4KPvAeiZ9nZShztYnwHFcmmNPaDxIY+WBjmMb032z7jtjd7cp7t+e0/2ybJcKiksSkXiyrBprMG4jZPKMfLCrrBdA1KpC/pRIYtoE7BplTzlFXL01+jv4hr5AUb703OioNQB5QBln2WOMWWcOMT5rB+AsdvqRp4wZkftL0ldWGDV9xyM6VK3bF3Pf2mXXf546a4aJ1K0og0G1Vl++Y5h9tO/4e59wDTq6zW/tdkkuk1vfcQSIDQgiACoUsXjQVBVBRRjqIogtixgiCKiqCACIhSFKVK7wFCSUIzQEICqaSX6TPJzP/+rfU87ztB5HiO1/lf33zfMcw7M+/e797PXs+6132ve+0xTi7YqnTq9VaBwCqBDlyvAYFUaOkfpUetSiC6SxXY1XLUPmHgaHvm9fk2ffud7frXF1h/yRfLkX7r9wfK6Oui8+6xF+e+psqaRiogq9QmNHZMvX3hG8eqohhD6kkgYjZpTtu4dkoOlQRi1Aaz7A7cCjJUhR0sK0HzPiTGSWyMflFeh811Gbb3LwUDzTin7rZW+8n37tZm1KTPLIfw9lab+bF97JDDd/CZ0qWKfm4koTVOwOb4Par8lT/8mNXMesRWfPXrVqmREZ16vqq1DpCgUkRoh0EWSGL0GGwgpkcwzs26pzgXr13NvygWOBeCaq3deNO1kmFf48/LW8Hy2eecY5jd8DVtpyn2zW9+33545o3OgGLyFs7JqeBC/PGCXErSPCZG2wPPLeqVDIi8EKG/8+JhMkbyPv5U+IvX397giyO6IoSUOhV76DGPogbHLr7OsUmQKEz26Jy5oxiU7b3/9nbEce+y4SqgIMNu1ybL9SY+xHzakHunWom/d5jJUaQLSo73it5kMctao6yNRGYFy0VVPBl89TaoIvGh15P1y8bJJQQ0UChjg2vQmqFXKj+7bHYoBgCa2ZE6G3nhtO79vhm8e1EwQDSAP26OB2U/J6TkVMIB90WwrM/M68ngKxluO0gDoHGOgFY38mJ/0Q8ozgCe/XUyWl8Durb6HUArJjfEXvfSoEjqjHOAvTyf2FlE/SmJFcDKFVP6ZQAA12MDqhEcQpWEuOOgvvgMJJqsdTZ8X0/pszHfns9Zk9yw+eAk0rQe1FarNeOOZ+yum+c5U+COyIqFvv8qlnmRtwCWGevBHojcOhUhUgGaPQCfj9xv6Z9bsTNeD1d3Lxmn36fgypmzlr0IASBmXfnrGK1E36afOBu61DubBOyHaxzeWerFa5ThS6uSJxInAF+Nu17z+wDNSIgwmanXM89n8quUkOUmOZ/TDsIa5aj580XPcm837CxhhpWNtg5+N4BU7D3/NE/ZGWR6kLVeUQWk/SQzy/JM9LjkaykzGno/L+LonOJ6h1kdHA6sNiCC61DcmXi2osWF+OetZ3ovCohh8BUMcjYLC6M6piPo3r3FpKwgw84S/bSWQoZNYamfffCjSpblM8LX+eefZ2eddfa/YJb3VIvTdjquFApuxJWMrxyM5Fav1GvrDKejdr9fPpEDsOl5TwK9rLH0/AS4T+1lLk8OOT93NrRO4R7tDB6v8tbZSMtzslDYZQOueOPIg7L7treYOSiMnmWiBMX0YJaLvix4ynixSH/vrXzuwYMXj35ZCTth0BlqV/SFujDiv4ylUg8s2jWY2eIcZeTAyp0ElgF3mvuj9wmDspgSkxlP8mcdT3/v4Npl0jDD0QvtvcUUGbytj7nRqYUwqQUhfLIxLnl3eAOF63N8H0oQNzzzXDmRMQV/GhSgyY/HGVl6mpObtrfo6e/9+7ge2qHjPimG17U1WUufcpt3xZet5Nj32BefmGUnvLLUNo+s93Fr7obtiiDJr1NBsAkwjGIQAzD1z/s0A+V76zVSil5n8p8GuVAvVXHnhEmjbY91GimnPtsnnnrBygQuNbDE+ilWouoh98Bs9EfXP2HrHnhNz0Lxurl8P30OcAfXhVy3RzndJuUJx5x5jH1ihwZbLNNRB++KzRSYyPEuUeva/D/PtUYMwLztILcqkq8nOXcu1gg8dms01tFfPMo+vNtwO/+Pz9j+I6ttl90mKFeRnJr2DTc9lRGacsSn1B730q2z7bnfzZIBbJM9f+oH7MNfmWGnP/2KtallrYt2RKag0PomFcKScUsdKNY/N8wqZWzLflQugLhe+fPM7WTw2t5iP9q0waav3mB9dJ3Zc1FTAUq/+MIaa7nsHmsUMbNFss72ps226/47259uPs/eeH2ZvfTck7qXktsLdRKN2MMpSMac5SgeeXykNqb/C7Cce51DiRGbp/Ke4S22evQaG/rkOJEi2vd1XVok9Z60/Sjbc+997ObrH7D/+vgFNnhYf/nVHGINivcOkulJ9tGzoWDkPWljJW9wabgAPIVKsCFTNBihF1M64rxQY8F6+zQe/RwTMmJoVnnhA8I0lyBY+Dysm3q7TT3LF//qP+xZ3l7Mcrkzy8kN2wNQJLPeb5IrhVkuU3DDjmDn8hCAhFu5404XD5dX+hwEpp4NPXzuUK3F66OQkpQaBgzXNg9aXumLCmX0nkTF0mOpzsv7QNiEqSa6qVNyECRAu8w4y4+LQNNl2O5AGws/5i/ze1RkSU6TjBs22KuhYWYRzHL0LFOdDM4onwygXeUDgq1fn2DeoxIVPdheMaRymIoGHW6gkszGYJZh3H3uW5iSedDNcnaCfQLD0TvO95HwotvyqWZeOCDohkSSKmoEWJxGYzxXoQ/G2a84tyzlocro422SGVthwD1shO5ZhyoAE1s32FHr5tqFIw+xWlEDVE1DKq9jsyfoQe9Avq8VWyF7vWd3n2iGZHqy5ibvvp2VTB5ie61YIvfmRdaP/kQ5T7VskkOzqv/0wVbRFyuGJ8tzCJ4kMIDG9fp3u4otNmXn3a3nl3faXr+4zTrFBm9V0IiCRvQesXmEG2fv+1P8b57vYNyjR4+12SkZCewh9zvLzgmsbpKRmPdwYHwLWHa5fiQE5SqlrVEf9aGn7meN4wZbmYasV61rsd0naX6cktaf/+gOW/HqGs02Rmesa4ZMSg/yV757jNjYat8kcDskIFAFw8irUSwtbC2VT5IjwGCLNhVTb8vTKrAeLgOLg1RdvGrtm1bzZrNVa3wTs647dDEv+sHdYrblcI7xma7PBl3XD/zXDJuxy0gvoxCgABt9lXB5QFQWQYIGGAK0uqzFB9kHIM2g2OchK2Bj4LVRcmtnvZWkM58WoOp90z5mgjS31J6U0dA1379L1WXGHEhVoDX6yS8eZtN2H617K4YzsZelmE8pOOJkvkWOXGUPPm7lj2jO8rnfthqNYJBqyE2QYAAB+/yLbHGjNmEAH8cOpplii3qFAIIwziSb6hEqVU/Ttdf9wa68+mp/av+ZWf6aIUnka+epO9h3f/Bj+8Y5f7G+G9u9dymPSsqg2Mc0OWAlkQuwTHyMkW8hRc2Fxv8tWCY199aU3mCZZI2nPoFlzje3Z3ifnFigDvVBlW5qs6PfO8UOnzld90lVfd0P/92IFgGWc29yymCzPLgAllOo9b9zsIyLtgpqfj0i1Y+ROzDLuGEDONNxdJIAUDfsKvR6RmxEvqr92w1gsoTUR0clEyfWkLthp/NindLr5kx0ghiZkYOp4P0dlBSATIBl703W5uHr288V+WoYxLG5FscAaaMVSJfIxNdQ4Zz02Rwsa+PG4TV/BSiOOcsUh3JfKieMpAxFhRt8eYEjgC7HZm4yvVMAeDdt43X9nEQNGbYbriQElZ27GdeRjb8CLMMukHzHnGUnIHkdBZT2kBuvnWWP3DXPytQfhqImkopYl4Blf/u0f7JnwJSifCpc1wRo2IcAxZgmFeyE9adZrRWSVIfpIGZ//1iX0RIThVzAFWCAxCted/cInRf7GIfaon6/0dsPtZknz7CdtT9sbpJiSeuDBNtBMfu8/odCT0wGKDqo59Fm3nLhoJiLTT0/WPJ4Pcuwi+vV2dqkhMhgOSsnir33xd93g688IirfN33Yt/YsByCmUB4FJIo4fgcc6cXTh+SeuBWjMOP+cOyYp1xscSg8i//khh150Tu7YdNOAGseT7rLsGGW9X2trt/MXgZf7yTDhlke2KA9fKuYZVx6vYE82J/ogS2SJL53eoGEohg9jamX2XMzrVeKJrnAwmdPxljOgMI8px5oVhR98rhfOxhmnfiajVyPOXzIjh1cbwOW42HKxmFBNkRhO4zDIk5mY6ICeUGumIpZefJJMLgBWl3B56RQqA69Zzr9nOfD59674jIrI0MW7m7Y5L0uvw4Zde+e4d49xfw8v3+WV2dfGTd49Xwy+8+kucquWGRechiswSzHnOUofnkhH7IGUiqdBzkNxYWYthJEiV9n/5zFIkEwzilHTkZhTtokZWnuuS7VlA3TuqoUGH/6qP3NvjFTD8Um+7vGJzFPuUQtWF1yfx6k+LwUNZoKOy2JOSbm4ZexSQV3TBJ5JquQAevntYqdzHceqbxwseTfI9STK+GcValQ1uZxXfFFTHXF8Dp7ZPYyu+2qe7VEdX0093gLo6Yg6/DpSMUG1p+3FGKoKyOEftsNsqM+vI/tr/GeLVIB+kQP5VfECsib66+bZXNnL3F5dJuKem606z4+oT4tAwuw/lTc7NJz3rXjMPvIR/exoatX27mPyehKsu1Tv3K4DdKzABOcTU/LlEsN0nNxj1R9P5J8/Pg+7fan806xssHl9rd5CwWWy60zgWUIiwo9c81DlPuMWm+Nj42xyv6hEFFaaLNq6+x7O+1g58ybbyOklhy6sVnO1yJTtOfWam97WXH9jCtn2Y7zFlkPIyF5ipqare3kg+1akRWtS9dYs4gMir5enNL6grFm32V/yqOjXDGnOEx7UfREMz86vveiO7k3rHt1t70yebGNEQteARml96yWzPv1l9+0Rx973Tas22jznl1o+x64o110+dds9crVtuT1l71NEdDMv/g8uARb6xmlGfkPz6SPN6SPGjbTf5bjLK2eAtFMjkER6cxyKFx8rBXYkXvk5E9MpSHPrxGz/Lc7xCz//D90w54qZrlCPcvdmq1HshuJWJxAFIYj3QK0uoEDc+NUQevBsMMZz6jEeEUrSX3zv1R4OnDLdnlLkmH7GJ4wBOODAEicBfYgRu9LGDMwqsDPhQuR+l3yPMdgEFNVMPUPIyHLMlqqgG4+5oZe2f06mTd4QE0Mop8DNH46B75nMfiGwwKJamRUkdkUfagVq803SM4LoxSfP5gANsHMZefO6tI/jJQXdjvm5HmfsDPQKh4kVjcbR+R+Yr53mQxyGQ/W4Xqayq3+b8zCDBl21voX5OPOSgerHe8drFg+NpKcMjcjg1nWLDfvY0kGX7Dbuj4deoC2g1nepJ5lMcvySXRpX0jluQ5hEkFhgH6FrTqPMlXWGHjeR09WS2OjvfiBvcw+friVjOtv019cYBeuWWpLJOGg0ghLQ/IHgwQjuFGjCmAL/HUlkusUJHfQfL09d9rV7Mr7bfdf3u5gWcs0iiq67sjTsuM3m3XaZT1xivQpbeZ0KRH4kyy9KEMP0Oz9Gi7fh+XX58IVW68zm7jSlQh8H/34sI5t+v1+yEaUsbYqEeqkn1aUQ8mmDps8ebDValb1c8+8YRA73Xpf0spuPcBdA2vs2wLLo9Sjs06sHewtjHKlwKC7StLLg5xPCTwJG6wKRYPRCu5rqchqVNLuE6bajzeutv1ex5Fc8nHdk7lPvWqXXiJmFsAKq6Q+4crxw+wczVeuVaAuIyjqHoV0kKsiGbQuHrJC79HDMEH3G4MEn6nI/GQFegI/Uh0AKexfnBs9gGFmQ68yjBqsSpmqqOXaqF9bstou/N6dPuZmq0BEycRB9l+fnWGTmOGo5JdnGPa2j4Kd9/2RSGkjqHx0llU99pCtOOvrVtvVpCIKhnC6ProuBG16kznWWs1y7q/KLn2iFF2QdfE9EtYa5GAC+v0bGC9SZ9dcd7Vd98drHfO8E7O8985T7KQf/NB+cdaNVq5eq76qMGfl59vJsAMUxTPvMjZ6QxMgiZnw/0cybAfRijc4M6PyULHmc1/az+o0NqhKhYKRwxp9PXWyYcvkLfqIEuTTeVH9d2aZ5yeDKP3bW4btYIvPl3o6i6ZC8Qcl+mNMiAJkwKL5q0kpEBsV98mZYt5Hx2LEAxL/PIrHE1kYPJ9b+/Y9yy0CDfSA9jZw4lisTd4/Cd7959GXqnXiDHKRWXZQonVBstX79ehZ/tcybCRltEBkeXYwUEpckAXLRI77HrGF+IMbttYecmv2hHS9/Zxo83AGGSlxNN56sUGvw1wjWU+1Bn+dtexu2MyKTngLBpSWDL5wgffihI5RJYfUv90012646gmfOVxYfw6W/30ZdsTycMOmPain0LMcoNgZGiXHQaKy83JPiZn053Lts8EXZVtGlxV7lsMlm7+InlN8CIinTbrnazQB4eITptv47Ufqc3davdarFzPS2sPrgrXcW56dVvI/zVkOsJzdsNkvuR4BTEN1EO7t/xM37Cj6ZLY79Sx7Meht5inrnjiDLGDqT0kBLEd/urc48HrhnFLbAEWcXjOeSRj/mVmmIBGmekU1Ry9gn0dHUaB6i8EXqgcKTjOP/7QtXa5RjPp6Jxn28FrAsorc3S0e11hqbqXneVko/jI5gNw6G2VxjR1Ms7OQlyDz95FPCVS6yiBGMLkCLBU3PNb4+xd/7r+n73MLHmaFMK65LRBQGlNAyLIjDwP8hRw7vGSKOVza85OqMFymYxSVFyTdWCzk4sEwh7EYhcmI4/w8jh8u1EU1YxiPUQSgPTFGXQVow/uBtpzUppiMzwr5L8w3xWtnfsk5ApSH8jIxot4mEe144QEUJEuMitLvsb+QJ6cWRM9NkoSVXJZCvxcvEmjMeSXzmHHldubde8sTqMwg2pWNMfrV50nzurfu0dYVDHYHhpZSM5Uv32xPHbKT2bmfsRIZc31v9jN2wuZVdqvV2OqBtXb4kpXWrXnDa51pjeK/9yorhyD/20CxW3kexUkYXsA0hZ1mjF29AB+KjI3a5xsF0v9RUmOfHz/eGk+8yMYvecPaq+p1/aSAkFw8y9CjhxkVaTDsnC9xqq+IwB4Br0H7TbIPHT3dJgzuJ4A8x9avWitwXGqLXlzic+m5HkGgAJYjB4R5Jk+HBIQgalYx4N2Hbm+TZ8gN+7J77QtqeWodVm/jVbAeJfVlm36fZ45C80C1ES1cvMF+KHDZfNGdNqGrwx6+8qv2tcEldvj8121LY6WIDvKbGOGExBgV1pLtFtvgN4ZaQ3elbVIcGi+8tct2KmJVqblc7MhX5MZ9zBvLbWtthXu4NMrw9dGn37DLL77L6hm7x1Or9dGu4w3+5kfsO5px1UoLnIxtaTEBOWQwHAZf0fbiShmPU4RsAjHFt2hBhNT04pfWFS0jFVKS/mO7BTZowVCrbkXKh/9MX7vqr3Pt0Rtm26D+VT6+cPqe4+2Guy4Qs73cZj8+S+cgHyKYYRXgvSeZuKLjejHZ1yR4TGMPGQ3lhl2xZzr2YX8l59fPIQMwDiUMcNbESPZrxoxmmTZrC6fuevn83HrnXRod9R8yy/QsV4pZxuDLN06vIAdYDlAW0DTS7JwYpd6INHc5HsIU1Fy+EbIWJL0+8zfJYPL4IqSD8VDnMT30hGTJc1QwC3IeLoQCU8i8gk0gRvWkwFUA4s6c5hnFIdPOBlY+tilV3wI0whhm5+rE/hKIXHadN4Q4B84lSzIjVSDQUkBgMUWFL88RpGLp5lqAYgCqf45geQOgRv9roXebogE9Fx6k+buwuo+KZFQQMZzw65l6x3My7jOnXW6UmGWdWXZQzNfO55K5Q2L0j3vig9uuB8As4cFun0AfkhwfXE/Psi7EBAy+1LN8oXqW6+Q8mGf8hblFduqOjYcvn0ON3BA5n4aSV7Rulqqp3J750UkaAH+U9axYKGD3gm0eUGWbVfVxWbYqZ4z8cXmtkhOYIyShm5SYjlPl8ODRE23VrMU2/auXa0ZdlY8SCEORkGN7X7ZvzqzZSD5zMSXkXZHkeUVM1yxM52Ljyf1BPltXx2rdzMxeXWv6VvSeGpusoKBoj90/skcMAwSKCRQlzKBzyY6eDd+oVPEaWG/dkhpv3dgqpqk81ABs/PqXa9ShpHoP2eef9JHdVByQI66MMdqk3UYywhxh7+n2+cHRs1yuRLtUsqQnJg+zAaub7GCByEurB9quWjeD1rTIpdhstU7kJ3983Lbc84r6hWXuBIOtxPzE0w6wHXcdqXmIMtJw+WbIWLOpCUxbq9zCkXoDlsNpWoZdAgMu14W1TWAZMNwoh8tNjGVio1un42vD8R5lGGZtaEMEoheVVtltv3vAnrv3ZZm1yUxC96pV1+HTXzzU9pnUX/08gKwAStwrih2dGrPVZ0Cd9b3/MSt/6GHb8K1vWm2nwLKkPrByJMyw2MgNa9lsk7EXoJhigrtiC2A0e990jGyo1bn061dnv/v91f/SDfvsc74mGXYwywOHyplyyrHWsVD95V6h7g2Wo78r3LAjRgZYjj44KvLbguVg2d7eDft/b/DVjxmkykopJW4cVGuD1jfboF0m2plfPViGHhiRsMkgh8J9OpjOzPpmtjNk2DBCUWwinvIzQDRO1WxMUSSIii2JCxKvkH7G6/S0AwB8FE9BEhpsVjBygInifNoiWC7OrfVyW8ENm9fVV5aa6PPoKCTMGCkFrI/z5By26VlO8bgIllFKbDu2yt2wAdEOStJnc7BMPOCZy+cagCiPlELOm9n0zCxvM2eZHVE/4LRpFYjRUcUvv67uzE6yUey7DcY5G3z1Nk6LQg9rHgVK77FY0bOstgStb1hvDAHvu+t5u/KSR3VcJXlaG87IFYAp1jR4Y6h3DQiDLJiiJj3LtJa4eiqitq8C7Vves6x92a3ACwUQ1ivJNUM2U8E27cLhqks8eYvBl17vUUwEEDij7JiGgiqv4C+h3UNJVev6Jqv51EF2wczdrfXNJp98UJhRrPuwReuIewHQ5Pwz0HSDNJdbpyQKFQEJk16nP7hK6zvAGzEm2Ed3mNY1La7XrJCgLSfmmfZWTqCQCGa5uO6juBPKiXg9Pz8hD3xnsByFhSJYxshLRZzCuoz3ysDe5dZvN+pMx2SP6C3Pfns3bMwTY3RUgOVPCSyHDJuY99V/YfAVbtjb6WK0OTgg5XDpozPEgGWemWjH84kRiTkuGHylvM2L/OSBJLissjRqyQuj3hMc+3LkUtH7Cwjm9wCv8ZhGgsyazb3SPv1DP3fLdH/ruKZZhh3tfUXmN3qD431gcoMxDMIjpO+xToo9vnEewagmEA9Z5HL0rGKMz59zigKId2VggCqXUCRGPAzCwnsGcBx+MmGM9tae5dxCF7Eugd3skp16jh0sO5kS+Z8bjnkveciFg6xJykQv/BdNXTOYzOa1BQY2eRG5UZkzsvF30f5H/h6vF0G3jlPSTyBJztjaa5757BFmM6baqWOq7Le0zenznf34M9ZfxZrt31htw9QmtURMcIUMWxlBReHdDUy91QvPkVDUuVmonguUYrRa1Os5Wy9meLTA4j7jtC5VQN/tmO9Yl6jWbrXAlWqEUbdk4zD7WeGaGWX/1887lKzk190yqa2uqdf7ltgKjbfs2ap1rpFMjLAKg7Qg0igGBIEWUwJQhEbbgJ5/5SODth9kmzS7d+moejtApMSnRmr6sOYn12m+/fKla7XuAe197KkX3rBbb5hrbYq3DWqnw3B13B6T7bSzD7SulU1izss8xoWRVgDIrk0iirZfXpSUggAAIABJREFU6ezpuOUjrFWfbaBKK18dMcakWbS7pcI7CMD88hIpNcu1j4lEEei+7can7d6/zbUKFSgAnW3K7XacNsKOP+k9csfWcaQahEH2gi35szZDFFe0QQVYpgia8ngHsNG3jQLMVbzk194XzN4hFlly7tcnLbaajdU2eL2UySpUlArJ/vSXD9iyFzRSVaC4qbXdPvWZGXbAkbuoQNymPLPDj+0ybN+n4xkMtWFsRv5zmGeXU7NvEX/ClRvjUi9gMPtbH9PdsgFs+sp/V0bBQX/HOFbM5QD3NTIau/XOe2Tw9R8yy9uLWa4qG6zzVPXFzaVS1coDXQQzD3qpKuqJixsK0O+Z5DM8bMirnTEOA7DM6rrTci8ZCFJX7w9OizjmCKdKjkuItUh1XJhlr1QWkY9Ac7gYerhjw/cqUDCDMQIqju3mRgB02FxYXT34jJKKfuEw/sqSnZCyRM+yj44iUMFWuLY+SXNSbE91l9gAUjU72Fwq6hF0Y0RWfJ7cm81DiEQ8H4t/vWeZXmaGraeRU/QPI3sLmVLIf7YxWnMpV1T8PRh75SeLs6Nynftc8sZRZK2zI2Jm9bNTYu5XiXtCQCTwdiopntC83o7dnHuW27xanMeG+bkRsNOGlTe/SGzDNbBULCwVvaq2Fnt6Z1Wsr5OLtv7u1sdnW6l0tltVEXN3YwCYEiAMvpBNItOhT1Z4zP5e198urB9q2x37XYHKUAEU7pHfq17n4NmfI5lUHotE0Fl6rRzfmFMRJTPuSJhaGWWkwF+143ixci3WtLTJSpWYjh/c4BvGa69qdp2Q3847j1IPyAT7xR2v2hDJTPxh93Woc1LAKx012NZMHWXbPb/Y3lzwpo6t1xWg9JHVwqQzkFS7Uv3N3/nm4daHkQAwpwIYPu9OwRKmNOYrC7CqiDBIxYT5nX3t0+/eWzIk6a1b16rkVmk3r1hsletabaA2jQeXttj5F9xhY9fKlVwBhF7lMlU6v/n1o9V/JqsOfTZAKWsjkVL+XDNrt01A1WcBKpAiW8GJG8YrJFKcS1R9MRnjHvE9SSp9Ls40SxqFlIrncIVGz/3k8eW2+c+P2gBtjEyQ6aufz3n3JDtefe2nday39fQ/cXRXakTPPexivwG11u/BWVYpZnnl2V+3eoHlJr0Hc5XZTDAP27RBx2wUGNY5wPrBwg0YwEgK1g/sdwAfHIJhv+lZ/sMfr7Fr/wWzfI7AcpZhl/aVG/aoQ4QHVDnHDduTpVjR246O+vfAcjfPRufbjY76n4FlnjE3l9O12gJrouoNEt3nhvS3H3xkT9t/lzFW6ol+nCtAFpUDGy8uzEVmNMAXz5b3JpO4U9RKCbyztWl0VAClzNYiFc3sV+xmmeUqguXi6x1K0GGQi2A5qtGaYKG4Fk7c4YadmWWSk97McgbFqTdZycS2YFmve38wlfP4DNwogMw/z1lmD0hza1PPsrO1KUl2sKzrhlFdb6AUc5a1wTqzHBJivmCWmSte22vOcu6Tcpdx71kOAJ17aJspvjlYjuQ8A6IiWM7FiQBKAZa1R70NWOZuVei96mrUo/zYQvvDT+5UkRuZOvEv2F0KykihM7P877hhB1gmKfw/Mvjyyj/7mK6nYhCJJyYzzZKOvPuUg+wzKh5uWN1aYJa9JO+3tdd6LaD6AMVFGXYhzHuc37RJ/fIOopOCV39XrWMvV+jsp2eDa/vvjY7qJcPOztNChG83OsrbMd4Klr2QEjG3KMMu5lCF9boNWI5ngt+vEAO0rRICQglCQUmqClGIFDxBpECl10k+kbLm3m6uUZwr67JMMuyTbcmyf4dZDjdsn7Psvbbkf1HsdUOq5EjLcaPQTBtY7mUOGba7Sqe8Jau52HOjn591EDlEgOFcCIv1kfOerM7I3i2AOGeAYfiS/N//kt5e7ykOUEcuAukS4z8jh8sqkFAbptazLC/3z4EhVur5zXlpwZgsyKLS5GYdo52Ciea586JBYpRDhp0YaOUUuHkH05xk2u5Vkdyxld0Gs5wUl976FWM8yY9zS12o3bLPTD8fPUV+mXuOfcSWEyBx3ACzUQzlOpR4Lpza+3wucXjjhOFZAsHe28sc5rJgmnl/4gmEEDk04NGZ2mizjJ5mSB6Kx5H3NqzfaOsaGu2Vjx0AyjEbIQftg95lJQKPqiTaSBlLnffyYptcsdUWS1mIwReKQswMKW5HKxcgOkgTQDO5BkUp1YTFrHbYnlN3M7vpUZv+45utfVilwHKQbdFrHueNm3i4fYfrd++Wuuwt0qbjM4+5RCRDuUx/wQ4oAYrXL7uFF3vNvSfcWxAT4y+Xvy0q5tMzvFm9ut865xA79sOH2MBB42zuM89qL1pmzeu77Xu/vMvWvbrWGmg/7VNh7QLL79l3sn32ywfZsjflmu0922phS/kfALCv8oalY5c5+zppjVQ3Yof664bus+M0u+WV+XbMSLU4KuA88dKr1qT8GV31FgWAC793q61asVFMKrhMcUQky8mflZ/OATuJYJK7vbcV5OcQQJrAsggN4Vrfn/sk8y8f7aTctVPFthIBYByoKV7SV5xDcV9d7xUD3rSuxk4b/arOSQWHVcs22pU/k1+NRhrCAKNUfv9Xj7Q9R9UI2GqYoRJRwCveKt5zLF+iMuWZ2djZ8UvqaeYZIIaxxvhiagEJLN9DCDAD2plnnRs5JefFfg6z7L4zeO9QiFAKUVdXZ7dIhv0fg+Xthhwq1nWIDqYqTZI7h3lUkZXzanPkRH5aPus4g116U1xGQ+9xVKT+Wf4RboLZXCrGFaX+4MScUgFyxjWxdYhXHTQrE3RwHFR3JHLow7c5h3AGLLK5WX4cPcwYesWg8l6AlSqcBwL+LqTRPr7Kq4BRTfVqIFVF8JdfgFgqwbJn2Vn0lkSFMiqQ24yOyr0lqfIXc5dD4us9KAUH78QsE3R7VXDDbZEZ2IllyWA5saWcC/t5ru5mUw5n5ykKeFU09Sp74SIPdA8nxH5iHwiAhY2EWdg6ty53w46e5YvUs1zdp9UDc/RPh6mG92kn1UHBLZdNMbksFuYO6tQr5Wr4hvpnV5z9CSs5eJod++KL9p21K22Z7v9AelDFtPbTxk6lsb+AGD1dyHQ26YE4cooMxE79re2pGcPtZbL094JOyL4wYYP19REffpNSlT5VkzkHby9QgIk+oNy/Q3VWDLrs9Wd+YE8rmzLM5grhHT222mbNX2s7C4gOkdajvwL5nU8utfvue8HKNdLgNydPt4ufXG5Pnv83q8TdTQ8vz025MpgtktSYAh+RgjSjaspoa/2HkpTUb9q3c4utHDbAjpcs+bCBVRrxhFMwbs/IrpGl93GXyAaNVNkooDlCbO6V1UPsaoDgt/9kzdef44z27Nmz7DWBaMDwFRc9aM/PWajeaM0d1GbXJjCxw+mH2AenDpV0nk2Aog/OhkUnWBJRkjGAOkGFCh6yWs6hlr5g9bziVInbbn9dh5BbqyoMEHXHciWlVH9xou4vw49nl9vllz9o3droGjUTWl2//iyz4S288GP2t7GqvG5osT70Swca84DOfYTFASyXS4Zd/dAjtvbb35Cbuphl9S4hAY/NlE00QDN9oxQV6IUawOgserxhlHXt6QONflDGKdTaVddcY1eKXebrnWTY/fpU2+5jj1DRLPUo6dyLYDmKLeGTAFgmC85FmP9bGTYFOQnc1dfUYfXquxq13XAbo7FifVR0Oei4PZQkaPyYrolf0gQCuZfhLhxMXcEcQz+nEAOD7G0MOZrxuicqyGcDpEQiTuFKjJwbI2WQEYzwtnOWo6jqLsK9ez0dwGewHPJVejejrzKAQdENG2Y5EH+wKriOhpIg93rm14NZZtZ1rt++HViO7Yq9H7YRh09nluNUg0F2GXYaHdWrH7tN/cFejcYN252//FP4fwcojl5mzsfBsvL4ZiUHPB+9wXLuQaalBNVGsGVxrgWw7KA4ztUTHCk3aE3h96OkEFV3jkvy3ziw0h68ZY5dev+rVre2yfqoyEX7C0l6YXyTg7f/iQw71nKn9oD/k9FRfv3obQ+wTALLVr5Zw5WH/Pzj9pOJA2zzmtZezHKx1gkjXJNGmrlxWSpG5NF1RbPCuCGdilNbxV5RvF4u44E6Bb/naqtsH7E9PYo9Pv+71732kVJCgLD52xZMSEBhkCNmujpcNxCzmzxr3p8tXxwBlkn+Wa98NretSmC5YEiXFmwuRFG4okhK0lc4tvZcPhuGNeGIXlwDrRjS0R6gWBevx7PtTvPaDFECRc935Cg8TvRjAkRO+tSptmxFBsv/2uBrZN10G9Q4wRm4HtrtHCpTMKInOZ4nSAB3YU7MPT+P3IMWNvK8KITG0x8gOPoJo5AfbtcFe8Hks5J64AVK3PU6MdIoFOL7UDKGYjEUFFHk4dpHm1qQCsEkh5t0ztZ4hlIO5KpCciVknwHuY95xyMOzQVluRYw8IzPPFAeKPjCRAwV4KvQmJ8OvGG3Vuzc7crGYgxyGf3lONX+fSZQss3a1GkUwXT/3vsnkkxM76XiugkwKzMScZrfrfN4FhWfqSc75t59vPn9XPAYYpsc3Rk2F7D2UnxiEMTEFWbPUmKk3HDPU8A3SdRcjupU9p2WzteFNpPdbP2SILdfIyJYdJR8+7Wj51wy1417+h534/CIbrDW5VIXEAT4ak3xHBp3Kewaq+A1YhixZv16ybalNJNSz8T0agfnu/a3nZzfZnpfcY21Dq0TChOIS2TVydc9FKTqo6NcPHx6Mc2H6UztjqCtRbqrdRJ+P9sj4/WQIR2xyUg/QHeDZ5fG5ldEVFaGsQKXqLtnqCSyrqLSddpEZ15gRNnSHSbZWI532HllqDy3YYPdd96hVK8fcqvct0XVuFyGz73F72gkzp9nKFS3eugMgrNAeQb5LYXWr8p7WQc22cfJqmzBnorxbKJ6V2nxVxafLk+aQCWM92b9t3gJrE1guE5J97ukFdvVvZ2nPYn/VvVDBvG9jtZ1y3kwbrek07kDtUz4CSBKPKbBRrMgteABY9nbHN66qQHrNfkVxgXhCzohRbfpvfa51tRs1b3qtTX55gqsG7r9jnl3/e40Ara8SCdZmE+RddOKXD7dGVxazXyvmwShzLrhdJyKnL88jR3bcBZhW1iOQq9TcW1qI8z7pBkUrZCejo9LfU4wn5rFPkkP007WJXuVQJdJvXS2TtVtl8PUfu2HDLFeKWVaqXDBw8nnGLtsiKkUFMBsqBdNcBMtu3EGlkIqWFinywzxiCoBKr24/XKB9RFI4VnvvrveY5PcJOXaAZQBektcSXMkyOAe3LWdj8W6TYDhTlS27boZkB2lKAqzuRK3kUcAiS7/LM1AVsMcFu8j2hj0/P+9Iva3uKOrgMKByZE5pMXnGnAE1lbpIbJyV1q9lFpug6D3KzjjTPy2W23uWUz+1P9SpZzvJsQtu4UlW5MYMyI+KKS5pVIEtjaQq2gx8fJWD/GK1Nj5H7/EBRfY/qnBJIo4RmEtytJAFnia2bLCj5YZ9oXqWa7U+6MOOsQNRTPGNKSV1eWuKBKK4qRB02fS2aOxUlUYRlCkxeurcE6zkKzPthjv+bgPFkJqC5MLNpbZbRaetQjYpSnWVFjxz6lqRKw+rsWOXbrUdz/iN9TSK7RWLmRllQHKxoBEPu98trYM+CuhdYoQx8ikXgxru5mHC4X09ugfdklVPP2a6NWs9bJ4+1X44RDPkxDrh7LhSVowkQBRwtuozHTdxJ/tY05t24LzX7FO/f8J2Xgx7rIcaozNJYrYow9msmc79ZbY0SYntPjsPs2sue0zGB7pKup4kFS3rW23XPUfbx884wvpqLbcJQAOWvT9Px2TEE7KZCo1WmaWe5LPkQ35vWYude+TF9tjPP2cl793R5r0w15YLNd87Z7Hd/uuHrc7dm5lF3GZTdxlvn//aYQLuHW7PT9JAos9Iq+zgyvdIQ5lxWKVZh20CWEg7+b5G7F8GVfQqI5EHkDLCBaAKYPURUjrXNgX4FjmUn3v+fdbn8RetpL5exxNzpOvKjJUyFRtO++FxNlpFkHYlrt73omsAgOda4CwOYCptELP80CxrmP2YvXHGWUpym1VxjWC+WaMdGtTTHr3K6mnyuct6XeeAC7b3UWOIlkZIYZyG4VuVepqu/sM1dt2f3r5nuTez3LdPje0y5ggP0mz+xKeIMpFxEQejcBbGSMUkGSMlmMAA14mr9SSxyyvw4XpN/PK/0xryzVyvF+NIJH0U0Vi3bMj+Tvqmn/5njRQIEyYMstMlt+4/dqhrmGDJmsUyh0y1KMvkb6i6MpuR+1UAYv5UhOEUDDKxIkpKATJChk3RM3fiJpmqz3bFbCNG5fhjBajDJVsgA3fh3gZVLl/VzaW9oCipRboGQ45KAQAfxw6DLxhNxt4UTbayDBvDJDdGSnfCE3b9MeZifOZC2GE/cmlzGOa5G3YCoDAsyPSzkVKYtiW5tdYJz0GtnFjD4Kv4OsAAlUIAeO5F9EOFDDuMRyJZD2CP0iKYZVcgxuQGnS/O9nV6Xkp1rfL149pT0KEw5i6eiWTzXmYVo1AHVBbm/gbo4rmrVSx4Q20CPz/vbitRAtRXUwc60DhrF2D/yBLfdFNj/4GRI/EhBqT9HLBTrj0x8Fbsa6y/MMekBcUXfAGxuumhr1d+PzFqJFvsR3zOxFZEUYEEizaEcHV3g9D0/jxXfO/7seRxA/ffwb520ru0YKM3GaVKHo/IOXEkxn4Rf/2UfN2EdHyzEu1aSSkxCdwaw7MV1/v4jNfjZ2i8jdh3P2Fc5fo3WM8z/7AnXn/FmmsUo2EcWce69usppGi94OTPvF32V+5bq9blVp6hPGeZ9EM1EoAygDnLsLdhwf1co5c+nq24Vsit+Wxx/eJzOYOM+ZvPBc/tAcEU8/usPR91VihcRZtOuLRnsBwFLZ6tDiWf/gwx8SC9P+aJbVqXDer7P/7kU+SGHWD5nWTYw2vELDM6SrHbmd4cJzL4JHbrGWKCSB5TFflgLOKcEyReI9Qf/qxnBViou/IVioqXLg1rxXuRgyGOmMlF5N9kZOq5XWpL43gkz/TYp95h9nY8YtyAKzHDXpp1YiUYb2/Nc8ZXb4ufQwLL2TArRqKqQOey8SAECiOZEtnj6jrlEOGjQ5EAgiW7Yocs2Hu2ccMu/H3qBXYGGZDH5432sWjlygxy+MY4E1/o38yjR2Nf6mBus89HTr3OmVlNxlx4BjhznJhtd4n2nufsmp3mPPt1g6nHa0jgUucNyNyiqTbRcsHPiZFpik3qZe6gqEYei/dQAsvRusckFT3b3pakOKL8rQzTYHmAdA+vtXkH7ml2+gesZOxgO3f24/au11db6xBNbOD5UPvY2g0CywJcMVINsJz2d8mwxyj33GtX/f3vH7A9fv436xgsZlk5PccFGCgiu+oRZrlrC2NAAcsQQKJN9bkLc5j9c6afY2iovy+2bkarJnJsJqPgeo6M268zI3H9vuu+CIiyvqTF032EeNKEB9kugxm2KJcs1e/1V2txV1lNyPkVgsMEUd42kk+PO2QX++pn9va50uzRmDeizmMCCb4xWxTPSoUJlkxbZMPXDLTupbV65gUylc8pqNrXNTr0vqoKe0LEUaviHGztlZfdb08+tEBxQ/GNKCYWt+8nD7Tzj9rBtq7arDxMebDirBdtvciX93/yF/qDOXfAMj+PeIQ0mzGd/D6FO/cEihpYvKbjtun+rpj2ho1+fqxaEyvs9r8+aXf+ZZ48VGqsXTNj6/eYaDNPP9SmtCifS3sNex7nEm7YsQ8hsy48izDL5Kf+c+I+ysikOCNvLMxZDrdrzg2CIObPc4kgMIIcalGeQkzuU1Jlf7/7HvvFJf+hDHvS4MNUaRmswMBA9Kie+AYK6+1N3fF9tIWnbQAgliowuFpTKQzmRUFDNxo5dnbhoyeXh8vlJV4hi4fezbgIGplZplIFM53YUHc2c2fYiJnEvGIyGgE6s9vbMsFFhtmZZmeQ9WAU+ojTjOPC99HbTGLhAVefjRnJ0e+SQacf3M/Dk+fUFevJQaGSyS+QPEYPjRsEKOgBKMuRWScTrXA9TJJn5BkEGSqS9ABxfdy5OiTjvQEvQTmOHEu94Fiu76nKwMI7w0x11Y/N9yGJKjLLHCMCd0jfM9OcvycARuAJZpk5y3PtpyMO2aZn2QNpYnOzhILNMsbjxOcPWVXIyGPOIgYJqmCqR6T/m6vskW/LGOLkve3Lb6y0izRXT/FQD2OXjVFv7ve6NtjYJZKvKFFvFcMKazN1972s5/TL7N13PGstQ+v0hAgUsVl5xZrP6tuyXxsq290yN+gYNMBO/dh0+8sd/7D1C1eIoyPBC1O5rEQoU+Vp9ep2W/q5g+z6/SbaMPUub1BC3h/nRvomfTa0Zh3LUOD7g4bbraXlVvONP9h2cxYoMInJnDLCagbU22ET6qx8ivpKdG5D1mxUP4rcaSU1v/aq2fbCqg1WIfdqHvot7t7Xbe8/cR878ODJtmZNmwMY2FpY2/UCLkMFRJ/vV2N/uec5W/n0UpsysNxuXtVp+39xhp0tsNRX7MJrYlp/8+NbrEvn3tfHNnUr0amwz55xmPUfIu9yAd2YLRv9KRyb58T7Q5zhEnAXIKmlb0bJK4EbV2ukQYBk5NgwE7hgr9dGRsLnplrOLHfbYDfZMvvbnx6zR+5baNX0Syu48UywfW3Ugd/3kXfZzMO2l5kZc7fZhPjs0W/OKkbKS7JXquDaVzLs+scfs2Vnnm11W5s1IoJek5gBzSiiDYytwkwMBsel4TpnZkFLyoPsmnPFQKRJn4VRBNXVdXbFVVfb5b/7vcevd5qz3LdPne088kiXB7nrNUmTAyt9HleYcM2yO2qs8RzcO7Wuy2FEyBd13D5eNUsuwnruvT+PDYjuCWIKhof59UA2vmZJmki+kA0BJgByWqZWceAudrbWyciRuqe6jr6EldBTIcYgo06gITt3c09J5oNZTqDRq8QBXEJunQxu/FmNL3pAayVfjVE4Kc4kCbP3LDNyJwViB3V6H+4d8jE35nBwyHnzuWMNFebQ6nWMONjQgqmLY3r/lz4Or2PM5psxb5Uq1zDIDT4iij8ghlDRFrBPLQFp3/Z7QZ+Du2HrfHA9zsVNkho+G5X5Ms28DO8JJQ2wtUrmeC6iB7R4TlSlkVznubWeuBNndH74CDQgARegjUJKbxAdMmzOi7ejtAlLUq3PhnNnvh5ZRkzBx8empWeBa09ywheACADfVyC7TOeOZPzlF1fYlb+6y5kxJGn08foMYOScFHec6Yu1xL0GNMCgsDfEnsEaiFEpUQyK1+NfmOUoYke/Zlrjej2YFoo+gaH9HrFePXmkt23bXmYYHA5HUZL/4DHi/Sk2BVim6NBhOx66k33x1P00TgU37DxnOb2/HwsZdkj6Obb3tiX0liWavE5OgN5jkFoodhizk5VMGG89C//h2eBhuv/31A2SKYHazF572Z5a+pp1pfFouThRrvcsVzLp7HGKizFnGYMv1AXBXBA/6ZErruN0jdJ1acY8zw2+nEePwpM/c1LpqCc/imNxfyg4ecFEz1bfQi99fD6XYSeX7CLbjQwbdoY9ougH4OoMN/gCwOv1BJbzXHCKO4zrmXmCZNhL/g0ZdsN0G1I/QacoGbb37hY/oyu59Flj/EuAu7zYA5xGoc/jGH/HPSP0+TPNmsq9zsxFi/vscYPrBWj1PBJwEs96fq7dQEvv5XJq96kJ0iBPH4g2hOxxEyA+M9PxdxGbwn8m+6wkwzIHy5HLuEGY5xERI5xRTr44Mdc4fGr8uOn3srrOmWQnbiKn8oktFFeRNScyyWXAWebsz0xSP6bCfRhKBWkUPdICMf4vOVuMrfT2PWdIk69Q+tz9BFK7kouzG4Gx1iC83sJIZ2IkG8hGT282xAoyy5WhqVgQnyf9XOdFyxq5tE9Q8RbFYOx9HGvKofl5uXIo8nufOKLMtELFlz6SBW8ZUW/Pf+tk+dccZGff+5B9aM0qe0VZGZMzNkgV4r4ozixHKxj7yIamHhslbPL+sRNtzYpNtocMvjrELHd3FHNZrj+94N5qmYoGMfoq8uxsJOwg2osDwRzj3eB5tq4jYz/VfGgd8qvBRba8U8Unfd8qkqdMn0KlBrVNat75wAE2QMX85rWaOKG8g+tOTGN/wJB08+ghXizs+9paK1VLn7hObxl1BYLUh4zE/NwPj7WRquyWoizEYIs5y9oHfWoCxTz5/azbfbmVt1ba0Lm19tdJA+yyAUPt6blz7eJRI+0Ozca89pXXbKtMtFYv22Q/uvpxq1i+HiztbXj9Rw6wmd882qaovWCDcoFK5YGuqKBI5FtMtFMh9eYL4LpFCw4CBQaa38GnJD2FjiXcE8jZ3ZA7lzHHWQZry3ZcZhNfGmsT1FPe1llhX//SxbZovsZfqZWkRZ9xwcUn20N9NHJMwJi45zmwjoGSkYkHPmfZ2yWiMEZM6OJaKGSyv3k/dZqU5MAZdjwxy+5no2veolZOYl68r3IQxnCJBPIZ1ZrY0VfKwdvvutt+9ov/ECzvMOxg3aRBuhDo2mOgeZgShPkBdguRJwVUpfLsvSEefJJ8xf+NYOiLNfcuJ2mzA1GYZR4q38SRP7DYY5G5AVhurKdS55trJE/hMo2RFRVypLa6YSlwRmDJgTMCWa4eOl1fYJjjQe/g4uuYea4y//Z2iWZGcjYCK7K7EUBzWptqwx6wIwhHz3JwEGy4qQk9BbdwoiaYxBxLxjrFv8UZx7l/NvcZu0wk90vnXh5dlxjPEQsqwHLcKwfLJJORv3mgzIEsj2ngc0bfNOMHIuBSNfQZ0CREbtZGwUJgWVW77IZ91KY59pMhmrOs9RESIBZ1bIAAf+5NIZMqVIIjyHtQzpsFRQLvG08mY6197KVTDpB7g4Ay+59XIfRJRg82G6UBc3XVAbL1kB+1/E27XQuyZOpq7ukxAAAgAElEQVRk6/noT2zPB+dY8yD6ibVGcdZj0/D9OZIzHkpl1fbCjz9pt0yps4eWt9ht3/2LVYqtLVFgwiDANxiNWapas86ePeMDdu4xk233V+TgKDarHZAo8LdRbCVJCElHhQBahfqCV48ZaBctbrL2791o7RozNOw7M+1LYpDrNQDeC0oCs+3MEiYgYYKkhpDnJMW+9Ly/a76zija6SZ1q4qwTwD79TBmnCSgCOjbSq6xj9FGyvlRS208+stRG3/K4dZ52pB0072UbM/M9NkNzpzvENA6Us/SqlS320+/9VSBSTLSIlM3rO2zXmXvYKR+e7oUCnk/MDki4CMBcEzqR/FLrCya5Bem3/m1XtbROyfsGd8GmF1mf24FoOHLHbGO+j+JBj4JZkxK66656yubfP09BX/eKdUW7g4IkrOfWw3e2bwosj1P1UR/JK4QxxzeCsvdq43Kt9yypq7XSBx6zQc8+aovPONsatrT4iAd+zhzpAQO5F4CtEm2qMhuTCRngmevFrD2APQAf5rJZzDzPfnVlvV2jnuV/zSyfo57lmLOMDHs3ybABet6L5slCrMn/X9ywAdd6FrvFhA0eWmljJg23PXcfay9WV9oBE4bacKT9xUlGvjEw5ouNNsut/WwBy7BfurY1zIhNIDDuOGxWrOfMGKWlkJxHE/vlMSyYtzzbNZtj+ZrmdQfLuj8ua03vrmMD0ultot+3ALj0uvcy69rCFGdpc5Zhh+twyLPzeeZ5yvX0LDtrFT/hvJxZ9tFR+bV0Ts4sxyg01pqzvDpX2EmSkWDqIhEmRhaMvJB6pyHPnBOu9JTnMYoqmjghP5W3AeZxuF7zPp44AJZV0KNwo3jhEt84hB8DqS2tBCQjwV6T8OtZZQYp8uzMggOYdT1bda78Ha7XJSqhr35zo73y0nL16FfbFb+4X+ejpFNBL4jfMC3iPQsybAePJDv/D8qwVVQCaFWpIN6yutkmn3qQffmje1r32hYlWVoDun7bmGZxr3FET8Zz0eseyVrzZhUU1A7JtegS/VAiiYo0LXaHVdhNA/rb7euW2xotmzNWddjLlz9gK86Ukunwve3qJx6wqZr73q6/Q3UQLtnIs7eVYXs7ATLsPLuYvZZ1jHJCzx3Gc73PlaUb7u1KtB1QAZYjFwg37LcafAWzXCU2JMByLPAAy8xZTqoNfz3AHM6u/F7RkC7OKYPoAMvR4pCVECgSGnRdP9TL4Oud5iwPq95bReJJusZquXIVWbQ7hWIOMJzJgWQgpWNxxBjVFDmSg1J/Nlik8XoB7DrIDZfntFL9r7KBl6sUkmIhLojeA/DsBlYwncEQu1EYb+/Jf4BYN49zEAToTrlgIU+CCEntE6Qrvg1BU5FAcPyUl+g9XFPEzxMJBFcE6IQc8tcd4MfnhwnPzKWTAc440zrC/kE7XfQs+0gpJ0tijnFvA9tsxupu2cl0NeYsM0I1wFw2pQ0SRWQUxdxEpkAIec92kk+He30Yy+Z80nt3HYwHOI7rHT3gPXxfIFBgllE+kc8Tq8L01ecO07IHEwvxpBwRmbPLvAu90uQb4cHD5wyQHUWIMt1XWrMq1QtfurrFnvrWh6zk0++3nrXL7K9iSBs0QmmNipoD6FmmVUgxlikGFMmZBjJcx7m2YYhdNni47XDIN+SoLyZ3a4X3WrvBVzKtzfOi499glt3FW7le+A8BlnNvOLLyMAbTMGYZklZbo8BvZX2j1Y2qtceWNtt4Fai3l8t1z5YOe0StZqteX2PTjtvLTp0x2n7+jVuVk2zSmqhI61N/S25ZXW3zpk+0KU++qoezSfmoPvcW5pbTwojaY4sdeMGH7NDhjdao4dWMyAw3bFrhghWFWV41aZny2lIb+OIgO/A9e6p+pSeJliuh3nNeX2Qzlq62iqG1duufnrZbbnxS+73YHPbgNU02/5TD7IJjptm+Mthdq2VeCUureObqQm0epeAoJ9XiOcH8kH3Y9yj2Np551pDuHV+Qlh6JEghibSBvbhFR0TpjqT1/01bbf4f97MiD97CPHHm2PfPkKyY9jz27745WcvWZ1iI0/Mzc+bZSLublUkSRI+Q5y+z75IN8+SPpUnFGQIVik73QW1bk3wOY9ik19FkrdhKnfbyoT0yJ0Xmw5xAGziyrAkKMLe1baXeJWf7lr/9DN+xJcsOu6KeeZfWuej9JktQEsxybfkSm6BEt5l/BOodMJRjE7JqX+19DEo3cuPe4JgAa0t9stoXMJBZzdpHOLoYRrBNT62E1xE1euHTGJwB6BK648RGIMBJJgcaredH0nwErIK9CD0o7AcqZ5NzTm6phLrlM0ugsR/eNIarkfmPT4vGg5BsjSRjnEEUEgGW8d4DjMD7DgTuCB/IPDFiYb1kYueXHDHdd+oOzwUN2P+S4+Rq4vI5eNUK3X6M4tld+uFdZAsR7wpjDsPtM56iuReAlcFAlJMAmR0GfsyzJSC9m+aKRB4tZ1ugo+oZ8fcT1jr6fKFYEhRAPm8uPErMc86JhPqKniffAxbBHcpjypk2S02DN36HKXplm8gpYyVG5XUzqCyNHmE0dY3bE3layz44CzwzPVdlo7Wbr+dLPbPe751iFhsC1yemuWxJrL6bAXgqslq5rtqc/91676aipNnrzJntdzoUf/uvztsfl91qZgGar2OHKrlbrK6foRw/Qe//6dJv7xku2EpCoxJ1e3UbR2ht9JrT6aJjfKZC4jjFOAo8LBdR++oNbbN2CtfbhL6j/+OCpMitQn5eiCawmFX6kXrBFjECpF5h7YN4K++HtL9r4BSvViy2JpmTEu04faSd//lBfw8168OvkZPjHNZ12z93PW99bX7AJI8rttK8ebYOG19gmmeBUajNZLwkiPbyY3PxcYHm9PgNgWcpvO+i0Gfa+nUdKCqU1r4BCvylfyFqyDJsgRe9xtQB5KyOvlLDTb4dZVmH2IFJnRkchO5UkCmdK2FyAx/AhZfbQ/E122xX32ZrlzQ5covef6p5kVBubbOR+mgd40nR3au+jcmckjrmSE0PufaC8bimBs3xQvZXe+5g1PvWoLf3qOVbfBbMsNaVYOZhBAHt2wIVxHDhQo6KQK+ocGSlFnyfS4Poa9bwLLGPihwz7yt/Ts/x7vwbvzCyrZ1kybNUOXD1C5TlwD4WpMEP5v3DD9v5CCiuSb1GhpnDS0tRkX//RTJu0w3Ddwy5bpyIIz3QViTsZIU+81hWVaGfkCqAukm2YL/oYww07ATS//jDI2cgrJbfpvsToKHq/0n0itjmDTM9y78Q9vy6wXHAXLp4TBRDv9eztJM25JvARMuwkFVXmSZHGR00BoguS56gyu9EfQJZI6zEl+jALBl9cCQ/FRVlrcURU7FIO7P8tN+z0+zpXNl5qdlV+riEa5f/D6vnoKIoQ6bjZ4KtVcSFej+udATly4WqpPsINO8qpIRmPsXGl9CynDZV4AXPNE1sm0F9VU2l3/u0Zu1Igub6xXscH9COB80/mMdYTPb0nhc48pgmu+P8Fgy/2rHw5WFdbFFP6KVBt1rO6WKPOOj+8nz3ynpFWslp9jopVXL93AssePvzKApb1zEvqWF9fa3ff/7A9+sgs++EPvmlNK9bbHUpGF0mVtO97p9lplzxs77r2bls9eIgN/ezBdslew6wV9lX3WZe+wOQTP7Z1wwZcRD97vB4u8KxjnrttDOycxUs9y0ryY0UmqaODZZ4tRkexN8b5hwybRE574j+B5S7vxyv6BPQCxa6E6M0s6xnC4KvALEexz+XBei3Acr8Elv97Zpk5y8iwccMm23Nw7P8VxInnYxgiaZFCX/jrxHj+9dY9QCbJBxNLIh/ILX29e5a9yI9SgCtFQu7F7mw8lZjlVJDyBNl/nvKIJIPmOueCBOcJCcH55GKBF8tIS3zbyeC+GA/zKKzsvxKFf++c9DeONq9oOct5LrlOIQNLMSlk2CiRQrXmuRg5kcvYo+WraLaaR0Axwiqup/ckJ/VfcUJHrCEnkVyBiXwb+XuoIGMEF8RHFAECDAcDXTTwSiSUg/D88wC3OWfOPc2AymyI5dNreP9eMmzP67McG/Ds7YIhF3clKHktRExict2zJ503Py+AdY2AIv+r27TZXps01tZefqaVjK62xx97RPOVS20Ihl7aowZov19H7AQ0K+bSVbFJa/mju8lp+5IHbdc/3GGdtcoZBDYB8xn8588RBsMx8aVHx+tUgaxHxIhSxZSrJFKP66Xr2K7m2BmH7mxT5KlzxuARdu+ofvayZNLjGwXs1qkVT+fxioDhZUs2W9/VG+03H9rJ7rx+rl312wfUZ1zl7QCocHuE4tqVW/WojW6rFCWjPzLdFpNb3fes9TTUa+3oeCIBNmw/xL798ffYOMnOmfqCZwIAsJ8YakBrqa59U982axO7/MrivexG7R8Dv/Yne+ETR1rJx2bY9eq/FS9ty1dvsHP/OMcGLF+jca18ti4bNqLBjvvasTZQb1iFCZazsMHGZrCcMK+DY4q9MNrsryiWYJgdLCOXdkMvyL9Q1/j/45nSr4Dttmzua3NHLbSH7n7amv9UZsPG1Niby9YpHikqSPY27zdn2F1qOTxk6Fj52syzFcsWKa5JKo4M2w26Io9gljNqCp519jhijHzK3PTWJ6J4DzK5GYUtumuibZAJKBTCKSRWpL3RwTIzq8s0cUFgGbVZqciQ2+76u/3s5/8hWN5ezHK5M8u4Yfd2Mgx2F9BPYPEgQMgnd0gFCEIl8hPMtlyGklzoYgxRWP7zUDGmqU3MckV6mHhIGR4Pq5mNAtw9WlVnXnf5cQ7OCQj6GJ4Eln3j8SpjDrC9ZNMKUEhV2Kx5wGOgOrOOi47ULr2gL8EBOg927ulN39NP0gvwRZUuM8xRZfFEV+cUI4zSz5L8he8xECC4het1lxy5qciFW2H0DzPrOZuMJdOpDFi5Tshh9PPsFh7yo9i4yRo8GBOk2XJYvA7qU7LGYqeqlxy58+D69jRfOn9uZ/tdUhNA3mcF+r9iJnRb6Vk+SnOWLxx6uNVooDqFD5fps4Hk6iQbn58QFyVlA0givPqUKpgOlsNlEYAe10HBjKHy2kzCxZEKJhVLGa7gzK7gVI61v6S9GzWrd+Enj7GSTx5i1qgsia3knjlmf5llw5/4hw1fpJE/SGj1JHWK2XzutOPMjt/Tbn3uRetSJatO2dgh75lu9st7bcjDc6x+5WZ7dfthZjP2sJJPHCSn6fV2m5wGSXoBJRtlLjFwUIVAosCywAgySORvgOhqgUY0tfffOtduumGOTT90sp3wif0UHGhOyWZvwW6zRAADpXqIypQlL3pzs/3l+qds9cvLtXQEylVR/MwpM+yIGWPtudc3281/fcY2rmiyffYZazf/9nEbMKnBTvniETZeldf17kAdI0cG9q+w2bMW2RWX3Gf9yhU2JUHsUn/wWee930Yr8aM/kf7g6N9kY0UCwzD4MEZoYqYzMhmdMxJVXLFxKqYo4DOwGdMEswzDrkQPEF0tgN+me7b4jRX2i/MfsJK2ZgGpCt2JkLZVaC22bGq3wUfuah8+YppNG1atAoAq66wOLRmCMl8817ol3oPn8iMh1D71NVb24OPWILC8+Iyvab5gs5LMkGYiz6rDPZNNE3Zbmw+umd7zh1u23xsk5GJ8JL1pl7SHCm6VZNg+Z/lPf/DjvjNYrrI9xCyTSBOQeW4xFiTe0VrA2kUT3aeMecqx1r1YpJ9vlWFIGSN6ItaHY79f/1jPFPXitWBh3ChFryPBpUe8n3qR1qpne8bhu9kH3j3W2sXEjxs3VJsnDDmFDQod6qvUppENfFhXbuQFI7cNMI2e5QyWs2zWE3gSd/WPAUy9qBe3w+OYO5Hq9UAj8TOOibQU9hMDEge5vonC+CVmOfXWusGGPl8LfZVi3ugzpWDk7w+Ax4So0LOcwLL+gHsfzHLv/uC3B8sADFhpwDLPQXym2MQd2IuJAGQiGy+YOBWYZUbDwSzH34TBFwktoDiY2sLrLncVePPxV9FTlcFHnrOcpWzRX637iCIjuWRHAh9/Q7EBmRjX0ucsbwOWSW6D7fbkBfCmRKuvqvA1ks7iJXDHX56xq694RFVzGdr4Z43iaPw6qh32BPYBDCDDDbuUg+t1cdBWqcIoq5gYwP1hz9Dy0OvE3ej287OiuCsXVvbnbm+Z8RXgICNGR6n30IuxIYGN6xHrKI7NJ6BQSywocwVUGX2VfCiKh/Jl2LrrRPv8QVOsY1itLRs73EqUzB0u5q1UI04wr/rvwXJesYBl+Vmoj2/AgEZJ6y5VQexP9v1vnWnHHP0+O10qnlkX3G6H7DvR/j52pO3ym9utRAnv3BMPsJ9/5WDbXyqlraIuOpQYdulesy57F3cKRnVvKfrk0VEOot92dBTxORQPee4z9wQZNo7UXsRIHyGDZXe99iQvfhDMMqNcimDZ62mpiJNl2CENj9dRQkBqZDOybcGy4rnY7g8e/2+6YdOzXK8RPZJhB/iNUTHuIYNsOBXkQ2u47dzl3I7mRluKn5EjpkTRFXC5pzkSc1ZxhBsSygQutf4ourtpjw5BHGVsaJ7PnHuL3XgMjM3fp+MBVrgoBTJDPwf8hlltgF5fplxn/tsZ5ACdtMEBOnk1AwkXNnISykd6cLOH2dbvcz7dym/dwIv1TrEAkO3TYQJM++f2okEiCRjtpv1AlKE/Q8Ve5siL/PgORjHayvOUo/c6wGaQTj7nmPxJ7+8Mfpqb7L21LjfG1Vt5lRcHQmUZ86Ez2A3mPZNbPnLOvTUSOZNa89yoLYHl3Budj+/xIClFg1kOJSWgPggZzqNontsbLNPT7GBc0tg+UteU63PP/vkXbOquQ+13Tz5vj2j2+n3dFfbpLZus77pOGyYH1SapSPoo3rcrH6wQ43tQW71NOfFHVlpTqysNsxwGX34dE5Mcn1vXh/xabto77zPalq9qsw3KXUpKKxMTn3q+vYdcz7Su16wBUjRe8UW7f80iuVl3iG0Ws+0FZuVOAm6D9Ht777yr2YuL7OTzbrQnZOZVLsadRhDt5FYxfoBNGNrf3thtrE1Zuck+su9I+9st/5CJ93wbqTyWCSEUj3rkin3cJ/e1w46epmJ4a5pIggw7lErRj2/21MT59s3nptqP1N9285f+aM/LW6fzmx+1h1981loVhy675H6bt2C9DVLRwMGw/viTMtR61+6jbbXaW/DjQD0IIdKlmJGxXPYmoT2KyNNP6Q3HJd/gFWefeeZTzoYLfhj3+UPhap6G+kp7cfab9t3BS23f5W/YnB9utLJGxmCVe+vkjCN3svd8aC8boM9aote2KEcNMjMMZ9mnGVtF/omBpZuO0gudepUdTJMjKu/pUJzmenCymHVG/zUGYFG4pD0wrl2WtGutpNFRtLRYSaU9+sRD9tOLfuLPfz9ptZcvX26DBqlFJ33JX8G/vCrNB6ysrLR58+bZrrvqhqeviUMOE8s6SAtOGysBMQG1PAsvbPgjqHkvCSftfXlcuJDNIFPRoK2wcHejL/pio+LFw4vrc+5pACS5LDv3OCQDkbcyyzGjNvpuXeqbvkheXUaQP2SBfQ5muTB7zqt1IQV2B2p/kIuzjjEacUdqEgWXY6ffS0xzcfZevA9MrBuQ+LnEnfOKeWKWQ64UoLkgn0lScHpVOpzVTf3RDuCTwVe6TnleXgyvjxEHBXmS96SFlRajQTKDHYwt23BIn7Ijqp8bAB6ZegK1HsA8oHLt4x7kXm0Hy17giP4U7mGnFt/E5o125IY53rNcW6KeE6/qshayE2Tcm20l8gEkQjaVejWSa6QbJSRrf7f8T71PyPa9Vwbg7utF18tlP3Hty7varFSVvpXTRtqSDx5gJV86Xk+vnnSBXOYl9Tz1itmsl8yGDzTbb2craeixZ1543uQJpcq9nnRVmFb1r7MTx0xmwJv1LFlnJSOk4xNqu3ThfFsqFmu0qo4T1VvcRww2DA+z/mB/SULo/3UTKaR2yJAFdB94cZldduYNNvl9u9s3TtnXynjGIuvWZ4jAwyOSzQxg3UbJ6OKvN82xG37/qGTd1frM7TKvarATPvkuu+XPz9n8uYt0nFobOrLKXl/UbGv2n2A/+fQBNkVFhRX09Oic2nQOPVVldtmlj9jS2a9q05ALtqLeFs0q/sp3jzH5k/m862AhA2gRnEjM6SnGVMtdrcUsA5IB1P55xSwju4W5AAwh30N+Td8wZkuDBdhffGW9/ery+61UYw/KBTLy3LutYkWb1RM6auexdvZn3k11zWMOZjkAdAKZC/MSq8h8UaqBjKdCSlM+sFbFj8esv8Dyki8DliVz1xp0czHdAwA7FWb6akkmcc90GaNYO0ZGwXpnR2+k1FTGYZZ/87ur7ap/4YZ9zjlFGTY9LcEsRxLnhTbfFjKzTE9t9KDFuKKsnmDOcrja50Q40jUAV8xLd7Acwj1P5iIuqsdWjta7yIF9wcTRtsMeY+2kMf29Esxs7Q4VGYAeDkx1byi8UBiIOJyZZRX/vGe5FyOnY7ljr/csRy9u9P/xFdJPEv3YLCkMeKQIqaj3hsZm6aA4Mcsk7mxQvR17C27Yej0ted/sQr6a5yknMKvX2fQ6ElgOo6b0GVIPKKy2y7M5S2d1YnQUMmwkrdu+3guU8AOuxzZy67ecKzJs/wzB4uZju3zVZa3bsoo+oke/FwxeYpJ0WXrPU85gmMMXjb8CKGWwzPVoYhSUnp/cs8zPg1mOkW2YlXBfOA49XJ0aQ0I/7323qqCmPqxXFqyxruVrrZuB6oBbT7ZzOu/cUxjQKEksvO4FWzEEuLby++kaeT1Tr6F0KnfDmWAN+Dn/i3cG+3X4S8Qx3HjOwbKKPr32Fy8UuSETn+ctc5YVt9kjYa94ZxKsdhWEJh2zp5114rutVvsuign+tl0/Z70SG5FhZxlgHAtpMz3fYTyX1yV/iHMsrtBlSsJO+uTptmTBfGvR83nlZZfYTVXD7bUL/mLlivnlAumY5rRqxue896lYqikMFPhvm9hgw6TgaBbAguXIQDPuT7ioEisLrzvmV5KocwWcshcU2gz8eiPpTo7yCSwFEIzXo0AV3+djFOcsbzvOit/PYJm9w1kcrZk2JZYOlrUuC20GXFu9Tm8fMTB6lovMshs0qvDy0ZOKc5bfSYY9Qm7Yg51ZjlEzqS4TbXF6X5/64SgyFcLSZ8qfLRLhKOakcpYXTNzfwffEAH950gq/x17l7X0uCw45cej2IhZE3olSLY7b24Qw6Qzj7+mp5DhxBbxIS7GzoEykksl7emwLpjxAdMjLKQZwBAfxOaf03Jc9IBhZ8pXcCpjzPM8JyX8hjZIKBkPTEieeUkHLZdzB1Pvz1itnBZR6G5mrGWOMqYPuBPZ8BGsyhM3GsD79w1m2ICMiz06eNxzH5ezRToR8Olytiz2+LnfnOMiX80irQu6XZNqQMen9+fvo/c1+NzFCyg16aXWkxS+dR3ZLD0+iOC8/P4ibROCQS7fJoLSmo8XerG6wZVd+3mzkQCsZLvCi4pl6JQNjbG2yU15fYeOU6w0VwbHH1hbbabe9zH72Z9vr1xpRpHY91fF034KcI3cNuXvk11X64UJNxZh4ySdsdxEmv/nF322a8jaTnJm2T+8RR9kgRleCSnvuvJPs11JiTJWyYhn+FCpEhxpLxAYta1oP60vL7D756vzhtudtl3mv2ma9T43aCT+ifuyximF9NNoT+XgnhU8VBSji/nVVk93w57m206tv4DSrGKzzlXLoKz84zoYQFACITCTRPsUoKQxhX1rUYrfs+ZrVX7/JHnqtwrZMbLSTjt3NjlmzwX/vpWWb7TeX3Gs1rfKDUW63Tuth8sE72hekpmynnSwxxq2KASiuvLiVzLXCPwYwTNuU2FskzKnw7GAZlYYD5HiaAKbEFn/2dF8q1E64sbndzv/G7TZw5w4bdnR/e/orq6xair82jQRsqK2xM889WvGzUnl8FHZ5uKBbvR/ffTcidlWhCtV7w157+6iOC7AnZyS/obUKZjmmAwQmxDsC5Q3/sn+TS+ZWJwy+nHkWs9yiPIrPpoTZbsMN+5f/KbM8/GBp2gUytOCc9XSJcJhT8SC4nFT3M0PECGMkgIAGgoR+gUqbG0IkAwXXu1O5iT5ZmFV6HQBoSKG9ZzkzyYDm9DA7y+sN99F/i66Ghz4qYURmF+4EXvegExt9ceRVBORwok6mDS4JSWBYxwq36/ieAJIDVGaYvbfZmeWo3oXJVvwbJltJ6pSO7z3LvZjlGI8RoNjl14khJwi+lcUOV8Fg0uNYIYXORgVFg4IIttEnl8Cyfs8l81wWzoW7ov8obFx+/sXxBQQGjgUwzeZrnGP0R+cZffR3EEDFTOgBnCRm+Ri5YZ8nN+w6sWfObqdkKvqHomc51KFpMyP50+f3uYipoptl2NlQIrPXPvSePnlXGADUw6Ah92yHlT+9fRhF9LOqjlbro0rcM2eq5+XbJ9hlDz1oa3VPvjFILsEDZfqlXfBLCxbbB1avslbJRzco+QSAtAssVuselSmBWiFgtkT9I7t1tlqJ+n9HVXfbTuN3tHfJqfv78xdbm0wT2mWkBCDbqECJEQ+VLxInAidAj2LBus0tNufR12yHw6bKrEHrAmc/Agt9J7DJgGXcSknYFPzcRVVVskVKoK/4xT3WtHi9J9JtqliaQHNnRa29X0CzvxK7BXI1vGrEMLuhAUaon/qJYVAxd+FCl9sND79k9/xWPb5KhFANdGuW4VD1yZz1lUOtq0nycmY7w+ghd3HTBgEuNxPCPAjgKbYWYwRkKgomBFTA0gY2hjRXuZHPr0CPHBsp+XI1j1/5w3us+Y1l1l1R7WYVTqWKCe3Whvy+zx9gu08bo+u81Z0dKx1gASaDmQijlXh+6XfVZAF/VtuRfA+vty1/f9QaZ4cMu6GLOcvILGPuItce5pieZeTYgOQ2/byySiwppPAAACAASURBVMmrTMZg//kMMWMPIEbPcq1de53mLP8bzHI/uWHvPvZwd5UluQt34cQyeOKO02y4qeZGFJ6z+HwBlnkI3a6G54PtW0wdRidUVBmR4HEUh1pmf6n4c9T7dhHjs6e1SmJbLflE+yr1vAOKxeLmB9kBq+4V0v5Kl4qm2Iu0WRsN78t9KzpPC4CI2e2CqWMeq2fnkTzznn4NGW+Tk1yP5JhgpT7ghMMcLCcGGbCB2UdvsyHOiZE7bvzleXMkqoXRUchX87EdLDO+L6rABYORJM9mtrf3Mid2reCG7QoCZNg5MY/eTkbL1WGYlF7Px+YzRG9y0QU8ZNg8f/oMuA4nEMjnB/TAmhWdu/81g1d0w87zlDOYJKGIkVJ8NopSfq3TNSdR4hkvw1wvAaUSP6curWGYkHAhrayUckQDRa+9/DFbrxF7yxa9KSGDPotcT/uhGoH1oirvYDlsuXwX1GuuzFGml1twfH/S7yPvRKYZKzoKOMAHn4zAOk7rO1YIBeNwafd+Ut/n4t76iBRAQr7iiQmEueFM8gzdcL9EOaHMSvsZ+6d/6YKUykPhme3G2fGnHminD1AcJR5h7KI37dR/0+tOgpnXdz5YnrlaBEgkct26Rp02eFCNCmlr7LjjP2G3fK7bfveQ2S0L+9vo7Q60fktWOXbpoVC+tdVqykdavy4phYZV2fK7LlQG1mPznnrCVuq4Wk5KimN983mJk8jCSV7rFVdQjuVyE/8RcSj1v/q2B/vZo15LDOlgL4uNWtyTTTJH7C+5pWO99MWzwvsgJUTxkJa+g7iNKooyD5r+xwQZUyGK4rcUM36u8UZRoIrXMZIjJEdelI3nKHr2s5M+fYqtWLHS/+b888+3s846S/GjQ0UBufOOHafey43+s6FilgfWyw2bmE5BXB/YZdgeL+IZJw46c8oKxKEe997082iVCLAXHzfHn0QiJDm0g954TPx/nClGtZCY4CxdpPeYD5RHPPnfIddkbToDHe7aDnYBh+wzXJd83qTp6e9Z95y/txLqPEpc9h1jQWNChus8fcRkurq6jnp+YIwLPcvKjWCv9Tfu7+PFg3CVhllmvZXAHOq8S7Ky0vNgXKfDMC2uDGAVYMB5Z+Y49h3yH3cHB/w7GA3D13gOi8wz8mKMxGIsap4mEwy052QFGXWWYVOcw7U6fIl8konn3Xpfd3suEiXhAxRg2Y3P0nllEqfQ+0wxgHXizHWA9FCIJgbZ/z4fP9ScoSRNRmY8o0qgUTG+Ilm25m+abdCYRF33TTJntX0lu95RSge1J5WMVo6nySY92t9K+g+0ni9fZntdc4u1NA4Qc6k8S6YeZSL8UCYiZ+4SoVH2pky2Tj/aPnfEDjZYvby3Xf+IPXrHq1Y2skZMMX2xcZ51K9602d86yX567A42Zc4iK5EqrhOChNFWOCrrX4BdqfaRTk1nGT2uwW6682W78Zd/t74NDfapC2badDntM3qy2ac46O/SiEsUdIMby+2W+xfYtTc/rQKe9mzlni0q/o/be6yd/DlNuVBu1awcq0bxYN9997X5Atq7fO63dsjUV+3E9+9ryxZqWtGYBttX5FUzuVVlmb04f5VdfNGdVk2BX/dro/azEd8/wb49oUZdFHLlhiRJhn/9FCiQNANIwVFgCPbGMiFmolu3KsHIr529ZXUSB0lpkwybfYoxUuxdFdqrnn74FbtUbYUdz620cUO32rgvN9jcL6+VX0+nVSi/3udDe9uh7x5nrfKjqNQ+h9cHBfeIrwF2UVsSY8lVKYoyHcILQBTc9NACfmG+kVHTG41qzGen6xlCFYaZYsivVWDQNS9HUanP6zmg8l4KBBQ9+fu+/Srt4YcfsAt+ptivr/81s7zdEMmwS4e4DNtH6nhgyGYKPLCAIl1gcjiwGRKZCNUeTNiV3GofhtmNFQB90dMAi8nDD1NIpSmDnwJo7MXm8pAhHXb5bg5Cian1PmQuZGKUc5U7zBbimLla57PTeECpYLh8OvUN+zmEyZa7XdOzqwCBU7VLW1IPL/9ivhUy7Aiwvc0SHKDmK0CFkGDca7PweYPZ2CyD4NRzA2OVr4OPyhIw7cBQIQebLJ3GoIDglVz+MmB3gy9Sm8QeUL2PqWlRHfUNJCXCcd4UHnLfTB7bFax1DljBNOcAFuxut6JXhxbrJLlhH8mcZTHLNWKWY2xCXO/ssh2GXznlCrYq5ipGD1CMmUoybEYsJAUCFeTCbOfcA5PXC0UEgn6WpXM9Ac30vAg0161aZ49/8TgrOffTdsV999t+m9fbRiar8zDqWtyhANpfgXuqAK0Wt7vu0Y/RrodIY4FlpCN5qVir9XrYJglwHVcx1PbTv59cvMza1TfcIjbTwbKSXfrWkHkgxWGWb4VAOAPWq1Rdc+dkrbcWPfw47GLb7w7duh6wgQ5YkZwAGOjN1DFfX7LJLj3/DlursVQk99J4CUi32bTdxtuXvn64ZMeSz8hp+k0Zdw3WelgHm01PLvOGlbwhXf3Frx6yRXOXa7QWQjC91txsU47Y3T5/wp4CPhrPJV0NSSXHRo7ibCsJu77nmLgH1sjaEbCciwD07W1QYtegXm3AUAPjG3CmFHiTLYed/9c5tlLs94ChGlnTEc6cTdxjMconS1K0h3pTmiXzLfEgF/Ob3bVZDHP0SxMAuXYwfdGnUuPGXDqXYQ3WfZfcsGc/bMvPFLMsN2ypd1zWuBGnZlWCceoeJKMvfr9SlWcCIUklzDLsN4xgmd6f5Js1WV/fYJf89vd29TVXe7R6Zxl2je006mgvLgAp6HnOCXLElXBr9nE4KZXy50CJRDbwiycgwCdfyFG7VQRpHFhtw4c3CDSVqzDQrnmMw61WSc8Hjt3FH5tusWxUE5q0VKmKIjvK7tYUGXD55vrxOhm3YxWqq/QmazOBKWZ3IzK4w7Q+g7thIxWlEhvbn4MrGDkfxZM+Q/4svF5Psu0oWn/jsl1M54KV9cQdKbl+zDHocS+jtUAbWNGJW7JwnQ+VamTxgQD0L8VJ9Wmx/p2pS4oHCklsmlsKPaCR5kYRIjPLMToKAOKv6y25Hshm85cfRefkRRRtnGyyAeCh5EKyW6aNM1yy43WX1Kpa3eVgOeYpkyfwOlJyquhuUuZsdxybajfKkv6a/Zk/G68Hs4wMO/qHoxrAvRDwUTtHtQoBfama+0nF6zDLgGXiYplsP5ua2uyqXz1oc+ascC8BJPc+XcDlSgEE+Fv2tgAJfI7Ye5BiZ/f2/Dq/E6032pd9zw54zevso5hYOviJq+R7aJg/9kqYACasfW9l2pLgNmsj1p/LOflbLyyl4oH+BhkpzDLPin8GZV3letgXVlXbtLPfZz8ZW2XrJYNmz4ThYL126NllxEcuZuRCCM64qEu4AXmtVopNJv40qjZ65R/+bL+69DJr+qWLWWzymWYaGuBfMX6SO1JqU0dozqvi7Kmf3ccu/vh7be+1G22apiMMrau0EXrnsjR/mQQORQzKG2drXW5dwHS+dkl+mQNbUJL4LY+14bPK2Y+5SGlPRK1DccfZ1bRoXW6tvYVEbxvVhsuwMfiKtgFn1P06qSiovcdHmhWKY7FeCz3L2Q9Af8PdyEWcBo00nPmRf0+GPaJuDxvUf6KOowcZOsT3Mn8Cgol02XLkgNxjlzOzgKJ5OUgNrQvaAVLeHcxdykkyOIwcii/OlPWcen4D6hcKcL3VDHmuc+HP0jqM3C9kx84NO6HgpyP4FIWInAuRI3HCnjUCFr0dIfcUpzVM/MvMrcvDUw7I73s04n7w3IT5bZ5XTNE/kxeu5kEmnfxiwq0beXQ8K844J8UkjHYGmf6+Tq6EWo/f979L5FJ2nY58MFSUQa4Ue5ZdJehgN8A2Sj7vbdbvkW8FQw5JkcEyRljyK3JDrmwARq9vAssF5jnA9hZ5zZS5zw3vEzmyG395no97foys4/tgknPeH6+HW3UyVPNiFt49Wm8Cjy4z7wmZd3erPpfmKytLsk6N4XxpwhizA2UYddJRYqEFpPWc9vzsjzbwz0/YWDG2pRjgSXnW0bdafjQt1lcDmmd95kizjx1ks5cutDXKG28VcfHby5+w/R9/VqNCa7QKpOCqrLbZH9jLSr7zCbv5+aetS6atKJ02kfsxpST5u5B3IOmF3GjUpJQlizaIqb7LTWA/oLzt3WMGOOjEPLZG5+G91spLaKMqUzxXWm0PL15r1z+4wGrnvuamhB0KFzP/6702Y/sBan3basv1sM049ADr0LSY46Z93SafLALlVJmkLhhlrfpM3aJXfd6xcs+Xn19pV118p/VFWah42iamevJPjrdPaxYzLTg8ay6dVjxAteTjmPScwur2KKjBDs846EAvaj98/wPeP0z8Q8kVLRMZLCuXJYHVetR8F7v5zhfs9kcX2BDlnChR66aW23b/1WDzTltpywV4d/vl5+yOYw+0l16cbwul7oRdxlcGuyEiE+9LWPMWvOQEjsorK78y+0384+eYL2rylABv7F9lKqhQlC5Xrgcpg4Emhe/sJI4jOB2RFKiZYlMlY7ASjY56YvYj9p3v/8jDx/8aLE8eKrCsOcuu/6fqBHAhQDgo4oEF6UcVjMDpYTAbx/BQOkjOPcp8D+iNilUA13DB9opTBrLIa9MMZCpjedh8rlxSgcpynQKr6xE3xVffi/JGkiQlid2NKlgYdUW/LyxvuB9jRASz7OMFHDTTRx3O09swy844Z6AXrG/MWy5w2oWgHJXJdD4kMPqdIoOsY6bgR1BG/rbtsZJ7YApmyG3cjCsFldh8Qs7so2yQ5yD74UL4glbw1upjw4pAHomUf5/BMu/p0u4E1F2yk2bvEeBwNiyA5wiIMMud+lATWzZqzvIcu2D4YVZnSYbNPfeNMxwZcxU0QwV/JAAbeXSWn38eU/XW3uyQZYdDd8zz9F52uT7HsPgwWcsjE7guJG+gz+qVG+ypr33YSr7+Qbvgocds0ibJ6gQSR7Z12P7jJymrqLSnZz9rbwyo8SHtNUqY84zeJvpc9ZA16SEdX9lte9WNtFF6KC9/5XXrbKy0ZoHGRjEgLpekusgMX5k9tCpgktwg+cX4qI0ZeUp6eXhjo4vEhvSCZMWllQIJyDA7vZezn61Yutmu/vV99qYMu6oVMNjEuiVHmviu7e2zn99PIwk0n04JuQdr/T4mLbC9m8RG1avf79rrnrWnb3xC/SEK9gQ2rYsuaQZPPuNQm77HGIGJDpTmvj5IRGOGXkhwSOwrFfAxRoggE5JZepIblNRjiEAP7Gb1hfZXkrpOPduDVTw4b0OPvXjm761SwcmN/7TxbG1usrp37WAnnryXTa3ShubrAUlWsLskfFwngDrsNiweLq8ETubhMp7F+0qo4A6rt47bH7X+Tz8iGbYMvtSzTG9qHlPFv2w+9c56q7LqzLI+i/5txnHYwXJ2WIz+zIa6Brv0t7+zG/9ynQfI/w4s7yYZNsUFwgoyt8yYRitIgEJnllPGG+At7h8FtjCSiawQF3TtJQ6svvi1I2z0+IEK+O1KdCvdNbfKWUgSRP4okl4q0vSVc1+cxc2vC4iV6n2RYTt4SiADN2yYZcCeAzFPCkPWShUZFr5Akvh5IQkNGbaPD8upuz6DmxDhMB0UdCq+sdmEjNWrwrmvEsmzfp+17eMleJ1jw8i5DBtndW3qMHJ+TjGfFma5nvnLvhnHufooHopIAFa9j6erOoeYXZxm7wLaPO6TRAuY0h/svaEpA+e/YMEFljOznFlwpGSAaJhlZ/B6MfMut9a51GLGomeVYxd6QHU85F25N5Rjce1b3R0eiXMsgsyC5xFr/L1fP/2Y541nmCIUz0RhzrJ+hx5xEq86jXpbLR+Di398my15bZ2q45ofSvVcvbzbSqGDyaSouq3cGvBLobfX7/vx9QwqycYoMq5q/l8VzmCyFEf9K7P/+nnIsHvLrQOEhLvu28mwc8/yO8iwdfPL5PC+WZ9pmgwXP3qAGB454rpSl6WMLBDVgf4PE50YH5Jku7pXPBNInn1Zwuhpc3tt8WJJ6h61m+96xNo3LLOP7m523WnxcZavM1u6Qe00EspddLfZj+8xmzJihlX3lVmeyIAzv3ukHTx+kN3T0Ggn/ulZm/7sa/Z5Fa2GypiG+7t2TYtGtDWoMFWhuKJ4q3PyUS6FdRl96DFTO4ErL1LHs+XzlD30xjPBXozcGgbZe+nTusk99jw/bwXLvjb0+6xl1h9rj2fIe5O9beCto6MoXBT7rosy7G7f7yh+/rtu2MNr1GMoZrkbo5CUbAUWDjlmAbz6Rw+VW349GFyWlEPrFF3i/B08OqgFwkZCzusOnlMu5gZZHkj0fwVyV//tOQbXOBaNkyPU4ICThADyT2+bCaVDQGEYZ5jx9CkAqzCfFCwoOHKe+n8u04acSSpKjh3FI/4+/b5yx2BY00gsv8PkYcmTx92uQz4e4wT1154XR+7J3+U5ykFuhEFXEexy/Ghbc+M0Z8/4NxSVnjc7uBSo1N9BtuQ5zf5zb+cjhwtm2L1uUo+1j/gCnLo/T+px5vdSAdh9ZxJp0XvkUoyDCxBfALdeTINYYs5yzBeGWQ/FZCKoUn5PMa5TrVnRY55AsjPMufWPzxX5HSa75WV8PpQtMMMQNmlutTPrOl8xyiW0XUkevXb4EFv4hSOs5COHmmkiSs9rb5q9ukR9xMvN1Mo18ZXVtnCPcZobp3awGRPshn+8bHUw2nqeN08YZCfUjhJqfVFGsU1KEpSI7LebWGspy95YaqetWmODNzRbhRR7POfEHsAyewF5GF4r7QK9PutcpZibrnjAbhGJsP1Zx9qZB05W60e7VOQqsjHKEsUcqsSUa1FQHaj3XfjGJrvwu39NqgxRP8MG2Y+/8157/eXVdvEfHxfh0scmy/dlySWP2lBh/Q+ddZBNWjLGWhS/KrR34JZdqRO58tKHbbYUhhWSPJcJTT61y3b2nR+83w5Zudo2KT/jHrKmtkpuAsEDWcEe7du1/rtMMuXJO+zuP184f6576/TRA0yMYg2Ss7rZlxeclEeqZ+ja2+fZY39+1luIYq2yZ/axaecPtBcv3GiDPniQnfjeXezQwaNt6dKlaiVc6IVCcjTCJe/NXkhBva+TTiERp+DXR8VsVBkOlpWHMToKMqAcGTY9zfh70HdNLzNu2ChGGYulvB1Fm4+f+v+Yew8wy6sq63tXh6rqqs45kaTJOYMiKEpQkooB84iJcUYdc0JkdAwIKPpieEfUcUxjeA0DSJScJUpoQDJNQ+fq6qrqququ7nf91j7n3tsNCp/zPc/39QxW962qe//p7LPXXmuvreOxatHMM4RKGn/FxnFx+bWXxTf/p6OjzCyPwQ0bF+SUTjuAEaDoM9FF8YytMksvtyXvHt5M+R3AMkGrFdylZXyCv4bM2C7PHTYM8WIpMmRb1TfYzQwydQRBuga29sVmJdzY0cdRzaOKKVhhgttt9JWg0DPVSqBJswQ+gx7lYkoAQCtg0pIWVxOrS3bR8DvAUSUt2bJ3w3z4KChwo9gk2URrBTXHN1UL/9o3nS7ZrvyXY6PSWPurK/NMkLMMp4BONgO2Anphak9MlSElOGYR5Ebgu1PuTbNnOQNVQ3pTqpHIsh2gSlXRg+n12ZZh9yHDTrDsnmVXJVP2zhS6xoxjJ2T8l4sre5Zrz0u6g7N5Ifexi2LpbR8DUHdPHAUagifPBcPtCZ614pvyV88H5XmiYgsjoUU6TQYLV53z/mh793Fx8e9+px6RBA4D0pAed9DB6k1+Iu595P5YzH0W8KQXdxw9Dsgm9bVHgGu7zg2x82QFUCUh1y+8X7LY7lgvR2XmLK8UU0oyTcD0/GEBMhgqEn+A32AxyAL41aow5455EywbC54gBFjkd2bLbOWCWxbHL8+5WL02VOxyE+9WcvyQeq//8VNHxEtUoRwjwLRan03fRa8+s1sxHafpR55eFWd+9rzotnwre4VWKYjvK2Ook99zqJ6pZPZYP8hwhsWow7YCDJDNAkzo4chqKawsstICzA2SczQUEsFpAnorVq6P+VPHxEcveDiW/fcN2qyYla1j1vt1q3hw8vuPiAWaAbisRwAdqQ69JzYz4inIHpfsWc7KpsGyzmfcOKQ46cI4wGaEDPuCa2LG7dfGEx/9tPqu+9QTk/2k3qx0bMyhhmXiGNMhMccGYNDDOXFuCdS5F4CaKWKdfiiTr//0evhbYLmOjkKun9LSOjoqAQPPOxsPr9eoU19PsFwMlhQwOedhFSy6NY/x46ceFVtpgx6kr4iilp5NnMUxieMZ4Q+vsUHQm4zcGnAFo2m5n17vA5jqdWRGbGIFN6TBV8t8WqsTtWHknOV0kra0NGuKxkVVbu14VaI4vwb7RbGk5P9OdEnYzHI1ZNj5C+7FrWC5SKtcIOCZZ7SOnjm7CJcw6XFWzzD4KqyY1AGbu2HzGWzOnPcUKTFGYKEcahPssoaZIe04U66f5daN0VFNybjn2Vqe3TT4csKt15FyAYTMLJfeZIMSGDx9Ts6zrfEsGeRN3bCztgDbR89/GlSVi+r4m67NnSroOEEoOmycsVfJf2HGjK54YOGT8YNvXx5PP7lK8lopNkgwDY42BcvZH9x83eftvUZR2H4apWfZ9zpfZ2/z/O9yjbLvl/hAMupGAQPTrEMkWCa+sp9mb5ifTsVd9muc7ily5OZiJq9h8FWcuH1HUIDBrlIg1H/qGXtCPhKL914QH3zdfnGkZHrTdD0oMNdnCRUKPfZ/zeCL+4AiZcWq1fGZU78Qt99xj0HQZ46MeM3+GpigoQmVRYY5CbWqCE/H9p+RF+S4HWLB3L1jQNnVBsUFEq93fea46NdEhXN/fFOMfbLH5oK4765TVrVQAfso7QNv+cDhyjnGWEJvZr7u9QbwVYqf52DABrOM/JJRZ8b7+cxS/Fqt5zjnfGeOkOetdS0QDVDeHCzDaqdHASqMzDG4P80e+83BMnuivAuKQqIeVDLL6Yb92je9MxYtej5u2PvGLPUsb5BG1V5ufnbIb5KJBeyinOP0vDIK+DSYbeSKgNYEtAbUzkn4St7CzxWVQC2K+H2LfBt5dLMGVgJXyqxzdnrGP0pbmzK7+f2amXkSSAHLNrLj90nES9xLQoGiVCE3WnO7SkLoxPPnmqa36VeTMtZqWJZu2RQ+U1GRxR4uUL6eU0Hyq1/3LS05VAHhNSfj58yIV7AMQdOQaTd7kytBYdWk29QqGZW5blWDprFXer8451U8IL+yerTkwAa9ZWRV9hbnfOLEApmH1ZFWlon7/eSR4mktCebraFQz3D5eCJlUpzYMvsjfANGegpPMcu2lTsVpehuhKMwRVQnK8+cUVwCAyNk1g3hCz/K48aX7R9vPTlEltj/mLF4UT83bMjaKKJFOOdpEeGzUPnTRvbdp1KbYY+23KNDmd47EHdEV/7zXLqV9VEWhJT1x9aKH4pKuyfFvs6fFpXf9JdaLye5nzGIBy7Su0TdLwZX1Sc60Ti1+X1u4OPouWxjL33dUfEH3borE4IN6vscLLCPDnlCmdVDU75dh6Sj9/ojylnPOuCCWPN2veMR0qZHYYc9ZYqpXG1t0SXK+QjLqB+bOjaP2GBVHvXtybHvXdtEvShiCd6xywuuvfzB+++MbczQoe4DaKea9cPt473tfEqP6JFFDicU64TEE6No0K/MMCr3kCh5BCILi337OeN4LeCg5SYLliGlSp1x9+X3x3Z/cFNNlPKmb5AI1i3VQrYz7fXt+7D2wW+w+fctok5quVx8OkwzLDiEEGz/OfdNZRMYPYqzNXcnd0iMCOTagjkIPvwfZOTRIPkRLm/Y+KRjr9yGBkuVP3xszy8otyYl4f0gERjO6HVBq1FGjmbN8SZz19bN8DH83s7zj7JcpiS0y7No3W6pkWTnIJAWtOVLE+qcRcKjDEQSQ2xQmNN3xiguhg0WC31wUSKGROld5RjHd8vdrf3H5/cIW13l/jc8uATM7IDOgNfo8ChOUjHITqLOQB+mH1UNNz3JHYV4BbukKXd2xWfDZs5ysdo4lyP7jPKcSxTPZ0M+l02hlFZKBqn3THqjtoFFGaDlYFPDnClyVpZTeDgeVlKs05uEhdXNpIB8YM8y1r5ytiSTax8BOXJhmB7IWk4bK2lK120R2rQDK+RfGGft9qo2WYatn+VgZfJlZZnQUALhukGWD4d46nfBxZVXYrHYDLNciSgZfgmyb5/vleXP+2UuTwZPzdo97AfZp3JBBnEIG9yZHVygJFYvVpx6JB/9b8oqBVXGp3K+XCyh36XqcvcUc9SgDzASUJE1+2VBvPL22Leao0rRMyVmnAiCy6nnjN8YhcxbEl5Y/HbutkPWiQHU/o3RUEetV77JHR8E0TxXYVv8Kw84BZjCnWRlLoAaAJyFms2fhD4p1pv+UhWuHPy3cSTO648fn3R03/eQa9SOOzyKBzmd4ZH3suM828Z63HRAikBWcJANCGouxlZKtGQre96vy+P2fXhtr5JqNg6p7FYfWxsodt4oPv/+lsaPug9SJLq6wjkaP4jgByyhDxGKJUeyh/4YeEoCm3QIZlcUYpuZc5WSWFfhhcfVedz6wOH59+sWaT42sMUe19YrN+tiHD4vtd1KRQVImD7zXc1ddt0nMAU2AY0AyFUvkjYDatdpE3KeiAGl5OUzr7Emx4eLrYuINV8bij30ypm8cSPm1wDEVXTablatGYqoMNGBwXE3U5tUlMD2Im7aeN49oUxwn8bYbtgy+vnvuf8T/+e3zdMMWszzAOtKaJkawqRiOOZ6gX9JzLDdsqzdIoEm0YCb03HagxtDvdqnHdFg7wcBOW8eHX7FH7LbnbJsbJeOYibVHXukak0g3mSaMvOjtLkmyGTbiCgy1HIP1THMNarJtQK7rm6OjCqgz85Yu2a2joypIIk4y+gsjIMf0Gkz1Ob2q/PJ8bGLwpU2HdUAFGJarwcrqTThRmwAAIABJREFUXhosM2fZvcyZFGf/JNKtIrfmdSecm7th89MJWFk/HC/tCTwfeY2SWYaBB3xsCpaRZ2NeltJof7KvUxq/0Z9Ez3KDWTZYLmCl0V+d96EBPmDm3duVGzlgOY2/NgfLmnVrUAx7WPfBZm8oCVQtFqZzNQZV+Llk8axD6otROkeeq2HFoSc0J/MbXzpfRYG1ikUdOuZMILleuKVvCkxbzbQyEQKQoWJi70vGOQu5hgyKmepak3Gn1GJm8kju03DIxUrAixP37K81g6wee+IrfZcudBR5a44ZxA2b5Is9CKk2bu8cK9ceqXf6Z3BcBvZaLh2aXbpc93bR194Rb9tr63jhoiWxxVq1Ieie1nFMVkI8B1iu/cGjRR088MBDcc53vxe33HJnfEUDDzRVz39QDVdlDwzDXqfJrGfxpDhw2yMVW1WAJbFnTxKiW7pgXmz92NPqSdTDqgkCJG54h3PKYyRz7Ffv+N4HbRsnfeAVTtRqgYoLwLOeYDnBYz6vlVnW88qcZa51AcsN12vtGQmWE84lWFYBk+fVqo26hrQmVMRZrxdQNFUvAvfp1TnLjXFWWdDw7Gftg6g2UvGQRUqWU18/rrWdYpbfEY8/WXuWv6Ke5U/8jZ7l7bQemOXit3K8M6gkkS3qujzzVFPVv8OEwpCS5/lZ0DGYp/VzmeAx2+b8tlwFg2/z0Far5b1Mx11+Ra8rhxlVmGOePX4uJeH+Cb8Tf01yIg3I/DzzTOg/u0IjSeXfxZ3an0x4dc4I+GeUUqonK8gHB5j8oEjEuEznRsksFzhRwHDuAY12RB0fx10ZZo/XMWhEeaT30ZtmL3Hm0nVudCrvkqmF08fAN92Jq/dPgtD24sdTjV/zvGuOV1oLUYJUWboVnyIfzOjWMaGKQzDhqEbJ1y2XTjfszAFz4kmj57kho07ln9s1TKikwVeCYQx82QdbGGbnmCkF5rmoHkU28i0M9CZg2a2QGqVq74Q8Xia15AioolQtn6vRxupH7o9bD9852n58auy98O74/p8WxpJtp8UDYhH32tAbw+rHaJdp6SK1c00QE2pfCeVVw2pz20qgeWUZSdkj7xPA7Sdnzo8rpkyIK2+5J9bO7NJkjyRIyBEnSLJMvgJYRl1IrGcCwqiZ4y1fnqp21F7liGPJ9zCd0h5LnKDYD0iHHKCto0MS4jEyCPv+ty6JW657XC06rBEZrQrgdrxgXnxKLPIkzbfqVXH93+ZvGaeNXhHLpt0T2z24reJCuo6Pk3ryzT+7NTouuTNEVMubQuckA5gT3nBAHPXqPQXSdd6MguIZZivQc9wBiQArS47mRQ3wHx37HvgSrdcN8Wd5xQwqiWPtAZqtlIThVfymLejWh5bFzyXV2ah2mjYCLGtQa7l/zWDsqSkeu35mfOy7cqto66MJXc+5ir6h1iuYXaTofbpGOI47nULxCxhGdWl1Ib3F5IRsMOmL4JxZ50Zso8DZjzpMBrwmBTkX5igXSTwya1pjIKQoDIxVfoJxLQUOQHSam3XEn/98U5z6+c87tvzdYBkZdrt6ls0skwxTjSpgytUnFm6RINLvxE1wsuioAb2eCWWbfqcNxpA+xrro3HPL5pw9E3akruDQ84SzclWHtOdsZGYk009Mz2u6FDbmLhf5CkeRgh7fNiezgNhMt3w4KSFhIQNybTpAHyyS3+xZztepyiFdKQ56BUQPmc3elBW2mUOpbjrxcNBWcEa9SNimWqNj4eEkOFAhqwWGZt90SsHTyKy4YRfjswquXckrAD4rfCljTiO1/JrMcgZl9ywXgNqYdcgGwvGXQJomC/SR5MB4O1EXqbwHuNsJMR2pYZrX62Ef0sNcwfLX5h6hnmXZ0/tepemHzbuKEiGvSz4HWTnle003b2+yfi5ytEEdZeBKIs7cpV+cZ89yIwfLNIxIF2I2DTaDDOaYD8HotGmhjXu6J25636ui7Yz3xtnXXxn7rVgVq4UQZytZGyWgcd5Wc2Ks5MUvHVoTK5SInDdvVhyyZGVsoUrVai0mzBgeGBwdL9B5w1rZ2MozfGGSc9G5Z5mxRe5ZTnlxZZb5Phb7KQDLBAYJC0ZLsHI22QI8C5hOldz4s/91Zzz2n5erj7LLm8ZayYNGjt4zPvfGg2JrFWyWCS0DCjkGxjUhFnv6iWXxjdMvUYDuE3hhOjtjWcQeCZ1su9vW8cnPqd9WwN7PqI55QF9JLs22usKnvFCJ2RoBT+a+pjQIxjnl2CvpVVbkxYkVF+yVMpmZpA2EedRn/fzmeFrOjxPldLheM7E3CqDvfvw+cdLr94meFQMCAzr/YmCVroasTgoASgZ1DFXiSvIBw+drqWQTGTWS4JXLBdQ1G7Dtj8UN+0OfiGkx4M0MsIwRBkZfbHbImgDJnTpmxgbAjg9iElEYZQIm58qmMl0u4988R8zyz/7TMeH5zFlei1mGlSGwyWmM9Fxzlkm2OmHwdN8H9Zwd/4b94lBdn1GeDZhS/AqKc0xTOoyn4VpL8tzier1JUt0qwy4JZUqbmfnaOmc5i0gUZYYxC2nMWS5BUWdTmWXL/Azo8hiebc6yWVn3T24GlvV6GnxppNQmYLkyyxUsZ9pKjKI/GAUARl6NOcuYjlRm+VnAcsMNu8D6hvGXngdksA0aqQDvNN9L8NHq3M2c5b/KLOvcN3fDttxV67mVcWZNb8os532roKR1znK9pnyfnlue4fHqV79Yo+bGzpwUf7nj0Zgyf3Zc/9ubVYRbo+PNQkF+BqaZJP3PxiwDslLynGA52a0RTw1oZZYTCKxz209llsu+CCgoMs008srLaGYZJkd7AiZLyTgnmPHeAEjAn8Qrm12XfZ1xSCRVqcJInKZnkqqa9HP9WpM7/8vR8YWDt44xcn5fqT0TVoXWEopqnC/tADzHmOdMlJKnMW5M3+P9eAYAy2Yb9fZdqnzC9v/op7+Pb5zzvVgwZTD+8JGI7WZRJNTRsRfr8A75goYjPDorDlxwqJJ4sWDuFyVZVIxWsB7RBsIeQp7DKk83e50b4wc1u/lW0SJf+sCRcdxOU6JHcdxd/hyD1p/NEYvcOq9qSnuRbU9QDAWIZYEn5dMUA5NZbha7GswyMuyW4g4/b1BMzzzj1Foc4jct4tSWBXIzJa2OkdXQz0+mf5dC4xQd02vffNLzY5Yn7B8z1bO8XgoAe5HoDyEnW5KzhxZm2UC5hJU8ROJIHVXEc5PF+2SgC3gErHLP/Z4V0hKHyKRQM+T7Vqd+X1nex98HvCUzWw7LBTcDApRmpT+ztpd4LQEGCyOdhlbkiLxp/p7dssvP1fyyunRnGpOgv/ZqW9GmfLYWkWqvtL8a7Jeft5SHNyiMskdFZa+w5c25epOZLiRSk4hJsO/4rI9iH6rGkpjuIsdGkQmTT17UMPwqqsD0GypGW1aDZg9yyqTxHqiFo5SJ5/hPiBLAMoxz5v61FznBcKoRK8OcbtM57aYqKDd3oU7D3s2ZZVoj0xXb007c3pH5XfP3IU0A4dVXh5yT0YwcR3onpOv3sOLMuJi4YkXc/DIxzL/4XGy87x6N37wvHlavM2qKB5XTvXvnreK8ux70vrBaBbXJ2ndXUeyi9Yy2CeV0q5XTba3j+frU2fFfkkRfefMdMSST135c7BkXSiuIClco3OirRYY9CVWi8jTcsolRjJjqg3lGsaRYRkG69iy77cxSYXABsXZM/OA7l8XdMsjqVm8z139E623GFjPiY/96jAxalccpdo5ag/SuI5448LGY88jcWLd4THQL/N9wzSPx63OvkopSaFLXhd7wEQW/F3/6+Dhhy4kCiHQs00jQ7FmGMEHanN4xfvy8Tx7wwoO0/kbiTzfc7NyFAn71vbBCQv8YFFP/5t/dEdvL+IyRZV7rhDeZkh0hd+7DX7FPLJr8VAxvuVI91elhpdpjdPR1xbgBxUMVCDqWd2sMrJ5DYR2KXzDWeLAMCKCTyw3omnmOMsQqa1XPLjkSCjkbdZnVJ/6mS3fOUca0LEkrFJL2KtHSwkvFs6UNwmmBIX50xm3qR//Ixz/rqPV3g+WdZh2hh09zlrVgPDPNjGRWkQBwIH336xWQVPuVzWCCmlziz16NdNFLcFfnCae8OFlZFhHOyym7rUxy+azCiNndjx4DFr3ZG4BfGhlkT2/TmCTlUXx2GdQOSPZGm46AAO8EzWWmsT4je5ZrP0kGIB44+olbAWutmtXB6xW4NUexlIDPpuCgXYKcvvp8DeoIdqXiyrEUhjQrazClCRbTgj+l4WmMlhb9eR2Tgc3h76V3ppQKqgyKEAtALy1OXgxcu2rmUHuWs5e7mq+VfhaZOyCBybnMacZGwBzSw7utepaPXnVrnG1meUjmC3VGYJUmpWogWXWiPBeiGGeU869gv8qRLLehQOHzbBrBVeOvNIRLwwiuU16X3BwIDjxnuXlzvXXMynq6JVm++XefjbZdZsUf5arcI6YGa/xBVbemC1j2adGNnaqeYyXUC+WavbX6UqarOtkrwDZXPcsHz9kmPj3QGwc9sjTGTO+IVStIfFSZ0iIEoPUyvkiyZAIfSQ8Vt3YlQAA29wQjW+HUXShI+/u1+hnm2w0XAObnY3gwzrnw/njy2oXRTmFGgWT502vjXR97mca5baP7J1dkVcmmCLCu0JxBGOW773oqfqR5yv2qLNK3mv3HZRPVz49MkoHUDrNjKwWLC4/aPxYpEf/F8KqYJkfTATZUAqWOBVDcS682vdtU/CxfIZmSDJv+UPWsAqan0Kus86U4AKj+ybcuilvvXOKe1kExkCMvXBBffqdcu2HWlSlRTCOBcPJpGXYmuhhQtetCrEN+TbGAAEcA45pSiBBQYtNarc/qUhFh5A/XxoTrrpTB16diehsybCnjS4U2R0elEznOyh029qIXVeyd7iHulzlvM8MRgX/61EnqWf5R/NevnptZHjuqS27Yr4wKlr3Zb8YsZw8a4CMz99rLPKLKbptGrZDw77zrnPjAJ4/VJtwRTy3TWDABgCq/9vrQwdWxN8jVM2lKpolNlyLLJgwy7C4V7CLPTllw/rx7ljcZHQVYyB7QZwXLgA+YUY/iKSDJSW4Fy5uOjqpgmU0pAWgJ9TpsJKQUARIsNwE/mxeFJCryBk/6IJuRPQtYNuOsn6dKTH/RJqOjCrMM+Kj9jcls4oadMljno7n1NJg6kplWsMz1wJH62YyUeA5J9Lke2Rua7wNYBi/SV57HlAWwBMvJLLcWP/iRtSRUOHeXAgRgsB0TOrUOdKjV4vJL7omffPdKsZpzYtpKjUsZNz5esGJpjBLjWHvBuU4AUxL+0SpctzKXKXnm+Aqo47QNlpFhZ9JcPTwsEVUhGrCczHItyuS9MLOMW28DFBewjHEPxVhAscFCnjd7J498nVmbjD4F55wdbOd4Wmx0vmNkoNO3YIuYqeRym1nd8fq3HhzdYj2GUJboeaU1xe0Bdokq76/nBZkeveC1J7/gCbOvgMaqIqCAlfd7omSM98cJb35f/O83rY/3HK/jlKFzr1iiaVtHXH1dxKEyPt113lGKwRMVe1La6r2K8/Kzmcox96xSJNDr65QJb//q/aT66Ygj9982FshokRjn8p+fv1xDgGXOoZyG7yHHipTciWotGgOWcb3WOmkaz2We4F56sSadxXjOPbR6/pBO8znVXIyrTUl8QHGO2b2wVhkGMjnkucRdfapG+7EBVcm4Z5K7Z3lMvOPdJ8eTTz23DHuu3LBnTNpO+ZFulLFtSpu9rZu0SKPVXHzZ82s9AcXxAiZzTfKdlDl7BekNkF/bbdpPTwXL5IupVoJ5hZE3gOKTudV2lS6GWHqmk1nOP6VuaHl3VTQ25d951fCSscOunml7nehRzt/PuFtBdQXLBvkGCZUY4bjTDbrhoaNjaxIGgNrsLXY7YlHZeW60SY7cp5PBLSDWdy4TfzPPeNRwXc1sN+dZ0wucxlwo79J3J9v68lm2kW7Js6tRqlsLITD4fEC88ycRJRS9bPBVXKj5PmN8GqA0r08FqSkbL+2D3J/CTKeRWOajQ+SjjlnZTsjxMkkme6NLfkIRrhgNJiONG3ZTtl2Na3NKDsx0IUkKkcN+61GjxT8o3cJ1PGXU6CjxBmMX9cVtAm1tP/ls7H/LbXGazL6GZ3TGOHm/HHGgRuRqPV398F2xVPLt7sl1FJRAMgUmWs6UR8zR1Irzu6bGGTtsGxdcfZOCCN4iqbaDWXa+Aug1QMs2IxRL7FvubVa8Yx0CymmNgqluguUs7qMCA7QO6r6cc+aF8cQ9T8mglR5kgUjpgHpEgjx8xj/ERZ0Y7A7HWl23yZqEsmS7J6J9bXtMfXhGPKSfe/fPb4/dr7wTutzAcnj12njRodvGUe85PGST6iKQqTyeYcUDtmcUd6j/KrPM8weExAyVfBKWGQ+VNiVQbufk+6hD9Mu/vPg+eUT8WXOidW+IoZS25EPxZkm+95f0GxXK4FqtPK0tIQTvoSq9xPDM/hhQn/XI+PXRM6Evugc7YrRy5QlrO6J7dXeM7VXhs1/5zigZn0otZrUo+2cHzxBO5TDLcsPWPSZ/SKyTIJ9WM8AwuTJS9n7lpcRSpOao4CzTRjkp4ojRUxh83Xjj1XH6WV/x6v+7wfIOAssd7QLLDNY2codxLaCp0W8M05rVODOqJdDYOa2UEA1iDG4JsSzW6kTdtLLHRa/JJJaRUSzS6pKHrER3xHPSKqNc5D9+fzOUSKETLBF13L/sgJgPRqMKCoNMoCjguPZlJLsNy5nMa5UCp0Mfx5TSmcp21gHnNoFwI05uAE4nkAbp/bypGMQn02um3JW3lA1bnsR7Fil0NUTYnFlNEF1l2IWBLT2+WQGkQkn1p3wOn4c8jI0od6HGHwJ69qlkP3T2o2TgwzQh+1ESmKfUJQOmnQgbBl+r4miNjjpz9pExaRQy7OyHsYKvXI9MolKGTU9Syqty80hGPGVIaSrWDLa8F6y2K5WFMc57VN3Tcx5t7YFBFpQAJRkJnkHu9XolxOOUgN78viOj7bST49xLLo0F8lAcFlBzX6wWz4CA2WQCowLkTC2+lbCTYoR7FQi3khTm923d8fmdF8TFqiqOVy9uj4ytCIA4ICazDJsgKQ7VxSK/hnHzHDovhpTsZh9VSkkGJZPtxIFbSeKkiZ1x8w0Px89UERxSiXOMqmYeVaGw0j1ndnz+lCOkUhtjttcO3IxCYraczv8rn7swnnp8sSQ+XXreAHFN44zsWRKDoIC5QetwjaLMyq+dFJfuMDHaJHmUAthgnuBBwlal3VTiYK0x+gLYOPArCVvVI8fpaWNiGT2VGnfwl/tWxLfO+oPXy7iOkVi9Yn0c/MHD4hgZiXUJjNN/ZOCFsoGKX5kVyL9hjOi/RWrLZoOE3bJp7P6RY3ugvD5b5mlds6bEhkuujtl3XhePvP/jMTX6nPhWN8mJAig4MFOhRZrD1wGNEyDB1mkWsAyjnMUKeslnThOz/N0fxU+fF7M8Pnbf4hgbfBFUPHYOea8T0mQBsmiT5lQU5CxT0uM9zAzqw7aPLu0y//zqPaJ7qsZOyOGaHmvAPglwgo8EJb3uWSbOVsY5e+m4F/wswT3xJ8kmRiH5OtJzM3jeyDAaYZ6yehJ1DQrW8/uzYbDJkGznzxc5uX5vla71JFXdC0z3teINPX/Z0uZ6rLAuku23mA1lISg3S/ozDZaRZ7cca4LlwnYn/kywrOeQOcuTmBHrM8iEkcQCwOyZ0IVlr7Mc3ZvcAKYJVszs+XXOwKgtiw366xpvmIqdSkiax1ReLz2jCeDzHJB+0TYxAUf5lnMAuDGKh2ePZyDPocqtOdYqwW3KXSmATMYlWz/Pe40XcFysWe6X/fGhWKpK/91X36eim8Al4znoX5ZCQxYEDtgJLkqCjjqL+4sc2t/I6wdLY063vO7v8Fzq+SOZRg3UAMs6hnS9ziS2EAn+fX5n/XDGVeL3JiZiVnwBlvMhS7CcrTx8HvtlCq05b0A3LIB+hvYmxZ/h2ZPjH98udczMqZLMtVupghO+R9QUaZ1HRGGOJSBH3gBodO89hTP32Oc5Z801R5pNssFXvs5nY5GEmdtEuWEf9eqT4udv74kTD4k4/PMRlz8sX58F+m/PiFN+R8K1e+wwZzfJAFWI8pot4M3PchZg2b3ZG30j9MFLpk6IYyXnfJUcctsZ+VSBfd4ut6jwvLJ+s8UvgVc+lzx83JumiZ3bRhTvKFpa0s3H0DbQ6KXP55onrbYBcB0AxbWIQwzn2lGEaRp81SIO0vBUBuUaqs8lzLJ8HrTeX/cmmOXnlmEzZ3nW1G2VrKutxMxwtmsQ63iw3U5Wn0u3fhWWyYlsKlsM4vll74v5jHntlmvu7/un8tpVmTbRNs25mjLr2ifPUaAeJL8YXZLPGkcy90v1I89Zdiu3esmk67PHXjrwcSAZI5JYydY6P6eO9eXgOO5CBOSc55wEkmuykEIGcUUGzTpxYuQLV8ij/H6CbX4/n7N8v0I4mPGunjUFxOs6cDz28ilg20ZfHLf+z0y6wWz5PYPZHM3qnI48uTDRmXfV+cOAT2TZSTo4L7PcueZh+ZXigsoW+n6Zw1xAK9NbMl+rbYJ5ng2Zd0Ol2Rxx1VCUWs5dp+MoByf/a+TaSRql2Szv33q8qXpM8+E0frUashiaDQsxT1m6LK7/xRej7Zg94/e/PD+6ZGoX8lG5YfbUOHXBznH6I/fGdPXWbqM4uUo54DStLZhlQC+eLwtEFO6x6+6u6lx3022xdvp4Fb/oWaYlDXUVHikmeq1sS+aYeeso3jAa1RrU/mOzKtrLVOBDCWfjUcuw2W9U/NfvL9c+/y/yqZjzl6UaeaXHgSIOrWx635M+fVTs8IJZXn/iFjQ1Y0w8sedjMWXZ1Gh/dGL89OdXx823LgqELfZSEClwlwqwX/zYkbGbNtlhPdAedae4655knU9OJmG1pXlWNQP1hAQtghFYXqFp2uVczOJ1pPN62CaJbb/yyvvjv354kUZR63uq0vTrOu719kPiNa/cJUY9vdrXGgYY6Td5CmudfbVTzw+xHc+OPo0/BPyOyMhtw+yBWDVuQONH1a6GHEjLZVx/p0ZqjY3pK6fIrExxbFjPiqTrTK/p0JSaIeWKKBZZO+5Jtos2Kpzcv8nvna/rXkK4Q9B0ag9GGdqlHKVNz8jV110bp/7rv3n9/t1geXuB5U6B5TYxhym/VuDA8IoHV18NzBQjONZa1SJgZl5VQIIWLXPlLIkGMpYKHUDKY5j0fYMgG3plhakyz7UilS7R6dq3ybxlB+EEX6P1e67klWCXFd8MyK5Ccr8dD4uToMFvvmf2T5R+4cbc5ZRnI8NudfQbpApWZtI1WDyzvnmOLXu3Im7ZKPR6StZL8CjA22DZFcEKlqvzNtchGdRWuUuOlMog1tqzTLB1b5rOgXNNKXjK4DORrYHW0dwOlq1mCwSmNA/LgFoDOKxEdcd2IPQcZlXCdMNhlulZPlMy7AnqWa5seY6DymQjzbtqMlOTeYJ1upzbFdtFjiaTnDJsrrEAl+Zf2mTMvSxlvFc5xlo8cFC1HKvIr2Evay+4Xh0jCfKd+24dbX84Izbefltccf8j0atFjOzPrsxadDCrMKgwxbjr2eBKgY7kt1/g8IY502PLFX2xy7iRWCLAOlGGOwNrE+AhcwN8wCzjajqkIAVzhDlR7aNglyXAIdnDsQ+Q6FFGepHE+4wvXCbH28XR0a2KoIKEe6gUJF/70ePjkJ2nxDKNkqJ3E2Ov2aK9n1TF9CffuyIefHBVsrr0ebjiq2tP/weVYc0vHSNnxC23mx0zBcjvVQPHCw94Qbx49gSRECn4MhPuSps2CJ0XTINdUvWezJFmQ1hDMUC92avEUExXbzbM8gx9Xfjo6vjWV34nRpx3GhbbNkH2+xrd0DEuGWvAJQkzgRRAAWi2BDz/Xmfece0pOFDtA6gbLBdmmdEL3WKWN4hZnnbrNbHoI5+ISev7PXcQkN3TA5CjUgvgT7BM8jmkc4IpqjI8RiKQzK3XdVqr+zZ79pT41nd/EL/41fNzw95jy6Pdv7hBx++Kd1GwZM8yYEk9RyS8Os9hvT+AmIX30qP3jre98yAHYdicEVVo2agAUGyWTVCcYHNTGXYmlyTdVLBRJHCNniHDpiDkMU3+mMIsAzLSnbnRywz40PMGWOaZqa7amZe2aY62kuo6Z7nkqikNF4iGDS79guSw3EOeFyq4PDutx2QZNsZfm/Vb2g1b96Xx2T5WVAa4Yet1+i2LtNRjb5gVjTwO12EYvESBTvqp2GM6lixUAlaz4JbRUSarsb4wdapO47LeKnvndAArzDn3nGVfv0wIkGhxTy3DLlUIM8t6HQavW9ejghUzULCHsBF2Qs4PH1XWPIkTygzefrLiw58Wr4lvf/uq6Nd4t9HzukO6iQSIZb9yokjUBGSUe2MAytoG/ANk+YAS1yliw3jVmcZ5mbLSTtGtumTn9cviTsOlvXGdCrPsOadc6zyJ+r/elw2W81kxgYjc2kk+6zrN7Rgrxv6uJ0MmOsjcRmKnA7aLy6dMjXNet2fM0vd6ZJDoe132Y8AW8ZBiCuOV6rPk3nv32Kd7adMRPZ9zJMzMOK19rHnh6cVF0TMSR77qpDhpr5VxmYiWxzbOine++dVx1Q1/jnvvuVPXW0Y3+rP/NsfJo0TSTrpXud75FlmE0J7EXtYqY8cHY4ni3VtPfW28dr/Zar3BnC8L9CSRzF3lHJrqgkxcPTqKJkLwn2nRCophNyhokJfkhzd6mSni2A+g+TqKB64bz1/tWeb6M3mB/s80nsu7lkZrXA9GbLXMNndxJ2XYxPvXn/gu9Sw/N7PMnOVpUzRJQsxWqaj5mU5QWXIM5MYGxUiiE0xnjpg5gJUNeXRNcMn38RohGfdv5k+Sv7Bj0idvN2xVf9hHmswzP8965Zpkj7wfz1wdfifz29xLrndCe18P5i6QAAAgAElEQVR/54vOuxIsWx7qAlHGYYP4wlbRo5sy7fJw8BmN73Pcrb8P602MyvelvcxGXoUcQEqa51PyHudBCTrT7wY8nblTlVnX3uQ0JjNm83Fbnl2UdSN25c5ckz82jvXPlxFPEEDOqxMsN5hhewalH4IVfcrp83pWIqW25tURVTD9FN8yb88pJTn6tbpup+dQfo6PoyomK+lV8vhq7AvjPFRybmMLFKZusyzMuj+ngul0D8/WQciSHHXF88GIq3VSwDRHUKVsu4254BoBtfDKM2PjqqVx8333xn063lkiRtZrD3t81qT4xzlz4pJHH4qVTM9Qbrhce9hc5YDLtU/PFiD79eTpsZMSgC2X9kSHvo/iDeUb65056QA01jD9scQ2z1/WVwAa3gb0KLeCZfYKQDUFK76PMoTc8yrlO7/6zC81JUDrR/djo2LTuvWD8bo3vzheftROsVJznOm7hfXtErO8eO/HYtzjXfGbz90ZC+97RMfQEev1nMISD64eiHlveFGc+p4XxYZFK9UurLWp2DB2wmT3Iq9lvJOCE0ZgtAqy9tZZfcIzljGC2Nypz2OMYjX4QuGDMvOwI4+32uaAHd9kjEG8jy2mxZGnnRBHilFeY7dpcrnMs1mP9qvRe3XoWEwYYYQr4qMqDtsZlcqUFt2bXp33+mlq0RndH+2T5IUzt1fAuSsmiHluX9EZo5d3yfxWzLOu5ajx5GQ6di3jQXxslFNyL8gtMdiEmGBiTJf2C2TeZpbxFKIXWnvVffffFp8+9XNeO383WN5OBl/j2mfrwR3wuAmYWAMXHnwvtFyg2f9RemFbwHIN2pZiWsKVroBVtsN72N2OxVpYXRs1WZ7N16Y7nheHmGXAtMGWZddp0pUsMcwaYDkTCf6nBl7/q1ToG6y2ZcdIYIokho1R7wUjlgPJkUcB2LJfKwNC6St2Fa0y0OnORmDMB8LXvPF5meDpYdTBUKnO402AjrymXdcwLfaLmVhDbl2DEOC4zrnLXuY0+MqRXMlup0FWBueUndqFkc0BkFK2DnZ1joMCQ6vJVkq8U4bdnKlXmPWWPpQq6bHBl9ywjxGzTM/yBLG1NrmgX7hWRav0vgGWdREMmPhs+qK1OcGKlN7jxhy/2vNSmHaKKJvLsNM1O43eOHbLoVw5rptdbuLm9bUo18mxb+El34iN/UvihtvvEVgep8HzWWnaqMX8pIzA/qF7cly/ZFEsI2kT4OpVZQrQiFTz6L13iy8pGB2phfuEFvdEsbyYOQCWa8+ypb84GupmA/iQsNTN14UiA6x09EOGDOAYpdX92ANPxpdPu0AJYbueMWbAbZTj4Ub1tu4abzl2L/Wf5GeQiCM5GZzYEd/68kXx+M0PxNiJMgLTZpAGHLquutNjlMz0SWLeL7nQye84OA7dZyuBEV0D+kuFGnEBpNIH64z7LhKbLvUWr5HhC7b/dZzBKooCOn+PDvIGoJ5tHQPzledItv7Dqx+Pi352bUxXUBpQH+Ixr903jnv9XrFkcb9ZY+Y2ux1DN6WOzbEUBmdCQKPuDwzzBJnPsLl0q+CANDVHKmRvD/NGMfgaddl1Mf22a+OB931MEvI1kmkLICphxNhi0qQ0cCJAcn2Qo9ObXNUkFSRrb7GZBdXdWTOnxDe/8wMxyz/2Wv3bPctdse/fkGEjFSS5Wb9uwEn/IS/bObZeMFPP4+g44JCddT658WQsLKBY19BGXi29yQmWcxRFK4h2D6POjw3FLrgtybPnLMMsMzqq5XWOwzLslt5kNsDNe5YbPYC6VfU+O3xWukfHbLCM3JV7SWVaZ8Jnut9Sm+Azxt4UN+wqw2YNcOzphk1hqenYy3vCgAPiW3uW7ZSu55ONtjH+qlw/y63L3NoCMX1d8/VknBuoh/RYn7FG17sd4xetpSpt3tQNu/krDTdsmGXk1i3ydmTYGEV3N16vDF6rDBugrCMTjd0OiEaKpwJXu1679I4nNdbjCmuC20nY1dtF8l7gkAEOeyF7H8lzq5FXzih+psGXE8YCWHM0TwKyNPjK/bX1fWh5yZ7lMjrKIC0VP55/qjjixJ3fdzwlmc39OYvPrJjy8xRWKQxgdlR2GZL5Qcka6Vt734deHvu9fNfoUQFpghYlaw/n/4m4qzee1+ylH1BM5DkjftYiEWDZs4vNLNc1RGaGIR3y9pSgW+JeoJKsG2ya88a3vkvy4iWx++57xTe++mklTFLIKQcZWNMTtyz8S3ziN5fH7Hs1r378bOURYjdMeJaMgSKYrhO9sBUs06NHYXuZCnuv/ehx8ZaXbKWCImC5ud8zzipHR+Vrmxp8tYLl0rOMwdyzGHzhE+Be5mcDy9pHSP6yhxuQpCS9Gs8xfq0RayAAkG4ns5zXdXNmWWD5je+MJ56HwdfcyWKWJ22r98m+R54z13QpnpBTgGcF2viGza6yJlDyEafg/nz+lLpeyVOyuO97WNjdvJflp/3MZf+OhTiFbCESZW9wKqrKU9n4jCQIiuS0MMz1XVM1kcDbhlfkSwUMm/ytoJnzKs8CuW5u6BUsF4a45LPljnvt5JOaz5BdmjECKz3NMMU8V61kh2XaBeanbLtJ6DTa8JxjF78cvhZDr8rA1hzcDD+5K3lWkWM32tqIOS4EpRLFrXVj6f2FEEpjrjQcA6xCjOjfxeALUD+Cfw/KKvJzM7hNJrcyupu4axeFIIw1UyFcCGx4zsDyCYyVfNYjsPT+Js3sVUOeiAKkjBB1+12OsPPnQhohQ1dATrKF+c7pcUOPtY3J9G+5CUbn0v7405sOjbZv/UtccO0fReGuFQDTOEymauj7tJ5141Yvg6+bZkyL+0SknLy+J55QHJstx+Qrxk/SXtcWuzy2PNqnduaIQoNdFeykLoRooWCNGsq9zsR85U4QLl30JMN2WnUI0FS+jyMzrKe+b0WcXqdn+trH+uKcf78qZsprRwrk6F05GMe+avd4xesP0BrnOcq9173PYzpjzV5L4yffvzruOrsvJs9V7FR+5SdbQZHi4047zowXnbh/DKlYsIXOd/3k8fHWFx/ivG/RIw/HddfcqrxTgBMjVH7RC0xfvZYhPDAu09qkTsr32Gf1d1Rajzy4JhY9tiouPu9GG4BNktHZOT/+cMyaNTHuuP1uF5PJ9TyDWvkya6eCcDxNcsRqGnhBnPDe6YaNaavim55hgDpgeCy5XfegyZ0npot171oXazQybML6cTGmpyNmrp4aI8v1bOChqPwaxtmeO8rDYZDJqWg7AZybWdbnks/C5m+QDPvPd90cH/3kqV7Cfz9YnikZ9hiB5dHqLdKDnr27Wa12z3IxE8i+jlaw7IhS4gcgCUF7Br06JJ5eDCpGlotoUSMLG7RFfDLLdY5uw2XPPQ9Z4U6GufQ46BjSwTorUB4u72uf8hyCaQ3TBGEOKx2pS59IlbIgcdbrg4W9rn3AFSQ3be4ry11/P6WZVPmSDfCnNL4SxtMVkR4bHggMvkowczEAlrdU4KgAFoMvs9kUB1y5awHLKhYMK6gYXPoeFOMGgD/H4Aopvbt6HcaFKmXtKefIAC+lT4aAiSkYMmuz2KUfOvtXqkMir5d/wyyr+sfA9G2LG/aZHh01mFKm8jxUR8bKLNeKMVVXjMjSGKIYONjorbhhuz86wXGOrcprnWCwyrAzWNYiQRYNOO/SAsC1d89PglXkJuNkInPz+WdG2zbj45orro5eMa3rlYRhDADTNk6Bb4lA8EwFzlUysGIGbo8S7ElillcooL5ph63jPxc+EnPVd7ZMhlck9iTOnrOMzFKvI5WtLtiwVTg+GyAhP9GBVDmspdoKTgC3gTHtce65V8ZDVz8S41Xl57oM64C232V+nPzpI6JPva3jFTj4jOnql16h6tg3fnVzPHXVIzEVcCnJpotHemZHlIyOaKzA0Pxp0XH4rvHWfbaM3RW4Sf6RvpD6MmYFFi8Z9Zw9TA8rEm+DZYExGPIpqpZi6DVR50eQcbBRcEHWi3y7f3VffOlTvxcoUN/j6HEK9gPxhre/OA47amdV8Iac3FIQIMFMR+Jk+DzbzmBZgRKTMVVrcRCnGACLTYDDjGYVjDEjHXQM7TPELF8og69brorH1bM8eZ2YZdhR3Ch1D5CQw0STXAK+CcSwkskUpfytDUCr6E/fLxvNDBl8nSNm+We/eD49y93BnOVnGHwZJCQzL/eKOPaEXWPx4p540zsPjplirvvlPLlqJdeC5LnEQm9kgOJUFPx1sJzJXHVzTlDcCpYL49ww+MpZiU4YAaCb9CxnGLas1dJmMVBi4yu45oA4vDXFtKS6YTtmwtbi/t4CSngvwDwgukPPE/1AraxsHR31TDfslIFjalUTfRt82bG3MMtK6BOg5fbhZ1BrLRPfBKbVDfvZe5ZRg7DemoC/ugsDPMa2zISuYDl7lvMa8MdMHaOj9IKNvFrYbsasoVoxs9wAb5sZfOkcRilx+O5qJSx3PhKHzZ0SK+5+KCbPnx7f+fUtsV4J12RlHH2hzZ1n07LMJhBM0yxN1CznnMfEHgEw5b5vavCFBNFFmM0MvgAxlmGXnmVAAGw37Nawe5bTvT3lubk/YeJIu0L2Jhdmmb19nXqWFYc32MirggWYOQVQfX+sxtutVVIEo4G8ur2jO975z4fFwYctkFvpYEpE9QCSCLkHWfeUGZ6AbtYpDu0kdym3TgYw/VCS/Xcfuj+3WQRj9NZ42gNKQS5r5BRMYFjb4rjXvDleftiL4pSPf9iGgkuXrpGKYIzuqfripLJ5QGY53/vsz6XoWe0kjPuQMqxmq5BBg5JuS4f1fcAcjtRbbTk9PvL5YyUjVN889xv2RfEOH4tsccj1m/c2i3nENR7uOmc5GWTNTTZY3pRB9usGy5sWwbjGFF0pKDaLYy3u7Y3Xy/00s8z+tCljn8wy/hdj4/UaHfX48xgdBbM8Y9L2Wg8av5O5baNNIIvCvAK65AnJcYkpQUjQms/xpvL+7J3Na+S0zexo9jv7Xfwm+j55Du/jVi4K/gTfBG2pTMuf96xkt37lPaw9zzYA41f8DOVCtyIEBhiZs4tMyQp7hJVl2yhGSq7UKMZX9jvfP9vIiBVN+Xjh0Py8ZG9yGhsBzGsnd8qvBX7MOJe8rRUsk79YLl1a5ADTLqplScqkUCUL+Hxfn1I61AF46gVkE3kg+VaRJZtkMviHZCiybMB7yQE9daT0ACcjXnN92v7KaCniiV3AizGvmen0kAET2A2fXv+SYydmwMAXE91ULaaiEkluvg4pVo3COvR7YI0E+7h/578xJEzVY/PzfN6QTxgCM98ZMC8iy54+taeb80AVK1XgXRefrcWyLC78073qXZZRF54ozjtQJMlQVK1mM9VqRtGV1qPVWiOz5StxnkZNnrHgBfGba/4UXWrFowDK3oDqDokvhWMr2yS6sBrPc5ibc5Qp+NGWBEh2zqD8p4vRUXp/nJxHpHj71RX3xb3n/1nnKvNZrodIkP7uSXHQ106MN8k4FcPaQgcZ16wTkL6u4/a466bH45FzNUlgRrbF1J+ioKWtPlYq5k0SmH10u3kx/KV3xCOaurL11tvGiuVLNPLpGsfDIbE09Ca7ZZAY63uTa4V8Chk2+2UptxnffPIDP42li1bEtNnTY8Pq/ph03H7xmx+eomklEZdepPY8jeTrlNyOVkNLsHl62QP0XhhtYb5KjEMBhwzbeZR+BgVfO9cSN2xyO+0XVi9BjKFK9Bzl0bG8U0YUk4ZixZj+2LCdCJrFE6NdpmHdi6bEOBGca3XOHWrHgd1nskoqjiBSkhxCQs+9EtUQd919U5xy2mmOC383WMYNm9FRoxkNZEY5XaIBMjzAzCuu/Xr0UbgfovQNZ7kxJSneJbgRyFDYdFjslmlQwSJYFaMvjAuwmm/pWUDekZXtlIs0elgry116V91rUSrrbMPV7bDKe6oDIhsZAdZsLsdbnPmo5gFUPeutmBFYCq0LDzADNCfjXNndyuqmmUIGbCJy2TQc0At0LnLxdKau4DlZ7Qr6UmaeRgvJ8iJ5BwzVSlv2TVfjKwCp51cbyBbwaUY5Nx+CvjcVjir3egdsz0F2gE4TB94DqYzHMRWgynum3L7Y85fPcM+y7o3nLBss3xpnzT4qukcxZzklTylzz6SX6nKtIpdd1C9WczGeFQPqxnkBlpElpSwbd/Q0dGvKtJNZL4YURd5kGVeeaW641VgDKZiyvwlPr4wbv/CuaHvXS+PqCy6LHg2c30AvBf0mZq+0mATQJmLUVYytYFZ5fUAJ+yt33T6+f/+jkmFviKU4MTOPWQEWENmLbBsHZipkGHrZSEAy7Iw2fh4IQLWvk1ExsLvTBECuufrB+NH3L9cakMEBSgCtgyGB5UPefmi8+/hdYrEQ/GRV/vgs5EGnf1t9u3+4NcZOnhhjJNfOpFcmCdo0Zu2zdTygXtwXvXzH+ICYrDF62IbJNtnIMwe06qJfjjZIwD2Ht1RBqY4CPJk/16eEbLKODdk1YLmXZMv/RvaoACyA/of/c2Oc/98L5cwNSOdch+PN7zo0Xnjodpq/vNYsL9KwyvqQKyFBR95KUDarDajTtfL4AIFB2GjPdhZIXrZsfUyTw/aa3qEYJ2a57dLrY+bt18TD/ywZ9kifwHKOReLnXaAopg5D3BO9zr9J3jKpo5qbI4qoPGLwNWMaMuwfxs9/+dxgecyo7tinFSwDGlwAgKmV06IqLif90+Fx8EteYGm+zX38H323VVqaYIg4aLCs3mQq0xUs++nVQ9IKonmaK1iuc5abDHIFyzmWrPl6HheFihwdtakMu5VZbsHvCUyVoHNNG6OjCnisr7uyTLLPutb99JzlZ7hhMzpKYzIaBl8+C78n6wNQzJqq4LoxOspsY45pMi7Rb6VhV46IcpKwOVjmdTOgTRCNHP/ZwPKzjY7ynGozzjlneRMZ9iZgOS9Ew41YH5lgJc2d+P9N3LBZ6GqaOvG8u2LRebfHxgN3j53PuyKe3lZjiZ5clvNc9WZue2F/cMxMgPhczLINAp/n6Cj2wpyzXJhlHyp7QyuzDLBrfvambtiFWfY+m3OWASK1mmHGTQkI8W2DruEhr9wjnnh4ie5vZxxx+B6xrYwFN2xg2E2Jy/p82ASSIKTKrfOr6Z1rguUK3nl0crxXjgMrcczXq7hh07NcFA91tBkjuUZr337ooYdin3321HOn7ErnTREQJ1niBU/U/ZqheubZV0TbX5bFyASZPsLy58n5nmzOLPss/NkaE7h6MP7pE4fFvZLSE1ff9c8v85ojycadvxCQvjaAP5JnepZzjyp7o86Hc6NY2BwdVRjnTVyy6/OX8795Tt2z3KIkgRmi1YQEvWEKp8/muYTtRgJeR3I1e+wB0R1ywxZYfvxJH9npp5+u0VEff9bRUe5ZniJmWdlsmmnpGLT+RhPcS55BvmOFnS9jGeXEt0sSUBskUkvhyoEL7F70JbgUbizBphlfzrmMH+MZqPeIvxmk83PKtl0UTZIiP459l+uZsmKnocQiPw1NN2zyRFocIHz8E9z73Ladu1bSpsB9563Zg80zwteSz8Aclziec5YrWZNrDvDZGJVVGPFK5hjUW06cYJP3rW1E1RDWz57eP3Pswjy3GGalypN9nq+ZV3mco8Fykg45cjOPv04dyRGVkC9N49jKiDN3GTds590qGvFv552oSsv7VmOwxu/rfThP8hnytlShAn4zj025dnrsMHedUXgwyvQ809rpfLehYqU3uzLLxdPIv88IqXTdForSc678CTdvz4lOhtzH67FwOn+ZQIzv642bfvDpaNNIqYt+e1nIhdRFLMgI1hWFuqEVyjfUYrYKzxPlJZiakp+s0552ztzZ8bplq2Lbzg2Saevn6VlWrgQQAwzjh8FXcsME0a1gOQ1MiX20U5H3ZKsfrRAd8eg9S+ILZ/xBJHi2B7RJBtffszpecuw+ccw7XxTrn1ahTzEWkgF41ybN9/e+/sdYPWVpvODoyXHDh5dG1zTY2MwxNghktCkHGZbZ1lSpJvWBsWFKdxzxryfGy6xWUZ6pnK1H41BpW3NRyMWh3NMqwUIegwrRfgo5A1e51JhY/lRPnP3FP2jv1Pso9vTr6wdOOT72Vstfm8Dx6t5eF+wNhn3OuW7JP5F6QxRB1owzWGZKCqP5WHNZUKUAT2Gfc/Yo0zIOlPzaI0iVz62XAdjUKZNjnZREw3OfiuVdfTE0aW30dPfFlJUTY9pjM2PK4ATJweX9M1k5l/J0JOe17ZC9CJm2mtvizjtvjn/5+P+QWV4w68gYNwZJYc7RzR7dXIAAlk4WYKNaVRayq4kZ+/iaAY1lXiqMLvsnI5oMcvaEAJoJTlSoBr140ko+ZyDzWdVNL5m0Zu9yyk0qm1kNnmoV0wVPJ3kp2eGgkLCk3LppY2+7/QZoTBDNwh2U6Umn+z3SxIfqGSx4GmTpAStS4Gqulb1n+jx9H4dm11QMkrNnu7lZ5nw1Kvaei6ufHVJQ6aBSp4fZ7t4cI4UJAXYzrD6mZPcJRu6B5msBj3XEAjvDhjKn0OZXBstUXXMTcf9LlWq7OpuBrY4HSIkzfS4EypTm0J9GwWJEbC8y7AUDcsNecVucNf/wmBhrLYVxVZYNRlcbiVZudrlJ+ZNJbAuTXA3ZGqOjdN5Vbg1YHo08yOfNsSTrnUG3GfRrHz1MlV01KdSY3S7Poj5zRDfJYPmUt0fb+18RV593afROHZc9yww/h1l1X0mOG3LvoViA5XK9nia2d7mkvVfPnRGHPPKUQJYCKaynQAjGKcg0ScKqbBSQkC57WUkml8/9MwsIuFbS2zLE2CmZPX3vO1fFPdcslMyk25XQNOoYiZM+eowkNFN8LJ0CeLf+aVHccNnd8Rf1KDMbmmexQ3ITWmOHNHR++9ccGO89YQ9V0yKmSzbUK3aXsEeQygygVOc8Rol5fmk2AeOAlND9NQKe4zU3D7AMow6z7g2BkVmMjLILthh1yYG+c9b5kuD02byCDXlYsw/23nebOPkjh+uYcUstawCWhgCsw3CF0v0q2pSU2XXpGnlTweDLfeIJlmGdLAF3hVYs/hbqsRGzPFmOhYs//umYvH6NXSr981wfBdQEy8i6FfooWMD2sGmUKqldiemdYcPStZ8+Xczyd/5DYPm5ZdjPcMOmqAErLvveSdqATv7IK2O+RjsAJhxdzP6lnIhAbyOqkth6DRgsVxl2xsdclXrd7pmpBqh/2KNIwjd3w27Ks/+aDDudpJvJM3JXmOXW0VEZHBvgA7CcmLjxx8Zver1k+n7drJjuTSuzzO9UeTaVYzPOxH7OTefApsg1Ye209lFXN2z3sTZQRlNWTaGmVtT5bH4GWbr7W/2UFwii13EZdc9yycM5MVhwy1rrKB7PTYYNxH28jI5qnRWtG/TMubV5zjCHyNCQ2LX21pJU4IbNSC7UFCOq1H/tjAvj4TsWyaglx8BtFMggiamu2JYkVma5hd1NGfazM8vphv3/ZHRUk1lOXE8inWC5MsvJtCVAbHXDNhjyhsEe3648AAdUfbaymo169od1j+/cZfvY7ellcdf4cfGl9x4aB2833SOWRms9U9lvzgPOdWGwbLl1Bct5Xf8aWM4iTkqba196FuA2B8sOck74MHOj+DFh0jj5T4iR8QOo51VrTnme2YVO6e++8Ovb44qrFsYcPZfjl/dEm9iGjdzcUrTYFCw3mVEK2B0KytvvMi3uuuUJFx+PPunF8ZZX76VRd0q2lVy7SOciiuKjElyeSxQmydZnxSnXULaPIEPcpL1Cr8Ou1ESV++MZo6whF2sK40zhX2/bb5d7lE7ZdpX3k89nXxv2fpYhiH0AczD9jkA0Pcv/8K6TY9Hi59GzrNFRsyZur8+n+FDOT+9JsS5ndZfipAsKufBzv8/z9UoFXBvMZk9yw4DLzHPuozX6ZI8xYFo5FDLsPCubuFl54DfVZxfm1p/j57v8pJP/OrIKhrj53pmT5nOUoBI5r3bs5nbp76fvShqQ8u/qqJ1gGea49CYDNiEgfGTGFCXPIU/LnBn3aZu+suade6V8OA1fUwGVTHvmL9lGxNc06mqMujKYLq7SFSxD+BhM5z6fbY7JmOcEm8xtbfDlFg3ykVQLZjGg5n4pF3ceZeIkFZ61Nxn/HsvC/fk178y2wGoo5l7q0oKXbtjZgwxY9ujPwjS7jVKvk0szKqp6FllhSq5pXJC92UlUkf8BrslFGSHF2Lf8XGTu9CwbzHPcDYaZ89H5KiPt6l0Vt5z6D9H2oRPiu784L7btlmGfc7lUts0Rs3xK59T4B42mnL5cs421v1DEJ4aN6l0bp22xZdyk+37N6kWazzzKhpR9yoXGl5m9xBUKwmaWmYDgnmXWN4AxJcDEPlhUAzWYZfUqA8q/oJGhSy++NToVR5GfDur35+w4I/7xfUeoQNURa5isoj0KVhRVzK8vuTd+/ZMbY/d9OmLW6yfELR9aGp1qR3MLpJ7pMUqEVitO7/nuw+K4/beMbpncjkyZGK8++ggHpYvO/72eO55BSMjsVWbvdt+v13a2jrGOmVrifEqv0eM8Vu+7UAZkp3/jjzFNikJIiJe/5aB41dG7xWBvP11KAsGaFKBjxRwMggTZN4uNNVinosD05gQUfQZmZvr+GPWU0L4IcCYvx/yM/JpWtjW9yTjn70uJpFa8173xVcolB+PC31wYgz1SkEpV1tvRH4Pze6N/1pqYNCjS6LGJMWX15Ohbqc8T0zwgEsv3TLknagDsxu6+5+b47L9+3jHm72eWZfDVLoOvsaP6PQ6iziHO2cDJAgOmXJ3jJlFZJED6Y/NPbsVcbBZ/uvuZ3SwyiayUlR5lS4YBxc3eBkBzynELCwzjalY4wbbZblfSihuwPg/Jq8cjOSjnUSRszWqh5y5b4pIS6JzFlw6DNhMrUmGbFwgss5DTDTsHqFd3bPdDGpjx+2lCZYaZD7Usufh/uz7PawMAACAASURBVHKT8h4CrucSlp4T/24B3EihbR7WAK55HdaWXg6DyFqZK3KZlFSnHMVyp1KMIPjbDdufXXvNvBQMlmugaY7tStbaZhMOOOmEmMdSnapzDnOds3xczy3xldmvkC29wHLpR68Bn925bqC5WbIQs6hhNt+y8fI8NIJ/HR1WJOHFwIHg514Uigh2RUwZdjLtyIgyIff1rZVZM8z6XEWn8ctWxE1f+adoe9vBcbnA8oACEKBhXGElu7UoXUVsADbJPCS3noLsWoHxonnT4+iHn4rpkid7zrICYQXLALUuLXrYUs9MVmCEccsEgsudyUIF0mMlTWmTA+syMTBfOu38GPvgE7FurIzM2BwkL26b2hHvO+WEOGB+Z9xwy+K49PxbYuHCZVJxKEnh53TvSHbb1Wf3dPeEOOzY3eJtYnRHK6gNKpl3QDGbnBtnBUMEQMwh6BmsMmyY5NWAfskJ1yjwd+n4AaIkdqvNrKdcZapA9Uq5gE9XkQHHxXPPukDPhkwWlLgzy3VoeG3M31UznQWWB/qHLH3HMblKDq3uwMjHZg+5adigS+8Jo0gyCTs64DnLfHYWJPphXubIvfvS62LKLdfGox/8hGTYYpZhTQUEV+ke8T4UAOhDyXEIzeSfvxLkCdbcH4Iz7O9cyaTP/l//odFRzw2Wx4waH3ts+Uo9a/m+7XgN9A/KjK0z3iOnyZ122TKWLulTlbP2BeZmQ5I8QL+lzqO0QmZA1D1xRVubpEFxTWL1dwoUZpx5lku84kd4NnkNuXxliNyLiwzbBl+b9Sxro6K9wMZSpQfUkmfde00o87X1ZTKozOcTkMHr6W+Qx0nyVecvO1mkCGdQIlZMiUSHimabG3nxvJDk5+s+ObN/VJgtwzb7VS4FxwSAR4bdIiHls+soKCT9WWg12vN7oubACdn9iy1g2ccKKKkXugCoXruRcu90nUp1gl5PRvR4/rLn2eZaSYOvjClmwWtvqK4/zpoksty7Vhk7iQVjyiYp4WJ/YebkyVc+HH0/vyGm6Lw3Yj7p6Jewn+3Be5xioU3iyhEjBkVNQ0Jb20gqkLXEkUIkHg0lq095dvaPEg8db7l/hX21jFKxvPXnic91qoLhiG9RgmWMvEZLdmjTJj1DtLZQ5BpS79466d+G1L4yarlYg3nT4kTFnem7bxsT+gfisZmTYx8d10ydH+TGSiWhFHfcr18UV54CoKQPyeNUsTeNgok/l+Qn404aedV9DPO+bNHwvTfI4XmlR1zxW89MgrGUCAIce1TU49nDjyKvdLIm9BnCSDBbk+f4SvX8jShp+tojvTHn1F9IGq9YhgqosHPs65TcXOhoKLSSheTfG0YG9UyJsdWb9+r+H7Df1nHksfvFFrM6rSriHNiTKJKjGIEd90nwHRJHLageGOQKiuszQHxgLrjYmnYdb41nXD+KOFxP2LBaZbMrvq4dF4B2oDSeA8wVZtnKoATLVSxsxllxHrD8xre9O558HgZfcybuH3PELA9rk7KpGe9WrpUb3UwI5Ekkc8wa5nnMAkHtH/bztgkorQZgvCeAtaxpcgYX+suc5bKf5fJN4F3zHcAdILThhl3WRzLIgEOXQLy+EyRX9UAC/PrHf215zlKNmMy2e5ZLVG7mVIVBbZACeY2rAVj6t3D8xLBaOU/GnPw3ZeQJVhPscjw5msnMsn4vVYC6tozIJMd2USvBbE5BoQWQIlreb1SB9fVqiEuLYHWRbvxeKQK47c95NGauZb5xYZ79b14HfJaeYN6HOep+v9oeV3qX6+8bLHNcVmEmI4zfj49H8WUdhqTkzuTxVm0madTM+4sHi3PyVJQ2RkNV5hjZtUdHZTEj3bghdtLYC6+B6sujHSm616yKm487LNr+4xPxmT9cGse2rYmn5O1C7gZona6YfrlUZHsIdI+SxBlfCkA0+cUG5UhHb7VlnL50RewvkL6UHKkwyKjy2IdxVmaeMq1qq5H4oj6023Wyo5AempTnNUKOCOmhqx5XL1oV3/jRTbHdU0v1hGhQ1IiK+RpP96bPH6+vndEto1emW5DDdCvA/ei+ZfGT3/45dv3zwzHzmGkxfd+xcfsXekI4P0aLCBjWQ9Kz5zbxwuP3jQO3mhp7Kk5p0qjVNDvvsbOeJ4Hde/+iwvmQ3lcFb/ImesOLWzbrk7jFazyTdQQeS2OMcsz+NYPxg39X6+CTAqMMgtIz+vp/Oiz2WCA5tjf2fBbrxBfPSTYrTdtjtv+ltw+gOid6wCCbZPCzrTTXJrjKCcscZcisfsV7CgZ8v1uFDsxad99nN+Uz6+ORhxa6kI1KbETKxy5dp16ZUo+aNxAPdy0Xg6LC7cqumL98jmZU69mVIRggnnywTarOO+68JT70sc86DPzdYHn7mUcpYE/XyWrcjli+HDXUdG7u5MFnIQK+XK1KAJQBKSuFlowQAEuQqgYNBs2lMmQZjIKRLfoBQaUSliCyaSqWiyOPoQngsncX8NmUr7BZZIWP1AkMmX0oOV/MD4NuqqtsBss8HLkxwjiTEFe36GpoVmf7uv8CMy6qdxwz1Ut/TQDPMTivc0DOSnUF73XDsEynFBwS/DA3j8/GaCGt7/Nr7Y9Ghtxklu1aSFAsoDPnVSt4OCjnxpTuiYCm3Fg4ntxDsk/HJmq+b8lqp6kaATx75twf7r7h+tkEJFXvFDjpWd5OzPIxYpbPnIcbNlW+lJDkmAY27wRtVhWw8Xmv4nsw4qXiWthtNhXkhSmfSVDs4OggzdgyjjHlNwTfHGdFT04eO9e+Mg85yaL5uRsVnTpXro6bfvfVaNttZtyoPo1eSV+GsZxHEqNAgszDI3IYVySQOF0SnVU4Fgu4tMmBcJYW68MqmkxWMrxaSZdNqEqfbb+Sv3R2ZqFl74UZTAUJX2sFOeSlBADk1CSRXKPBZT1xxpcv1nUX4yQ5EpvWICOQVAn8yMkvUwKzLH70bxcqaZX5jDI/m8vpnlB5VTus2grXx1EnHhCveIUMdCQLBKAAQpGW8JVrjfy4OnLDJAO26rB2qpsw6TY60OuYbE3TebtfB2Oz0pcD+JkisIwsm9nOZ136UNx77mW6BnLudp1fz8NAX8x72W5xyvte7FEx3OsxgGVv//kHho/jAtRSdewWswyTChOYx53SdnpU63iuXljveVNjw8XXxsTrroonP156lhVIYcVhomGR+H3mNXNOpXPLz4Mdd/VMIvl2j7buBWB5CyX7Z5wtg6+f/6eP7W8bfJXRUbqvFBtG1PS7epvZccp7D4md50/UuAmBCI9pktOiE1ISehglNsd0Fq/96l59+p5dr8voqAazrEUCeANg0ANpIKv/GwuI1s+PBRRv1quI8sBgWc9vBR8Nh2mk6g2Dr2R46Jlap9e7GXFUEZrXZX42P1/Etw0AB7NH9T2ZlczR7YZNoi85v2omDVBsp28bfNHLnPGXPxyTDb5UQGjKsHNTRg0wLMkWRROyQW+3BsuMvYFV1GcTPzJ0+bPcP48ZVC0p+HUY+2TLmsl4gl/GCXl0FB5LDVAMKFEyow0Yh/oElAUsA0q0myNrbb2ujKNgLRMX+IoRWlPWWsYG6f0HdP7nnHVJPHH7YzJq6dL9zNnIyZ9RyCVOJCsCFZAdOxmz7F9hxtnI0M+BX0fKqd/ldzYBy4p9nDBxsILllJIC6NKksRYa8qEC+OYelixnrlCDZSe3+ofUKmukllgrhcoEZer7v2KfOGSLrnh8xtR4+Lxb48Bjdo89dt8qhpXoKSAFU5EAjCin3GaiWMNXWJXW3loKlCg8DOpyQ2hhlnN0VDX4Ko+lE9EEy+wjCff4e7/WBL3jre0BLBsKUS7WtDjEI79mtB8eDUgD+Qymc03Svy9+aq2KlufF1mKehm3Lmvslqq10w+b6JQrkdU+QI3nHv8NgUGyRMsuHx0+I3badG5//wMExWsXHDYwCA3zr5+2GXWZt+xng5PS9fhzlAcWlZ9lrzEUzxpro3m1m8EU8cbFG+1C9TjxLvJ5u2M3iGNfWa6i00TSZ5aY826Oj3iw3bI0f5M/pp39FMuxPPKsMe2b3QTFbo6PWrR8ym8wpONayz1MAoCBaIn7G/aqiSHDKL5DzOR6UBep2FtZ6+Xeuj0TTZp7hoS175r7op5Qb5p9cK3VNsaiYVFCwehbN3ZaXz1n1Tklwn+9QfXYc05wfVTidNyjnELMYyBdpQaBYlZ/Ne1ouzVotfjWcgm+rDgY1X+1FTrdmNKYcJBdBX0u+CohNRWSOjvIUE/+b/I18uKofc+270AaAKT3GzoucH6eqp55rKg6bik3nyy4apBIxwX/KtHGvrr3ANYdL5jzzNHJCt805FxQGKCA/p7IUxtrMMu+TINrMtPPbjDMZV5rkVmMutNdXzbmbeX/OT6ZIQf7E91FcpieR2/OGURwChnPkaIJliJzi5YP3QsP9O/PEccN9cfueO0bbb0+Nt1x9c5w0sDyeUk4HWO5DwTZV+7fGX3ZpTSx3MTZVhuNo9VAcPG6breNzIl0OHTUQS5iU4kkhmQuSM6GUY1oC0xtYvyilKK4ic4YdBTT7udMjRXyEcFmr3/vSz26InusfFllAYQzaWXnYrlvExz9yWIxo/xutOEZr3+TJXXHJhX+On/zgWsVDGdQqCZx14PjYQszyDf/0dMyer97b0bou73xZvHv3uXHosEx45GEzRmAePwX25IG1fTFn3oLY94D94sF7b497Fz6o4+x0Pka8TmY5sRN7NawyTvsUTVmW3QLvv/n5jXHxf98iZpx9TYVA5Z6fOveDccLL94s7b77Zn9EhTTp90DDLFAaSrMg2hEpakKsBhskL3H+vb1PMRm1r9aUNwBQjzSwr717FeFC+n15D/B6YaK0mXUxS3qqabebfECfKPSimTlQxk7x+zJxBkVM90TtPAP+eGTFrcFKsW63Pm0zbV2fcc9dN/3Nmecc5L1MSKhm2WC0GZKfJEgClMssFLCtwMBonm/Jz42bhZd9HLnBugoMIKU4x+krQWHpGAEtFDrJec7UsO2ZxWLZBFV5JaakwjTC8XK5yFahTkbIspEipueC1T7cGR8NWoh0VY+eiBeQX84ascqXE1+7Whe11dUxFgRyf0RxfZOfQhqQle51tgkKl3zs90TN5hFoRr8DVW0mp3jTHT9GjnPMsG47jlkJnsLA7YUMukwYG7oVpqchZ+s1nuicmK6/E9zSLyU2C87aUBun2ZoWHyixn/0lKc9zHZulNNQDT4tOaXjCQbtj0LE8YhaMiUqDcGG1+oT+WAXkj4nLkxmompSgJmkWPLA5wTLUHu1YUm4YOKQuqQ+3T2CyZkyE2D59jlYvk5m2opoxhRItm4UVfjSNXPhYfuf+xWCtmeQPGXgpQMMMGi56tR6KyQWBZ8msl2PPUo/ytjqkxX2DkpYuWxVgkMUp8Eizn6JIB3KXpwWAR0xuL/ESJDomhA497ssrIKFwXBVDbFTh+pUX644/9MrbrWRlr9XdaGlbpM/d96Tax86sPjC/JFXHB3U9Eh/rKLN/W96UqjLUK7nOVjJ30j4fEVi9Qjwibpz7C/R/IffR9Ak+VwvEAAG4AluPUSz2kndUGCwL3E3QsgB4CO5LoqeptW9kzKIZMQUaGX4zIIhjy+hIxNvItii+fcl6s0KYxRsxMOvkqQVPJtG2fBfHlTx4eYzSyYL0ebhepqITrswA9XBP6WOjtgU00a+1ridwp+2UxjbIsSptUl0Bjn8zWuubJ4Ovia+SGfZ2Z5anqWe6VCzYB0QUK5owyG1v/zrVWHnRdFxyp1wm10ifN/TC7r3Evc2WC9r++/YP45fPoWUaGvbfcsIf17PaLNe/Yakq88ctviCN1nINyO+N5T4MQTIuKjEnLEKMKklg7+ZbXq/zvGSOiChC1asFu2AUUEDv1XoDDdv2lwxtqrmMScdgykmskXQ3GVMEnDb6yr7sxo5gNEBZXz+B4GynVN3JQSLmrXa/zvlWZYvYsM5rFP+b/4fiQZ1OVpjC0yegog2XuT4tUGVWBAGi6YTcBKA/JsO4dr/MZ9AE7VS5gOXuW6yieZIE2MfgifXS8qUw07GSCRw7UygLkrmbqtIZw9qxstz4bGbYNvgxWWsBycRe2GzaLy4k+RkoJVhqje/SasaUOY20F9jqYQSUpX/3c7+Lxx1Zo3ZJU5HOS15TCseLE/49k2Nnfr/1Z8XWV3PR33mlWvPv9h8c9tz0av5PxzEtPOjxO2m26Yob2BRrMFENw0e8Vc4LCrgOGt6WHlhiZhnT1OQMUZwGR57LZs8y9VqGRecoNg68ES83nr8qw697S0jbQ0rPs1U9hxD3zkplbbVF2PD8D2UsPCF0v1MTh4o5+/19WxP8++7JY8/SKaBej45Ye4pr2qDRiotDRBMs8oJZ7KjmnX9cfobyHjuRly9fFEcfvFO9838t1nusagM4FSNzvDQxzHbnv/6+4Ya/RHgTYTzfs5jl4dBRJa6NolqDEjLOOezxu2Gbmc5995uiovN78LC61FBxfK4Ov5pzlv96zPHfCATF32tZmvnx/YNeBuYWIyJiUMYXWGxh3cKEZboMvXmev4i8ZJ7NdnuTAkLUBCPme1y9KNOcLCY6ludbv5pQPX0XlbPanMQvbZI+9YP3z/Fj2C/vdHdgyJ7XpXP4zf7buHRkGGvcuT6jcND+XxBxey5jB9a/Hz88ZlBpwJJgmXyGvMdCnsAX4b4DkzHf8fR9DEjnkkFbgGVTniKRUOCTYt0cL5FBDhp15tK9x4/wAkZk/8zXbADl+Ylh9vSo4KdaL8BAYhnk2E06+WZhjGGPAKc99CANgWJbGqsXoywqWJHmqm7fnK/v1ZIyz2A+4rvOYOa9su+T4cgQVP8dXPBL4Pu1bpYjn3unqXVNJlJIXcxzkqu6x1nkURhzix/4DKPFkTNc3YWI8cPXX4/C//CVO710cj2lm73gAWdmnIUimMBIKU0Er3pSfMNlDOcN5s2bFglVrYl+t+yUCYpOZp1zcsPF7YW2vZQIFPjAuMJMj5ugoXLGJR6jNkqBRwVC55F23PxX//uXfxhiN3bTeVNNRhoX6XnHiQXH4q/aM4VXKxZT/PSn37isuvC1uv+YR/a4AMJJvqdC2OGJCTH+RnrGLZsfxJ+wSP+2cEAdPk8dKz6pYqf1mWM8n6knmJcMKDyu2z5w9P3bYedt49IEH4oEHnlCrlhQ2eq7q+Ka6zDYonyWO0iKTykAUYRvijNN+r5xwQP9GUh8yTuyP7/zg/XHsiS+PC86/TD4gq6y4IQeBXABsd6rFpb7/kPYNiJLsaeb7pQ2yyLJRUUDyQDqNbc+RjFMm0xtNTkFuS2sqyjl+T7/PqCjlilxrDBEhBGiv9Jxl3aMBfc7kTuWYK5VTbblGBmeLVUDQ/VjRHfOenK3nYkL8aeH18ZH/ac/ydjOPFHswU4tQjKIXLGZbZQHUfgT3NTTdsOu84jJmtVS7m8xyBXMFQXlxpUtfguOslOXiqY7U1VTLEjX3MheDpyKZzlFMOQ6JxUewcRAuwZp4l9KZGqB5IaVradNfqoSFvctjqDPisp9iSGCZ/ukqlTao9u+l2UFKXXTMLgRUCTK7QasxCSA2N3uSCVdRipy4BpV0Fczz93WwBDyLBQQBpO98zdFZKV/P4Jo9MC4IGJTiaJqJo+UNhdnwv5G+c9xFuu6qIMUQChauDqa0pb0EHktqHPgImFrQ2mkWaM7yK1fcHmfPf7nmncngS7+fphZZFfV2VwsGDXl4bkI5SiHZ+XRW12fCjBOsSxC2W6MZ9tIT4yBbKolUSKny+zoVpYFO2Xlt2ROpHI8ILLX39MWfTjgo2v79k/Efl10S8wV4RqhQKWlzhUoJHL24ZozpWVa1cKrAxHJJN+dpBMkvR0+KB6d2xfsfeSJGaWxAj+YuAwTsfFr6U9rVDEeln6Sb152olc3cRQIFrbH6LBbwGC3obh3DZ7bdKm748vlxwFW3x5pujYDS/RoaGh1TuyVN7Z4YQ0tXaUPUnEB6WHRMahCIuVvOicM1r3TGhO7YaeeZsWyFRtB4DFQCdZJ5m2uxf/OQwS7puBjCTtUTVgUwjywGU4vJU2CUAf1ilFWpnCKQvHzlsKqYYne1EUxXwrZE13y6GJ8xela/f8Edcet/adyAgtewClY52xIAQl/KmPjg546J2TPGG/yM0iwR1CUAlKwmEiDpc8UJUddcn4lcKaXv9DHKjRIHclhtZtOqQjtAD+989Sz/4eqYeMNV2bMsN+x+j2DI/mukwGqhNFiuLGBFdWMFkklUba5hoJ7Be97cqXHWN88Vs/z8Db5GtNls95Kd49WHbh0Ltp1lt2tUAx5xRG+yx97k850ybElFDaIlFy7ScCdDej6bRl6ZvyU4QK7ZApZzCTXAMvfsmQZfOXsUc7Q6WsfMMqBE6oNWg690w6a3sbVnOT+DzwdMAA5TGd4KVvL17Cf0qna/0+rNepYbx6rrnWC5gugsDNrgCxl2a78vx6o1gXHJ5qOjGiOilNA3+2orWM7Zu89q8DUhgV/Gn2Qunw0s19ct2X0GKIGFwayljo7Kc3DPsu4xrAC9udzMASUN4wWMtBT1zGZxEuD0w2//Ma6+5gE9c/gRAJaziJqKK23qpej8/7XBFxvhKMUEhTtVDxS1PnBEnHrMLrG7elPXaU33reqzbLJdwDcZhnwwUYpQBNvUpT0Bq1/fhFnm+lWwnP3mrSO5mj3LWTBpguW8d02DL9ZPgun6vFZFkY8JSbRiRjLL9fkr6gLFFJ7LLsUEOHXjH53LWAXmG695MH79/T+KiBEAUFbHvGj2cY+O0r60qYwdn4ZktlL+DSNpnZpyBL2/5JWfO/N18kWY4DiYzvHqZVb84/ObsuoWsMzzV0Y+0R5ATz5FRgo8rWB5EAZZe0mjZ5noq59vzF/+a27Y9PeX+9YEy8RYuWG/8V0aHfXcPcszuw+MuWKWh1QFTCsMzppSacGOJTa09pZnHpKglLuqHcFrINdm7tWVgXX8ACAbcNeWBUB5AsQKFGtPcvb+MreYtgGgBrOdk482bC5scQWIfk2/DEOM6iLBejkY3stHVeKGPzPb5twRkIds+F5N8vx99xbXNEvfI+8E9hSyovb2ptqy5mUJruv8ZOc77lnO807DsGpAlmRDgt5SEHCeU1vpqhltcbmmYEBeqeNmJGn2DpMf8fOZj9XcDxIimWXcptMIEPly5oSpbnlW5tkEUeadqWis+Wm+X/ZWJ4Pt0a98df5KPp++R6naTMKtQ+/naTY1D6aH2UrCbI20grB4+aTxb9O92+RaGcVlVSRePsVfJ88vv6/sJDo2rJWicFo8eunpsc+998dZqx6PJ5RvdiMFVrF+snKaqq6q3hdIhMcL7KrlN86ZNzc+qN7+yQJmTExh7Xh8nfZGJmyQO8J2st+v0rxkVFrIsAF0FA+7FD/x7PA+rK8zNNrzwv++O375czHF3VhiZ+vGGn19ubx13nrgvHj6qb74zZUL42cqns257f6YLoYbxsLstJy7Z+w/JnY/fc84fOEOMWWGzlUEB87/g4o1bUqGmYJC7sO+SzxxzHUcyNU4dizqQGE65WXkMuRTPOt+hszgZgwlpmNa++SjK+PLnxO41+fnPdaeKDJlt1fsHu/40CujY8nyGNaiphBFTkQMTrfrXCfZKpBTWJCW08ftEU8UFJQDkj9zz8ntuLZc0wH9PteQ2dZHvvKlUnWNj8svvtT5V2NGta8xrXypVOP3q4ybfB4Cog8pvJ5b8t7O+evi8SnLYuM2vTF71fx49KePx6e/+D+UYe9oN2zmE2qOLs31ZpbHukmf8UdUf3CVdt8xC1gXep1lyaUfowFgUm6DPAO5TGUYuTVYIWXPcS5ujHJcQbIsmUVcex1SEpxGBQmq+Wx1CiaLXfuMOSaCEXIYvT9yqxyhlP1DxXKrwWCkk3QadiG/dvXLAL6YNyAJwaGvgOUhG3zlMTQNz6rxGexvBsw6viA3hgSs6YZYjBvo2aBXQ9eO88jh7EV2XUB/lUIPSS7i3u1WN0HLabKy7KBVZNrJ5qfUegNSWD3sPNTpSo78XMkcAbj0y1iyw7WEObe0pmn64CpgYZY9hsSz9tLgCzfs41ffGl/FDVtzli2VKmy2+7PZNMp95WI7xeL8izFEHUoPGN4guTUyn5T1ZJGAwgQu6HxmdVEkGGJcwUJlE8n51FnoYJU7qXbxmfusa6ObP36JXBB/+rFoUz/Zlb+7KORHazOodczkxfEQd2uxUVSwCIy9+jpVYBGTqW4l9p2q6jEu4HF6QPl5Kl0CcmaWxYYB7LLvI92w6csDGLtIkvpK14XGABIdQATyYKhUAfzYGX+Mjpvviw1IWhTSufa+B5jItI/EgJKvifr5qS+YG/u8dPvYVyBt/hYT1E+tfjmAHwDQrDYzhLMf2QGOXm0zWFmYgXXmZy2BRrJcerUBqj0CPchhfF70AROkFPCH1U88bvb4OPSRoehWFfRNYrnv/t7F6m1m9BTFF605hvGpR2QUMnb1D7/lU0fEIXtsqcAkqd4oOLec5Ux/CMEWkDwOubiCN+YKK1dmBbZHvzt9hqTvmIjZPC3NanpXykBjiykx+nIZfN10TTz6gU/JDXu1wDLmNwmW86ueacvbjVZdSSWp6tT5eQSBwXJeGwxvttQYn2+KWf7Fr/4KWP7kJ+Mrcoblz5jR42OHmYcp+Z0UXzjzDTIO0ugIFTtIgkn2SIgHdU0w8sp+y8y53LOsZ8x9wy2JKiuhbzVSXhLd7OfL1K1Vnt3AJP4ZrgdScmRIDWdZDKpg0ZQtdxZmOZnUNBCx23lhcTlO/uN1DDmqDLsJNAooUcGCjbGUunwisOCcQ0EX/l5jdFRxw3ZdpgBTqvG4rW8OQFOGTYEJtjFTz4Ybtl63wRd7uVmnLPKkMVI+R41EVp9D8jFZhR3ceFOam+/FBovsze0H5ZpXI6Vmb3IWz5yNuQAAIABJREFUM4iTnBvHmex4HpN7losbNqA4QUyCQNYvBkuduh5TBZB33XF3uapOj/Nuvi46aYXQsXbquO9V//+5514b/Tc+EBs6xuseyXAPVZUTcD7/ucCyxocURoRzJ5Em9v+/5YbNPHYbfMHq0jak8SF7Hb1nTO0aH28+eAv1WEulgoxY1wP3U7wBKAyW1rPGdeL+UCh/5vzvzcEy16+C5VY37LyulXHGMbo5JzjXwDPBci6wNWoLQSGxKVhO0yxiQoLl5j2tI80qs8x7AOj7UNDIUeaCnrVx+lf+ELsvXhLrx6nDT3tRzllOVQDPv+Op3nNkvdx31ZJUZeFpYIorblvMmtMZn/riaxTXJJVUESJVGPKDEJuy+UzyyiyjkquCmGokx+c0FAyN5w+gUOYsV4UEMUi4nYIDBnNVuWDQpn0AGTaJfUNRYWaZ0VEYN7bHa06EWX5usDxXo6PmwSxLqVMNCCvHa0l9uUZeLKWEkKpCEusCBK2yqgwwBly5rMmVKph2awBKhwpNncsUoOocskSCQkgksEuvnBRSF7jMXwtjTV7i9Vcimw+xkSfle3uCiN4zc6X8jHzPJsCvv5feKCkTTvSfe222unGOyUDnmocRRpmTY9cqCDdZQg6pootl2AWcp+FpFhGc7zi/4xxh6ClUJhiuisQ617iOWmONclzpot2ctpJqvybjbc8YqybLfOLihZNeCRTCxSBb1sz3aY9D+alcWEV92v2qXwlf0/W6MMsw5UW+jWyatrGcalJb+pL8wP8nVajl3zauBSQnSZKETWWchTnofTYG4X2S6ea4mJ7CcfI1fXj4yli+JhM+0tYe49esjhuPPTTazv14/Msfr4o3ta2Op7Reu2E3cbEWC4nKDmZ5pSS/NpViSgctN1orOgAZbY3EdFr1aA3xWM0cHUVLHvsLwI45yx63yegoM8u8v/YM5Zzsv8QDTwRQTvX1C+6P+358ueKnUB70CqeiWPzSL5wYrx47GN/8xlVx792Pih2WV41ySuTk9jro6Zd7f3u84bS9YsvXzYkZV06TXDsxGAuOohT7J/HP45K0v2b7n54fkRjr5YQ9e84Wml5yYDyw8J647Za7RLKMM9AuNZt0jcY8Vee8Xq+rcyZ+rP7eX/74htj7T/fHWlUFWXdDykFGv+HA+OBxu8ec1WtiUHtbh87RHj4iGDCExTXbBl6YhTG7mRGmyLDtIZNGXigfydM26HPbbWKbHi0mHLQPr1a8P/ilBwlAd8X111wjfxvFVECw+8pxFs/CAJFGanHdC+X+yjG5Z+lQnu7cFOa7hfbF9cXADsti6fw18dClKp685dten393z/J26lnuGDtDS6yAZTOrzZnGyJNZ0B6E3qhG5UJ13wMg1XEyEyD3t0Dpg9hszIUqJd2sq4FXjmei8lYqRUUSbTlymbu7ga+WJ5cKlStKKZHjmLKHtRielEp0q7QQOOvgXKt25TPthl3MxBxoAOaAyPay4GtVrNjhJ7tZAhLnUPqG3VfiIJ8o0YZeFSSXr+nCSBWmVuJqhS6Nq+rcOhyoh2xYkN9vxyJfBYvqKt2s8JXFQuC25C9LslUGn8Zr+b0qfc/+4fysZDoy0LjYAWgmIJlxLlIaTBV0DENaDAsGVqpn+c44s9UNu4DllPzAqGK8USqqZadBQVCNLXK+MgA85T/pgl2DZAbxlP6XYfRmoLO6zkJNk7mUK+XnECtyw1yvoNAp0LZ4y9mx+JIz4qiH7ovPPrUolguIjtNiguUlEYdRxjClT4uVEVBUuOg/XaHEe6pe/13XpDhMVclRKzB1ysDahaU97tEKlFQVcVmFfaFnAmAEWMNwy0YwqtJgRkD/GcyAq21KuqeJpf7W2VfFHTfdFx0qifm6uFiS503hZpWC9yEv3DJe867DLAfC5RpzBCdAAgv0EcM+IKuDTaEaSICkkpd2/3ntE7AmMCBQ43rdU+S1vZo3ChhinNE0uX0vlRvEbJ3nSs1P/tXdj8f1Z1/uKmmfAOpkGTps1MYzVhvmOh3DBkmEBiaMj3Eyp7hvy1lx2gcPj0Nk3tOr46h9bVQR+UxLY3CLVODimhMAkV56/Jb+PVW9pgB1xlPRR02fNAGyc8bEGH3FdTHx2qvjiY9/UiZCa9WzXUAygdXMevaY2tExUwInQDYnojigIIqCAKC2ctVQzJs5Pc76lpjlnz23wZciSnzy5E/FAYftqipyh+99pUd40gDsMPo8S0Wx629zLyzvMrOcKaSTJUCaGPTu0rPceF3Hm27YOb6pgj0219bRUU4w9YZO9D1/ubph804JBOvoKEvA9Ry0gmhL4IvBV2tiTVWd15NZbv4h0Yf1LXjex2WwrE2SnuU6o9ifgbQZGbZZsSIN9+tldFRDbl1aJkgctJ6otFsy7j7gzcCy59PWu5qJbB/HpNFR6/R8k39zvGP1eytVXR6vez2aucnlvNOhO5OZBCt5biSVDbDcMPjK1/+qG7ZUCdkbOia6tZvvPn+raNMMzj/ed3esp51Bo+emThkfZ3394rjo93fEbI19W+sCb7KQeYfyHv1NGbbiKEl2/k4yl7Arz88Nm2uYBVqURnXOssGeQQEy5FQqbVQvxnoFr9d98fXxml3nxNNLB7xOE/wlCOC3uN7dUt9kIp2vp+SZ2eU8f629yfp5ZNiKQY2eZRcnCihGgiimk3mbXg8kVlqbFFMmAOqKo4w/xWC5xQ27Ahcdw7Mzy3y2EkPFyNYCCGuF96GYCZvROnaJZKxD73eVJOY/+uYVMeOJp3X/BZBVxk+wXEZvAaDIa9jPy6gd+lz9OFG00f+tXdsWc9Xb/el/O0FJcodjks3wdP0oEo7SfwaDrInGc1nbAPLBNFhmnreOiSSwtcUhmeVWGXbeK7tbY46otQJ7lTVDisiAZRz501Qvn8AsbGEayJp7y0kYfD3l1/92z/KL1LO8jfaolJfzbg1m2flGPt1ZVcDBOj+L+2uT8fL8JTpmn05/As4z+3MzF0pm2YSuZcOeuwwA5C38XHO59bqexTble87jCvPscZkNZlk/WxSG2Q9cFX+8e05o4P5ae8f3ldf4MP1eWXzzKHDWgv6OhBweJNdQgs6Uouex5mcns930xymmZbwXhUDLsLn/5KdVSZn7fp2jXIsEXItKRNWiQ3UPr/Lv9A9KFWQVfTQMTgv5VEkJ8k3HaIoEkEvFNbphNFYZW0iYAvIbqknyMMuckxHnWpqBNmHUZHpxzQfs1pbGmscS69wbXb1oYMqLMnJs8c/JVsdshUw37CTc0k8n5ywns1wNv9J0t3rgVOaar7h3+7wYJQWOkLy5W/LgW95yTLR99W3x/f9zkZzdlWdgwEUuZ2PRbANjrfQqF2IG+SrtcRh/3dc2LhT+omvJmpiokZYoZyaofWyNAFvNZ0xIKI79X9beA8Cq6vr+39RpwAwMHZEm2Ltg74rYNRpbjL3GksQYS2xYkth7Tey9G6NYULGLgIrYe0Gkl4FhhoGh/Ndn73PeexhN/Pn9kzLwZubd++49d5+99lp7bfbKejHVMM7hhs3eF1M6aNUjFhHv2nYst93H19mgqx5WDlPu62mxcs92/WvtiCO2sqte+cQa/v2udayVTJrWTq6DGOClIhw22HQN22GHda3D+mrdq5lu3Sb0sVZVrKNYvyxuPDXIk7OLtpMJECg0wuoHa2q62Oprr66pJl/Z55997fGK54hf5xFFAu+mkTI4XUkzpufPmW6nnH2fep2nWrVmQC/ydk59JuWkFTusbSeq9aSnDNAadWymwdBnDTkDQdJSiYHvKTzHCmCtpd6hHbBCPc0NyoXxb5krphzZtRstp5yR3BYwXV6m4h6taDLHJb7RhoKBKb4okF0o7vg+RFQTPc6w/WnklE95YTwpM62ZlELdQ3ucx0spN1FPjfv2JfvbKZd43PnFYHmVHtvpAwVY9p5Vqj1uuhQO1suWqg8A4wzYXO/9zQk/EmGHxyk5yExrbBRZ1tRWnxaGCdCL21/MuwsZigPV3OuQ5w0XenqjZ9lHKyVAm0dJuXugXl9KME29MtnUxYndwmuAxixh5iYl4J0k4HmWL6xmWYFZzhISAVivppGkp74SziUFgGzzn6uSOUj5Rsk1AbCWuFiH/BxQhR4/ZOh5nnKMswKIJxdw780mqWVTzMxyXIeQ+xCV3avSj+ZHzHmPb05syFzrCDQkTyF5TpJukjIPjMVqoTsOApod0IoVYXQUc5blhh1zlulZDsMwD7Tet8O1TmyKn0QAt+ghiZ+JoE2vMvKfVLn0Y8MsR6Uyzi331kSfuG8a6XrkUQVemWUj5RMDVuT6Vz57nr27/7bW4uy9bdTrb1i9eimaGPEiBo0kAtkkIIGHqZ5AlVz3avT6bJn/dJUMe0RVR9tkmcCy5ge3VVII0CU5xHqegIh5A0zGQiTBShBJZkj6SRZZd621rtmgqKohSYl+ClUoO1fayy98bvffMkqFaIoF8eyU0YOtdQ57W6djbrn3OrbXrzdSn7OG1NPzqf4PqmQ1CsoYM9B/jFNzdvr1/pNUXfaShS5KmRJixouIMPEZz+0V+Rn9AzDz9xIYJvB3EGu6cGaTfb1yLzt85Be25uUPWRttgKY16fcq9Ts1at332nJ1+912K9tklTy/+Og7SVp62Horq69ndp16sMPkj1EHVDQJXH7NBNirJUeq8x6+4nxlkm7Y/JlikplTCsNMnwqMVqXGPLV97XWr1uior35/mnVcWq8AyiYQ/SoESD4zTC6MuRcJUuLGNadIQEURwE61GBa7b+9au+pGmOV7PED+h8FXYpb9sWkrYH379bZZT8y86OeWhDRLJvmMDpalOsBMyzOieN6kTPeRD7zurE7KVImJYfCF8UzqsSaR1C/FSKlwkyyAOgfLirHaaTKD7Mkmck2YPX89iiOeZGamTgUFB6AlDNRivdboryeDr3ROyBcpzPB6jN5LlI/OlXXi5ls5iHj8CCMlnM3bqmJeMPLCYRoZrK57NlhyuAcr63OWAeTpnNi4OVfG3uCGTc8y4yr4eU/oGBEVjL1X3VMg4xqzQcJCtqEQpU27rV6bq2b4NnpeZOnuoKho5BXX212HXXUR94JiDq+z/9DTHvLfSDbCdRi2gXudTIl0Umy87E0w9qyB9vpemSpkdeojQ3H1/bQZ9uqoT+2bz6fZ5O9mCRxpM/Z9JWaPRrIfiTqJJXE1Lqt7jHvsDhBNzCCexTlxvoyUagWjpThRKgv2wjBMU3rdb2kCFZmZKbhkJwn4AhXviG0TVuhqJ/12Y/tV/042gxFHFCGQmPuIK94ogD1FHNxfycj9dV9/9JPBnMo8x8eEJRDobC1FHClaxAxQOEQO6AUCJVCwyMutS13XZq1J1gdmeIsTC5mdw90NG2VDnE4CUawzWByyuygscVocs15rBjkfiVEs/QzsA0T7OKbYnArrkvPqIn+Kj9tW2t3XvWh1Yz+zFspNwoW45Hqn/Tu3RxUKILpXrbQnNS5saT1qW9kfzt7DqqqV5JIce1FGiaHiNsXUwrPCM1QYacbz65DLny0HywW5dXz0YhEnj44K3IVSL8ByxBrvXY0A6Gu4QdcPIFDwTfDni5YPHOjb2GHHHPWzZNg9NTqqR21/5Shas37grOgIY7cYhxROz9m7ISHkwnrNEzoiC+Ljhool8qXIC8MFI99u7m30LUeRKfIX/8MbAFb1PdSD7sjtrxfzDN4vO1+nA/qXMFzN70XwXb44xEE8hqcTdfKD6+axPRWM+P0EmuNk4odz3sVXd/NO+Yh/pbiSzi8rIcPtOgzBeI71kJe0Bqb2OuU/ni86ScDaiH/HJJfI+yAoWFvsCz6hxSe1ZGY5m9vmlkPeF9l1Ymrdn4bjZvAZx8UwK+fhWfFHDzS5f55qEuNGmW8cbZOoTaPwEW2CMV85prygFKQnOXvPxIjU+H726vGeZSdowBqpDbEkF/X2TM8LI1+E2fYJLoBon7+sXDR9n55rrssigeWOcsN+/Z7h1mKTlezFJ563RZ2rYsQT44nYvxVjIB8gSoh3qOzmCkz3ksLvippudm91Bxv10ce2rGOFe4W4tBcgJoJlgfuh0KZDO1FilmGc9X0MVyFYKNYS+1zuDKsqGfZ23y2zlf98g0Alhiv6HG5Y1sI6KueZOG++VWkfWoo3kd6Hmcm1UtltOWwNG37hCYpvlXb/c3fZvP6zrOvY/tZajs/ey+65X5AmPPPsbcQhN9nSi+ymsKv09i5hhCcj8yjzuMkxz0HsgRiUwtR2rlD+u9NWNnLEa3bk3n8XeG/vz7c/txTBdQ27rdXLjjp5mNRWOk/fH3Sv9fdKsfFOJqFkZEoM5oqY3So35v1RgHEtq5XroYRjgoGvcdSHmhjjhQyB5V69u5vSXykRp/u+S84RYFn3TvGts0geVE5cRhhx1EMcF2aaUagddC9QjFLAx+iWr+RtGPu2WFZh740fZyeedqaHj18MlgeIWa5oLbAst2MAWgC5sH+nWtK9W3vrN6iP32B3siaQuEQkHDiRm5HcRPITjKbHSA86S+3rL6balO9n6uaEu3G4YicAmsADQJyHPs9hY7SFG3wBrt3QK9z28s/5KCGXBFN5jBuvVMWrluHcWAxtDtg8UCWwzO+6NCRMFbwHmQe2Lbp+pB/J2MyrXcGKuiOfG55FFcxNrdJn9GqjS4FS0pOifLDa2dgsGOYoOCh4pN4N5C7OJAPUnfVNlUjYa7G/bEx55FaYkelhUxDNVd8suykay0S+G2A5rnHuF+JzkIyR1Dko9u/z+VVBSiYPbvaQAt1CepaZszxzvF0hZrldi0av/rEBFRh1roHLlGIT9P7CwufOPS8RtJcyVF6fK8tnQvKf5fhUJINRjxmk4VRKpY0EwyXzgHLfcKPC7YmWmOVWGuz+zkVH2znrdrVhU6dak+ZrLlJA8wqUpMGARfpHHbj5nOE0V1gjopo0oP6znh3t44YWdlDzHJuorxhiRY8FzHL8PtIbHGTzDGUStzzKKgpDsY+SqAOSeVD53W7d2tmIx9+zh+941dpUVukyReUWk7gmbQ4VAsv16h+uO2xzu3zLla2LCla4YBMAolqmY7sTd/SkeL+HAhBSZGeWdUz+zfNH0uq91M6wSoYLSBaj7CZbgH4FTJiajvrcZQJHl+t5evqCp2yDeTOtXj2X7oipBHuZAM0yVbHLBArePXyoPfKrNaxq+jxrUVNhZRr+Xq/PtVQXg3ml9Cxj6kB/CyCZoMwYgQ5+jfM1p0AREnBY0NnqB++kc2BzyeOrgllWX4+Y5e9PPV39ofU+aoLqI4wkwCycQEnQg80MI68AcwsUdONzUxShn2ih9end2S69+ha76+47fU3+FFjme70HDLLb/nG9LZ09X/1E6velLzAlbGwsAIEFBGRncWO98wy6G7bWGv2W+TlI6ZxLS5FpuazVzyAlsAXGGbASz0vIsKnG0pedehhZ4/rMAVZg8AAAnj0GWGZElJuoAQLzOSlGaf3Q09Nefb2F14mHgE3uiY9pyoNf4rwwwWpfMueWhI84Ti84BQvWXfTHxzkBbrj+JAcO1NO5sl9QFaZQ5a/zLSrTej2YZRUV3FGZ6xc/w+dzVszZzCi0cVnqtEGvoPERXyphGKBZj5v36m0t1lrDfv/Ma7ZLc71ktKHq8Ounc4Up8DnLzjhHgk6hFDDOGuV5jpE7cb1dhq3ju7twfh3VghjZZaw5bbIEGpKGBpl5/fWlb6xW88UXv/WJffHVLN1zjVVLoIyYjEQxJ9a595JiKxMQPLlJiTZ7VoxJDIbMr4VvFiQv4YhLUrmcG7a/TnE57bmsAk/oKdpFkTH3S5fpusya1mBD91zfttl2kDVKG9irttIWqQjEM+Q982ldBpAJ0OAFxRL3dl7nXjPnHHmoG8+VFGsAaFxHkh3++Lx3/Zf7zLoEkIc0l/055i+H8Vw2f0u9oDCgtMcwlSDjEf0Ox/dRZ7hhp4cq7mmes6xEylUE8Ut5XTK/kxmbhWeOwghjwpD86TNUyGX27NvesC/ufcPad5JjqrMg6fr5yUYhOsByFEDiQwS/uIgWldW72vBTd7YuSP4Ui+O6xjxWDMVKR78BlmkboLjzH0ZegGV9bmeJ/TqFwRwGpRX+egJn5FZZbi3G3nONWJ6+D/EM+UzyVKTJhXsAAezYvhodNXHi9/4xLlLrySmnnPKjbthd2m2snmUxy7gqsqcncFrMbgIoxvVg8fGvaD/zPCvxrvyyr2tncP32uFlVjNUsZkrxd4KKEn3PK/hMJLfZqKqocsj9yX67aUHiiXDmF8VZ5JpRg6GvOVrRKDL6eXhukq4lIIBrl/IIBwXkFuQT8aE9XngM8d7iWJexCnKBMf7mv8Pp+wINMzTKAG7MWmBkEwGl9cTP+FkkwzDiPaDXndmZekIe7HliJhuCwWV/pZ0vDE7jGYge5dLe4mIPdLhMBzPsbY+0ATooRjUYe5Izwz6KKVry3D0fGTUti0k9mOckE3e8PTIxvq78837WYs9z9ESjXiSf1XHVVui9yzCfCfQXvHt4H3JrVJuujEnybBSGnmNHbtrK/53IEwgfqR6ZklL0uAmlojstI9Xt08HeGn2TbfHeu3bqe19Ys8iKeVLRsbe5iVQngeXZIg4E3OiP7aCvxDdaIZZJVbhU8mj6Xvm+F/AAYPjWKG6gUiS/ozUPp3+AGXG0EfMp7c3kXDDLKL6cjVUc7KwRoVdNmG3vX/EvufKrMOdOClFw4hErd/+jRKIILPbdeIAdsW4vayeQ36dfX2slc7JxM962+hVnWvdx/axlJXEs1r3nnRStFDwoGjpLTI5EDIBo0v7iLT2q5Lmai5WJAoRnzBehGHeh/w/e/tIeWmmg/apuno3453P27USZ3GL0w2rXz6HuXNZC464WNNph5+xpJx72K1cevv7iC4ohauOTsRZeOagiyVnJ2QIs4+MQqkjmJZN/o+iESPLvO1hOrtaKqbvvtRtBwp759+MB6HVc7wcXycU1RsXeoL5yft9zYYFp8g28XLgnHWCunRQDNCML13H1ezDU1qLc3v9grJ197rn+uX4xWF6lu9yw23bTA69EIG0Q9B9U6GSmTp9vv5FL5t+uOsHmzJzpFZMI6ynwRNjMaYDfEP83SYaaLDt17mJX/u1eu/rv91qNRlK00AgdN6xCluH9w7lnmX6tYF6bvMcCsByVM3fD9l7d5JKcGFkHwDpeDF/XMUkk9VDmAJ6rfyRSwQzD1saDR2WEgLSIvgjvo819E6mfGPZPAWFhSoIioATrG8xyGFzliiaL1gMgnz3v0gRTkgevxAGaWXg5uBT7wJ3dFVD3ylsGy4lpdSYyBal8bK9kekLJJuH13tiEYHM9gKdz0Of2KqK7XCczhiRlj/7nYHOz7X8cu+hY3aRFP0ii/13qxtml3Xew9jKfclt/QELqJ06i73TfAyxHZTaCcfTmcKxwR6TC6PMGE4sdPTBpJIEbPOg6pLFWhdEI/H6SDRUqul4UQVkgufWcefbWDSeZrV5rL3/wkc2qrvDAmaXQBMI5GhdQI/drpDiAyrkyb+jcVWzRzIVW37VS7OUyW1MSl2liJHGHJrkiuUbG4VIb+pAZHeX9swHWckLsQcvveQRTZMiwnJhMMZf3ofvetlEjxsv0S0YL9AJpndKr3aTPWym77m8qauy4E7awzfrUiuHEyCqcu5mRifyH92vtCguY5cRqK4p5L6wOXK6dHedXEscGxhi4Y3b8LpJnQHK9ghh9NnPrF2r+aaX9oaHMFp58s7WUJLMVckkFbrfoV3DrvfXKNkty7HECCLbf1nb/SlXWUSByGcPdvYofAdR7ZXxME+dL5VU9y2K36ZtGfj19JvOVcY1cYrWSrs7W5kRFFrafXuU6zWntxOsqFlR062BtXnzDasa+al+ecKpVLNB0ej3UBPfc/0IAhZEiZ+XvsNgkie5WnozN/HMLJDKHlTnL1910uz348E8ZfKln+cLoWe5e29NOPvVM+3hKvR2885puCsf1Zh07e66HF7VBmBZxs2MjygZfnqhmtjtCo/otkQrl/uAEGvQFthb2G5lzxIuc6KPeEQD1nuX4eQfLMHg6VtH4KzHL2pTDDTuDj3gfZ/D8OhQdqaOAVhwd5c8RSWmK3d4zyuieQvCg6BmMMzIrAPMP3bCXN1iKCjQJBew/xy4FpmHwhbuopFvK+v0SwW7rc5J0+MgdT7ujEMY1Xizp19Su1bb/2kNs2fTJ9veZM+wvA1ayG8ZNsLWkcqF6Fb3BCUCpCMEzX+gZJQ65yR2JnYA6x05qAZJhwPLiUmbZr3Fbu//OMTZDz8Nhe61h33092/oN6GL3PDDOHn7uI6to2dbN59qI4XZXb2eLkaDS7xeOysFKBczw/jvkqp6DR3R2ZtlbTyg2pfmyfj2icPjzZNjssbH/4AYLo8PzuEgj0zbdcpAN0sinNdfrp2q8EjTtwwvpTab/Xmfhs9VVEIve5LQudYLzAXXu0h6FzwxAkTzz2o/1LPMemNoUlQ0Bir1fr8Tg6+e7YaeiTKQVhdF2LpctAO8wxyquv4i9WTJOsob0j5iYnyEYbZ5VEifeq3HGXLvmipH2+RezdS8p4qaeZb8PAUgwQqKXs3SUFe4rzQKgTev3tgvP2s1W0Igl/UQBLFcp9rZKI6LysZ1xlmSRmFL6DFHocxl2yTxv76XH66LAOKc8iyKxM8tF5/isUsg9y8jew8MiinB8na/nmn7M/Q46osQN+6dHR3VvN0SFlf7Rs5zuQdRxEgEBKM0AnrwqFasCfUarHXlR4ZrlfDA/Fw4VSiEnty7eO4rwCXgmsExCH3Pfi2qDYk+yI97oida9xT6DnvlglFMmqr9TDPF2IV/SkSuyXty1GNVPGl1VLAJEcZR7Uy7AEc7e2RyMmJLk2hQJUv7JO/pe4cwvB6LgErlXNu6C9AlyA5DK5DYcsgVeBUQoJiOfDf1cAAAgAElEQVR7BkyxebRQjCRfZKoEIBY2zn8fzThMt/cChy+Nq/1QHALGcdPmuOSC5Meu6IOkyq7V0eNLb7Uz156XlbhLew9xjBWFn+RrqfrQvWXwnnEGPEiMUH7GyM9S7xmm2lAohBn/4XzlYKAhRzD6wh8pFIa8nkerki+2dHAfhmQUimN0VPQwF7+quK/rUyb59LhLDrMW+29vo8e8YFOlTKNgB+DyXmPyKYFmile5NY+cyCeCKEcaU1Zlq2sUUwvcsbUfudpKqiPvWSbXYNKI51gwywHIcKbHcb5SxTBXt3nhPlRKTGDpImXUI9822FPDH7ZK1pqrMliAIXOHFGxQzrX9zqvYxvtt7vljtbxSmnX/F+oZbNGoot2ac625XCTH+z0dLC91sBzxkHjiPcqM7NR5uarFjx57O7GBwQZ4mEiEmRRlgUtgZt/8eJrd+uh4+05rsceM2VYlCXi5ionkO94qg6xbDuMLcRAX27z1JQfaBXttr8LrHHtx5Ov+c8ixPV/mGsCq+++EErOFzMVqO7W3GdNmuz9P0TE8cuUw6FJc0z1aa+3+/n5fffmtFwQq5WbdLK+ccvU2A5ZdZo1xF27YProVEB7MMfJrV47q3tWqRRAVIzEXhWVFOTGx0iZMGGN/+P/DDbt16256wJpSn2k481WqmXzK1AY76MihdsrwPe3t0a/pA2uUTKqueexJwLDAZsYy8EDdJDZgvQ03srv+8ZpdIcBc27Wj370wMkiGXy5LTmOcUqO/j4ii4uIAFhDNw4YxVphU5flzXvFL2N0lPn5vo+JCaMtVS3LSPNeS/hWvxlG9c6Y4gJr37hbY3RIG2fsvUqDJTLOD5TA6iwpuBNZlSGy8Cl1EyyxKKmvIVDIj7PORCUolBgckWs76ekWtaPnPZu3jndJwd+QoWP5zjOXBcgTr5TYVAqauYZ7pR0ClzyP6TQKAuhO1qosecL1POKqHgOwmfUCY5ZizvIN1KDDLsYHkOct+TDaTVL2NhJcHuVjZDCOH5IZNEoLrtw+9DwMHeuvom3bW24M155IVCHE9fDRF2lAjHpCBUilbau8/fIENXzLdhs6YaQukQ4bBwGzB+2cJiEmG7cyyGwaoyiggM0UP2V4D+9oTn3yt/tlwjcbyvlF9fkjqYIdhZulLLUqhA7CSFPKHJDVb5lMti57lAMsdJXk+/4wn7PtvpymJwixB15rihyqvS4RFp3eqsu333dSOG9LVvodF4YGnUumgGfmnTLjUgOF9uUkG5CCNBMCDUshdHNQz088/dwLcqoaGmRbGCQLutep/nr7AOqxQbbt8Vm8rnX23tW1XpW5d7n9UgenhK1/QYONO2s9aHD3MLhv7tq0jadMsPTdqJfECgTvOe+UdZgc50iJVFSUXp0fHiwXRw+tu19qcGJUEk5yNvaguemDT50WGPVuy7Ipu1dZaBl+1b79mU/98upU31of3rD43FVpYdI4H6Gmlhz6qqarqCpgjWY9gHTMPkUTBXvfW7ObLrrnV7r7np5jl02XwdaHfwzbqV+q57n42R+vj+G0GatTKBg76yQEBL9kN23uWSyXPyQ079w1HIZGkSaBYYBm2rLQ3mXsHMM1gORdZCmytMsYfBcvaaJ1Z1ueOEUAxmiLActEQjPfJBl/B4GW5egCgMFJK4/58S40YFmM0SOaKoCSDDyReYeQVift/9CwXXhdId7Cc3bDjvbkWPI/Iwooy7PgMyxl86d4uJtH3XFPvpSRi2DZb44BkB3/wlp0+TaoRrQfk/QaDh+uwf754r5C7lsyzdeYpXIRJoKtVVGkuFCGyDJu1GAWQdkoeHrxvjD149zhbqh285/or2OfIhrWuqj6cKDdpSRqXCljJ26IwuiyViR1YySQqGyBFAURr101utHAdFLM3RWwMEM2587ovmSjKYAIEG+BxPuCKs07+OmCghAF19oifaKs9dIFaG+Tir/PdYvtV7OgjtrbJKvzE3F8P0L4tuRv7cmCZ349r6MBKz6U/26Vgebme+dIijnqWvcBQ2sv84wZf/xssl7phx3my1n6sZ5l7+r/AMtLAHwPLFD6hYBZUt7NLLn7avnvhI410aae9PJzM8/V2sIzsVMm57+n+WFO00gQFMVXbbN3Hjv3TTuq75AYkN3ZMFHHDLjDIUdT6qdFRIcMu7U2Ony+4YcMsFxQPIZkkzudZznFORYOvIliOZ7hwT7X/HXAIzPL/NvjqXLWpmOW+2pOzG3ZOvXkk4zkr+MT4xSL3oepCwSDYRl+nZIko7tgvYoV5gbWo+MucNTgU9jek7Lm9KHjhDKvTffH3SXuufze+36p1W/mBtFFiLeAl4ANFzXcwLGortFmmtqwl3uPNnqk7rV71loojZcoTFut3UJ/xeCTO15/otsxP1HktkkTHDZXS85me1AJIjj7sgCaxZjlJ1kuA1px78d7RVhYApnF+vXXp3sU6q0iMOdKMyTN03wXKVOhnv6vSuWHcukjUGWTD4kUNyhtaKn6WecEYziorNItKzeLkE2/R8gkwMT0lJqEkU1dXSRJHKBzFaKjwDgpQHW7XMNa0S+ZpLHmSCnlcZpSj9zj3NOfRV8VJMkn+7YpBfj+7ZodCNFpRMmkWObYbheXzTapPVJ0x/pT3yQZfuWUwgfQlTdbctat9+sL5dpSMrPZrmC6zVsmy1e4EQGP/ImagquN5RF2FUaT3MCvn66zv39ijq+0kdrXjzEYrVxG/XsVX2ol8dJT2DuYqU2wjJ2QcG4X66Fmm/SJMqABuITFWjFd+55NUZjTZDdc+q2JVfbSQuVFtgGYwB73R26jVbY/9NxFAVR7suXXsXSThdQNkVysFYvsPulmLdhQJWGuxWj0X03tVev4V401xjCfoE0sCSGu0pnIZclRGQy1krIhO4aVPZtpt94y1nlpj5fULbAkJHo+yfgegv/2ua9iQIStZxx7d7PGPp9u7nVtr1NVQO7+mo333zWf26UcfRUGJ9j/Jx4l9bvyJES7xR1KeAautZ4NW7m9j33hNrXHTQ8WQ5i0HsxzkDspNa9GcSC2ZJmJmW6bzoA8cIy8IFm/pI7cIo16Uo8jMyfPr1W7STiQJnjzcU3JPVGb5+3oX++DDcXbm8OH+iP5yZrnHNkrOu+otxCxjCuLSCCF63aApUxfYQYcPsz+fu7eNHzNaDIPOrESKEtHhx/7Qp7bA1ho8WGD5JbvsgvvF5FUnsJylwSwWGtpLQXDIUXz2b7qwmHGV6+eaUi+zO1h77y6JaMiTHEAQsHPAAsCQfOh/bkTl1bc0842qor4PEAeAF2bEMdcLN2wkK8hyEqvbVmDSJeD+YIdkJDtnejLIsiVAurlCTkocznqiDViO94wNIwwbokjgQUMPjY+rUjD0UQMlrC9yk+VYbeR2Oueko0igNFUsPfMt9jFL0eA/6/MHk9lDVO2ylAVJR5qrTMECCY0z6VG9WqjFjBv2LupZvlQ9y+18tFj0URcYFD6lHzPtEyl5zL3KYVCGDIhgGEYMFA0szfOjklhglpMcPf4dvTvZBZwKJTNwCwYXrEI+nx6WpV2qrPuVh9pG2uC3kvqhSVKaZuS5Lv9g5rEA2SxV5qg4JYOvOXroVm+/1I6v7G5vSio98p1PbFGXSh9j5JIa779NBl8KRA0AV5hl7PmVpAcKiByUzc+rXAIuSBJhBggEaKfmzZ1vV5wzQpuegpGAqBtT6B5U6j5OUjl0yck72a0rdnBzg7rE7gHoO4olyOOf6EFpS5BjlrB2SdIFQHKu4CH9oTIXUiAFTqqfjA4SWPaigIJHnaqgmFnMlTO1nL3sipvesMlPjZM6pcoN6xYvJBlvNqYWLBxQa6tdcqiduqjOyiXdXFxV7o6vMWIgju1JHa7XCpD0i2CIRRUPoI68ugMGX2wmOBS6kZfuAcBdgL5ODtwwWzAuSGdIANvU6hq8Ilnk6Jftu5NOt0oxywsWUUlm/Soo6r2pkMbnhsljA0TWE0ExZiAjtw/p87x5Asvda+1q9Sw/9OhP9CyfXmSW27SssiF9dvBRB/MFuPf847a2j/qGmuar0UnHatbaW6jX6W/NQIlkELk6SW+4P+e+13ge3JTCGeTli4oujRTYC4bDH1qPX/SVt1FAK/cNtxSU6HV9v6xgBBRJqzt0F5jl/PM45mqj5v4jbc7ZKUfRj/gs2GTwVere/WMGXz8Flvk84UacxzElEK0lj/ybdRvS8HROpQZffp3i2eEPf6f/uZ3We1v9vQNN4GmH4fWdVh1kOzYvtL9NnWTfippDqtngPcjaM7xnuXidssFXXqcBLlMPMmA4j9zx5zaYBphlCjuMgbrs+U9t/I0jlXhUuqlQkxKz1m1k4CRde5mn6Uo6iFE423LP3DgohJdLZV7Yuq1eV1CKwnHuWSYhjL+H5D73LMcIP8ewJSCNhJafdbDsDASfgYQ0ZokClpknyuVbqjjcWnQaBnk9e1bayWfsYmqWsC5dO1il1iz+DIxmKwL7uOY8IyFtDkAfBRh8HXguS52nQ11QNJjjfsWNC8WDrg9KCGZteyGAZAyGg/F4upeutohn4sfBcto0HBRnsBx91JmBq1es+KEbdgbL3gbgbth+NRKzTOyFNZFaJul/na3VPrDU2wN0Tio+Nos9ufW6UfbWk+9Zmw6AZU16YL6vn2t4QIQbNrxxgDJ/5hQDBqzax35/+vaKP4rfPo84gWL2DsWkcGmP3ymCZa1v5VPLMcvaY1i/xXnKpWBZoweV6AdYTkVi/X15Zjl+/j+YZc9IIqZQbID92v/gwwWWs8HXT8uwu+OG3bmf9yy7q55yLB4xPwtyq8IM5HiEiXTce/RtKPbyfGVPifidpERCS9JG51owr3L4HD8TrQtJIZcYan+qHXTqb4BpFGvpF+JLImS01laQ6eQ9T54p059FdsDOZ+t5aJAEU6oxqaGuuvVE23LbIfbnY6/WXOzdbN0NB9mGgw61VdfoY9fdeZo9ev+Ldv6pt4jIqfHnk2eBuPrsG1co121rO276B+3dUvxon2P+LOdDsTYMvjjJ3GPM2o9nI+ZNQx7QJkKBLYFtZ6T1/OqZPe2c/W2PfYeK9Vefif68p/zjouG32ZhXP1TeUWX/GnWhVXfqYDtvfLyKzAtso00G2qprDbJ7bn1Wz3y0tZmksJlEUWnIZb3h3l3Mr7MvTR4TGgx0zE0O4oivEYvoEYbJDaaZYh0Gs9GyhyksZEaZcgR8G/LvB+GiAmVSiDoz7C7VoVrkuIsotLtqJgx73Uw3ETfZu+iHI0Sz6zbPH8awnA/qnVbeq1xWMEj1yS06z2XzG6xy09XtzSsPtqc1fqkKA1IBJ4BVsJnhEeAtaRTpBazmUMzXs7FQkzNm1FTZBDHmezbPs2nKO/j+PLw09AySxwCWG1TM4JmCzcRHwV+HSElzlr1nWQw37WOYZoFJAdVTpzba5ec97Aw39yurUPnaSmzrQqkZyyS/PurEYTawudEUFpKcWvF5gcDyWlOsja5B2/dqJe8pttsQKIl9PhoPN2ytW5RpzbTEEotTbCDPoH+a+LVEsW/AgB5Ug2yDW16zQfe9KPWbPH5QoLKP6WeW6tlpoba79fYbYnvsvantPXQr3KxEOvzLVhFQ3mznrfz5e/zhJ7zHGtICdp147y2DMgT1UVT6na7dukuZ1dMmjP9UP9sofBVqiWzwRWEIprjRx3Iit1ZeJybYwbLy94VKv/BqQflJPAQkc08Bx5iqAeoxSIQ4oPWvjnua+slpfWkQS88e0apVlY2fMNZOPu0cf95+MVge0HkHbS5d9BYJLCN91g2vUAIPs3zwUTvYqefuJUffN38eWE50QlNTo60zeIjd+Y9X7LLz7rXO3au14EMSzKIhsedh0mWJakMavo6so0zVe/qIkSn8cIzTMr3uQDYFBfp7WMQuvwEYE0z5O4GLC6MAt1APwDJJXlu0LPP+O+89Tf3SAG+fNecSEKTA0bMc0hWkIZn1jX+7+UIK5Gwk0UcbY47y6KaA0ATWMNkK1jbLkmNWc7MegGyo4IDcmeUAjzF3uTjGK36fvk2SqDR7NPUHRYWQY6cNyjcp/c9lUmHmAMPcuvQYYkjiWNGXFTb9BMRgeak2Nin4D5wvZnlOZpZV3fSe5RjZ5J+Xz0nF2be9fHx6i9kkqAjGOcQQeQW7xF4XepdhlAvHzp83wDKbTPx+qmTmyraDaN9mvepLIJ6004Y25cLf2Rlfvm97Tp9pM7UmKt3mPwfI7JYXEuFGVQkb5FS9e82KdvvMidZTNv0VYoFJJAHXPPR8BRDSB0JSzWaPyRZJWnYf9tpIkku53EcJ+WIB605yyH33s1n28L/G2aRxk1TFVqLNHFMKNkrNF9XX25qbr2a//f3WZjPm+6iiedkeH6c/gLoCCH2A7NE4cROMw8U2ggPHRaLMeYa1voIDlbokBSdowOq2Y76yNgRcaE3J5z8719qTpz1s60yeag2ty62t7lWTNu3y7h2s7xar2pAuFTZYf1+kA0ikLaAeIJXrHcl1sJUcH4DuFdbUW02yTb8w40oAZu6ACKvdqa3LrRlvgvkCXzG6ooeQf7ft3EHM8utWI7A86RSB5cb53r5AQcvHISAKQ2JHpdQ9EqInZr5kp6EECLBMwYFZzrh/99boqEuvutXuvOsOX5v/0bN8upjlCxOzLLC8Xl8xRWxUuraf9q6xg7ZdzQ5TxbdZ42Faag6tDLYdWGWQSbZHruxjD2DwEnDjWFwfqpwAU8Cl9+DoNZ4Ud2ZPMuzS0UelbtgFWStgLzF7MM6lslmXu2qzcNfrErYbGXZxznKci989wDJOoNrUcsLpFyYxeHyGH2WWccNGgl8CTN2MDHaGMQ7x6HvhMkZHhZqj0G8JiIZZ1sZYmLPMtdDvIXekAt9dLunztKtvukJ/FcCofLexOz7+wgYLgC6E9VSlpCVJgK4HFX+uxX+A5WTw5TLsknP1uck6SXo3YwYlOb/uhABdS0ZcyMzlhhc+tZE3v2TdPZaHi3WFjxMiZ4/WA96SRJK+Pu9uTPJMvuc+DIplgRCKMtj/25zluHf88bGJwDYfTRPFmJaqhABwO6oodNJftreVBvWUWoXklmtddG9nQ8xqWd6vTuCaog/3K//x9coMbn+92Ce6PFjOPbcJLPu6TPJsbzZlL6Sar0RRcTO3JsTzQHsACWRU/vP6zscPtif6sktPap7O9YfrcnmwHGAxA3/AIYoDpIHca44LSwNYxrmVY7DmKhRQL5DJ1wfPfyQWj/aY/yXDjgLhQiXMG229ph1+7GaFdZ9VBMg2AcusP19mid2h6AN7wlgYVwJwnfReMFQUs6pKCkhehEQJ8QPG2XvevTc5jYhKDx3HACRRcKxRYSSKFvF0h2kbTr5t1EpXyiz/tAy7m+Ys9+jU3wuzUZjmvaIYkaculE4gCbDMIVHahRcMrXqtmeeY//Ds8PdlsLTE71AIBTMcMbHguM11S8oGd8P2nuRwWAiX9uCb/e3SvZ03t9Hu/fcFNnizdeykoy6xxx94UYXCco3tqbHn3rxee3azbbfecXb07/e0PhrPeOLhmsG70cp2x6N/t4fuec5OPvpy3YMqjfqrtzYCClUal3POpUdor25jw0/5h5QpC8UEq1VILRoLle0vUvGspQBv+/btPY8l01ysQn39vAbPE6qYaaPcaKH2b1yOUQJ6LqgG5Tmz6uxPZxyiYss+9u5bH9gbL0+wfgP72I67baZnY4ENHfIHmzJplv39qsOtUoqHk4++UmChysZ+IiD9+ru20zZ/sr4r9nAX5NlSOCxb2ugjVGuVb7SRXhUfEa6sjxT1/DgbgyWvnJTrujmr7pWDVXLEpJ6EMImRTwlM57bApKoEBLvKxVUEmUAK0idMDvHegQEOcFxwwyan9u/n3mSIGe0rircUoh1cJyIq3LVTro1BGXLxNF2lAPqdAU+qUIHlNvPn23ubr6WRUSfazc+8al074CEQsmvMpSr1jHmbSWqtq9Z+w+swzLSeLaiptI/UV7vpsiapc5S/KR8jj2GvZGoHLW3sawDD+XqmasQ8wzR30LQGb+3zPCacoYm9AFTUiLSfvfzsp/aw/BEY2+TailwEAp5qLCeg+eATtraVV+3pzIuvcVdZaNU0SqG43lRr3aQJHV90sjbtuZ8RT1lT4WGCVw490gKq2Q3b839iI+o85Mx6T+WQTfKc2XLLja22W287fJ/hOre3rYNMyHiImwUs+w3u5yzvlM+m2kcn7WaXDF7R9u5YbfVqsZsy8Rtr1Pn279vf1//Uyd95nC9XIckLEbQMKj62VQsMsRefGbw+9G0nIX3MlmKeM8+J7IHtBwSTO6O24yv5dYxoJW9AaQezHN+nIE6cm6OxXyh4IFHcm0dkkLP4KnD4eDDNwOb1co1JrNG9nCVvovHvvmFn/V97lgd1G6o5ZLUKWWKRxHZFtYiq7VJVRZBh72R/Puf/gVn+CbDcVWAZLT5W/ySQ7Tso2OghmIEDMQ9lcvVz2bVkDDGOIx7ecu9lDgt9nJpx9XNpdfp3di+MOcchw87bLhXDyqoKVTk66KLJwEdsn+BHwR06WN4w2WIGcp6JnA29oqc3JCNU9ek79eq+Vz09a3GwTB9HSze88IzJv+Wjj5LJlmHg4KA2zc9zVje7QKfebe/NDqYduS4gGvY3enxDRkPPcnxCKq9hfBUjA0LO5KMZPCHUT7n7NWwu/d5xLWPAfMivC73aSRoc/44A2yQaZ1Bili/rJjdsJY9h/hAJZS4a+AbphhUkZbruyI08WHPeKWj758JgIs/ry587elWyYUP+WirDzkx8sNrZUMO3S7+WJL5tJs+xCcdpZMCpe9iYF161r1qzeShY0E9L765kubjxzZujhF2D3cskR95+7UGKSK3snW8+tw91zbsIZM1SIt5BrJ/Lev3hT7PrUmWcxAwDGU+QFRTbITUTg9wC6a82ry56YL/RgztLPXF3Xz5Km6t0JDoX78khAW+LydIyJbad7KCjt7YeXStsqhjXLmJ93YTLe2Oi35ighQEIiRNgmWBMsF5GDyRrS98kqJCg8Tv0OdM3TEXNR4nQq61zqVGyBBBnY2g1b6Ft3qOX2TG32ybTp1iT2ioaGxttkwM2tYN/vZ4qtHLK1WeZoeSATJ2+FQC7J7vaLPi7BzpAs64JPTpUXOlXcdAo5maGAhMVV+TkgELOBffJAO7RZ4w8m15VZEuN9ESqH6bNS+pZTsxyRdO8kIPRcaA/TdoIypAT0SOTKpEAtfk6NmCZJJINzJ2mdUwA+oordLJ/3HqH3fUzRke1aVlp6wssL4A119UtV0lj7twFtsY+m9iDG6xip2vkzq6zZlvLGnGMJaCYa+FV0R8By1Swy1TsQ0reWoDTR8wo6w2DJWJggF8v7Ok+U1ygMFDamwyIcbDsvcwlfZv6RgEsY06SAKsbHWZmOcmwU0aawHJIzxJJU8hnY3RPcsN2yiRYRXp/YJDz6KhcMIl5toCSzOyxwQv46nnjHjHWoQiW9bobfMX68EITwUKfoVqf6+4PZmsNzrcvamSGt8NQjTpqsBYyOznljTdtv2XzrF6LACfsSCJixFGZz7NdnoGHncRMxItZ+mEiMcUdZNhIMpFbQ0/xPjVax499Pse+1cPc+aUJdpfAcg+5e5J7ABBgUTAb9OtKTEuxhhYRiqrObBF7kpLJx96p+Jjlw1kG+19HRykO5xYeBw0kjj/sWU6A3MEycVV7TGtVaBpVeFhpm9Wth/bUjVZf0dZYvbPWiY6f5Hu4U0cRhzFN8RkKAAoGOYHlwrpxsEzCwz4W14g/JG08Wzzvy8utY7ZvyLBjHFiAQOKU+vDcMTaSpvw+0cucXMadcQ7mkEvIs1LaBoDBE2DITQK9PcBP33dWwC+GYDDIxIKYThVKG9YlasI2mGwl4Ij7Or4KSxwsRyGlWQ/csY+8a2WPviPjRRXrXTbL/eSsoufczT+1b3Hd+YOhGuzmLKmUjjx+M9t66Op63yZ/poOZD1USsdpNF3VB2P9nKb5j2IgCKMY9peuajLyiZznAH89QuLSHGzaPovfskjd4zzKxRrlHuj+sP4rKDbpHOMo7QE95gBdAAASKuUf87liNjvrfBl/d24tZlsEXPcsxqilyGV+fnsCTe+QMJ/qJXTtAIds9W7TXNE3TZ54aBTrPw3gOW/v85laKswVzwQgB/jPcq/CAKfb8+3Edp8Ms01msz8q1y4tT32yliz196jw79Cj56lxzoo147DU7/pBL9D5L7de/GWqX3HCCgMqzdsKhV4vJ3VTrvsoeu/8lzZ5d1W575AJ97wU74qC/2W67DLE11hlo302cLn+Rt23Y7hvo87SykU+MkVKj1rbbbV0b/fIH1rtvN3kCrGsTv56s331JhXHljFrXnWQktfcB21iPFWrtiYdfFQAos779e9m/H3rFFgogIIlh3dbNq7d7HrvQ1t94NTtoj1Pt4adfFFXUzq678Y+27uA17ZLh/7Q3xS7vutcmeg4BWuPsgCN3tZPOOMg+eu8zu/maR+2lkeP1fM237XbexDbbYg0VoRvtqcdfsc8+nKxnRTJt3ZDCFBY3a408E0aZnM/zSeTTzizD2CK/xjUb5jYp/Rxk09OcVIjJVTtPb4lJKxiRxWinnKfTRhfqG5SS/H7I0cmdXZ2ZCCrywOzbgEKU58x7mGGKk8t1uG9Hj7W7dsN+pukpHCd7CqD7qZ5TZ6/vpYkoVx5hLz/zvC3F2Eug1uchI90FiOm5YvZvk+4ZudJseaagWjEV1odKKnylxsmtLUJttmJUx9TL7JNEMPgit3JflMgNIVxo2SOfAeDBcsb3ZfinOOMO0spNYFXffXuSXXHBA5HXY9zm3kpa/PQTazzTvscOtS036+txgvsmzyzf53yflOp2zpCJ1m56tZV9XR09y8lwjmfDW9NcZcdxE1iGzMjPq2OkcI+mX7pM5+EHQO4AACAASURBVDhhQD/74NVvbMotI2yyVBiRh9AyINqyYYG122Vde/WCY+UTMtUe/0SKy+Tv0bd/VwHdSqnpWPOLBUjneA7Cfstnr9I+QCGB9kUKtqggYZLJRykMulJT8QtgT6sWBe9mlJAqNLjvDZJ53SuUSosEwn0clu6FrH6cWVbNyNspq2tQL2EsGepGPHlQY7pqEddtmGdcsSWCHrLZtl7UeuWFF238O6/aSf9XZrm/mOUqMcstGA2URguxOWPwBbN8yJFils/7lWTYv5BZvullu+x8mOWQunAhOovVe3DkFfrQi2yv7U7VAwHRD7ALhtnl2Rg+aePDBRCQDJDVlFmXCFN1YJPwYfCq3PkcQoKvZwaxUVFlgV6eK4D8q99sZxdcepxdd/k9Mhu7X2ZPNfqJeNDzfGFnc9P85Ww25rb3Xi1L5+YscVTdsrlDzM7DHTsSg4Cx0TsQzuEsxDQqwI2RAlyGzDxcAWElYn4dRi3IXELuQo8GiVgA3mC7XcbsoBFQCviG7Y2KVAj94mv004SZmo+tKlT7inOWo6qoYyN1yQx7qkbSszxQc5Z3nvWuXSY37PYqpkTfS4Bld0zkKpAAOFgm+Ukbp4NlemhS5TIPvadXufB5CH5JVuPnBrPMeKpiz3LBIMwrnBQFXBWbtm8Xurtsjiq1wqd9cMOf7JTerW27Lya56dRsjfmooSKlhxDFEwCNcTSt5jTZ5oPXtr206Q1fNMe+lhlEVwVOwCW/BxtVpeQa1tNd4HVQJKB4Xrn5E5JR7fRPVVfbsxPn2jHTplgHycG+r66y+68dZY3jvxDLQxCjtzkqqppWio5Pg+Wr7Iy/7iwnRplaKWgioa5WEjd9JixA9EcThAnqJKkO0FUdJPnwPiQ2KjZE792Nng2SKDe8SuOZZtVJvshsY5IrzLQEHmvkzLhUn/tx9Urdde6/bTXN3VvUSpuKTmur47e3o9bobN/IERL2z2XPuv8+niKNwA0HwgDLwbZTaWV0AgEywD2yakAL1T96kpGB8m93Ii/0nQRYBhwSQOkdqlQhq+NbY6z8xZecWS5vnBeKAsdvjOxS8NTNJ8jC0nhw1HvAGCEFJ1gDxGa7QRuMerP1WbGTXXP9bXbzbXf4c/nfmOXWmjO4Vu9dnP1kdTGyjj91Yuq/3nCg/f3Y7WyNmfPEQuqEMljWeXE+JLecy3JsmR7GxUvK7bNPJ9hTz4yws888U9eJxDrGLpEIs6EWQUnIXV3WWirDBizrugVYTswUz7he9xE9zK1lRFQCEoAVmFpex6E7A9YYZZJcr11qm7JtT2hL3bCjEMSfPLuYPqtwmI416IBV945NkhmIpU6+1IaQg+GGnfyVPMnOr6M8cJWC1nCNFvZ1X8yzx+8eYx2nzbLWYm54rrruvp5tsd+mts1HE61Fl3JPjnPhEzBISwX9+cw0LzLIweQDlpHBOthSRCZ+kMyUKUnCrKVOyQGs48vvT7Hb7n3bvhu0gq369sdWpl19qX4mEBmFoXCG5VbHiJ4oarjZjTPLhOAAyxzLZ8UrfubZxWG0hDEcqpokw07v7XsVexngi30hgbF4nZ0DGR8GO8CMJMHV64CpNmI+Fit5/0br/aB91rdfb7e6zf5+ro9GaaG+G79O+j+eF9ZTJ8kRHWGk8giHytJcHz+Ujs2XmP8drvOFdan45MUsd2MvMsLulK4CHGoPnn3um4NAnTG96Qu1Nt14LpCsrxn6x7xtwJ+VeM68tOxgGSDLfhbHzsVvWhkw7AtQFb/BevLRUbrPef3lYyDRR3FAAREZNp+cnnsSXEwMs/HcMq3dK2942b546TNrW1Wp2I7sNIHCBAazwqvU4IuYO09J7f4HrW877j1YyZ3GDSKLdRYXUBwxi7jNefK5KdyRMJIkZlWKM8v/0bMcPa0L9TptYkV5dvTD5jnLuWfZi2x4OfBcUyzUvpaf91wYKcqwj/hZPcvd2m1kPTv2FzFBz3J+6sJ/xEdQco08dkSWAUvsbtYpF6F/fkrDe3bVTafaCr1WVGxs0mcvtydGPGF3XPmc9eq+looW5HrJX8ZXRxALyxmmppYFDEPdyNNzqgAHsRIi3SAfoD2mVp4XI165xp+XPbY+3r76dLLd/PD5tt2OG9qxvznHnnx0tL3+6d224opdbd1++9gaa/W3ux6/UFL8x+z2fzxrz42+0kfZHPrr82z0K+/ZO9/eo3Vdbmv12Mc23mY9u+WBs2zy99O037XV+lXrkiTaTzz6kp148MXWvVd3u/NfZ9vAVfpK+jvXR/i01c9VtS+3rdY+xqZMnu1sG4z77Jl1dur5h9lxJ+0tlnmuPff0OHvjlfdtzGvv2mefTbOutVVeWHj1gxv1PFTZ0I1+Z4+MvEwtZO29IDNZU2W2WOMIO/NvB9khx/5KjLfkx0ps5ooAOnTv8+29tz/VnirbYGUbmUQJgzEKhsEY557kGElKPpnBMr3L0YOcx4PF9JoY/RS+JtGKSL7pE2XSVBd6jWM+Mm7Y4b7tbtfu74MMW6oSXLGZtOPth9Gb7C2fupE+esoZ6eUVlQGKUbtkRWr0XofvTpKPCyy3nFtnH/xhb7PfDLFrX/7I+nURyBTAQkY9Z6bykI55pKfyED2nNXioKFb0L9fIqNoe9ohA7YgXxlmTVEaNEAxqYcrmocS5aCeL55hiMEAQTxn2caTBxEBUXnnOMou1WfnbLnsOU+7TwXbd6nj78L0pTiJEG6n2deVog07e0Q5ce0Vrt0CjMqU85Dj+RKT8XlN7bc7GkzQXXuav31dZqwruT5AXAZaT0apyUhQmgPGcH7NegtyBWSb2yENHk2Lue/5De+Cml6yvWPGlajNqI5M5Hzepz9W1f2d7/c4/2/5SLPz+y69tjoIZDPHMWfNsm6HbWOcuYr/9z1Ib9ezTiumavyyQ5m7Y2h8apPRrowIW8d19dgSmAb+YaaKKRD1H/sxn4Cu5is9ZhuyBWKGwgRFtKjxCEEEsYAabr3XIsGPyBdecAiWMtXsTpeLqHOUIkEM9e/d1pccXn0+0d8Usn33eeX72v1iGDbPcrlx6+ASG3GSKZEEzvabSs/x/YpY3tDt1YwDLXeVOS6VZ8VPzZ8ttpCQyjUIfQzc8QTdLPUOwvTysMMhq7iaJXigptz+sADjxPR1J+OkTlEECQJcE0seb6CFkNFW1xtuwP3u1WokRydX0+rl23NF72aU3nmBXX3SfXTz8buvUBbCcZhs76xnANWb/UuUqMsx5NpwzzXqwkf0iDXETB09mQioc4DESKzbPLNH2oERlD4bZAazeIwUdH87uzDlGV4lhTQ7WzLpuIxkiX2POXTDqVAaRwaT5B16NBTTHDpIeIjbSdKziQPmo7lH1C1v+bGzGMdIMPap67jjY2hgdRc/ybnVv28XddhQ4XODzTkmU8iiukJtRKRNg9VMKZtldGd2URteUyiJBVJ/DmfKSY1MpBKjjBo4cu9xdEqO/HAUB9veZ/YahDyO3NCIh7ZjeK6Vds0xak0ZZxH/6wMnWYvBAu23E89ZFfUxLxNo2usFXuObVCETMUWJdpqStGYkOoFIJUCe5ZSO58bltPnAe2VWAZa/aKWhgrIXZFCnt89/Nsxte/sw6v/65Cglia/r2tGkySyiTUqK9epWaFRELxR/1qwEa11mnu+2yrxKSnu1Cpiww2UCShfRbST1gk95fGGYSvADqMZrJk28FRBgVB8tJmgcgpy+H94DtgcVl9m8nenhhHBidpa/MOJ4/W+6tvWrssGtftz5Pj7YFbSqttm+1HX/qrtaD6wBTq6BHxRCQBBjk87opkRJgAmATAVDfI0DiOEjSx2aBBIdeZGcpYZZJ1vX5ZmEoxOxjl7irCojNP30lvslQgVVgrW1n7V57U33LL9n3J58mk7F5vimGToMxLiH7hc2nIslGFqO9eE9JulUdDml3JPyz9Tn79a21f9xyp5jlO/3R+F9geZ0+O/vndUWIxxsl4+rdm9Kj1g5gDM+aK6rKSWIY7Epm22N2LGNy4hH0sSfQQC3b2yOPP2BXX3eT/fG4Y+zQg/bXjOk5vgbb614xUomf5UY6KyY2n2tN9ToDb4oSqAKQ+3GtoxcoknAMyKhCUxwoJOGAaL3epIpslmdnyRZZdRh5RV9sgI/44/3juicBDIPB9n5LrRvWQZ5tnY9dJ1O3ttoUWQd5/i0AnrUBWK5WoakwS1drx193w5Mo8FQpeRz+8UwbcfOrtvb3s/yeLtPG0NS1k23z133sNypsTVbhgzWcC4AeW3SMORitwOApuQ1mXsmpM5panzLmaU/fvG6Gg03FhkV6vm4fP8WWfjPZJn07y2oFpCZ8O8fHp1Woks6otCi05vYCnrmYjhC3NNa/m9sRu9LrEenjGjpbk8ByAWjq9TD4QjdX5ON85Bh7AcVemJeSY/jr+mEHJg4NA4AvUUGUJHqJ3Fo7aH74xqfsbkOVE+OEPxePAz3bnF/uVSVhR3VRo4TIixyOcRyF6l7DLCvBdGfWtGa510j0FStYYIV9DFCnZ421GgZz8fOuhHDGmddpA4gLwRlz/xlr5rPKC8xyKCF4VlyF4cWMXNSAQc7rLxVr0nvV8zx7e0CA6jh49K3/uBs2yVpLn/35HwZfih1MRmgt8Dz5q+l2qQqGc2kQVJEB34bSUV0c68fcsNtqL5ssid8+hwy2gw7cROcNWA4VBjJ2FDYUa7ye5s9QMM4UaH7aDbvEPA8ZNi7JWjKVpa0MBbBc6oYdSTX9fcRU4t/yrSChwqhUkejnumF3K3HDdrDv+v0ftJn5xJFw9GVhFdcvNJcKls2f2bgPH7ce3aRgSn/uvf8+O/7AC61f77W1Dsj14rniL64CTPGmUCjh2xmYI8MmpeDHU+Esr08v0GgxzppRb9fdfarGz2wm6fJFAqHv2OhPbldhbb7tvNmJYqYW2aMvXCRAu6INHnCQrbPBAAHcv9rz2gN79+mq3LSrHXPgeRqH876k09X2tMAzYHnTVQ6xIZuvY7c9dLZNUs/33sNOV5wUO/3ipS55Xq/fAXbkCb+20847xO69bYT96ZirxApvbtffebry1/m2x7Yn2fTJc32cGCkasa9MUu+zLj7Mdt5ja1eH8Wf+/Ea7/44nxUDeq1yujT356mVWU1tjW611mK2+7sp29+MX2JuvjLffHXSh9R+4gpz5L7fXX3rbdt3mRFt1tZXthbHX21tvfmAH73mWgGB7XScVf/A5cGPVoqzZe6lT+2IoOZPRbJpWkt2zW5C/UawuuF0Xf44iEqOayAEdLLviM01WSWNnUWOSU8MIc3zyXR8tlXqW/ecBu+SHBWPf1ApIz3RikGGW3c07teMBnmGkyRuDgaZlULFM+dei7p3s478eYS02WMnefeNF+1Sjq2oBuSjcGAfK+E8VrChuVwsMMzIKafBW/Vex02ZNtR0nyWRN+Qk96hRW2Std2uuKv5i4UaHYsVC5IJL6RQ6W1a6oAiBFMvKdMuV5kAqd1Lr1xZfT5ew8T3lkR3vs3hEaWdUUqieZBDbOabCBm61iw07d0VbUcQetu5ZGXa6gWcBjbeqUOmGvKL4vFdEydfA31vO7bmIuKwSWg3RzRQ6FKj0YTDqogIXF40X5sodo3TvGbLoBmBfQkTcrBuvfV1/1vM39fIa1QBGkzzBXIxBr1LPfaZN+9soOQ+ySBfNt8MzZNrtDpQzzFlr/ft3U09/dWxAwoysXOKYV4duvJzrDTGwjZpE3N2rPwVAMsOwzpxmPhRKQEaza+xn15N4zSNr1HLjBl4PlIrPsJI8TKbS9hEkqmLG6mmsMmKZYDznETOtoBaQNhdwC1Sbfz941kLG4bbdu3d7efe8tO+mUs/x5+8VguX/nYdpcOmthizl0KUSMaeLGT5s633571DA7TT3L/6/MMgZfayeDrysuuE/Of2KWdQNZXLXSyT/52nUOlnfePINlDFyoWMm1VHNW+/TvYweK1e7br7c+fJ2N/Peb9uLTbyp9aGO/PXoHnV+ZjX39Pf19dw+k/37kVXvxmdGqYJT74tj/kO1s0602sM8+/tqmz6izM84/wq675B4Bd4FlDQRHBxHMch4dlVnt1N/hDoIAdRyaw77enQdTH0VmPd3wKpk6pEwjJaOAZkAGPdbhfheW/iwYgkzpkPaw0ndJuIPFkC2H0UGAx5BnUzGkHyice2BVQxoe/87GY2zUDpaRLpP4JynMQu//pYc55inHqDCxuQKsHgD9HGCeFQxSz/LOc962y3vuIMkxzHIwIu7o7T3LbGBZOhU7o0MJGGVnVVLPjAfTCIKFwkSuPHqhIsux1dus/j+/pixqGPhciEiFAJexcw76j//dt3N9duaWSs5hZUvsnbvPtxZiBO97/nkbIOnzVBhlBUwY5m5iMN5f0NoOV+/PSFXPygSKke/VCDwDKnnoAX4AOx+2jmmCsmkqbMg5Yf/KOlTYWWf926aMFVCWOdUSBf1FmBGwObQUG4acxueEJ+Zfm5cpSJ5+wa5Wo7UHiHZ2NLlGu0GWIhl2/vPp/wAs0y8Nm5qk0FwQAj5sArJHH5ORmGUpqdM8OyTcYsi9/zDNCsxflXTSt0Nx4MKLRtmMzye5/Ka13LEPOmmYrSOAOxfpt4IZzIY7mmJKB5mKdDEFPqqFbA4kuBwDeRMJMwEzjLtC5hlsh9xjJYHHsIxzd/t/bV7BLCugqtgFC9pWZiZVo9XXI7A86U9/sbLGuW4WRMLW2s3NwhF8KWDZZeaAZAVJNj4dc46qtDAuFBp8ZJb6jfr17WxXX3ubpNi3+7r87z3LlepZ3llGF8GSUPn2xAy5+RwBlKHr2l7HDbVNlsy3JmSXrHMltlSZAewx47TIgLJZUBE/5S9n2dvjx/m1++f1l9tmmw62aZPrrUNHmQfp+eIeMquwWdVdNm9n8HAXTsjb5y+7PFv3V9c494sDagHFGClRQS2dExxy1+xIndLKhOwClNADVgREwezF65lMCgxPJRhZa4yOCmY5QLS7XuqkGNVUNC2KcUxcE5jfbPpEAaBZ93gBc5Z1nQAyDz0xwc4f9aVtPGmq+qAEulsssonq0Vv92B3synW6qLV+qfchVasXL8yyigCeZ5UNGAaRZKBC62KWKkivTmxQBX6yjVay2faVD2yDIf1tky0G2dWXv2CvvvCJzRnY2brJm6B1g9gunZPKL3puda/17Hry7lgyQDasRVsHUITVJMPmde0DeFiE3JUknl+CQS7KsP2KO/Cm9xkfCgAv8SzWlsutvQ+P+6+F4dlNKki5JwRgmfUX8dRrM4r9C5S0tdAYj6G7rGVHHLetNWDwRmFEz527sWcwmT6Ljz7Rs1GoiKTP57Mo9dy6zBbQCuDQMT1BSTL2zOCxPn10mX4WFUg4wYfRYsxZjnWZ5brZ+I8e9eLoqMSY6tl0IxaX4sc99VNl/RUMvuI+5+/Rn46ruxd30k3KiodgljOAT+vSFQ/4VcAsxwXxc0qjo+Jzt7QzHhpvEx8cLZJADReMpHFDIy40tzsk/8u7YQdLTX9osxjEM/+4lQ1CLpiqDWHkFQob2i7CWyCNX/uBS3s+JxJL8gYY5NyO4TL2Ehl2Lk7w+f+DWY6l6c8AiTpsWFZ5xLKN0W/0LO9/yM9jlrtWbWzd1bO8RPGI2JtZ9SjIR798qFRSAamw5kJpRiVjZtMn9vzr9yjJHijZZaP2m0q7447b7S/HXWt9V1hL+7/Acl7z8diFZN17kgMEuPjEi136d2ivoyjlZ8DPRwktfkb79ux5ttNem9p1t59hjz80yp574nW79s6z7LbrH7NzTrlJiXalPfDMpbYyYHmlAwSWV7JbH/mbvxPv8/67n0nh+CftLZWufHnhrWtkqFhuGw88WL3Qa9qdj50nl/ynNWP2SuuqqS4jXrtc8uyOtk7v/exv1/3B9tx3Kzvy12fZC89NcAA8QmC338Detu36v7MZU+apJYyHLSpKcyWbXqQ+6rXXX9k23GRlgfE1bHsx4OStfzjqSnv4rlE25tObtEe0tw1XOsS6rdDVRr11veTXY2ynYSfbyScdaOddepR99P5X9vGHXzs42XOfrZ1w2mjlIxywoEQLN+yYrgKD7ODUR0blKSXkZ8kN23uSKexBZgSzHJNRwq06XK+DYClMTtGacAKp0Gus5xHyR/8ud7NYvk+sC18ZmGPy2uhJ5t9BSGHMS04aLtrFXuR43/Tv5AdEDu6+QQ7C43wpYJpAumlPalIc/PKpi2z43O9so/cm2oKu7WTSKeKD2bsuEVYugfQXLxG1i10xqLe9UN3Zxn40wT5Snl6luNGsnA+w7B4O2hMpROEHA8im9Sumc0Aa4A9jYly30hqvshH/es7j50ydx4czG2zCg2Pt7TGf6FzLfL+nCIKBb5MM21Yf3Ee4ZWufjzx//kJbb/D61m+lfjbujVfkmk3xWBhITDNjFmeu/531+3xFKXx0nXQ8xLMROqPYRH7oMmx9ruynQzxv44aCoT4BVHbQNX9Lnk0nj55i6970uC1TDrtY59J03A627y5Sc4md5w3byJlsnp4pXSrlaAtsnXXXsAGD1pCcfKx98t6H6nFWMUbvWyk3M/Iy1IUo+9qpUA2zjNTd3bD1H9oYndRgtBOgFyk8Mmzy6eyGjRFX8umhbaRG/eS001GQ5V5R4PQ5y4l5pl0HogmSKJjn1HaoezpHBXaOAyHhiiLIFIFn3LDff3+Mepb/z8zytlokXRU2gvWLB0QLXJvONLmi/RaDr3P2/flu2F4epIoQBl933CSDr/MFltVfBVKkSlDbucKefuMafZhm23GTP6hiLnmZZKoYIMGSrdhHsprXr1HwKrN3xn1kK6/WT5tKhR194Ln26ANjbLRkKiutvKLA/EwNHZ9nA1fv7xvdb3b7iz3/zHi78OoT7NBjdlI1p06uiPOsq9ihKi3oay4Vs3zWvWKWdS76vLmPwllMB2bRV5EZWIBqKdMMcCvOCMbsIIAqAcilK2kBh4zCW1V8tABfs2EVwSEqcsWZzhwzwHKMzKK/OEZnRXAJxj1ep3cjRo6EBNkNvhwsOyXgyQ+bcJbA+OB3AhLAHclLYpSz27cbf6m/BDM1krIA7Lp/zFnWPLVd5r5tlzFnWTJ9wHeWyDnwJwUsgOWoeHni5z1WxfMu9CL758N1ETl9sDc+Kix9LeNrkvswa60V5gRc48R1FI6dtrkC68RR3Ulcjo2LG8Q0V9r7qt622GUDe0HD0+WhFQyym03pYRRQW1yNfKfJnZthKmEH5/oc5uhzJIlB5pElxySxMd+3rY0Z+5Xde99bVi6gQ4HCe4BSYYJNplyfA1MDzLMWSeI9Rw5/hx65re24WR/7Vu6InZK9PTJlGFbAch57BPikuubzlXOPsLO7kTB6T5wXXBR0AI/esxzgcYEqdDCKyJBhHJEQdRS7NEfGXnweQMvXsiO8+bQHrYUkY6K/bUq/Lnb8CdvbDt3LbJbeByRVKaOg1lQQFYibAa08LQJBjKliXbdTgJtLtVABkjFbjG2qlzsufaGwlCGJkexHga+OhNcDXhQHkMJX0avMXEIFeTflEbPc/k0xyy/L4OtkybAb5llLfVCkTgRVd3oEdGH8oI2Ka+YmaC7HRl4bxQFnTunV1uf1nmUxy3fe83OY5SrboM+O1kg/tj+fKECklki9R5tu2N9+e/jWGrVFghzJvINlXX/uF+A/m77BKjOyZNasRtt5zwPs2ovL7KXXGuyxERV2312X+YzvpepVWiz1QZ1mhPfv09sGDupns6g8a4eInuWg8ADPJMKYmpW+HiCb3iFtgj5POQMDxp2o2Mcm4/2ZCSXzZg6KozfUe6IyQtS3omcZx2U/bIBBAAA9oDDLac6yvw6Ap2cUFrwErLSC6dXaxw25RkynbpbMdCkCqepPz6gOWK3PdrvmOo566n3Nk2y0pSp4UsBDftegp7zpVxvZ7Tuu4pJIzJ2qZc7hLtLOYIUc3XtDtf4w/CFRbKhvspvve9PGjP7OOqlA+6UYhk4z51itNu0+Q/rZh89JmihH9zKxD4KbeitQQMx/5/oQU6GuAjSG9wOJXZmD4vBhcKdQnafvB4yOIh7p52Cu+RkSTRK/cHEOuW2AZVhL/s5n4IInN2zk1iQ0MDjEbMCIfp+EETDYVsWDJRRlhEZbMj5GpkNdhq5ni2W+94ftVrXOSOd0HB9DwzghPWdInpHeBfzQiCgkzKWjyxIzP1fMKMUMnzELGOGsUgHEmWIfBRWfw8GykswAy6Uy7OhNZqQabstZ2cB70roCY4D5TYDiSO5QbeBeD1jOBZAo8IbqBuYgZgRnBBZjl1wa7gW7eJ/W+j9608q1P7UtmUnuo5KUqFKcwS2d9Z2BN7F0mY4PW9tGce2mG160N5/7QM9peYzI8f70ErCsX6ZoC4NFDzDrpZVem6rq3uCNVrFzj9rQ6nCYTa1Xfp2IY96zHOCXe/Df3bB/fHQUew++JMgSC33/P8ksx14QiiJdb5eehx7HDb58H5DB10FH2DeTshv2f5mzTM8yc5YV/6PI4hUVB82o2TgvpmyEkC2pN7J8nZYCqcPqxCy/9cHj1r17kVm+T8zysWKW+66wtoM637dTuuBdAl58ByRHX7g/jFxdZNh67njOAiQHWOZP8e8RL8sEMJ4be42v2Ylff29rrbeq7b/LGSJUPlJxt6099NxFDpbXG/AbgeWBdvsj5ys/rLdPP/zONt5idbvozBvtmsv+pdywkz0z+gpnljccdLBtuNnaAsvn2kN3jLBTBPhrNdXlkVGXyAOns63de1/769W/t73331rM9HB74pE3lE9U2TNjr1b/cjfbccNjlaOqfUf75GLFwRq5Lp93+e98nSP5bpap13RJWc/88352xt9+J3b6GTv9+Cts3Od3STrc3jZe5be2Qv8VJDG/2l55fqztscOf7ISTf2PDLzxGAP9j++LTSVrvKkhrju1cmZRBjwAAIABJREFUAZ8H73hGe+JCV5+hwCTPchCc3KjJU2IOc+pZdqIom7uGwSwqmZjXTIwoJTcoIOJ2LdDrv59GeyayI6toyGPJ4/g3MZr1GYZf5Lcp75V60ckTQDnFqjQaFrCcvXrCMyDcuDleoWfZ3bajlzkzzN62KJKiev5ce32d1c2uPNBuFDZYV+7WM9SKh7LNZ/T6SE5UGzpHsbu7rjLIKpUDPlE/2b5TLlSpmAKDXEPR3+cslyUvmWib8H5a5SLeZqHc0PS89+izmjXrORs5cpRGZJar0PKdjRz3jXVRUUSqZ29hYL+nkNQs1LpIJnMXnLildRFz28hzhkzdQbiuk/sKxR7bUufTWNlg3/aZopa5lXTdAelRBPF53npH1Vw8rnrfsPKBUAGi1PDHx68tHjuYflKvmah4feyTH9kaz7xtLZkao7jR+8w97bjeMl/WOmyBD46evWbt3ajGmsQc18hLpKVGa3bsrKkBWreT1Nu9QNiuVGZNzEeRSKEmAHu0ojQKPKN4YY9y9aSuITkNyieKrIDhPM0EpnhenVR6nZT7NrDfROEQZVGes0ze52CZ0VHe4qh7ibEt7D/945jqYRaaCr+Y4mrr1J8K+0Bu2L8/7WyPHb+YWR7QVUBIzPIyzVnmwYmZayQFAstT690N+xQfHfX/1rNcZJYFli+4J5hlBXMubG1tpT31umTYksnuuvnxuumNqhpKP6+AC1vUp0+NbTF0M3tfM9MefPp1G/6Xg+1MNZ1ff9m9ds5pt9jIN65VwFvVTj/hYrta1cPrrj3VDv3dHnbeadfKDfE1G/P5PTZrep39etgf7esvJts/HzjXHQevvfguu/yCxCyrREPVrFBd8/6LGKDOA+9jngCPjJSinyIzy/6VwBKz44qjlCLBiHWaVitxXxsASYjPl3ZJHWxZGHjB7hJ86PlAhhxsbxgeRH+cgkpy4M6MM0leBo0BmmGEEtPsyV3kSw5YU99wjHcKYEti4NLnJJXJgDWbN/jgdx2zUYt6ZYHlneWGfVmvodZejqHRNxxS6Nz3mMEyDyjHZrNmN2VjdaCu36ECyJB6RhTQI+MVSSqJidX2imPqE3STG+9RSbMZ/ViRAvpH47OlaOBO3En+7gUKxmohydd97DBtpr12tSTZO61ir419x5o7VdgC2FAl8q01S+8iuVA+ZpX28eTP7AvJXTozc88l0aqU6SEHADKAHlaP6l25u00tsztvfV2SqE/0mXSejJEiifOeICq1JJFs+upNVv9Wg47Zvpf6pAZU217D1rEe6nmdKcBejUGEwCUjhDC+8oHuCkzRfxvMrTtxlzLLugiAY2fq9NWlPzCsLn8RQFM0hO2hL2aOEmLk2AT8TgpWc3QMqqOMhtt15iLrefoD1qMS9s6s05C+dsz+Q6ynfm6eNpQKgb0XtdHPnz7HaiTt2VTrH0dggjjHhrnkfAHonEMGrIywgVkOZ0J9Lp1DrdomkEgTyFwqI2AXgYx+E9hwfdW1LtO4m+o3x1jZKy/apJPOsArN9yZw+wai4IsM3udH69oCDokRfmxnlgHHSKcwDWNMlaTfYrN79ehoN918h3qWb/cA+d9l2FW2fp9k8EVhicQPvkO3t9W8BTb24GHW4pT9bNSn461c7j0AGZI6NqowNos+HXraylTgQ+r54P1P2fC//d0+HN3Peq3Q0gat86VNn5UyvfSFxO7h+26xFXv3FFhekMByKVghES6C5Sw7dmfewpzlovO0S64cLKviWuijTghYx3QGz+XWMIqlMlhtaomFLLJiVJZxryyds1wEVmyWAZbD8K1BjO2YN77WfWpr06bMVG9ttXXQBr7n7mtLkihwJxnxK8+Otzs1sqJa7qOUyIkRS3CJl1RqQV2jbbrHenboYZvJFGeh9/LjZImUF3VBjG6JcyK5QH0xT2zM7698wZY+Pk795FILYWJC0Vf3p1lAc6H2m3I9l0RHgGmw3QFYiY3ED58vnvBZFB/1uz7TMzPL7vnr50pMLnXDJonnj/stJAbZ2TdnwwHdgGX+TuyN9J5jUAAkqYl5p5kpoLCqmKKEpkGhpi2LXzKyJVKufHzf+WZdxVjNmmQd6hv1MYOZ5ZmEzUdW6KqDtPMQp0L5QSwNQOqRWedRmLOcYqqDumSO1UYxf/k537Q8hNnT8gZfOJGGvJ71VJSA44YNWA4VAc8Ea5xjcAr1ihGMCYv4nRVJpaOjYr8MoK61L8CPkVswyKmAhLTZW68YL1Lsy/exLt7vixQveuN5L3qtm/U6xbyevdrZv5//xK7897vW79vpajWiyEAPZDJt872LNULMD4OhYs+y9m29Tv/c3pJh//qADT1/icJZtDJ4bzJjA5FQUnyhCOHrFZCeeuz1HtGzrLWmc2znvd2xAGkbK2XBC4UDtpkst8a0zU8RQBwtUcy6h8kPkJn2SD8nEv62kmEfbt/+jDnLuGH3FLO8SD3LUThzuzM/Dp4sbi6a9l6+E4WhCGYUq1sIyExpeN+u+sepmnPfV59FM1wVD0c8+YTdfsVI69l9dd2XBQVeOD0RBTfsGLuk4/mt1hFSAYrjuhqGa1cIocklW/+maDZjxhy79IYTbe8Dd/Z78umHX9he2/9Z15o55IvtgWcDLA9Z+UBbc53+Mvj6q0ZHvWBn/OF6G/vZbT6LdqdNTtSaa7RR79woZrnMNln1YBuy6dp228PDBUSftpOPv966dOmg0U4XK5/tJDXSgRrLNUwA+Bh78dmx9ufjr7Vf7b+d/eW8g8RyzbM9t/qTepbr1B6i5133eInm6D6h3uoB8kq47pL77aG7X5Bjb4WdfPYB6q/eyC46+3a78qIHbMwn/xRoaG8bDTpcCsve9pTA+yuj3rJDdj/fBm+6qj34zIXqGR1jOw47yQbpOp990UHqV/7S7r99lFhslHnRs0yelaex0A7n91D3zIkO2kBSL7OrK92PJphoxwD8vDO5xLD4fuS8MRGFdkJyYnLgYJRhivVvCBn/PcB2MNQYnDLVpuiaDSGFR02oNTODHXLtYJSDQY65yt7i6P46yVAsM+VJ9YkSx/Mv9SC31lzjxg1WtC8e+6v6fCfayNcmWH23SlvEOFHGavp+rfxFsWWxwG3bOq1RPGIE9MoYhZn6/z1+0i6GwZe+j+8Lcmwf5ak1N12qlGPe/s4G3v6aPC8W2HzF6daSkDUpn1FLtC3TvuYFJnJm9Q03qjWs/Xar2YZST+0iLyBIw7ym26aZwjhFR4udnjrlXgvbNdnkFafawM81zs3XeRQfwBPuB6F1ThEdoywn5xjA7YXZaJeM/mh6liPGQwKc/eC7Nvu5961SP9e6pr0deM4eNpB2KlaG9mjwDO9DzGd/IZ7N1lreZvut1aLQU0Z3LylnnS0wLRm1u2GH/DrMXiEKglSCxGmiQEnLHgZejDJFbg1Rop/jXtDaRw5BEZ+WPOTVeFrUMx5SP0/rFr4U7oYththl2Ew7EQHD516g93WDW2Zh6/VcIEa9GK2CMQWnzdJye/Pjt+zcs8/x6PGLwfJK3TD46qSLJBCF7BhDKCrrWhHTpsy3g4/Z3k4Ws/zOmDe0mATnFbGSIrYQtpb7i8dQNi5R+ENgll+2S8Qsd5XBF6BjsTbYWlnqP/3G9Q5KdtlMs+xU1aBnOZtnNdTPk4R7DY082MaGbLKmkqYKGSa0F1i+3/5yym32+vjrbbU1+9v2g4+0CROm2HF/3MOGX3yknfmHa+ytsV/aM29cKYZ5nB1zwIUeFH613xZ22U2/t6suvNcuVf90J/WlIOpZlBy2swO1g+PE6hbZ3cx2EkjCjj/k6plZZlMmEYk+M4fKuCSzZmMbCWYO90CvzgZz5T0ciZFsK4C6EClfKlTkfmIHsgLR0fOcmOUMfJP0O1jtBJbp73HFT4xagL2FQY6Z1DpPvsqgxvs9OJa7YEf10JnmJG0BmDfpIYFZ3lU9yxf1HGbV6mnn87fwWXHBHvtn5e9Um+lZ9pFOvl2noBu9LXludvRex2xnerS9d7uEWSYRRbaee5a9YJEkX/6uChK5qp3q5wGgucZcW2d3tca0liqki56qQfVTnjrXznrvPdtmQZ1NxvBLiWXL6U02bM2Btt6cBXZt/RQZ5rSSEVjM7fUB8wqYGHwRDKiEEcGaJSe784437IMR71l7zXZ2cwUSzSQLZ5zWMgGpPgJpnQb3trs79bIta5bZQb07WR8F2+mSCnesBUSmMUf6d60MeGJWcHLgFgCEzfZZwinRJEf01iYqhQo+mVEmuMxl7pyCBhU4mHPaDwgOsxVsOjqLq8CtJMrBMsmaAP5roz6we295U71NSiIEYr4e2NN2O2tvO15TWhm51VHJ5SZ1La3dybfZ/LMOsDtXrbF+dXXWwPpNZmcESKp50TdMwkw1T0yy2I25jKlKbpH0Sc+YLdM0r/7FJgXARyaJWRpzCZcwBqsaZllg+eVRNu2UM6yljseHdrdFHxEgwxuX0QfoB6ATZJHjcA1n6hhsaIBl7i9GX73kkXDLHXfaHXf/b2Z5OTdsfz7pWQYEqfe7b1d78baTrEU3yfbHv2nVKucuLoDlGB2FDLaNSriTp06zF18ZbQ899LxNnPSpDV6vzEY9Tq9zK/vqqyb77EvJw/uU2b+emm9nXTDTLrv4XBu2/TbuLNkoGb8bJhWY5QQYfEQPr+fRPYm1zKOj3A07gSFkb8w6pu/9P8ByMHXcA2dx0nPKwirIsP1Zimc4nKf1JAGWMyhJzHKMjpJnBI7zSKrUf/TlJ9/buX9+TM+uknkpKuokrZ/evtK2kpNsh+9mW/OH32vcxHQlrmzKESOImyRn0cu2xLp2aW/nXLafnr1ymz4dCadGtKggxZpqrcVCMjFzpkzopAppUFI7ViMuHr31NWmCVWxdVqZPgjS42IvrYwPxl0jSepirDBqLYDnYXY/UDmp/iRt2FE+LRbzMLOc5yzG7Nx/b1TIw1s7gsJ9SWNR603WdIfnmKuv2tC7jP7emTVezKRuvamOGbmnLPvvSPpv5jU0XG98qMdcBlmFlf2QcE9J6PYcAsFIJeCg/YnRUBmP0JPu9pgBSwtYGs0wf2k+B5Yhlpf3S0QZQBMtxbQHsSwsKhrjWGdgFs4whXZFZDlZ2Pr3Jilu0AWSWlSSuMOe7AJbj54mDWkYeAzlsO0kE3/p6lr2t4tkeK3WxxVonIx9/x0aM/Fiu/9FT7UVpd+0t3h/WS2a2wgQtiktt9DMzW1fY9iduZ0eu3dXms5bTs8J1pYCHDNxnP8OGOrsb6yszxV4m0OuwHrzORIAMAnkv+gphUrgeJSS7P7DEN5LJKBvHM0R2gbKGokDMdE87otYy1wm1zxG/O0pu2D9nzvIQMcvhhh3PKPs7+YT+gXIu5x7xHUoavgd6ccM3ZoGNpuli/qcUrmdMzmhpPcVY69N64akgp07Fd3fD9hpDlndHMcWvS5o2AtBbAminUOAfMY4NcGuhFqf6ufNsq+3XtdseVWFJf669+B77u1SEXXp0EFPVZM+qr7dvvx62Tp99bd31B+jn/mb/fvhl2/fXZ9iZp/3Wzvj70e6OfdKRl9nHUx9SzC6z1brvZZtstb7d/vDZImFeUM/wpa6QRBZdKwZ6iCTdDfULRcacoZ9bz487XWaFrG0UaLttfqJinnqWUcLonOfXN9gGG69j195xSspB023UlwnvfGxH7nu+fqbRXvvwNn2/xtbrs49AQjsbqeMxemimCthDhxyjtsiDbZ+Dd7JZUtBUSC5eKcB9+QW32PWXP6K9qJ2uWzFfLCoYmXvMtWfFhNt1tMUFKKXH2ZloiCJ+ztl+WhBD8VgYKZXmLFPYw/grkzg+dlXvs0CjnMrSCFSk9fRG57Gs2TU75jErZgLq03n4v9NcZ0gVHylKbooBGUogB+EB1v375Mvulk3uGj3StBAuEgtaOXemjd1gHWvxyHBb9u039rb24slqi6vSXuZsJypCPRu39Otlh347xTpqH5svNQxGkI36CpkxV7lTB43dnE2BL7Gi3pcr5rkHKobPZttl14y03rr/y/TcS3Lm45l4HFi95IMULVpqHnazyMAVe3S2fYfvYb2cMIuiheMCWFbk324eGwVQ1nxL3ZdZHWdZfaf51ufrXvKhiT034gfxM/qXyb35XZ59H2+qH/DuIJ1SNvhaLOAOmK7QN4596iNr9axyWLUGNom+3WX4nrYV+ZwKSoBk9gv2Yp5nd63W3k7rbLcu8rXStZ07V0VGOXbG6xAEimUoG3VNG3xShRh0wDLMtL5PATHk2KHgxPyT1jL2GfYJz7cxpu3MM6x8VvkbYBglJPkshqeZWXa/F35f3y9Tvb1Z9xQPonqfIEN+GHOW3XtI97RBBYeeWhMXyYn/kRmTzHbf0x+4XwyW+3cdZu00OkoiXa9GlaWZac4sT5snZnmoRkfta+++OVoJi8AyaWSqYBYf9dK/EbyQYwksq2f5zn+8ZJf/9R7rArOsi7hI1ZeOndqpZ1nMshrIt1r7CFuiysxies1UgaESu/9vt7DLbz7D+41vuvJhubC1t9POP9quuehOu+DMO+yld26ylVfvZ7tsfrQGXn8nsPxr+4ua+8/585U29rVP7Zk3b5QBwrt20O5nCHw024HH7GZ/v/w4u+biu2WicI/6RjtqQVF9C8c+lwIWmOQiy0vxoEwPKAlXMMtRZfOAArj0gEJyFlXQbHgRj0FkYPx/zFtOshXveyY5jE3a5brOrAIiw+AsvobzKj+XgXvIsFnQAFa+hhEDzKYf28vZlKEByzwsAe4ByYDckEYTYDBHiP7ozO4WjpkCj2KVDXCwrDnL6llurznc3rPsxjBUJZGaUxSIz15aGCBVKbow5s+Tjcr43Lhih6FZVD6R7XAuUZHMc6ljfFc2MCNCRDLgFdLEqpM65FFW7vTo1UwFB63f9nKKHX38Ttbi7INtzKsCYmKQAVMLBFSfFHu63tQ6G1S5TM6J9J9gRR+VLgAgVUWMalTYsvp2FXbjXa/bxw8JLGkw+1JsCpnN5bc5Ztkt0YM7RZvhfn/Zw07auq9tvaDShijZP/7bSbbQk3sBOSU6dSSx9NCIDagRkPX+W3qVxcIha4ZRTjoAryByDp5Y6gLDKAMeMXWhP8bNKwjgBPpkpMB7zlbQqtExOFZn5tIpOHWuKfdZwU+/8rE9fYNmGqv8Wafk8qtz9rFrelfZasvUv4JMu7q9/eP6Udbqybds/EHb2ImHbGa7T59uM7SGypF+I0X3vuEwJiNQksDBZrvBF5XZxCADmkkiYT3mw6TDCivguflDYpaX6PMtqqiyLu+86czyt3+UicpCiXLptVHmiDkK96W9gibMd3uBRjc0U3CkAom5EcfspNFgGDx01P2FWV5BRYsbb77T/nnrbf4c/i+Dr7VX3NkrndxUijUtlEjPViJy4B93sF/17mCTkYrqmi1MSgcS3kUqoixQv3hZWbP9/dLL7JVXR/uxDtzHbK/dutlmG7b3Hho2H4BemfrlZ09far1W+cI23Whbu/ySs2VGNlfPeVzPMEwqGik5YPDXMbKInkT+sByQg3kvkjaP/HqYeYSJIg7r+fUcjty0RPcgV7Rzzp0Z55KwlVgxSUudWS7tTY5eSHqTeFaQ4iJznjRxml145pNxz3Bv13peov1CYn9V2bVu1XIDiHE2ijBFLRuwrHgXLqlLrUv3drb/bzaxWfObNHqlh63cr8ZGqfJ///Uv2ipiu377++2U0FS5Ec9D9452lqmlEohmqTKI5cQkT9r1viH1jIIhf/ciaAJuvM5eBxDwwlzaz9yPQSfnpjPuhh2gJF6nZkZMpuAZDFf+HB67FWd9dCGfj+Rffys1+CoqfiIus0eUNWs2ayvs9VW41e826Tk4+KQdbbs1u1iT9kYFCmuhh72lCgOMy2iNKSF9PRyFyr/IZzesSYWRrMDh+9mFHkbBgWBKoHy8msCyjxvkB/ksOll3Y/fZ2QHe4vXUM1+Q3BeP7a7rgOKS9cc5UdiiyAiI9h7ndA2RCMMc0Af4Q6WQF2t+MNLMHbfF/gCUyUUyg4myiREi/jy5zDHdI70ec76jFQW59r9GfWKjHnrbpkryuNaAHrbwvS+tafXetuSD77xNAKLU91nWRgKehYIJe7yS9VLH8DJln5+2rVZOtLEdoILGPK119nYeKApRKG64nQ4uvW1AxRrGb+satPNiV5Si3KBPrAfgE5lglpizdpgywKgUYmp2oOd68TO0P3Cvc5HDoTIgjEIkowELKoIoRnBd6df8zaFHqhdysq+biy76b3OWNxSo7SdGSDHH4XBSBbgpVNFU1AsEPL9eBIl4FIozFBzsi6EeyMovV5AslVJDV5miUFZZeBsE7GJSobnMO7U2cATPX5KZlM95Lhw34qDDdT8O56lkv1Ub23O/rQQwKzRG6hWbPGmOF6JRQey+z2buKn3nLc+KHW5vu++9hX044Rsb9dw7unYV9v8R9x7glZdV1/fOlPRkkkzvjRmG3nvvHZUqolhAmo0uHUSRqoD4IALSQRSVDtKkCQMz9DoVpg/TW5JJMpnkW7+97/ucMPqon893XV/e1yfMSXLOv9373muvtdc+6tg9uGP24D3P2ZeO3tldfe+/4xnrP7CvHXrEjvbRu9PsxefFyCmmfVlu/eXaG+6//TmB1Sqraai0LbYY40Xuxx96zX7/xGU2Vm2Cu215ii1f1KyWJq9M+Z62Sm0jY8YOsD32387WU4xrVhCf9MFMe+qx19Vfq6Kg9rvDRe6Uqjj45/v+JtVUqx1w8Oa2855bSy250m676VGxpKvtIBmJ7bDbRr7/PvO4/HyeeU97YYXHOlfCeI4mwOPMcPQk+5rndXIkcle9DvNbGCfqhl+pfS7JrKNnOdQw2fWavMzbz1DJFJjhMPJyhjn1OHtrI4VK723+IrPsoNeVh6kt0XPrmAJTMAJL5JFPANHxeC6emGc8QRh5FcwzuXn0MHv+iKmT/Jbe3XUDK7nvIjvr47dtdxVzV4lJxtS1l3KG1exhKu7PUlwdWSqjK8U/VHqMYSM3oiCM/4t7P2jNLdFoUMgBpg68LTPhv//iaVs2fZ51qIghzZ6fZ7QSkN/HFB8wQovWYIdA8/ZnHGxf22qgTFbVbqU9FZMrogHGXBAfToqo0AYhotqPxniqMDxika1V28/o2cOsUZ5BkBXhC89Njr2Ka+NzlPUzWqN8MkGKMdGuF8wyMuyPNTr0jLvfsI3e+9S6KdfsqWL2qefvZ8PFilPcI/+pUHvY0GHjpIjsb9OnaHSURjk2a5IHBoXkcJVSXGTj1zUYwUJ8KJahTPM5ysoLshs2yiM3gfW2RuTToQDUSHPPmcln3Q1bDLFL5SF/vH0QI7woAojADwMwxU9a+mCY2Uci343RgjDJzjhrX8gybcgV7mlvmbJ+IuX06QtnmB3/Hb90/zVYznOWdam0IYWBUxh8lWh01Cr71sn7qmf5SHtngmTYXLG0HOOO/S9fip6tytgAy3c6s/yAzzlm/uAaJT29ZZH/2MvX+4K79JzblNAw+EfsiQLFu29/Zl//9u52/PePsHNOvU6z8v5g991+iX31m/sJdN9jl11yv7369o02TmD5wB2/r2HTs+0HZxwmO/1v28/Ov8XuuvUZe2vaPZ5kn/r1n9u0KXPtlt9foN8fYb++5g9ilu9zgy/mhbnxFYDVJbRhokWS1NoGcE9GZzg0M8bJnZ2DdSJpymDT3ZhTwuGg2f+7yG74c+0O0sF6Orvbhb12wEqPqzPNYTLWFbh+EUQHUxtSpWCwAyCnXiWUGYlZJsEG7DtLRo+c9/QS0ILVzZ+B+zVu2G4elvqIqdK1CiyPaVpuh8jgy8GyZPph7pBnO7P1ZbCcjyMej0IPb5aCuxFDYrMTswxgzyMNqGy67Ca5HPpcPd+g0/l6WIE9pu095OwRaqKfkEq1S1R4bw+c+kXdP+PfSsTff+EXdsDyeXbKhGlmQ6t9zvJ+225iF0+aZYd0rrKprRqarkXrlSzMtmBq3dRBAVPP0YVWZZNOvMbWLJ1gowdL5oUmzjdojk9BROMwqmXDP26nUbbL4dvZlnIt/EtHlfVXgBi3YLlVaFQakriY2wdYZqyTgrK7RhNQxGoDlnEWFPB16aLOMUapYFYQg9zj+FhDAZaptLnEWcEoXAQBplRFwyQM+WvNoBpb+OkKmz9zrg0cNsBee/UTe/6RjwRwxB7L2fOsyw7SOYqVo7iie9eiz77xyqdswcdzram+2na/8lj7buUa0xx4N8Bwgy9Y3TTb2d2tGcujQFwrszSOAWMvGBUCFglsnC+GTbEJwSwjb+K81ggorFXC0Uejo3q8+KJ9/uPzrefKlT6bmGAbMuyYJ71ErLzP0aNPk/NM/dFcQ9zOGSlDpZFqcH853jM26u777vEg9a/Bcq1GRx3oiTYpGT1UbEuNKmgceoTMvY7ZyWbPWSFpnKrvFKXYjACsOnYS+r59Sm3S5En2m9/eZh98NMmu/VkfO+O0vg4YKWjADLPBsGEcePhUe+P9/vaX+2/yloS12tEYK8JGQY86m0cB/DqI4e/D9TEYq+jrY2OjB71qHbDMnGXkUBhl5N/3laLj9uRZYMWdZbuE7mCcsVxP9R/WtZ49AFRPd8MuHhO58HK5xztY0bGWSsq6fPEq+80Nz6qfaaXOBeBIzyOOzyHfBMi26Q+JodGCzJafWFwfTxYsXLsA4gdiUitnLLR9BHC23H6IXff2XKuXi3VPje4as9kg7xl9RL4VbVTCGfeE2R3VdeKr4o2DF8Ay14kV6jJsnNxzTA72ijjq8my97j3LxOnMLLvcmn6y4uvEeFgQCpvhypsNvog7qKLCudo5N2d+GaMUHiAOdiLDUViKcSqdApTvaWzI+vMWW6sk6yMVv/b+zh62Q69ymQ2H/wUFG04CaR4JRb2eeVc1p2cAsOytCOr3LY4NCqDkcmuXYXO5ykdTAAAgAElEQVSv06c700kSKDDj4CMBEIoyXcByBm9erHHjOZ6/Yg8tzx8gMAy7chtAVjzEiCjYG4oG0UfnWMH9CXopQfVEL4Esf72rGVl6MH2esisbVFTIc5OJ8zqfArO8ThGHpA1vhYH9KiWxfV1KoNflDyFErcS1RXG3vEbPrpi6Wsn8uymGc41Jup1ZiyfAIaKDVn89ybATVdNNDY9lwwbZ1y891LbDWEYXClAJM4/EvMrBcl4rUaBerfXP81AcBZVk2PQm67bg55A9B7hvFCO9D72gFojrR/xHzUMMzcZsbrTF9cD12pnlLLlPYFmvo5D62reO1+io/4RZpmd5pFRugOUAw/E8c4709kfuQQGKZ8efIGeDiYfBPMP3us7NGbRkBOpJffpd/SyY5dSalsbd+J7uhcgcmaLIEzN9s6Go1g/HVVhngJcYaeVrV++7YmmTt2zUqNeSfl5Vm/y4VmnGMfkngJmZ9yuWNQro9hQQKvfi80p523ToIBu05y3TKCZ6fhvkEUDCvlL/rlDfc6XGQUH4rNKkFXpQO8TOfeP4Q+xnN3zPXnv+TfvFz++xcRuPtstv+IHmIksGvteZ3vsMIx5YX7FAQKtV5NBK7c2cM+MZ8SGplrrKfTmUUDSpJQUJbYOMcLWC9Aw1+mhGYlsvSWdRly1dwnnifaFeW8mDK/Vcd6q1JZR++p56ifOUFXLWnDcSJ326iCsWo2fZGVz1ArsBqxMrMcUlG7K6KzWKQAe5ibnW7zkILhi04gMUMTIz1LT2lgHWU1EqvhcZ7Dj/kGVjnhiMceSoPdKc55wHxuvBKMfPc09zmrriRFb8fWtJmdUvXmh/33cXK7njNPvjC69YL32OcJ+zoD3V9nTDmGH2UG1/e3PyWzYTgy+FJtQp5GXLHdgJ6OHYDPFS11ttHIPs9+orv+i5D+VirZF9HasDnBfa8MKdvk0FkG7qLapWO94wTWapPXQr221wHxvs6sxQDnr9Uv8jf8SskJwNEgEASdzlXq3VVIu5csMeuqSvdZvaS4UU7XO0jCS8TFzLPcksVdr21uoZ8L1Jb0w+A7Hh7D/u2APkuD19iT122b0+RrHniIF21Ln72abKrzpA04qRn2p9jNhuB/uKlGF8TZs2Q0TTeK2bKicynQXX+ok9AO+Y6FV2BlnxF3USRVKMcVu1RzPdg9YS9g+UgPiZoDKkrSeD7fDpyWCZ/A4CAhk2HkEoJ1ESsg41WrJ/5MxcK/J0iq/e4qcck2sIs0w7JfuSj5MUWO6le/HRe2/aSf/XOctj1LPM6Ki1nUihw7Aq9ywvXLhKwWAfO/3CI+zN8S8rQUKGHWEyy6i65Fzxn5F1uMHXVttvr+rbq3bD5b8Xa1AXCb92+IY+VfbU33+rh5aZcF/8eu6pV+y31z1oDzzxCwEdNdovXyU51iobrE3q6SdetmO/dKm9/tFdMvgaagfs8F17++2ZdvqPvyr7/u+oN/p3dvnF99r3zzrCfnL1KV6Fwazi06kzBZbXs1tufMAuv+AuJbd1ekgFDkleSGoSqPSFyww47+mNfow869j7N3wOc+5PjT5bX8gEc0Yq6O/BaR7wPTjmxDqBPiTM/hnhuB3AO4B6BJ38GdmKP8zGeO8Y1xRByjXevk27ENirscEs+y7kNyESwrDvB6CjX2KcE8xyBMBsGobZVkhwsqQGV2xnljU6ip5l3LBrNDoqzMaCEYrPTCZCSZKdP97nP/tnhzTa3a6R1eTgq0S08G8PNskNm9edpQmJiRcw6O9LhgYuKKQazYbNtfXiQLDscW1Sv4uSUe5ba6dMH1YssVdPOsJKzjvMXvnr32zNgCork/nSjuPGKErV2mPqWe4h9sorVe5IHbLmcgHbcs3RfFAGTNe9tdxGnPgDm9E5VZKdUTZ64A4qbsjVU0Gjj6iBQT/cy+5/53P7/WEb2FBthizsrfsMtbsaF9swVYPL5Ya4XKZTmNvQowwb7OZbyIEY2I4MBrCswMIoAB89RiKGCY/fS2T00SNLoKWdwXs1VHHjOwmwg0SBGJLU5Uqq+uj7ZJlJ/eXRN6192hKbrd79WrUfdEin26riSbu+b7jREDvjwgNt/uLVfgyluq+P/uVNe/65yTLp0Hw7Bbt+393Hfr7dQGepqaziOFin3muqffybQBXjmqQYkbSbxBewDLPFaAUSvPydxBAXbAIngZYiwVqBhraqGslOJ8gN+wWB5fNs7eIVksHJYEw/83FVVC6R5+CkjSGbPpPPoI/IjcwYu5VkOMFyt2kUQ2/7jXqWf/cfuWGrZ3nEAT5yyGX1AlA9NPdg7tB+NmC3De2Q5kbb9ZBtBT7E5KVxYqwyn7OsjYBqaHmZEisV/e65/88aF3WrbbZBN7vn1uE2diz9ULEBluucdtnvYwX1ze3Pv79BxynXbyE9H8Xjrtchg83MUYAVZNjRm1Q08sLhsuiG7W7EgA8kVIzocZfs7FJcDMsZFHsRxsFqsEIUcnLPskcPCn6AFd3zCgFSKvV5c+f5A3RzX5D2r9TBX377a7bgIc3J1uxwd/t3d+FA3j5KS5I9n8tJj25h7wiwzF5DLHJvB/p8Je/qqWsvxaw+VP3uJA6AIl2ndnrCVMVDuhpxN0VYfY7PZ0f6itomsZkklyR3/3/LsL0Fhhuk412usSLIw+p1HY887wBbX/d+llQu7SqUHby80ZbQx9oVQMEgM6OY58ydz2N/8Z5lJTkxCiXLsF3q4jfcFR1eAMmvBaCINcNYGe5pF4Mv3VOeP+T+3jvKzsLz53OWu8qw431g6wojorx/Lp4/WgCCcS6OjspFCApoFLmCPSyC6Hg9TM9CepzNsaIHjjaAokN3OHfj0k6xJhcJ8uxiDT+w58Uo3nn1k9ZfcsF2AQuKHM7JKNEsUXwFFLFP8vysxTCIPTK0CAVmcy0eIhpp6Jmpzre7ihyfKwDse+oB9sPN+tgqqRkcS/JXOm/WEJ4TgPssn+ZjkBDy3sTArgoQ2Bb2UdQWRSOviO306DmznN6oCJajPz3L3h3c89k+Mi/Pbo/778yyritmbvQszykYfF1l55xzju5Rq2LXahs5YqSKXzjhmoq7yeBLcd8fm0LpIKk0fF0Vy2zO7DoBAEMcTstewE9Fh9iXc+5CPpIUGV7FivdyoJGZZc9TtLP7R8R85TCjSj4DgPGkJODYAN3F4n0UvTAa9J/pfuV2MVffKZ8ByqNkIhfyAqaOuxP6Ta9T1OF+UogGvLrqRS03JYpdMH4AcAoZPEc+tk7f1ygekRNfddPJ6jneOR4Gfc36bJ5deMaN9tqLH2s9Ves4pQ7hefd8DeMt5/5C+eLkBwqHcM0nTlIgZn1wbChgegrEeTsbLKLnB/o7io9eSIDhZTRnvkf8XqgdKSSEGjIKdORlvJ+rAvHr8TnLMM7kuikf9Ra9cIfnfQuv06Kp92XUKYaM+Z7lnmUY3zwiiu9uVug9xtrTUFjoOAsjpLxXOTHLutcULGm/c++eRKq4PDxNZnFCynuWY+4y39vay1zeHW7fcR3cPTv9nbt6yxG6VPnKO386n4fbXnv/bZsqKXEvxdduS1rsbqlMmuXhcobytIUcJ+7UtJMpj1mV3LCRP3e2t9oW225hG2ywof3ghOvtkTuftIYBfZink3rD2eMUJMXKlmvu9WFHbWFXNfS1lcIvDw6pFBmhPEE5iWzBfVKFG6WGBMBzCIgPNzpjvJP2b2+745mQWtFq22zeRrOlNNIprGiw6tl1Krjq3JifrOcJ5cVaKSZ5L5hn3natEPugIYOtV8MAm/3ZVM30XqqF0mGH7n+w79F7bnO8LVRBukX/3e8GkYwyxSXfL5W/zJ6Vklvf/Ff73oGb2Q+PO9A6psywT6ZPd+8DSBmK5MQ1jpH4T96IG3aV2g6apB5DJedTWnQsq/GaEYhGAUiuCHHghro+bhRsFnlsk/KjIliOOcu0FVKogoFeKdBbq7hHjlRbE6QIBmH+95BGMMx41qR9xBlogXjaEGkn7iiptI8+nmiXXHqpr8//mlkGLFdJhq3H2xcYQIVqifI6zVluFMN7gP3kmpNs7szJqppG4pGiWSE4FP8j2DZAaouC8fARY2Rk8Ge74sJ75Uhd50CAxI5NZZudNxJAkUsgiz89GEiYFs5dKgv1D22LHTaxHTWLbJlc5Z7WKICt9O929aG+LCnMTrtvrCpftb3+ytuqEK6RYUJf22CTsZKzTFWgWixGqkWjQzbQ32xgMz9dYBP//qHtvPdWNnXSZ5IWzNKNZhRUNMC7mVaSRNNfgQQEd+iutvleJZMcYi1joACAyWwgL9SuQdnbe2Id+LYCjgTQEZjDHRA2BufTmH8XxgldwHJyvS6OkEqymAQ6cTNM76w39kbhkEBxX7xQEUloNijLDohh+BUBslBt9LFUCpg6325IoF16pqKJVk6bFu56jcuLBl/M4WbUENVQl+BEBZ48PYoDqTDgjHdXsJx7lsPQAcANawNY7trD7EHO+6nDaILxRQ7M0+gIokCw5lF148ulRoldj57lqPK5fB5JkN6zQpLpeX372IK//tSumfiWba2q5JKlMZd379Eb2jYyW7h8+hyfsdfM3GVkzbAQSijrV6y2czYYbW98sMrKTzjAKvvX2FIZh/Wv3saG9NlUi7XJqpXonnrG7vaNKS22x05D7aLPZltjf1WENRi9QonhQi3cPr1L3aEagwifZ6rkdqmOgdcBflTlAMsx4zh6VMNRNxyRYQsJpFQKASlsmCSQPvJKJkj0hCA9XCpwzOzm1RqdNHhIjf3+Lx/Y47e/aKWVlcGU633Keb7VV9RdjrplowfY6aftbfWSBfXVun9ApjZ/+OGdNkDMS6fkNox2+/iaE+y5ISqeyDWSAEbVjsCEARPzbnFhrK8r1Txl9WQ7swxYVp+0mBauJQEWOVMTBhrOEmMagYQZhprZsYDlKquf+IZ1l6Pk4gsvEFjWHFxYdgVj+oh8hABMOXIe5OcYeWlDW6K1n+U59Ed7IUKyZ67LwP71kmDfqZ7l/4RZrkwGX1qvrJ1k8EV/3Gy9T92ni21LjSI67vu7Wm9J9poB8UpS2ehWCcTU63q0w8Yogamr62UfiWU+6qun2CU/rrRLLx6meYUCeQr8vQZX2HMPLbJ9DpsrGfEtSlQxwWn1e8w5FXuW4/kOGfY6btiwslR1AcsCUWEuFmsxy7DbGKlQ6FmOYETezXUp9LEWEvHoeQywXEyEsxt2he5ZD6rO1MYSiEEdAAvOhrRKPWBXXPaoLZ2l2Y2Kq57UpWQrvBu6gmU43uzaHEwUSpoeUn+4KZansxQxNSdXxUBagkJ+G+0mLh9kjB9xL00E8P3mH8BylN5DJiig5PcUcFIERP8Xgy9cemk/6UDR46CVGB7JbhSRoxDB6CjOwZNuJQ5Nem62P+NAq5Yj6gglFwfXK1FQ1lFCo6oetqUqJHFvaTHo6oSsGowXXKrFIGfQGJ+rJCzNDY2xYoHe3GH6H+51gFyq7S7Fd6av+JzFPRVYdgY5zqFYrFkHLOu+8oytC5Yp/LhLe5eeZY4nj/6iLzoMvvjsDJY1E5pxVmpRiJ7lyCI5vib9PslZqeIIbCCvs+44NwDMuqOjAAwwbldd+Zg1aeRbmYMT9gz2TBRPoSbz/9YzhYlRKLuUdpJvOsAIJri9Q0Z9MMs8k/rMbmJslqtot9vph9oJOwzV38FGRy4UvcmAZe3pPnvcP8LPAZaYf6IqCbDMuTFblGOhv/qfMcthdNO1j5q8oYlioT8DwaIWwTImioCIeO78dR1agOXuAstdZdj/AixXCywXDL54BopMde4bLVjt+oOWpL7Ki9zDJMuo+XwdB2RETONI7WqZAXbQHdAx2NV4HvNaLoyO8qJdAEhvt2I/9Oebv01gm8I81zTlPVn5GAWzAJJJY+L3MoN9fy78OpG7xP3yQKn/r13Jj92z2Qit8ZcRVlwVw+PogAGPCOWbI0YNlidJrbeEzFAfbKPY4VqpGuir9GeEtyHPZamT32TPGo952VAynh1aCBh95uM53asmM7F5CkpqPQMMJyMuCA4KDd6mlkB4ZoZRLpJvEgOD7Y8RrSX0DLsbds4JE6PL73lbyxenskBAwAB7TzP5LEAt+f7k3ujiJJmY0wxYJt+Necyobfh35IGR5yWDL2ek5ZvkxxNElDPJbgxbNIptF3PczXuVMeBrDcViup7hjo3qk+NC5aF4qlixcFSDzfvbDXb5J+/Y9jM/t07J5rsLV/zPesNse7Xi7dBttda2sKzWLsCvXrnfsiTDZn/fYeutba7225t+8Seb/trHNl996d1EirhbOMUGgWT8YFrUG1/+le3s6lN3s+UL1JK3yfr22JvvqX1NcUB+OaU6Hq4Dzw2xwJll/Ucwyox+Is4RpyI2+/g7AWFGRjXVNNms4WqlkInZgMY6q57Wx3o2yb9Ck1bIk7hXTItoUSF2tdqYdtx1a00VGm3vjh+vBkrlHqLN73lhis0a/6l9rAlDTVJSTD7lILt115HWZ9kqnyE9SXnhaR8usY0uu9s+Uv//UWcfbCepBW++VkQN5AxeJagBlXcAfiE8uGbem8zIVcU0zgFM5/JsH92kvJpeZcUzbxdxNWWYHlLY97ZHV3IqvgkE83vLVVio0T7hRqVSA1E8RGYdbth57GiYTOY5y/RCQ8Qgw0YNhZcNObePmexWae99OOH/Pme5K1jGoN+rOPQn0D+sHorNtxphBx62pydy2UmPBUcQo/rmVa4MWgqVR0UXPQQkQy89+3d7RXMvMW1hQ/d4o42HeazUBn2kEg+PS4WRoJZqQ5BsVcn5WslbqYzVI2PVBSzXw1ZaVWttkqUQpHo1IAtXgtbe7BsulvA9RLkTFJokC20WQ0FTfLU+u7FJsoPSynDHZCxRAq4uR1aw9wWWJCGtKYDkWcHhTB0jlmK0UjCzbAKeICkgdCowkGhnm68cfmPjiqAXgDWs8nkvt8pPQdO/J2b5iz3LESypqPk1Z0P3ZIzAHgmEg0ck4CnqZ5fX6FkO6Tcy7OIg+RjX5IEl2/h7VQ7bfyUO+r7aZdjL7FD1LF/jo6N0LziHtCnF6Ki0g2SmQMEQJimfr8/5c1l5kb12qTe92AXn9WCDvTKZh9EnRjqSm3BNLTh9Apo93+EacC0iAXb5tYPlcEb0jQI2W89MzyWrbeLdZ5mNqLMpsyfb02urfVGO/XyZdVMfi1TZ7tLn/bjIRphViNuyAud8Ae0T6waZbbCe3XP3nfbZzFl28UUX24iGHfXsSoar36G/ol3On0suPUWjXbaxY5fMs3mruzkLCkDxEUrIHwUumjRqqQ5QmVyjGXoPaOSzAMst9NLRBaOoSeJMoVx/omsTVUhACgYKXpFTRc1nFyPD1sa8SoZlw3S+M0qr7YOp8+3u/3nJqqRpwQ/A+2r03Jeq2tqqgNouHWWLNsxTz9rDttlsiH3QvcJ+iKz7zLskOaqxuvlio2vKrPGKb9iTZe1aX3JzZEyTwDCV2dwnhxlDBKqQfS4TYO/dm9nHmG4xM0/nKzANk47lATKl6DcJky5cHdeo+t7n7Tes8pUXbb4MvjpUCaUiyZgH5IuwYfR7U0H0CqWKGg3qK1qiz+gn0IxZR72SyOWKASSlTQKnA2Xwdevtd/+/c8MmPml9OtPptKXWHmYp0jqt0MivqcftYn8+cjMbq3W4jAwKNyFtEN3UD45kNm9wgzQzYos9v2nnn77Ezv/ZBnbWSVPs0QdabJdDzQ7ee5B97eR5dsyR39DMzO+qF2qZ7ok2EGbE6oaXOYMcz3eAZeR3MMtJOULipn/TF9p1nnKOA+3ayJhdHWAZoBKRKMtduUfR2xjgNxiomCn5D8wesittopgsdWW1HVjpPRr6VtpzMry795aXFHdpFWCXL4JlTzIFfkjM3NiQgta/AMspE/VjI0mi9y1pSFIii+SZmZVivnIPZToHkixiQJhmReHQQTRJIffU3ysZIfqexfWJlpeMblyNo+STYnGpErEIp5FQkzyGGzZjQHhVsZBnQ8lxR08lXzBibHva2xifVSWDILwu1oq9a91ihIpTquxv0E/3fWvfuyiudDLMMrGy3seqe81XpQo+4ZAcoJHkhNnF+Z56wq7XKTx9wQ3bmdnI/H1MmN4H5pHzy8Cg4Ib9T8Ay0rkw+Co+f016Lkneim7YUaDkHHgGKbI4kOVe66BC8dB1znKAZYp/yKoZKbUus7zunOU4v39m8BVOsDDLFA+JI5mJzsWDFTLcufD+N6zb+MnO0DnT4uqCAMt5z8j3mvwCENBVhs21ynsHLTfhD9BuG++3sX3vqO2th+JiKSNQkrw9M8t4T+CEH6O0WL9KJBX3MJaj/aHrGnJmWQe3rgybWfKrMA1U0dNBsQNG2CK1ZPhMd84l7/RxbWFifMQW/RW+1vO6pnjYw4457oT/3A1bRlyteqZ5lrlGwQyz72c1QKLE/HMAVCi6MoOcWs30Mwe3DijTmCLWkM4l+joDfAZwTHJs73kO8F1CwQSWmuegAPDy3wXIjq9Ym/75KVL4dffM0jlcz7lCWZcKXOmeeSGAv48qYKi58vsqhhVBcijpAqzHXwRMD/WFt4Lpb3H+Zs/mzFAQAaYEd6J/PYHlFHH9r+PowvjVW0f8bHDEx8gqen25AoDhMLaCqEi9wulaRZ848RY1aDB+fo3z66klDSUjz7lL5L2nNrH9mVnO84zTKCncpcm7gjjLvcaRW5G3BbMMIROmt7w/bYRFZpl/E+9R9kTrX24zjOJUZp6jhRHGOv6+2JO87pxl4m9MVYl8Mc99LvYsF8knWmIK85yFJ2qWLbc3rz7JSr6+s/35gaets2+ZVS9ssv123tK2mrnYbls8xz7U6CnVm5x4oFBFTKpgVKRIgUOPPcw+mDTbjtzqRJEotQ70HNT6NAOtDXnSrJWse6e91rNRX9nRNlDx5JPSCpvVq8r2nLvYeoo86IAx1vuHOjDWM18+aQVTLMV49lna8JDTl0pOwDomRiDoXduk+y9M1thnla0etNJWlErZqByTr2GfDLduAuPERCuLwnO92pgWdquwaSKCTjr8UPmt1Np+u59qH7wxXblUjZS5ve2Ucw+xcsW3FSoC9lEB4TlNs7j3vvFWo/nKLZJXbHzlN+1HDWpZkOu/93Pjdu09ycTfYHbdddqJHvnS4EuiIjDYDqMv2gZp2eOciEOAbcAyLYiAbIq9MMM5j8XtGpNE9q5wCI9pAc2MCnVVIqRQ5H9hFAZoj55n3oe9DSIKXw6USrhjk3P2UG77/ocT7YJLLvXr9X9glvd3N2yY5QyWo+oDC6rlJQZqqcouYQcf1akwQInqj8/zTQ9wm7MK3OAEpvWAk4SVy7rMZ+il4OYBTjswnxFjAWJTIGjounvVl/oeQGdNG31XyKSiAtUsHb9T6w4aWbxhEIObNiYPSBcASjrCgjszN7eHPs+HZWPhT0gjsOg/nO30Klaq9tGUT892Os/oLyZ5iqpaOFUHsA13aNhy+kRCwun9NIVKZQrpOaBn+Uvq6YiKXshfvJfDQWTIVwJURt90Qc7sxxQbQKp1FiTIzP30DcKz4wQemR9NUkkS6yxNBGLk5Fyj6MGj/0MJaALPVPPod2nRngxYPnjZO3bN4H2sFoOvwvgB3j82PxJRl3j7acdG4kWBrsft8mttICnIFeYrd/k347rKC9eYPmsdI2Y63sfk+0v+P4WknmcgQHMYhcTYg/SdKiNO4lp0PSW5eVujm0ruON3eee4523zUWDtWBZevTZ+r2UllqsRJbqokh0SvVIC1U8GjTSWtw9cbZS+KJbzz1RfsziuvsUmfaOb3uA1s1113tVdeeUXBSwoMzd5ctUqOBXxd9j9W8u1D7QWNWZsnh22SVZ/hLAkJUkM3jMBlEfdo/Ruw6KYKSvoAoVUC0T1Fj9QyYi2VszswMFLyCZPSomvRgdSW+ab0AcPu6juu1sPUJz1FsvObx46wvz/zoY381aNWrp+XVlGIQuqktSXQvEaS4pqqahu7YV+1JgyzXfZc30rUyHNtbT97Qm0XR6lqOkjOsdfL0s2G9bMLGj+3Ly9dZAsEOmrdgVubCUUAAVJme+K0Tb8I4Nl7snUtMdlaroDnADf1NMMsk7wiYy7VOZFQshHQ09omsAyzXPriC7b0IoHlRUt9BNNqFbuQjC5m2Dyuid6bzUxnGXoxMorgiQQc9l7ScEZIcT0WyTF56KAGu/v+e51d5utf9Sz/MzfsNM3FEZe7y8vVcrW0UFVyUj3prANtJ62H2YpRE+TC/KXOJlusynI5cUbn9WrvPvbTXQ6zw45UFfvzbnbrkzqAb37bhj0ul+wlM/14qtSn/dSj93tfHfHQmWXmLBd6QxNgQIbtjF9xfE5hdBTSXEb3eHJO0UzJFyN99D82/C+wjToHZlzz+ySsnhimOBVu2JnxixdjRmwYfPGc0kLDFwk5THRDfaVN+Xi2fCQed0bQGSDYVk/GQoYNZvU6nuLG/yrDxv1eBiven0hKmnofowUmkk1PeL1oRjwUowCLm15zJsnZKcAyACXYFz9WlxF2lWH7mUUxj+Jiihv++8Qyf08SWBLCmKHO/ScpJnnmMwDwnFSJZJMrZYbXU4qpNk1kKPf6vT5fhY9hI3vbZ1MWae3LRfSIreySY7a0Vk1z6CeQ311/x0g3kvOurCIGLVTg+ULBUehj1aFRAPGZkwlA8Tve30obgAOrXBiJ9J3/35VZzuCKOBoj3lBWBajK95piV7hhd+mZ1zPQpNc5ti+OjgpGLcByjGn678FydsOOcVpfaEH4BzfsdcFy9NPmB5nRJ7R9vfTMOxrVhJaWC0Wc6QqWXWDuz0D0octlXffarT9cch3u1e2KpT3aGm2pRv/N+NoutvfDr4mZ2F/KHBn66DnxpDFofl8rMMsBlkMVlF93sKxPXNckDxd9nu3iPOW4pxj8kDwiOyTu+On0L5MAACAASURBVI7KXqsY7q/jht0VLLNO3fhG5+TPqH+0gzvmUZOkfufEE2323H9v8DWgOrlhUwSEwOBRd94jTdxw4BfvH8eQ87w8FjPLpWHi9XzqdwF4ueBdAJgp7nixiriht/Oe5aw28PfXtdDvkSNmFQIuwm48lm65r1/PIYOQKIJf2g8C1BMDYuRVMN8RL+L9A+gm0oef+LlFbpXbSMJzgfOKZwkA2+n5TvJdcKVb5CiufCMHFNgJGjwDeSYApEIGb58Ucxw7+Rxxi0kfboxKYS/F0tx252SIPsA/O/6zYGrqObiTEWmusV+TYIZjTnI2UiU+FkdCxc+Lc5Z9nnFymY6ckTw6JqV4XkrsY86yM8v5fZIy0lsX6TmOnzsJ5AwqoD+NnMokSWplJMaG6iCKqDFKFEIqzX32407MrY4zjMjomWbOMgyy9iv9PswyDDkjVHuo55qf83v5fNo7Nc6xtdFWiEWe9sSVdtkbE2wftRQy4nKCHKovHDrGLp0rw02NO+zE4Vl5CiapKOQqlHuUah7z2XLWHn/Ly7bTrQ/bSsmsGd0XY1jlL6B854Tz9rc7anubOBG7emCFtcuA7Y+SYbcrFlw3cj1N+6i1V57/W8rjkxoyrQFXmuKCTa+yrkevujrF/2qN7V2o12L+O3iHMUwU6DratAJEnjRWNat/ud2WDpGStrLVeq2psH4L+1rHQp2/rm1702o7+YE3rHXOYjt+h401V1njev/4gth2gVfyxR1G2fe+t6eVrKYtT8ckdvz6y560xYtWyfxLIxtVzK2/+jg7X63LjctalJtqnKzyLwB5FPAgXRjhKbM0n7McOSG5La07MND8HCdxRpoy495Hm/Jz5W+0MvjUDsUn9jCfs6w4BtECQYCiqJV8T3GwCU+axBw7WGZ6Am15rgSlTc9EyAhk6+9Q+ZFre86N67bAcrfulfa+5iyfed7FHrr+a7A8tv/eSvj7apXjVqiFqjdb4w8wkgn6J3j7JG8FJKfZaoBLZ2QBNPQ/IH9FYuuzz6isJTClAEcfSASvYALdzIWg4IArJUPei5pMtpJLsvf04gbtbqlJvoshQTKE8l6LZDwgW9FCECv08Po+E5uNR0gPNBFcnRHXv7365RKVLBmJgerZyMt7mB1UhnSY0UsEptxP4WCNyquzodEPkmxS4zMxueFaehDM0m/OM0ZBAYqRs2Sjr3g9PqPw8wIA5HU+i8/gugWrjwSZTTX2SZ0bvTXkComtj4RTx5l6e51R9uONMU4ExHDajn4QPqNFiyLA8tt23YB9rQpmmepkep/oI+Y9M7NNtpH2IoB57udmM0jMcon3nAQr7yy9rmVmg70fPMmwvRLq1yWq7z7+xL9Hj13IyUMqlau7bDAhRdLDRnEAqY56z3k+S1R5Wjyi3uY+eZWiTqOcBlvsD/M/syrNW65W1Q+A5wYFWrwNYl7XqpL2Q7lQvvuaAPHtv1MJpsMOOeQQ+9Of/uTgpkkqhTlz5lr//v3tvvvvsx/+4Ae2Yf/d7ONTjpUN8vb25uKZtgAWxSUn4VSKKRJgGSlxL6TCSL0FRLJjYJuC1gD1smw2bLQ/NlcuX+rJwmZtzTZXZhUDVTgqU5AbrMRuuaQ5KCTaFje5JHqymK0jxo2yzgkC/5KOD79chnptq3QPK2SqBCuiTVi2zc296+1Lu4+0zTcdYeuJ5WpW5Y71SI9JhS50h3psyCcqtNnP97nnCuC6VrAlJOwENAIRUhicB/lsnKdrVFltTq6RzgJr10ASE7OQYwwAs5ExykA2Wqb3A/DDKpdRBJALcD/1LJe//KLNO/t8McvLFGxDvsO4rZUY3qjsywZHr/IS74/m3xwDfdTq0dbvLVmqPk0FyWYF48GDetvtd9+lWct3+qr4d27YW2rOchsGXyR4CTT5anJgxYxqGano2VoplumTQ7azew/dwL4+eoyVjNX3996wixd/bssEmLcdvp6V1NTakN32tNkfTzLrM8zs0XvsxkF9bJ95s2z8x3Ns0qQP7MUXX7Ljv/0N22arLbx3EGdHWBaYc1ec8tm6F2wwANQvuGQrfiLXD1DchbHSsVPt9dcdREcBK4OJ4pzleP+0X0drADLsyIw9ZpUIoOMMWi4THHxy2BfaXOpLX1+Jzf50kcazPK5jl1ENIy0Yh6FrRGwlmfIE10+ChBFho/YSGIuIiv46v5NHkzjGc6VIHJfPOvYiacizox6ArJqRI7C4SV6JfBvVE3Jrl0XrdRJV/x1ej2KCsynphLmnxDI+n+Jhvg7ODOsAvRgM45y+/BnQsbnyRsCefshmMZhHnri7jfnSVvan61+wKX2rrUPmQkdr097/qO3s6YfetJfXlNk5+462/n2qNetX+wchUteVpIN9CFOmL6gI9LrLsNdxPscET55ABWm9s1uKhcjfcAbt5WZucafzF+vQ+4O9nlh8BryNQnEowHL8dlc3bCSBXWX9FMG8l76r8Rz7mQh2YhdjVvz3ueSueNDzp+SJdertoemAAJDL5BKIU35SeSfQImBPbNQ5JBLcnwAAesENu4uywQ2+urph89zoczCy+vDDz5XwPeZ+E77ds2f488f+EUZysbSC1eMJAky4miq9Fk+Dfl/Xe41aO3Y6dEs7/OBN1YbS7MwTo//KtUZJ9rr2IOMHAENEf6mbbnJdWb+Kf+Qg1XJx7XqvYUPiuON6+6fy/Gm/9DF7Pjoq3yD9QGsORqZeYDmJDvwGsjfGqBVchEm4I+fhXuAzASPz7RNP9v2Kr6uu+tcy7IH1o7S+w5TOAWGaFet7L7cZ5jfdQNa7K+zoWU7kipMHXEudm8uwneXMDDMMcMBRv8bp9eh/DVaUr6hBhFLOwXLKMSIHyFqyyHfc/T4B0+KYL4ognAAFmGQAlnKmeHPuT7SNBVjOzHQ6Lo9N8Zo756dY5nPVfS0FYMjXKD8z4cQfBZfiZ6cRV/5Ux3MR5mcBfgszpJ21Tq+nZ5dzh3n254J9id0aoEJxkDjrRcK4B+4n44XGIFeIgeSkRTfsYKb98/yeBgkVPcsBRp2kcUl8FBPJx6NnOcanwvzS4haMN+7U4esTDHQiffT80nqC3JrXOc6yAnOcjMXACjDM/LzL8XdlljPx4QZaXvDIc5Yzs5zdsDnv3BoZ01QCo5DTx3mVaN1XqEj41kvK/zqb7VWRHpNUJBstFvbm6t6aTd3dDpGni0nR2ip2lAkbKOMqlRv2XbTSdt1+c7MbX7Ed73zUlgzrL0KDyUFhTIZEeNBBm9jLg4Wh+vSyhwdKQUshDglxeYdtsdceVivn9CcfF1gmZ0W+7hVkPb88Zxh8KbYCDHso/9pr393lCVOn339OLaaLdW8Vn5Q3kcNhBMpTxH7cXedHkbJMBfZGdS93jlphn/de7tLmId2rbdJzq+z+s16WyajigyptmIPV9RPQ5xnUvtHZv9q+cdZBtqnAazd97l+eet+euGu8pqjEWMNStQ5NuOMse6pcgXB5k2KeepIZX+VxD4WfigKKSR0dmmutnA5VJP40dbhiSwrJMStFiTnMBQVkqCuJY24UJtCPJN3drMmJk9u/G3jpmmQ3bFr+3MA1ybBR0lAcXK79BHKhWf4myK8Bx0wLCKUSDuYxgaVHD8mw33/Dzr/4Ul9//zVYHtWHnuU+eoto6s9gkoTERwU5kAvzKR5wFogbYvlYI4wRsk16uGhHn0HubY2KIYGFxe5BPOJhyEFcyh0BymV6vuhjeHb0OBRZ3zVu+ASzgFN1uO7FnOKuYCzMJgjYsSPHp0W1PVf/YvOEXWEhOwh2gJokJfrM1sT2ZgaZz6Jn2Xt7E5D1TSK5TGfWA9DssmcPqMUvghjBJQwdYtMOcJiY4wSaiwZfSUbSRZYd/bjh+lfozykE5ywBT9tAql5SHZQzSciokhybKmQedZLnKnvBgSpdqkJSBFmtTX/91LP8y0H7WnUJzDLnwIaeKrq+2AOIl7DhO0ETfULZ4MvnqLokGsftmNvHZ3kR5AvnHVJ3n/mcCg8Fgy82On9OssQqxkflIUsUDBzsF/6W5zaY5e48p+rFqF653Cbcc4mV7LO53f3wX22kej/mSsZSL8MAFmtPsWclClivaqzZFdf/QjOWnvFE79KfXmaHH3GkjVtfDCxSrZQhIbEjARmz/ig9SENtk947quej2Vbd/AN7sccKW6Dg7JITFjjmW4uVvCoIuxRFC7hRYNl7ZOg7VeCYLabmpK02sRLN/nN5hfcmhCIAANw5Xz2h6onynr6PZ9imTSvt/TEjdUkUkVT5M42ZGCUzr4bmldZS08sTpw591mo5dtb3a7Bd9x6jPo4a22bH0T6snaShTXI7KnsEPU88/DIrKCspXIvJGX0nyKaTIzWz62ArqB4Cens30HsdY19ge910S8kkY54a6TPG5dudDplviDkE5g9Id4I5A6STkLRVVFtvMcvdnn/ell54kbXDLCNJ98ok11DmaEoGmZ9HbzL90BQ3SPxjJmJ2yaYPWoBewH2wRkfdfvfddotMvvj6d2B5k6EHe3WXFcSz5NVT0pe0Zt2nQOtVBL0kUavtvS/vaDZ/mdlF37ISeSMc+fKrtouY5x/uvLtT+Z0yN9y2sdEG3XqLjVUf85GfTrcFbDCSbPRuqPA+1lWNag1Rdk3M9d5kLS5nllP8YJ27DDu/XkjCwxndZdhJbu0AgDij11V30SYR75NhEmfmMtg0uqeAVPQ6mw+bDV/dVR3tVCm7TDvZUs0ao/+pb99y+1yFij4y+aiWxPzDDxbY7371nMCaCinaACKpD2kfV82TNU9wU/TV6xJ2Rg9yAiP+pOl3vGctAdM4goDH7AP59+P1uBcU2UietL8nOScMFIUDATq9TnLcXe7u0SSCWZWeNSUV3rOc3idLNzns6E+PL2ePFNvY35j5Djjwd/GYx5HpXskIk+f4y1/d1nbedX2PQ4u0BnqqHaBNMaEOxYTWVrmKPUuQ8mkduskZ+x9XRyfDPXVQ3KUwAgiEOeR38uu+g+kgKDa3MV5D98i9Kfz1aOlx8zsxIZnNTKfixTkKR2Hmls5P7w4DSlwCteTX2QtpkyiA4i4YrStYjuJLJOs+Ogo3bMzIchFCP2vVGiLxI9a5kisfkP6SWEAyBeiI+nWAjhgvFwqLvHdynSg0usEXbG36kHgd5qHL61xb3ePf/foFe01SQneCJ6A5oInEPnw8uJtxsAF0kEPi00Fxh58Fc9pD63dGWZ0ddMg4O+PwLdVq4+5J/jOYdnqlkSEWZj+jtlCbCi08MCJd5dZ4NvCZMCrryrAdLH/BDTueM65519nZ+fnzGFtww44TcFabWbDesxznxMVlr8Khu1Ls2DHflAx7ZmaW/3ewPEA9y8xDxmk+5NLRl+rtaKk/lhVRiCmAUWcxQ0ocplCxnrx4DyB0Bt81I6kgEMVH3gNQ4WM1Hfil9ZzfPAFSL847uUENL4oBUaaPvmUHSugIqealolD2dQlnbdSJwYDHwxuTDvhyJjqP3+yySkIO4x/kxAT3KTd8RQ4SV8EJAy/MxWvu0YA+htF5DtRRHfJMpSK/9uJgqUPaHuZmgM/MZ0cBx6+VPp84GganaV/mmriSL3JVnmdImKyCjDwswC5PXTDLkTeuFcPqxmW+BKSk8HnJQWyFrDncrmFsXQEopjb/fYz41J4g0goQ3E3n4e0LCRMUe56TUpIckzit2EduUTD2KuTzIef2fBbQrPWX3bDbCm7Y2TU7fi96tzm+6Fnu4LtPWQkT2+I86MxMB6GFgV83HUf5gkZ7/awjreT0r9j7r/3NnimpsimaQnD89JkqbpfZAlUyy/QQsl7JKchz6gXI3pJ3QT/lIN8YKBLjhGtt+wlTra13pQqfymd1PXBNb1QuUiFV3tL1B9q8206zJ5bMVkVvtZWpaNeqtVyG87OICWIWyg+eae9Z5r57WxoFaIHc4SNto002V7/0cvv7i6/q2ojABAepzW8tc5hhlnG7RslFXqI36abcrEWAuIeuY50o5xXlrXb/5zOt25rp1mNoha1+u8maPmq3BW+1WuPnrdZehgeKWe9RGommMYWbiNB4743Zdv6iJus3cZZtK4XexKlSEq4/wOwnx9ijC+e7jBpyJnI4GOE1Gme2l0iSBnv84cdFjDQr71KrmuJNvVpjl+Ml4yMzM1iGWab4Hrkj8Q2lDSM1eV93s1aOjKy6htFQKkAgSQcskw+5743LuMODgffv159cOkC1T4RwF+w0ZzmB5mXy56iUG3Z3wLIIjXPOv9TX/X8NltcTs1xT1leLA2Y5gSEPXtGTS3WIhZklFs7qpgHi3mea2F0Hj6mvIGblIilJMhotaAdSejpiJEG62QnERpU3NrOYq6vf6QLQXSKNrMONAmLUkhtkOWBlUVDpYSQF/cPR9xKso2+LEVw9cWQTiWpe0QArAgAy1bX0Mus7n03CnM0KAHY4Y7oRWEGenVne6Ilxh0GXn4e8ivAXITIqSZl1dmBHZU3vVUYQSqZUYeVP/3TqJ3YGFpCZe5YzGxwVRGfkEwD2UQH+memLzWUdkJxdKSkKcC35LAIaPXjh/h1jBLphmqBAtkaBAzfsg5e/JWZZs7jFLKMcyE7V3gPNNc5JsecasQkUrlF6drw/OrlhRz9guF7HMVKACGMJ7qsPmfciSIzpYnNJ22zcTf2z0CPP9fWgw/nG32YTsRz4/VqLZq9fttTG33ae2bZD7OWX3rTmQVXWlizmSV5ZvN1kbPXLUSNs0/lz7FM5Gv/x6b/ad771LbvyyqusTx+5H9JHrGwNF0zMnA486AB75ulnbbv6A22t5DPzthhqpx68le05rNIWqTJZpQSwVclpH0lLlrCAAX4CySxsd7IWq7pSi2SontZNxwiMDx1rnSdfY7u8/Ym9MnaY2Y6bmU1X4J0yz0Zpju2n44ab9ZMuZvJcq5abdeNm46AebdSEyTZIRgwretU7i99Nn9mhAP3u0MH2NZ3nQftsqh4VObgK8NCSgPQ7hsbDqAssJ/McT2D0v1JVMEnMCO4AMp9ZlxhlrhX/xmwGgLUceTmBSufbIMCwlIospg2SCGMqtkrAlfnL/Bu3SQBwuQI8AMAZP9295vJKG/bhm9bjxRds3pnnq/8nmGX6BHupFxvwi8EX0tIG9T8vw0yMwoOPkKKnGfdDWK0wfMDJctDABrvznnv+Ixk2BhBbjziw4Ibtz50n+pEIUdVmjfszRYLG69owegiVLh4yxKbdf76VaGRI5/TJdu2SBS7HfufhZ+ybu29jvTXSo0VKhFVqPKKLDdl6lWarwsZG8SXG63Q1+OJ+8NnrGn9RaCBkwrq1eW9oiRdiuppBAaIxX6qCmYKJiRDosTd6fgBQCQSmcBF9rDh697SPPvncnp61zMbpmF97dYaYYyXiIxtssq71hhpVUq1jna/+7cULVmj8GKAkg49gK0iYs8FXXD4KotkN+18bfLlSMQEmZ5adoQ5gkyW6nZK9sw80qtDQQ0x+h9ZkebUSGhUkJuvCfjqg1tZ/7n2fV0oywb2r0MxSbxdyEzGKpsRqmGWONT7DL1Phs5HmyuQuv+5+HZKF0dOv7oQzL/6yjdtwoJ7HFgejPpNTzx330est6Zjx0ShXRZxiE4UL9iHADUkDf8f4Nr937Iu6p7zOF5I1dzj3Y4r56riuk2j42CB/nb5aZmrTH5yY5XSf+RuYTgphfF5Xo6j/tWe5IMMugj1//rS+v+iGrQ9XNi87kWLPciogckwoG/gfaz4XFvO2xDEBljucpQzwyTV2l3at464ybMYxNSLD9tFRxWOK14PhiDnfGhen//6dwMCvzvi9bTFbcsrc35/u6boy7HyvuSchrRdR4JURHZCOje7OZbp3LUdtbXd8e0f3faD9xedOa62UK8HjnrZTqGTbcxk23hOY1XU1+FIih8GXTrKrtD4MvoLxDOOvfK/z6Kh1Db5gStPoKLFdRYMv9sMMlvPoKI6IPIfevxhX+FX1LBfdsP/FnGXAsgy+1kiC6QDdYw35TbFnOSVVhS25OKkjWEuKR7ko5Wy+s4cJWKZcwZ9fVgP5If2bDqojR/PHwhdeGJmhLvMCur9vsL3xlTQn+vs2eQQ0anJFxDtfZX5dwMel2qsqqirjvfRXEa66gGUIBwewAcC7xgEndFzBEkRLYR3x2YlY6lrg4W+5TytWSb1GoZuu9gRe+ZhqzUEuFVNII6BfK8/jkpEY8d4LBhh7QeQkaXqSgJNNFpjoBLbczwA1p4PZYmtcLlzkOAcYXk2saGzWHqYeXoHDYDgTI+t5d5F8CmY53KfDkBXXfSlJVIjv1kNzpbWGURcBlnPPsud1+pyW1MPs016SupSe5Nz7XOhtpkhKIVDfM6NcdMsOJjtyuXDr5lni321pLjRETwbJrjL00aOM0kKRFISex3yXqWud6njXKI5Meu4an7l7nXLeoyTbPlKMconylrXJ6blJxccatZeVfb7SblFL21/qGuyNj9+1l+v72dkDRWRc95gNek/u0BqX2FPmse1S/YGB1ipfat1rQ5t6+zl2uoxkd5+xwNr1vq1M/9AaZ6+GwMg9yzEiSoclQElOXt+7wfbZfy9rmrfQpk6cKKNCeZlIDo3BGDkN96+H8rJWyYAoE7UrKFNkYrJ2hXLIZuUc06QcPK1dIzvOvcc2nPq59dqm1gbvpFg1RFWS/mW2crb2v7912rZbbmxDdhhjAxTEO5kxPWeVPTaor9UqTz7CmmyvHg1WsukYu0WgfbMpU22u1letclcInhjlucY232Jzsc1V9skHbysPk5+NFGjIsGtUnCPPpHDIiCkIF5+T7HOWcb+OXIdzyjJtyBtyRcAweYj3IitHWq1rxmSZ1SoU8508j30ijLzCy4a8DyUd3j30OjNalF5lZNooDpGwd+9epQL/63b+pT/x9f1fg+XhvQ+w+so6PWRU6JI8SQvV2V1nc0Om7FUk2FAeYFhgXs9gy3t68yy1JGN21jgqjYDuHIRclOKBhkAPiIyEgKDhMikHhyFPpnLTqqpgMLAA2gSWxUC2ukEWUnAFCf3c5SMwQknm4NVLei9StdEZD6J/NvbK/cN5QfpnsiEqaPpnwzDHmCeXDuPgzPxlB7jR8xtMZja+yBXSkMIgxcmGOS6Xyf05DtSzXITFHTM6Q+5CcJJ0OPfySnIbhYeokBWGyDP+SX/ngTpVIKNPLzaSqKIH+PX+4XQfQoadjbD0Hg7U82dmN2kFAB2DboOt1yw37CXv2C/oWZZjoA+212d6JZl7x2dliRRBn4qmB0kqj1T+kPlE0G3XtYtxXARBsdSSKPp99f54ek1CXu+9h7xP2kApwBS5kXR++TM99Y2t13vNUuEh7g+OiXIL5Hy1zdTK5GH8b860E7bpa9979SNboKSaXmWAK6xKzInTKCjmbEuC3E3zEV97fbxdeOlPfYj8E48/YXvssbsngLBpfD/p+G/bbXfdb/bjm+xUmUYsltxlX/VwDB3VS4BurfVXH/FkVUDrlPz2kMlYhZLdZZKGNAg8EzCQYa6S7Ke/jn3vQ/e2zqfft+2OvMxWDuxvpdqdeirp5FFqp7SoRd9zpZg833j0XOLGKnqnXOXilfX1tpZxMBp4Xy7G+Y2LvyMnqW1s79kz7ewygWrJt4UXPBhxnmzoJKFUCgHLGYRFgqSf0SedxlMh9YTdpR8Y0wRMtqoBy/rOtXPjMn02iVm9Ejmkf0gFAcd5Bh/gG1MyxuK2UcHVscAq557lVvUsD9QcvJJn/2bLLr7AmeVKsZgwx8Esh3QUA4kGfV+kz6wXw7JCr9cJKPBzpKtZCskIgwF96+1OOWH/9rY7fE38657lKkOGHaOjSOCCHfRo6NI1pSkUmBQDPBHjZwAGbS7dKUDoWN694UdWcsBO1jnlI/t4zjRbvKZcDCdFuyiwdEvg288pmfHkJPmLoJgxEiF35u9QIuCOHqOjgrNhk8VEiUJG9CZH+hg9y3q9ixt21xF/yJO8Z5mCky+lWE8w9STVfcVOXTOn2R4/5wEboj78lu4yMhLoZDJFDYZwrDanWcq9wqy7WUg8g+nsCpYDDP0no6Ocyfe+8OhZprLq7K7HD2IccZ/xSa225wGaWbnnWHvkjxP0XMs8S+qIXfYep8kJG9liHePaOs3YfewDa39jslVrRCEzY96dMEubM1MXwg3DB7/gx+FFxcRBexgJdjFiVJwb6XN3Sc2RFHdTQnPO+fvY6NH9lQBoliYJuW4UhaRKgWJ6yzPC9tFbzHnUZu6MTkKGDpYVb3jnAFBx8xxA6XU+8wtu2J5Qhet17kOPvfSfu2FncycY5Jiz/B+CZZxOv2DwlVjwfzK6jOesravB1zpgeV037Hg6Qz7tMmxvp0mAxcFyyI6/0LOcgPq6YNlHlwGikxs2V7JcIODypyfbhJen2gAVcSQxKEih83MZRaYw+IrrV5TWs6e7xNbBmNasDq17czf72tl72C67jJOhqJACa1iv+z0V2xFgOdZP7lmuZs6yjisz7fme8oQxOoqlw194YUSJJ3tndsn2OhEFEAfFXfrQ/WCLjDPqHV8T/AFFGZdhhxs2I4l8fXqxJs1V1+d+7Vvf1Zzl/5BZzm7YvrMWi+7R+5s5UD9YL9C7j4CDymDwHailqOA5Xcr/QiIcuV52quaKh/dJESy75MAva8jQo50vPFgyQ71W70Wcxn19tdqLttxurH375EMD5Kc12ertIWLJxn9gD/zuRasUAOpQDIEp9vYMFWv9jvtxRZ4b+YxeSyw1bUJhlhUqGa4p651fyr3h/rqzvRjxtUmF09t+dN5Rym3IPeIz1qjoO3vGPHvoDzKwVA9pufa2tdoH4zO5dlEK6MAwMKn38jFRaIgbCnhWLHAWP9h0HyUFkeX7FbGHHE6/7io7ngcupPpX1bM7fL0RdvLph9uEV9+3P9z1rBcQvNcX8Ok9x4m5RT3pUnu0vsRAOXq3NtkYjV49nnvaswAAIABJREFU+UeH2QtPT7CHHnhO+3OtrkUw0D6mU95C5G+0LAYTDWhV3Hb3IHJp8vdgnINJLo4I7TpnOdywY54yXgL0SmeTOV6PnzP+FKWiclVa7RIz7iNKvZWw6F8TYJk2C8mZVWB9814VtnfZyDonz7FHl86wDq0d1iDTBmAxW6QdFiFrf+hRZ1dsupH97vUJNkbMb4cKozN719k3t9xKqK3RvnzfU/bWPa9YvVRvnmPrPqEIev2KU+yEDWrtW+9PsVaZZuFZwIjMZuUkmF4FoRbzmDFGdDWGWv/KdZ03W2+M7d1QZ++1rFKroGZF6SE7ZbX8UKorbAP5yuABsNmyFQK4PayPnu+e+t8KqQVPK6u1T//2idlni7SZN9l2z060lt5V1rpM5lxy/R6k9+y971Db4dJNbHD9fI1mrLTSBdrDl5RbxSrN59YbV1d1eExiJNlave+O221q/dYbZ2+Mf8NmTPtM4LPCDbRKMVVUjILhZv4xju9NGHgpj/QxooBVESYUFFsA2UxrUa6Y5yyzhy0XiEVRw+uAWphj2lEaV6KUg+wojorCK6OVecp63eXW+k7bCaoppPLkUq6k0z2EWXYwnWTYTvCIW4IMeff9iXbmjy/2eP1fg+VRffaX3KDWq+6+oXiwiuo7AA/QBTDzqk6SfsTr0VfaU8xk61pVVxKwwwTAm/epKPJ73nxPEpQTNBIoAkCM2aCd2aU1DsDonyQIZOl3gOMAwwEyYywQrnhaTF45AmTTm4AzdvRa+OJKPa/RB4c8BXOkSEJ9LiB9VzrlYJTDmCz3E8Q4k3CHzvJelw4TECgaULUiIDEyIct0UjUu+kWi/uk8hl/TIhva7kwSiyXLTDJjXmRcKRoUJO2+2Pl3Ypq7GDqEIQ33KpLo+O8kW0rXoGiOEwvTZ98V3qvLgPhkwuUMs86/LTHLh6x4y64Vs1wjCJln9XlfIpscYbzwmfHs+Py85KYY/w4DCr92qmK5oRnXVv/mWFzOo99v0zMD044E3iuCPDupx8x7h5IElT3B+2l8e0kbCceQ5GLe5+yy+iQp4n4pUNY2rbAJO21hJbefZg0fTbMHZVy1VExRHb0SYkkZ+4HBV880/00hQ2Cvl1iS1XbwV75sp59xpl199dW6D5q/K7OU4cOH21zJsIcMHWL2lz/YI0OG2yUfCpwKMA8ZXW8tcqZeUVdlR4/ZyO6b9Yk1SAZUpoosAI/5ys0KslVi8pYpCx+oz9pu262ss6mHDT36JzZQbDJS2DYB9p5rlZQrCLXjNN3Qx+qWLbJ31pMk6OQDtY9pTrn6aIZN/NQqW5tt0k7qrTl2LyvZbRM7euls+9FH022Nqsj0R/cSoGW+XbmSOYCuz270h5QEIvrpYqXEnEkCEADbZ/amkVEEpmX0PArAIrlBaglARWIIg4xEEDBI/wqOrjVU/QTcqIi2SXKDkzeJNBLGSADD1KJVMuyBMmDA4GvuWecLLC93V8M8E5aKZq3A8Of6rIYh1fp5s/cHujssBQhPFsVEa6Nzybc2pjqx7A/86T7JsP89WHZmWWC5WdeiOxVvNl9PFQWSHQQClvUv5q66fjXWHNdsTfdyK1cyMfGWHwss72Cdn022d2dOsdmrSvzZIjHObCBxgOtF4hySyQAMbJ5UXZmTiBsxxoMBlkOSyfxh+sWLDFQ4IbsMW59RZEAZMyZmj0prMvgKl1e+MFIKh2Q3+PKkNfLSdiUKvWV0N0s9t1fcM8FWTJxulTL8aGNME2mZ5F1rdQyR0ONloQSGNK+LooXEK8ByFMeINf84OipchwGtfk30O8jYiO+efCup7GQGpZJabctemCQhrpfsrbZXpY0Z1992VxtF775VukaKGbrf7CGwjCLCtZ7Uw0UxSCfVquetTNKwNXpGHnp1uj17z8vWoWITCuROPY/LJM3CNUk7n84tLka4DiP1Vn+6Ch3tYtVbdd4fbT3Gus9fbl8/dX87c5N6FYhWu2TZlRH6WyR73J94La51Bsu8XqpzginKr38RLPODmJ+OkQkXmaTL742DoQDLrcw1Vz90LFqeP2RqYfCF7JjEi+uawXc2+EqYNP1NjI7CYTRwfRHsUbxzgy+AZvpsf/50TLQBSPwR7Z7+DKR5yhh8CYSEwVdIf2GVAywLnHjmXvyKOd8owGIf9ivyBbDMeReLBz5PeR1mmcIRr+Ol0lOJW6WO+RGt/3t/cI81iNlolaOLs4Fxag7mOrS3/ANYTqyaO5yz52kvBYABtlqb2mzUflvbRd+TjZ/GweSDdQm4rl+Zkmp32u5yTylOVGsP6a7j/UewDLNSHPHG2qePL2TYYZ7n5AHXT5eMBDtM2/iALNtFKk/BknMJQOo/00GTxOILQXzNpn4hz47YfMxxx8sNe77/xb/uWd7eBtWP1Ppm3VGkwuQpedLAgobYON1QHpIw1AyTqlSU1z7sxlv6PZ8BDGHhBqPRjsc75CI7bxQKRPpjYx10EgdYi+xF7EnkZQX2NUugM0CVomnpKjvkqJ3shlvP1TpRYVHPQ4tUP/RU8vXXR1+yE46+wgbK8HGN9vcmmS9xfOVi7bprHypRsOUyr5GxJqPveL6aoVF1BvSBeycx+4LWcJviU4uABOMMSzVa0fcvj2ihOmjWszJairC/jv+Vf7aPF9N7+36n35w2ebYdc9CFPpmlm1QxxPtGFVvX6rN7KBeoFDtHkdrLkFpHZMclKlhyXyGz0LV2qkfKfT60xkqUN/XsUaHjWu1tORwvJneu01Qht1NyaSSqrU2r7IBDd7fbHjzfnnz4JTvxmKusd7/eysGaFTdpUcHEr0JFOvYV1iDHpPRCexH9oq1SGB7wlb3stgfOszt/+6hddNrN1mdAg0aMyj9FgATw2qOsSp4kikf8nZa46pYC6VIjAsQUA7sp3jLnfI0MqlhvLc5EJ2YbEK180BWjYI2kMIwcLtoOURhCWLkBWOqhdnJFv+9tjl7gDCbcf57y0BjRJRyh61a1cJm99eOvWsnFX7X/uedxG1e11ua0aGqJ1jNkQIWuX3ljq31ps7FmffvZz6ZMsk2kVGlXLzPsZ73u9MGjhtlxmrvcoiLsH3/5lG3z0Ctyp8bzSc+HRjBNOf8Iu3W7IdZLI3BLyY8Y1SdPlwo5rbarv3e5+n8xk/X4lApFdSIF39H853O3VH4q8Ns5Qy136w+l/02zdJdZ5wptblK3yNU0Luw7U2MN9m9QD0ujHvJ3rN9zb9ugRWoLK4Xo0v4gpUWvvjU27uhtbd+tR1kv5iErlpc1rLFl9SttbZ9WW1CxzHo0ldrQaUOUP0pa3qw9TMuG0buDhw+0Pn3727wZM23x4hUev4jr5CcUrzEjdTdsepIFimtEEq2U1w8jqlYqDnsLn34f53BGSDlzrO/1yutgoGlTQnrubtr6e4zA3N9H8WqFGGKYYjwuKgSi8esgTmYZNgo5iBs3dNVeif8DxA2Gr0y1ibnMUj2qJRDfnO7K0d7/4P8DN+yRYpZrKuWG7V7mwdRF32lIJGBvcYvy0TzOEmbb9mjqB7i2tSmxUU9vK5KK3FyfpcJa8K2qoiHJ8KquMwcB6vi8Qo8GG5UCI4E3rO2p1Cf2iddxTQU0e69vtpDP8uxslBU9JGG2lSTDCSx7FuJ1PCo6bAIhmeEzQuIdYNk/05lzigA4AIaUg8+E9c1ALg9Ij8okm1Y2TeD8YkOJ/5tlf8EIISGODSLMZdyIIIHDsMZPRQBnmmO0VMyZ43tU7Fx2knpfwtkzj0sJxt6vLNdZx+09y1SvANZeiCi+RwB2sbwKOC7JoWrnDoMyntKCG9O4THOWg1mukYMgzoYOT1MlOPoPYwPlv7z/KBVSCm6LiVnGdbRw/Lky6OedzstdF6kkxhzVkMonuTnyeqT8nq3HJh7ul3FXvacpKwD8PPRznUc2+HKzCD3HPec328SrjreSb+9trz3/jM1Q4O6txduMbASLe+VFPiyduXV65zYBhiqNKjvy6MPs9NPPtnPPPdcOO+wwe+KJJ2yjjTe2o446yq67/gY7YNhw63PTbXajTLke/nyJlQ7UXOPZK233PVSFXNBib82dapN13+oUEJZr8HtvBYRFAjQlSuZ7ancZovN8SzvVD3cUMzlnidkTr5m9Osk2em+aLVfv7dwB/c2+vovZ1pJdr1hlJeNG+Eypznc/kXS7n3U+PtF6N6pXeaPhdoQC897vz7CxvTpt2uruCl6Mc2qVRDrkzAQPgJZLG7l2yuLpe3HQzP/TfzpYFsill8ZZSpy3CUSMqVJA69cnZhwDVAGy/Bx23pllZnuyyTLqxucwMxuairiSfUYuaG3AnvRU8kGCz/1rLcfg603rLqfyxRdeaGsWLvWKJb3K7rgtAD5U8uvDmzRC7lm1BWw3ykarj3b+0lbrq9cxjIAxR1YOW9+soN1QV2/33n+3/fq3d/oq/LfMsmTYOE7yxeZaMExyHBVGUQ4C08KOdSYpFIxf20r7+2/OtpKj9rXOmdPtk+kf2vTmHrr2AXhzMPAxLzjUOgsZoISv3IfJOCYY5EieI178c7CcQIkSJEzWuoIeHCaLYDmtj1RTgv33OcupcEmCp/TKbn9llm0huf5rT79nz7471waLrVkrNOVFNZJ4GLnU5uEuwu5ACiDsytT9Mxl2Kmfp2Xd/CO8bjtf8GPSexAtUSe2qoleOGmA9l8mtXQWeeXObbJc91rN9DtnUz69Pn1ovuqxUNZlWGRjvWPwRX5HBIst1t062LH0An8E82yoZrEybMsfuvukFe1aqjeFKWseM6m+f7iDW8Ll3rP9nC9S2IHmwTLjae1VbpVihVrnGt8kNfhdJ6Tb50YEaBddhuythrRVD7XLNDLALzDL7VmZxM9sYmzXPeu4p5r6zhroyy5xGMM5FsFyQ1gOW3Q075ixnJFZglpFnr+N8zjP1j2A5Dtn7WwVY/xEsK2FPzHIGxTFnOZQNMORFsEwyT7Emg+U47q5gGVDnipUuX2Ewh/lWFBN839AayO0Bee9yYKtTDbCsnKKLDNsNvgDLep1RLJVSwdypPuU/3T/eBsqwsY3iCUWcAljmOaMylZnlQOl5DXxBhu37iM5Zc+rrtl3frpSKAOND7lasUxW1xGoAIqI3OYJBgVmW9DDAcrEIkWXYzBv1LgoUJvpwnkv2LebC+8ShdEysfUaI1SQGuXCs+h2SzAauK2A5XSxnlqUcQoGDsoGdOBirMMTh+fvm8SfarDn/gRt2TXLDBrFTDqMoLmNJnIYLzLLnb35UkQc4wZHIE66zF+v9x/H3DqJTK5qvy9iv+QUuX/w8ESbkgCl/EcnqMdhb2Ph7vS+/l/NTjsCZYf1fJp2UyYCom8DusoVL7NgT97FzLj1Bz26rnXDkhTbpozme31YISKy/4VAxed1t2qQ5tlgzueskjQaHDhhUK0MleY4IzGy2zXpKwNvsk/dnqeAGYcIz0WRDRvS1oSMG2mLtT9MnzdNnSj3k2JR8kjXaqp8PtidevdGmT5lt3zjkfMUjGLZW+/mNp9l+h+xoZ598tf35/he0ZmsErpts+JghGnNYZ/PnLbHPNO6xQiwi2Lq6VnFI93TRokYB1zZJcsusoaFKEtUWMXCNVisTqHIVkKdPWWgbbDLIatWGMvXjmf5zpmqgJqtWcX7MhqPt83nzrb5PP/vjU1fZw3981s495Xpnvuv6VNjwEUPBVzZDho2LFyzU/a6ySv1drdz7+feIMaN0XqtsyeJWW3+j/mLGV9oCSYV9xq4ktetppCbr7aMPdI1FLJTKrHON2NDyqhoVN4eoINHTPp8z36ZPXajjR75NETTPUyYXYL1iohtu2vwc8E1bXjDMiXhD3u1/B6MczDL58lqIOe9NDjdseq5pRQsQHT3NYJa2bmVWs2ixjT/7WCs5cVd77SUpkwQm25nWwShP2s50L9sU518e2te208inoTLomgdrqTxNY3jsTakGnhDwunneDLup/yC7oVE36vE3bdSz422INvuF393fJgngvtGvu81X3CQvahNpMnLUcBu33fY2U21ab7/1vooSSqxYw0mePlR55paSNVuv/tZ53JW2w/Nv2rStxtgigfbhUgLUaiZyN4H1VTKKXKk5pX0FoJsVIJfKw2bQ4qUa9aTrpOJNp9Z/qUB127ih9v6Wo+z0LYfbwYMqHKT2dCk9hnkCjzyviqOrVeBuHLHEFtWopUp7Z+18FTyW1YiB1z3UvtKoc+7VW8ywOIJqgVDMaX0+MiCY3mUK0lpLFGxREZILZhk2IDra/aKnGOUV+5vnioykZFwWP089x8RBCrN8XyGQ3FuGreElRPES9+swjc1jvfDJyUVCV12lOcwN9UmmDYOt/Qbw3F2FoHfee93OPu9Sj7P/NbM8ut9+ckCTDFvBJIujiHXes6wHsEPM1nJVbktUbXLnPH+Qw9EYGTIPdKs/uOEaXYa9vNu3I63TuBmdZA8Jzpnz6vMOqSA6gCVeRgD0EJ8CbzCqMMowxoySCsOv6B8Oq3sMvsKEK7nwJUl0ANaQX0cfMT3MCqdeJdXHgdWJbYBipHEKkoBjd/12tpe+xHD5BpjDMITbYzIbU1UrTKrCPdtl2CSMfGbqVe7U35cU+mxjE4ye5SLrG9Ijji96M3AsdtM0N99KY6mSDD0fQ55lGNcnXAs9cU0bFQm997uQT+kz2cTi+ACeebPJzDLngSQmriUBib7hMPgi4KiKpA1ibNNSO3jFO3Z1//2tl8Cy90n7PcvFDtiGqG6n7bPAJHsvcjIFcRkMTuJZpSBQ7GOd/Nqm+8o4q66S8UJPDzctV7P90YnNySvdPE6kB2neY1ITZFWB93+7QoBZsboqWmwz1uttG171LbupbYnNWtRiA6o6bbY+u0qLt9Ut7KNiFoycAGCPcm2+37Ettt3BZs2eJaOAd+3s079vEzVs/lXJtKk0e9r35MtmH86xn69Xb4eVrLJxg0ZbyZA665Qs8PFlC6yHDGDKmRmsRHmETAfO6TvQhuscDlVQPmTUSPXNNNj3P/vM9mjRZqSN5lQZinUuaLWSQfXSngh18bVypdC8AvfSFXbpZ1Ps0DmfW6k2vEWqvNUIDLfMXenBaI7MjiqUnLVoA4DlbVS0q1HVlOookmh6Ykn2nBFK68KZZa0FB8kCHIBcqoM+31UgmVFQSF0AxYyEWoqBEGCZTUHfkV8jz8bQjO+49CLJ4X0wpkBGSxJAkhd9O4kpFUhqLq+2IepZLnvheZsjN+xOVTKZG41pTki8xSirkjhbz8wDVzzkhhbnX36QV6krKnHZhUlARk/QZsQBPc119ocH77Nb77jTL92/M/jaasQB7obNV8zq5b+C8SGm8OwT476QhKsiOmmTsTZIm/a0a79vJRuMsqM/etfOWzJfm6Uk0sjvud46R1g/nhNk62wIedZxxAeBYl0vel5jzm0x2QZYucGXy7CLr9Oz3II53DrGQd4zmmbyBkOYkLI/PtGbTALnxQDdj0c1k/bOv3xsdVJ9lEpby/GuVdWYpBRJGwoSGIzMgrvhFK0iSCHXeT2YZTanGB2Vrx/7AGC5nD0jqlsRL/QaDEAZqhDagJQQHnfcjrbZViMkW1xho8c0+Ci3DhWvcOiN2bs4dGdmPt4LgIPkilmLRRATAJSq9hqhkWGaCf2SKtEfKAmfq6r/iUN72YPvLbAJ1z0s+blUHEgudd6HnrinDRNIbm9rsoZRA62Bnmhiqp6Nhci8YPy6JPWEI3fnTNL6wvMBqON1PZeA0CKAinYI4gvFJ9oR2JWI28yT5LLxXvF6gAeXoBdk2LGHxev6G0ZHJSk+f4F0lPYB7+/S+gsZdn6Ww+Ar5NlRBCIAUKSBDYAtIAGHmncgov90sMzoMmaiZ1abYq/WtZsTIqtOFwT8C/uAGgVmNCsk4pZL2eAeEYBlYkDIcvmKuZjZ4Cte47NRQpCQdzX4gpWlN421Ul8nYx4Z6/zstPscmLcLANBGTF6Qd4yskMtu2PkHPN88k9HrGGZuOJW3KFYOGlpvRx+zs43SeL147oqSYFgLCgfOLKdaANfSnwE9q+QVubc1nj/AYPTscQyh4CH3Ri2nJNR7llPJWRcqg2WSwVwEyyUH1DuM0susfDwfKBso6tLbmQrlfv0k51YMIs6eetop6lkOsHy1/DfO/vE5uk8y75ML/8gRI8XALPefYfA1sGG0e3LwIeSDq9WO0YaBkPKhaJ8DLMeeXCiap3zA+3j9yYm1T25CH2qQCTGqiyJRlJuCgS8YgJETOdGhz9Uvlmu/KhMAcFLFTZGIwwGWo24XxRukzEhaMSJboRGRm22/od3950sl26ywH3znl/bEg8/rma6yjbZcz376i5Ntg41H+rnOmb3Ifn7hnfbEn2WMOWaQPfTiDeq/nOEs8NbbbeDX/u7bnrSrL7pVxnSqVX/3QLvgJ193+TJfv7/zKbvkrNu9kONnpVNm1vKwkUPsuYm/tskff2oH7nS6wGe5cp1W+/XdP7b9D9rejj30PHvtxY+sl6SxF191nH3l6L39HrJH3Hf7U3bFxfcIHDTZjXefa3vtv7Uduf/5kk5/bF85Zne7/pbT7M7fPGznnHmT/fGRK2yn3Taz559+075y1K7ccX3mDPvBt661yZ/MVFFgpN1w2w8FpNfTdV1r419+z3beY0t75E/P23eOvtyO/tr+9tNfniCVjthJfS1fttKuvewu+9X1j9q5Fx1tp5/3dXvj7+9JybOdvfPmJP3sfrv5nrPt93c8axeddbNtvtUGdu3Np9gmW6iAr6+pk2baOaf+Usf6qe2421i7+qYf2cj1hvnP+PzbbnzYrvvZPSpUSAKsfcPnLkMCUUR1o7JQGHqPcoGQi5FVmUwKN+4gixwMCxx30o5IsxOvk9N6z3RgF58XnXqe5QdtFcqf3j50Zxtw7v5292sf2XIxv31691dbz072zlsf2XSNCaVNbIj25/kCahQNIFLKtea6i+T4oH+9XVjdy55WHrhIz+jbwwbY36WAmiClEeqJqxbNs4/1+Yf1VbFCucEAMe1PlFbbxDEj7BE9y1Pmz5ekea7cr6Nw5g4eeub7qPd534P2sU6NvNvxq2rDGzzIuqHuUMGmvUrPj+5tTxWwe6qI1SmAWiJg3jRyoJXPWmTlK1Zaq8ZCdWrvbq6osClH72gll51snXM/tcdmzIDtENGodahOPnqHkVG7NZ4eW1pYy0WENsvFtWxsm3Vbv9yWdayyeYvn2aAVfa18ZYXVrJaUXOS1JmYJrEqJCUj1dj6K6ZiXyTZHx8XoKG+HUxzyKRrJM8RdshUDnWhRPopKcZXUDG5q5mNTBaKZkKLfp2jqY1UxbmVeMn4/krJDMLa3tyQ3bJhn2u+CwMFgGmaZ3BQDWHIu32c4TuUE7kUkkfuHn0yw8y+61J/H/xoswyzXVsEsx1zJkMGE8QIb9Ai5pm236xZKgOk8iFFLLq8BICXptJtyuQw5y7apRGrT1E14a8KHaq6e7wm0B8PEKLs7ob4y0xp9ITHbOZymgw0E0Dp4pjdZgNYt7OldSEZYwSCz8YQxlJtRJEMA5vT6QPr0mR5iAXt+nOk8EvjLLK/buztQzeZaCvIO1MU0exEg9SqT+Pn7RNEABjdvCjG3M23XXnFPn5lkF9nYIZulIVUPqXv0XNBHHC6F/Dt6Sgqufx4soqJW3Ghi+3GQTHDK55lYejYtd6lk1EPXWXR8RpqznD+jRExzp0Bzq5LmsauCWb52iEzgStLoqHS9nBjg/nWp+vrcwAJTHox5MMy4L6oP2Hut6TFpdVdDzhNzMXpYwvUxyeiTpCsY9TB8i6uZZPRJLRDGG/lvsllYvi9UHzEDQvrNLO41kv6UycSg1QYetZs9tOvGZhuNtgNKmuyCtz62ZrFZGCNh0oKEk9E5PfT83jxkmD35g1OtecJEjYoabL+45iobPmSQGzN0dDTZhHen2tS3X7fbN9zRRrw5z37+lc3ta9toA6ltsOdlDHF/Sa0dtXalZMla0PT6akFXaaGvFugcrALS1XrPP223jeQzTKwXyBj/rr0xfYr6Y3rZ0TvvoaA3y346Y7Y1KltQrm+b6Vr1WdJsDaqYzVEQ6i1mdekiMSFyMaSS1iA3wkZmfro8BUv/kL+QIFMBZP4dgMqdGRmVpIeGyjmSMgIL8q5KendUUV2XWUa+6XOjM1hWQOLfVPv8O5+hRBlHaj4ToMBnufERcwJhwwFhCpIOypQw81krVZAY/O5b1u25mLPcplnPsF9LFQzrcMGWgYSPqNE6m/jGJ/arq/9mu+0+QuYVG9l243oLSNe4qoHzxSUZU6pajW+694H77OZb7vAn51+B5e7dqmyzoYc6s0yoQP7Pd0x/OGJiEc8aLRgsa9ic1ZLOrb/RUNvp5P1sar2MpTRzd4Gyv/vnz7J5Oogm9d9UCsh3iiIpL5ULtgJZ7m8FLAeIicSStUQVNdyIC+ShJ4jI5NwMSvKoRGT577sMW0qIcL0uAqiur+cQRO7KfwM+euv5WLF4pdWKqX3swQnq/X1HG2GlnzOyaT8iZ4AoIqoYClj22JYZufCwAMzANnV9nVjsbBI9oL6XRCGUQoNLOCXvQrWBbJpjUj7h6pcKXdcmJVSDNh5iF5y2pwo9lb5xkpe24/jpgRv2SdVtAaUyPV+wnV4M8OvX4efmzLKe6zhv5MMxhgdVAz3v3DdS3Q6tNVQLyLJ/pmPbRudYr88HNG+p31uspAK52FpJ3taoosC5AF4B3nmkD4DUnwUl6z5GTcW2EnpGU1c0MQsWslybt6swUxsJBQrUAiTXrA+UUB36XWInzwCJM6YlPhKQa+gtSSHDdmm9n1vEPUBCvB7ya3oxo/olULxECYOq7D52zy9IFDrp94Jxopjq94ifUKzR+mVN8vwB6nidY2oW4OKY8+gyh/b0SnrPchitdO2Zp7jWov9labgfU3r+YBR8RJmuEQDce5T1/8IJDe0YAAAgAElEQVS5O42Oim0l+oOVnOGKihS7wMzrdcAyPXH0iL7/1mdiy95UnKFAE8fiyhCO04saoVbjXFm/oWuI55JdM0+AACg3iZUbMKiXnX3Zl1RkVVKv3/cWsXxMXgCJnmWk9V3l1kgIcdMtLRQVUrFGMZdiQpZhc96hZgsptqsCuqxf7nVhnnKuyiRwGaqUVGhLx+RqAY/32eArmO6sYOD7N797ktyw//3oqIIbtvYh3gOVyjdPOtAGjuyjuK6iMPMouYK+tqPIE21fcZ1zgSxE1PFFjAjXLv2jAKqj2MPfucSW33MYzLOnBFrMGyqXpx57W8UpmVFpn8i/n96mUBVwSK8KSquOr59i2u+f/LlchQfaDVfeZ1decr/11YicCjGDj718g/XRVIhrL7tTPY2r7GwxzyToX979RyrWNNszE25WEbPSbr3hQXtz/Ef281+fYb371NheWx6v/brKHn3xV/aBjJ3O+d71dsTX9rDjTz1cYPk3du9vHxFr28ufzxbJt4ePGqrfvd7zhxX0l+q8KtQaUFVTZXfd/IhdetZNPgP84itPFgA/xJ554u/2yAMv2DdO/JJtv8um9j/X3mMX//gW+9OT19keagU4bK/Tbfwr79vh39jHfv27c+2O/3nQTvv+9fbHx661/Q7ewd57a7Jd85Nb7biTDhPg2tFuuvZeu+THv7WHn7/Rdtp9c7v9f/5sr7ww0S664lQVBYapb/oZO/W4K+yBJ66x0ZL6nieAi7v7b+6/TKzxItt2/ePs9AuOth9f8l03mXrkDy/Y+zIcXbyk1e556DK799ZH7cxTr7WnXrvFtlSec84pv9Skj8V2450X2czP5tnuW55kf3jicttNIPt73/iJTfp4rl169Xf9Gp7+nctt4WIx3+WKZ8n/KMb0RQ+zM8t5TjKMso81Ta7Z/nsQO+R05Hbx85x7kx/Hz/NY15gbHX9Pv3uMmAJHfHjb6VayxQh76d3XtYH2dVZ36ifTbeGCz5ykiwI9EzgEuDyPkUpMLUpbbyrD1VWrbcK8T22u1BYDpLqg53nBgF4uFb5fhYfhq1vs2JVi6fV5dXq+dhXJctHUT2yXz+baWhVwgD2dCriVBAA9Hau0/wyXufJGeu+S/iOt84JbbP2nXrNakSyduF6rcNVNlPfrh+8EymPjV6vdfpJpD7fOT2ZIhfiG2Xufyrh2lJmk9jaozvaYN9sunDvb2vBaUfFdqnE96+RHQQ6yDgGZTDRgL6XHeGCfOtt1/31swZxl9vhrf7bWkc1S/Gn/6sUU1ihi9Vgtck3Pc4tmOfcUyWSLyq1qbbm1rCix3jIwXaFrhjkaLvw9Ba6bdY4oXjAzZK8ryKgV92jxcyNSZ5pVLK0nN0YpFx40tcprVokb2v+QvdXuV2vjX3zRPpux0PPcVRARjC9Nrte0+pFT8W88MQDJFF9peSSH7V5SKQw60c664GKPSf81WHZm2Q2+uHmxSbHRYPaxYOEK++73D7ZTzzzWXvjr66qoRibHvk9lsFjHjMDJlzsZ6k2a9VDttNfW9qgqWZefd68NHFzjiVJ4ufGXcdMYKeJ+Cl7K9ljsrK27QxfclKN3OTsdl9GHSs9rAlluQe/u0SHBddMWWGKXgoc0yCuR2uR76Pjb9ICWOnCNoO3sdkECHhLuDNid/XTnaoEtXKPznGUBwVaqYT4bOOTOJH7uhh21m/hYkm/6o/Vde77332R2lgfXFzfgF5DsI7GCWc6mat6z7aCTSllmkqM/0IsCie0t7OiFzQsTpZBd59+BAceYLEwPgqV3UwQY5SyJTj/HDXssbtgr3kw9yziO6zxTIcLN2ThHL3IQAfT//bonWTlD4r1fDIlS+iyvHOqzSjH4kuNgqiRy3m7QRgKI/DqBZZ/f5/cxkr0w4GFTjlEW3svEM1JgxtNoL6qJPjqKZySuJRVud+DWtQ1pa7tN23YDswu+qbdusvGqxM1UAK8RuGwlode5NSl5PGabbWzIfnvaJoMH2jlnn+OjWjo6WyRTUeKtKlj31u62YOxAO2ZBdxtxzg225SmH2F/+9qHGDOxr76xZaJ8vUT+P5MmAHuS3KwXo+itwvazRJBPl4vvQmDHy8dfoNmgG0RKd775jE+fMNOovt1T2tq9oXnK/FXItFPhF/lKakvkKenOpsPm4JtxnkfZ1Sm4NaEaWp89UooYsGcOr3jqvRZhuKei1KPlw11Zum8sCeVboUc59JuGC7RIaXQtcvGGSqSYCgusSkxxVwmTXn2dV8xk4UjMDWYELAEtkgLkr0/XkTtKDCUCnP6tMz8xSBdyRU96yni+8ZJ+ffZ56kpdpcy2TIy09MJyfepDrpE3Rffzg7el2x2/H69g6bLn+PUSM+lbaKDbcY31bo2A9Znid37+B/Xvb3ffdZTffervHpX/LLKtnuSU5O/8/pL0HgNXl0f0/S1sWWJbeBUVRERS7qGjsHXvBiuW1EDR2sYGKLRpjRY0VsHfF3isKSrGg2JAmSN0CLFuov/OZeb73LiYx+ee/72uAu7v3fsvznWfOnDNnKJx5IuxJXoBDvmKUUQLLktxttHcfO/vYHay1j8AIcFahxI39qKqa81tmVw27zq4dfoWKGq30bK9QQA/nxnwvM0BJG4OP7sG5GaCUQDRMKq/TM6oEHcDGtSSRBai4G7bYw5jTGkkyMbZWa5PNJj+/NUzDUM78qoToH6PGWleBu+kzyxyAhpqFJHhdRs5HzOk595hWByyjPOH5X/f1kFVzt4nTOQDFcel5rZBEq1evNrbTbj2tQolH+47NbZJcOG3eUo1fay2J2iLb+4jtrGu7Zl7sWKa1jHIhdqPYa0LuyvoSgNLxEw98u4HZ03UVMR3McqoScG5Iz2Ad2YTpRw5Oi/Faegb03sval8iRniJwPSvW/WmufWuJ90DFWvXWBL0P0lbksQDTbK/zqORgJWMV4zjj9WT8RS+zGy8RIMPcKTc6Ss9kzNSGHdeaweArgWhez8LeSt1TkYAB1CPU+jPrxl+KRzFrO15zkzH9RPQHR4Ggrhs2fVy49EfnRcBA1h/VeMAyxSsK19n1rlQCwltmbs7+G/r3Sl2jWq153K3zcutw6KbglnPD5hHyAryKAQB1xStumsuwAUxauyRLjASpy5iGikDFPcByToYdRXpUGBRc7r7lVfv269k6z8YuCWRfYE9YV4bN/dd7u5IrUzwEuMvcsAu1h1epT7nr+q3trIv2t85ilhcuUM+fJM+oFjheLhWsdk6GXcfIi+OOHmTJqnPPY1xXL4KpUIZfhT+PXlzWPqect1prvLgk5Mx8BcOopDZXlMkgZzCX3hetdRyqlLQ6WfvJoC8XU9L1zcbRnXzGmXUMvv69G7aD5Vb0LKtIgNJOvgt3f3y+zek90eZblSfKQXH40eb6j7NXUvpW5/V8Xpj7tT/4C7+vZiLb0TaxWXevFRgdqTiBb0gwYTl1YDoIJ290T5DywpQ/8sI1tsMuW9qrL35k5w68yVoJACzWXjJg4F5244gL7dH7X7XzBmkspK7PeZedaEOvP81uv2G0PXT3a/bV7Kds+i9zbN9tB2t0zzJ76uUbBT772j7bn2X7HdzXLrjyFHtYrO6Ypz7SZIkOdusDQ+zzz6bagH0vFkCQgkz/VyPfkPUFll//9FYfy/jNxJ98/TQQ2Om52fpWqv7qiyWB/k7gZtzUh7Uv19pe255tc35bYJvp++9+fpeVyq9jp16n2wPPDLN9DtjeDtn9Ivts7HdigveyEaMv1Hi05+3cv9xpz425SUACpvpKe/rVt+2UYw+3+x8bInD8ot12/VM2aeajKqIvtT23PcfmLPzNBhzb3x544hK1K7xlF5x+p4o6RdZdRFiHLm2t3269HLgvXrTMdt70dDvz/IPsiutPF/B+xi6+5B/WUkBov0PV8/zUELv/jhdt5D9esPE/PObXa9gF9wkoVknpdYZttd0m1m+LM+28S49QQWEf+/arnyR3/tqLDO++NklJxgqZXmrWr3IvCDbyPAqpMMs+WcfbELOe5DRVhX72RDah7IrvR77s/fJueBbtfzECK5hpzzNTT7MTWhTMhDULy6rtyy3UD3zXYJs87SubrVhS0KKxCvKwo/iehKS3dHEYli5R4t5Neeoum22mlrdO9sibH1mxjne5Yi8s6jI99211HHNF3f5fiy62hSTnNzeqsdWSXx+4xWaSa7SyJ775yhopPzLFstX6PTlu2Dst29g8Kbz6SUZdoLxqbFGJPb1Rt1jksxdKF6+A//kUzW/VCKete1mB7pFYLD127In666TJNly96MPol1Yh40+yUvuzJr6UVCyzQq3vCsnB+XHakmiZASwLx/v+w/pnT3LVoIp1fB+/mZZSOxZKk9+goNgq5i+yeQvnWMMuqwTo5ZtTogJvmfaZ1jIV0z5Z0Fj98FIbk8fVSM7TbK2woUC5iHSrv6jIWlSqbWpJI2uiwjQse7PmUsBItVOS/G8gcSh8o2TyPUy5IjJtPFgohnIPEFLuts8eivcrbMTfH7Id+/XwfWW+2ilbtsQkN4zD2OOj11nv7/LsAMtltApqz1y1prF9/eXnduXwa/za/c9guVvrA5QMB1iu50AuZq5i9rFApiZnX9jfNt1ifTv52CutfXFr7/3INut/GffYVFS2+E3VlTvvuMQ33mGXjLLOkqTSS+cGYp78JCkA7KdXF5H7Ia3JABCMcUhzwuCKHqVwrM5MttxtL8mSvbcB4Arocjl21qerhyRJh9ggM5Y364Hx4gCVFn+vNL4JJjnJsH3UkjbbxvT2phl0PvM4SYobJGdqwBcjUsL1sQ6b7YA85Cb5WYLRdwvQc9mIvxdMa+Z+nWeacwYG3leNoUFdZjnML5BJurQdUx1nYbP5hlTTop/Djb5gfTP22h2rCSh8pqp1iTGv3xA37Ia2wnuWK+wgZ5blhm2SYevnuZYhmecOxuYfrtwUHAhKsBbx3nX7u2GWM1Y73LDpTQnX7BgeH0GR65Qx5hFMQ0Keq07rM31AvUu8uW/xmfVgrzm+JD+vL6k3TokhbY9Zmi6vR2av3yeQFuihrKeK9BfDTzE7rLe9N3GqrZRT5QoBi9Yyr3hAcphRkt2MfPVV69izt7cDVOmBJ7HjQffRLwJ0P3VsYec062j24SRbX3OSq4eMsp4XHWI3blBkMxfWyJcBwBoJIdJouWzZIVtvYcPkMthgWa0N00xe5gnBIr8qeTdjARhUX0CApV8Ycx+k0Ep0kVyStLsVf5JEY9rDDFZnbnCHxp1XlTzAcnPkyUpeF8nwpLP6WZaCKKTfbKFzqWXNINt0STQz8QJwuyskLLsSfcbiYJ7F8QeDrARZn4GDMgGOgJV3pBbYdrAcbtjEEJI6pJQAFZJx76lDhk3Psp7lxhqnUK4BCJ2/m2D13/nQllx9uVX/Vq4KomTYSmDdMEIsYCsFyYXa7V645x0b98HPXmGsWa4kX5sBG1M9XY/GosB6SGa/RonKrntvbV/+NNaeeuYZD1N/3LPcTG7Y+ztYhhOJcUIpGSU20T7iyXKSZytmNFJxY5bk8v123tQuPWU7q6aIiPEF56f3Wav5jD/+8p3935nn26679lWwv0HXqio3ziVksNG/yHUBMNDzGnLriKwZ45eXYedfz7thhzO7wzpAjGIsYKWuSzZgpql64T5650cbdf+7ShqUNehYGtKLpa9aPR8UAjLw6akwzHKSYf9ebu2Oo7DuFOIc8VAQxMRKYMWl7EqKJE1i+sBaGeks1LOy23Zd7Syxxo3prUpmVGuVlFfgSC91hBdhAfQUjXRdXIqlKjXxzB9/B8uMhYgZ2xkA5RoCEFnz9D/9Kxk2RQYHy5lrs461RkkOjHMrzLS8SKL7pvfH9dpnbfrsYk9Lopikn0EmTS9pnknLwDLPW9zHukWF7Dl0N+w6wJRnyBlkl2GnwggGX1oDfBZJWPTMx34FmRCOoFl/eoAnVAQkGhgGcgqOuQL/5uYp/x4srzs6Kq0nQCBgGbm1twHEeefd2MUsK45kr7sbtuIDRamSOmCZn/f2AK2/uj3LGVgGwPO639NUXHd5NsZziiUOiLJCBwUk703+Z7DMzwPe/z78RfWOLlAPsd5TvxftEjHBIr2N773reA74Yx1SRGTDXoRWlgcoGzxELGrnVt57itka1yL6zbPrgcO51hmv58ByAP9/NQqKHsICxfdF9WSio9YbRmmiUVmp173Q4WA5/7x7AUTLn6JJGHzlGdgAyyiEyG8ysByFO+5pOOz7o+NfOWZZ3z/5zDyz/J9l2IyOEpul9VirZ+Tqe061kj66QlL3FLgBg55EHQzPJPu/qz78KwP2WU6QvZoVqLKlGYA7/J8DcHsOkZYuCpxWxS1s7MPf2wN3vSaZcBPv2fdnkBjMT+rDs1wBsLxIoPBv955tx558oE358ic7vv8wl/42Fn21UP2dZ194hF101Sl249BRkjGP8Rjxp723F/gcYk889LL9bfjj9s2cZ8XS/mwnSCZdLQrujlGX2gGS7O67w+kC2/vbyYMOs4XzSt0UrEYgFzZ6+i9z7QqxvPVDZqPfq7VuG3QSS32vJNG/2F5bnaMJGMT25TbgxP3stgeHyE36MwHMu+2Tbx+1qd/OsCP2ulDPhMyVdOPf/uIexZAGAmYD7eb7LxZzvJMduff5cvSeagcP2EPMMmD4WbvwnNsEkG+zvfffwQbsP0SAdJIdcMRekklfag+PeNbuu/0F+2LaE/b9dzPt6H0v1QVeYZttsak99caNkmG/Y2ced6MNvWGQnXTGAd428OOUGVJJbSgwv9T69TrFBp1/sF127SAbPuRee+SB1wWg1qrIuYM98NRQ+8dtMjN95j17/bP7FK8qFaerHGAtkFcLYtPLLrzXZujcLxNzfsgRf1K8D6O1n8SCDhLTPE9eLsRKjMRczegmutHCGT3LdQy8ktEXebK3QqbJLZ5ze8tggGPyX55jZ5Z9RGnmmk3PMqA6+7kA1eSKW15ypK23+8Y2USTG+bTJVUj1JDXbCvIcgFd61nCIrid1W3/50jynokN7mW1VCQBiJocD/VI9I92U727Re3OzW16xB9W6sbXGdG7dQWOm0CiryvnX5RXWVz3pKwTG2UeKBS5Ht+9gm2qdYSF3bp+tlec1V/43yx77eqqtrxGNu+ywvVlHgfrVCv66xm7ytVIAWpLnQ8sX25kaUdlMeU5jxbdqAr9i2UrMtAA0TkCiuIx2UyYX0JdOkREDPAfLuPkrIJEKkOuxdy5asFxePN1s2512se+n/mjffPmlPDqaar3rWVLBp0KxrHVLFRZEXjRQTlfLyCeZTlasqbb6AtGVKlg20wcuaLLEGnbQz+jpLqxUie03gedqkaVl9R2cV0jaXtIyRkjR80yshVlm1GJxyl9p3y0vW2GdOzSz8dMr7KoRb9mA9dvYwQO3k8dOY3kN1ZfaQVNelM6SsxYLjHN+KJRcqaT38bGmiq8NccP+cpxdcuX/T7C8Uft9JQ/VjXKpCwGMKiyAt76qqxXqdznUtuzb084beKMc9Fok84hI8v7VF8wyAWWhFsc1t/3FAwVguUtnKoS6jb6RZb0vRE16F2KAvb8lumshr7rMcvQwB2OM9TyuyRhf1bWIh+2AafZ+1TrW8QDEJC6MkO79wyHtdUbZq9u49cFQRs8yZmINZViG1DtY3gBbq7zPVos31xsbM4JhtfMAL4xuwpEQiV36THqwtU7JJbOZgvkxTpn7d/qsxO5mDHOw3MivAuhFPzmAMa7lWgFGFz6lOoRvmIrf7grtzHL0N2dmOhQY4j0z6QqmCWmAvfcXq8KmZKCHepZxw46eZcmwMfjiM12GHwlsjrX2axkybD4zekjSaCgqfM5iB6udDbGPf0evCcfqPdhZ4YLgl/qtc5Itv4EJUJPc6qyDvc4KJLru6b3yn0EAVSDW/XRzuGSqhss5fSyF+t8ayZq/f+wCe6KBZFQy9qlF4qrK3Aw1anRQxbqlglCZAgUyYtq5CPYwLjj0LZedfTP1Q7dWQPlk8652wf2fW8c3xlura46x0Z0a2IzF6p9loLqCLuOQmqvy17eHGG0tvq/mTpPt/hrbeWO5L8qRfsJ3X1qpjknhWcFJjIsqgc0YSO/W/sGqhZEBcjxcBSOpIjiQRPE6EmmfS6wEcpmCWTcZO2yhz9upZrk9NO0X22ybHe2M2TPtzzJvW6SksX5kIM5I0hsIyC3yP6Pn1kdDIb+m6pcMvlqo4gpYdhdsgR0k3zgCN4N5Zk4hM/SYIwhToseZvjKefca9sKM6w6c15LNjdV6la4us69SJYpY/tMVXXG7L55S5DLvS5/bJtEVGXl06FNndH82yr0d/pCukhEU60AKZWBxzyJZWb9ZiK1XvN+7Zn338k5Xqd0vENK6snmwLVoZz5B8zy01sm2zOMgZ8booXD5GPRknMFEqHzK2XxB5BRZnGIBx10rZ2zNHbSXZEdou8iXmExfbwE6Nt5IOPeHI46IzT7PyzTxOzu9SBPv2xpIh4RdRKw1WpTTtzw873JiPZjbmbdXuW3UgJBpnRUaln1BlW3UfAcmbwxcYMkC4SYJ0vV89rh76pBFiVZ9jXFLz5PXwRkJx6HyKLgdFYMOqY8gFslAxEUSzitoNlvQNgub6DFD0PKjoxmaBlqxLbvHdr+27CLEmrVZXfuJ3tN6Cf9VDvfQuNV6tVa8O65k4A+zyDnAEBepPdaVmf57JPB2+YGYWZWwOMvOoAKyRYFHvWNV5S8UbP5WqdT7GKLquTO3O+lxSXTXpr42qwXn2ebUqY8vtbvO5gWckBbGgGAIPtjt7kzLQttsYAgTwbAHsHXCx/fXO5CmbAhPyIKO6dAFc2Zzn1sbIhuoxYbAcGX8Vyvfa51ul9HCx7z3IUTDI37KyowPMLwInrFMdMwY3rHe1Q8QXgcrCs40Q94jOe9bP1dL95vlEXcKy5HmT9PMxyjdYgzDI94ZxzPa1pTPZWKnZwTD5hg/fX+3AM9FFTOFzlo2nCZIbjXqqWBeKYb/+5eyqWEfdWRkQlZtn3Aa59vYYCED/ZEw985O0NKXHwFiyurIPlpJHO2r7wUaEncq0S1bU6frwuKJIzGqdGDM1+h25pp/9lb1uk+amN9f1S7rUSSAogdQ278qOj1nU4D7Ac/eZ8tuCmtdWzPVn2sif22d7WLvrVPlUy/G2RnPfFxPFs1OTActyLbHRUlWItSR+jqbzw7c9j6jdX3GetZGv/n+csx3tlI8oowJ0kGXZ+dNQfzFluCrOsnmUxgLG+IU1IvIuC0EhruMD323AcjkJ/tLW5LsUL5wChMG+ChIC4yI2w1LHxPpl6MOtb5f3j7RnJhVsILRtBlASYju/TsMxAo0Z8noqjlZJUDzzzYMmaz7SZAq8Dj7zcZv68yIuDHP8ymWEdfsyudueoK+z1l8fJGftql+9ff8d5dsbZh9jVF4+Q4dbHYpafFDj4xY4/SPuPnITvfuRy2/+QHQWWB9mue26p/uJBdu0VD9vwGx6w7XpuYjvs3Mem/TzHflF/cD0Kgyi2NN6nq4rlb42/U7LemXbgLhf67PplUoYdc/I+9tcRg+3zT762gYdfY2OnPqRnqrGUs2KOJ39rB+61kz37xg0C0L+IDf6LPT5muO2x3zZ2+F6XSNb9kYD+X+ziq04Qs/ycnX/e3fbcyzc583zUfpfapx9+ZQcevruY4yFifV+y6y8faZNnPOb3cN8dLrBJP39jQy8506684RT1Wr9ud9z4hE0QmP5uyi+STZ+te1Qru5Xn3Rxsp56n2Z8vOtguHX6GXSNWedR9b3ixe5c9dhRYHqLPf9HuufVZmzT9MZmkzba9tj9X92SlHXSUDEgVBz779Gfbvu+GynWKbOx7X7qx2EXDjhELvrMNu/Aue/CeN6X6KlbeE8ZeTjy5b054V7gXUWbslakg3QiLgi6tkPgixZ6cG9/q7XoxIopcL+tZDsVm3rfGCyzauQoFRhe0bmvztxQY7be5FQzc3f78/gQ7snyhqwvbqJd5kYBae8WwWcIKg3r1sNcmfGNr1R5QJkBYRLFLOQxFM1R8HRX7nyxpbaNvfsVO3bu3fbVAvdE7b223Fa+wDeeX2Vp6n7VoqU2zRzqOUdhCbXrSlr3FWK+vB0KLWvv02nGTbJza8ObLrO6wbba2u3+Yaj20xpcKVjeW2qMoBeGlqsBS2C3AO8GnHIY3DHudK629H1Pxjc/yiSbMao6RwHTxyhxcz4GeI4FNJ0Yw2tKfxUo4m0v2XKVCSLkAuhunKqcDTC9leozyT2/vk9ow3LDVuqeCASZo7BUlmKUxYkoGs5WNBO7bVduchnLplvTe5DzeeYlc1Oc3sbYibZaWa78pFkuPXBtvndTKh3zaCxbKMVFG/jKtVAWgN2y59o8WHQqt6/ab2UHbdrSWHdu4ilHplhdtS8tXyEQ25jOTH5eKqCqR4/myVU3shx8m2mVDr/LYiGcLE23athUrn+2BCqh8eZUN04YiNb599dVXttVWW+V+KNywW2qxIiMMmSEhiyC5QDd98PmHao5dDzvnhBscLK8RA51iZu49fv8XEkGqcNffeZ4Pix8qsLxeAstefgJB6s8CBTscAWvVIMmeR8BppH6OEmn7a3NjqmLzI6FDfu2y5FQpCgAblSmkuDx0AF1AtPf40mOYzLY8gcGUxjfk6I92NjQDyz4CgaAXYDrro+CBhmkN1jeMy0LerAQSF2nvLw65orOjDvAyQVLq/aJinPq8MykRG0DMzM3csLM5y6nXQkGhUTIwgw2OnuUAvDHHWJ+dyZWT1DrmFUbFNxKLvPFY1g+cnY+zvzhvizF3h8HUTwzTTB8XBl8bCSwfWPa1/V09yzDLbI7BxAcw9v72JMMm9/LKeAZcM2MFrgnviSmQBznOS66GbtyQZ7ezmdCZDNvHSbgrccZBxCrj872wwjkmVj0k6gD0YCTOyKAAACAASURBVLW5L3wmo29idnPMk44/sznTUXX0kRZKOjVs3HYffrTdsccOrvwc9+lYu7NTR5spy9W//zLDFhY0cpknVTp6CmFUnd1FlqwK4/g5lXbn5Bm29vEvbE3v9vZ/5x1oBytg/Cow1VJJa6WSy5ZKnKdrbZy8WS97YuI31kLBr74kKm9pjEMHsRlba5BcpZIzQBgjzcJkS5uwfhdg7syykkqXOCdmmaBSKkDOGKclAs3R04HlvoTkMp4Y37GtXa+xDeN/m2WTxIQOlrvlo9/+oOKH1l4q13vypZsaI3hitBEOg7DVAIGMQabfkF4eWDo+IwC6zLfkGMyfOK8upw9FgRVpD8m3q8tdxYyjPcGZnml9liqdxKamAm5lSsbW+3aC1WPO8jVXCCyXKwaoB0YVSCTfJE3faobgQ1e9pA1LG5UY5X1O3MZ232tz60KQRRJF8NYO9NGHP1l9AbMZCtj3jxxp9sNYXzd/DJab2ja5OcuAZVin4D+iyEQBEca5LmMVPv5rtC5ql5bbIZccYgfv2t1WKd6xZhuraeeowedbv6VTvJ3o/E9krnPd5eop76IigeYoSiO1RIXEViXNbYcdtrIyzch2Zu93Rl55N+xI2j2M6X9chk1BIzkhe9ROzHIGltk06yueYt503c2v29xJv2kjjOo2oD9AHa6W2dSDxBX5sxygOAPLzon5NaHwoThJ4UMbfKXMRrbv08W27lhsC5fUWs8NOtisTTvacN2rLWfPtxMv72979t3IFqggRXGFzSMgQLBg9Cc525hj8gFQAqyJWY4u0zxYRpqLG3FO2swZuIw4wDI9+YHR8owf8YqWgcw0KzP+Iml3xjmBZVdVKQmisPX7Y8ozy8HurgOWtYnnmeXYHb0/GAZU9/P37OS/n7Mcu+8/zVl2sKxjzbGQ8fn4AGAglY0Zyo4pA1bufO4sZMRO7vdSl/KixMmzkDz/y/SsIUVHFpcr1iAZV+Etm/PN+zirTlsRzLJyBpIUADy4k9jM2mNWKUlTjsl34MX1QBanmOs33y+T/7VS97qIntucORYS5og9bvDlZjHh8ox78dgPf7ERNyuJVyExMzDjerMPhOkTz2Z2zlGYY+IDzFVdxYjPT1cBeJUKif327SVwsrl1balmO7XHrNAEAVOhLnqT491QeHBMwTivC6IdLOuzKb6QxDYTUP5e8+OP6y0/Cv3pzmOaWCDJkD3x9TjtrcutTO0SLZAJ+jMR7WherEnur0UY6CgxWqo9aI0zyBg1JrAcD5Lf36V6PcbRJUjJ6ygVdKz0YiPD/u96lnHD7u4j+LzQ76ouZoxHoT7mLEeBPJcPoVxLxfgoyse0EZ8W4vtyFNN8FFW6KezxFMLj56K1zEEze33KLxjjTnGeHCmnXmPJkD5i/umtHtGy8s7EO6Vc7KjrsMzmzV3gbOZq7QWAWHpRzztthLOqm2+5oYyuJuv6Vtte++8ssDvXjtzrfBVmm9jYb0fJNXumHb7HhVJuVdsDz16tnxEY3fsvbgj4xrj7vOj40F3PSuq9hW29fW+76apRdv9tT1kLFQg5uWoZfHXfsKt6Pkf4epmuEZCQGJiGde4q5Zm+LjvnVgHGl+zSa86wC688QU7Vi9RTPMn2PqifWqqa2fmnX2+PPPym/f3eS3Tf+tvE8VPsp+9m2IFH7K49vtgef/BFG3z6TTbm7bvFjm9jAw642D55b4Idesw+DvCfffQ1O2PgDXbHfZeqSNLfpdDfTfnJDjxsNz33zdQW+a4Nv+ReyaifcnPSOyW13nW3LazfHtvIKHOZbdf9eDvj3APlJn6mXXvZvWKqX1MrhOSw++5s9z9+mT0tsH3WqTfY6Geus4OP3E2jucZpcsECO3XQoSpWzBHQH6ze5mFiorcRi/2hjf/oOztl0P5yxu5mxx9wiX3xxS8eA2q1h0AG5XuWo2BLG6K7W6s3OUZHQWShKOX5DTIp8v3UcufkGBMaQnmJcSytd+F5FKa1ECOx1qJlsoHMLNeoTaqx5k+vVW4x4chdzS49xv6+7DfbfNZ8a9iqSOTISushwmKLDURkiL4cP+krWyJcwnhD9mmKgq1bNdd7FglbVVq/jfvY2vtftiO7trJvbhljHY7qa4MP6GUlqBHUEoeikEJujQBsezUR9+0tiTbPU2GRjGC7eoGa5uLhY8fZ7rXyuBGarVIsaKX1X+1eT1EM9/YcSA7UskwyYaSZQC/xnGJ7tZBjRmat1PPbHDKJWK04XU97rUQuVuMMHvFKmIoRT8i0MfzWXgKhgToIF3iIDgxhl6vA7UaxaucDJFOwZl+jYN9Y+UUYq4ZbdrHOlTjfWL+/UsXA5owR1fsWtl5lixpqkssmSzUvGqWtHoYfNQWlSi0MFY1ErCu+YUSreBgMM/OaV1m7DmKFP5tpjz74nk5QTL0qA0vlaFsoP5hOMusr3ayL9dPINkYbbrBxF9u0Z1t7/e1pNkf58PqaiLLB5m1tMxUfX3nrXbv13tv8GfyfZdg92u0nqWaJV4ej3SlkMoW68L/BLAssb7ldTzvnxAwsU0H9A2ZZm1o9IfcF8xZ79Q6wfNUlI61Ll+Y+Qopwzsxc+luXSfqwTV9V6f60pbWT01yZeiY+//RrOep9qz1FBhuSaMZYp2AgGWPlDHN6WHJGYN6jkCzncazO9d+yIOhVBifHDh1zlyNRDFfnOGeYZd6b5BB5b8yV1mLSjaVR3uXL7h6dxjkBurLe38Qsx1xCBXefsxw7A9cS+bVLsADUJN36no+iSf20GQsaMpS6rC/90uH0HA7cYVTQSAsd90DAJxtUBprZ1PmMIMXoH46AYoxS8uJAnKfPj+YaIX3BmTr18npVzuXKAh669j2qyq1/xWT1LO9rzevVeNUvRo7wwEa2E9c32J+s7xuJdBgqsNFx/GmMU8Ywa14tQS/fJ01Qo1qtKljqWY7CQ76qzGd5jcXvYSb95nyigh3zHDFaU7BgDaTP4JqhEGiUZjpna4ZCi8/JdqM5+hpWW+lOPW2R5rnaMbvL2bijAmOVbSe3wb//MsvmMXeRKpoCi9voM5ajmZIwJcod2xfZtfeOtW9enWyzB+5jzY7ewZ7UPORCsaYwjy5fFuDtqE3nvhZtFLgK5Xw926pUBmukiPSTDKDoM+kqAyThFl+PJGPVCsi4CtYyQ1HBaYkYmOb6TBiX1nrPUoAs0m4fyh7H1EJg2t0CVRGcrY1mQO9e9uS3U3T/CuxLJWp7V1dalRY9AbPuXE7nWARySb79T7G+mGrBIDNwHrlsKwGtcp0vIHkp7JsCISMXWup1ZLNNdH0YGUW1r5qMUbeEZ4wkk+u8UkYRDXimBZrdrE//1ihpW6IZg51lwFD/vfdt8WWXW+Xcch8dhVynjXpvZ64stEfFKP/67g/WcbtutucevWy3rTpZmb4PwwiwhxEDmGP801B/qSc37Lsef8xefvghfw7/WIZdh1lOzz7O8hno8V59B8t1R9KknkeB5cYarfGFxoTdfOn+dgQssdbKpC++sVPPPt9G7LLaBqv+ctCT8uIIj511vu669XrbdZe+7urbSBK8bHQUsYrkFykqMmM2p/ycZXqWta6pGGduxKxiGD9m72IcpJ6e36SGUOO3vfDsRJsw+VdrqmMl+XURisdwDkWbI20nPD/O7vDNeL7zYDlMigolP0O+RQvC4Mv2lwt7td0z4gPrP+wIu3C7DhoJqRYOrYv6+uydF2sU+K/z7NCdNrAmKn7oFjkL6X2bSYbL372aLKUCsxtj3FP0WvvcbgAXzDJxRseb9bE6WAasO3hLjHMdZjlLynPyWAcxIXflnPmPa0TiAYB3sOyvB1gGrMDs1b3emAzB+BXr+Yr4F3Ewc0Km7SFGR8XtDWAqEK3ijgOrjOlMDDLn5KA4/QLgpkY/D+gs0rGycXicwzRRzwtSuOyzY6RO3Zm8SbYNKE2FCBIa+luz4+QvFDhdspsDywkE+jqLJDDmaHKCAcSQhrMOGyNX957baJdi7VH0yrmxc08B8Kw/xS0Ka9n7cD34vXA7BSwnpMx10vmVl4fhC4W0HFDn+mHmlnqW6YVuptg8efxPdt9tHyrmwXZEYSWud76oRZGZZCyWd6ivwrST5zdfBON1b0Varf7kbTeyuTMW24/qtyw4em+76a2Pbce1KhBLfpj18qMK4JjUMeNyRi+osQa4pyxw3a8iFRuIP8uUYB+wuYCy4pAvCgbXS26ryqZNnPiZ2gzVL19dT0mirrnWXzPJLZdIE8lkDnwhOgpfv1zSym7W2MA3fv5Z/cK6Tozly7muZ+eN2gKwTIE49sYoFIlVJTnWjMyzzz3LfhWTwtcfz1kWs9xyQx0DBl+A3ugb9RwmxxBHwh6GoJAF0Q/qSjY/JNBsjP90BtnHQMbeHs9fMPKM5CSu+p7veUUo1txkUH8GeM7eJ/I0f974BG9h43PJ5FbbdbcPdkaX3KRQCwlHeI8Lqr7MmDbbBg+8zTp1aWXnDTnKdtlre62phnKknqzi5ZP267R5+l5ru+3hi8Rg/WbXXHif1latXXTlQAG+3jbs/Hts4ufT1Du5lXpxj7ZefTaS8dUye+GJd23ErWNcRporIGndd1QP6U13n6WinTxZBCRYhMSX0oUV9uaY8fb8Ux/6DGh65E8+a0876oT9bb1ubTVaaa79486X7bUXxspvREakcsu+9pZTlR/3tNkqFD8x+g0bcNLe9urzH9ttNz1t198yWIZgveyy8+6xryb8bH/acytJpwfaay9+LKn0S9aidQu7aOjRdsChuwh8VNn9I16xwwfsYp9/PMWGi3k++axD7Kxz+7sb9isvfCjX81W25fY9bPBJN9s2O/awM845yu6/6zl7/cUvBPIEGrftbVdex/uPtX/c+oLPab7gyiPVz72TWEkZso39VuZpj9j33863Tp2a2dlDjrV9DtpOMauJzf5lgd17+xid2/t6ZpvpnksmnY1lddKIiQUwx8klO9dzDMgN1aArKlNej0IEV2xvfUwKlaxnOXqVwxXb8+Xkns2IVld/MnUG/xryS3IRFWRaqa99woayW332Unv8i8m2nsA0E0bqy1zu6pZt7Xyp8JpIHVAPsywVLhtqny7H8Gv7zW0LtdP9MHmy3TdrnjXW3OPp73xrbzw9wdbv38eu3WV9q9E4uyIx1Ow3SJcbKl96sX1bG9VrY3t5/Hh5ATS0M/tJhl3UzM769hs79JffrEJj0OqTT+uBWQtbHFN9dT5RTOPZJAb7nG/2/OQBw1goSEh/RhQLGioWT5L53NAWbW3s9B9tTMMW1kn7/+7tuljzdm3sx+++ERZAwRHmrhwjDDLXlCLWCuVn9BCTazRRDlgp0FysY2MEZQ4sKz5Wad3Tese+CYHkhWumyyi3LdL7rtQ1YxrL8iUMdpFKUzR7Qbdqm9dksa0okeHbkqbWdklLq/drsTUS0+wGXyr+wXSTSw655xNb9v2vknQz57zSGsoFfrNVlWofKNV1WG2L50umLi1PSeuW1lNgeeqUhcrtq6xC0vYmW+tcD+hrX//jUc2nftFj4P8MlqNnGWYZI5nMIZOkVszyPPo9DrOt+24sZvk6PSCtdCH/e7B83e3neRXvKnqWYZaphLhJE/bilXqYj7Mzzzv2d+mj2VOjX7erhzzgN8hlu5K5Mi6mnnovrKBQgQhpGhU7MZbaRuqpAb2mtqESZlhvbStibeiVRr4NI4usyB3glOwB6taoyksVHADbULQXfXIFkpJoxlU45vnsN0wHwnwgHJ6jv9b7bZOzc4FvFvmeYACwj8xKG5YDvASao7cnqrPBzgLwwpgspEyYbIVshPf0kVJeFJDmP5Od+IYVc4k9gXenyWSAkNgX3yq1qWTO1G7C4wwzm1GYnBBQ2KyiXyTmLPtmmEnZFaDkW2Ubec+ywHKXfcQs83MhlY6e6BC3O7NMkp2Y8pBhE9yQ2YURWcykhpXHJIx5iMntW/+GtfcKoPdBhuED1Crvm4Fpv176LK4h6WDWxxyAOq4dAZjPymZSwyzHZ0YfTBQikHzH/eSYfKxA+kyAvglcFLIW1I8y/vBdrOBvg+ycBdPshLnzJBVW3zoJAVU3JaEVkqR01P05uVkX27bpSptxz0e26KXPbO5ZB9qTh2xqK39eLKNFBRac+QTkSgWWO6gatkJ/Mtd4KWBV/XiN9VmfNm5uV7Zsae/Om2O1fi05r3B3RjJLEGohZ1t33YVRlhtgC3pFxDRn8+kIUjAPrTQXDxkMcsAKgWfY7HIl+a/K8Ipk5ZSKxbbUKUgpSRh7ASukq7pSAZHkGgkqzInLPpl55w62AuaL5RbcTvIkmSa0QiKtKmPmgo1Uhuoikh3GA+CAiFLFZ96yVlCTEM6Yt66kGPkPn4G0m8Rzab0i6/KNwPL7H9iya4e6DBsJbrl6lddTz9p735Xaw8NfEAO02nbZqaudet4Byj21Hilc6DzpncScDGnUaj3btfqzdTONjnr6UbvtHyP9yftPBl9bdjvQf8+DqTPIebBMoYq8mFmFeTAEk0UmpGtIv8967e2aw3vagrIZ9ujz7yqQf2VttNbeOcZs/ebCrJLUT9UI7XZK8Kep/ei41yTBOvEE9Z+dqYJKmY/scgaPntFkNOaje5Bh6yPyo3sCFOPYjht2Toat46YoQcVbEdOatim08+/8yJZ9MEXXPEzHGNdBwTHuRtY3ymZLDyZsXB0Q42CZlg825pC1Ik897qzdpVoosp69Oite1KoHrcI6qt9ztcBDrdYMRm6ttG5WKfFfJDTTZckSW6prxL0qUZGFPuGMhWTj99YBwHIGGhNYBqQ5EEty4QyYshFzLQDtnp1TQEvAio3enbb1RYLKeue6cuz5MU20wQS4obhCsQEG1EG0/i9k2NFDG7l/IGNepycKozk/Vs/e4w9AIEUOB8sBF7yoF721FKXCLIz3chm2m94JLLvrday5kM1GwQCTLeIdX7xjjI7iWEPO7O8PMNUx4V/Ac1iX7eaauNzaf57PdtjocdpZSEyi3OgljtdNs5SIhBt79F1HL3jMa2ZdhcFXnBwO4Ej7KOL5daIoRqHDT5F7GrEB5iRbZwGWmc2OrwQ/mI5Ja2uZj4hidnEUeuOYYEYVQ/Q6BTYchSeM/dkeHflJyHMFhGCK/PIBwlJ7lccbL1in65eKxMR8d7NPazwrK1AgbqzCaY3icHNVHb84ZGcruOX/7Pbxk6336ho5p2eKilBthRM3SoyMcY576utJx9FScXixnPFHvPK1fTB1ATIkHl5rP22WLRh8uBXsJ1OmLyfZKasrbblGHa0nUDxebXCDOnSyt2QyyXgYDOY2VI/zFl03soKNNrHR4z60HirCLcQtNmcOmO6FrmU2uqxusYa8mZjcSBl23Z7lPwLLGHx1adXd2an6MlCkaB57OPt+IhpQs+VarWKv9++n3MT9YTzmJ1NSL5wnPxKK9WktAo5XsgcmAsFl3q5SA4wHWRFsYAayY9QOIAJFG34mGLXSm8l50i4DyKYY4r2aHrNov9I1kDHtSrWJLNfc5WK5MtOmsEwS00aSjsLIkx7WaFPCwbqRWHyemFqtBx9DpmI17HyV2CtXQskxe7V+1t9LarTMhyYKjwQe6iL6WcwO9cD4mFDyQEzTtICaUTDxVjbtlWrJaiC73qYCIFXqCYewaqbjg7+v1v66VvluE7HBSzR7nojB3lCvQLkMRXuZIDKas54YSPaNNdpvaTPBQRklBudUrcJ4U02FqNWfIr0Vt3lngVKBtiU+h1lKDOVIy5aW6Zkpcuf5hiqor9W4WEiqRtrv1qxVvq0/V6zAE6dK97LQi+k4LNeoZa2waTPlKKt9fCNeJ/U1GorfXyaXaLwo1ur4VtVU6Vho0WmkvSa5X5P3Jqm+exCJ4ChUPr+iznzlMPIiHw5H+0yezZ9u6ppk3D6WDHDsY0IzFWFdI7A0kir9XNbrTA7o7Zy6nqulippyrOT6aseYI9PHEhGFh9ZU2MPN29rOigPFFZUCy2o50b6LEWeVYkUHFbJKWnWw8op5tvC7X+0l9fI+/PoU2+G76bb3jQNsJzmxrxIwpCjKmL/62pvaoCDsvZXtJQfxGxb+6nvQjhtsKEnOGps6f7pNVz+u/N91n3DJj7F+2UhLTJcprvoUE/YB8g/VYxwsa53xfYr8LEXAdBuNntp+i142YFGZXbhkoW2/ZV875PufbWT37tZCCoiP3n1be84yJ+IKlZfR5uc5m94DYM6ezVri+WoCGBZYxpzUe41FiMIs+8hOjGQZF+pzlJmHLJUSDLWOC6NZ9haK1cuYw8z3lRO30OvlC6UI7LTS5hWX2eqeS63B9GJbb3EHqy7T7+FbptneY576zD6atUxtdUuVKza1ngf2th323Nx6Fa7SvG8xynLsHvPMV97yuVijYL9T4aioZYnyQT0bSP01AnJuaxFfldNtzrwP/RH9n2XYG7XfR2BZzDIGPCS1+n/6fpBSL1hQboPVs7yVXIPPOfG/A8tklfUVcDJmeakzy6Mlk9FDq4MvVBAuU7Xl4KN3szsfvFAD3hfbNZfeL+fAXzRXs4NdJlc9JBt/HTZKFeRnVS1o4Rb8DDlvUSIgUCFgrOpCof6Nhp8mbxwomzQtUcBZokq4GDE9lLC71VXLdR6NPKgR+MrKKxQAxAQRTBh6r1W1XFW3xupFaKWfmT+/0pOF+tIq+CBzKqupYp0DyzzQzl4HYPVxFAosDvCSHCmSEJLC6I2KtJQsI5Nqx8aQ9Q2HgVl+znKO/cw5V8f3vbKGhEnHhl1yVoVlDFfGCLEYPNlIjuDhmB0zj71ilKQsWS82Lt84EVIpdoBOxVbnEz3LFXZwxST7m5jlYvUQrczJrWIMiTP2Pporiizeg+2ANIB4bLSw7bwewNWTFnpUfGZ11jcNsGV+ZMjmSd6QZHFd3MUQ1iLy4th8ksxdnIcHTKQ3MOLBvsf8aD4j5POpZxlzOGfpuYYEakwfYFuCwaESFwmwApIS/5Yzf7PP7hhsduDmUjpMsGkya9A2YnN0H7qr+kVg6SrpyC6N2lmDoY/YxnrPpmtqbKpcFDe7/Ti7TizxGin6MC9Q84u1KF9uX8sZcbnkqH1XiX3UxxXpGhNEG2qjW4U7NeyltzkoaVXwQc5YqMpdNnSd0SHhQJ0YZNxlkXgLTDvbq8QWWWmVNtomCuzzlXQdt0l3O0o9cr21gR0i181S9UnVU4QmsWPzJiCy5n3Uk8Au8z+L9HzQp8J78pmYijHDrj3u1uoLWS33yGoBWUAxJgo4OANYi1RJp+cZGTb9jCRvHsjxPyHop7FBGDIACPjd5koWl8qAofOUSVbwzntWPuxKq5LsDaOHcslw2gr8j7rnU5v8xTT1/RTYVnv1sOPE3DPCDpfgRpK4rRJoiLTfEY/OCTa/xJ554XF7eORoD5B/PDqquUZHCSzr/XhSPdnm/XxJIP+M8UHIwOoyzqxNKtqNlUzMmv+Vla34yT9rH5mbn7ClpjnI46OVwLFuYwBebWzInXZ60Gxh2w3t8fvuEuBQtHWwwrmQ6ERlyAXRSCl1r0l8/wksuxt2nTm3KVcr1K734fs/2Nzp8+ybL2bJzVzskpt64FRMwqF3dgY5A8bcI55Jklx9luKVXwUUNhTP9FxQgGKs1lrJzm4eeoBqik3cfTbYVMlOkTzqHGgbYD1hRKVNRGtZSYwKQnoUfON0Ftwlz0luqb+S6LdU6wA5tuMnB8tr/HoEYE3RMzHI9L3yuRiTONNJTADUSXXBOmYCmzOvuuDIn5GWkXSwVnPGaVxXrXeOBUDu88b9o3GCVg8V0mafXx0XlbDACCt8ClpK3pUZXfE9zhuHcwfLmeQ5B+A5Vpy2MZ6KyOwgUJ/Ne5KAJH8vj0N8brxex/RJtw4jFpH4OefzuH4kkDgn0x+cH99EoOQylqtg1lIsONK/rMDDN9zgiznL3tjm8NaPyXuTk8GX/7z+AxzSz1ajRD8/zzvGELL2XIYtqTIF9OyekmgRG+vOTeacSPKWsDcrpngLVgbU9c8axRZAcXasvjJ13pU6Vnrr2rZuauM//sFuv+UtxUx+v5HOXc+LP48ca7RLANoAzy7D9j2Ce5eYZWcp05z0ZPDFr/oUCu0R3nOqZ3H1kbvYQ4f3lmmgPDrEwDf+ndwaxj7WWSSz/hmsJ5h5vW8TtaSc+eK3tmL0B9ZCsbyGZJ9rqWNlHurkreToWrrELhiwg+2vdoWpbUvstE0ULHQ+b04Y64CdiQmYJnItf1VTYTeBr9XIrfGPWKdnOcBl3g07ajuxLkOVQtL7X/csuxt2d29n4XiZCoLE1T1euKYU6F3ywN4cElfvG/Wf07Ujz9DC8dwm5QKZzNpVdfptwCW5GOuP/Td8Z1LLlY+PpK+Un2NvDLUal5n46dMAqJF5j3TItqNXOnngBKeWis0B1guIQawPvY+O0kkhvii2+bKlh528xgu6sU4D90ZpPoAthpTR3kERjmvLuCoAajxBEdOyMplPcPP1TXEgioOAFy/00/LFMetFpkMQF3lj4pXvx4BqwLX+10Gqnj/65mNrywoHrOkgBqJdMajHrM881nzEdEAyY4LWyBwz8iueCVREiP4BnUxgiKksBO3c+FfMarmH7BnuOo2/TVJ2ulpAe5XyF5R2rnAUSUVOFX2xXAk8CJRb6h4q9Lo/DI4CKCIDHDODW8VV3cNwwxYZoRzOfYJSLgpY9twUkIui0uczBwNddx4zeWbGPGdu2PFnECLe7uh5ZcQIP5/Uy+xjRfk+/b1aC4vFxC/cTtLrXbewsxfNshFyrb5Bo5h6z1mseFAoFXAovShWU+CrkLloDz3zL/y0xG7VlIkdtT7GXTvAbtFrm2r0VqkKe81UFPWRVLpunyovuWGzTWzM+IluxlWgfXWx3Pw7CoesBZcgudaTwj6+y567quhQZZ9+9JkXePABYKX5+Dl/DmLZ0TtMwYRnb39EWQAAIABJREFUPUUkK5FT9Z5dNrSNlZM+8vMsm9u2qUiZYtttcanY26aeq1VULPc1t0LnhMKPIqTPP3YTZUC4eADFOphj1IXLFJeaa59DVYivjTPS2t99dBNzltXuhSIL8NxIRUbWchPllG5uq0Xgc5a193hOqZaiChnTIvtevUwkQes19n2n2ba6dY21nNfCelatZy+89KM9+PJn1lmFne226Wy9NbJt0+7Ftnq2gDVjvZREt1TxGjM2fDhKNcHgpQnT7OvXp1rRGo2+atfBvqW1ZvTnVlQ61X5cPsGf7P+ZWY6e5RZaLCS3qVrBG+oBnSewfPb5h6tnWczyidf+V8wy0Ro37HVl2DDLAsuqTuEyvURVnMfGXGc79OttF511s4168E3roN5KpCr99tjKnnr1es18m28H736Bzz48/ez+duxpB0uq3cLmyThs1L3P2eMPve8Be9/+u9q5lx5rnbt1srmS/d1+41P29phPHHDsqtEuF15+km3Qo6uC1CpJvL/xQfTffztdboAnqw+jr7309Hs+466pHoSJGgVw9cX3qKJR6XNNa12+G0xsNgPZ5xJnjGWSfADKYrZzMIJs3iFe4itJzz2ti0KEx1I2HHqSvdIWY6iwzgfo1fdRSsHErjN/OZOXO0PLZ3K/Uj8RoTThPf4Slfbkhp02gzDeCDCZk7D7ZyHhot8bmXn0kailJOeG/bfOcsMukCTNQXckH5ltWiaJ5jwZCeDu1s72rtuLDaB1M7SMnZe01uXnHryyvu/oX8pGZPkGlhI6v3pKBN23oM7nO7OcEh5np3Nzo7l24VruTHrmAp560N0FnN5mhFxJ7hi3SA8vvXuqAE5Uj1PBizfaCVMn28W/zLSf12snSUsbGzl7us2XWUFHSaLfLF1rj9z8gjWdWWH1xIauUsBovP36du4pu1nPdoXOIo6aMtd6qEhz56YKwhu2tW++/8qmI331mbD6UIArSa4C5TJV3NCsttSaqFJCys8QjNxSXwCCyl6YbWkUlApFjI6C8Wqu4EMiTO9ulSR+7cXS/KINcJZ68LZbXCEjCIFqBfjGiqgkd8hNM1fbJkpgGSRPwo8NP4ANgI6kG9OspgIONTK8KFdf6hj1El1Tvch+qqrvM50rVEF2swcHy2nsFu+fkm0fF6d/437NqAJkigASwJ8DJXqxNQev83cTbfXr74hZHma1v5XpMxu5vLycYtrlr/r5LRcrtvEu3W3wGbtrg4u+3UIlPZhaxDpMz4CevpKSEo2OesxG3PuwP3f/qWd52/X310Yc681ZjTrMcibDjtfTU42yAgBKLySbuuRMUxv8ZqtnfG1HdzP7+95imbTxqLbnCaIOVdJ4s2s/Nfvb1w3smcfusR4bdldxQU6S9GcKBCJRogcpJ80FMDD/lvVYh4Wk8JB3wwaAeoooFqJQbqtTVVyAfatSAVF9X/68BOBEukY7gn95sIj1XleGHd8KMOZxj2ClPqFayTkH3HCkHdS9tc1HWqbNFsd2WHCuO4CedUoBA2lzNraK1+s6JwOEPXkkIURurfMDWNVt7YnXkxs2vdWeJtY1+FIc897kuBl8BgoOGA8HXCn08jrSaa5nuGFnP5/ci2Gcmd+dk/LyXAgs4yIPA5qQh4No7Y8ULoLFzRLjYHgrfM4t7TOZmVaw3Wzi6xh8+bFSAIFryo9j8ruAlDfnhp31DUdRwUdHYYbnRl5R5HAAn8YMhWTc75xfD77HsxWzpeNl/y19AzdxJHEOQuoCq8Qsww7ligTcO2eQo6iQu07+Os9fAtE8FJ7PZ73JkbyEjXkmoQVEh3P3mlSUz+4dDtOwZfzH9QdEkH+UKq61FTv10ZQ56jf70Fov0JgVrTtYL2I2YDnvPh4Sy2Als703wDIAIJhlpkZw0glcs09rj2+gArhfGymLjrz4QDt2z40lW670GItSoS77j8GX2gy9sJWWjT9HxLa1qtQ8rbxk7GvfWDMV36mhk7T7ODUVigkeheoTRdK2sENr2/TwvvZay2IrOHJfu2fRz9avosIW69hqvWee/mv9vI63BtY+d+/qGnwFWHYZdm7OcqyDbJ0RW/6/MMsdc2AZZjnf+uVAy1vYiHu0dWXeLfwJc5yPGyGNDUY661n2fMRVaO5DHowyxWquke8VecWY97FmMm6KooBpj1Ww+AGOYZZpl8ta0HJTVij2oWpjbXj+E8x2VOOCIY+WGorlAdLJiwIsR/6bok08S55jJaCqZzeYcY49Hqw4ngDFfDlw1z7BZBkHNs7I+zs5CCKD8RnV3jpGjsafGcjhGgoc6yOikBB7jBds4xHLHXMUClhKcS9gfrygANhyr5dUgMja+rzgQeEjSA0HkdlIz5R/ufmuFz5CWu8FkKxHOCkdffxm6hHmHsH4QmrUarEzUQHQGccFhqBdEEMuPIcA/zGZJMAwOXX8fIyESiA4Y5b5vudyEFcJ9OZAdMr53JQ21J1xPqgHw6cmeptDsZiZ10bBJQo9fhx+fNHWSGGYlr6VS6UYUB/+Qo16nHH7WVYgv6bXv5xgqwX0GipnIRaTyzCDnAkdZSIVxnVuZxVjJtrbz31unTbsYCde2d+6LF7io2KJ0TD2Inmtua7TrIbqcRZA7K4RhdVa1E0UQ0d3bG9fKre+q+w3jWOKgi2E3bZ9d9NesVwy+890jyG60nqh7ZFchyKSLjbO+hTuMh8FX8p673NbdbSby+dbtY7hkfbt7JLpv9pSFTdXE6tS4QUwzN6CaoHCMgos8ksUjex53mcNAaK9hFzE2wG1T6GKipY9/GtQDEmhAHOsfRCDWYgW3g+1YfQ0Y4abRkNhVKv2kyrlmuyZGLnS4ldVqj2g/Uqb301Nj11lFjfiN3v36unWSIWHw+48ynZXhVzlFZnIioRQgb28DI+eAN3kxSgDSySdnzdTdmj6nQFtu+pCaKMa/6u1vOshK5+rvmd9/c9gmTnLLsP2ihnSD9KrkCcvkBRhkDPLm/7XzHJB6lmep57lG24/Vze71g2+AMsrBZaVUinJamqvj71DJ9rU9t3xz1Y6f6k2QS16/S6L6+3xt2uEQzvbuddptvWOvW3EwxfKjGGmvfLsB3bcqQdbe200xx8yTA3gFfaKBsD/9usCe/ieV+2YgXtpBl43O2qfi2V9/ptMG+7z8/j7dSNtsz4b2tHqD3n84bfs/067wZ569io75Mg9bKHc6h4TWN9jv61sy2172h03P2l/HfqE+i6KBTrYkNPoIWdBM6e+5PSsf+PMzYPm84cJ0imJZjn6TGk9MFG0jB7BMM2IAEqw9H5aDyIBmqNnOXOJrutYnblJx+goxlS5e3QC6L4HeEKU8mBnltPc57RZOHNJgIL9dYMN/dlIwNtN0uKzgykXONIpMWf5YLlhB7OMDDv1Pvt5ZpJ9/h5JC8HWe8sT6448JpKUTAIdQD36pAHPiYlO/cMck0urEiBPaWHa6GLD842Mfmg2LD4z3ZeMzcb8wU3fXJITvVAUDSgC1GASRw8zhiJp7EDMdg5ZeV4RQOFVD6566L98+GL1sPWzgR+Ot1IZFr2iB3VMBz3Yqna1at/URn080z4f+b5m54lhkWyqtlbvXShWVr1AsKLlkhhXfvmzLZbEv8PSCpssIwk7aRd759Mv3UxHxTzJotnUxTqqEvdYlw62lXqi+qxebhXaYIrqgmUlj8iu6U1uo2CBayAJHcENJgLJdKHes0j9ULd36WzPKeD+uGC6/ai10jgBZK9SaxuXAaGbJPFVRD+KAhZA2/tdxeiVSVLkrLUCZBMBipVKyJa2kWnVJjKyqFhkY6b+JMK8oWbnCaQpyaX6yJ/Ir3F8dGaUxIjiGRVUAKOCOvIcJN/u1i3Q0EwAp0LXqINk2Ktee9eWXnOlRkeVKZhKsqX7NmHcD/b4/eO8Yjm/dJXtfuAmNuDovokBjN4YHibYwTB9ApAgJ2pmL7z4hD04arSf43/qWd5aMuxqeoBSEes/G3zlR8+wnkmWN+qzvu2xb0e7aPittqZsoT20r3qVuwvwaqNko1YB2a79QGD5xyL75LXHJf9q7OymJ7zeS4rCI/VCpmc5ZqUiz15XsguAcbM5enF13EUCxh++NUVupR+o2KEeeMmTSJw88jjgVCWYxIDe5Ow1//a/N/iisEXZb5U0d4Mv3N923nEjWyY3EY6JjZmNNgNv64LlvEmU97fq2lA0AYBmM6HzvckCBkmGnU1YCLAc7GSUAfyAHQCEG3YGliPe8V/G+P3e4Mt7k/W7zHdcWQcsZ68jG4vRWwEm67ph/x4sVyGDVdHmj8ByHGrEethuN/5ypsU/wcFBgGXUUL+XYf/+9QBD9MlJhaue3fz1dhCdDL4CwMceE+cRDLLPWU4UhENE5KeKEeuOYwqFSX501O/BMv3x0YPMdfK+cgpVWnsYwZAU+RpYByyj7Ei9yc76xhr04pjLsGP/Az54X7RiSwPdU2JDUwHO7yuqpSJZaT+99r21UYHulTe/toWaj9pc8z298wGJK8+p77l+yg4oYD4pRrs6KqcKiF0EN+xCxgvqFzI3bJfHutGkzkOfX6bP3f6c/W3Q3j0k8av03m4fEZXeK+YsI8MWAyOwLIjtjDBmNjVKEK975Vub/tJ4zaUVaOdTdc4rxegpHEXCz67lDKNyLcVCZokXSyY4c9tN7NwzdrV9upVoRNMKJZFyd/XRUTg+kz+wniguylzxD92w887nebBcYAPPOEtu2GGYcNNNf+SG3VcGXxtoXeGMHmq2uhNHAJU+mtEVXAkoeV9o/NuLchQnXGKb93YJ5hlFF7klSRBrjukjmckT8TGkyYBTgGgGpBo4QIi8A6hZT8fgLV7OSAO0EuiuA1qz7zvw43g8N9F9Jx567hW5hPdMs+/7V8rPeDJJBbyiF0qPrK6YPcP+nOk40iMdz132Pv7e8f01+n32dYoEUeAKu8KYGxyqtjA01TnoP9+ZKRz4n8QK5MXR1x3RI87FWXlAH+oSrgXAx983Cv/uW0OullSR3s6W8ipn7b3gEY7mQSjE58QIUl4PWTMFBTdkJS9z8iN+DiaZXDAY52D5IT3CgIvzocsris78nINlz7nSpBm9DjgOJ/QEqnHD9l7kUG2y97sZLf8WCeOjoVB7chzrKBfjHhMTkGGvYFwo4D+RNd4G6Dl8tAK4ctHzbcm+/bwyZpk1xb3WXRDRUF/kwLI2TWzGW9fbM798a/XmVVqB4sEKgeYGSJMFljtIuvy+QPVfVzW1bjc9abPaNLPub3xlOw4/3I7aooOtEOmGY3sr7WOrFeNqYaJVM2uNGkk5kt8v/buegOT7hc1t75qlPsaQvIljif1C+RKtVdpv82xyWsf8rC42nha+wlhQ3Fuk+DrXT9UfXivwOkvS/ePLS9XKExNLeKb4WdrhGL1Uo4Io6kDag3xMqPYnGGNyxCIBfUAwiq0aKfswjaTATcsTEnLa4Kr0/ZjOIvCqqRPlGLN6PhotU+65487hFGpDpch+wlguQDSjBnkffr9YOHCVWmq/L/vJPlilFjLFivKnTYTmQcphVVh3BaWKrinfLVGuWi7wzbQYcgD8c2Tk7cx1+Tw5lWtE1YcFLezyj8aJwRjqz1EDge7f5s79X9ywDxCjoTnLyD8c6AUQQrq3YMESO+cCwDLM8n8rw/5nZjlGRxV7hXCt9P8lcoB9+ZO7ncnuv8tgKy2VJY5OgE0Bduel92+xHhuvb3ttd7oNvfEM2dZvY0fsc6G9/d5ntv8+u9oOO25iLz77qf1Zx3bCaYfY5effaiPvftMOO7af3TN6mGbnvWRXnn+f9dhMOkhtVkvKKqz/gN3s0qv/zz54e4Idc9DFdt/oy+zw4/azIX++3W657xE7XUPb7330anvh6XftojPuEIutheaSkqiChbkAIJl+jphLHK7YsVmE3DlGzcAsu3yQh9NTAtYwDwFV1Aia/CzVVZ+znMlKvBcjKml5OUk2CzmbFxdOzwSBSBDYSAiBwXg4U6p/xViONFLJN5uooLosWYmDHzdSFFXvvHronxlVOIBsbQLLB5V+JTfsva0Zc5aZ6p4xy745ZdXkJMOmfyl3rbLeZc4z2Ph6yRU7Kn3BZgernXqZ3ck6k5vHKJF06WKz4RNTwSEN53KTh/xMZwKsPksBM2ZSh+M2iRKvw247o55JcbwiHhuMV7rzYgDdQoGBpcvtiz22s4Knr7K1wx6wXg++Zt9ts5k9dP3BtrUGxz/UsoWNueNda/+JHDbrN7MO7RtZa/WozZq9yAst3Ak26MbeGySZ0doaW9yoqf2i9f2E2OXH27S2zuqlGrhYPy/ml6plYx2HxupZoVoLmK0KIIHtpVeNfrmsRzkbGdWMsU70Uiq5KpWZGAw0lbej9t7N9pw0xa5ctMAWM7fZZYbB2njiwWgnD7R8RkhlCGyAtjZt1E/i/dAymxFAwOEVSXRnqngKTEfsvI3ZnFL7dPEsm4VNP2BZgZgq4kpllkjo2HPY/N30J42l8j5mIQf+bAKzjHxcLM0SMcuMjlr71ntWNXyoVWnOMnLXMn3/oTveth+/X+DjqAjW59xwqG3QVmyMS6qQNZNURqLmo39csoc8qNiefOYxu+e+kb6G/hOzvK4bNlL4VKohkdG9c3bI5Z0pR0oJD+qEQqkzmDnYpUuJ/e22kyR9rrZ9j7/Qei7/2d49gV5hJdmKJRoZaCJlrfP9ZkMuvcCOP+pgXVdJirQLhvFSHiyH2RU9ywLL+ss6o6MAUEyw0/1sLXa/QJKt5x/7zJ5/dLz68zTH2J97/UD2/KQolGOWM2DlDxgyLIpJJHzErqzgQFVcRRKB4xPP2Nn2PXgb9RppNrPWD5slEuc8WA7G1Jll3dscgEobuINlvd5cycY/gWUHxfmeW44IQIOTb7HabjwR9f+vC5ZxNKWyHjejrht2jI7Kvw4o5v1g7f8VWP69GzbFWpdh52Ya50F0zFnOZh3Hxf23zDIyWICVwLKP9IhIVodZTgZfdY9V95r94l+5YdN7va7zOc9u+BqEDDsDyhE1YZDzbtjpegCKdV290OFS7/x1gsmPOcu/B8t1GOSM1dbzhbQeKSKf8e/AcuZlkaK4t4k0FwMBWspUIK4K0Ousp5KWRfbdxBl298hPFQMFRRdWScipmEcvpH5wtRJPhp6RmLPX/X6e8h/NWWaSA6oKN/iqM2eZovNatXW13bWXnXfKjhoDo/1IhTzk/rAtAOE1GAbq91YoN6EgybiUxtIpNgBUKnFeKPXbfXd8YF+Pn6G+zELvPfUni9jBGEkvUsf4tVTS1p/hxN2wsYzjlGc1PXpn++vp/ayRZJeM/MvUFinaRAGEcWpSBfh0t6S44Pq5+kev05pCfOJj3AxPzymSzZNOP+O/csPuVLyDdWipnmX6MmmBSsV2zyPIWQLGed6AB0hMvshGQ4Xxl4/n8TwjjY10CW0QBG72qHfBxDMMvDAOi7aqDEByzVwKnEzagnEOnwHPpvR32q8AUABAL3Knax2KmLjEDqDcZBSAGixwSFpCouyvp1zXXb6Jffo5Z4g9zuNTEb3PeZ2Cf5LfV9oIorM0WmbiGIIi8Y9yYO6DWNOz78sumGvPxZLEHAm2s81g7EyqThGHN8+k8HFfXSUEKE65CqSCM9y+HgKEx7VK02CSJw73whlaWHYHYJm0PpjXkFejONOZOqMd97helhv6WNVQGSBfdsbZwSz+PpkBb6beI6fUcbiUN2TizjgLrPJvn7wgBJTzA/JeZPaH8OgJkJwxw/G5WStAMM2oB2P6TeSu5JVxvvw7RpRm5ruRy4YbdlqrnF8yuY3JMFGwietGASjJxAUwm2tk02ePXWEF23Wxjz4Y7+zpMxo5VaZ86ujpczQeqbF9LWLmz49/Zn3e+NpWdmhujcoq7SsRb/cesJltppnEK5fW2C019a2TpkY8vJ4c0dV39uVXE21uA+3Tuvc8M021l9VTP/AqxZoCxfS1gFl5MtDn7sxxcit0mXUs0yDe9Hda3cKzBQAPYRBFF7x3/tS+u11buViO06ush8wKy+W+jy9EAeuedgdaACFjVPhEhh3MMt44oTJ0dYN+rkD97O3aFIssWuisOD3ITQSOKZYit67RRJemAsnhV6P8AONZFcAx6iInrGIEqMgPn7Si/RAVWHPto9E6xf5CUVnMs/JYWrhoH3lmxLv29beltvk5xdZ23za26dpe1nVmsZW0Cbl3zGOmKMuIqeil5t+oHctFqrRqrV5p5N9qlay/otAemzfNRg/SmDN9/c/Mcg8xy82attSiit45AkdDPVTQ/oDlQecdIZe8je0vCSyvptk38sh/++WjozSkHDfs6FkWWO7U3Mc/yarY+z1e/ug2W69rO82Z+4tc2eaqz7hE9upq2BZD8sGku7y3eM/tBtmDTw+1jXtuIPfbweptWmqL1UtUtkT9A2sb2Wtv3SD7/G1Fxy9xA5DlmnPXWPb+n8rpcODhN9l5lx9uxw3czzqt18YWLVwiqXcbe/u1z+3I/pfZqMcAy3vbyYdfZW+/Psn2OXBrG/X8cHv+yXc1auAuB8v0Y9D3gQlInu3lgZWEODfDDafn6AGLhnsFvxQovRfWgyiXKwJqJnF0mQw9KT62JR5mr4D5UPWYP4ecx9nsJF+JY4iqK9XaLBlZi+xHnx3BO31mkmFnrpFqIHQzIg8cLlGJP10aneZJZ7OqkV+t8J7lcjtIPcs3i1luoVl8BEqAPl01bCJ+Pl41zZIuwH/0P9ftd4rKHr1hMYQ+RnxxDBGkvW+a79eZCZ2b3+wLjc0iNqncNdRrbLLZDGpYavq4fSC9S9nz7LzPWUZunhh1Ny7C9bvONczmbucWNQBTQObLvluY3XGWbbrrhbJNUm+b5iGv0kiAVtttaoetrrJ7Lx+jACDWZNEq631UH+tzwh72/MUjrWDuMmsoltdHYNGro/NszDUXhpny8nXWsbLM5snMY8iihfYnGTzVSl5IkCPZ935NAVUSYdhdErcSgedKmAhnliOZ8rFOPr6JhFmVNAFaXATLFDSPUd//C7PnWEv14TDPz81LZAqyBhkjRRsFZVhmpDYE2kpMGnS8BEw+awnmYGJzqeK10nuXwmJj3CVjk3p6xq4tbmfXLF/kgQspzgqkNkocMUdbEWVRX/dIlnCuxTXU5T2qZMJKAX4rqCTSuyyw3EVu2CveeMeqr73Kls4qtfZywlq0uMbuuOEVW7iwWrqGVbbvKbvYgD9tbIsllaJfCCmyj5XRThfSZcCyZypKjJvZS68+JWZ5lB/Lf2KWc3OWUxIeMuyozrsMm8Tpd7JPki13lNcmzWfD9na+4AC7Zd/N7eT/u9KafPeefTRII6MkvR6q/7ZRD/vAbc3unShWrvtW9vSDf9P1q3bGjw2Ee+1u82kRRsKLwVJ+pBSFgUJd/6lfzbHRr39ve+y9iWberrDHZSjUUs6uazTfjESFWOFMkMceepF13V0yTr8az1MwKQ6W3Q1bcd0LUeFHQGGvXGXwYwfuqDi5vbfD8PMk56xP5KnI9euOGcJwjD4lqsTrvI7xl15vIbAcBl9RQszLrQUA6nyFGdS685fzbtihnvA5y/8GLGe9zPl5ymEE5z2PXA/9D20GFFvc4KtOH3Vm8BWzi/M/H6OjdG6AZX89NsB/BZZD3RCV7hgdlUl24/2o3DPDuO6cZXfD1rPG/YrX4954D6ceYDfc02dzHLGfRA+nx4rEwNe9hllsCLYhvqKPVeYryroAgv6scE/1hjFnOeT+ITv1mq9mJgdYJjmJ680vMMMcE6To7fZRZLQSs/fo5Cm4wSz/PqbmwLIzdnH/OO8lWmft1FM3Ydw0u/tvb/pcYcxwxGdEW5OAUYyADMMkwDLA65+LV/SG//Pr7B0+OsoBK+8XUlveY7XyiHoyQPrusH52UfuG1kVJH6xRAxntrFRFoJlGVdFPurB5sW3bXr366qso1muNFWM+015QVFqh+bMTbMkHP6ntgj05AfIUOyiwB7Dns5M6Sn9yKenxJWGvoui1ey+7+cTt9YzK9VpxvhX9+gnfBfgLWT/FUuJBZvTmCgbdO3oCgxmLuOvPqeItngKnDz6jzpzlm+ySSy5xz4FqtYBssP4G6l2s8PXRvllf9Sxv4HEsRjOxdvM9xc6WJllyHjhFXuEmS65yC/bRe5rJaRKjHHJk1xKERDfHPFNgi35MgB9rxu8hgKeOdNhZNYpNisNyYQhWk3wG0A3Q80JBEBM8Os4oJ7Ig+tdTO4d+IIqJ3KeQlXuXco4Z5hqmudAAQwfAQXxEMM3nI3mZdXogQ3jNk+nMsu8gHlP5VYB9fGbkM7G3BHNNCQiTpjAx8+5hZ4jjmnok8JiS3d9gpv3cnVlOsSKZnIXzeMiu3RjLmWAKDJTv+TNYfid8AJkQQak/neN292mIIGfv409yJnqFw4U6jTBNr7tBLTLq1FYX/eQBgmuVCwOWXaYN8+y5mNpK9HqjjPmmDdHzwGw0VAZykyLRi06Jqc7AOh44TrrEKFnOxwswDpYhZ0LKH2RUBpZjjbE3ZueVzQj3PM0L41HokdbFmsiYbPI2Pa3g1Rtt7ZQp9qS8a47t1csOXrncTpy3yIu5Y8Uqjb7lVWuhiQ+oA6qkwmnGyLdWxbbhJjKr0sJ9b2apVXVs58UTO3FP26FXaxv6w3Rbo+8VKHau1H4O2dBcx3tPpw52uLyV2qsNEOWKG23VccP2sfJJ1ED8hPBw3xnthxR5aUUSRrQPRcQcU6amDsXRauV6KwvlKQIDywgp1iOmaXpf7zsHLCsPi/nJ+FfANIdknRnaG2y4hVy/N7WH5da94S8/Kr9k5BTxU3uVTPKWq7CJhwj+Ga1ULHRVE343TIyB7FFuyP5brTywRDmAe1copyRuQdDw+Q52tf+1aV1o3329wC56cZJ1mFVmK2dXWI+DOtu+t/ewkpWNrduvGr25SAy3wHhFqaTwYpJLmcdcrPgcJ5KGAAAgAElEQVSo3wccw1wzcrRC+XCx8miJwe37SeOk+LvWn5T/GSx3lxt2CznuIZH0jYh+ED0s9dWjNh9m+fzDbMsdNrG/nHCttWzX0jc4HrnM1bDuBs3fCeJYq8/TfLEb7jxXm3mNXXXpwwLLkhjhhqsHZfHCSvv7/RfZkcfuqblwr9olg0a4dGCVdIUXXj3QLrjsJB8hdaTY5DEf3mV9tt7Ejtz3fGeW99tjFzv8+N3tWVn3Hztwbzvq+ANtqJjlt16ZZBtt2t5atW1j33/3k62/flcb+dy19rEGo59z6nBrK+n22+PutzdfGWfHHqbh6qoYHXHsfnbqUVfZG6/ofQ/a1kY+e6M9D7N85m3qz5aTHbJRZLt1mNfodWUTD6fn6M/FPGGFzj1zdE6u0TkgmRlQZDLsVBVKFS5/OL3CFj0XscEI3BDUkKsAlnOAPRstFf3RXrv0qmgEZRKfrJYRo0fCHTJk0/kxTpmhV8PElAM2vcdI57dWzGy1Fv8mssw/qPxLu0U9y8iwCUgus/KKLEkvHxog1iufXq0Ksw+KLs7Ge/AiqKWCg7tjB9OMXDtej4qgVxCTXIgNMyvIZCYtnFm2mcZnsukxw5n+7ZivHOeV2Gr6vrNqo39WnX87wxymD5lbuJ9E+lD+2lSBZNxFx2lwfXfb+4pHbfbkaQK8kg+rODP9L4dbf1Wvpt/8mqpwCv5rGluZEtDfttrYen+jWb+S8dTTNXTpa2YGJ4vKeTKsO/Bvx9t+6gPtLJUFAbFKa983VcVSWAt6Jun/JaFHdlKph76Q+coKMshlAMtIe8qUPAGeYRZaiYlF1kwSXKtoSc/yQhQP/r4KfvrzcY0s2EWjhDqtUL+MnkWSZ8yDMEyCwQQsh5mYmORkBEQ/SgtVBcvKar0a6KYKCnyrJIus36ZIBS4xWALCpcQPuXp+r4ppHzksrvaENMZTkXxRwcSIAmkoIAwwQnCXUalmCopZ/naSrXzzXVt2zVBbOn2hdZQk8fnXptr7j3/sFc4tt+9qx/15LxlPxygd3i+k5CQ/bKYhw47+WXqZm9lTzzxhd/3jYX82/pMb9tbd9nd3Yb5iVjp/y0vZSFZ4TmOGerAI/N1nhGrNFShTXSVW6CuZULw9eHe7+sQLrXbqR7Zzd7M7p5jtv/8BtljFl4mar712peat6uvRh+7WqINNVZmt9nvLhgETRHLmz5M2Su9Z1jkVMrqHBBu3aSX0r0+vsEvu/9x6f/+jeiPF8mrDbaAf4JjiOY7kPJ4dkj0VwGhH0Ouc17+bs+zyaF2HWikeDlBP5RHHbq/rzO8E6HIpqjOBKv7kZNgh5cXYAxVBXm4dCR4S9bozebPnOkZE4YYNoEi5qMcxnKcTC1kniQUM0NvNBhty67hffAZAwo2XtC6y/l3k/8y/5f2Q1Po8YL+/mGlhMkPvf76XOS/DTuZiqWrBM+Ru2O7cLRDN9UxpdoCYOq7XCa0Qp3DDJglxsBybYzDLbuSFyV1mzBVmbvRX85UfExaxNdywE7OcVVL8GCJBgMn3ecP+23xOACjUKC7DTnIIfoZnL3O9jlYDGKkw+AIsN1EBJHaTwAVaBs4guBFaeh+OibEitSQ/vJ7k2Q4D9NnuoO8APv/FlccF9fevcw5IzGfLQGf0P9SGIQNBRvvgak9xnQTfRyKlvTST6XLksJ++xzlbF3JclgQz6vM/T3wgDkeyzn4F/gj4xO9o/xGIqWne2FaVLpcTbSSjzkiRhOsirGjGjCpJ+Tu3sJZKACkoSBtpP9YrlHttA9t4zkIrUoHSWb9UUCMv9kIHH4ZyCbZSn40EPQyc4rP5eZfaL15uLS86yC7WXlN/3jJrrKSRZzS2QRjZMG1DScR9DPoyFTq8LYIENp4dvviR5UpeuddnnjPI5swJGfbNf/2rXTxkyL8Eyx1yYFnPt/K0rI0pTJYy5RyMbeSILnV14AXQyFyx49oHkEsMbtpnXR6dCireDoaMmmuUWNGMGc7GAPn7u8lnKg6x31Pk0P/BSLu0OCB0AJEUm91sNBXeySl8LYAQYGGTMi573d8vY765bjo+Z8LT72U9y35N09rIlIEBcFmDAYYdkMNIaz3xZ0DnyJb9d9OxhlQ9Xkn1k3jeWHeujMr+TCZl5Cjpnnp48ZyOax8u0Zk5GS0zLi13vK5zyPKuxPIHI531SsdklDXkSGk6CeSMG7Y62RH5WtZjTH7mxqyep0VPc4w8haCADIhpLvzpzDXqAUCyM8shz84YbCdLPKeO6+DePbk2xEztGKNgUWZkrteZG7bnk6gEEyGSMc/Ri4wXDurPyAXDz4YcEf+GeB55n8hLQ9ZdqLULuI4e8vD1CQMw3V+NjJr02o0addTR2hw7zBbpmTri4v3sojaNbIUm+hwys9YqXvnc+kyeYcWdWlqfzTvb+AmzlBcpp5UqC92Ae0QgZdY89+nyVlrw3k32ocDbxKImVqGC2QGaq1ymNV6k+LtY+3RzLXiiZ+Tzig2pmOsFJeKK12zCd4Z1wZxlGNpKxeSOUrXt1H4DK9iwi338+ThbKqXZCuVwfbYRwdOqrQqSn2s/rta1Q8kIOaO9xZnlMBPFewPjVWTX7DsYMjds0t56iWjsqoKhySh2emWVtVy/o40fO0H7kkyUxTxvvnl3m6/W28WLpJJUPCenhGH2XmgUhNoP2GNQcnnRlH8nnxHyVnqQl5StVPttE3vpmS9tzEdTZZDYQG0pUgUfvLPtd2Af+7nDDFu1wTJbWa41R0P4Ipk3M496sZj7tc2lEKqnXLSxLVuMybPaaqpqHZSvWdvYJovNv3zoMH/O/mcZdvc2+0tnLq9jGtH9YQrDAGbULZovZvmCQ3zW23kDbxSAbOHJWl0zljr7YTzweprr60bMl5TyutvPVnJTbcOGjHZmmSZ3RpdQWd+wR3t78rUbJFsq0eD17zXL7gfbrHc323XPrX1Y+hnHXW2vvfy5ZtudaEOvO9m+mazexYfe0oDz/rZpb5n8nHyzXLIrZBR2g3054Xu77srRdtqgAzRXblc78/jh3FN78Llh9t4bX9jNw0fZkKtPUj9hX3tH/z5Cg9xHPXml5s6JWT7iGnt1zDg7UDLD0S9cLxn2+/aXk28TuJZsnF5DZ3ujT9gdAemLWCFAqwceJjMGpwPWkpyXAKAH39gE65hFRCqTMaTBMLNRrnCmOMmxEwObVcIAzSQMhY1S/60HnXjIw4iCe0HQi4fcpYpenYygz+d5sCegUsVTAI9ZdqmnCOmLBy4Sg6i+ZS6X1XpaNxGz3N+ZZc3i1pzlmO0cm6GrEHh/N5RwMi96abwSGRXLCGqq3HuVOUZ9OLub+omj8oepEYxzJEbRWxPsdWwk+UquB4kU8N0nFzCQAruP4Uo95B7QUz80/aQEVqqlIaPPz3iOynPqafLNNm2JfI5kLGsks+lz26l2dr1qu+Kmd+zXqXNkyGD2zR6b2LADt7K3pi2w2eoR7dhY71lYbJ3O7Gdvza6yPs9/ZKvlGJy5PzpYVvhTWuku0Sdcf6RtrTnCUud40MOxEwaIpI5kH3aXfubVAqJLWjexEQ3koFg53xZUaqB9K+QtSCwx/AqmmQoajsKAaBJtDBkaSEq4SowQRlgr9Uy21vnsvOkmdpTMvi4qX2AVAv1UsnHURSpD/4hLZpSUwyzTBxKfsVoznaN657b/AhktVdVbIulNSxUTZqpwNKu4iR21aL4N0Qis59cW2eQ15baAohuBCcZMPTcwy4xAIIGH9aLSSBzARXGRNrjOUybaqjfes+XXyw17dqm1W6/ERoz83Ca/qOCuddv/kM3tyAE7W6XoS+S+mfEOOA6jKVc+kg/pWspAXH3jzey559WzPHKUx6X/BJY3X+8gd+4mgYnE1qNZbLBao7w5m3rd10k8SOioqHMfa3WeLdS3dNX1csO862575z3Nh9LDcdnFF9gxhxxssyqX2wN3v2+zt5L8/tO3bNNNN7ND9HqVXPtd7p6bocrHhTEaqgFAX5ESdIp3TQSK5/9aZiMe+MRmaBxHJ1WP1yhRxpmVjIxjcnUQktPcc8rbqZ8csKxnLwMKka6p9zKNCQF0IssHVA44dSfrJedeYozPs/XKGMA0AC5uwLnknGRZ15xzwIm8ZSvYxvTzSujcOVnHHmOunPfx6ESBA5OOdko8kkDQPwMQh/M07GQOAKbPhoFnnWr5egzli+SyXC0IbMzOdvO6O8yGCQlrolhgOeYphwStBmZZbw6bn43qyhl50bePDJvY44kJYDncmUtahQQ4RaVg/CS3plUhN+Ner7FiKtwIZV1mmWImjB/XOgeKSYpwVNa9JmH2171wE+uPpIbjRaLmyXLsJAGWGU2HuzX3Pl2t7HVYc2fAE4BiPcEehOt6XoYd6wwZNs64wfh7ck6hQ6xFzFMOVjvWQPgP8BzSM5Zj7BMQAixHv3mEVD/eBOAB19kXK4FpNu9U1rPbb33buoptqSfQ6qMqPDapxUB7gbvtZuygLhDFTQ7FZwDnChqhAMnk2XVfp6jqiqx/MWcZo0xYX4r1wX6GLwYGmwAu9ge2Bj5olU6iVnsJhXHWXCHMjo5zDcaGMF4orjL2mnvnjNi6MmxXbTgggx2HDeOz9d6yEf7q2N3srrN2s401l7aFRkfRCgTG8y3Q15mKjEq8fb9NF5Z7Ef3moRbI+u/ryrAHnnG6zdR0B77+eHQUzHJ3neNKV32xJ+MJQv4QgCRm1XKFcnOW04QLLyQ6IEn9oxSt2euTGZRLfD3aRH4ShfQk7QUEJwMx9iSX9nrcDdAaDs0AnVDOOfvq309GX1x5v09ervHnn89z6W0Cx34TUQi5PDvar3iCPGuqi1j93nB8UWQJGi5WrD9xSeGWZ4PzOZ3/jFc3yCWSwVc639SCmvu+A3R+Vu+fPR/ZoxoFbgoOYZ4WpmjRjuOvO6mQepY558R6hySeQkGAQgidmDMceZYXPHxdZiqAAOO5ucWZPNyZ4bxBa9aCyM/5qCUYa71/uEjTK4xrduopdvIjMdKuiEQ5SYGbn8t6lpWDkkuT53Fvyam9Z5ne5mwqTMrVfPJMmLTRO50ZgcFw87oz6H4+QcJE611mMJv1ZIeTe+TAUejJ2hxh3OnvdbM4v25Jzo5qQc9ggVrqpjxxmRZtA9vhlJussmlT67LzhtaiTzfbb5PWNvL2D2zRrPn6/Ya22Vad7aA/72MPXf601DI1ug7hzs+KJb4wv7FIJoKT3rnF2tWU20IxBSf9ttCOW1YqsIy7OBuwjpW1x5Oih5z7pa4If25ijBqrJXIC1iVTBGKiiZhdgeV28nXYfZOeep8ae3/aTBl6NbYqAf799+xrLbp0tTdffVMKqUq1McVEIMbwovRzdSGgVXs3TLC7YStfozBNYbmpRjHVrmhg/bfdwp4saWMDNJ7pw/ff1564WGxuR9tNzt3z586yLydOcGPkVhptCghuAukjkgQQjkwb5SNeOxRf2XMwEoORbqqeYwrhnTs39ZaWLz74Wve00LaQf0T/k/e0zmoDXb5UyqcOq61C02QwGF2ovKlB+1VW3qjSqktqrcGSRp6zNqoosrY1za1qRiP5R0ghJJJs8tRxdsVVV/tz/D8zy7hht2wm3pCkE9CWKk/1VJ5aMF+joy443Hpu3s0GHnuFtdPsUma5JZ1LbtNb5y9aHYDlOcuU0N0xRIt8jV2DDFv9fDDLDeQ0t1aUW5USx836dBcY1vB3DZlm9hV3f/KEH+zOm56wTz+YrJmWTSUPXWNXXHOcHSFzriJZVFeqqjHqvhftzhufdeB6+l8G2P+dc5iSnqYCByvtpec/sBuvvM9Z31v/cb7tLoBMzfed18Zbtw06esLUf9dz7MobTxOzvZ+dffIN9t6bX9juGjp/t/qdxzz3vg294AH1bTb1ig2gGMCXVdHcjMt7YgGPzCuOEQo8CDEfNyquOEN7hdPTTQJoSHmC5Y2H04MNFTWv7MVnIInMS6UBkVT0ZK7ln5n1YkQQyBwqM8MwT658w+dRi5FLzsR6wCXAsjkzyy47H5LOOL/6CnhrnL3WmAqd1wrtWj0ql9iBmrP8d5hl3LCp8nEOziyrGMBG7sw2FVUKu/SqRC+yEVR9RFShgGutzoPjr8skp38n4wavkKb3drkQQcbzvEhYY5MK5iVjtjOTl3AyjMq2O4g7WA7Zddw3pO0xDztXNeTfAHiujwfKqJxnO2N9BTdmL3bs0s72FVB7RLPcGi4qtVX1NQdPn1FQ1Nzm6oHvoTFNs5WkzNC8vYKHTrNXPlWP9/DnZUgjV2xs+L0Cq2NTQFutJOSbLTcx++uxNu632VYtBmWNwAkgMpwsYZYxWhAoUtJaqWS0iZLOuepz3YCNRgYvjSVzma+ZhrjKek8GxgjOzsWYJxJhAG0nfTYuiDUK2DBwTXSnfipuZoNUXfxwxgwr1fpQx4MHKpJzdy6kbwTpjIBZqfo+WrcWSF6s8U1tkc7gaBi9zdmYquYCy5ObNLUrN+ph106bZsO23MrWTv7aPqmusNmsNX0uoJ9+XuTSMMz0tFQIgGP0sITRUAIf5ZLJdJTBV8G779tSHx1Vap3kcfDuG1PtSc1Vrc+4N7niHnTK7tZPQ+dXKMrTK8M6p7qKJJdrx7kD9gs1l92Z5WefsHvuH+lr5r/qWUYWigTQ+9QSqGODdbCcQHQCaHmX3ZBhs/4lULf2+25hd5y5p11xxfU25o23xR7fZbvtvLU9M+5Hu3/kWJuhgH/CncfbUM1enikJZ0Nlu0AvlxBlzHKOCUw9y/qZhsya1Xzj6dPm2p03vK6+nGoZXqj/U2ZyWcuCJ4pIJVF1JGY5xq5FQrYCV3g9D3yFmjAq1cskq2oiAPD/aHsPAMvL6vz/zLbZKbuzs50tbKGIgCBdEBAkNEE01phobBGxxvKzgCJYY8QYExM1iooGjRFNJCIKIiIWmvQisHRYtu/O7vSZLf/n85z3vfeuYPmR338MmZ07d+793u/3/Z73POd5znMYGUOS/ddnPEdFx4PFRvV51r2l7gAoCqFaqKgNqsGX8Sc5pdYvRRo22OxZzl2hOq6nwVdlcTPT52NmS0HtA+YeTyWE3bDVI2bnWCerFP6qwRetKfn3fLnvlSq1HZWz6FSfX3uWOSZ6v6pB1YjWO38PU7eTG7YCD0UcKt9PdMOm10oAnnWCgoc4q+PtU/En3bBbjglwo2N6AliGWdZn9jxly63zQ/DZYOBb3cQbYFmxgxnWyLCroVqm7sXdWufVDrqJov3l6r1AtItwLcyyVQG6T1pVAUihB560lzlbJhqu1z7WBPA7O5yjMsrrlBL6LHT8rhs2svQZGIUVAMJngfH/8Q0y6FTMRLGS6o6UmlshpPsvYzMfjnXLmn0KMmyv/SLDLvuk3ezLpAvvz/qZcY98Bk+h0PtmH2oWHLJokk7iufemsssmeC5Wp7NvHmtN4vNYMZhkXSYziqlOtkFNVc/yJNE4mKjN3XdxXKE5z8dqXzhvt063Lvg+8fngWqdagHuwwSAjrdf9CIOcSoW6nogdCaL/+vTT49GH/0SwrJ7lUUl2Mgcppk4ADa5BAWYGm/xMGxOgVDkN688MscFqyYMK45xjfYhNGXfsGWIgWEysCrNM7HIOoE+d4DjBcJP5TbBt9RmAyCA71QXueS4FFZtdNcB9Aq06TsnsLwVqCqKWcac5Via1+WUQzXrWDWUzuqyx5TooADqVC0UanVuFr5Tjgm+EvBlz/YCJyceS3KhKuVzP9bF8fmUT3Y9q9Rtzn/K4zAxzzJZXQ7YkSVJOSv7eIBugn4UG8g9abKpikV7qxjiwFoaVnMnMcgHbXAsYZtYAa9c5VJko4msPGK+9yC0u16N2u87jAyQjt8aYya0++tnkkPPcljnLxXCLFqH8PQROlVmTs+W+Rl7JHpb5cioWaeszE15yvCSTqtt1k0FOmTnnK/Ntjqea2ULWZA5JQShVHBgFIkFerBbOH134/ggpVA8462sxrhnqw/KymbfHoojXHRMb/1nj7KQYY+0P6fXv18ip/W65N9o0KhTZG8sITyH8fiaprWNoway4+4J3xPkiFxZrrtck7bk7NFNynJYyAUcKQlUbShES01fAJh2szDa2ioEVRUjS7ydDQuBFg2u1XgMYxXNQm03UfjcBbw/lX4/MmxVzkT2PDZRYLRKDwqn2S4rZGHalDBsTSOUaymnxH2H+MuPH6FEe6dfMaP1+vbDKLNyy1fa6Q68PyD3txKOiS47bV//kynhs5Xq7Um/QtJYeKR7JC9yTjOeH9lv2ICZm9EnlxHeOm9xzSO87tn1Y2O7KGO7vU1zsiHeceXx0zeg1zkKR1SuVY/8m5Qz0JKtAPkuu1+v6dFxzNWWpT8XbRfreqdnRc0ZjgwoGnUNTNKN5dqz42d1xzgf/tzLs2epHVe8NJjRKTdwPwkYwCRm2Rjmd8bbnxxv+9qXx4+9fHR3dHU3pmwNMhpYmA5ibJU7CA5sH4piTnhWXa07W2e/7dxl8yQ1bF4WKpRlMJX8DMiHRMpDz9HxV7Ds96H21msgZCD9NDfHATCrYY4NDMU/N8TNndaj3eFBOlWs8rJ2K2YZNo7Fk1xlidGbq9TbHQ/dvslzU4EvuxLsuW6obTZIpsYJzNGy8o7NDPVVbBEokA5Yb7YCqLDBwUPNd02TOId0ZzsDIO7nh7VBd+oi34ahH4KDvAuc+3QCuSpdNI3t0SkW19PQ2IjAJAjUm3QwcNxsHwY6KHEGRoJY9G01m1kHR7O+INjCZipVe4GSBSYQYFp0B39I568sy2cgISjBOyQxukJx395WUcVUG6mJeAeKeq0jAEMAl8Izo+uw5IAmEwPKnF5wQXW0pw8bnMxnZfJ/KXtllsJqC1H4kekMM8iVHKcHIsmt9nrT4z4QhSCTo+25hlitIzn0oz50BM3/DeznpKAYc7vdOMwj3QhWwbAl7deJm04UZL0qANH1I0G9nyLJ5+n0yN/KGCXsCe60VKzOXnD1rJnxIwUJJ/tNe/2dxxb6qeymAvEIIdfn96+Mfvnh57Hbn4zFBgcDVcxVONksuMumE/eKBvzom/m2oLxb0D8YYkuG8Sv4/gB8OucjnYM8mSsozSUn7qBit9XO64zVzFsTPHr9fffsCrgpCyDbpYdsiZouZqoBkxjwJ/cSPFsyV7Gd7nDK4UY7cE6Nbm+AD0zvi9MXL47K77zRwIEAh/yXRt0GXJKMkx8yu2yggC2tEwj9bfSEbFSi7xVZvVnEAdoPnY24zU72sP1CQ7FO29Nm5C+PvVj0az92ySbOTYdK53wnCCeLteqjeus2yh56u16A3RpNTYv2O9lhw629i/EdXxNZPnhtbHlkv46qO+M5/3BiXfO96AZpOjVjSfb73ojjrvSdpzt+4GXgAMlJs+ryRAFNooDpK3067mP7vac7yl796gc/wn9yzrPPkPr0KDFxMKT3LrJECRjKpa46OYuQNMeuUvz4iFs/qic9d8otYfdW9cdLxh0bXIbvGhT+6NxbetiIGps+MzsMXxwdf9MzYVTNWRzFWNNjD4AsFRCZuKSUETCZrPXdOZzwqRvkfPvI/sU7tMe0qJTsRkpdAzgmFzchiHMZBHpthZjkFw3TOM56uumGPSKKEgcisZfOiQxvpzOEtMWvRTPlDLIhnP2cvAbdxu1NSceZ8NsFybnYYMrUXGXY1I+NeQdZvtrYFBAKsSPx7BJTc3wowIXroXGJalyxkMk8NsEzPMmuZz8Vn4jO0gGUKJHkxSP4SRMMqJ2Oa+xK+G8NaD8iHAcvZ75vvkYwzYG3nMU2/3w0bEM2IttKzXEAMTHGCYvrEK+hPYIUMm8dbe5abo6MAy5VpJ05nSwQJC587AW6RYWsPRKqME3c9r/6dnuFRUHq+ezpLgs6nfwJYJp4VBrnpZJ7nqbphT9aL7Gz89f8nWM5xXF0y1Lro2sfivz/1g+ihjxpQAbv7BLCckRLwNKr4D+h4UoMvnRWK0MnocAoTjDD2kD3br21Whj2T0VHFS8IFX3py0w7K4ECgIB2RWf/J+rNvwaIWDrNEb2JEGREFGVAKvF7LfB7tT2PD/eoT1HVl/qh6/J7/wgPFyEyLy6SeG1s36KSXPe26JfPjhRqVee5uyk3sjFtyKq+zVPdwvRKQAdaKr4EeYyxfq1eAWzh0TV/9hjc23LA/9cm/lwz79/Qsdx0uN+ylulcBy+ynKZFlnwQUV+bWYNn5QrKMOVe5GHk5J2j2y5KzED+zEJ5AJJ+fPZMYEgE0UJNxnjix5EhW29l7gfs3/94jpMgKKWgiLS5gO0dVVel9Vds1e5YNwmFNXfQs7WiFPKjGXqnSy7uKq1tBem0xc+Ge5VTif4lgXqf+u3Kd8Jr2a1qVks+qXjIJc/JxS/L1z5rH+D70e/sVEjSXgkH1ajGrX/K9Kl1PBjnXu3ue2TdamGbOUTLAxIjSQlcZ2aq+swt17iFc4+w5TsVfToDJXmLyU3qLM3/FFDVdruvj7R4hlYx3EhmK++U+rTLsbZ7bnPcwSlYzucW7prpue1KJ/WXyuOrzPGIVjxCd32Sgq19QOS8u8OCyDXOd7W/p9p35tZnZ4qnDcaerNmsZIqOoJ8gxfc20EKVim6spOid96LS4V33HP/jIf8cuAohyXYrnaH7vJpEf11x8u0gHLVgZu77pBfvF3ypuLLz8tpgl/6Xxwv6mSZziiV7vwQVz4q8+9dJ4kUZiblaRjNyoCxUhexPXSUXlKZLGUYSbKhx0k4y1jtlnv1im/Oe6m2SCKnA9WX/n2KK/wdsBoM3YPTxckOC72cGFFf1bedI05ZHHH7BPvEgg9i0b1sUm5aKAYGIFhVPUQx1i0YcGYXgzJySWkCOiHmOEaZf2+pyznMaB/P2DbVNjP+Xu16uovubEo+Mjs2bavAy/ql7NybTxoHJL3LYB4SiqupRjbqZArj2L4h+MMj3ZkEM7lHveLaDb0rsAACAASURBVGb8zL/7Wez6wIOxSF5VH/r4qW4BhEEftJKSNp80tLWqCn8dHfe00r44Ta2AfevEkM8S2Ts6GNvmipFeIDb/phvi317+Fcfrp84sz3yeElZk2AQoUalaTJhB7ZDWh7613XZfGMeddJgqDxrI7UoZFdiskmV/aTF58Y2YPSyWBmuhUpG45ufXx623PGRGyeZPlnLkgmaQOcnQMJPMtwumY3k+FekVSWja7qdhB32c6gFlZpZYKK1LAeqUU2zXBYttA2LZ0tFt8mRAtljQbe0O8CNK7DDSmuLkUu8Du43eXQtpHIaKag3umIp441r8HhVhY5EcgUPPjF1kcXTWRomsN1leAGCdHYyZSQFd2izpA8FJ0D21JLAkaL5MyT4TFB0kCPgEH4KFK17FcMEVPVz80sAAmYtNxGoQsQEYN0RWEDPIpeyHx1zB5e1KtTM3EzY9Pg9sHMxT9nNUB0Hk5rU6B7ClZ3kPwLJk2J9ecJJ6locdQOu8RF7Pnwg6o/SUuXJXXptzRiHB85UZDVXYX7/3ThVN+g9KwaHFoTKlUU6p/V+y8jAobJ6ZRFoCTkAvs515j5yz3MJaC0zkz6Vv2lXPwji7Ik6iU4xJ2Gj0drnOAdI6bgU5O2a7YivWuvT40Cc9riR/jfrWZr30kDjz0OUaSD8Ql0yeEZP7NsZ/nXOJTLHkYS9XRfH0cczbTonnH7gopqqhY1xJ/LgWtwOj3ZwJlHktqfQRlESkxkVTpseJE/X8NaMxR0Hq8BmLom3xzPifa28VKM7gM4MeEIFkQAJg1PNKVew5brcl8SoB8tP7Nmg01YSYoyB76fyZ8aF5C+Mnt9wR/Tp3APMtcr0GAAAyea0NgGR+ZqaegDhVw1m9k1WU0igpAdxBAVXGBDAuoEdFsY/NmR9Xz+qOT69aHf9nuWYS3nCD1o6CuT4TwRpARRBn+PyIKpzpYpiMOCw1wW7Dtg7JsK9PZvncs2NMTtuT5k3TOLir4p5f/jamdHXHNlVlF6gn6N0ffoEqqWwYJNvp5o2TMzED51qOb5Z+3qZz903JsL/wJ7phH7zkeTk6SncOzDI9kw2wwn1cKul20+U3JSGoc8OT5xN7q0SYOd1jc3aJGXKixLRwQJKlGYqldnjVfOotioV//d7nxQv2mSdZOVJPqrNZbYVpZtWRgQG+tmEGpUR69ZoNcf6//iweum+drovWnuKYQfFExUTuB2fvybp5/AexXA9uE0g1QBUQG7VJC0npjjhURmmrZErywpcfEnvtvdQxsksSWADMqOJxSnNV5DAobmGW9TO9RvQM01+fyXmuX/pqkfWn3Lok+Zlz6HhzXITH4ZSa3u+OiPKJdaKYBl9sqMkzZRwwMNB6bBeoSjfsjKmeU62Nl2IJ6//J3LCrwRevRd81SgqS8gTR9Zo+2eioBNes5QTLzV7pCry5R9j03W9eUFqC5RwdRWGhyoIbYBlmWYlEc2xVmaesxCJnGjeLB6xxtZk1wHKyV5m4157lNEDKcMl7pxs27UGlpsB2AAtpZrk6mecf7Dw6qhYbMln/v2GWXZbRtUuXUhI69rt6VbMgxEi4NEtir1YRT+qBS25eGxecfZF69hLo7NC9Zxf9nZjlBMsUVP9fumG7GE1bUwHLSWCzH2cPZgKV3L35skswzwV8tRQ02BuJHpnXuISjfUmfQ9du7dRpcfIrDtCcdcXVZQtit/Wb4qj9FxtgP6bC/9nXPBb36Z575vX3xGDfUOz60VfFZ/bojH7du9VILpllxV6tGRxyW9UCmABybVPWn8fZlGG3xWvELD/8JzHLh0Wds5zS3QQ29vYwQ+qO42IOlWNG7XNT5M7u2S77qdVhNe8ozG+aKKUM2jEWwoA2A3I8/Z3Nqvz3WhtWEFQgmPdgvRImGmCEnWdmnG7q1TMvrcyyGWTAsq4pmRenJ8dc5uPVGZpck6/sUW5hX+1NQ97TXMc+EhQ8eq4L+QBj33/8LWx79v5SeKlu2K5lltdoKAI5Kn3OKrV3lNPLkVPnnOXM2ZzT6XcNkzSfoywwsB53IHFvAcvem5DQI413vpUGXvXcV6dy9yybic3fWypfzjk/Z45YXa9bRps6h0rjrFTOZc8yRrUww3nuiXvaD5VD03rJ4x5HprwdUD1SwbKfx+9hnrPn2QUSg9gkQFp7pGGkbdBV8mOPIC0qAh+vCaAygrX2ahdFZq6xbH/cWggjS/n19zlCKpn5RtFA7y8LhTj0kMWxUs97/P5VMU3qvh2YD2ok7ma10j1Dxeapug6/WiFZ9aVnxd9v3hRfffe3ov0BzQoWonS/PccjJ+qJIv0ePOHA6P/0qzU7XjkY9wtrktxdi3q2/Gwo8G4W2TCsfGGKUOQKjRI99qBnxzOkxL15xe0xokU0qJyO57NW2KfZXzs9LSRnQHMZuV9HeV09aaJytZsWzo6zFiyKH99yu/LPdBg30aC9gBjvnmXtiUxAoYANAUHewAgp9koYYcAv6pUN2v+XqJf5WIH4t2k29OdmzBPDosLfFb+MYSlyh8X0ooKywZb2fJSFtJFt3swcZFywtTdpfyCPgNFOsC5vCK2NzYqN//CRH2t/pxWxS6OCD4tFy+a7h5p2oC6OT3+Hd4iNb9WTnOAeI7Ey9lSPz9Q+vblve+wyQwSo5Nw3/vaaeN+Z5/gmfupgWQZfMwXXkUg3LeWzUuPeJCVz/VsGCtNSzCmSSjazQg3ETfJmR3M8gxc0Mhv9Fhp+ogx8UjaTYCdn72Zfg+WM8HYAdC2s7LfNwEMCYLlJYXfY1MwGUikqQcAVL+S+BjEwmTTmA5iojBFE9P7uj0n5mDlJrWDPO+TGyBptproOZmlSxQ3pqhNA1ZKREjg8y60pATHLaIlHAl3P/ytS6rbS68h5st9hBbelx7gx29hBJyt2aUCg98LRme8F2HFzJwOdwauyxfmdE1c4yhawbDmRz2tWVmu/S3Wszv7hNEtoowcbBr2YL4zopttTBl/P77spzhOzPL1NlbIiZamvxymr/3b1lGBUKnfpjogMm4JCBcv5PaXttbeljK0q/U21WsymUwZU5yZWNyLWkXkyXTeqhV4T2SvlqqFY6zG55mXgrDLsfC/OVRqLUOSpkqey6XKeWA/kca4Icz5rAaSYn7nCmm6LlgGpxghWeViAcNP7XhxX7ikH9XVyDdaa/8Jnrop773zYVbMDnrVEs72PkSyaSqkCkIItGyPBimpnSllTYjVdsrxRwIiA679q/vlLYyi6NUKlQ73KsW4srthnl3ia2OulBI0y5B2GmdmfyGlg1wYVnHYR2B7AiVKf6dglC+PdMtp7SNKY783oietuuyNWtam/Q8UlzInohQS44iC4qTps00+sxIyeZRwHN6lfbqYkqAMMnkceq83imp4Z8f79D4p/l4T613KP3aRd/S0aVTWoQhsui1RNkXsizZ2KTAgZtkBynxx5e5jHt3lULSDyRhBYXnDr9bFNo6NG/u7sGH1kY7RrxuE/ff4XseLnt2scUqfA8qgk6Z1x1sdeojVNEpUSOJyf3VeM54IC5g4F4pP32iM+rgrwui9+Lj77jQu9fv4Ys3zgUs1ZRrZEEmJJP1Gh9PqzFvVFpbzJLGdShtoCiVBlF1L2qvg1rEgzFVZYa09FOTYoYiZJuKxB4vVvOS4OOWpPG1+1l95kkgl6kWwgxQLRfz+9fyAWCMh+43M/jg0PbojOng6t41yPTjobRl4cYR6Tx69x72lzmb9ghgor6t2Z2U0ZIHqW92rTGoozXnm4x/Mwn3mTzOhqP7Hfl01c55Zrz1pNBjljI4lb9iz/jpS3gmUYdoO9RElVhp3Oyb9/zjInzXGY4qvBMn2vWmfFhKqC5ZyzrM/XGB2V179f65iNt9X4i2sxXAy+Wo280iUb9QBu2PRX7wyWSQ6aMuwsxKQbttZvww27nCd926RjpXJusFwWSKsb9hQ9buUPK6owgTDSTWY5wQDFM4+Iqk7IZpfoI88e62mYixUQbaZd//PsXX2GJDFqcTHvaxxJM8nPa9EAywJbFBwc74h1RYaNwVf2vdZjbYJl3qO6Yf8+GfafApZJngBEbcqk/+s718eo5uSteWggbrvj4XI+yjrjfDyJDPv/tRs2cdwu2SYBku3jfCVYhlXOpNRX20WTbMlojoIqjwOeXGjL3lK8Wv7spH1j0cG7xQopMv/2pD1MAJCSQK9ulqP/sNbTzPlT48qe3pgmYLzy/rXxkNQjB4qgeLZ8MsZVTMhLl2vwj4FllEKllpfXmtFR+v66M/7EOcsy+JqvnuWtKmzlBIvM66pzcOuozOxRrr3MrtQleVLUcbB+zous0gEkV6Veul8ne5jF9yxEV4lx7odmnv36mIUmo1zl0O5d5vdV9m0gWOTUmKJxZwCgyMNc+GRlcuLzOLNdrhbAy/vr+Ayk9Uz3LBvsJ6Od1z5BfMMLhlf0/Zk9y5k4ZEzwP5wjN+/Iemf6KGgnczJIzikQr/OzVc9NszCY4fLaBdzVWdBNM7KUvNeCRJWupwQ+e29dIPA1ynNQ5zGnYqn0bVMIMOOcvctI7TmmVPj9bs9yydnJq51LZntZq3GXf4aQ4VrrIwKWYZoBx87XlUtDcgGe+RnGe6wouZK5FiNcGGwrLCvz62uVOXn2TGdOzsQT+wOx76EadB5dZNr8zOeqsmzy5vI6OT+6yaBzHCPl91ZjlSJfXlsxrMh69HqobsY8vo77UY8PDcS+xz0zZkkl8m/K2eKAJfFeqVs/ddHNcch//lIqMs3FRAUjA6W5vV3R+eJD48cvfHacJTLlcBW/hyRfRUFBfMen489OOkGtbz1x7S+uNlkxWbTuwNpV0aFj+ODShXH+/vvH3jq5F196mdQpQsg6knap/ciBICeHtJ+TVA5P7YgxuVTPVaF+ggqmoZxteNbU+Mu994tv3XBTTFMc2k4hhkKG3bATrLp32G7YOU4UYzF+z34IUTKk8VazegHL22NRx/b4eVt3vG+JgPK0HstBfv4bmbRqUgBquBkiVGhP6tTr8vqWYYsBJpesnhZuPdP70ToH0QkZdt89j8ZnPn6Zi9hDQ21SA0+Ot73/RfLkwTGc3CLHbBosm1nONkSrJBl9pfyXvQ/mmffH02f79g4RttfFWeee63v5KYPl5bNPUsIq8y07P2cPBKYOXpxiSdsEcJFV50YCrC2VOYJbkVrQgJ4Dxot0ojDHNL2rPizwLIbJ0lwB2mqUBcOsviDmgZohEYtHAMlgkoHLfVjusciAxiLNBn2AUFagHBAVmEfFLlZ3ZcBydb9Lcwj9zDxFb4gZxLLMV3uCEiyTgDios/gAeMXtekx9t7VfuFa/2Ex2FEluulqmdAQg7wClYwPA7qAC7WpVBt2G6Y6Zqgp+U+pU5S+eP1zlvg2GOZ0zs+KXLtnZO5LB0T0m3od1jigKcJOybbjqlrKMHT7OMle5VNs82w4H7oY8mWqjpBMKdHvIie4UgeXPCCx3Cyw3ZtWVQgrnE2a5GEG6MplgOSuW9ZxUQJuuhsmYu6hRgK4lo66Esv5qvxFoyHuJXj8NLrInOSvWdW50dUrMKmoxXPPnHNU5bHc/KeusrjsCpdcGx+6rXqRJbGBsdV7nCZTqsHvGgQS9apwzS9CRuObsZlQEA1I87CMX5N2PWBLbHtW4qYt/HUP3qvqn1xxU8rtMlsjv1Age5DOMzjELpO+eM6kFBxs3RazoRAG9y1QBfEDB8R2b1np+3RQBnU0wWoyQEoBdIlXFY8hZFLzszuvh7CgiUIIkYKD3FLUEq7tbmd5v2zsEk9riilnT4zu9c+K6W2+O1WLEpylAUUXsFPDeLGk3DPPGDeqHxiysYe+fLs0DBCJtFv167w6B624ZWBx71NHSUG+Mb618MP5y4YK4+s4VsVYGVBMUjJH3kPgDlmGUYdEYETNDgBvjB0u/MQub1hbrtncWZvmncsP+UAyLWe4RWP78FffFHV+7MtrVqyvhiaXXZ370BZLYdDmA4+ToyrCVGQr0YhU1bSreumCX+IpG1v3kO1+Lf/nS131d/2jPssDyiC4IdxH3ZSbIpddf9xw/um2g0AONnmXAMj36zpWa/Wg2A8RZnvWLKZGZK+KYAKA2z25tpJOf+4yYJDPDXfsHYrF6mZ73kgO1nkhkdM5lYPHzGx+Jt190ezxD5gmjYtZnrdvssVy8NwWvPNY6joT3IdbQz5hmRsOSXy3fc168/f2naJPpyL50TLNAQ3ZE0+rXecMwDiBrNFDojZxdrLFgGHnpGtrEifeDBdfjKCKeOGc5ZWTuTbbcOs23xrTJYSCZYDl7QC0j07/rGLQmIEmlEiOODJYdszMP5b37dI90aiOvoNh3KsC+4Ya9M7NMwYZzajfsAuANlvU4ILn18WrwxWYPC97A6XoPzhP3QPZXe0kZGMNqZ88yRZZ8bz4bCS+jMGC7OdYk4On5zlYBkm56lqs0nOdz3yJld+HCz89ig+cpq2pOYsDrmyczqMvPTdW/KP7yQX1VZtmS3Qrg9TdbJK0HvJP4YWjH63Fe3d/K6CiY+Zb3ph+Oyj/xp+B0g10eozjXyoLXtZOjQYr/g1VAyZiRJM3Q+tsuBddg19T46L9cHWsvvi7aZ80K5XwuJlWFBtCHQit7Qpo/JSDJ5cmx1HaJ/LwGDOy3AFZLgr286yF577IxpmN+rie+5z4LJ1r2Z7+W/p4iL+/Nc0vxwGZrpQDu8Y04bfnGr+QCpobjistjsf+hS10QmyhJJd4S0+jHrJ9BF5X1NEhvt4xwOmjF0Cv1q0Xsnp7psfTuVTFZyeFkX7s8Wo6JJJBio92OE9V77TdnZGehgz2M88baoI/+be98czy68o/3LOfoqOXy6qDNIkGy90C+GyCVwnYx60w37OwprtMpyM1sIApB4VwtVXPVGyRNPVPCm8V7fHLSDBIAmHmkYn0hDqppVTK+FaomSKWwnq+T+YDnl1lOnewhRcMEgtyQ5ET8Ns9bPp692G2oAkp+BoHivNbyctrOck2Sx+U6y5jJSB+Ok/suC+zNVUUzYx5LhlRLpMslq733Ffj72sIAkpaSsZEr0vVDz68JmOax+dPBGpbfQ8wkyVLIpQIam6OjikeMc+80W6tsugsRhcSwnFn5Ggw1Muw0BmP9pxovfV+kCLHikRy3RfZcGWY/r8xdNthOFeOYSDilNnnNkV/XEVIGvSn1t7xaf89oTRhmj/W0mzUkWILgmlOTN6b3TZmyUskj59M8H7Cc01asbLTHQBJdKf0nXyhFglIQyjFm/F0SKRQXIO4sD+f1MZNEQWlVRMYHFLiTZHo1oDbQe152VLzxWbvFu+ZE/EbO0Gu6O+MymXw9vGKN7o+J0TO/K05/p4yUl6k1TpNUpioYDqNc1HX0OtJCIg7vKTA7Z968uPe3t8QBBxyqYkB7/PjHP4gpwyMeBfWxAw6J80R6HHHzr81Kb9V9etRzjhZWnanxt5fo+d2x14LZ8TmpcH+svOKf1q6O7cqZJklt98DcnnjtbnvFf9x8S/SyN4tMwcAYcsWjPYvMmb2HPTlNHJUbFsa2A9Uec5S1Z40oB5zY2x4vUFvg19c8Hq9esnsct7kvzpSh2JDA8mbJpmfPmiJTWIFllIV47xRfHGTedT7yFjHAKLX6lHt2CtS2SYX5yytvje9962a14UnFqCLjnPntcfo7TlFO2u58sVv54mapIc1Q94f2GfY0gXB6r5XHTJ0j0ka9zDMF6mGeAdc7ZDoLWH7/h871PfmUwfIyMcsVLNd5vzZzMIuYbnMOL858qIIhjc6KG8ECQFtdVtP+PXt2q8Ne9guk6/IYQdTMcqlKEXQFRHJ4fAY5ywbYXPWuNpMyMGtlAQGyulnFtGZDfvbPpPMiDHK66Nn4oMqC2SRrQCUqGTgS4AmAtZ0+N/RqAmCG2Il4E5h71hxSkRa2tAEICyObFdfWHlhkh7U3tfTrGNxSBCh9wgbBKXlK6VMGi2rsZel3lctY5qwgQCHC54xFVjf6TAUqDPR3Lp4ChKX1rqjWc1SY153MwwhA9DJKOsGcZTHLp2h01D8sPEEGX0OSSynweDNKOZUrsY3iAxsQzDgFEyz/FVwpahRQbMm3jRgKs+xgmCx8ld2kWUhusFx3NqgsAeS1QrbG5pWOjxn4q9TIBl/exOtYAjaadA73hlIkSfm8ZnW0Bv58PdZdJkCZUiWQrrN2c203e3i8yeg9dmgM1MwZck+XdHjFw4Oxy0ifVRXIgymkjGle32lnHBenHb2HZgfLiVBAyGC5AEDAMsFqXMnkKoHEtyxYGBff94ALWD0AWclJkMfgNtyjyty6tWMGtGbAFNwGBUY8MkoJdRozJLrI2bRaTwIFSJAGFPDe2D03zpP5Xq+0N8yBdsDSazAyitdEbt2LVNpzlmGBBQSYv6we1i4ZUfQLZFBlnCB/gWMPelaccf99cTC983rDPSUzQl4OA4XhBMeFjKfKYxy8xCTTC4v5EAl6r4Lkeln776JeF3qWR+lZfnCdxtR1xvmf+Wlc9+vfiv1UhUDXg+LB2R//81i8bJYCOrP9BDDsg6AeVGSq6rsZowpKotfRG/8hGfaXvvI1r6AnguX3xyfVv8fXpAndsd/i59uxmc9RR9JkspO9/gY6jKQpQKma0XnUBInZTo/Tf8r1B8gWpYwTfarIFIu4c8QikhgpUR7q1ei+NSNx5ruPjgMOXSaQOyLw1aEe5fXxzx++1C0obGrI93c6Jv2QwD4TwMoK58z2cRlmjMWpLz5A/x2i8zTu5BmX5yo55O7ic6SUl+JQ1VMkMKXvFSO1jjKOyZJBJ+fVUTmBRLIVYj8pbGuDpY/eyWBJ2mnHGYNxbulldu+ifm8zKG2YBav4Q+ToqFyXraRNgmLGp+Gg6ktVQHQyqc3RUXkx+AwYeXGvdWq9NSTPBsv5OA7k7kdlvyFUAtSZXQxYtlwgC6k4ansEhvuJ/fK+hoBZPANIApJZzsftbq2kgiuTcuv8Cz4DKg6uFYlIFjmTORxXQMgRURxrPt+qCa3L4To6imTZYJk3UrHBszMrs1z+Rt+yB569M+OZ12EBVu3K0HCQzy8KqnlNc6RU7oM+Vj2F0VEU4aYzgqMekx7H/NKPV4O0xssJpHlGdgGSFZzqRbn/d1HieOWlt8TVl6m9QoXAlY9u0v4oE0jasGySmaAD2GvlmR7LXstEJWbXFINdTGf/97FmrsDewTEi62zI3skl9JjlpJhYNq5dfj78R8gfap9nZf64T4nvCQLr/ZXFer7aSbylrpkoTX+b+q5HtZ7GxAqMK0YsPf3E+NCfLY+JirvELMzZMIazKZeusxlq3Sd4U7D2s60oc6kOnYc1g1IYKd63jpHj92nwVXqW/Tmy0AFYTsf80tKj33CPU5TkNV5z+hvjoYdzdNQfc8NeNHOp9h3knElENHKswjYCRKqDeAKRZJCda1mSm+Mvs0ifniLNPT1BbJqaFgkvBXbnEzYCdg5kZaKZ5Qpaa1zK3CAlyi2/t7ou84EMCrlW7EVSwLzNTguB0MwnMo9pzaGcLpkEyr5dg+VSpMnyCsW8QugUsOz7q7H+E1Ql8ZPFFq8p/tJrKddPstR5f3PI9l9hrZaY4/ZDs9tJdFTG1yrFmhfrOxJ250R6tSxcZEyvrZA5Rxliqqg9KWAU1hw20kXdyixXR/JSSCBXtFt0AeVmZMnfjAuSKbbbtZ7ntrvCNLdeI0CyapuWBHt2NvJn/T0tQRRGeH2rNosrt8ExYJl90mC3gvPyvJLL2Q0bsqVMOklmuaWN0SC7/lzGmzUY6MwJm1NnarErCzA2zLXaIddmFm5yj8uWhLwedhdXUWF0y5YYfPHhcd5fHRw9G/rlvLwqPnfX2pj9q7vN1h75+mfFy456mvLAYeeFFpnp2lMcPebYZ0la3B2XXvpzXf9xFc70Xrqii/Zc5nv33rsf1DnaEXOkTvupcsx7ZI78Wk0B2irvl3HlZEccfYhibU/8/IqfxZLlT49nHrR33H7j9fq7BzTBZlJ8YeF85WUjsV17zad33z0uu+qa6BNpM0XxInuS6VlmP8+57BQ5+c5ebUWgfo87NvJry7S114w/tjmed9gBoM644LEH4zXLl8V3710Rk7Yob9E+i/ya1r0hQLL2mcosQ7QwCrXBLCOn1lzkTZJnT1HhYaLMc39+6Q3x7a/eEDMEkkdGtR9pEtAZ7zpNhYS5AsEyDBOjDLPcqzx4vUx0O/V6IzISu1lM+gp5r7xZ7tyPqyUXEoYpFdP1fZuY5VtuvS7OPPtc33tPGSxXZplNEQlu7cNtzDcjAPnGhnGz/VeC5QL43MTvZvocrVSDTA2GU1zlaU+mz7IqnpfSJ34GmNv23eArZWw1aGTMy6phSmmo0rFIc6YuAIebjfcYo5Kkx2ERHdANaHFAJnDnexFUKitJBc3VRO1CNiUjcBHVihFW7Rfx56gsqSXRSIsLE1uqXpaEADL5PCSvRY7twNUCXXmT7fRBmymnstSUOKVcJpnL3FDSAt9z7HRdsjcjJd81CGg3VtRlQ2iCZQfzVsjnKln2o+QIiLT5JyCZBUZSXCTRdZYe1bsxwLJGR53m0VEnenSUHbi9+aVsyhX3IsknxtML6Cq0N1DAQvYLc9zJwidQ9+N2GC9V58rK8zwfYzLMrib7yqTRiR8rmzDV1DTiyEJDLTxMYlSUTViaMmzmy6YpWgZgNtGaBDXWBI0eJP0kY94cawLGdWEd5by+UWR7XutULiVNHxdDqPcc1XD6STskwSbxK4ynK7QqMOBcMEUzjl/1hqMU0ObGDM3opBxsg5PCLNMz4mA1VRugvu9QIpmsUfaQAGZwKQTAbgRIYLSgitp0Vc4Y+zRVAHxEvbzMZwaYlLTBwcEOtarw7qW5zvvsto8e0ZiS238bawTuR5DKWCKTPaKAYxxXG2DZvaApfQFAMFieHswJSuBPPeyg+OrNt8brQ0kp7AAAIABJREFUFCyP7+uLD65cFevl5DpBwR1mGVdh3LCpCMJAbVgvkI+LoefVSs4jFptke8uEwizLSXHLOR+ICTIHXPPw+vjUp3/qjZi6PP1/PZIgv/fcF2jOqQKkAjEmfJiiAcCHN8uRundqrNBmvK/66ydM7omLvvvv8cXzL/A5+GOjow5UzzLsp5kp7hnDsFwD3JMk2SRyiSQyGSMhyZE0MAmGPAmuYQqIFQbLRb9AsqbnpMoBf4ZkGwYFYue99rhY+vRFcaSu/T6SSzF7e8sWuf7/60/jrjs3WPIcKkDVGTJpdkPhCKCTYNlyWv1viH7jCVN0Tw/Hq884Nv7s5P10HYRWAaY6757TygnJ28pfW5Rsm7GiqOfELfuDeZyRXxQ8+Pzphp3JuecsM6ZJv3BhUy9KzzxsZbKQ+eK8DgWNEWXCXCe3gvPGJe6mggEA2sLc6G957x6Pjkp5rE85YA8GubC1rbJg7pGOyuKW9ybZGNHaQ/4KgwyT7PuaY2UmtB6f1k1fWfO9KVxhSNYjk7sKrFJ+mzJserEqU+vPZ3lsGnzxfvWL6wujyCM4ifq9KUYAojFt0/9Shp3nyWBZyROFJT53Gqolg8Y5BXB1u1+6MKO5BP3eVM9Tvl/OLdcUwEq1ngPhjPu10jl5sgI1hYUKAp4owy5rX+/95D3LtGfBOPMeLQ6t5cPXnuVkguv7a0yYetkWayTjty++Kb7x9V/HHNg+DGrYXxXHm67XWeT9v5Zha52QS2RrQhPg8m/uO8utC2DNJUjBUnu5Hm+AYv8Z97yUatpDstCQiw/gNaLxLOQn41tHY+RgJcAbB6PzphWx7aA9Y0l3ezx7n7lx0sufpRtb1TsAoGIKRU2SvOa1xjdEa5Dks8XhnEOjPWxA0nqMz+wCXO7RCpa7db5bRmd7PQ3oWjOvuL2A5XrfoWBA+fC6N54usFyZ5U/Ge9/75HOW58rga9HsJXbfZW92vyjxFzBMwUKr2T4r+KcUhZaVdJXQKKwkOVkteDckwAYgSQggvaU/FCBVf08sI24ykUVLSxMnknHOPCzbbpzXQCjU/lc9PsVF9AoQ89pZhl2Ao71kzCAnKOXaGbzWXMqAp7K3Wq1mn9mX01jMRRsKfyVokjdyJhrO0yXDcxrkCSEU+PK708nGTpLh1hHIoDTjMM/18bIe9XO2szVZa5jXhsEXOU9RKZIL2QODXIycz3lzicUmifTkotyzezT3WCEj/Nmdj9We5cwFq1qvTgzJ1sJKDhQ3bJMcKAgZA1tGnsLMmlkuvcn+fc5Vpme5vbhgT1E70TgGX5Zb83qFJKoEG0RUYYSzBzoZYoNzvz55fubgmePl9/TyydcllkD6udXOjHKSMpkjpjTfLUrkp1XlYJKtMM8+v8ngWyLt16G/FyY+ybmUwxcDNBE46umJO99wYpyiuD1BrVIrZdrHVW2Tz9OIAOSS5x8Qb//LwzS4grwxlQG4o49JYXPE0XKR7pwWV15xhdyYxuK/pfw7WK83r39LKORr9JJeQyoeadeilxiJEkzsQK7rLIASo/GfmThhmvKrnuiXzHtABE2nYs8Ns3tkLLYj7pIM/Muzdonrb78xVulcSgDogicL3n8vxTgyZwq4eG1AuliGrf2fgh9KwM3KEXft3BGfGOmIHx5+YFxx1dVx3IH7xL/c80DsrXj4qAoDs2W2gyKNvR7QzEhF3LApJhOnpgkcU+BFxUiRGdNKinrtVAp1PLdu2Bz/dP71sWzjGn3+DuWiO+K1bz05Fu/aI38dgWWB8D4IHSlv6H2eoUktA6uG42WH7BMv6dscb123KlYrB5xR5Nrkx9v1OreIWf7AOR/2DvXUwbJGR83oZqxTVhMts6CKCIAlkJRKb9b2MN1SRSJzHW/A9H66alRkOoBfz2BrMMw5mJzEkTFCAA5vaEX64cDh4Jb9oQmMEsAWCJsAr1i6WyJTJMTINbiJWPweil5Z3dIPUwFSYzg7DHOVJLtilx3SBMOa5gDUMhhnwMnenVo1w4QgpSi+YS3NTfv6ZKCzcT57dYo8sklD+JxlkEswyM2XTtt6LZuj5ZgaAGxKo/O96rk0K+qbPau7WcEE+BU5uXMczl0mZpmEJTtfWWgz/aUfxOMx1HSbVfRk5wlIjHka1cvvZjfsGwuzrOfRu1kqsWn4QSKR1VuuFQWPOqS+Msw1mDGTmnNS36MBaC3dL+OeCptP1TjXXa46JKzkfFn1oxIMO5YBMF3/KhjOteCNoZw7D54vkp46OorrA2vNxmf5lgsMLsW4+mzjDu+oKBCaRhkUGJrMMueMoky5TmWUATPmqAi7n1/nHuOIydoktitJ7dfMuyPefFy8at+5AsQEbGbpYgSjREfBalhzlG2EAKvLnDrJTWCytsBo2Yxru3pa6MUg+AiEMuJG4McO0IxmEpDFxZDvmOVxVdixp+o1MQjapCZlAOHbFKAPuen2+Gz/47GSQe4EMgy+AMsl+QbEpONgfocNZp7rkKqMDLRv15i258jg4T9W3BOvWLZ7nCBji4+teiw2KLgDlikCjCr5p+/ZfZjIyAszwvdeBUlmOfeop2XThI6Yf6uMwS6+Ito+9aFYtXkwvv7Na+OBH94anaogUnwC3Bxw6JJ40ztPFCijSAG7yFxfqp8kF5PiPPVV76Nje0W3jDnGOzVn+cL4ygXf8H3wh5jlKWKWD9r1xBhyqweghyQ5JZAuCrJeSqLmjKdU/0n+spcqe5bzfuPXyCyz5SGf6u3VaRUGccQlj1vTk0ckkZon5+/3ajbzdDlej4itor/7vI9dEnfd+mhMFaueAC9ZapctSRDNGLBBso3Sv8ymNxZ7P2Np3H/vOrHJ+8VpLxGjLPDMrcR/qAjoTy/4KbGy/h9TCaYBTA2gK8ilOKNKtzbLSQUU83SPjkL2T98rgKuFMeU6jxdQ3JTsYvClPUJZgiW7ZTSQ+/LM4mLSwRyG7A11jNTjg6VneRuAy3luAfCMv9Baxw27wYDC7lryrH2nsODeR3DDRoat12O+I/eZr1GLDJse2qbDdDXyyjmQ5ZL6bwDLw7huAlgbayAZQbt6NkZHNcEvxaLam5xgOQErhSm+KFJ5n/PnTjdsziHFgwqWk1nWOVQik/3Suc78OfRfgmX2DhLtBLl8WUXAnGVq3aXAU2fy1mvX6pxs46+d3LCTSfnjYDkZ+Fpc4rzvbPBVJfdMFlAsUtz+uGaN3y0H1TkbpcDRe3qva4DlzDNS0YEZWB0dlTv0kxt85bnlY27XnsY9UQvtDTdsmCu3LBTk43OO4VDG78xDADoJOoY07WC7ipqoSbjn8hxqHcmsr189/4cevjRe/o6T4t4H18cN370mDjtu/9jvmUuji5mzApv0oLL+YI9QMeQ1zauWIF3nA8+JAqJ9/M6EsvhCckkMrZfb68zKHNQCLWsfsMyMbDPLyazXwgiySY7htW98owy+/jizvEuXZNizl7roykxcg2VUM/hCOGdJxYpzxJrnUKyrKjlLfUsRvoBRt9CZ/WyOUUxn4mSIE5BkuwZAkDzEY30Kc5zmTgW0woq2MMrs/yZZ9LjZVq+QLGJWMyvLv2sbnI4jW8fS+dnsq4ueXJamgqBeI7O/hUXM68PLJxmRo7IS2Nb6qZ9RyIPKLKdKMgtbJTI4h8oxV7meq/MX+wMhiutr1Sb3PjlOIUNaDb6qBL36yPDijZ5nExl8RhhbiKxi4GXSqRjjFvVjdYdOgy/ODee4tJuVnLYyx5AEMLqWKRcFoPObqhZwL3K6YFcX7nTLZqoNMTsLHTb40vMSM3A8FXRXhjrzrFSnZnE5J5nUHBX1QhkHqrWYfjW8fq7NOvaskQPq93a/tiohGWo+R06fyeNwK4AuSUrrk0F2CwGfj5+9ptK82Pcv+77PU55Pzc+JgTnTYvKqTdFN4ZJ7VJeWdd+va3zMa46J1xy5a2xaPxRbcb6nKMM1xsRT639MipLZIgRO3H1ZHKbnf0S9u5vY50pkdZG02KRTPBZpnO0AyncoRltOLQWa9z2BafZpQbro0TGPSmG2aXZHfLNjdrx1cIPb4rIALtbfo6NQJCqOsMegNiT+KJZY8cikEUY/AaIVr5bK+fus7vnxExkVXqz+5x/uMi9OXq9RUcpHt4i0seGs9uJKvNC6RxHdc5YFprvJ9xghqHiI0miGFEue/qL8Fx/47196Y1z8g7tinkZZjio2twmfvPjMl8Rz9+yNtetGrXCCNAIEEydnyh9oUERJR48wywb1aMuXZ0B7Gb3RG5UPctyjo1PizrtuiA+e+78Fy7M1Z1kGX1QZzDLiLGxpdBlNJB05yZWlX0CiwqiYySgbTgIDgl1xF7QkAgAL+1GqQVSfABLcUJZeADab1Szk2BKCEVJ90kojSGFBsleQhZd9LQmAcp5bWsiPqT/Vco4CJhPINmXOdayQE196MyzTTrlWrX57KyO4VjBpk4MEeJaiuHqVfblt7svVxaT/QYHA0hFvIikHNptaGssa0uiyISQrSzJSb/4qvy4bQ+0f9numhD3lLyktzh5fjoGgRUIPyGPsQGHf9fp1zEP2KldGtjoM5vG5HwVzNJ/LlKyQ+PM5RjH4ErOMG/Z5Ypa7xaLakIOA6mqmzpPDf7LnPoslGNWqc6OP270xpXfETFwaL1QGOoMbG2j2hBGELO/8nc+Rcq6WXqUCSKoawoGfQoMTIHqzYa9Twp6jokr/S2H86RXaoffMXSyTNCsn9C8bilDAqSoBCiieG637Q5KRdFPU/cL8PN3YyTRTCSW4U2zKEWEuDLFp6T6aqCRkgoLPe8SOztpF49r0LjNISGWcgAv2JslH8IQYFxiZq56NtSot9uIWKCOsCeoF2ahkvVdgZxPghkqfngfbi5wZsEwFD4kqoIB7M8sA3NfafAWgfzhnTjxvjUZbLV8UP9n7gHjPTb+OEx9cHWMamTZSwHIafBVmWYGpz6Olkr1GAsi4p4kCJb3SPR+lucpvWLk6vrzLwjhTfcvPlZPhFrl6tBFkddzDCoKAFyqW9JhsUkUQhqVvo4LcTMnJZVjWS6Uw2mPxnb+J0R/+NLZLhv3Dn/02vvf5K2O2tEGkQBh6DWpE1cGHL9dM9ed6U7BPgmXYcjyc0xFfvEqO+1o3L3zGotiq2cOTJ/TEfwosn/+VC5yU/CGwPGFKb+y9/OSYLIOM7Uou27mvFBDbxMBNUFFgXNduh8rB7eMC6bC8OOi791ZSpaJsAVjTt2YmgiWFCaAkRMksK4m1bIXkJ42DzHzooSmSD/3la4+Mw47aN35yyW/ipz9Qv85+u8aKq+7W7xTouee4hmaQeYlicCggMaZxEhkDU1L8gpcdGqe99NB45OHNsfsevZaFZiJnFJzzDc1MJRNRv+hvzZ7lCqwSFCPD7tDnnVxGRFnW7+QcdUHT4Ks+Pjqa7Gir3DoNvpBhF2aZ+7qkjU2wXDTVBhIJlinWzBSA32qWJvU5NsdiRBQGXwbLGXfSTEuSf412Y701QTRrkARRIFebeY4Dy2Q05y9r4kfrrGO9uUdH4RFQe5NLlourKeu5Mb6J66rXsfGSNmWSgYkeHZUpu48VZk+/t/FSAcU7u2Hv3F9NfzCSNXqT67FyPpBhU3AAWFWGmg/Jp+F8MC6Oa+rlUT485w9gBWvsHL5cu0Fda45zio4Jx/o81rzW9M/l+CEezVaXMTGp9LRlb3IyvsTlccUmCiDMwiZpS+ff/Jz9SoIA9mXZNYogG3X/f+/fr44brr4n2XZlf0TbMbmVSjvSYJZdJtV5t6cJBfoi+8xjTTWSFSAFqPloSxF3hwGeilQ24uErQRGjo8g5OBimU2Dkx+8SLGvSBkpiggrFIBWYlixdFM88dJGd55nWwWeZrWR4wa7zYotaafY7SHNWdaIohkxUw/UWJWzbSDptKFNgEWoBZd8UbGoBpAmW05H9yUaR9Wk9wSAnWOaEZzHAjvl6nHjYus7cs9wClndaf3ocGfYjj/xxZnl+92EaHbXc/fHu69Telcxx+iQk0ErJrCeRFMBlNVwFGLU/tGWf5u9S2tr0ack9soBlQIXv+3RYhnyBWYaB9nxm55l4e+j5gHjyrRbproFnAb2NGcLOU5BRk8vy+wpKs8APEZQgO0kaF+VpMyR+876F0PCkDwCUV4sJ9hzvBLDiuLOq7vvF+bEVi1mI9/7rXC+LIOlbUzxR6IHl+YWx9r/1SGWWXWCgAFAUdryWCwOFIfXsau4R53a+8X2NUjqPgjFb1BIcFo8bTxKpKjxdi0ZvcILpNIPl3KaBaQWd6XKdDLNzeqsnc1KMZdiFkKhu2LWg4Vyf31taX12qeT6xI6+9czq9Xrphp5t2NQBLdWrmg+k5kIyxjW8Z31paJDkvbu3U2qjmvAnOs82vqlxzbdSCTubyJsYaBZiSW+p0uhgBKQfx59w4mWmDZq4Txw0h47VPQUnfNap2u6TJ3utZs1YX6HW2KV+ZMjUWn/HceMmBS2L52FAM6cK7q13XjbjPGpostneq4v8oE2vwOSHPpj9d97/jTGlx80IhLLivWjFGhIFdrfU6gGevBUgkDGRxx+6eEXvs0Mzo3l31YoNx/W13x0qp9Cbo78jTUOkBVm3w5Skl2kshIsix9Pf8TPzqUx63dMfWOLR3cYQUcF++68F4wzP2iouvv1U/d4jsIW4BZrNQu0W5Ij3LgGWUVzDJPbhUU+DV3t4nGfVM5bkoDGfObo9H798QX/ncZR5hNUWdd8NyEJ+vcayvfO3xMX/hNHtBzFC+6GkqGiE1rIJml4zGbhMJu7/MVDfyOEZfgOhZMqXduDXmzJFsXL+/7fYbJMM+xzvCU2aWl/ZmzzL9eiT7W9X5DcOZc8hUYdUmOihaKnmR7LvzDZ+3umUArgg2gmNxu6ayqIRx1kx6V7UZ0nxvaXGpxrDQ3bOcQTirZixIVYX1eM6/yyp5wzGRgEUQ8U2UspBq3NHKJjb6iGt1s4xLcs8sbGKGvSJhLJU/PpMrpAQcJBfFVEA33JhuzOzbSFdsmyVISgyrmCYJ2esLYMrgm0WDCpbrBslnceWQjcEVRJLclCxZym629InMMgx67f3NyhlAHJY3q6GuTnL83qPznNVSZsrl83ioirp/xb29CbwxLAOQ8/hWZjmbmRVY1s2yx8DmnLO88Hi5YUs6XTbNrMgmm9xsKiRxJAFFulXZ9wTk1UjC/cNmr2tRI4sBHlul13Z1mM9jaRQbHItM/8//VyvI+d3ryEw+16nJ8Fuqo8/BSB2YCUtz3Ceaa8UbR5Gt5lzHgirZ8Pzvus5ZdxlcMbZw5dKyJgysdJ9I6touRtybR6nCp5KhstwcW16nPHbWLb3BuoHndivxlWnV0xbG4c/eLeb1dFrOOE2geLt6224V0/mIAvjXZs2PkIvxy+56IF62Y4tGSA1Hl34/quA1WT1to0WGjXwb90LGOXWor5iEP6N1ljIImADpGVrLm8XIPl3H/RwxCOvm93qUwA7Z6w+7jzhn1yHVRTKTPctZZcQoCcDhPjhJvufIaOLwww+V3HCLInJ7fOux+2KeksoJAu3IrqlU2uDLBhKa9adKIEPoSbp5LSqCm/gZd2yNf9tFzPKWiy6LiV/8ZFz87V/Fpf/2s5g6vcugFLZyvkYSvPbtJ8TipbO1VnCkZ63QszcpVtzyQHzx8vvjU+89VjMHmdlHctUd/3nRhfFvvxcsn6me5U/6Vlmwz95xyCvfHvd99vLo1A40sl0GREtlxqHqxbpFs2KqrsskmWU9vuecWLKuP3ofWhXbxdJr3yhyrmSQyXzqOrXaxDLs9MJHHcFXuuwiOdXGrOLJLMlS3/i3f2Z27Rc/uSWu/PEdMUGSqW4dB3/LvUqiSJKaDCTZldZ8W3s89/i9teFsjGV7LLBc6rjn7afRSrQ+NFlL3rPC4t8PlpmpTcz1PusvNubfBcu80BNn9ZZkkr40RkS19CY7ydTrUPmGYZumXvcmC2kDTbNiPaoKJ2XaCpalPhDjvM2JRyaWTwTLeaxNgy/JODHT8qnO5/8hsAyIZgzaTmOaimy21Q3br6bPgmcA6zhZzAI0AcuWYbNfVgYyj6nVyGunnmXdQ1zT7GVuAnhGotngqzDLDuMFLDfdsJtFDn6frRqtMuw8J1T30w07Lyp/1SrDJklqFhXSJKoyy61MNMfDtSM+cb/5mhZpPclZgwXPt/V5Yd2gFijwwWBhsopCt97wWHz+49+PNkZacUCl0GvlDwUkK9kKLOFzEzspOpKcl9cHJo+ThFI0rwUkn6cs4lb1UFkyuQ/q/iPXmOpkV/eek07+SAmlwTKjfsZi9ZyZ0bZhMI7crTde8eaTYhclaAYsThcAaophG0dcSHLRvF47fVL60In09NA1Cx1FLcB80sY1La0aSm9QHkxXAYTz43FgFDT0fSew7A+ev6cok2C5ForKNXWho9mznPdEFrU41le/gdFRf5xZxuBrofYFlEk5tqfmGiiwEjxXg0z2dNRiYUlvSnxTeltJhd9lmIuniF83i/YGKrrc47X4rs9aDcDki2bWzxNNioKsvr73fe/nirEUIGsrGGCc14cdNTAkvyymjIUhdqmuFBwrq+nWvEY+AyGTrGLG27z3MwL5jkx5NWvHgLbEgpJ2JbOcDt72bGD9eAVmHkPih3INU7FkjLNVwbl1471K20t5zUb3fyPfy5w7Jez6awpAgDIfcxY2ai6b5myZk5PXZ6tQMrqZryT4Rd6cPbhZJPPEGufLTUYXt+o6JsxeQWaKc/RTdU7POcwpzZ9sgy+BzdLbbFk2INcKvUp8pOcQ5APP4+9tLudWwaJiKAx0NQJLJ/VcayaRPGmH483jaCgYafEsny+Z49+VjadTe51C48KMLpZjbincmDkuzPLO49AyBzX+MIYpqlL/fSkH6/J6jagWPEH31Er1jW08+6XxoyWKOWsHYlCLf1yPbVPcJ04Tf3U6vcYmEmuJC7QSiSLm/gZjpWKrtOK4AEoxNc1PyfEYqWkSU69HHsjPzz3pZBkMTopzrrgqPnrckXHItbfEeasfjdU6MA0l8Z4DmAUUU/QllsEow3hjbuY4BVjW7/fQtJZDZyyM7Zqj/KbHN8UXli+Iq9SKt3VGp0AuxbzSk1xUih5pVcAyjPAsVIrKUxkdhVIG8Nwn2Tck0WcvvCHuukpzq40XpQ5UcfCY43aLv3jdcbrOkGCZR2LgNXf+lHjkvs1xu9pVtvXOipMnDFqW3a7zOSDZOITPJu+BxPoOzX++XjLsc30HP2WwvHz2iQLL6l3EfQ85rKq8BBpY3pHR/jj2hMPimIP2UvsDlV+nM42wkS6IJXgYEKSWPufjbY1NYoz+86Ir4pH716mSTNUo3bC9odFfLGA+QT3MOxjvxIIjADgI2QTf78VmiZSHoJCSmeyX5WarkiADPjtWZ4Bu9lrUnoaUFlsazQbNe5CElvBXgyBRcQJ9GKUaZZAJSDYjXswCzILCJOPonP1OZnv9c2WWAUwEpDxbKfZOJgLJkW8uPeJZga6U5Wum3DxddBuzgumtKKZiNsIqLDZAz/P1qHj5JFGJyk9Sg7t7xnTNWkc8UAxIhpxAoySljHFqyLBxEhe4BCzvLjfsFzA6ar4MvtSzbAmOrkseOwE5b+x80yw0JFhMsJzBLo290jF8ZxbbEncYOL0nPc3ppp1V3dZCQya+WVhoumCXlgEksO59bwLa7M/JIgCBGUM2g2YdW5rYlSqvK9c6Zu9SeaWSjWBNs9hZm0gBASr0xm8TayImZ0lPtK0eivUKDF0Cgh0UEvS8LKQUSVjpo8652haZOghbfqpFsJWGZR3HNvW5dcyeHhufuSjecuIBMUcmVa+97MGYcdPdMaYgMnTMnhFv+wstmtH4lWbzjatSt1avvbsUGxsVPNrFCCJRJrjBANEjDBPFWsAYghUIY4ScErnySp3Du+bOiBeveCwOPmT/+Oo9D8bTVZVbraoffR70QWfPspJwAQBk2TggWlpDb7ASZBGtMUty4cP32jueo/EJP58+M5b2b4oLH340tohpGrQzcc7dBRCk1JbXSDdXjxbwnDz1yur3G1VkWnrXTTHw/ctj9LwPx9f+6SfxW81XxtgLkDnYNxwH/vlB8fpXHBJ9q/ujU4GYz0PiuHbNQHzskz+MvZ61Z7xdBhubN4+4z1swKL773W/G+Rd83Vf0D/UsH6jq6H6HahO76v5Ys/su8Vfb+uOY1x8j062+2LLXrjHhgXUxoX84ZukaXaYY98uzvhPzH1kTY0LlupN8vyZYzrSHuEgBJ+XZJRlyYlTBMrJP/0EyhfrXmJ4/VbMFWSNt2hGtEjFzQBEpC4RmKHSfjwyNxiHP3ive8u7nKWZqHqMYeGTYY3LYYuNMYJWuzY0eTb2H5bHFDCrHU+W967mHhVmuKWG6YdfRUSmZ5nhTyitm+QmjoxhvlGC5zln2naTnw4oCuGAhtzL3GaCoAs4UffaVjH9QAaiC5Rq/6K3t0RxLZu7WGNPqet0cEVXl2dnLXMFyMqmSkNngKw1LEsQkE11HR8HKcj/yxbnlerglQQC+GoL5c+hUWR5rUNwCNAE3lmHv/HidU41WampLb3KTWa7GX2X30evTm0zCg6y6Fj45f+O656pJXiNxL0kV15TPljLsjF2VhcRMBfqiUQDxNWXOstQTOld1faS0XrYyNvja+VpjGkiLVjLLeSV4fWZeMgouWfC8RM4MAMu0Vyi5MjApj00V43HPysH45L9cFlMeWBNtmkGaIJGYT4FeR1/Bsj8b+0tK4avBVxbrATN5fojHZh1Tc+3FtkMx0QyTnjdZVaMdCn5DSkZHUQAp52CG7bh8AuASJ2Oap3yHHGSibpxj3/v8WChQ/4wFoi3aaX+QikHHzedDIo9KANMaPiMx0aZjrBt9Qz3DF8kmZnA1U6JfHsamjgPLK4TCBKm3lESKi/X61LI9TMs0PV7VAnX9bWK23ZYgAAAgAElEQVRiASoCnVrf1y4sywyv9CZ77Fd5Ma4RjuVqk4y3v6vVDftT6ll+j+KnRlfphl22dJmKmH0+9nndh4tZXmKwPBlmqciwtyuvqVJX7+UAqWL+VF2l6+QIrolNmswS0ifO82sPccndzCZSiM6fq5w5DVXz7yEnklnOnILPmS14sIfFgAtQa0WBub4EwW6fo0CMr009blhWXROUfqUgXucp197j6o+SzDHxNo8vlXkpG89+Y1RbxcuCXLTo0LIow2JHRcTebm1atkGU1WBTPr0mygyYWdexDJxLWalId1uPLV80v7imKFyqG3Yq8ZqfKaejkEfmMe9wkR8wWdhy51C5ZpxnFbCZJEYqMVFcQnZQGIEhrwWTHO2U7XJeC/qcVgFojSBnbn4vqoNCoI3o9aYCqi25Tzm214j/PsFtgmjAcmv7IQQHE03ADIWA0/uPighph5gyQYU6NT1xkgipOV8WbrKnOXO/HOta3K31OI7tTOhJdURpiywMs9ckeIi1WBh81gIqA64faywZ8dKuqjjhHJvrWq6VI0DJj624FJ5q1xSMLVPa4xg5Y6945u7xF/KQOWBkMIakVMOAk7UyUXtRt95nRECW3v0u7X8oxEZFOxMPxnV/E+uJPIQZ9hliMTEBVRLHbiIQgM9nUE6xYOEe0Sb1y4Zbbo1P77Y4LtnvgPjYr34Rh2/qj1GZvo7bGDZHRJlZVjwhZwTkYgCGuSTTHvr0falUlWdMmx+3LZ4dsXEo5mitf/u+B2OwZ6pH4bF39XuOMnJsgXe9Dm0oEDAwvii23CJEi5/dqpGBT4y1D6+OT3zm6pg9TedqRGuqfVxmuGPxwpftH8edfJAJEvZsvEQw/pqg4ua/f/+OmPu6o+LE9Vuk6EHerX1bJrUowIirvD5ybTDtrSJjzvpfu2HPfJ7Q93SbAqUTIUZZSuZ0sVav3RBf+9Lb4+5XnRz/p/Wu/RP/fZued/5ffDi+c8mtMQ86fKwymi3A0FWi/Dnn+FVGNkOMK29m+CrzyAJpynXTMCpZwyazl4xm3nzaDIvkmwp19oekJMiyE35yBbFUdi1f4HclOFM9gg0tjDKbRbp7k5gmY55AsMp+U/ZjWbnfq0Q5AB/bL5VyVxtbN5Aik6GiZ7kKMpiWMVvFCr8hgSp9QbXvhkIDN0irtLK8s5OIdBIlH2UDLlXGYlKVDCxsF/KqNLHivXH13F0y7FM33BqfEbPcrbmPyK+qnMkyUmqmLpAU5lSfOWXJRarl865zZHfsHCmVwQ0DsDrOqb5n9si7olk2xpZtwmmX+829ibVURVsk3mlGUQJuOWcEeMuwWyVJtfpKsYfXNVjOJMY1YIoZBFuuvc5JSu0liVXgmb/7ktj6ogPjwdtWx0sXd8T9t62LB39wbUyaMVOfe0jjQSigNOVSqWTIIGo5LpIaBbisPmpNCzRvw8BBEp5Jkkn3yAxsw6P9klZqrcgVdfLuPRpFMD0e22NefPTk/ePsZyyXVrIn3rnhkdj/ntUxV+e6X69Lnys9zJgGkdi5TMM+yknU/6N6aIZY7RbvUjXwrIfXxlv220Ozm7fEDesejrv1XrMMlpOpspmY+j4YNeN5y0rKcUokIAMWOiRT/vWMWfGB2ZqXMKk93rxhdbxsnfph9FxGBRE0kR9OE4sEKM6RBDmGCnYax22CW7cqin2ytlgkmczQ//wkJvzjR+Jf3vPtuP2uhxXApcWBUekbjBefcUyccsI+AuIyS1MA5/PMnd8ZX/3uHXH31bfHu896vtmvDZJ49+CAKGb5IjHLX/oTZNgH7vv0+NT7PxQXK0mdscf8eI4MwrqVNG/X7kWRULjN128a61MA/uO3rI5VV90Ru0ga/uAtK9UTniypxXiAFj3ZhiTFDdtRLPPqVFZoLWY7SyPEpVpFr1/70zJu8HytdT1P26mIHP5W5089k6e87FnxfBUQtmvTyDQdUJEOl/SGsglVhjXhejF9ghl1BKzRtbCQ9Lc2VmplITH4EG4wW5tpQJ3fiukYgKv5OJtrAr6cbcizM1lkM+c/QB1ji9R+HzerqHHppO543eiQHTRVbmgWqnRiWIfuG66gPrFQ9lOpIES1vvWY2Jgp0HBc+TjvneuECjsFoCZYZgMn4Skg2iYcuQfwGPMgE9wkOPO50j9oQaDXC9DueKRfkPACDjFYMYjWexvgYeSl1+Gcakx4OR/5GZB54ynA32QPdz4uv5csdHjcRb4v78XjJBzpSF2uZim2pBs2e0kpc5SD7VP1HdYyzaCSLqHoQuEqe5Zbz5/ue8/kTTfsBIHJQDEeCpkfx+RE24sAl2eut5ITKURI4LPPmLIgvfEC8HrvRnFbj43qBjn7wltj4y33xSz98TYk7ByWC9+5hxA3KZLmtpmqHs4DyXR+uizwkAjXxyvQNJMiRuHxqd3Rs3U4OjUXZe3s3pgoo61DFkyPp7/4yHhYNMoeet37Zcq1jxxlvysVx1TF9WHtdS96/dFx/N7z1HKhOK9j7esblXyeRDtvFM4j5w9QzJEQS3dSCwCWSW5/R9ZPiwSywpT1F9jkRBaw3FxnmYPke6AUYv2xhhrgV+9pN+wnYZaTQa4S+voeWWTh2r3hbW+SDPuPM8vIsBfMWiaQXXuWS47klrXcf+vejflSApDMXcilKNzX/MiF88Ige78GMJhtxJk52cc0VULples33bQFDChuF6a6TiWpvcOVwd5JOuve5ZRT24AMoGpFQG0L5ObO9emUpaztaozY+M7eDx5iZ25hjn1/6n8ZAguLa7ax2bNc80ee6cK47iE7cOedkfdNI5gUlZwf40bPzaFku1lAojDAZ+DQ2U+IKewZBrvcu8kA2wTNf8i9Qc7aypSmPLlh/KXjoohkprQQWh7lWZjZeiwmy6wQLEo5+vAL44u/TUrzU9mBItLy7MIM2w/H4JzxX+lnZCOwStBYHq39gJ8LQZamb/QyN5llz2UuLQB17nO2W0Ielek3VklmC2H2ZtNTjQFrGV/WANF5nPYEKueH89ZuRecTz1dVfuKCPcqaLYyu21K4FxRbUHZNnjAqPkXnCYUQBRSvjbyO/qJo7oJWtjJwD02GYVY7x/p9d9ds1jlxrBSBz960MRbtuyT2VF/xnQK4b1POzA3ddthesUNGn59a8UAs7u/X3qnXlDJxm/ZjxvmSaBD3uMeJO4Bb9iAX0XyNczTViP5mMu19Apn7ivQ6fNEe0S9vmcvvvSeGutr1OO177FfImwHLKctmubOfEvNQYPUJrD5NOc3+85SDLpgZ8fj6eM3WkXi1WvFGpSQagmDR32fPsoqU+jv3LCsOUUTMKRPZ8oOJpfNC7WnbhAt/dtOD8c1/+Xn0CiSPy5CrbaumyizaJd75oeO15nVNGReNn4f2lfXqXf7KJ/8rti1eGG98/0mxTaZqPVIw874ovCiQkzs4Xur9tm2faoOv/7Ub9m5zNWe5Sz3LuvPTnCFBGtLp1Zqh+uXz3hynvP75yfVTvjCwKJG9LoqdvpddXqf6PQpOk1/xobjwittijrTpBEFe2z2mAh4pgymOde4hcVdy9oy4BwvnbeRNrIu86autfzWKyuQTE7GmlbwZTAFZXJfdG9voic1Fy6JnqLiNFgieJCCu6mUASkfn6vqcwKdW4bJ/KtnQ8bEi73VPLGZP1S2aY0lJi28en67cxPKzZbCsfVYVyFXzEvqICUrVyIxxVSlXzkpcNRNzYaG8jrlrB8y8PPnFLk9ZPI2sbMZVNpM6q9ljttxrTYEhq3BIYkaUFO41sDFO3SwZNj3LAstsjjbIsPxInwHyFQBbEn/3dLgnJDesKoGuki3OUVYwCwvM85CrFldGjtG9IpYLZVGj/kc1NXuv9f5mrauUO1ls1q4DIqC49JznQPpiHmZGOauhfK/V2zT4MszRfyQ8pXBD5ZVEDnGdqlqTu7vi5o++Sq5ns+JQuV2/YM3mePHEobhR4OzV370+drn87uhWVWsyVX5tBq408p5s2P4cdU8s7qKF8UlyjyRE50Q9GgDzbbLQn6K51rAeE7fL9l8J3cShfrHMB8bdey2K3p/eFZvefHK0nXpE/N3Dd8cRj62LUSWC28TeAUa2liTfo4CKDAiWYaKu6VRJpa+fOzM61w1rZNGUeMcuu8Yd994eK4Y1D1DJOyN7YIVIqgmgwwyUF5s9NJojpJBW79B7TFcQP0ryZSGmWDawJf555WOu6NvVW0GxVipJErHwr8PkSQI3yiWRYIbch2C6uU1g+Y7rYvQHV8TIpz4al37pyvjJj24WCOgyO4IL9rs/cIpk2VPUW01/NsY5gIf2+PQ5l8ZaMSPv+MCfx8I5U8prcz475Yb9LRl8fd3n/g8xy6FKa9uPfxj/KOb+oM396uEWA1oYX9jGQZtE6TNIRkzAYJ96SO7mX/nSVfHAV38Zsxb3uCKcqzaLbHbDRsmSOKwxF7euVccDPc8Fa/3ecn49v7HR6l+8JtFvqKM92uZ0xfbbH46XvuGoeMb+S/Si6nef0SXwVoxtCnBjpj3sZM7qrTA5ARzAqsqIW7Z0bypsYinxTiAIi2bTLG3MMHA1aa+Aq4LlhmRXn6eCZY+OagADVA1KmnS95qr6e6FGq63vbI+Lrn8w4uq747kvPzzed/iimKQeeHpJMylldFRKVzmWRuOM3sOjo7RmDEzLfZUzjXPG+BQ9XhpEDKwAmYBk+u2RXfPpeD5gmWuK0gFWPtPhZPoTxHAlM2bn73ANz14sXNjLW/s9GL3lOcv0kvILkmiKGjb4UuIBsNJtbzfsApa5/piptJqO0e+dhY4yL9dJPeyg+qhLL3Nl+DOxVX9wHR1VAHxNvGHBWw2+OP4sdEiyiypA95APVa9RCyBT1UKRJlH5uT0OTGuJlofas5wgWsmuEqwRRtshLwYs14XOeTKzwGjDfNhGa0Mj8cYvXRed196dc7sBCN4XSUApsLbIsH0TUDjFs0Bg2TE6S0J2olZMbZVh2xFW526u5sgf+PKjYqPO6yzNYr9ZrolPE3v6PMW56apotbPGeUFdGxLinwkQL1k1pNaRrZpSMEexhZJNjmNi7eP/AAuf+2meJxJKDgqX19ZiDbGMw3wyGfbObth5/uySTQGkqAgq2OK7jRCVXHrPy7f2urGRl70CWlzU6SnU81tHR/EnnHuSaADz6978phYZ9u93w57XMPjCDbuo3aqiq5gbAWBG7A8jwEBPs/f6zM126mk2+cHjzTa7nKtcTJOcZyWIJqfjurImDFCK8VeO0ayAL9dqU2adYBXgl6O3uJ8TYKWysfm+6ZZNokewTfPO6oadbGHDkSdZ35KXWljPWjTHkqxtQb+ZkxKjCzA0j6w9nD7VhOOwiegXUldY47ojEMeCMhBWuThn532Vn5HnIk3nmudXFuHyvZLI4Z5zfkIx3og8f29FHn2usO9WWuYx4LmR/dgJDj1atdFCmARJqvayVa9OwyHnq3OIcZNnn6LXOPtZEwS39iy7uAvRxDXEyEvvAyj1tWxxw66GvNlGSTvbZIHl4kVU8t2clpLH69yN39fjcTEaz4H0R6pzocn5srWwMM/OLxNUp2y62aucr48issksV7VDMseZEzcMz7QWpyjmzT1kifIh7bObNsc6YaeOOx9AJqRpKLRw6hpQWPN1K8UN7gWb0lrvIlZUBpliLYYVh9ZpHNT0voGYeOTT4wXP3CU+0Ts34tKbYvl9j8fG3mnRd6ZUhbNnxmeGVsehO4bj/s6uWNi3JaZo79qiVkCKeTY5xdtG9zotdwVq5BpRyoLvRI/8PG7fNjVum9MdJ4go+fM9lsZljzzsPZe9MPM1jAUFarWXUggnRjE1oRp89QuEzhOIviy64hO7q29ZbSGhHOwXmt28cVpnbNF8ZbtU63G7Xet1yB0p5k3TPkGboHuayUMkv97Shw8Hxz8xvqMc+tc/UyFVbtu0sw4P9sfhz3lGvOaMI2KVZkERb1G0LV7YGd/6zm3xo5sfiJe+4sg48Zmzom/lcMyYnbJujt8kDQy2DU0p6AOWMfg611flKcuwl2jO8oyudMN2H05xmdvRNiXWyLDna/94Rpx6usAy5W3KFM3yWL2Tf+d7BcsRn9Dmsukl58Q3Lr9Djq8ya9FJsaOwFvi4mty3SjI1oYBnJFgs0G7ND5s4SVUKaZQmsjFIPuBkkwBomW+yiq50lYpS9jCn0Rfy5WpWVVnGGhg9ZkU323YqT3IjJthM7lAp3cGNj0aSmKZMNWDk7GDYTgE9O/MpmRLDMGHSsE5HdzrwYYrmcVWwptkjUx0DCYw15XJAdGDPCldTVp5MuCVGsOu8losWJAwYRMFaN/tyXQx4wsxjkGsmfZZjO/HMz1RnTNdNwDOpi2u0Db4wrfLPOncqMFBtHNGNvMdQn5jl2rM87Fl9dcRGZcCqY3BWs6jwcdzJLOO0zWvbMdwGWPq5FGM8islSrmYfVDLLhdE165uFBl8fCmkO5Mn2Wsbv91JBxOef15YUv8j8U5pTB9QX061SFGCjsDlaYxO1SF7vk5JPEqmqVNiquXadUljccNxB8Y6zT43nPrQ2HpPZ1mKxEx2qcg1qLVwne/51P78nuh57PC6//F6xgARNgnBWZs1Y6zUbG6YvTxMGuIrrtVmBOjK2NMTLWYbaSHSdhgcFdrfr86qq2bVxbVyvQpYcI+Kyn94QAzqmHVQaSQQsxYGByZo25mEwVjbdUtI9V1Lv9Zptt0Ds45F77R9/sWl1/PUDq2KbWKJhwLIYZQKm+46pDiqBNqNsyY/AosDK/OHROOxZh2vH0OT4oeH4zuOPRY/MsCaqZ5reF3pVnAwqOG6WnJwgSa/ybBUUNgKeBcxJMKcpse0TWJ75m+ui7dIrYtVnPhbnfPR/YuKv746J6gse2KJk9zQd4+uO1ltJ3cAGUHqwmSv68XdeFJf3dMd5rz82nru0Ix4XEO8WkzdJrOW3vn1hfOHLFzg+/UGw/KxDo+2aa+IV11wb7+hbE1unKSa0uBeT7IKnqLraPA0XczmbX3z9o7FRoO+2lWtj8LePxyRJmsisuZ7Z4/5EGXajGFl2tCrT9pxKinisHYgcbVQb9lwcbXesjD3UK/2SM46KoQfWxkFHPs2mQxs1W3CiDqpDTJMZ05JQWx7r+bdNQ6aybyco1qZVK+c1cKMamIErtI8p1w6sFsZf7TDINvgqIBrAZSlvjh+q/b4ex4QbtvYRHNwNJLTgeS+zu5KZbVs0I46/8MbY5fs3xDwBs84VK+PXp58a337jEbHn2vUxrJ2fHQawjGTLo6N0TMaFejxl2OrLx+BLID6lqMn6AQ6bc5YTLPDmGNdxfjgfsHl88TruZdZnasqz829s8IWhCZ+hUXVMRpP37mR/Kj2jPJ+3sRu2Numcs1zfI4EVwLwDtrHx3jzO6LAJafxVY7VeiAJQFjqaY4aSWcYkqtn3mnE9ITwsbrevaVMCyK8Be3w2n4dy/mofeqs5G8+1ZNwybB2rZz/nH1gVoKSQ3IDXqiZlFJY9OgqwXOYsN8oyXLvCHFT2HYZ/m/KHD3726linJEfTutJ0yZ+DvTtl2Pb58OlzFdYFJwBJuliXNaDfwkyy77DPJ5+D5Hg83v3B02Lvpy8uM8lVx9Nxg10GFbPwR8CDoQgk/GIdKhhsZLJAvQ6lPss555pyLjhXv3tNOcKcz91yrZmdrWPi8ZRhZ3EElY8NDnfqQy+PWy5YFAx6blVR2MDGc7srm1nAstbNJB0cJmwNszoM92T0yNrLa1dOq8FyFjr+Ziew/PeSYb/3yWXYAsuL7IaNURBgOXuAMY3CLCpbxqqRaar9UIsZ8JhEqK1WFK+bY3cqmN3m/tYybaS0XNlDxHt+mio15i+z7i0VLiZXXHdf8/q6rJtiLFtyqkoG1GK5+20VTz0bFyBZivzuhbd8O0E26Cb7eHW+jTwzD8y8Kf+uGpy5tY09llhhXJoMdha9S/MgsbhKegHxuaLzRiyJgGXSeu20AcvfOv5QEPD3CrEz9nAvZRzMY7ZLcwGRzh1KgSCZzCarXnuWs0+7KcNO1j3ztHSdTrm2FZc7uU9ny56LvORrzr95/SKFt1ogZdTJNGdvsAsj5VonY9wEqbhh83M+L19/RGtsaoNZrm7Yhfm1cjGfNwpILmuwsRYLwdV0wy4ESkNFWZjlWqDxmisu4VWW3mCY06yOa17l39nzDSodj1XvOjX6TpVXy+Ob4yubHo/rhybGRV+6IuYrrrWp8bZNUiysb+1bxBVvrM2U9FePnx3p3CXzL9qShIc0M1mDSWKiSI+ZWwZjqyQ+E1R93rR4VmzbOBxHHr17XPcXR8cD83fRpjUx/v7+R2LfzX0xrlGd5GS0H6EIIQ5knlkKKjL+ArpBYmxSbvDXS3eNL933aJx+1MHxyhUPxt/0rYv1+osu5YhDlltnSw6jSJnW0iGF3bCOjXwOxcss5W13j02JNz1ticarDMdpyvnf+sij8r3RyEviHCOjVNTr1R62UTF0puIb3ykmk0OiUtxEr7Jl0qmWGlaB+NuX3RY3XHSj9jKRPSIh28SAv/YtJ8ehRyxRq92IiIGczIJZ3EfOvSQOOGr3eOFJIjnUAlm9RNwyaDNaXLbliUO+A6O+dWrcdPtv4oPnnOMz85TB8h5zTxCjNN3zA+0uV+Sy6rQSWN4Q53/mrfG8N5z2lJjljynw9L/s7PjmFbfEPJ1MKghKU2Kq3Nk+8bm3SOY5wwm8Oz9UBsHy/FsXXBw/uOhX8ZX//HA8eP/jcc67/1XsCUxPBtrtctBEcjMmoJ2gLG9eZIwdAHEblKkCBjAvrCL9MwT2yaqu2ABIu/U/ffk9mvu6Id731s87SFH95h82L9Hi8lgps6YJqibDhO+Qa/DwljjzI38T+x+4e7zrjH+O1QJIkyZ36fmqSguc7UBiSeDRZsNOjUERCTZB0WIclwsVIO0EmnNJAclUnADi9H5MFABM8JzM61Tclw0q0wiBAoMreAbiOToq3RFzAyA856TdIvmmd9rVxGRk3SeChIVA6X5oSYcFxsIMeXXDlkpkCDfsm+JT806UBb3mLLfIl82huBJakh4nV8kGWNLN8QDAAeJIvpFn01NSZjznuK0yd4/53ph0YXBWelncV1zOPTe+E/zyORoMeQsrPVFMP5/DzHgFnZbspKmY2WubPfC9mmvUfmJHtexJ4XwqqI1JXi4xuoDyUFz7UoHCc18dP7nnJtnUS6qrxHGDEmrs77nx5wqc7dDzr+maGl8994fRcfdDGhrfZZdsB0uuBqOcYHH0Dq5I26VTAdjgXioIV3O59s0qKefOBSGzlBjIMa+8OHBrjm7brvPjwx9+QUwTENkh8DFZSJI+L4rGDvbadXFjRcJCoCKgkkB1UKWT1Ib+k33Vo9a2eE5c+8vrY7i3PYYc2BToFDCnU23U38H+OhBr7RqAK7OZIwrs4Kftpw8zHm/dsDGOHB+KDskgO3QNBxR0AS5UFHsFjhkRYPkNPSUqMOCKC2ijUthDr0l0xswbrouOX1wdt7z0tXH+3/3AbN8EG6KNxatPPyb2P2yZNpQx90F3abPAvb9LVchPfuBH+iz98dZ3nyJ2aEasE4js6gIASIb9X9+KC77+dd8Hfwgs77/3nvHpb3wppqzeFGMyDCNRhWHkK/tbs+fcLCQFCQMQfUZV61epmvr5j343Hl3brziV84Lds1z8AHbuWdb14FrS5tIAyy7PpJxN96jlhvpvUCzX9AU9ceyx+8ThBy+LZbvN9PzlUcZD6L0HtTFN1oHsPFs1Jc8wuVXK6w+Re6flTwDZBMuZhPHu2bNcDb4SAFQ37CaDTDKfLQQoB3DJTLBMYgHrBijO3s4cx1QAg4Gp5Mt601U6iHM+d2VM+819NjIZefqu8WH1HC0XMz+opIHj4iuZZfqbqkt2xkxidL9chymgTsL1urxHo79aIIw1TmBycsm103niGDGnq2AZEFKNv5CX1bFOlmEbLDcl4AmHs1g3oM0d4NsEy1nQ69P5AyTBLNfPbRbSc5ZVFEBuXYAVpzwfL2A5T7e/qOQPa6zHTsAKaT0u2eoHr07cDRZS705Bg2vqnmUKpIXhdWFEiQtAtTonwz5uViLja1pGbHnvK2C5CaJzwfAZNI1M6yllc5yneq0xW6kKBt7SKiOvBXraE9hn8bEYoum1/lbzM4cvv8VFOINfAAEsq4qc+EI05ywnGMEDhZg/xZ4Agj2Ky4CfUVg57RPIMVkDQ+qTeP3bj5O/yn6xevUW95u7dFDWNwWJvKYYzOXItlpasIQeUOz1lBeDc0miRa85Sp3fBctcdWSPTXd1ZsrnuLkE0RUsM4d925OCZT77AC0FSOhRtZUiSxZl6ugo59P+SsMuFan0nTnzrc7uPM415HMAPlISX9ofVDD4mzchw/7jbtjzJMNeNHuZ7xmD5AIy6+jJyhw3TJMKSE71FPsz9wB5RQFy/vs0PwKAAG7TM4THS8sVoFKnK92wi3mr/x52MmXgdfRUgukiYYZwKEDLxe+iRiM3yuPj+FNKbMUgqxEJbgFKCRzz+AwQifCkZ0AdgGDpT+UPc9oYECjzBX5236+L91ygBLw5jUTXEpfiokws2ZGvocExRUfT0oUMKIXthNG8B+uvtGfojyuUJns0iLO6LpV7VcGXbtgJuT27urUNjEKHlRmlP7yAw6p8cx7mHIOCCIw3REKZAuLWwszTqqv0mNsdySU5R8n84l6d477qWNLye10TepPz96iBYIL13a7VTQY6+9Dxk4G5hrhJNWDmv6Vf3IZj6Zpt756qHjTznAUUctdGL3Nhlj2hpoJrM8jZy2ym2Z8LUqOoRwsjngrW2pOsqyIgOW1wJK79+9dGHLRcJ3pHPLtvKL6weXWs13F95/718UWZFx6weUtsvf4+daVl+4ivOee7MtcUI7jKen0Uf/5J6z4NZ9kpcNXWJVB+RRynPXCifBfs0VI1X1YAACAASURBVK5jXb90YbSv2xwPHfH0iLNeKd+H0bhWrO46YYcOgWL3LAsjuace4y/tZSitYI7dZ6187KG502L5mv4492m7xg0iCm/87W/jIZEV3cJGFIlThi31nvZRbHVkLWFlHSTmFsWFhcqJ/2bqrLjzGcvi5Q89FidIHj5dRqgd2oNoneqW+o7RklYU2rtCvjfK97oUewdt5qlWOdyvkU1T6FX8G9TI1F/c8UBcdv61OXdZRM6hRyyOF73ySIH1HXK1TgKHtbBpQ1984v0Xx+4HLYwT3nxi7DtFBQUMwsgr9brT5X+C0Rjgum+9ittz27Wk22PFjdfE+87+sK/JUwbLy2cJCHXPzGoivQBK0OnH1ZWwDPuCf3xjnHL6C/50sNxcJfERXbH+l0iGfbl6lme2u/oUO0Zi+ozeuPI3/6qg3xEP3rfSif12geVJAsVf+/x34pLv/ipufPDbseLuh+OUI98ucCsNvxbvyOCQLty4FoAawLs6BCIxjsmbZ7vA2Ohwv068YL7sxKeqd6ljqipR0sNP0vM0M1uLZrP+CyXV8+NXd34tVj++No4/5G3uf6NauGnzgDf8KepVmqZjsy1/kckMy/V3SAB8ggDQf13xT3HgoU+PU49+Zzxwz32qZHcreOJCK6CoQMDiHB4e8I2JZLQTqgu5EImsGPV2rcAhzVfltbumaTabbqI+9fBtE/Bok7MwAMNziGGUBf7H9bnQ+1PBa5ecrEvJF3KUOmOwOlVSEWzDYMJLoiR5rpimvT3niJ4ju0iWfo8pAmHpHg37C2DPGc7UNfZQz/IpG2+Jf1h0fExTkQMgbCMPV2gzEcp+6Cz7A5ZheWHCc/QAwJvZ2skoT9b4qexZzip0cwxFyoAaQcobLMevMOHv5D1p/JaO2wRIBrwXaY1fS7JlVZAsPSoyqgTuRTpEYDQYzf7pKhvzOWSL4/jZ7tB26TpIOBDbFEBufNerou0dp8XHfvarOHr7QKyV+QBgjP6MalLVLqZvqgLGcYc8M+LCX8dhn/+exkIpSGPyqzVAuEO2BJhCyZXjvvgOk0yrgKqIuMArsLd540CyJPAMs6xzaqd0O6KnhL1K3Ef6I+Z+/CVxhoDUooGBuKujK6arCtghplc8kR0OYUWnAnbFWMEQMlOvm5nN+ttZCkTX6fp88OC94xu/uMmznQeZ8Qz7K9t9knASYvpAPJZAiTcGE/TNIjlao2T2bkmlj1fR6bj99o7XyJn5LVvEvOueUyuMK5G9rggyZ1nvyWszQoqexuKszYznYZnpzLz21zHhl9fE/1lyTKz/5s9j2pwe9yofdPju6rk7TtdW10TgmeNAQgqwmKgAfM7bv6P++u3xzrNfErvqPdZhwKZqIszyf/znN+OL51/g9fOHwPLee+8V3/6KCl+qlJLCJLDKBKOaQfETYLkV9HAMfSo6fPLb18TAz+6IKQJxJL2sT48MMyO2sxs290X2JmcalMm7wDLmc9q021QF2LhkXizTpjZ/oD9e/e5To5Mdi/tXSTggtppHkWBybYufkAErztOAZTar1vnBTbDMPVyhQsYIQDTAqpSkfb4SgGJwhDIhAYPrSQArkvaW0VH5/Cdhls2iIDmdoHFWG+Or/31DrLxzZfQqm9yiwuirzv7zOGxhrw1fKlDmtQAIzEo0s1zZmALeGsxyY3RUPdacHQlYbgU3TTdsGPhkLncGy63XtAUsIwFv0JCJuwBWgKQKlv259QuDZc9Z3vm9d3bDzuypYfClc1NHSmV8gwHY2ciLC0KceAJYdlqdxQ6DZcYMAfT9DpmAMWaIAojbi1rY7ie9dgUsA/YBsoCWPNYnm7Psoy2gGBM2rU0fTX6+BMvpdkr8Npun/XpkYCg++p7vx7pNA3RuGOwa15NQO/bDLFc37HycPcLSXGIjz0eqDaAAROvxDvk7rJzbGy978SHxyqOXx4DWPWy+iw2+71h/gDDmeZO4gSryq8rPvZ7E1LrXr3z5/FlFgFqtqZ5wH7qkhGaQMYwrhbPqPM2fu6CG+qS8nOXWiqEpV6+FtlxPvAfJqRnkDDeUFkpvMuuM/TWvqd8D12v8Iph4UAA5BRCrAnScTWY53wd5Jm0sr3/TGX+iG7bAMqOj1MsxRa1Eqd5LQ0xcqWGY01SpTiKp85azzSsltdkyVovWbovyvk0hXHkb7GQBPAZCrG/2a31GjwW1TDsZ5Bzrk+1wOe++MN0VRBt0F+a75AXp4l2ku+V9s6BfZeIpp66S46qUM5vrdUHrX7ZguaCDVLrkIHktMmbWlkC+14kdLkCW96osYrlTvbKKQ45jnVnrouTJ4lfNcWofdKVX0gDSYLowno3eZO4dM8pZYKyMdGWIMx8DhDkqZO7mAkKZPmKDK3qWUfgl+HbhoPZ/uze49hJj8JVESy001PnE5KUwxTDDBrPIwy2hZwwYj/N73cf0KgssJ7OM5D5BKc8bUa4z1UROEjo2si3tk2bKKTKjgrSRV+lZtm8QbvZVcdr0DUpX7lTKGhyTI3qNZEGG1g/iSp2nXMefsQZyZBeqPhUptfZ6Vq+NgRMOjAUfflm8/877Yo2wAQ7Wvdp7B5UHTtG9fX13b+z5wKNx7iV3RaeKwZNqS5OBK+eV4mEW1KrvD7d8ZbGdJXg9FFKlrCvniYVw2a44wrSRjtVSOr7kiIjzXheX/OJaedaI2NHex74PKCaGEMtR4UEw4mpNzN2sGDhfakIY3RGB2L864Fnx2Ttvi93UUtdWen3Z32jBc5ucnk/OSA5InOoTCF4+c2r8dP6y+MC8GbFDJMk3Vz4a8zZLXSg5tv1uVHzeAigWoQHT21tcqXOiSradDFEQVu7GHjVTuebqVSPxsS9cHmP3bdSeCDjeGv8fa98BZmV5bb2nMJ2BmaH3IlKlK1LECjY0irHkRo0a7NGosZdE7EaxN+xiNJoYe+8VFVBQBAQEpEidGQamDzPMv9ba73vOwSRec/PPvXlGzjnzna+8Za+91l776ONG2viJI4RLquCfQw8WPvtyXPt15z5jWw4ebCf+Zm+bBBfsdUjOMhbn97bAJCBDTs+cGqgMN5bkIUGVDQXgh3bhf9tnuU8bMMst0ToK+Fi1stC1ZwLUUIa9EWD5wWlklg/7P4DlZoBlDKajLrcn0BKlHbTsBJPN29H+BuD8tU/vRCBfaxN3nYIeqqyn5ALPAd1s7TsW25uz7rNFC1fbUfv/AQFhFh5gvQ0d2cf6DuyN9g1bbM7HCxG8wBooryUmQB2yFGYjd+9hO/XbCVr4CpuJXo41VZvxt63k6p2Pz+213xAMxkybM2uhvfLRNCvbsNkO3etCvM+AI8d233MIMh4tbe4X39q385cLyG4HcKKb6x77DLQOXWCT/uZMm3rT6bbv/rsByJ9nKyBlyMjJ10NF5T02rq3WY6cuANN9sXnl2PdIBnzx6WI5V5fAcKRPv062ZNEaGzikJwZ4ln3w1ldwsa2yEWOH2M59O9myJevsi5lf4fN5YkUrMLDHIBDYqW9vTIY6m/fFMlu59HvLzi1QVQwXZxkgBHM0rrqUEmneKXDiou8gk+l/1sQmWeuwuYnBDOBTdSwAJZjbO0OGfWjFHJsGZrkgDTJstmLgtwbZkqyrmCGTVNITC55F9rpuysmZKVStC4v0aR4muY+bfdAIjItYbFEQWxaoNkfgNeBwZtjCZsvvl9yLbDSzhlIXeB03nbWjND+6dbp8nqCTf+dS9mYs7LxBDL2ikQcTvLVwUKiEZXQV2hNV9uxhdshIs/5t7eFVy6z7ik22rU2eZMrMhpFdozSR7CgDJ7KozH79Ge2e3nh9sXV9+n3LhFPxVpQUdEFg3wvS3qUrS1EmRLeoYEDC749ZYCQtmmlGp6wq71no2ZxwdGTigZJ2TyyoHhyBUHVhni09cT+7bXA7O6c8zUai5/BjGVW2DqYOBJWsN2EtIsFyLkByRUU4bwJZyLHnYb6fAbOJuxcss9FYeNbUplsb2vtj4cmFrJhMlxq7I5BPZ8IKqJ+MNTfEUmw4R48YYs9+Ode+KmllTyDR88TGtbYWG10BWgygTFHN6svQT4+MC9tQlQQ5jfduxqKMxRmz1DrMm2ObXnrXLmq3u+XOXabAaRskHmddMsl27t8OGcUGyU0b2AMU8fk2sJWNRTl284XP4bzq7dQLDrUe7dGbuoJZUFaMFNjffiazPADM8oxH77HNpdXiDjwQTjLLNE5jsMENIwbIIYVjK1dU2AVPzLS2361zdsJhjIKQn+OGnZRhc34gAw9N0hG/hnkX+iXXY1HmuHIzqAhYPWvMjYwANcpmGRwz6ErKsB0ERsdrB8s0b2PCz4MvrRAAFTRz4yb278FykhlVLW4Ay9HgK9biMkn4YzdsVnKXYF0/+90Vtuy+16wjMtSUGq5okW2X/H6CjYT7OBK/zgxpXXFwUx3aD7F1VGqf5VhL6o7Ufn0um011w/ar47m66zXNxVAGxKghvF6Hce21uLGvsN8/PvfILPM8nPUL4Ib9gwO48eSBs91MKvwYLLO/cQ3ut1pEYd75uCErlHzd64Od6ZSiCQEYPQF26MnLgJLSegYAlBHzmQZ2gg+MqgAHy4lQLAGi/3UCJCSbEQTtAKIT7YfcyIs/qWDZe2f7fVAHDJwHGc1C1Per1CcA8n8CywwCcawmJAqvvO4tW/f5YpUOJOXCDKxTwXIyORrBcjYTuSn7DBNR/D667G5BOdU5l02y3Ub1wr2oVTKcoDjpCk2fEIwnmsvE3tk+8nXP1faLzDLW6FTHd7K7kmHLMC65FvBZc/IQSIeW2kpocJ1lX1OWmySujeGxZNg4Jz27AOD59QLLlMpHZtlf472S6zrnO7fslEQHg1GuvVzX4+sCy/TJoIQ+KD307LgW4Lspoz/jnNNtDRRw/Lnxxp+QYaN1VJcSyrDZOsqNTglEXM3mzr8eJ3gS19sRueQ0ypRZc8zkrsqlAisY2xYl2Dqxgd5eyN2wqbRyhs0BGBQzkvQ64InjTm0yA6ObbPfjDHEC9IY2oUzE6zYHabHAfJTaRjPYIF2OyWvlK0iuSpVFBtlBOrcCAU6+FgCzg2VXQHisxR/BH2eeE59NssP8hJcROrjzBCGOKVXGjt+lgjAy0RoWZK3pxs7kO9eQkFgQW+9ScQfw+K5ogqEEh/u6BNwmybgk6Qkm1UvvPAGSNGljOzB1MQlxpWKNmAAJBl5k1SNj7GCZrthBxRfK6fx1jFcq9XjvaRRGuXaoFfZ6c2f71Z6VnUsSNckEy878+rN2Yy8mlUWIxHagweuD4Fald8GIjKCexr9+fYylvMzJW0KhDFM10kkVAo27qPhqgrIsA+uF3LvrYfSJPeSj30wwO3mS3Vm+0gb8sMmacqB0hYouB3sKk2cElEUw3bywbx9776k5NmL6i1aPeCidkgmuWzTh5FwAQ52G43of7uBnpGcc1zxPFkqLqJjaEyXSJ4nUCck+Pmec14FXHWGHdC0A3mkwtB9WLFqPc8EUUJKUSS6WMWyDapgglAqvLMqSEfPtPmqotW3TwZpno1YYtcuVUEWyq0oB1rytNBjE3lQGsMlEImXeJEw2Q0W384BuNmLX0bZ+yVK7aOF31h0u2G3RKaQ/rnEz9lTuRe5ZAVKE3jQ0/MLamye/G4BuHIfrG1tG0d2/Q/tse+3lRfbi0zPxXQUYD/VYc3PsnEuAOQpb4rxhtliGZGMRzwPnVLbZrrziVTvuyEE2fsJQQBrs11TMIa5krMTvqwQob4ffixHLUvVZiATN5/O/sMv+azdsMMut84sNhG1wRPasIGtMN5SV2aO3n46a5f9Ahp1glpvtGgYSZJYBltsiI0EWuHl7DW5ksb3++Z2QRNfbkQech6wzpMjYc0n7b4HBTpu2RfbenOkAy6vsiP3+gKxIpv3xppPtyP/ZP65KthJZnHNPvckWzl0FljnNrrj+NPtlyvvLl62xi0+/0WZ//r312qnE7nrsUus/CG148LNqxRpr26GNbQCzfOCYs9H4utjuffxS60eHuvBzw5UP2oN3vCh27qpbf2+HHbmP3ilDAmEbHO3aokftL/Y531YsXorJgn6MmJCUG0yaPMam3XehJKTx56nHXrdzT7kB/Q4PRuuMCwCWVwAA9MSgqra9Bp+Ea5uC42NChp9XX/jQLjrjLiUW/jTtLFz3xMR7NVW1dtHZN9trz38Ohj5PWSO1Ngp11u7ALZipVTzKiuKmkZCgBPdr1hGrjlIu315XzMwxRQCUYU/cvMCmdkF7MUPrKIBl1WDjOwh4GTR4xj+AZWUyvd7bpcPeOsrdyGM2mv8OsniBaHwOsnkC8cQGLOmVy8kiseQg2VtEJRwfZSYW6lNC24F0gEwmLQii3WHYJeFkLfS6zCDc9IJgWUE6FpY09KddeRSydafsbzc3VtkFHbrYpZVlNhG1vOklmAuVMLVqiQAR7FLrYgC/MjcRYKCinm6YqJ0wDr+szLCz9x4HZIKE08ZNdtzqNTYUTtd9EeBc8/BH9v3bC8HUsW0K+WYGA3h2bH1FFpJtGaIhGdmUGJREJUCQ4tfh3zmq10fWFunDSgTim5Bo6Yz58gMyoGcdPMjGoC9xCyy2VSGbxyCcjHL5ZmbhwJBgAaM0pgXs/+d0b2tT+/S3xwFY01Hbl4csHdmKPDAYXEAZ1HOhy+ZuzMQFAQSdHbE4Hjp8kF2OGpixuGerUGvSGRtUpVqieCDKYJCsTglWc0rW2xTjXhGwU5ZNtocybLgfdvt6ts264h67u3CYZddUW6eebeyY48daL7hTU5zGhJVqrnHslvibCmQT2+PYZ172so0b280OR9utNGzGWwH8KM9Oy8y3vz71hN07/RHNnZ9klvv3tUcfugubQbWAAGXoO4Bl3AMuay7ZddaGgXU2Ns1vvlxjU2Z9b0M++RabFHcpd58XC/Mv3LBlgCdmWVyBAz78F+cBA8RqJAjGTtzFppw4VuBO9a1k/ARunLmT2Q/7uuI5JALkABpVS8q2WmxJIyokUFz4zy1k/CTDdkAfQjUZbqSC5ci+bkUmOTLLCs7x/5HVlqNybD+EA8kMCqCAjHwEVvyTTNQXf43M7q1vL7b0GW+j3ArqBMjpO3dsZadfeLClw3aTMv8ka+KsnyT6YCeD7iPJBLKWHuMgk8xyYPDEguMa5IbN/pDCNjS88Tp5N/KijNifD5MPBDGqTU4BUJLEIQKm7Iw1y9rKAq3jzDLd5p1ZjtkGBrybkdDMhgpFBl/hniuhgaCDRmk52ENUs0wwRIZQbtiUzTqQ4w9fJ7OsPssyZ9MlKBCWwznHfXDDdtrSuVxKnun0TUNM70bs8k7W6BJ0J3ryatzguzFu9Owkw06eE9kESo45x/hylNe7DDu2A/PPK5jDzaGBSmskCOM40lnhI94axFszaizh9Sqwy9dNhwLjwwUw2kJLMH0JL9xLqOSGLUmss+n8IaPotcmerIqSVJZk8UPsd1+L5PbFUJ706FYEPwZInsksqzbZ76uARgD2Uiq4ptbfw3dKhi1VgDM4ehYYIxEsSy2g62KvU4wnjBnee46DmIzy2mSojdirni3beN5KVLtvRC3UJwwOIxjXUwrjqQDBJQEjlwPmKHgGbojIYD/IxfnspOig+g9mPCkGXzLcwzVn4f3s1HpzHIglONvANp12zhkpYPnfG3zRDbszZNh0OSerRuARjUCZCPd2QQ6snDlOSni9bVGyPaQDF77vINUVAWQXY80z/55AyUEygZy7ZbMWnk7JLnMmo+0y6VDPG8BwwuhLcQHeJfMtxtljC1cmOMiX6VUEZgLp9F4J3jJhHY7zif9UmZQSQD5U3Ew+KjR8HHrv3cgCh/cVr/g6HVtd8bqjG3acH7EO2kd5GNV6k6w25wGTJJ5kcsLD51Uqsxw9fNztOtRf61y95M5NzhiPkbxI1mdH1jx6/7g3i7dU4udVvx2l6SEhkhXVbfw3S9x0/GSNstqQhpplPw5rqtnCzb2FmECRURf+TQyQHdyvY99iZ6C9raeDcpbvedcId7F2VULqeXgixT1hYltRtY4S2E7+ndrZ6jr8mUplKT8b/5zL1qluoPcFF696S4eSlfe7HLHHD+cfYWmHjLcTX3nPflNdhtabZMq5VrMtppeasRQqF0m7s1AP3BXGXE2X/cWqy2BYyZZQuKVZaEWXBUVodSkYPThuaURwOw1xM5NIHBOcA3EN8pHhCRAlmWSw53H9dqzjmViY548bZFP26WNHgtV9oVWedQB9PLKi3KoglRVrjz2HSWWqzQiSgf21TzWlt7TJh0+wK3FPps6ZZx8vXGylRbnWgPWL10TGt00JEgGIHXNJtAQ36y2VDdaxQyvr2L6LPYp7NvLzr+zQkSAg4V/zxYqlthz3lCWKsayLhphtETtv2dqgWJLEC1V7Yp6xFpeD2OgMmfSN939qsz5ebK2xzzQ01dphx+xhh/1yCLox1UCZiL+nEpHMMsiXH6qr7ZRr37Ljdu1s+x09zjqgHLGc6ytjccYGOP8GrIdVYJSB3q0dVKCN/7/csFWzXFCADZE1BSz0R8YF0lVLy4EMmzXLcMP+L5jlqiOvsMdRs9wBBkScMATLLQvb2Ivv32IlkFpuQ/W5B2cZAJErbfKE31vbdu3s3S+mQ4a92vYZMcV+d/6Rdvl1p9nH735h11z2kI3fZ7Bdeu1pthjtZfYadgb6jf4C759iH8Ho6JrLHrO9Juxil1x9Kt5fYeOGnmk333Gq/ea0X9iTj7xsN131lJ13ydF2HEzLvlv8vY0fepbdM+N8gNU97fxTb7Tn//6pPfbsVBs1bqCNHTDFdhnW3R5E/fS8OUvszN9Ms3F79bfr7jgLixmAwvhLwAQvxwAEswyQUAH5wEVX/cpGjuprl/3+bhSmV9pLYLDbQio2vMextt+Bu9rtD18Abf1Wu/36p/T97Tq1s9vuPxfn9qpd8Lu77LzLjkMbnF/Zeafcbq+99LHNeOaPtgK1Aeeecp8d9IuR9sCTVxjB9JRjbrZ27QvEOvjiyAwiclBhQvkyy43fwS1TprHGJ+FYrXoUd6iODd45BpqwWTVio+5Rs9XOLnvdvs7qrhrbZPAYdnWPR7QRcaGXI6XCEwcMWpwSUiiXYiVNNXwD4xLhG4agQ3jfQbgLo7ylDWWoiTwM+T+x116nLddJAG72BpcYkaA+gmEFOn5u8RwDN5O8HoIf9rfr3Ab9dntZKxjbbUdA30RFA/voImvXiInMWj+a8GSDga7lv0OCh9IPMmotGMQg09iCvZDhnp2LMd0RKodqZCvTERWsW1NuC+cvQ2IIzsYqyvNrZn2KNnd8F89fmXRXjjmYV20Vwb0zD36Pg+cvgT7fZ/YSi3MTkFI9apnHjN/ZOiPxtBV9oEHs4XoQUAFcNrEPKc6b2UIyFCy/wFpvT3fsanuVlVoREjjpeVnq7ceFthHXy4CRwT5ZNIEXFElpA0e08FWr1ja8vBQgaLuVo8qbIIau3C1oPAHFBo2g2GOXzA2ZvFz2g8Z3suaV4ID9cpFLtGK0nvpk4Ra7oWR3M0ht6JJ8zFEjIAevlkGZ6l4pKyc4INDGvlOJ+pnr7/nELjhjjLVHti2L7wOIsO0BZdh//8cT9ujjMzS2fgos9+3T16bffRu+C7sJbjBZQmXoeb/JGrHuFUFMPsCyTGBQMpKPe7RsyUa7++Z3rAFmhLxeelens2acG5oCPyaxpL9QTScfqBzaCZa5McegmnJX9llG38W1ndvaMVP2sCO6Flo1Ps/rYfDkDDJVHH5O3n7IX9e84Bgnq4N73ADAxURODNp9boGFYy0pEiSxYtNhFZks1ixzjWC0pQ/rO5gwUX0rgbrO1YNA1hOrV6968vo4dRaSzDLN3JhUAJDCuHljSZlNfWG+7VxeZQWbN1sTXEA3tCywsy8+0Mb3LLbVG2ol1U80jgqBofdqZGAhHlW/GRQRoDHbLSZQ6094XQZfDjBi/1veDxrbEaR4LalfL8cuk4zVCHAEyLVmelCqmmVJeQm4wiRU0OymY3kYA97/NkptHdjzfhOwRtBDEEMwzmMS3Mel0l8PjHOo3dVJ4YdriNyw6SbuZ6pr9zZD3tOYb0RQxc94QooBanyqDrg2IxBhdj/pqMvA3oEV53MewTIGDo/l7Yp2ZCf5muYmgBPHlCdAoozYgQNdwFtznJExD2fszLLL+Hx99wfKEpQ7r37N5ny1UmMwjht+pp7lMpw7DNLjWs3lkbXJDGLl/xHGn+485gLOKQdB9QkXgFXetQfWBxhT4rvJdrt835+zZh3GJNkSgmiBDn8V77OPPMs2mHyJiQ4f+7w2ua5z8vFo+H+u8wwgeWwZeQW1AME1g2fKrV2p4JNI5mzB9br1DoZxARSTEcF4kut1ClDnOTExxyA+7nlyLMc5EdRz/O/Qyo3zlGA5pZ0Vrz26YZ+ImuWVK39+6ygaBGYALDPh521vXMEl8BmVaUFq66yfm616r1s3W1XbISbVBUq9ZIygODojqwUUBp+DTjfq4m9v14PP4fUGgQRPl2nfY5woOTj2uwCOdfwoq6bKjmBZ8m6vlfaYw5NxrkDDWOL3irF2Nje2Y9JYxZcw6qAMXHsAJcAaMYlgR5/36/a/J0uopUIjk0k8JjfC9Ye/DENR84EgSTXLXHKV4orESjDqwj8ZK+uHx9d+4mus92f2+mmdA8Ge4q4ksI99gkUkKBHvCQO9rnNP1vhSrcbYj0wsa5WlPmQCn888JDxopOVqRKoOfVyyrMxrfoNLdagxFhPMZ0mwroSLu2KzZlmu2WCEszCf61nrrPMPradSXLUZk4rZ3sFMjokYr6GOTLfLtZNmcpJpJ9qEBid1juFQJ6/r5nmRMIn+PGSqOZZxP7Oh3Pzq6D2t6dBdUaPWxtK6tLHm8jJ7ceUyy6tAmR+8jrYhjmI8KLWB1EBMXiHuAHvbHjHowuJi+20GehC/NkcxN6nNngW0VAAAIABJREFUE0DWfYMSuU3nPmAl8FRoAgANXJNGVnB2CGPVx4IDaXceokaC6aKYdKJ3A2OxdMRGZSN72QB0y5gDlWzpzafay41llgd1WgPVP4zBsV40IuGZIwMvmhmyPA7ScjhfleMiDu/W1e5dttJ2RuyBS0y09lQLKHWe8DgtHyrDrdi3mPht3lBlh+w1xs5cssJ2xb08oVMXe+vbJVbKJD2ZZfj6tELtMEEufX1YppQLAoJqLhIdPC4TvzU1LC3ZYvf++V0ZOmeie8GeE3rbnvsNVX9o1jSzBtldrQH2a+AeDrB8xfTP7Zpjh1ibru2sJUptSZDQKIwKOa6N9YjBc/R39BdiAipHfZb/azfs3sUHILhpJVOrZJNyXDV6n27YBDfs2+mG/Z8wy5q2THGpZrnqSK9ZbhtqltMIlluV2Csf34ZsA2TIAMDR4XYdZKo3Xf2gFaPf7Htz7rPFAMsHjD4NNcI3Q9Y8yCbvd57N/myhAu2nX73Zdt9jFztw9O8AlE+w3ccPx/tn26yZBK+N9vc3ptmuo3fB359lU28+Bf89EOD2VJs7ezlk0p3svbkP2pqV6+zwCRdCkn0HAG2J3XfrX6wMfWf33G8UGmHvDsB6vXXu0tbOvfwku+Lc2+3Be1+RpO5vr96K4w2yg/Y4G5LoFapZNhhgNYNBqUDd5qAR/Wz0Hv1txKhBNnZvNtTebvsN/y0A+CC745HL7ekZr9uZJ92AzT7d7nnySvRL3cP++ugr9u03y6xrz652yllH2HtvfGr/c+jFyNwX25i9++P6d7FRYwbimLvYO699Yqf++nro/fOVGSNQ9A2JcrW48DoYFajSZuKGUqzhpWs0GVjVqwTZL1+XkzUk+DScYqDJfaV/7VoE8Qz6uIB6xtbrOsL2EQJNBXZBtkMwIJAg4wjUQ4fzI4vKDdezui7H9tqdWAcd4DGDLG5Eyu765uJ1PhGQ+yasY4W6nLhpx2xqiygP06ZIMO3ZSWUjmbXVvsiMdgSdWHxQs/7d6KH2ztmH2huz51lLZrmxGFKmxwCXE9Hdod0Gn/WiDMb5Pl2maePPsYyPiZFVvQdZbW5mCISZsbw+Ld/aXPs3y4ccuy4LJQ9YCmthENcE9jkXAV86FuRG6FLBvwWjktDwXvU2ZGCYXPJ76IkIl/rwgdAcgqn6NAD9rThy70mDrHv3drYe9SWjN5ZbNtjsOi54cqr23rMCRFjguNi3Q61/Ja6D5g4MtFirSuCQi8CwGWNA7BeALplObpgNCKTPGzTAFhQV2m9R8nD6gqVWhyCPffvyce0MLCnrYaBP+SpZrQiWKQ0XWKYEF0+hHPXJ93y+2ZavqUKNfoMNP2J3m3L4YNx/nB/OR+0NsCkRODCQ5Hndd+9btmgBaljuPdpykeDJAUiWPB7ZxMwWLe3Bx2bYIz+jdRRl2E88ci8kPvAswCYjBjkyfrjOGhxTzDKugcA/D7XJ5WWVduOVL9oPq6shy2dgL/rBgTGZ5f9Uho3P56KmqxJGImPG9LRTzz/ImWV8t7eFcTloNr4GlhW2GcmDTKyvmXiGiNP1w+CLz41gma6SiZplnRdrlbzftRId/HwApjJeYwsbMRp+MG+fw5plMAECxf56os+yevUGsKzXOebx3bgPBEOtoYftv8swa572oo295RmUNXQBOkVH8LH9LKeqATKqYbZ7vw62kb2twU66CRXnt59DtcxB8Bzi+A7nFF2Kowybf0AQyNfVOko9oUOciWtIyrBjnSe/w/sp17KlBTbVpCGTX4/LsB1YKXDBfxA8RnnsDq7XON/ohq2kUlAK0HSH40Zu2Il2TLjC8DpTgDk7sJNMYKF2j/XmKdJwxtFM1IlxDo7K/Ft3Lk/WLIuN8tNVAMZaXAYuiZplLhFi4OlkjkAVQZD3M/NrY5kGE2M0z9NQJkDBd/B8mCDksZKtCR0su+s1zbTc+Mu/iy3KYs2y30Dek2y4qt49faZ9+sqXksQnExfuhu01yz7PGBpqfQs1ywkZdhizbLtTihs56Tej7LSDd4FvANZNfPe/qk3W95NZDn27wy3SdfN8OSdcQp8yxmliJ2BK5QZbi7kOQ4oOjBnenR3csAlMAyhWkiXMlYQbdsL1WqPJnxETF2x1Qhl2Cljm+FcCBGOD3+ffHGqW8d2UYRPE/9jgy53Md/RUSG0dlTT4+vcy7Hb5oyXDroWpECWsSuxpbyaR4p1G3IckttPhOXotsdr1CPgEKW7C1Cjpku3tgmItcmg5Jbdrd7QnuxeBG31cEpJhJlBwFwi8kq2jYjmYr7faYyWzDmyq9nk3g1XZGNO8LBEL5lD8d5JBjgk5AsVUNjaY02mqecLE044/ZpYZa2mk4TNe3sBnSrCtJL3WXz7GUNkvEoEJAP5d2L/jxA0AXEDe/0hjxVNEYTzgOFGyTtYxMse6B2HeunmZS92980YkMZKvE0TK4Cu4Ynt7UW/dKTUejcQIYsUsx7aijNuYuPdEBw1F1UXnX7hhE4Ty/Ww8Y8qxJb9WDfSObtjq/IHzSPZZdvUBn5Xq1kMMFz+XGCOJ9mbBUT0Y4voYJBMdxlAsGWACRTJ4/7yOI6M0xptYu7Fn5V51jJ05rItt3YD2TJhn/VaXWR1YylImmhEHsX6X6yf3ZiqUuG0hjNP6nIW1Ig2xy+HwQElDD+Dmqgq7Ze5S64jYjsHhdW8tsm2PfWIZwEJp2LRjGZFaJiqJF2LRRGLGh110OHcfHw1BxfVM9jUhpqsHAdIaZMmKdm1tWN82dsaJ4ywLZN42+CIhzLIqXDM6WyEOQ/kI1n2tbbi2NpBP7zN2MFy8i2zmzE9tFTyNigCGyQgT1FLhwnIQJQSwtnANzUHSLx+s+d679LXjfyizU+thOAY2piNjL5T+sb2mPFCwj8RkKpnkPNwbENCIB0NrPKx7fOal6zYijnpNXk4T9x9qU87e01avqUYC3UE2Xa3lck2GGPLxzz782ma+tcQu/fPhtgnovAgKJu6/XHdd7o1YEYlRJq/LAZbZuop4Zt7/D7Ac3bBrVXDvfcUy0D4IoSdk2KX2AGqW/3Nm2RcW1iwTLMsNG0679XSNQq+wgpaoSYYMuxpPb/wuJ2HTxYADwEVYBkl1JuqGS+y9eXfbEshKDxp7NoD1rTZwcB+YcZ0OtnYzPl9j05+4zPaftDuY6Ivs4qnHol55oE3c7TRbu7YSsu6tdv/TV4DJ3d0O2/ciu/zaEwEy+9rEUTC6QI1hawRI7399v63/odSOmAim9pObITtobQsAVnMB4Deu2wzJQJ3NeOA1Gw2G+fTzjrbzT5tmz/39cywU2+zBv15he00cCSB+ji1D/XAWZNgtIAOuKGu0S6451k753WG2YUOpvf/2XFi+D7GiNoU2qv8JtsdeQ+zeGZfa9Duet+v/NEOLzV2PXmQTJ42yRd98p6ClpqrOSsE8fzNvuT350Mv2yLNXog1sX/vqi+8gS19hRx87wd569RM78agbIVeHxh8ThTUmDCAICCND45lqBkIuPYnssxq7s7Y3ZuWy+G9m69wBkeC5Adbwqv0F4KonA6jsHIxNcJzYh9A3gZj59ufNjdOdp0MGkgYMDITk3s2+1147osUZGy9rRjjeCKrdNCy4EAawrT7Ygd3xHoPMjjKr55uit/Jywy6er1+H116rMb3O25MFviGEtgAh6HIJkwc/YgJQdFZVWGClr19jv1+7yiZtLrV1AGElrK+AI18hnfowIVvTpArMTWuwcVvYwB0TtgkLQg7YGraem9K5g01fvcGKYaBF2366bNdh42wP6cx+o0ZY85w1Zk++ZbZsHSgKIOzT0ZqtbqvZywusw/xvrSXqczNRq1FL2bhka0EOl6gVS83Ix0w2PqcHQtadwRVcDbHQdRo1wEbCcfg+1DNfvVOejVq+3tIxF7mQFbNFFNQQ6fg9qVV7+6B6IwJduElTMhOSAGQZ0jkGyDYQLCMQzGKfD0Q4TVgkD+rSy+zTpZjAZvdDnj4c83gDM3zoe8f5QFkP60zJHpaS7cIiSdMlthBgpjMLi9lWyHvuuP5lK/1+k1wZ67BYd+1WYqdfepCSMgwEo0EZe+jRpbs0PcemPfg+5HrZdsXvxlj1D1WQj7cQs0S5eWZmS/vLXx+3J/A//vwUs9y/fz97/JE7xWIzrHHXaweTkcXlMRikZoNBXr62wu665iUrW7cFreegKkGJguYbvQIUlGEr4zyQDHtHgy+6cLKefgeDL6VGsO7CnXDriN7Wq1ux/WnyYADhbNUHc12gM28hMpq7dO1pae3be+CF5M4XyxdZvRyPeb6sT3KAk3DD5ucCxUagRHlxBMu+87pxlTPLvhNHx2OCIaooyOzHusHYq5djgK87uPFaQkr96wEaemLc9+ve19J696WtsDWfeosNfm6mbZ88wq49Y7w1ZmVbMYopszCWtsLJWOxucDiKYJkbOttZqWbZT0zn/XNqliPIVS0pxhqxy47mbB7sSLJLl+dQN7yjG3ZgIRmo8t7i+hg8eEsfN2bjjxt8hT7LAXDFOmrJrXHuUbKrzwdVAK+Jr7sT97+rWeb30g071iwH6S+fUQDLTHSQiebcdIzmwbXUAqlgWd9NKS9l2AhgyXZHsIzXOb+YCCNY9mftz1RgGXOfZn8RLGuM4DN6dik1y1GqqmCJBl/hQVBEUYAkxtT7Ztr8t762VqFuPTFmlVAlWOZ8ST5rgWV8Vw47TVCiyvnIJQ7r+CbEK4dcfpCdPLgjjL3opM0ECNUCHONUC/h95Q/nMp+FSg0S+hyCZYBoOK8yaUEQGoGs1CRY57mbUr7PsSmwQg8WuV47s6y6dY1+T+KxTyljC5ew+z2kGzbX0nj/fJLxu5FUQE1fHs5VFVv8G43xUNOHNYwXG+CVrk99lkOLqFSwXIPXWQtPqWOybdWOfZZ/Dlhmn+WubXtYFQGB6mqT/iJk41zi6hJWBxyu7JL7NaW1YpZZ/uRu1gJsgTn23rxu5iRJLplXdsbg9+C6vb+yS3QjsyzzKjLF3NP8FimhEtv+eJsi3k6uvYg5APDckMylxV4XTGba3a69PtbZTLKmNN9EgarYVD4TdT0J9busb01lniMD7c+bzLEbJymhISWYG+wRdEn7RQDG71cqSVuDd/bkD8sKCEZ16q6ei3OBg1hOxkyEa0S4kosJJznexzhJbtQuOWdJFE9CLKSk5/hnqI1O9MDGe9LbMXEQ/k4tPYMBFsvk3A2bsuRkey6XypP0YKIjgFeAX75OQoJu1wLBqkWOBl9OfvCZN9ABnb9TwHIWGGcyzbENmGJSgmV9nnXy7nbtJQCxxjq2hiXB4/XwLvF3wsRdrv3Z8n2vjU4SDtFYln/HWms3mYulAM7UZ4CRXTOij5VO/4Mdt3CRnVtfaovg59MOwFF1u1TFSSXnqhIuGfX4LU8YEAc5VOJgeegKvTCtQusxV+G3as0wDM4HgfF05052+x3v2e5/f9eqoChlDJCBmJDeFhlQqpGk2M69HLGVVomgMFTLV8XIrjbwqmZfrdS1h0pKyrgxbyvAmOw1eTebtGtXq+/YxrZjfem6rsIqUcpaw6Qd9opqJtppPIyTexWfeS4rzx7dsMY2Yf/Ow97txqw56lucC5BNtRNjKr7OBEIO4oXzxw6zPRevtl+UrbMynF8uSB6ufyQUtrDPMsEr4wokeLfIDRvxqNyws6y0tAGqYsir8focKHZffG6BpddU2ehjxtnkQ/pZ5Xq0ikKNMr9fDDXWyeI2cLReWGqP3Pmq9R7UAz4Me6LzAfs6s0baW2IyXmE7Uamw8P30ymnblnt1rs2dN8suueJK3b//wg37AGQDWkMaiQVLdZAOOOiGXQqw/OAtZ8IN+z9hlhPpeDf4OvJyMMtfuxs2BjJ0qtggYPD1yR14CHU2ed+zsQGBLaGEAsxmI4T1RSUlMPi6GzLHH2y/XU+BTPpCm3zM/nb9FffbTdc/YSOH9bYnX7kFkoAs223nX9s1kB9M/p8D8P49dvN1f7ORu/ayJ1/G+xggu/Y9wW6+7/fo1boH6oBvsNvufc5O+c0hkENfZt99u9wOhqP1s29PQw1xd5iNnWQfzf/aTjnuSOvRo5098dBbOO4eMPT6vf3tsVfs1BNvtKFDuoO1vh31wgUA6hfYiiXfgdEoxH2rBjBoZe/Pe8hKAeh37XuUNp25S59UDfb4XY6zPfYdbrc9cKk9cMffbdrVj2nVveCPv7VTz/mlXXD6TTjP+23/URNsv4NH2svPfWa7DO1ud+I8H53+jJ142qWQPuxvz8GJ+5Xn37WzTrgVAw6MJBahNLGNDIJdqKsNNiEt5CYQmUg3MaDpVswAZ7WAZEOOgl6nnkFmmcyzmEsax3hLLDHRyDyJYY4LeZB4e0YsSK9oAKHFmIsaW2BRmotFi67lMpAjeMax9F3uvM1jMgvMugwHxJ7h9KieC4TXeGrTDACa50fnbblbp2S8uQHw33T5ZiachmYE02wn5sxskHPj2KwZlryciw4ZbHxVC7Besx690M7vmGW/Wr/GNmAzaY16Ce99yRplSEtoU48gi+YBM5EEWIfa8YlrN9g2LIqNWHBquDhSxqzAzmui5UjIxRXg4+CO3SytB5i2WqUIba8V39l1NWX2WX0L+wAg4vnHPrMucwCa2RIAIuX4vBLyeQUB/ozdGdOzxlEOzwWB15bVUG3lBYW2rqSl1QHU3Xr2GOsJgJCG60mnEyFql1ehT2BL1nkwC8eFSYZgmLcEXKExPZ8uF2gCg0YGiNgg6FD/Ehb512961dp+s8IqYPRQ9eff2pTerS2jotbGptVYGRIJxap/ZhCJxYvmW1is68FAclHl4koG+rtNtXbL1OctDzepEZECnzED92PAHO2xzy54fjDZw/lEw7I2bXLs4w+X2/0PvGMnnzbR9tm7JxwV6YWAhZN1g8iOpqcV2MMzZthDP5NZnvHwPQLLvE7vlRrZJDqKc9Pebm3b59n3C9baxX+bZ5kw6SvAZ2rp8KrWNhxEQTYbmGXKzhhopyPY8Vp/ZrrpFk/JqwdnbJlHJ+Pq+gzr0CEHLXAmWJfebdEygq30gjwW72fhnNphM+87BGztogrSd6qlal66wL5d+Z2thzaMHN821pgCXBEsS7qH72T8xvnk8tjALPsJa/PwGiO2BPC1m1fOIJQ1zuqzTEMhvo63GdjzOGxJ4f2X/TgEViD4rATqiGFDBmF8wx/CtYMAzFXWfP8z9tTYTrYTNnMymHydVfuUTpFB3oFZxjHlXkyAluBLHexxHrJlFWXYqQZVBNGUmjmz7NfBz3PjJHAimxnr0J1ZDnLrAKz4+SRYTppBKSghU0QWUqA4xQ2bgBIfELOMTdpdsj1pwaXL3bDdnC1VmktVhGrjlZTxCFpu2JRhJ/op62UBOnoC1uE63OArwC1+B/4vKcNOqgIcLHtiKrK9vIboZJ6NII5BjzPwoUWUwDIVCUnDMz46zju2jfM+y4Ep41qJ6/wxWNbR8DoTPBpP2hWarRx1H58UtrJvz30C6qlVrlQRoHRV0c93wyZ+pDlOhq3Hvnf01EPs+IHtbQsMV5RElbTeAyVXSDg7x8CWgZ7Xp8dx74B1KxIgZCNUAx/BfUho8HqSKhO/T3p2/5QAISjGus9a9x/1U5bDeXimfvwApvBfZODzWLOcIrf2Zxdk2MxJajZ6XaVk2LhQOeAzkua6LxDNTgF4nQoG9fP258S1gKqA3/5MGXZ7GHx1I7OM5x3b+bhSi4aaURqbBCDocSPFmre1dFMoxo6UwpK1pGQ41jz7656UT3XDJmsoEA4AxnagAjIC1X5cmVFJAebMM9nKaJLlTsbutu/xQWpv3KCo47qrdc5l2W4sFuXlHk94mZqPacYHcoam5DnMZd9fNRtj/kfrnQPXkBOKzDOZZc2pUFKmf0Xm2o8Rezw77PEJnVoaxrPlKPPv9LXEn6ofk/PS74XLtVVri5NN1DSLWHBCwQkB/3ueGTuTS9ou5pkyaa8zl1ybpmghxmJc5h1SnIFl7BFZeoFSMb5+r5JqgHjvCGJd7s3ERw6freTabuRFGfY2GXelGnyh/JMGX+Fzam+awiw7LkmWDMax5AZmrlj0z3uSuh7+KUrIRFCs++AJHMansbY5MvCqtQbZkYn2kV9df6qlHb+Hvfveu7YOBB/VcZzD3AdVUoYbz3lFZpm5jpYwJwbnANUc9hWsoV+0QnsmuP8XYG/fjnUhj8lBeOKsatfKzm2LksaL77cxiB8aQIrV9+9ia44aZzu//IVVrFhnaSgNSm8NGpU7n8peQnyHZ+hlAZ6ATcR62qBciUNyS+UN6KyT0aOtLTxubxvQvbUdgoV+t2zEUPKYoCkZ9m9cSxpirAokO7dgDO3UAFVdfnvrAQXYmlVrIALbgEQparHZQUU1y0jiwVuqZS5UJ4VdbMK+Y2Bgho1pfak9C5MwYGDbiHrvYqx/lFcTLLNlqLtiY3/Emk+ig3t6FfayNqhlfvj29+xdtNrKKiqyzHXrrTuUs+f/YW+rLkeNM8A5DcKYfKzA73aobV6wYKNdd92LNgXPZsLB/W3d+loRPmqTiONuZgyAbUdJAfZxJlinDBvM8lfzZtslf7pSM+r/DJb7tNsPmd4iZEjY8JnMX47ASzpqljeiFvF+gOVJU9A6iisvC2aSOQ19ceKfif8OmxEm71VcyGHw9XgAy5wATdvROgp1jp8uegitoOps/JCT1O6JzDInbFNjHbIIbe3jb+6378G8jR9ysg2BLn/Gs9daEcw85s/7znqi9VMBGMBrL3vQbvvzczZujz728DNX4f1Cmz93CWTWnREs5uN9gOsbnrfJk0fag3+7Uqf6+cwF1hf9PYuKW9mmDWU2rMdJdtivxtldqCXeXF5hX85abPseMErmWweMPhsZpQZ7/t1p1gX6+LmzF6FOuMjaIRvTArKKQ/Y8376F9DQXzLIBtLG38/PvXGf9Bva0N8H+duzUBoAX7Ap+xoFBHzair90JJvmBu16wqRfcj+xJnrXt2M6efet6nTvl1aP3GKZWU7854mpIPTfZS+/fgQ19i7335peScXfo2Na+/nKxHbr3RXBfhiCT9TvMVNIVURuDL7G+zoaFmNJs1a1QUuOSF25mrEMhI04XaUnwmT0MCxIzr9wMoxRHEuogKfY+wQ5otcgryOYUdqlzIrsbHKpd7uM18TITAwCX0ULI8NEQzMF+kMdoo/FUbGz7oA0DC6/MGpQh5vmTWfaFkr9pkqT6lLgpE6BzwdTG4Zsvj8mcrQw/wgKqYxPg4B5RIvol6sStU6599MVXtgKtu9po4hEsszE7awEhEcHqyBo4KFmsCGZW1QCGNDyqxcLSFl9Thm85t20Hu2MjDML4XWQqcUncOHJgnFQD+eIymFC1gmt06/WVAkO1OGb7ni3t9o3N9jQYzJ6Pf2CFH3xp2/MKyfHr+dCgjUZr3rIiuZmm4fnz/Om2qH7RzJrj/qaBGc/CnKtB3XTR0E520tmH2DCoCe63AtsEk6UzYDaXB3OHcm4GWHBq4QhdyJ7N6PNb25I+A65O4D1S0IagshH3aEvXEpv8jwU29K4X4RJeosxnAxQhi9Ao3k7Yy75ZNN+Wos1WMd0J1WaLbthcdB3w0B2RTpJFANmzvllnj9z4impOySaIfYNB2lC425/0u/0hL0emFveZ0tEagKuOAJUz7p1pzyPwnnreQTagC0pGcO+4YDJQpwy7aTsMvtA66q9/+znMcl8wy3cBLNcI3DiISTonVwGA0ywKhZJ2y3Uv24pvN0DmA0MMgnvK09TahmuhBz8cs6rtYgs+/DRhTKThvlGmyww6k0I06mMrrGywQZyzWyEpGjW+u11w9WQwTmjlgLXTexoDWOO4rBVi6eaunbubPf6e2VEHWNqAXnbsN3PsgtINVoFjUakisMyaZQKr0P6KS4JADPsfptQsx2WCLCTZuNQ2Q7zeCjD+ZJZpBkUvBNbWM8DZTGk45dmQ0EfGuQnBemt0LBjcroeljUALNSgz9KU8X2Rif7dsvp2GuVCKgcTA10Go934muxvDwei0zHP9J2aZ+wk2YBoZuQw7srLs4Z00+NoRLHPdcun+j8FyZJYDttY5EFhRrubOyQ5ktboFAMrxu0Of5RSw7K2j/K5yuPD47oZNBtnnkNhJPFPea6ouUtt7ESzr2SUk4LjnBAPqsxzdsP34Tpqmto7CuYeomr9in2XdaN3rIOVlD00kpFjfn7xP3h6E7Im3HPPPS9GBBAjBcpSlx7WSN4UGcGodRZlnuPBUsCxmFmPwKZRV3fDEp9b38ZnWiuCHe1G4TwJ1P9sN258DZelri1rZ1Av3s937tEMveDLLqfXmZJYdIkUQxHWBCTr+vX+3g2WOJ4JPgWW9jHuO9ZPMMv/traD886mqAErryRpz35PiRi2iPBj81zLsqP5wtpj3sRLJQzIuYgIT94PrI9Q9dDiXWsDHJBnnKgTS7nqdmtDwNYKhWex7HseHSjIQz552NltH/Sdu2N5nmUBDUl7t+0lG2ZnbYKRFNRnjisDouskSgZbX9KrbhNriIViXAoyML9e2YMgVwK/alhKY0XcBe1eO/p61yYwdQilTWH+S7X5couvdOVxyKzCcklSXORxeJ/NGuTclt95CMrRVCqVgUszpfYS6AejxPJnUJPBjVKU+yfidlGEnjcBUt88DRDdsxiFBySbgGx5wrH/23s9M0IfkRmCdnYUmUHL20J2ufQ1SfbeYVq+nVg9q/hufYctTjmeda5CAM4aTWlAjztckmabFe8/3Qz9iV/jhTJlZ1fu8R87ARjM3N0/j3/szTe2rnGwx5QkMJi74rOvw92wdJXAMRnkb2kpS4k/VH2XSSjjgXhHc5qg1lCsTGZtyjCWeQahVrg8GYImaYyZmQmzKhA0TNVIsqiTAEzcxUcNnzxpvJ4qiTw/3Egf/VMflllXbrMNGW9q0UxAYOQwZAAAgAElEQVTvf2TLEcO0ZtsjzG2Sbw0oUeA6z+Q5MDL2MyT7WxfaSLg0p+H9dEy4aR062q/LN1svbCRliNxyKH3GXGwP5eK03j3suW59rRnA2GA0bDt1tRszNlv7teU2fX21LX95npW8M0/7aybiMHa2SSQpQwzpyxRNwkJXFdW/MxZh8kq0Fe4jYoyubUHkFFjdlAn2l545Vrxsg2Viva4DmKRvzXaso+Wtcq0Mx+kPM9/23QbZkGEDgQdqce2zbDlUiAXoElSPa1dLKaz3bUpyrUuvfjKjPfPel+1tDNKDfzkMZE+5tUPZVU1ttc3+9CuB8jIoC5k8pE8GEw21IXaulA9Lg117w3vWVFqKuYH1Gs86A3HtWRdPsKK2rQXmq1hKhHamW2BK256u2W8vs8e/22C3TBpsxR1yYahMMO0MNI0VGZtTlr0VcSZNG6uoQgTo3o6a5Xlgli/7b8Fyrzb7g1kqhu4dwb56uTLTRKkRmGWC5VvPsEOmQCbKLAKrxX23jLu178Q7/MQg3uxafLbiqD/ak6HPcp1kKRAcwuDoD5cfo5rHu298DFp2n0BNuGnNsA7PyW9pF15xnK2HIdL9dzwliUNfML+/OuFAGzi8D1q8bLVnn37LXn/+E2xmLfGAKq1X317265MmCJyWw3Xu2Sffszdfeh/27mgdhdqBPQ8YZ8eeeCBYbUgO7vk76ul6I8Odbbdd91cMBrSwOmSMHXHMRLStKrKvALgfvutZSLY3aePs3qubnXHu4dazdzd75bl3cHzUFe490G69+im4Y5dh8cjVhK9B0DlweBf0hT3auvfsAPA7G/1F4RS813Cwyc9g8mfZiWccau+/Phvs8EyA5XwMhFrIrLvasaccDrfuHogxN9lfZ7xs774+H5vfdjvk6Ik2+ai9MEFbgOl+Fq2neloh/u7GK58SS98MMJchZpYMrbuGarP0rT/I1ly2pzZTzACrX69LoJNg2aXRLSDB957H/jwooVaGV4wyAW3ImPJ34rnzmfuEVa/m8Ldko8lSUyrNY1Pez4RIrC+OPZ3lnq3vCEGUIkFeAXta+oKgHLu+38/D/yb0WSZ45new5jocqwUTPywpCDVIPJdmvB8brKhmmYtOQu4kNGhZoMdmI7FyYJt0uw6M3WpkpYrB0HjdBBYMTEia2kTwTCaDAaaydezxirHKBSgbrQV42rncobmFIrgnoKYpWC0y6OxJmI4ANQsLMYhY1TXW4P1CAL1tXCQ6F9pU1PitwhhqgbZnZMCVkQ8u2AoSqNTgreJGH6RkYhu0qXmig4kENrTPQLC9DlKW9qfCkb0DZNfte5p9v87OaZ9vXy5dCzlQur03sJO9XLfFVmKOnFnU3p5ft9rSUPLQACDGa5HUE9+XAyZnIT5zE9o2da4stbr0fHwX2I1NdbZsWGeb/Mej7YSGzbYBmUhmFulSqEUtMHBkannPUN6jJN190z+wNZ8vlbFYHsZ5k+ubrLlLoZ1z5kTbuRPmOAB6ayycVZDWZHZoaQ9d9YrNnr/CzrvhWBvYo6WVQtJD9kvtbPC8suAj8NCjj9uDjzyq+/+/uWE/gdZRqTXLjYFZ5ijfjo2+DOD9lttet4ql69QffjuAMwOahBInIR/1QIfKCSoptkHq1BOumlvQi3Dt6nKsJ3nYdLfb3hMH2KayGrj1L7duxXm2ID3PTjl1nP1icHurUaDkATWZLN53JlMKkNU+tx38FgYiIRHmefPyb23+90ttC6JlBkUJR2XcX5cJCpbq/8VC0iFZS3gEE3TfdUMrBxZh3aBkF5tjS4xb1mKVY+XWfEE0ycx1KzyjDCQ8yBByTLRDvcEdrdvZ3cNGm1WsR1JztuThI/sPsQPQtua6lSutCr2jM7wgVokX1ZjS9RobXGT8eM1ee5oq8fWFxplltjRDUP0jBpmvEyxQyraDRBVjjedYQGY5FDNHl2LOWdZEpYIbGXwhicOkQrJGl7fG2zS5czLRjT8CPif15MXzoZQ3gh4+MzLzvB4yl8k6atZEO8jn6wkFA/5N1oKu8y5LD0E0waT6L4eWSGIbkvJcKV5k8CX4p71Z54pERx7S7JGB92DZe2STWc5WP2Ut2/o8AyICq2hQxc/zmJRnw6fPnbsZrPnmEmTYLutP7gM+1sjy63Wcezqe91YwLa+/PNfev/dDy4LRZxrUBQIN+EOZY4WeqLE3LceTd3FwYzmZMoXxzrG7DQzGqCn72PGHDrQa+gwQ4XCe4noo3+d4SoDlcN2bEVjRTCsDvgA7AlNKDfkdfj78HpUUYC1m3pGMShwf/AhZET5UjkElXzQGvO87y0papXgFSEJP4y+9Trab9ydhV6UEjwA85db6brqns2ULk1qMwwK7yWtQ4ox91lmbnPQK4DOqwjrL92lsmDpukOdX8uzs83+eGzaZ5S5tuotJ+tfmSlSL0akYKhYm1wlmA/CKIFn7riS73n5HrZfUxscluvo7xIGSW4t5dp8PMssEVCqnUqkK2cjQPogAR7XO9KJwBlvsZmBHm7UPJutQ3RXbAZ/ueIoCS/WvEUzj75MGYN7WSdJmvi8Q7eevut847jnSMAcFPPHMXBqdjLNcOcCSAmdNowzbj0BJuFuW+jn5M49jm//msVSORuDPTVdJ8WAD5tNb67dYdLxXz5plnlPY9+M5ywiM9yBI4WNdtzPLMbHgYNpBtydGBMxCzOTMNGLz0N2Er0sNwgSeJPMuufeWUNGF2sEy76W7UuNZy7TN5drRDZuMM58xGV0eh+9TVaD+yqHfcozlYryYhVhU3VOYiGA7M+KVsHbE9qEE2erlLal9lORHhj2pLmApAZW0/N5o1paOhFkGEuZf7z/C0qb/zl745GPE9GBFWTomzxRnR71m2Vt5VeEJbwE72wHmoJlaE7BO45mWo0TtHy2LbDLUuUzyUxmUgb2pNYKeRTBUPqcvyqmg+GteucGeQdvO7Sj/TIer9VuZObbgH7OsEdhn0/zV6CUflAlK9nhSKCrAuF5JN8ExwPIEKSd8XsCKzBoQS2ViUZ/fF9jp6OF2AqTVtTDOSqe3CHxXcpEEzaWRH86NLaeagMsm7jvastGtaAN6S3/60UzssyzDoY8GwC+usVfvzih5HWuP3f+i/QGGyMMgJ3/7lElmY/pa9YRxVo+kwdtvvC0Xa4LiEsqpCV5x/Ng6qg7xb2P1Vpg0v2MZVZW+PuBZbAajvP+Rw+3gyaMsL71eXSlYzlO5Ffs3SiAvPvPvNhzx0S9/uzfmwDa5abMEieso11eWFnL/4v5KFaLLwrlW5tjcryDDvvxKxRH/BbM8EdR6ayxMrEV0KTSBBw2+KMOefjPcsKekyLA90kpMcH17/NFeGcFys13IrMhRU71mGTLsevTJkgQCA7oOhkBcVEtQP9lIUBZYSG6MdGOu3LoZA6AFGOR81ePUoWlrLSrE02GLrhQgBmlRcS4mKTNW7DuK7FR9FQZwLtaWOoG2ImRByPZmg0nbjFY/GemUHDPQIpjA4AQAyS8s1KZUATZnO0a6nI3xuyAPIA/ubKz1rUU2vhEF6PWUUIIVzUhHU3LIrvMBxDMxmDhBOXHTcD0N9Vtxnu6WWA8nYjjGO1sAqS7XxcqtVQLp2Tg+mZ+MtBY6b26ErCODIR8CEzr/4rywSFWgt1km64rRM0xGCsGZMg89oPnvhGNlkLT5VqxQVMGTCDFuWszmM1MqRjnpNJjI4gXnwUzIl5vY7zcsNMooK1eVlCVFd8lkfVmQB0me4zXJctDkeJL7IeuiIY3GdbC2RROatS5BJiPrf5pvaIOLHtgehKt/M0dbkA5pwU6w0jELGY1FyJB7VpLZQ0p+VOsRXDC5sHrLKw/qQmwZ6v/wN6gfWdujg5W+ONWu++JLGw438E1gVopRb0u5HrNrzF7RkCjWLxIsF0DWTKDLbBhSqQA8g+yPq1bbOPQB34oEE+8dazyZkMpBTS7bsTCor6M7NA2wuJiwJoT954oRKJfW2ksDuts9b39vu173qFVBppKNNinMujJ76pu3S6PFIodn41lvyo1c7q7+iZLEAdixTh3JFy48xb0LbZe9h9qCZz6wrWintm3x91aFOdgOC+fAMf3te8yvT/r0sYv37maHslUaJZOIROswmHLwDStRovF1fq7NfOA9q31nrm3PZLIIkczmBpt73B5256EjbD/MgyVi6Mj2AiyHxYxtgphwoIFDel6+PfD4x/b+IzOt7959YVKx3T6bv94Q6+J5oxIYltd94Q1w/K9H2GooXdLJfGMuXtKlg9k1r9iuaVV29oHDrBiSnioAkwK8z+eBVtkCy48/MQM1y3/R6vTTbth9bPpdd1rZZjC6uKXOJjFQd+nV5rJ6e/jBD23xio3WCmyjqwR4TwBwGAxQcqj6T3+d2X0GanR03IzAc1DvItvrgCFoM7fOWvToZD2Ks2zM4M62EGP+oeWb7SzUPL+WXWhHdAGQRrKGSW4NTxySCz8D4mwA00JEvmMGDLC0bj0wzlC7AgOPp+fOtaLt+BvcLwEJfF8D1pD8IMPmhk4zKBkyMTjH81BbFA3+AG6YnMHn00RxORCjtI9AbDGAzt6NW23srnApL27NC4QMfIV99O1CqwwtgPLRN+cR1FHP2G0UJBVbbcYXs63btmqrRsDQCsCoDnOIdU2s8VfuSADDWWnWGXGM+LYf5JQ0ZGJf3CgND+eklj5qHUU37IBtJEuE0zcZQoJlPC8xgazhw8XTRZ2SVa9ZdtWNWChKdrGZMplDXOprTJTsevLAS0F4LJdOeuuoHUExn3cF+kWSCaTBXyqz7C2i2JPXz4kkkdzEI1gWu+sPm3O5IdS30kE0gmueE/dmBhqR9U0VdVLKy3GvnEgIrPl8adJCh+c83o+wJXMc8fWkhD5cN86JexRro1NrlnnNlGGTcSZToISGEpde7yylApJgjrhDEIC3CZZ5rvzhn+TiOTyB+fPmeyvQeQPXxmrgsK7zmTKA5trPMRedyfm3DA7592xB4wCH4xsJnME72RWnjzdso6jX9PEqXVMw8lJdvmMMz+vjuikJZLIzmdBISuuZtOA98eQpgSkTJn6dBMuqaedeyvmIQJMfitcXrlpgmVJNjhspoXlO+OJtfKbB4CuOszi3GdzxnLy9l/8N+zmUxzr08Dqnpfopsxc2zjMnxciLz5TmQjJhU725X7TM/rC/8Pn99nQyy/+7GzYNvrq2gQwbjBMBkFRrZIa5f8rwy9ve+T4U2gFJRg32kHEdlVpBmuuMbwBmNFFifBH2L7U+FCAj2KQPBuXXXssc/54Ms1jSUKPMWEFtiAJjy+OxV65aLzL2CeuHu2H7Pi+/kxj34O7KnTtIkwneBT7k/By9WJKyccYNBOG8j1LP8HfIkMmhnYAxSKHVKUBLCx8ijkkwrfMMtdZ6leMxKP8CeI9lCKnck/+3nztBNe+B5hu+Xe3haIbG2l6x34GdV300x2dkaqNjeGzT5cA/0UoqgFn60ER3acYJrKVmzU5s/enqAtYQB1dtgFXeK4HcIJNOulmnyKa5vuL8Y19kMsxKhAQlobtjO/NMLEAvGyquCJa9bj1K9p0BVm0yQXlgiqmuo8rOzeZi+zIn+ZKlAF5fr8/R/TqMWT8OjktwL1Ae1IcE17gF6Wg3tGbPAVYKT6QZcz6z4k1bLBP1uCyPYZkPE5pMlkYnfJqq0melgrE+FFgyIMWzqoYy8E2UnuwPhpntl+j9koXj45eheNJaggxIwwTYjjhwPb6YI5itI9PwgaaOJTbz1Xn26H0fwPcGmIJrEle5EGNwy4jLLRc6qgqjikBu9YF4YuxMlcG2UsQ1+/S3807bx/oBW+zeCSVSiOumostOHdStC/BM9+hYYIMXr7HKjjAUHj7aOgJ3vfbSm8BiMFylutAarLhdL9sVtcpvvPSZPfXgK/blF99bLvb0ujWVtvi48agpnWwfzl+I0j70fabBlzoyeE0xS2/ILOcjzmW8++bMRfb2iwtReldr6VkFitebsDdtGdjRDr50sh1dXW7f43MlCAapKkwHuL7iopdt+OQhNmnSCGuFv6vEjaExqdc2k4yh7NoZZiYz2Z2Atdbbm2nwNcuuuHKqluv/M1juDWa5ADJs1pF5E3EHGoBrYD032e13/s5an3CIMeRsxQUn7g4/8ZvbJOJkuxT/u/6oK+3VN76EEzt69xKoivljMXtwZW5GjazAWwBp4WG3QAaYE7cxRFcy+sGuwXI3yTwkW/F6VLGGyKV49tEXXjKYCO/xm6ChHgsqnIcx2WMbBJ4DXQQpn2J2kcBcGzQDxcCwNGGz0eKLLczNC1yurB5tXKxxPZQUSw4cJnKO5OSs+YXpD6CFGFmKliHB2I6AVi0JsJj6Iuj1v8qUkSFmFR8TB+h1vA31q+mQRIPH0795vuls6YUkADOAbPVFybSuA6+rLleO10F0o9oZz9wnHBM1qbw+xReQ0FeZ4DgsiP4c2I+Y0m4uJJBMa6nnHhw2F8mAvb4lyorEWnPjVKaOz8UlwwTLsd8yZanR8Msl4G7GBfGt2GJvPcWfZOTFCa9X5GrpBl0Q3Ym9jveEz9Qz20z0ePaR7c9oAOY9+HhuvtC7UtHDzcQP67OZmCkrt09PPdLS4K7+6muvi0VSHRqCL2avmGEk41UIlop1FGQFvLYSIJrN6SFZZVY+HTb7mVhUfW3zoItBWj0GL00gCB64aLg5j09uGl4xuM7FdzRurLOZ/TrZlVV5ttukC626qMSlRszE477DzxYjkhulZ751fwjQiHWCFM1NTFxKF2VHGv9Ub2Dhq0NCJz+Pjol4Hwsoa5LSkCSrweu5fLZQQTT362inomdzHVQSuVi0e22rt3Y45tQ2ne3VXXrZTn942DJf+Mya0TqNCZHKUhhQnb6HdZuwm92F+/4PZA3zMXbpbJyFoJB9eMl+cK6uW7XePnhniS2bv8o2oEHuOdOOtqG4sifgGPnJ07Mkl0yni2Yaxnd9tS247mT745A21nLNZuuCe/er7gPskNqNdtGyVdYAEx66fNPQqBLPgcFEfm6hPQw37J9Vs4w+yzPQZ7kMEqxYS0o2j2Ze7Al8y5/fsgVfrARWRL42DJsY0CjznqhZ9qCNgU4dDUZGdbcBGK8DehXbQUfupn4TdN+lLJdBP4dHDjLKcmYGm8Q8YAbGUGRAvSev1ylmYnx0wa5xfJfu9mmXbnLdaEbycP7Sb6wMmqr0wHZQekngE92wZXLkmNjHG2WfmgPJH/XFpfmR4myX87ZGwuSJzEKbNnq8Hb9wjq1HRvINtHwioD5w9Ub7Y8Umq4eEvAXOfSO+//Ax+xJ92hOff2L9cD+2AChzJcKUs0YADAbuYi2x8boMdUf3Yme6/VzJChIsO2vpZ5qouZVslsG3X4ODGyYhsdqGPsti1/AGXduZXebxClE3ti2FWXa5tTtuRwdwfo8zy/56UlrswEprQOizLHMnfgcZ5FDL7NJwv6+87QS43EsIsKMMO6oFKMf+sQybvZ9pkiYJeJBlCthj2Y9tiRLHD+skWW0+UzFc4TnzOyjNVXsvmbP5/RbbjfUrC0oR1b2m1HZHg6/UmmUCBFgoYK9hyUkqgI+qgOCGHerxJXHGeanlBxgB1dthzLcqLrDpt75hr72wEGoqIlyu93Fd//kybCbNa1Ae0mrUznb1mftZAcxovFc0kxkEEqxNTraOig/DVQGhrlzPyB8SQSgDLT6H1GcXDb64fjPJ0hjBMu4flR5ccmm4F13UeSz2WWYf0X+qWeYzBVhW7+egFojjw2uTY617WMdxrjwnejvEdmAa41oLvBzEXa99gPB19sHmvkM2OqmSoLu6g+iTzzjjZ4FlMsudi3uotR/BMQkHsY0JoEKvkySQidJdspKMfwRUWNYVyqAIbqPKKVUKS8muu1p7Mp+/6e+g/s3YXxxIhfZGgUGOgEsyaTHObjal9kNKvHDOJ2Xb3jrKJcs8vhRxcW8MhqciGpiwl9mWl5UljMGCb4pLmz2OUpKDKzx+y70bvyVI8C0+jKuQkBP76nWyAjRhXVDFe0jwJTknvubrhtY7jmWCW72YXKkjT6WknsBvTCh4SQrnn0rLgvQ8JgZ47oQ7XI8ZC3obsMCoJnplY/8PYDlBSITEQmSYo18M/80+x3TJdldpZ4yjeVtMejHhwZpmPmsntdwNO7piexxPEI14Fs/CGWjGKxxD3tJKCRvFcF5v7t/rgNDPi4y4y9KpCpCMWwpZPx8xzoEhd5+baDLHfZvnxznkMWIa1srstVvsi0t+bWkn74vOOh/YIsjGWZZGYz/6UrAHeRba4LFkhms7QTDXD87/LJYrgSw5FCrXm9dtsmFolbievjNYa7n/iZEWgJH2QPsOk0XNiBX5hLIgva7D+0VY56atrrJF97xpbSDrgd2rrkU2BSE29laoHHfch2K3l4ABpBIIClBcWxoG6oYurUF/trCDh7a1ezr2tP4z59miLh1x8Tjx4iLLAyj+zZK1du8R4+2iMTvZeQCjM5HcT98OD6m2Pa1T947WUFlt/ft0tXNPvsX+8sz71qljByQrsSahH/K8iw+zK/bsbYeWb7BVwBMlqlV2N2u6VGdjrSZ52BUtMV/6x9d2/31vWSe0yewBG+358zchvuQ8bGG1KLkbPWk3m3LccGvYWG/ZNFfDGPjL8jJ79ZrX7OLjh9lO4wcroVIJRU0RSyKpgMNvqoroWM6EMGP3CnU64E2iwdf/h9ZRdMNumddaUq+YrWNwTRlhY2Ot7QS5wJCebS2LUSIGPaMfb1fj0pfEbz1E3wBjdqwcK83ns5da+Sb0SkUgQ6YvW7WlDqBYL0EDJi6qyiwESQjrB9TknsBPplVkSzk43HEwmiokFg8uqJwkBBJBpqFC/yAhTrQziJOM1xdMkggAm1WrkcjVJAah17Z4rS8XZ2a/VL8hx+cgYw6bh2puQpaMm4YyPUoCOED3INqzf7we1f2KJfWaY2W6BMS5uODYcKQmo6zMGb9TJlzOLkZGlr2dlTkTkPIaD00msTf+Pd5zz2VJ7pAYzBoSWTj0j5NBFhcmbyXF33SoJliOMqtm/D3rWfw63ITJ5b9ed6Nev8wWh/PQ75D5I0D3Vjou8xcw52InlQEBsI+jKCN3Ltk3jhD/+feGhVF9GZVpdoMvPnuvd/H7Htls3quYaebzcRlLcnz6l3iabjsi7nwsbrOfRPapR459/sk8K4XbeCX7nrKvryRz+A1QU4yG7d7eg3JH7xnHgIjMMp1j2cOUGUTNiABMaArBhTUbSgSCZblEq38c5dcehG9FwF9SQnfoZuuANk7j+g6Ca/ZM2+3ap2w7gFodQGkaC2UIALgng8pi7TgfRaIWis88MPZuzMG5RZOwbG1CDZCVZ6fXYtOEakIOomSlWEMea29hikaTE6oQQFFmog6nAvX9XTq3tt8fP8a+QeB8BRafS7CEf/nnV+wHtErLQO01gXYjFq9t43tb+4wc+7CiysYfPMIu2bU96rpRZ4yxwb627E+8EevBw3e+ibZP63X+Qw4ZYWcdPwr3pQHKjQybfu+7NmfmCpjo4Vwq8D2Q+Bx+4t52VVaNzUISqR+e9fktO9lILLCTvvvBGhGAb4XMUs6IMsFhX91WNuOJx36CWb7YbrjhRg2BQWj1MONhMMtyw07HekjpOtYFZEivfvEb++ZF9IlnIkdrkgc10VBGzus/MvhSP2TMoVqMm8kTB9ovjxuNbGqdxgN79ZL1jfWtDG4VtLP3IBInTKrIvEffEQyFMDbbYrOZAXnUtCHoAcmsA3dnyFBmffOFbaODJsMhsjQCy2SQY19cB6ByL6ZEFa8n5lSYC95nmeAmBnx0pzVbDaOOyd272WOVm2zs1kr0biTjDJYYz7mBEl8oYciiUNxwfbsOtv+mChsBf4U6KH4yQ700g02CdwbtCuYJlhk8ckZHIy9KCRKto7xOM9GWSK8ngQTVF6xZThh8CSw7kE22jopgiOAqgGW2NPsnsOxu2D8Gy5TN8lx3BMt4djSDouRZjF8SLBOIuTw7CZb5TAlYeZ2pNct6pkjokHVMBct8JgzABJZjzTIvg0E59l6+nmxL5ME/H6zLsIMbdth8+R0sR0gFy3xLraMQ9P0UWM5PAHVPxAks/9jgKz67H7WOinJidyd1F+n8ljk2/8tVNuO+92wDkoAsQ5Go1Kk4xRI/bfDlxqO8EY1IOGcio3T2uROtU59OkiPHZGRSFRASHYoX4rjh2srAift4ksV1sEwDHtqxeMsf/ggsQynExLmrTJLjicoVficTpcHWwJUKIaGxI1gOzxTrn5IvVOj4ReMeUL6fIqEXEMP/yP7H8aS1wPeQ6IZNsMwayGAe72A51JvTcVuJkbDvRLA8hczyqlizfINdeOFFCFzrMaZqrWePnkj8wjAQPwLLMPhiuz6qJNR7V4aYDL4pufU9wpPtfG4hvqDsUy7ZXsusdjwB4AiIJOIOzhECFEpw3W3bE+xg5Si/FrtIQMTOLLHtj8tKs6l+CJJ8gtwkUPL4LEqEyUKqD7PAMs+HsUZgeAlyA0upRUuvU+fgSi2OSS/XCoo0xSS+JnK0RgG9GHGeH+dUeF05SXyOxAKfs3ft8PfdrCtZU8x7LbY0PNsIlDWaKf1mokDMssu2XcLN9T2qBPl+lIB7PTWvQpCfcSwTBEooMEbl/u7jTueia/RYSL2qqb5TogLXKoIkhaUM9yoytK5O9L93mXVQF6jml8+WMZnLx9153CX3VG42smZZoJmyba8RZlKbJU5iekOiRGMnnDeP7wkHlxhHMB7Px+NKxni8XnwutDvjGK0PY5VxZ5IgcqZcsnFijnB+McZNw3kWAOx++vz1YAbTbM6S+bYSMSd9V0ia5CK+41oY3bCVECWTjNcZ25EIIfk2G2rVYXAtboG2TtymqXjiXGQXAjLP0dDPlxWWavDpknl2o0Cu0weOGGXt9r/UuqfSq5AAACAASURBVKHlZzWVqDgWx70eYkioCIaF+ckYupEmucQ8fOZ8lsRoGBcqjYQysRFreRUk49npwBZQplHzmIl1oAnJ7u34XYMEd4s2+VaFEtVjDu5nw/JyLAcKwL5d+tkAKBBfg4rtIJSg2f3vWu83Zls2jFkzEINl1mVa/1uPsfYwMt6rGQrdjVXwvyFY9jKnMqhj27bLsbXoWLJ0/kp7/4OVVrtug+1/6gQbOaa7vXDvx6hzXoRYk+rbBqtvkWud+pbYh5B3nwEwnYZWVava5tlLue2h1txgf1i22jLbQOaN/VhEFt23YQRGIqsl4hgqnnLY0QXPip1smiDDZs3yf+2GTWa5EGC5ARs1ZRB03s3MrBNbSraoqhLZE2QXvN8ZA4/gjEz3PPXedfmDx3cOmF0ygpGAgc+gIy3T62ojA+sgkgF8jkCzg0+ypGRkg2sxFuf0AMg9IcuFLZpNELC5tIUF8OrTK8fjAMLUqsjZXgLzbDKzMC7z+lvWwxDAEohzQPE62N/HN2//IagNBg2J+g2vkY0sLgGqs6c8NmXLyJZv8/7FDtrcAEOOgmRNtRDyMnxX9LoalzZzI2ImLIuLChcZXIfqbePkD0BcC7/AtJtYSZIbajN4r5vpYs57pnvDp6AVPIBe6pu5QIZjR2ZZrtG++XHh8Wfv1+MLTahTUQaLt4bH4+bkdXexRZUHAC7X4WIlEE8wH0B+NJJQxlC1LrwOgDQB87gIu6QqyjHFDnlopc1PYy24ceueMfNNUM86e7HWnjjwWuzovB1Zd3/mCqrCSNX2R9t9PIcW6BG3Yqc2VvYY9BCoBb8Ide8D4CbdGYZXuZhwpQAIcnAG4CgpQRYLzPJ2mCUc0L6LvVv6g21HHR0NGdgrNRuZRy6KDBbdAIkLoJvoUMrDvnhsDk+gzUCXLBodtjeTkeG/wWyxPVIa/r3HsAFmYGDtlQ9t6DzIXrZU2pbeXawYK2zlJtSsY4Fm8kjZ9ZCq5nj2hI3XLsde2nIfD0qLRsw9ZYqVCApyLf47jH3JwBAwcTNLh5SQYKeoY6GthTEVXUtb4nm0AIjzWuogvSfwbqyWWUc+AHg6ZEhDx/ewb7eY/f7oIcqG/2PG+7Z69VYxq5s2VKJ3+E523JRxmMc8T9/EyZzcdu3r9v3SH6y2pMiOu/gAG9e+QIz3+AHDbcZ339oyZClbYiEfvBrGGjR30MIMJ0a2cMCmkwcvgwcfeRzM8qOa0T8lwx44sJ89+fi9Vo5FnjFUNhjqKoDbe25+3RYsWouyiDxlf+Nc0ArBNYcrkmqf3A2bY0tbGZ55FczO0iB9HHb6fvaHQ3eBarpeY8ADZCY0ksE5p6nAcmAt1faGz4GAi1JeguXsJvtLqzZ2U6++Nn3JV9antAq15GhrxuSL0LCznG7wRbAc2gwpinPcIBCDzUTt5PR5Pwd/ndp3Dwx5GWRla/F6WzI92HhQGernhMG2hZlbbPz5AD5iY3C+RdjM12Izr0IA3RpJpGSfajJfDpZbBUdq75semEDMKzfT8hrtyDirJIFtnbAOS10SAAM3SFTHBGDqIIb3lYkAGo5lgZlPrbtWn2Uc+8cGX6w5q4X8Sb2cg3pJ7YeCPJuttGJiJMkgIwmDeRvBMr/bgToN65ydTDXNEgtJUMz7EVyv+dwJuNRnOfTOViBL0IMxtk2qgAh6eNFYrwCWacqSj2fqIN3BExf6ZN1rSCmE5AHl2S2QtGPtVmQ0Yx21HM5Te2fjnLYhGGRAlycpr48/Mrmse+Wapj7LQUesNZ/jRhl9JLSCHkhjH9/vZlqZUqN8t3it3XbDawhsUNOHYIilT7E20udRYJYJM7iWpzDODPIIKMgk8Ydr6q9/u4fte9BQW7+2Ciw1VDIByDpY5nzxVmRxDOg7yKiTrf0RWCYwVS/RBLOcBMtMYPJf7BRAYKJnHZhl/neyzzITF57QkMHXj92w/4lZ1kUrl621AONMDHICqLOunK2boJRIkVsnwHJoHbWDKoDMcphf3ubK1yKyWTRDmwJmecWq/12G3b5gFGqWe4o9yyCgAauWQbmyHIYZp7kUVolvSVzpHeKAJhISUQobgZK39/E+zE42RDdsV9dp7wrGW04YsGY5tvfx9kIE5R6bOgspxhqxEhnjVHdskjEyHlPiPib1/d9Rlx/rX51NdJk397qYjPc621h2xoSRppl+CACpjOT1xDiCbK0WJ04JjUX/g4RbNv+O8zscho+ZQ1x1wyotIFGgUerHxH/7fh5KrWTk5IoNAXcxoaFcQYn+kJXnes64MpTjee2xK8ZoKKmSPMm7428veeH+JVWAlGVO3qiPMu+B4s3gdB7JmCDtJeiM/YwTNcuh9E1kjggNthIEYyyJPUExk0oRrDqojv2OqWjNVmwaWlCpfI9xYmyTSXALIKWkf1AxBCMvAUU+c9U8M/4kIRdM3CLZJIbZEzccm3XENyppc8My3RcAxrQe7dHe7ka77M2P7ACoQ1fgfAuDG3YW1kyaLVLpxf2NTygHniSNWOuQV0f9L/ZfKqgw5iswVvnA+PkcdgBB8q0FYj+VSDIByiUNz4N7Bv+bIJklRCrNg5pt8igQJZ+ttiG/vw8xHvYodlphSR8mizpsaD3yNImX3vFeBk8bxtZ4hu6SLUQNDOYYqQVUPSKooNzVNYcYj+y/THihK69twH4Fe+vvdh+AFp5FdjlVZ5Bnv4u2vB8PaGdbHv3E+ny+EG1lc+G9AzUi1om9BqHdb36xLd5rkF1TaHbKhLHWAjXbX836SPsEDQD/9vCn9u7731g+nmnHXwyx0accaJMaN9s6yLUfmPaKfbekzPKwxzXAVI3rztcPXWgP51VZF5SqtS9KB2m7sx1WV2PnfrfamopzBJLdP8j7LG8spQoUHkAguEow1rZQDYAYsQmxLmXY/7XBF8FyK7SOaqBMgFk9ZprUJgCgWVk5DCrU+CogDgsk5bVuKOX1HgROsR7MlxU3KVBfMNz82AjcmWMHMwTidWRPMSESTskC6nzfJ2woBNFEd9lBqE9SsOeLiZaZyCwLPMY2Bs5gqjm5JnG8HmexJamWEVVKHWvI1uuYmljOrMbMpYPflNYHZO2C+6NvDvwun8ixl12yxjTeGV9PE0YMmqx+zKywgEoiTTAc2F7fqPy7o6zEFzHPrHlGMGSTRDn6fdHSHY0B9BluMqwJ903Qf4fvivcu1rmKWXZ3afUjDMdT4/rAIisxou/zDcGt+gm8HdQnXQ0Dyx7aT7hcxjOf3IiT7oxeZy0tQZCsec01nnUiMeBGB+6U6DIqv++emfbsY5QeO3vtyRiXMfu26Ckdzxrz2FhoECzm9S6xhmkn2/x0RN0VYBknDLfmJcvtjaXfWh0YztaoMVyFGnj4Mqg/ZxoCo/V1aFyfVW+b6yDhYZ89ZhhRU8kMJDcvX9CYVWb9JMEx6vURjNANurzMWWrW27dCXXSFWitRjk1mxo2xOmF+jBs2zNKK21vzso1qw5M2sIs1/7Da+v/hUTOYXDWCFcmBPo2Oy3LZ5P3X/PXxIpAs9UCo6YHRGpMWWVIR8BkzURVBlG9OBIKMfKPTOYOBJjAOdPNmWQJVJUwC8dgufw8lAUycwbBvGxy4M3Ng/AU5Tz0AUUe0lKK0m9LJX5+yrzUhg/vNV6ttzD59Uc+Sg1YFYLywmTQBWGWgPvLG2z609R99bdVQtkw7f08rRJlCbVGWHTZwqP31G/RqhXNkLpjkTUw4AIywxlCJBgIRPM881Pw//pcZNuPJf+eGnWSWc7OK7cQjfmvrAG7qQX3ll5chYGu2JYvW45hZkgFFiV6SWfYgK8qwPZphkOaGMBsKi+y8YwfDDGMnsKy8V5TyESwTSHD8BmDle6pebwmpcAaepcBKBIfsrYoxlAXmMg8JkpYAXTXQIK8DqKKES+ykF0kKXCdl2JFZ1mDX+ccWUREsxz602mwElj1o53czgK/AM2kB8JnLfsrcc3nxZOYqUNYCxQHbRQztMxha1QJ7Da7c2cjsMulKYJUI5ll+QOYrwSxzNgSTqsAgqydvDDrxX/xbjgcHy1F45vepCkkFmlP9mAmM/ZedcXYgybnnYJljZMfWUQ6WY59lD3gdLKPejJJ+Mcu+ZjtY9oTGDq2jdM+jDNvPKRXESDYrsOw1bvwhq+Dth5AUCmDZnx3r4VxC77XJYW/D60k37ORx/Nn5M2UdsKarn64APMEyZX07gGIyyxhP9E+I8mz/PAMUOqlD9cDvToynFLD8I5dn7sVbK+sBlrMT+7DfLCxRCGLatEU3DbRhufrCZ3FsKEbYi5SxBfYPte8LnxXQZFIW+32yjY/rZKhgYjCrtR1/QPD9pz8fifrpAqyVuG4ZwwXlWXh2LFtIBcu6SwLL/yzDdrDMdmBB1p8AxXQyd3UHAXa4HToOnx1PPh/rdNJM66fBcnQyj8BewEhgmfXmjD88rtGzwA2h6R2mF4yBQgssrh34DNUWTLZQ1vlPYJm9sIOTua6ZYJkqEwTrU85IdcP+aWa5C5jlOowDyaTl+eGqPTcC9RhDCXuRCGQtXdpKRrgen1O9qWKT4NTMZAhBZmDxxBZKAuxg1x2aEXvq8yG+inWxgYH2mubACopxpvdK8viMy7TvJxK/wRclSIxdxOBJfmdRHeRLsqx4xmuO1eqKzDc/J+abCaMAUHEE7ols+8fvl7OyL4daJ+iG3YzSFeeDmQRIMsdKbvFVORtHhtpl4c38fo52MsqKC90vQi2fRHhwUPi85r/d7dplx7IPw9/Hn2iKp3iK7HpMgpOU4TmRf5aS0e9darsv9zZxQoUxnmKrAKKdlCGY9rIuseoyXXOZdUyAMKnFMSCwHGTeSnwAmCVrlj0Rwj01mlHF8k+BZcqnCZIJelVT7GNFoJodZxhryOTNSTqZuIUab9W9E2xTZahY0LFG8joCIFSs6PFPTLxgZlke1FOzr/wfSzvpALv6s3nWFZ4jXdfCOwkb3Wb4LeWxlabaqgEU4zkin2QTe/awRyA97gJSxbCOcL4xyciaGK5NBMI0EERHXKyBeBkgOjrJ87FTachkEfcsMc8EwpgU7SHpGdIfgHnWStv57uetaD2MhNdvtWa0i80rzDM0jrR6mI7KrZ1mZ4Htd9LLGWXtacz+M34Pz1DKCz1jH0sxnie28/KJ0MoNSc0q+iexnRYG5vdgpMtat7ZhWyqsESZoaQD2vNdMhNTjGdElPBsTohnXUzBugP358uNsSJd2Nm/uLHvpmS/ty4VrbTWY7axFyy2vbw87Fq7XxYj1ShAP1qCktLGh1m6/6W3bUr4V9yTb9rnyFzY0N8d6ZtTYnt372l1l6+Hr0tKKEH8evXSNbcf+UlWBBDyILCo06Z2xFQmJrgVm76Xl2x937m2Pzf4KPbIx8lsU2Fdfz7GLLrtCU+W/qFk+ADrvQm3Uqi3QYOdgjA+Azoe1uMGsa3XpMVlg9rglg+UyCGcE47zmwiH6XxLPkM0JNb0CSAh8s2C2tY1OyQLgXhtLZlkuzGQQFXzjO1mny+PgeF6zyhpiiVqSi0RYuMnIessWZ5ApSfBJl2R/JTcF66XzVx0rpUDe8ihGGw4yPaPKbJUAIeuywmLrTKzLkVQ3rBpfz855T2FnmMniEUxoQmsh9MWZPxLohSCW1+gg09nd9FC/rT7FweHZa0+5CPCYnvHzmmWX2cTeg97OSduxNuBYZ6IFJfxN8hgpxxRwIqCCORoyMQSn6ksoUOQLkpuyuEmFQGxIk+px40u95yJbQ0UG3Hsep56v7p2Mylh74vXeaWq9E+RC3Hi0MXBTceZBLn/hPJSJDbJyAW4lFpxJTrYDYPDjgDACce8jTUDoKgJ5+yrpQpAAczZt0Nts9sTdrd+8xZa7qsLm7tze7HdHWBomP9CK/eaHZXbat99bDfrt1kP2S7B8QHFnexY96QphaU0AwcWUbM42BN3ODvpuShk220rRBIKSHTJdbJtDWWclJzszYmA56O6ngA/BKRk8GhVko0dfGdo7XdGhi81HWzFQD3BShMkVyxReft+6wzSu5OmPrBHBKVdkLOW6r55QcNWGmOaYfJF6AMyyFtAgzVftOOvruUn7+PSBFDKTugyff2KxGfBKVeL3XU6VmNc5YJYX9+ltNQcOtCH3vAvJcKVllhTb5nWlqP3JsUumHYlsH2pfFUEwGEdfQe4tWGgzuTAj1bkKNbE3XP0GsoPbbH3rIvvFVYfagazrwT05FMzqC6uWWgsaQ2Fh3FzjzJ3XuKKmHAkJOquyZvkR9Fl+eMZjmm//zCwnwXIGFtfB7fexKpxfPZyjiisrINSAtB+159zwOH9ZD8pAaQfmC/fBwXJoHYXv2YZny5ZSJS0L7dp7jkIwnIdrdFdkgWIACTozJ3vyOniUTFTmUSExpQCZUl4wcXgNalYc1+y2knZ2KswRW2NzprlRQys872Akwc+zDKAWm5BLdoWTg4GdtxkiCExtn8N7I0MmKoACdaHAigADGeFcsJB0+eQzz8Aza920zZ5qAeMSPNexO6MtXrc+ZhtW2adLF0I5QVdUGg2l1LfinFQPi9fJmMqbUWDZA36ykA5uHPTwFNwlm3WyqJsPrzv49R60MvjCWIl1vbpPO5gfRbDMnosuwyZYjnWe7oaNTZpGc/juxhQJONsBySUb351s6+QJBHfAjzJsna7iWHfDJmORZKMTfXHxGa9vDdeNP6jGWOWYp3Q7tZ83jbTcyCsmG0JtN2txI4BP7Hru7bcZ183kBO+Bg3u/T7yvWUiqEBSnspbsjZyNkyNLouVbe527YVNCqGcX0CGvmT27ySxTkeD1wf49UEQLeHuSJQAGzhVcJ5nGZsjpbvzT87Zp3RYsSc5Kx56wUglFBplzRvsj25JFebbv7gyQ+V1igBAYFnRvY5dddRjuNVkF78EpHlXnw9gl1JsnWm/5zeK9KUdgxbWVaplIhMfxpJrlhMmWf17GcDgJuWGnJA+qIdHnSXnvbE+uxPtBqWY0YfMx7qyRWpSB4YgSaQ9dkqoAOZnHfQ//zVZ7DJyz1SIqgGjcH6oIuG7kSxUQkr6UymPc8DkxWaikXGCU6GLO1889/0xb/cPPaR01yjrD4IvdRzIBcMgeejmWr/OMc2L5Gf/drPjI93oyR94v2etNBbJD2ZnHLixjI1DyoFzgV2CZracAhlVb7P2VafLkTsmMu7j/0/zIjcQcdIckeQTdOn6yztXLzjx+i/Js3m9Jg7V/OdgXCSLFnMeS3LEVZ6jcy1lYMctBC+89jiNID4yxSCEu7nykjEyZXHF5utQ7YbhpVefaxues86AyiVugC631g9fFE3LcEBQrsHIWkeOcSeyEqzVZ6TDGtIMwyamyOAdCSYLHExqMyfl5lbBRDRDArJMvDobZwzeaGUbpfSyrU9I93CvFy6EWWG3DQokia441xxnHMqHAsamaZAfLKlWkglK1y4zpfIyw9pk+M/ytmE4u17H+NqgXcL2qkQ7vK8kfz0PKUsqwg3FXIAm8ptpdvl2x6aCbde7RxTuCcSa+t2NvW3TBL4GAR5it2WJpu3SHoqzWnlmy0Nqsq7Bm7CHr8NByySzTnAsLxXzEhWObamwL9lypBpF0VOsuDgncTqpdsgGW6dvCtVjDgOpSRtJSHdIMlBEA8BdyxlTyKebFQdqhV/N+uw+1tE5drfnb1WbvfoVWjK3twPY5turBDyzt+c+svk0BSDYSZkzSe7KJv0P0nADD0fMnli8knmWYD1424ephsvJSA0jBwfgH10xlMFh2luKin1Ey+RVIKrbea8LamNlUZ/UoF8xEx49CEA+dexVa1Q+1tjfWbZZqVnz9nX25S387uVOm5a2uQCIiW6rATLD4f778FVuHUq4+fTrbH6ceaJtAsqCBhu0Ow7Gbly20AVARbme5GNRDNDzdzL7R2Csjs8xaZRptsv3rniWd4C6bZ8sqvrdZm9Lsmaefs3+84LHg/wqW2S84D8U5c6E7Hz58uE9O/LDPckFu8f9j7z3g9K6q/P8zvc9kJj0hCYTQIbQQOtJEERXLiuu6FnYtqKvuz+7irrr2truKDcGKZW2IdRcURQEJEHoCaSQQ0stMpveZ/+d9zr3PMxNC0XVff1mfB2Myz3zLvee28znnc85xGpF72LDgFDxRseF4winRH9zTuZdH072vnuUvISafBzEp3Lrk1MoYREoBZLqOZ97WM93j54OSFPyUpMoXEgsSTxUL2SnT4Rf0Q4gNKS9eNma3eAHWJsY/M+CA/SgjVGiLW9wyAAwqTGxrEUuXprJ/N9ECA0iLxBLJY+kezAQI6Y975SMWO4BIxEvklO9IxbM08g636sSmlq21PpGRLyWWkLcDbQE+2uteYH0PEE/tz5SoSGIRibWKmRljPFz5pN3ZoJAOlUkA1qnSjBPt7XcjADTncaedh5XQN9LCRhxt9/19wu+8r4BfnuVGC4E0PZv28r0D2lSaLGdhDItl0OcjBjqWOY93Rc6tqEEJApxxRDEPJnmWsYhla2O2fOdY8mRpCw9/bCJxpMWMDUMApj2syPqdQHCllI5heUHrBJq69ptnu6Xsth++yMo+91qbuXyF/WjLQ7ZeGaHbtCHcOl5v+8nTNU0lTAAVfZ7xmvi6lGDBRwEAR1wLoBnPEklvlIxKWXTxBqDQkwCmXeWP8LLhvQDskESM5EDK46SsiLpXXB+KX3EwUhbgI/svsFNFq3mvNpvD3nClVaquX5k2co9FzopMMrJ4fHcKGcB4NCywHMwEAFqK905WdgxYOambH9NuCGFsoqRYxMZg6GD95r8x7NSoHEG33Xb6Eiv7wptsXKXV/n7GmP3VIXPsvd++1XYoA9N3X3eK+qlYFynyIzpJ8MZ5shSyfOod5QLLHao5+MH3/NTHo12e/JOVDftlpx/mWewBx3NlLbxf3uvV05rt7E07rErABk8QyV88wZqeV1ffYt/85tftqm9/w+fp49Gwq8ob7dgFz3E2ACBeIT3JkxrGGgfLGkUs6RPBMkqR07A1r4MeJ6rQ8Qtsi6zRZ52/xE4+Zb7HYUMTjj0lkmyRKK5IvQxFK3+PF9m9TGFLcPBfq0U8XZnMlyxW/eL99rcP//Y39qXmJtugbGl3r1ljOz0Nc2y7lP8BnBJnX/CMJl3usRJ8EUeNt9tjTn1RB4DCmFMtj2CTFOc6gZEBveDLs2bY15ecLMbFKnvntu32MYH3ZRtWe3kxkS+kXET8/US6MNnf3bOMNy41ytdeiln2zMI+ydh943uMHyTtyLWU3bvrXjfJg5hlPNxJSUS+fYoLpZoBzI0AGHE9sb5OwxYwnVgiCs8yc6aY4CsBU40jCb4AVt5U30ZjHyWnQCT4iub6iaFfkEjEQXQh2094nBg7LxElZck9SilmlRJyzKuIWU4KMZmTvUTU5ARfPnl1iXtStTfkxC1BK43s4IBlP3IT+4q1ineyOif4ciMnaziyj9fK41wl40sxgzv54mTkkaGFfSiSTzIHcsxyzCe8WTwoRKLM+p6xnCRsrAv2PYyTZbZ+9W776dW32qoVW2RwEqDVXkibPIeEzvXszfOuuZcKgUbs4sSs8v693gaAuuvcJfaeY2faMxUq0yFWSq+Aeis0bB8kdBbkq/6lWp65dJT/Vg2m5mezPNFRIkrtiduCQi9GhyeMS98jJ8Ay3W2kvFeas8wn4tlZHz52kgEGEgAsY8cczHHlSQXycc8J9AqU3hBvijdHmY/5xIdnAZahrFLXNc9ZPMr96neVJ2dLijbX60V4ggHFkQ07nkOfodVTgeE1b3idEnyppqs+H/vYxxSz/I59xyw3KGZZNGzAclUCNG6Jc0ouwGMCgEnnqZf+0nwhk69nMpa+QJKmqHgRLCXGPWe7xuBIBQEAkzMIE4Dhfv9e9w1KXyFGmedGNuxiqanwTAPKQ6/ifk/omcPJXPcIBp0z6dzrGPl1IuQo5S5JoV8Y7tHr3MOLvpriZCOmODEaE8nRy5jlxGPu7YzY5UKWYtcY8d8K2Kb7I91q0ip96qF/EL7EiZJ1j0zmBvCg80DHjlhkx+FulI316BVNXE9302IBSPv+717wpFf6daEXh84Z52v2pnt95uR5DoZfCodLDp3sec7OM/7Ojhd/rusNEZOcmZrh2UWGEzzP/vsJnmWS/EpXg8Hq1V0KFP4oR+aJwgqOj6RTJxZBZioW2x0gHxODg2D3RBfrKvvzwQXoNz538/tyorEA5cGCkPy0X/a0Ntl6hbkdtHyNjWhf2PDis02xX+L1NtkL+zvtzRs22p5G6eAaAOT/oplz7KMqt7loV7esolHtwUExTistao4i2E4RsxzMIM6PbDxFZ+As4pNjmj3CRpvFkC5qVUnGe5Ut+pKDF8hBInahsliXKW54XEm1FvzqJjvtvvVKPrpRB0SXDPxROpVcSx6yitsDZpYngg0mSGYHBxs4EoFhtMpGKK+WwxjwN7gtGYNYJ2GsAjvFOsmJ/Fj3lVhPD51nHQumWMNP7rGZh820jRsVbrez3Q56/4vs0sUzVOZP+unMZtu6td/2bxq3HV4qVf2UU35tV5ddevlyO2rzRqudO8sufse5NpV2Swd4kZiVX3ngPqt/qMeapyu5rrz0nLeU8SK/B2AZHYKzsEHXVys88RlbdNGJR9t7f3atLd+pKMZbblGp1J+FnOUQ2bx5s02fPj02S8StwVL1E4SCZV9eApSru++2Y/Xy/Fk08xx5LaZp0kSCL9+IUiZhB5958rmnNlEtHcQJSGFtIIY5eVxc1dJAe2bB5LXzbNBpky3E/ALOiDFNZaq8zE2KJ/b4SjyyHjeR6DC+AaT6ur7JhL0t2eEiAUDyJBfa788Ia6PTLTxrdMQhs3hYZF6IPlERQkt0sfkG5Am4QopBV2DSeXKEABYFConHRwMIB9VexVMwmTTZNHuSZ514RmKWM3U8PCgZnHtK/wkUpNjoIyO1b+wF0MMm9WVUjQAAIABJREFUEMm4OAj8e1Gpx50BkGNLOBiwiOMFYuPEyqV/QCOFipP6HjSpoEznOsuZousAF7DvGRMjQUbB6ugyyYk3Ii1GEOZikx6HxuO06jAgOJ1fnn024yFiUEhYlhJ8Qb2L8gxBIw+DihacHygaA4CI/p0twRg0aE9kWMRqGTHLOdNhFQYdDAvJmpizYTOvgqlAMitS9KvfqR9utJB4vLwOx5wYB0PKPl5ZprFk/iBn6DMVA1ajJAM3XyAQ+OX32PM2rbK3rd6gAu8yaKjmLBn4fl3dYltVSueszTu0ycorlQLdwuuuwxPPsieBQLkh9lGxiylOtUsKWKuox3s6h4KGjZeUxU9sqLwLeCxI/tCrWGGv+6g2V2tHnaYET7vVp/NPPdXGX/x+O3HFQ9arjMVVqlUebAe88CjxAY6JRx8eVpmngtGFuO7EJEnenTDeBEDO4+p7t1O7iBlHCUJBLBqJPOELngYB22F5PVZ96jVmC6dKo2yyT+58xI7atFvZkcftouOOtVdt2GAXiVLUpSzQZGl05ZUxlUxQtGultf5mzTb7rjJQT28uk+ds1J538RI7Y+nhAm5SSAVAqNm8QxtsuSy9dYoVJ4M42YKRKTGWdZors1pa7KOXf82+8Rilo971rne54sinUmD5mPnP9nqy9J0+RlmlAMvsGa4AJct7/h5lUKK2Ou2bvVKW9z94hr3jvc/zg5cagcqPkTFgMjigIJNVHUNfAsV+5Mo7qbGmjEzOxO/7qMYYlgFr+ILFR1vZ/gfY+Mb1du+9d9nRS1TKadZcG1/5gN0mT3uXnueKI/GtapN7mdxyHUYn3hHAiuvc5JQAdtQDBsgGWC3GxHbo3TMljwdVRuJfW6baf+zcas854xxH5J+7a7md3NvpFvQOSl/gQZYxCM+yl2nKAEPf0x5iuVrUPyiXIb/wsniJqASWAy+nBF+SxxSAr/qE4cwNaIAbXQ8dDrp6wWOqpjMv6C/9y4mXkB/gk7ZAtS14lvUslE3Phu0AI86tiJcWDVsg2mN0k0HN5affu0GDMcpGBdqk7ylLxPcoQxPp54Bufg9t1mPc9BBCNcicz/MIxXCvpQNQAS4MEqK+wTIpZHlm+9B/eLUZo0JN3uSdgJHgnmXfN0O22bNMgi+Sy0z0jFL7slZrjvi5iVRe2C7D5CLwupTpHPcxDdCFXCf2DVl56Shi4AXkqvXnAcX31yiQ/ZPXrrOOn9xqLSpLMibtMdlB/NxEcXedYML6gvFD29n/J31frkJ1O7vs7rNULu2aT9hhq++1H25ab9s13wbcoFiszx0UenmWUzbsAMthUPGEZ9Th9tjk4rzJY1pMzpblF6UoGaRHJ/iaTMPOcwTPGcobnvZI0Jf8gWpXHxm3C2OX6B5qG/RB8hc4+ygtVOZ4roXtNOyUySti41VjHho2YzphrDFykMF6n9mwnYb9Oimu4Vn+6Ec/au98574TfM1Sgq85UyNmOUpHRX4UT+pUcArAmMOzBPDAgxpMgkKdZY8jjTPFlWu8hXiqdBZ5ySg8xznmOCndufwQ3j48zMQmuwc6eZCzYT2U9ShbFEw39rJwMOQyQOHQySA5eXAJFUxJovA2enkyz9fhFY8DzLIfcfYlvdMBZgKe7inOXknAP2dG8njzfS7lGKpQ6BTBnsie62RgShqr65HJweRGaNrjex+GvQlJwdyiE3uDswT17+TkTp5hWh7301YP0/O2hoPEAU9yMPGUHBqJcyAMB5lqH3o/BoNI1BrZsh0gecbx7KGNvmbvZHghUzZsjUmtxozY41y3OGe9zmC5JmXNpmzXgNdlDhl7ZRmPWQ6wXKRZh44aul6i3nsm9US3dmCXEtzCFnDmXBhSHIzDWvWM7pGvJoBhsBdyvWbo6sTzem4WN4wrUavoIAPKSFwrLyklN/sFmtecrVC4K/7RxpffZzeuWW2PiCJcL5D7I+UmmSd5Lt2p3CnUEoah62DYFT8fO+KRoWaj68Cg4zwvh5WS9n2cBjCt2K8xdLMHwIAh8VclZ52MZK0aGxgqlaqPLA6jXXikWF1K/PVXt6y26z/yM9t/T4cNyDVNlRSPhY8T0x1Bnrguzf88X7PzKMexo1eHczLLNhIvR0gAsk95kvzvGPMBGT5qNZbD5Jvp6LJHXn6udRw5z57767vtnW863T73qw32yK/vshe94Xw7Ssyadp0XLco30qkEts0ydMKonDKF86nC7rjrQfviF39v06WD75QO/uKPPs/Oa1JyL1Vq+a+yZjt3qMt29epalQltUYLYGu2nhDU6WJaxGsM6uuIcher94paH7JM/W2kDU6dY7dYdtmhbv/SzjbZh102+nh7XszyiwQcs78uzvGjq2YpJa9OiCMuVe2adQiwg4EADyiAlmPhZz/GsuUEPdkq0L66ixyXo2BHj5bEdiTrC5hNlhVh4sQDC+xggJxInAJyC1hObVlg0nXabLCEOWgubSk7jDw2jeI/HUQqQu4VKGzsJeABnOZFUgFM8mUGrZCNlA8tUY4C+xyj6u8IKFAmmHp30IGq+AdLIKJxp10HL5udyFdfGsOB0H1e6IpYg19hzapBvTro2U9BT8i0ASbbmRrbA4riMiPKK8SJKYaXYVH92mBDojy9W2u1ACBo7hhBkgdc6aOR4BoflrXaqrme5zGMbYNm93oxLSrTjiY28dFR4Y9377vJCRhyMYWxxL3U6YMP4EvGtxVJXuf1QoyMrs3tE2V4yLUrPddac9zGV/UImidrt36dEZJG8KuKlc9ZOT1aX5pED8oLFLQCDe5ndek372VCY74xhzvipualMesz7IcUxT925zW57zjlW9pm/s+/+dpk9NKvJrhuts1MUnztT7t9peldDtxJbadMUqzH0H7xJkg1KMmAZqyOgAjb17h69U4u8SjGgjYpZ7hRVsJF4aG0mLWT3E4gh4yueZuiReKbxPPjBquEdleLXoviRc1Qz2e5RqYK//Yj11qn+tsbQZcFYZaYCh4qs+RFLHuvZ6f9utNC4ULIM+WMgKaznxLLw94XxJ5K3QZXC8AGVO8qzVcgQYvK8rTt2gfV/5V1aa/327XtW24F69hYdeIfo9/86Y67957SZdue9d1q7yjKNE/gDKNQfwBQW9TplZvz2snX2409cazO1we6UwfbkN59llyxd5IcqMYbQVDcrU/P2GY128JY9yryozIcSOIdRlRT7uxvr7K3zD7RnfehD9ourvuob5ON5lgHLi+c93YE28xvLfar7lTxikZ4FRa2gB/tBWG7tLa06JAXGduyxJcfsZ29693OkNA874JqiMc1GB1d61M/JVN60J+DFFT0707Az6IElMKDvO+Wxu/C003CPKeHYPdZP3UYdDKctXqJTdUjf3WudJP9IcoTKW8ycnF6sLnnMspf0KXqy6NeeFLMcQCwUtCrapOuHa6vtGUtV9krJO6667QZbX1dj9cqCeb7qaHe0KFyDGDt2HT0T7yR1njm4JgGxlK2XOR2JrrJyCoAnSQcpkhOV0AErHlPRbKFnF62YDiqChh2KRbQ1wAbsDH6OLMVF0MiBShxYIY46ea+dskvNdKi8hSzZOUnUZCCWxy6o8hiKJgB12pTA8qTEXxg6BLg4BwHqOeEZgurT957gy+nZ2XgQ3skoP1SkPMdeSI1svRsKfR4j37+iTBPyDrAc3wUrQElVxDggQ/jEsWBPqdE6CSBWlBMUegwtEwFXlCWiTCHe7jSm0Zw0RqMqpybgKmXvF9fdbz+74gYyr8ngWGON1RhZ46zz8eb8dyMsZRpTaJOfT1JQ9T1nFopa9tK5/iBDZZMUwpe/4zz7yDNPto9t3WIHKaVrn/ZsQDFj5wyGZHB6LLDs8lA+CKjTkQ07yRzji5eOypnMnyRY1vswbOUxJZaZ/cvBckFOMSAcw73a18mAH8yNmLP8i3lDBnz3LMfQFQ0d2udJdJjfwdxiTVRNilmOmF8MHTBq/N3Z+KJ57vRsjV3ELD9xgq9ZSvA1h5hlPMuJZZjDt6LWbs4REh5mp+ailxHqw5npPwuo6Gwp5HJxCmxkv87gOcobhUcLZRy90ONc9fyIfQ7aNUxE96JKOKHMY+wA2CRqrVODgz6ac5UA8os5TtAtIrkVnlz0lmD8FTM/R7xrhIA54PR+ptBCb2fQUDlveY+XG3KmHjpnlJDib2cNxAhqDkuLSddHSFO4FCi751uNg3y9B4cPBlhfUuF6cDqu/jX5mTE//BRydl/IgrFH2/P8InpweI5hyOk6PKruac01x5lzXIvMwzkRVPUwdKMHUHkmHEJy8HAfYDSxQV0mrssjk2Lir0J+GPTt7Fl2XT08zgGCI3M6c4r4VjzAnhsp6Rk4TaiZzXXx+8QypV3SW3KytmIun2LMcrQL/RGwnDzLKf62yLxkDNHvAvhldisg3kMBfIwjvjeykWt1ylPqbED1o056Ya3ihX9/4clWduW7bP4jq+2q+9fasHSY1t5+nUeVdlNNo93W2mIv2bZNQFuyCwKK78sOlrUeRQb0cBH2CzG+fex8jwU160O5XMI2GFfHCNqfSfrl+aS8VjN7J8Z9JdGUVbVPfT7n9KfZ+Is+aEvvf9D6GxqlL4d+lnMuOTPODR/JCz/ByeH5nVyfz3HwYSCB8eHGrhTvHbIDz+VyYZGNPhginNXjdvzxc+0Hb3uhmbzyovfYfz+8Rnl9xuwV82Zar0pM/WzVfb7f1VKO1dk/EWsMyw5Mef3Vv7frfrraGqcqrEwe8ldcep5Nl7G0SQ6TwXYZC6ZV2j1DNbZ+Xoudu0qGP7EJh3Tmw3jq6RHhTp7qdpWamrKgxa78wb3Kh/uALVSS3jI80CN1SvXzoG3pvT3J+TE8yxwMozq0HsuzvOSQC2SxlmdZG2skkCoCkLyxeBbYFMMc5YRisVDw3csJATqh47LUORB8E0kTzy1fUhq51idkZEzONOWyHPvi3sWwGnk8QtrUCqWLNNkciGth4HWMNP4QwNLG42CLdgQFJxIRBIjMi8OpOSnZk1st3eoS9zloyvHJTHIUAt/iinEiEbMSG1JYFtm0E1U6WyQ9difezSbs8btu3csfycP7giUrLIW5vELOzJjrxkXftfPhcU2g2A8mwJvHeKTMjAVKRazQOHhDiQglKgwCGaAHyIx4VQfDTp0WUiiATd6RYnp4drKQZsUtMiYnNTa9j9HgHg6+nGU5Z2POBdMDyLLgwoqVrVuxYHPmPo2qW1R5cHj0GVPPuunyz3TxsBZi8MB7mrOPswETc4FhwYFfMtYE2IP+5MRinzsxDuEBCMtrsq75vIk4rUiAFdQuLKIdgyox9eGL7ObDFmr3kHe0ReiWNnZ326/W3Wd3atOcpzGf2S8vLsJPY8EGB1WumjrLUorbtAmu0AHzo1mt9jYpMuWiCFInrlFWTErLoPSjzLMR92uTxGuKQhZHXnipnLaOR1bA4dyl8i5/+1d27qeVUEfennG32sda4tDj5wKDIcUZO906sQwYD58zLvPJYCrADfMHC30oFc4m0SZnxP07O0Bj2C8P75wmu+f4w8xOP8LKjj/Qrl52m9ObK9Xfcu0xLzjoEPv0xoftAJWlGgR0aPigQBIGwmFVLbD8mzvW2/X/eadnCAckPOulS+ykRXPtZzNaHWD/rTIobtQh+rdHHWyfvH+DHS2DFBTgGmJ4Zdb94HUr7e6yOnvGrjvs2u9d5SOwN1ie6FmuV4Kv0455roNl+pUplNHvSCjnykqmYbtFOChzhz7jOJt32HSbJor8TJVMmjqjRQqqkhc6FTrTRBPC0DOgWJI5eWLMMu3Dk1WngyTHuPv7AFw6EBrVhp5GWbIVt+1Kn+TWLTbCsPo6B/ojraFNajiAi3I/eK+zZ9l3A13AO0hMhG4VmdP5hTyEAh7E0HvuAz2rRSf2Z2bMtulKJtclC/rlRx5lJ69fa5/Zrnmqe/eoTSMCYsLNAdCS8QbFHMt5He+Y4EHGOwlzqUHviIzKaYeS/Lo016cohnsiKOb8iDWg+eVuyfgrMgKTUV5zBrBcAHu6Xh5kDp4GZQ3Nmae5nnHgukKtY1Y6B7/mHcAUsDJRTuA7gGOmc+e5wN8YsUjWEspMblP+nvmRQHRqa68y7JPUDXBfiE3WHIUpwjquA8i6KGLNsQYAPRhNcubpeBNjF+WpCpRd31okD+0ZjGns8yGrYCSg7MmjJyZL0VMcz8Er77HMibKLYg+wkj1dHlC0//RW/z5qZLMfFWO4w3tG5umpKu929a9W2fdvWGMHqVwKJfg8azJG7mR09pYyt1Di9PekmGVfX2FUci8m+4/aX90/ZL844kCzV5xl9zYooZzoCX2a70OEKRBvDgUP5kEymLj81J9+zRun+8eWHucunmXi7wU+fd2lCUW/exQXxzgUS0qF/Po1doxRoR51muNDmuPko2CfnshIQCHO86YAxn2XkFFG7yCvQsGgkdYqcfYxpnFOuPdQ/2bfJ4aacB4Hy2lMMRAQplEz0bMMKGbNa5wKY5TaynyicsFr3vDkwPLcptNsjmqqkpXdSzvhefV9PpKmAhIBpegPUQ0kzuWgYQfltZDXhvMgAbucgTiuQ34RlheJtJgXYkoJuAwArPS8AY9tDqDmGY4BOKk9OfwKwIey7s4YnuO1daMCRNwXZ7brFto1CwmM6AcetBTy5WF2up8QRCjOZNnGy+hUY7+umEgMO0QkfI2cDl5/2XXQokEIfdh91RhAYJNoXLOu6qoG5zdnXtJ52HPj2jChRLhPyCTuC+bRmNrhfnCnaUef42lZ20uA3ZOSZdCXYoWTrlZwYPn96OLgAhh/kbyNM7zMWQTJwcLv0Xvcy4/OWHRcZTYABo0ch+56dqJdsxajtFQu+ZTizT0bdsxLB6teyok8H/JSors5yA8qMDHIkYyKuRWG+kFniqa4dw+9Y/0kSjHMWKd3F/PXeGy0hwEWHXFFWngKqUzU/GzAidCQlHndnVRql7ynTapEcsvihVb2vX+yL624z0PurpnSYkcJTB/S3mOKrLPWPtWm0NnEfsqexDr2yihS4aXaOKvBx0yi7BJ6JmFqjfQFWG2UHuX85D+qOmTKNmA5J4/Fa+3nvJ7bIsfMWecrJOpn99rSf/ic9So0C7Ds3nIM/j5/Yv1Eoq9s7Ir9Oee18XOAIzv1mdwCzhzJui9j6KzjWIe+vxNGAV1bbL+h9mE7+I3n2A9fe6G9qKvDnv/IVjtAY0jpqLZpNXbi4hPtw+tW2llbdinmWIlaAbnS7TBgNgoMm6qnfOuXd9nPv7HcZuq+bs2Rl73nfDvpwNk6p2RU1P45TdmwlfvL6sUqHOhQSDGVaTB2t1XZzvV77DvzZtgv5s2xT/9ymX36334jT/KwVWgfG1VmtQWHHmDzDimT5/oTvmaekIbNRZXSSu+77z5bvFgZTNOnXlTJ6mopKySqYBMPjDLhU1T4J377h/27qCwW70sjlBZ7Ito95mMzpNn3dUHK5lMkQBV/ynTt/NtMUchXxEvjzvye4jXuVs5BBnu9o0h3cC+l3x/xIcX2xtMLhsdCDyd/E/fs610T3zG5xROFNbH1+f377lWKRvUGRiuL17up0j0tk1u3j+sK/d1birm9uXVFiU58V25vod+PGvnJEtx3/ya2sij1ia2f+JR9PXHiaye3tDiGe38/pgC5Ma2lKm2MWPr7AcKKg2jRCdeh72sFNuoJf/BjLmzGbnSZMC/Y8DDIONbwdTf590Xp5cIsCdz4HcUFyjNrdC/P2irgPqVTZjZ/994fPPZhIMjmlMlXxDMDxwT4KtA6OaTTOkUWE/eJhHvSnqHNVDKo6u/XgVthW6Y0W4NQSTXt4eDQs0ckqyGU0GR996RShSZF32gnyme803Nva48ScFYJOioutIzIe4/ioj99UvyrpZRkhYTnj6vGc21Tg3VIeR+A16pPBsvkbqhW4omJYJk2TG1tS1lvQ84FwJzEnqWfDQn571q9r14W5iEOMO2hI6Ioe/Kqwr4WUt57P3jU8Ez6YvIYo9yL2O/7CynYCIUYkicZsVVL3p6Mba/3Pfbz9742/1z8HrNJuw5yxmyu+kOscqM0vB7iq/DMhv7uYzNxLk4YyMfv3mP89g+TUfEhj3/fo/v3xI3Lhtji2LmS6z/mmfDET3n8Kx5vHf4p3vF45/a+3v2HtifPUSoJyPMiHSKMg8GkmbR+0qMnzeoJwxJ2m6RE5sUnDW6ooc56NA/blMAQIzz7wiTVZMK8f+x9/vFG4Y/XbfY95/4n6/DR7fzD3vFYY6q1vHtXYdZmGjb7In8OOKBYZ7lcdEdYNmFzmRxTGzljsoMhGbHd4B9G+eIOnE/qovmL4U18t0KemaJBNu35ybAS3stEiS3QmDEOF0HnpHOUGcdZkH7vqzQb2d25EoesGz2TgyJW1+Q9NtOZc8KvaF+WqZ966Y4iNyBGrHAyFJ4ZEslvSKEAaeYWry5eFdycrCEU954i/TqnVc1/c23M3XAXRUhPXkETd7yIrE1n2l4tjFGLu91o50dxbm/ucehzMcbxibHMcbHFcEjPxu3OpwjjirEMcJcdNbmcUVSzKc4xn1tZp5yUVLa4l+Q43DyXir3Oss6zMOvibn5K2ksYHSa4GwrfZ9lNXEExZ+P6MIjwhZ4xPGgDSw4X2Ku1biX38lgrrCbypp4hoNgruVS50y5klWn2sScmVoue0yDwen9tnU3R97OlLw3rbIVZhyHQJzPSdjgQZRgddBOl6MZGzQNdUiWLRHd9jS1vbLPq626X32LQnSg5lMXfzzz2kWMdFNmzwXSNikLFnRwZhZc+G/bifpZU3J/nSjj69H8SUpX63z1b8b/HHUpMmi19ZJNh51YuSWsV6L62eZqW4YiduavDhmUEgP1CQjBC70jqiqweeWS3bd28x2VeLs/ywuP2V/4bhZ1I+RvEAK9fEH6zTk6DpfIYi+LhRgiSIO5QMt4H586QstJmc29ZaVu3tcsop5JRzKjRIWueP1fEuDJ7RCHIfADLmzZtshkzdE/6FGKWi7FM5bZy5Uo76qijCheV/lGSQEkCJQn8X5cABkLyNRCSgtHw0ksvtY985CPFA+z/ugBK/StJoCSBv1gJZEX94x//uL3tbW+T52tIzIp+W3TgIkV37P6LlUup4yUJ/E8k8IeYx/4n73kq3PtUkUWtEs1u3LjRpk0TiE9WXQfLmYaNsFES907w9VQYhFIbSxIoSaAkgf+JBPbbbz9ZLx9xJRHP8pve9Ca77LLL/iePLN1bkkBJAiUJPKUk8P73v9/+5V/+xb3K/Jk6dWohZv8p1ZFSY0sSKEmgJIE/UgJbt261WbNUfjV9CmAZWi0Imj+dXZ322xt+65dMpBT+ke8s3VaSQEkCJQn8WUsAClRzc7OdeeaZEWIgytP9999vq1evlgFxchKuP+uOlBpXkkBJAiUJ/BESGFUYBayaI4840g4++GDPY4PhEOC8Z8+egoflj3h06ZaSBEoSKEngKSEBnMdUhfrwRz6shIgtj/YsTwTLbJBbtkQZgQKqLgQYPSX6W2pkSQIlCZQk8KQkUMjurDiVOXPmFDZHFMQu1fYDOPPxGqulffBJybR0UUkCJQn8eUsg73u5lYBj/rS1tSkRWKMbDWEa8qf0KUmgJIGSBP7SJDBR59snDZuYZZLdlD4lCZQkUJLAX4oESGTz4IMPuneFBA9vectb7N///d//Urpf6mdJAiUJlCRgxCy//e1vVxbwHmWaVZmWnHRIsikZC0sTpCSBkgT+EiRQobTiE/e7STRsBIAX5YEHHrAjjjjiL0EepT6WJFCSQEkCLoFDDjnE976c4AuF8VOf+lRJOiUJlCRQksBfjAQ++clPuqGwV5UCAMt4lgulrkrMmr+YeVDqaEkCJQkUDYSTPMsoiWQBW7FiRSkbdmmWPCUkQAkeT96fM9aRul+liCgf9MeWmXlKdPz/QCP/3MYHsLxq1apJYBnF8X/lU6yL8r/y+D/0obnA2qPLif2hTypd/1SWgMp8qgrnn6741VNZFpPa/lRJ4/onEHgGy319fSWw/CeQZ+kRJQmUJPDUl0ABLAOUh1Wkub6+3u655x475phjCr37yAfeYwvm7W99qhnb0CQro2pXkRCnVwWfKXLv9cZU46u3e0z0RWpUCbBQK3VQBcdVeLuhudKLrINrerqGraGBOmv6Wff096jSlf6uUZEsrJcjOqkHBlSQmveodhjX9Khwda1+X1FJAjL9vp+i7wrCbtADvTC72tIzpraEysc9vd2iUlarvqr+8KEA+Aht0XOp4UW1uD5dU9dEGfco0t7XS2If1XelYJfaMirE1dc/Yk3Nqieqe/hdT3e0xcN41JhBtWVMbalviNpg1C+jEHZjs+RCwXnarz5WqQh5teqFUchtaEByURHxBr0bWSKr4nOjqtmIfj+o6xpddlGUvkfyra9XHbMku2ivypapPciXWmv9/XvLDgOI4o5U5D23l0LmFOxG3uMqxtbbO2KNGhNUpEJ7qU1bG3X6hgdVs1Wya1R7XXZqQF+n5CB5cz1Ata93WF+raHw9faLIuUVb1H7vI2OicWScK3T/iAqn8dxR1YGr17uRIROpV8XIGxo0iajuh1xUiK1cxXIbm1SzrrfPLnn9W5z1sEWZ6nq6u+x973m35uWQ3jeoovUjVq56kZ848XSzU85QRfd2+/aaFRKMipYPjGtOSU6pAGOf5kttjYraq9vMqcFBxWtpvBlHarohmx6NI/OFhlXoIsaIMaQwPL/XctF9Y3qu5MJYq72siUrN05rCNRpHvyb6iKx61ae6+iqXA7Xs6DPfM46+BvT+AX3X2Kh70ru7NVdra5l31MGLZ+b2uux8Dai9uod6d7SXeVim5tepnzyXovY1ksXV7f128xd+ZdNVX25orFrt5v0Bk8bGkD19wdwQdST5rqJiKNVG1diNSW6qExj2CeaQ+q/rKlTE3kv1pedZR4dDAAAgAElEQVSUl6tacgKFY6qtSMm9St1HYcXyuhrbOWu6vf6ZB9mhi2ZorxixPrW/TvL3EGHqUvfRpnGtt5Ave05/34j6WM2y17M0Rj0jknWFyzzGEbmMWR2yQ96+HlXTOu85yFty4RXTZrbYd79/jf3n9672vk70LEPDpnxK9izvv+AAe9c73qF1oHmmtUA9wTqtD8aH9/T3l1lTA/ULowRin+Y263+Gxr1/apNd8vMHbOp/r7AjX3C0vWLxbPvtLevsul+strkzVBPwlEW29OSFio/WeKhjLZpPo1pAzI89WvN1mnM1NVHDkn1DpQWtQeUbc+1ZH3fJzfdUxl3rzvcx3RNzrtz7XFenepA+57Tval/j7yrVPFzQ32vnLzhIN1faTx9ebWtV23GnauLO2tWn3zPnol+snQHd5/OS5+pZ3TwX+av+I+/vV8nqYcm/WXsDz2e+9iB//VyRai4OSH4qqai9THUQtdgoz8he5mtPP1SyRjT2sY5UQ9L367iGs2NMc9Xnt64RU6qw1kZHymxA65gzKa/HLmSjOovl2t+pH867BthXuYb9Wv/xnDquYVKwP6u241c+92vbqVqMlaqXTt9HNH8r05rw2qOqP8/aYM5HzUr2NNVVHx9S/0dt16K59upzD7MRNXC/qdU2u6XeBvVc5k4De2+SH33iLIk9Re+R7AY1d5pSHxAq50e9xiH2Ws1x7WWjGoyGetWJJBmdvuzWOqjXWFKH089InaEsONbOuGQ8pn2e/cDPVY+95xpV5NY8rpRMqX1eresuOvRYs86d9pNNj1i7aoMPas+rYv7pTKebyIYzvV5zlH2VOdCrPsS5H9XifY7ST87EFOfP/sUZE3M0zgburVW/uYY+sJbrNCf4N9cwj31f1L7HDGBN9Pcn2eR7NLfYx32O+jVa37qvhTlauEbnjt5DHVKXn9o2qrqczL+4pty6dH7VSVeo0ngzSWj/8PCYteo5j2h/+9wXf2MVa3ZYhesGkQx1dIyzgXVKzdjY28fGq7X2+23p35xkLzvrINu+tUdnRoW3kbnmOgX6jZ5Lg2lPF/3W2LGG+EQ/0SGqdHaiW6lEa5f6qbGslIz5DGodct77etC6ZL7HOY65I2q3on8xnzhPff/U95w9jRQ4ZWfVd6zNKrXvPe97v23bvtO/Byy/9a1vLXmWYzhKn5IEShIoSUDHwoTSUYBlsoDde++9dvTRRxfE871vXa5ae4fqMOtTxlg23gATbODNLZH8Afp2l352MKH9GgWNQx8luLklbdYcDB2ATx3q1KrmoNUhWlZR7iCQg4uDtk9AoU33OPUHhXEPyq4KeSeFGEWKzb8JcKy2AC66BMSaW0JB455u3VOtQ7bWASpKFOBszFrU3qx8de+R0qR7+H2FDpdugLv60SAQnsFQrw7RKVOknCewzHPrpMig4PiB7m2xgoJGk3s6pSy2cqhyaJW5XGp0IFVL8cuKjHKoSZYodahZ47anU3LSz7wfhREQPqID3UE3hga9q1MAFSUPpS6AJO0NpRN5uKIghWgK8kYJ0DWdezCAAJZDke5Xe7kO4DsKWKa9jKPG1X+QjHt0T5UOd5QUP5glNxS05pakhOo5XR1S4JpRFkPmDmr1N4c3Cly0ZUyyC8Uaxb9LsquVbKukQEtHUx9HbUwKSYPPqUBZnWpLS4smEAqJ7hlAORJQbmiqsx9d/TN767vfZy94wQucGvaDH/ygqKTQUITZ2mZlq1aazUgp37t32/J77nLg29iqtiUw0yN5o1yGXEJ5G9OYNHgf0/yWotik+aJF4rLs1hxjftegvDFXpTgOSC4tusfnh5QxrkG5BNgWr9F80HMyWO6WfDEgVTB4Dt4CuDCODAHPApi3SHY8I8YRRRJlDnmHwj+KAUPPQWliFvXomkbdE2BXa0vzpVyirJOSpalktVLSNvSN23N/eb+d8J0brKyhVutNwBeQKwCCohsKIOMVgHIEsDxaLXkPFsHyaALLPj0COACWq/WcUQcO9CEAtq8tZMVz1ddqwDJgSHNq2rEH2rvfca7NEVDpl4LYu0fARv0x/U+itAHJgMe5IQplT+OC0j1d87tRxr3OqkprZxwlNzfQoQhrfo9oTtUjuwSyuiQH5J8VdfYtVNfZ+02zyy6/0v79Py73Nj+eZ/mYxUfat776ORm6+q1bcxLeQqPmMqIHdAFWWHeMVwXzAGNdfZ3dtfoR61y71X5+z1brWr7ZemfV2ZnnHm7HzZtiezZ322nPPNwVaQA/4GAQBb2pyscUA1O3+sfeUZUNVxr3Ac071mL0T+sq7R0Y1FiDKN+Vmlvsqf4cfcf8afL9BcCsNa+9A4G06bmXTp9t17TNsDO3brf/6Npmxxx/KlYJu/PmZTbUVGPVkq33E+Va/fL90I04Wq/MOQBO3l9Q4gVaC4Y1tZA1zf4SIEiGBfWBdd+kfg679YqzRD8z9vp3FfOdPgg9ABJHsLz5NdrbmqttJIHlHhm8AMthZNJclRGhr1/7tcaBftPXPZ3D1izDFEYjPoAHACp7LfOhob7aOrb2Ww3rUWCJ/QzZ/PNb/9N2bRVY1ncAzWEBJuZ3SDyDZa7HqCSZ6k+vxmF4yXxrlcVg3tHz7SXPPt7mCRSVY6hUHwCarNu8XzBPutRv2SXcAEsfAGnsKVPSnuJjx/zF+IDA9TNnZL/OSPYH5h5ft7NvAkZlFHCDnH7P4slnGX3o0thxrkr6YejQNTWjZTa7TuBM1x529Ik6yFrsW3cvs6P6u20QQ4fOyJpayRg5sL44R2UQadK7SQYVxuxxzV+BZQFStoRh9RFjEf3Me16H5skUydjXoBt+R9347YZexkq/2LNnyNcpZyDX+Xmsf8Q6i/Otp0eymVI0hjBWGrK0R8TeyVpsnTAH0A0w0lZnY7vahzHa56jeXaX3tcuIX6+1AHDkgw6C/jJLZ8YD+t27P/xf1nD/NhkW4mzwfmpPYy5Uaq9k9wTSDwksaxMyO/MI+/jfLrWG6lrrH05GTN03pvnXoz24TfOP5Yss2iUbwD3rclgbNca+Xl3TwtmfDBudmuv1OlPQgdio+91Ir+GSbOgzc4fx5ayv8DnAWMV8b/T9E1VJsuFcwWCSzgjkh0PhVZe8yjZu2ux9L4Hl2CtKn5IEShIoSSBLYBJYJgs2nuW9wfKXPvtpO2DhwbJK9rtFlE3XrZLawFHA+HB4dOnnGgfLoTBz2GDpn+JAgXMeL5qUBSlJbPgcDmzervA4UNBBoUOsVwdBHBQB8FC2GvR7rMeFg0K/5DvaARDr1rtRgLwtgHIdHN4WKaHRlrAUe/vRvfBK6RDFE+dKpv4ANDlk6t0az0Ej4C7lrxXlMClfXRyqem+FFAn3ICXgnr0FHOooAs0ofgAzFKLuYVnmdVhLmSi2pQiwkQuAulFy4Zm0p1cHPmAKuWTPYZeey8GHpxVrOFZhFMKsLEp3ceBVUBbV9U4pcA0ChRUJFA7oEB6T4obnAgAVh+yw5A1YltImRXR7rw5q3Vsu+Y2qDXgSJnlHUXakRNXLU+ueKpedAJ/+w9uBDFBwkU0LnvEEUOkjbcXbxDjCEKBcBZbu7M1F0WnSz4xptbyPa9dusmW33GrXXnedPbD2QS/v8+xnP1tzpsLLWfCnUd+tX7/eVive1G78rZWdJq9yfz9Fw3F3mG162G5cfoeVaxybh6XQSrvqkIJXIVkWjAiAZem9zjxwL2YYT5qTZxkFjvlSKV2oCITVB81vZBdgORQ8PBi1GdxIQYYhAOjOiiNzCO9cpQQ3rrHslbeUj89nKa3Z6MEcKoBlZIeylMGyZDcsGTfrOQWwrPZhXCmAZc2Xcq2Zas3nJhnCfjhtpn1w2jyb/bp/s9nL12jRVYltIVlXApw093XnSPIsZy8aIHhsRGC5qgiWh0dpu8a7AJZR/KRoCjiEl01Kq+6pEMBmQWFsGNVzMQJV675x9xqrz2cstmPqx+ylLzzOpsnz1r57SJ4cgTztMADhHvWRieJsBZRG/TjUM2gDbY12aes0+3T7dhuSgl0tsI3CF0aPkTAy+TjGNgdwZd2Hoh6GHXzCs+ZMs8uv+Lp99vNf9useDywffeRh9vkvfUaK77CNdg/6vtTgBj6MCXho8p4V7qIxGSbu6ZCSfcX1tv9ta220vsaajz3Ijmk2O+Gsw+34pQttT/uQe6WYg8wN9zwmb5b+ivkEm0FgNZgKUqZZi7ousxlYc6xf1gzeJDdcSdEHLOP5drCMocoNbWm9OpiS/DWAs2rG7ZjDj7bTt2+3r65aa99ZNM/+ecEh9p0199pUeZYr5Y1GQQck+v7i+3fyyPFcPIaSf9lEICJ5sL/w7gq8dpJ3rRsLmTABGMc0Ruy9GNZijIL5EYaa8Fj7/qf3h1csmB2+HjWP3HgFoNZawxgUrCTODgGPZNAFjAKWAfMAMz9fvA+jNn1aje2S3K5dtt5uHqmy5wiALV4wxQZ0xul/9vXPXa/39WgMEhCX8aeqIgjKSGNUBiIbx9CkPZhxKVdfFs6xf3rF8dY6tcGmysC3S+u8RoC/Dg8/8tP/Ib9mGEUALs4pwIrWNB5WZMwZ1Y8Bzg2pAXrYNzFC0h/6Tj85l1pkOGCvyP1skgcxPMthNGXtuHc3G5rUb/YLGjKqdpV3D9jDVXV206xW++Ks+ULAzfaNG260Y6oGbLcmpfCv7VH7OEcx2PBuxm5IAKxF8833PD2uQ0YuAD8eVOTDHB3Q0qefec/rlCyaNSfoEGPXr/Uhe5cbvEM34BwSW0my8mv0F/MYBgEGE3rDudWrs4lzPuTHWuZmrXf6iRFDF3boXRiceC5nZZfYGbWao1WV2aPO+QTQjLlFe+LdugZDv/6jfWPqa+WcRrvwrh12xEd/KApDo+TLHODDuwDLuqZC8vTdE51B87xKY9jVa1PEmLn4tefZQbN1nwKD9HrrGil3gw7nImceekcnhjXNAfrJnHfPsvqJIR/9hnNij9qH8Yv5Tn/duKs5GIYEGVzUdowqrPlK7RfIb0jzaAjDeGJR0L5OPWeKg2XYABVaQ5qjGrdXvPoSe/jhqIBSAstpiEt/lSRQkkBJAkkCT8qzfPnnP2MLRdMbEAWxAUokp3qyZPqmDxgC+CYrJcqd09kAyzp0MnjjnR3yqjlFCqpoOqTwJOBxdGVGByjKjCsLfiCWF8ByUGbDO8rv3GquAwelDIpygIug77qS6WDZSdbh5XZvBgc434yFNxpKEthNSmuvrNaAWw4clH6UbkBg29QiDRsvNwoIwJ1zC2DPoUxbaJPTd1H8mlGmdGhJP+A9KENFI0JQ7dzDkDzLeBgapSyimFbi3YAqilzwOCSvMYoBVnX6jIEB4wSHYijtSRkDLANQJxzEjRqzIoWP8hDCSYluDC2xM9HGq9T2Xmk/FyxZauNde+zuh9eYzmyBWuotoqgmDzBgWd7zBrWX8XBPFe31tkwAy+7BKQK+bqjbUn4dLOt/DpYlAMCyly5Tm/EoTWmtUZt67MMf/KTdJKDMZ8as2ar9uMjm6G8oslwPYK4WjaFHiUh+8N3v2tgsJaV79VvNTj3Cyp6xNDzNMgBdcu9d9tebt9vIjDo7Z+7+VtY8xcZFsbxv81rrrK3CkRnKh+YeIIv5tG+wLIVnb6+xFEOMP2FMQTGLscbTyQfv8xOCZY0ZH+bVnxosM5/KJfM2yeIXFQ32th+vshO+9Qsbr4WuJ6VRQCE8y6HuAWoDsESbAgxO9iw/KbCseyoqJoNllLwqeWHGNZcGZkwRuJhr909rtqc/9xj7JymGeDmum9pin91vnt31kBJtdQ4o/hwaoVRNKYY7BE7KOwftnrlt9o+HLLarVy635l29Vi7PIfIuR5nHiOBgObwpfPBIsu7pn3u1NMdoy5zZbXb5lQLLX3hisDzthONt982/Y6Lbe9attQt37ZTXtdoNAVidWEOwVlDo+VRX19hNv1lt3/z8dTYuRbjlyHl28RufZcdqLxkgpl4yAGhmAwjtgb3hQCQZbNhgCF1wNoOMAWy7vo9pzmGk9PAM/dcp0Mc+hlfRAYR77QJoDjtYlmxlNEOx9n0ALyiGNoCIgGStXLID2hO369mzYfBogxjTHrRD+yHeNl+vAERNE4wCU/LejAcYIx8U5uTZB0yNoKAnkOaMI7UPIBIhMX8cWA6jqcYRTyTbhwMlQh4wXgV4GhOI7MFzmxg7zsjAWKh+M+7sq4BR6P6NNaP2ye/cYXdet8JGW1utvlJQq7nWOrVe2nYPWk2nkhvJI8zw8hmRFxEDEkahCgCrPM2EsFRVaT4PDNtdRyyyv/2Hp9vbmsdsN3uBJh8e/hoBEgeAnFP6v27JFENCNmhxZgKUHFADujX+sGloM/J2Q6rG08EyqFyPwoMOmIuzLGQB4ILmjJeVe/pkFGVvJ1SJ547rwj2SX6s8wsNqd4Pa0q73/NXJJ5nNEwunp9u+cuPvbOaOARsTbVz4z/ezbp2rmsphjGKf1BzFcIrnO4CmALXOAgzMXEe/YE0xT5sJe0ny4wwEGGO4ca8nXna9f8oUQojCyMM1LTrfnP2QjD5+prj3GcNP8rhiVMEoJzFyJnJNI4Daz8AIa5nGme19CIMOY1Bk5Wj9yaMeczT0BWTMGPg1eHg1lwgTmja7zi79/j22/hu/lZe4QWtMe1rq05jmBPOussA40HGTjCosmR7tBVOnttmrX3u61Rw2xzbLAHGizqoePbcVinU6o7u0FjEKoAPRZijifdrHgnnGXiywjIEVhpgbmoNZ4J5lD9lgHKQnaa5jjEY3QCaw04Z0EYZCzlk+HZLFNLFFYBdwEXshTK9Xvvq19vDGEliO1V76lCRQkkBJApMl8KTA8je/+lnFLB+s7XUgLMwoD1DB8Jh5bLEOHAAeFNR0sHKqe9wPMWTueYs4H6zk3MOBySFF3DA0bCimTrUCoOogmJKoudC8uuQdcCoxhmnuSd5cPCUcGChnHOrNAFR9AixDCY+YZQ554pRcycyKqL4DoOLNCMCHpzy8GR6z7EAiFGv3RqeYawAfCkiBhu1gOVHFHGThJUFhC49EeJaxzpd7/B2ffslEdgdXOgMsh0JPDHPIKZRSjAk5jlUOUQekU6CNS1HgGqzEeDDxWruaojZ2obRjeYdmpYtQkDBw5Pai7IwTr8XBzD2pvQ26Z4rQ4ncaWuzT164zu2OtPXtek73xgiNtSIifGCmA7yiGBveEFz1VHMxQrt0rn+LAMDRg1PADH6OHmoi8w7OcY88Zu4jNZQ65l1vKz0wpMdXqzC2r1tgVX/uyrVq91o477niFBiz25Ev8yeUsAMy/+MXPrKO9x46Z+3yr6ei2npZmW/Hel1nZa55lr1y2zF6/aYttGCi3nXOa7B+OPTkCPkeG7C133mYX7u6wPskPQAt9l/kRrE8pl1ICoZFHXBpzStb4FD+KvKEjYpmfOi3RZlFaocQKPIeXD4NRUPqmtGYKuxSf3VJ89Fye6QoplFjNgohTTHTXNI5hMMLrkrwjmSGgcYz2MoeS8UfX0P4c792nn/H4tYlGuVZ0wA9/W+DyW783m9usOYCyhFLIuiJ+MDTAkdGY+5UCXvAuUfBRCqvkfUa5c0VS3pNyGZe4h6u5h7GrAnDoHrzlwyOVViNwAbDhM6p7mDd4sVlXNVMa7J/f81z77PxZdv0Pb7dj1zxidz3zZDv9vEPtxn4t9PUP2aW68MpZM20761GCuXnTJtvmYEgKP55svadD81AOcvfOEpPq9HTyASQwyet9b5C8CQ1xIKE1ixHvgHlT7cvfuMq+9JWveBsfN8HXSaKovuSdZtctM3vz8+zS3j12Xs2w9UGBRInvDU+aA5+6altxz2b7+hdvFOW3x0NADn/6Efaa559go1WAVDxIaUwxrDgTB88yxhVARVA0mR/tClsBiKDss6ah8vLHvUWEKmgEYCq4x9VtUNpvNN/YA5vFRAC0NWjz2twrZRyQpv2IGZLj5D0m2I1xGCEjRAbjnAORvF5TLOWYrsFj6RTw5JEDwLpHLIWlDJCHAIpr9ixnsIJnD0Ctd3ONs3xyDgT2Yp+7wQ4IkBsedfcsZ8BFWISeS599vybe11kcGBIIWwl6qns0MVTqWe3y7mOEmiEgfMddG+xH37ndyubMsN1lGrvfrraGafU20s97CQ7VKGi9jA0CyIMpEbuz2isvIkYl2odVb0xgmcVQMdBjPaccbqdedLIt1SI4TOBPvAPNzWQ8FliGosz6YLy6u+VNbYpzIBhEAqLulY33DJGrQvKZOiWFIbH2MaTKC4rhlfZgDMIoxD7vRjr2eWQDHT7RsD0mWLEutfURb87a5bxobq2yJq3qfg3Y0444zmz6TDW0066+93ZboIROmwbK5BUPkBvMr8QWY/654azo3aU/zFEAq4NRzWV6QayshwpM8izHuc+YZLDMdYV8DwXAH2CZazy3gIRUn/rgNOzEbMhnq7PBJLdCCIsa3q3QqVblNRjxcycDYZ07yaCDHuBx4al9DkZl0KnDoM3Auec29IXZMrD+9tqVdsXlN2gvrde4ylLhGyFbUjBqqmVZ8LVIrLOMjVXJ0AgRrldzC3LT0Kwmu/+iM+yaU+ZZ/a4eMY2CreYhGwLLeI8zFR8dAA96i856xgH/NeNbXR3x7UwDmAWwT1rEJiCUwdkFhLFortdqQ2RODBHWAftIRj0ONTzvMBnc665nsIboJ0aZv3vdJfbQQyUadpxWpU9JAiUJlCQwWQJPCixf9RWB5fkH6XCQxT3TmklSpUObAwdg5NSvLlmyG8PT6Am+dM2glD+niwGG9F+36K8TlSKs/Fy7L7CcY5Y7BZbxWE4CyzoInYKkXd8Bnw7sFikh+Fqwsnbr8IMWhjIYCpraotMlvDYhhG6BoUaB2olgmcOZtjhY1rnYK8oUNOygbkeiDQ7mAliWwsaBlpPKBPhMgLUAlsPDUJOouSjqJOkJZSLUMTw0GbiHAhKJz4ISDnBHyQ96d04OE14TqIC0TUqUx8Tx7vCOhqEBGnYxARJAAaXDk4u57II2DiVyigD9VUpU9P03fdtmPqwYy/1a7f2feJHNbWyQ52zIPdahnOHth/oJhT3GmyRDDpZTsi6PDQQkTogd4x7agteLa1H4HCzr8Aa7KdTRxjTWq2ZNsdtq6uw9gz22qX3Qvnv1NXb55Zd7pvZznv50KREtES+nhwCWf/zjHyn2vdyWHPgsZXIdsvIheSK3ddrdH3uZXXfmAqvZ3WWNSp70pQPm2pcOV+I6uUDGNzxst6y9T+DFXTGeuAi5QGcNWnMYYIIaSkx70ARR+EM515gI3GAwapXSiuIS3q8hfwYy4eOUROLTU3IxFJROYtpJTuesRCVf6oMWDK03WBuPpmGHwsx7wzsSyjJU973bC2iibcHakMeCBF96z0urmqzjrVfZQdu6bbxOshPwwTlDzDIgl2d6ewV8aXoFriUUfP17TMC3UiCPuc24DROzLLCM4uvrBIDsNGwMHmjDgCEpjZWa5PzozyXOGaOa/qjdawWC3/73Z9gWefxv+PjPraK5zobmzLLjzz7Iurbtsd+v2Gwtmu/r3/giK3vjhQ6Wxx98wH65ep3oiUIf7jENz1JbW7Ovddo6qBwJTqcndj65Bbv2DLiXe1S0lWohEwA1yY3mz58qavU37LLPXeF9fzywXFHVasdOP8eqOrut7H1/bX9z9H527GifjTbUqD8RktIqz/KGh3bZtk3t9q2vLNNeMShv0LjtkGGj//B59um/OdHmLmjxOEJnnABEtD+hoCMjDHrsl4whCiz73R7YGBjEEg0bdgxguUi/D5o58arucWXcte6aZGwqkyK9vLbR3j53P/veXQ/YLLWFmTuozas/MUGC0hrerF7tHa2auyTd8vh72qf5DpBjdmAwhBobFNIUS699tl5AOCdfZD3EOorcEAFWAohA+2T+9KfEQzkkhj0IJb4l0XQxwmCkxBOM5x1jJHOK9UdID8no3POYwfKEmOVejSs0U2eq6N07xWSapfPnlp3d9u1/u9Z61ohh0tAohoj2QHWIOTKiJHeVotcyg4KhA5hQHK7H4IendkhMiSri+gHVQHMl82If7OvrsZNOXWRvv/RCe3hrd4QY+RnEmaT5prHNyf7cGOhU8thTMhsL9ocn4tLLnYbtXtkihdlDdAi/yWBZgHriPh9GUZ0fE2KWSebFOzCKuvFD/+6QjGfWaZ5pzzxt8RLld5ihCdZu37//DjtEcda7xSrq7x5yGrvTnJ0VNREsJ0MeY+XhNQH2PCZYc+RPDpYx+ui/OgfLhKeEZ9nDrbDnwLzw2PvJYJnwpDbOFGeZwWzAaxxsH/ZGzlzWK8wuzzHwKLAc+sKIxqFNCfjWrNhqn3j/j7THK36/kkSHYQjNYDnmCZqHQHEGy2oTP49qbrGhVnR1WecpR9gHXn+mzVA/SEDIPcxx2FSw6zAMOaNNk44wLM/3QT/1p1Pg+bCjjpQ+UOvsOWThDDM3lAcTqmtPj4xz7dbZ0e4GvJHhchtQvDTrM8IdIiyBeG5mBPu3G7ckwje8+XWKWS55luPULn1KEihJoCSByRJ4UmD561dcZvPnAZaHPLkRir0nzJLSxwHNyeEKDnFxZMnUJuyAjwNbh4aDgARQUeAjDjRi8pwy6GA5g0IAaiTocBcfhwkgC4DqHDNt8HouBw1xwv7crGwVKOGJelXIhk3sNGBZ1lr33obSH9Sw1F4SlXjCLKiJkXQEZa9P3pYA++EdjfhpvAzhGXBKOPFPSbnhvvAsSzHkRHJlIif4CkBVBMuhCAZYhlYXCItuIjss07V6V4DlyAYLTS3iwMLwoBxCokAG+ERBQsljTHKMtccxSZnMCZA8wZfuD89U8oQnbz8Ur6t/dKdd86MV1qB0tVXq94c+/EKNDZmoUVSLChwedjLcopAimH5Z84lFhQGAN8tjlj2+LFPjZcAQcHcadgGgymiga9iKyysAACAASURBVKFhN8h1Xq12jQnY3Dl3ur0SZW5EblkZK2zmDBtfqazWxy+14xYtsmNOPlnei0GBVc2lKS227sG19uvrf22Hz32GNdQ0O+uhSzGiS//5uXbJwdNsenunfaJuun3tVFEO+6XsbNquOTNkKzc+YO2Ki4YxjSeGODZnHnjClEfHLLsBBuU3gWVoerAEWmS5z8q501I9vhDdJKh8k2nYGGkEMCT/Ci2AQry3BjBn4nYPihS+gtKKp21SzHIkFvOsw1DA3RUec97BMoob61Fra0Fjjb1aoQO/u/0hO/6aZTayZ1CeTDL4xhwaUmxx1RPRsIcFJqonxyxXKPbYwbKekZXGSTHLAhflAqjM9xyzzLXcR1tHBQo2L5xvjX3dio3dI4+eKLIDMjoosRRx4fUCv8T/VfUN2i0ffKWVve6FoEL7yW9/Jy9hpQ0x7QQIh0dq7NQzztQ9keF1Xx+YCAMCNVs3P2w7tm3UPVIiNa/mz59mX7jia08qZrm6vNmWLHym7ZSF5O8uPtOec/5iebW7beV9m9wrdNsDu61Z9NV7//teZWrvkIxrPRM3FpUzL1piNUccYE+b1mQtoodmoJljNAv0UO1RgGHCVHz9OmCdHLMcnuWiRy7TsBs0BzFGsBbrOvrt8zNm2pWLj9JmImF27vawg7L5c+2Ge26zBo1DO1lwNTY5JwJJhXq0Bkiglamp7DdFIPJENOy8tz0WDRuWT9CPnyhmOZIXRoIv9q5MISURIYa18QSWu6kGoHmDMYGu49HGOw6gHtcCxCiHUaBC59Y7/vUntntju7XIUIBBqEqZ2knzpgHSutf8himRMsLnuH3mM3GhAGSn1zpbBBAaQInFWzbUby94xal27gVH285dg/IIJ4DDWUGWY/WB5Gzu3dV9nsgseZbdkCDQ5gm+PCGgzjaAsLa9Vp0FAB6MaewXGDPdAIdRdC+w7OeH3tUMWHbbHxnRw9jl4UEwnjAg6znjmifPWiyPMkC5s8O+fddyO0qMsd3aiyp1HXInGVvkSgjPsocBYCTXd36+wXpJ+4wzhshVglEl5eTwJGWEGTm7I85aaMQe8sS61Z8wDE0wCghR+t6Z4uo9tMcTfCXDV6IXsB5gMmT9AUaTz1E3NiQw78y0MNBzlnborILKzTrz/Od6Fowrzv5CTggPn8HLnw068spqj91PnuUvfPEG++11K3W2NUq+2r8S02FMBkD3/MKogckAA4E9S+wZ7DvlkheMBPQcaR3aoyrsbe99jowK9U75zkZ65FmpjnI2kvky5/tgL8djjQw6ddZf8Dydbw068J/gs3PHLlu98l7buaND+kC5TdecxBjNKYEuQrgIfUDG6EWwSt7wj6+3jRtLnuUnkm3p9yUJlCTwlymBJwWWv/CZ/7B5+4mG7Z7lAKwcJBzaUY4nXE5d8pgBRtERs9XcPVsoAjo9cgxwK1mJtUHzOyy8gMIaAdSIWY7kGsWYqIhV49DHkoxiQPkI9+bK4szfkVQraNgoHO5V2yvZGOVK8BS3iYaGMsiny73cPDGD+4hfgvZFn7DwAi6zpzZTujiYC2DZE23gFeSemETklmppiedyIAYlnJg99Kt9gGUsx9DoMg0Rr4knN4lMxpzNntSFtqRszQ6WKSsDrdnpZWTQRi7h1cmlIgBQkdwoKL/9ssznbNgZLHPNNB3MW+RZeO7XbrWjf3S7VU2pF3jptYs+/BJ7+iEzrEPJfqaIGpgTthADSekowhAFCwTulEFb7STDdLc0lADLe8csK3Yxl79Q33rlhaqVi32O+vBpKW+fFiVwvFeaInS+KVMlRP2h9+7S1NguWGAnKgHd4U97mv3yl9fa1ocfttlzZ9v8OQvslluXWWvNgXbIvCVSxlXeR97j8195ol182iL7TGOrfWmJ6NeamOP3rbPjN66zdyoL7rzxfhunfJSPWdCDnWq+N1iWbPEi+TiSbCmVMgmwLOXjDwDLXqakU4n0HCxHfFzOhk0cOd3Fy4exJPIBJA/evsCygBWKrXsN1Dcfa60/5mljtbK47hywDRqbX153nz30g2XWpgk1UFYrj5lKbTE38QqTiOuJwPKfMmZZYNntW/jxtM6r5OEbkxxQYoeVSbYGN4oACQrtSFmN0+pvPeNwK7vm4xJUt737zrvtovEu68PQAFgellHk1NM9dr2vv0uAKWKtUZKDalipvaOJf/n3Dz240jasW6d+l7ln+bNfElj+7JX+u8fzLFdWNNvxC55hvWrbtNkz7RUvXiK7y6Bdftn1NqKkY/1qe6XkWq/EZNUq1cZe065sQS970VH24hct9URwO3cNTPIq/qnAcpe8gftL0e/Wu1Gsr61uskspn7Z9o7132yY7r6fL1ouG/bITT9DaqrJf3608AF39UugrCgmgAKTsORPB8oDWL1nrcyjI48csPxZYjkRclJeilN9jg+UwAPD7xwLLACWMQw6WMdABwLQ28c4PaCFRdmuPdqFq2E3tvUpYtMNuvHeXdSgufscPb7ahXvVZabsBwBXyJIfvD3APWCa0I1CQx+1r3QGWodmGZxmwnD3LnDnaJwT2quc32yc+8HydcVWifA+6kde9gXuBZXJxRDbiCWCZs4GyS+o2FFw93upEQyGbdJVoup3qE2djl3JgyKEYnlE9O2jYRQYR8oKu34ghO4W49OkM4mLOMrc56zllSoZXqX3n1DPO1sNq7Qu/vt6OkEd5mEzlJP3SszFwcg7lBFok7yLpVcTMh1cWIzNez3wNrIBayi6lxJ5Bc05smnBqOyOL3BpwGzy3ANd4zHKwKDBUwLRwsOzhEjlUAGN7hMbkRJjOpvK9M+jKzmhKBm7OYgyNEcYV2dJ37dLZKkNCdS1G0NBX/Cwl/weeZTzzyfuc84rg3a/Umu2d3Wz/78qbrem6u2SYqRfwJaEbcxQqfug1AZbpJ8ZHzXOxZ9yO6LRsSmFJ/sNiPMk496+XPkvvq3TAz97vcz3FLIfDgP0/xWanpJDIC33mZBkFm5oabOuWh619+zY3Jubkh2Rxr21oU9LCuTqjyLEyZHcsu0XU7A5lQK8NT7TPJYy5MJ9ysrM/Xxq2MwuTDpX/7V+UPiUJlCRQksCfSAJ77y3u4NGfifuP70P6go/TWh+rdNQ3vvxZ23+BwPKoYpbJfJq8ow6WoaBSdxTAJKt5g8CnvyxRJDmsoAEBngAhEzN9BvikxiVxrAG4x6TEEgcKjTI8ZNrg8WISJwxYxoO6F1j2kjLQqnKcsD83ZfFMWUZJUAXAzzFwAAWUkCYpVkVPeIBlp0PhqXDPMol7wnvn8ccT2uJebiklnmwsxVxzeO7eLc94WzF2FIMAFmuAgceliZZL8jM3NKCMebKxqP3JAes1q0k2hqKKgqG2hLUZa314oyMGOOpS5gyZxNCOuKdWQsdLqz9Y1Vvbip4CnsFhD5U8SkeJniePwwyNY7dM62/99u1W/tP7RBPTPdL4e9ua7P9dfIodsGCGlNK4nvSvu5QNe7YyGXfrYH5IMcAV8li+QYliDpaeecXDG61HYKh/YrIxDCMCgGFoiHGs0Th/Q1mNF4geeulhqu/ZLFCTrPYROMwgYLpPVLODDrFDxLHtFs1sizLVNlUfZN1DWMNVqiOOVTt2/gvkK1LSLtVe3jq9wbZddIrZzWvNzj3Jyt75IjQn++/77rARgf8KEkN5W8JD7Am+pIhFLpTkWSaeuqDA4x2IcmTZgAGlFPpoKHNJGaG8F2tATxmUu5qspDlWHsXJE/YAlkOj8iRx/LM+0fA8kQ2GBs+aG4aniFkmM3GisGv+QOf1+FZkpE+nrpklBauvf9A2SQG9ePlua/yFYhF7Oq0O+q7AEcaomkqBgBCXQB1JY/A/SPnTzyiAfFAGy4lR1L9HoVCT6Tpu0TPkOfcM2ogJA00oje5RSeM3AnVb7+FH+olix1qmJJWDZb0HkmU1Cb/wfOmaeE9AaVoxooReXFymdXPvp95gZc8/w8bXrLU716y0HZp3FZLT8LiStp19urw18uouv1Vxd5t0d6Ub7aBhUrN3ZLROZXGOsrlzZzoV+8brr7eOjh7tadPtiq9+w754xVe8z48PllvsWIHlcRkMBwZjf6ibQ5okjfXuboEwMRTkrRwXiB/SuunXGL/sTU+3Cy44QoybPgcZXv9VSjxxyeH5F9giTjJl+SdedUi0yZxpGKYH9FoUeMAIsnQgQjbsxAwhnnGXFODnKcHUF3bvsNOUHX4xQLlvwFasWG7D6n+nvKkjZA3XXP6gWBrv7Ngl4JjKlQnYM7/DsyxKe6KvAva6BSgYYk/qCFBKMcuZguseL/UTkJYTfGHo9NJRyaPJXkZZPK8lnLx2GA6waTT5Wouzg7h9LwWof2evYqUOD/ZirmE1Acq833pvm8bxa83T7HNz59on27fZFHnwD+sZsE9es8JuljvzyJvut90yCHQARmU4alS8J5MTGY4pqR1x+rncD97AikIoArIImWSPIfORuUld73EQrS9bZR/e3WtHXHyqvek5R9qoQC7Ju/IZFOWvYAVE4iv2bOizHj+fmVUpXwHjLCKM9avjFzYr2ZaA+KWje+zczi5R5vUuya9PRg6SrQVYjnrXnuSNswBDtfZSqPkZBPmeokVVp1jnSmo3a0DP3/9wEgtY2Yyp9lqV17vo4c3Keq3wG39ukZ5cyDatezAWEz4Eo8ZlJxniAfbSjr5PRLZpDydgjupLDxXQWYTxmr2J88mzOQsguuHcr4mEdtnAzTwLz/KEmGXqz+s/ztZcAo13sS9WkNla/2X2Q9QbhjUVhtuYxzkMQKFT0kE8r4HHXQPEIweHg2X10xNoaS06rVmNGdS7h7SnXHbnRlvzqZ9bs8ZnkKSFbqgpsgswpjweDXuYeySjMQlk1oKp9rYP/pWNEiZBqBdnj8ac7PyV2jdqfP9nfhbp5iwPGA17ZBQ4+XTAcqOtW3WPPfzgGpGulGck0/WZbzrHZ86cakcce4J7wfd0dNqdy25yGntmi8DSa9Saz+vVazFrjF71utfbQ5oPfErZsF0MpU9JAiUJlCRQkMCTA8tX5phlwHJ4KaESh2e5SM3dF1jGKtosS2alDvt+AZhOlV2ZOaNRCgkxuRXytvQ5QAFAefxsz5DO8xpt8HEwo+x2FEpnhPeCTJAcnrzbDz+nPkfiGU/y6Em1iBOOeDE//DyLLJ6JDGyC2hrlLCL+CdpqxAnnZGNxqFL3N2f+5EDyZGNuwQ8LNQdaKK+AAChnWLbj5xyzR2I0b4s+gyT48vIvkUk8FIVImAXgcmWRBF/69yRrc0rqwvvce453N5XU8raoz0OSB1Z0AEjURaXGb07YkuTiycYilg2Fp0P9niajQY+8cx+6/HfWee0Kq1RCHOlV1rWr2176unPs9LOPVFujljLJb4baBaRnNNgLjlPiIynRzmFWJmPbulHJje60rfLgDGBoSHQ9VJv2DkqTRS3TRmks726bbTccpnregIXAw4E43aKc3DOgUMCy6Izjx4uaffddZsceaXbOxXbyd++wYWWs7enrVd3eLba75xHbr+VwyWyOZK/xF/rdrWRLrZpTFXv67fYPvdRefcYie/3WR2ztYJW1OPjEWBJGHDy6ueSNg+WkmIVSGAYZkrV4mRd96UnMKPPiScEiwZnT6R0s4wyPeqcQ9OQQ93kSlLoIV/AqnV46KsCAG1w0JhgximA5Evi4UckziYcxCpqjJ/iiBJgeXC5la1zGiI1q9zc/9lPbubnTelRkuRUXDzGd6gPlbmB01AjUou7RFhJ8AXxZp3xGRFHmA1AAwTpYztTCBGJJ3uVJwRzs89xgVeBRCXiV78GLHPTEEYEN9yvx3NQWwBfZhD0Zk34XoCXiar1Ejn4e0yJo6Oq02z7/j1b21+cqbvlBu2X1SutSLbRqUenrVfrq6PPO9TJjK+4ALEvhK1MSI4EEp2FqrrXLozttZqudduaZvucs//0yXbfRFh4wK4HlJ86GXVXeYofvd4GvASi4bgrRvxEAuQGoK01cd19nv1gx9Xbu84+3M846TDIi1pv5olhUeVhJZleltiL77Tv63SgIGOXTR31ahQnEmoGJM6iftW84KyWsMQBl095bm/IHsD9u17x8+dNOtH/Y8KC9dNcOW1bWYAfK602IBvVzMdvlhHyt8sbjgfaEfPqe9ehzmThJZ9Gk5F1QwPVcB8upUkExwVcAE9/bUoKvyOGgvRlapxudYi77GqBGrBT2MPToGu3DeN49GzEbJmA5xfK6cYU4U+2hhGtQW3bUrwlKsJ83ur5N4PiEBQda2WFH2fg9SkgoQ+6FP7zeln/zdpuqXAdjhFf4mRJZ0GEr8B7sShh2qjHkwDTR92SEd2+grwHaDxCUIUNzNXuWqbMMWPa0iOqT/IvqW4W9+Y1Ps8OXHKD9esgTUkVyxWTM9JjlSM7mFGo9Hg9hMWY5DMMOltVPYv9PP04MGNU6fuWKW+0tO3faNmWt//l4vf11t+JQ3YA8kYYN1TjWIZm3KR3ljCf9TFtoBzJuEnvniIMElOct8kZcfN/t9p6dW+1BEvWpO5Fvg3jtoL/H/NNzxPLg/Kih/JzAJgcae1ORhp0MeZSXmkjD3ivBF4aDDmShfk6KvU9Jttworv8cyDlYTp5lT94VtaKLYFmGRhKZpTJpGLP5RIIvSnpxdgKWSfCVKmNgtODdydjgsfcyFhXAcopZrve4Zq0H9kWd+13Km/E1ZbNfe8MDYlrVumGxCJaL4SfU33Zyndox7NmwMSSm6gL6mTVQrTCQZRedbVf+3VI7aOMuq1TeBeZEoQSafoCG7UcfCUtzorp01uPpPnbp6Wpzkz20boVt1lrv0/gRn88+50nxKG0oxsTMmbPs0KOW+l63btV9tm3zBq2lSKo6ESzTYEK3WPuvef3r/uyyYU/07DA/+0XZw6lT+pQkUJJASQJ/Cgmgj7CnTEwaTPlk/vxRnuXIhh0JvqDRcixksOzJaNDjABfELJN8A6AA+CQZlpSWQSkvy5bfbQctWmgzps6xHbseEWgecGryzGlz3dsIlfjue+63dimbhyxaYIsO3C+S9SSPatBLAX2iRhGHJg53jcp/DMsTwwET2bDjsEFBDspsZKDm/EHJxAMe7Y2TDdr43tmweYdTujh4vYyVSl0JLOdMwO5ZdsAXioKDZT3OKWYoYt4WPAwBGrzGKV5ur7McCuW+E3xNoGE7NSvRsFPtXQdmZKL1mGUAkzxBJH2aAJYpxcHBmWnYtMtrBTMmexkRKKnFx5NJAWrV/qGmejvj9h0259L/tDaPlR4SxVqKyJH721suOdsWzlLsshShKimNO/vK7NkHSPlav8vKPvt9yUfa8hkCvucfZvd3brVdaiOy8TJWGgHPJi1DQ43aWyflq0tuxnNOOlOojDcEUPNBcS0t2lb4JIV6fNEhpokhSu4PbVwUy5NOu8RGlFV5WDG1PNMz4o6p9Mm4lEaeI2W3ErlBjdW7bz/+ACv70Qfsunt+b5UCUFUYcVIW31w6isRnQaePhELFOssT4kfdO8J8ilh497SlUASSrgGIXJnTGvAEdupPpglGRvioswwoABRmGnYhoytjwlg/Bg3by25JtsNyMTWIAUDyuFUP7rCXbhmzE+5cZT03PWAK2ZPiFsllypX5lw8gD29trRSqgB//P9GwNbzMYdrj3ucC1VXx0/La5LhQACiGmfr+Hrvlq++2svNPs/GND9nK9fd5zdJ1WlAXTJtvgwv2lzJfY6tUSmrn1i2u1FLWLOiwIe867UMnnHyGmAE1dr9KiT28Yb0deOAc0bC/+qRo2MQsL17wTLVZdZYpYaX/oPKiukGr3KGSOy/5m2M1H+tt0cGzFFs/y9qV7I21Vy1D0sq6Orv4gMPs54+ssc3LblOd2yo79ODDpQB22fbtWkOaB9OmTdd+VW9tU1RffP3DtnnLbsmj2paecJT2R5TzCCXZLJrwvAYZErU3DsFckNdpVp32XxmHRjTXB9XfcRmX2Ks9lh7vcvLawQ/2bNgCLx5ykko8PTpmmcRzZFQmc34CInjkUnhAZLifWDoq721kpU45ETQAT750VJGGjVcbBgz/Ef/vySF9Xw0atr6xbQpsf+7xmg+fvcaWXvY962hptLqdXVYhgONzyikOKWZU/a8gizFrAICsveqPoWET10y26dHuflsxb4796z+eZ+cvbLYe+N++1+Y8A3E2uJedfBZ40BP7YxINmz1R3mjq/3oiM7XtNLL1D/bbxrtutW2yzK3WvHnZEjEqHlpj921cb3u0YY1Sem1CIsfIhi35aQ/P2bBhBYDPZwggHnPwYmXAn+9l9N604k57/e5tAuE1NiwjIuEQjXhutcc6+4F9pxCPLMMGCSE5UzxhHoYGDNqJ4ZTmAOMS2bDDMJGzYXu2bvU/DI0KwfH47eRZ9uoURWN7GASDUcb5HeyCqOXepNAegK/P47S/Rnmk2F8pQxn1pMPAXpijPv8ifpsjJIw+ceZNDHOhJnmHJ6GTYcrBcuQqYV3/+Ju/tZ//1/3y4ld7MkSvAIBn2T3xzMRgx2QzIXT9AM/AfJLHOSK2yv5eu/MFp9mXX7bU5m1uVz4QBS/xLAnMDePqT50MErQflhM6RBsVFNzkwdBpbsjY19zSZKtW3GMPrl3nSROb6FM6KDs6Iht2mfaoY088xWbO1h60e5fdevNNakKcSdD1obUTEuYhEbKlYjx401tfb5v+zBJ8ccZGGFK5QioetjPOOMMTemaKJH+XPiUJlCRQksAfI4G8t/SpCgSGuEqdrYNyLl144YV21VVXOYgOw23Cck+Ghn3F5z9t8+Ydoo2c0lGRuTVigCl3EzFRbt1OtYLd4YSyIEA1MNhlu/fstv0XHmoPrV0lT26rwuU6dYDUuhepr6vPlhx7mBSzTnmQB2yurN/rVt5jU6c3qgPESNcqRqfdZs2eogNEyYDaWqWEKB6wfacdsP8cgY5GBw0c4E8MlkPZKoLlVH9Vjc+lo3I2bIAXnpS+BJbdK6g+cVhHNuwoTYJlm/5Dqw0FLbw4KAp8AixHNmyv+ax7imA5Mori0PBYIqdhh6Gh1xOfZc9yJPgKsBzAjOso1VUrRSd7GyN5177AstRjFIcJHvcMlnE8QpvDq03s8bE1rXbWys129kC3/VDe4abLfmG7Veri1e+60A48do7tp34PinK4VVe/QHVkj7vsp2oDtTGUeVYCWnvVG+1uhRp3qR5uH7HnxI5lpQqw7DHWAsyaiG+fPseuP0zZqdHqwg0/GSjDVyclMBlS5Ckb/8mPrey5z43Jtbvdzn3Fh6z9jgcF8pUNWcAeQSIXL/Pisnf/acTnSrHYI/mP/P3ZdvWZB9iuHX1SGvAGxiv3DZaD8pfjKAvJlvYJlnkJ8yNKYTmNGa8a3pEnBZbDSJOVOfcse6bivWOWiWvWs6HsKphwiryHu0TbPPtXa23Wp6+z2QJNVZo4YzKmkMEXdau8UDMZ75UUwlQX1OM1lbU6KKhhsc/JjYjh5IMyOA5Vu4ossCErvCeVDmq5Isro4EehZApeVOQwojGoFC3ZkyDhrdM9KKF+DXfh5da1kRSMDSnaWwDLDqilJOv+Zo31zT/+iJU97Tj7gCjUJ9aO2XkHHgrPU0/SNdrkygDL9y233Tu2iqIqAOCGM7KlKyxiZ5+y2rY6WIb2ePvvf6fx32ULF86yz1/+Vbvs80/sWSZmecn+z1RG3GGXIXAZUMbaJ9HajFkz7M3vOMvmHjhLWGfQelUjGj8kyn+1Fu8qUWVedvjx9q7vf8fOnbO/rdv8kM2eOtU2bNwkY1yrb8rtu3fLFrTA5s5qVZmj++yEU8+yZTfdavNV6qtDyZiam1tsXDHczzlUCZr6dtovN26wcmW6XqeyW21T65VXQowKvatXRjMUdS/jlvaKThJLefKkALWFOssFsCwAIWpvMWY5geX0nAjVeZJgWWDkj6+zHNsATCCSQHlCRt9XI/cDCb5gjKycPtUuXtljx17yH1bdWuse6jElM6N+bqWAcTbAUB+ZGViewDKe5okxyzE3lYxuQszyWKo1zlwU7ndDxrCyGlMiaLC7z44+aX9b8rKz7MDWBptZozXEDqF5sDdYzkn4oiRc7kMxkWN4FWV81PbcIFDbrZaec/ypsk6qtNvDa+3Wh9Zandr39pZZdm1Tkz244QHboooAXqc8Ufrdq+hgWZ5lkiuyPSRjWq0MKT+dO8M+erASvWkcX3D3CvtI93bbpgDoKjUYQMjaCw8/htZkpCskCaRKQGRe9uzmBbAcRoHCvq6zim26wmudi3W0l2c5e08xXnsSMD0HlhcAMOc84SwlZCgMvWHKo3oFpfdgfwHmgZ8YGxqISfczm/OXqYGxIVGY8XyTHZ7ycho8KOB4XLk31y32frq+EEZP9ohIhBnlzWggLI9KsVe+/P1b7b5r71O7qnVOZuYX7SMsgX1P4USaF64DqT2wbqrZ41JM8BjVBSTjbjFMFr71AnvfEdNssxLBkTU9gHeEIOQEX66YoQ+ozW0K5UIUHvssWZ0ksNiisohrlbzrQSW1HNK+PEVrGro5yU/JFA4rTtqCzZEB8SAZSYZE/77rthttRKiYhHnO0vOqCqEADkpGrOtXvX7fpaPIBVElo83eXha/+X/5E6EBGBIq7IEHHrCzzz7bbrjhBumEqmaB3lQCy//LI1B6fEkC//clkD3LgOVrrrnGfvCDH9gtt9zi3mb0Mv7weVI07Cs//xmB5UU6EARe5Q1mmx2Uod5rZSaKFA/jIGuUR8fzZXsSjwq7XtlrWxX3eqLqlD60+kGPrTr8qIW27MYb7fiTT7IHV2+2gxftp2cPS1kbsAMOPMi+/fVv2ZnnnWl33narDsE6O+jQQ7VZrrJTTj1FiuE60Zw77bRTTrU771huC/ffX5tplehEEcPlmWYTpTriSyMxCcoXnmWn8cGz8jhhFBcdWh6HmFTCYwAAIABJREFUFMnG3LPstT2xairuVllzIytlin8CLKdsxx7rSvx0slpzjXsY9ko25vWQFXdITBfCGyTrbbKqO+1Kf3IpC5SGSPqRMnPnsiheNkPladQWL5HrsWIpZlnXu3HCPctBgfTMoHq4ZzdNtDov86GfMXh4PUm9GKAcyVgkFzxCUrApUVWtWo11CtT6wCf+y5Zft8pmHjDDulvr7eWvPFXelFbbJGXjfV+83oZuWmWVTaKoSSkYlaxWvvx0++/zD7YWZapuJ4ELCW/wbqEUUBPXqcSAOeXvErvgDdPm2M0kHkLLG9akEojxIqXEL7fvsK/fu9pefuBCtXXIvqUET109/VYuyuO4jCl7unrtXf/2Szv6pjVWpWLC41DBNZajAmpe0zeBZaz+pgRMg4O9Nv8lp9nHXrjYtilDNMqRJ0eTHPCgjFNSK2UiZljIfk0mdD7MD+TtZV7kAYjSUbqP0mjy7ibHspfmoPYl9T6ivE2KDYUhkGipUeaFRRhlznpFG2QOeNyd/iYbt2fDdtlF7Drv5r28v0Fr8O/66mxctbA3TG+29j3SGB/ZbYu/eaPHmkPLBiQPS+n3GHjPQI0zRPkFqL2KRxQQgFSdNogiGmB5VMCbT2StZu1AUyFfAAAkFDcSIiHbnD14TM8F+NYQf8wSSGCZGF6v+sNzBVqQMwly+IaYZWKdAc8Acp5FaRbaooF0UDus59bvUBmpf3qx4s1f4d6c8fXrFHOpTL4CmNbZbj+9/U4779TTRFCotRV332Lbt21RfVF5XHKyP82lMWXMPnTxYpuuDNG7dm63u26/xUNIFsxTNuwrv2Gf+8ITJ/iqKm+0w2eJ7q19akzePtZ8p7KsX3jRCXbWM46SQllv02Zojg0Erda9WYwpDAIZ8zoE7M/b3mVv+NWv7Blnni2lute6d3cq4VKbGMR7JGN53hpmqMZvpx139CF22/J7tD+eqcz0P7FZijEdEkDcsnGNHX7E8bZcBsYjFPJwwJQ2u/GWm+yEE0/WHOqxcd170KIDNG8HnUnj2YgdLAcY2FemYS/1BlDy+vbKtQB91RXU2IMYu+xZ1rB4WarJpaOIB8UAFkACo1OxdFQKiZGnm9AFEny5sVDXDGsCFspfubEw0ZPxAuud/ameNDGZ1JF1Y6zWQL3aN03nxBFHHW3jt2y2k173CRuUl86LzGOAkSGjSonWsgHGDWe+pzKv2PUx7nJNlEJjvygm+ArFAG8gYDvq58ZCGVM5OogajyjO/R/f8HQ7r61O667fwXuhqsAECjNrm+R/hD3guQ07Kkms6HcYUt3jSvmrFNoBuP3E1Bn2IyoBaA598/pf2TEyWj6iGvHnn3GqDCXb7d7Va+xBhSmNyYhLcr9gDqRM0uwp6qzT1CWjExcqMd6h2juVWOOLOisXaP4Na0+vpqa6+oeh1+colHkHywKsu0dlqI5Eg5wpsJW82oNAGdd4Ai33oBfDjMKzTKgAi11nis6TQTG+6Oe4+q/wbmfpcP7B9HKwjLGvUGc59pXdu2SsUQJOT4QJK8DDXFK5R8CRZEZeBi+7x//wLLPO9B+hDG5o1P8Bjme2BavGc6eQMVufHBrgNGdKUHkYVzIiY3jGO+5x11Elgn35g99aZj23rPYzk73SadgTMqKzj0LXZ50xqgNeOoqcBLAyGHFkWWE9A332wnc9x15yygG2eVuvyg2KrZZsw175ItOw2StJ4KazHpZeNlBieDnupDOkrzTZhrUrbNOGddbvNOxUaxuWB6w3MoWrfVPaZtiRx5zk82PFnTfrdx2Sa2VUFtFYEbOMQN0YIvG86pJL/ixp2Nn7s2rVKnuuDOWrV68ugeTYpkqfkgRKEvgTS+Dqq6+2T/3bp+zmm27+4zzL36TO8gLRsJVhsUaHEtQ8Lx2lA69Aa9bOC+0aGiuKDYpAb6/i8nZusx3bN9vsBYfYcG+nA7Pp+82yHbKcz9hPHr6de2zh/Db30u6U8lHfOM02/n/snQeAnlWV/s9kZjIzmZIpqZAeEhKSAKFDpIso1S6uiKCrKCAq1tV1d10X165AAOlNAV17AXTpvQQICQmdBNLrpEyfJPN/fufc+82XEAMq6/p353OzJDPf937ve9/73nuec57zPAtftHGibLetX6rNstv2n3GU/eqnN9jocWNtd4lXXHTBTC+VQ9da8vLTNnzYSH1Xp/cAkzUuRXEYcKGqW7mbMwdAhTYbQkuxeUaPddgfBVhWT65AW/QsB50s02FzZZleOqeNZ9VRVU9DDTuCCXBZr9iYjquvZ/NmI3aAyrmkrHqdApDwLVZ1UEFKjcTRHEBxbtDo9Hcy5rwILlEqrUfgy0FLBCAIgFFJJAJxypx+Bx3Pc99+LomGrZ+HEEwoc+OLyWcIqsO3NSqwiPOsl1ozSQXFwPaiaKDXff/3tvzeFwTE+tkTu46xjxw40jqfWWuPz3pO7aEaP103PamcU+cGWfScpt4sid6UL1tv1Y0K7FJVHmsxKuHhySpAyFyQQu2/Thlvd0gkrJ8kXH8xZ6HEY8rsZ4MabJFYBZ+Yv8C6pX5TDoVdUVuHemoJpAeqJ7VU9/aK2ga76j9usukPzrWSplrNUXqwGA/GnrR8aIQh2lOhntI1Sqy8+UNvsDftOkJVG40F4kR6N2PnPtwOUMFlEuPx/sJkc0ZvsQI1etqU2PaxQqEcGxyvABMUagDWSEgJMBG9g7lnGYue6K135VoFhQPFEKCa4EAYr1CdaI0qJh7w6Viu6Mpc5TckRpLf6UCB7h8v2WiX/eA+G/H0Ytssym4/VeqrRSPZUqqKEV7HfrQQJYpnMYAwABUgUK6KaEBYAtIQ+IruZIB6PC/xmSRk5j3LUFsj+GQsAR+cV1RYAlRHz3K86HOmOg2NOp+Lvwv+NJ9SsE4PdaUHmnyTnk+tF1u620XVlzUUxtUa/3lfOMlKvvI+omt9SkdYtlJ/1xv176tVWR2j+7bPsUdLIEmBoALCbgEUkhLYBvGiKlFTXe3065VSkJ39yEMuENglquOokY121bU/tEuvvNLfu2OBr3o79YSP2H34nT+wwIappP+mE3azSVNH2CgBqJWr2gtigd6Xq+/gGlHJp/rXXwvBenkwv7hhqVU3NAnMV9uqRatt+NiR1iEBti2a2zV1Os7SJbbPnpNt1uNP2EEC1TfffItXVJ547FFdY6lNFnV7njKep0jobMXxx9pP5UHesr7VTv7AP9jPf3yD7T51NwGB7ljrEsDh2qB1Mr9Ya1jvsOXhznhVkbHXXGat8LaJlHCMXvqtlYbxtUUbwoNYQDhrUKpU8d5te5adzeLrH9ZRrH9he+b99h7o8ykSl+wlfnLePw9IYs1ukAI/lc1Y76gqSklY8+7whuFmn77W9n5hmXyTASQhNMdcLKb2Mw+5CBTfAS9cdQ9Ccon+78k19Sj771PfPhoMqBgjhMeLmbRWSHnSPiPtVNFoB4sW3KLz41l1AJaSpN62kW15SBy4nzRWfsmmT8ehB9iFzHjG9AcaNgk7rIQY7QaJlH1SrUr37zHZzpKQ3QXDh9tvZ8+z40aPsJLpe1ndE4/b/QsX2NNKag3y7451ncoyiU7Gu0lc/d3F5CoZMwHPIjtZjIuzNfcXi+lVp2Ql6y+gMCrL+lkSe/SKK2BeGhe8sjViWA3G3soa4IldwLKe5/BzTxRmErskabV0bMzijpyfg2WxirROZd2OUMxmDkSCkG9cr/eEUnPsD+xLvMeT1bmdANcIqMaAZZg77rMM4I9kJMAPkBsMMu471WfsnmiFCWcJp2FvZZGVrCbTHHWwrGO1dZTYVd/+tT0xf5nWb61JCBt68jHmCglAetr7o4yNr7mODQMBZgP/8NVT+gltUqs/9sQp9u5T3qB9fIvHAwD1sPkK73Ls57L4KGMfsVTow3jhQcn+vcWMqROLasFzc23Riy8ILPdLPcs5oRqeyiVah2u0L+6+1ww//vzZD1qzmHh4zCNkxnsQFSSpGb7oZh8ELG9H4IvKMhWX/PprV3NDG6GfAZaPPfZYmzt3rpLGeE33VZYLN6XvL30j0DcCf/YIZIFr1rkbbrzBLrrooj8fLF93xQU2etSu2hzavbrFywMelTihDrP5EHih7hpq2LHRIkDV1DjQFi1dqORqjTaNda6QvLMCxKfl97nr1Om2dPFKmyQ6JHYgy2X3seukaaJdL9UxZf/TtsZpdWMm7G5Pzb5fx26wEWMn2AN33GnjJ04QtXKorVzyjA0fvLM2yA7pooRHKHuUi3fhdRy7lm+8ZLODEhf9TxvVswxdM2yVImMePctRkXH1blETQ+ArAVTAsn6fhVQAWbmyHBnp6G3F4imy8700bARGYuzotcbTN1V+dIKcL/8OcBPBbNCws5hUWGngIZqpWUHDLgLu+CzrHLbqWYaSpoCz19s1hM+CEi5KdaI7IjoTIDGCW/+3LgDlzBXLNtgXLrjXNksUaYDGZIP3klcoscHoBh2Xai4X3FFXZYf884n2/pEDrU3ibXX1GjsCayrLqroWrKN4r8auS+M8nGozauw62jKpi9eoYlKthnF8YBcJdCAeQ5BFLItXdrcCqCqB2mrRwefWC8SMksjPmd+yve94wkoFYjox4YUm69TLNH4KbPpLyGqTfHtrxg22f/nMiS6SlKlwVMRQmfUKu49D0Pmo3hAVZ89b6GsR8AVTgaSRV3iI2fS1fh+zoisJIwVqjJLPKZ4Tqkmad1UaO3qWPamUgrkI+FIwl8TRIhjO/en9pKFWad+/8Da75xezrWZIo9qy8T9GyVoqzAIBri4NHR0AhLiM/g5oddkswDKVZa/mBgDpUr93udOwE+1a95EgKmjYEYxDze4vz+So1iWau74nRMESDdsp1QmUEzTqOFSNPYLU/yOZUqqgsr88b3sEIDjDLvUA9ugetWuil2ihWj1+pK09aLxNvOVRe/Z4sQ2kXVBy/MEeSe+66AU7QHSW9yxcZuNqNPb6fKvmcVfJANtPQWS5C9jE8/XHXq0b19vyZQtt0YKXneKbfZYvuPDVK8u77TrJbrzhMvuYxr3zJw/bJz59tBgyQ6OKq+cBcFyoVGmuQ+PMYNnvqeZQm2iTA0RnX7pmg7cibFB7SeMIrV1rV3iwXSv9huaVKxwsP/ToY/bGo4+RovV8Gzt2jN171+2209BB1qi1bn1nm92jRMF7950hps08+UevsTe+5Sh7+N67bZIqyy1KMLrafqL/Zt0EgJ2vLxpvB8v6OwDLbeZ0K9sEYBugwTLnmJd6Jni5GjZg1JM4AOr4d+5Z5veRAMMOTvMv9enm5BDrCUk/Ek3MB3p5se5yem1KXHrFNfnMw5phf3HP6dw2o/MAmFcLaI7TvPpCW6n97su/sd1WrrJNrr8QTCASMOXOggiQ4T63VKv/hJ5lT+SoPaGsPzJecZ1LV22y9/3j/nbye/e39VpD8E53C74CxToq3+GNHuMHEHGw7O+JWcneAPWYlwuk4ZSQ7BUZ907WCCVtOxoHyP24xN66t9T8pePx3CN32tnjxtvNu023seo7/sWzEngarOSgFh5At4tKCmgOUjvKxF0kgDhKehJ6Xj769GN2jloTVqhNoRW/5kTVDnHKXhp2t/csK8mDqnaiWAOEsRrE75k2I66Xc2xpCWvEfH+p3EIlz+Jdvv/CyqkVXdbbQIKiXqkEVqFn+RWV5XB3KFbDBlB3CbDCEgkBxRA6ZB4zR7wfWQnk7AVeYFEIENaKYZN7gtHOcLCsBGtWw/ae5Zz00Qmia4DXNQmdrD+xZHGrXX7+72z5Yvmma83vJqmS1bDJi2u+bXIGQvjWM7dd4AtKv2/+usd6z0qN4b988wTbe8rOLmBKnEGSiueFhOl61ych7ogx5RdUgNnHuQesshQZ9jogBL4Q7Voghg091PV6DzTs8JOOhAlV7dqBjTZ93zf4PJv98L0SUl3jllLrpaNAbzRie7w6lLjnuT7jkx+Tz/JS/9kfU8POVd4dLrKv4y+Le5YBy8cdd5zWwyf7wPLrOMZ9h+obgf/rI7AVWL7hept54YV/Pli+5jLAMj7LYR3FLuABj7BIvQtOBVgOn1cUkxLFzIFlpb28+EUrrWyyTepV7tAGXTOoURWUpTZU/XaLF7xkMw7YXRt3qy1dvcFGjhpv1193lZ39yU/bfXffLmDUavsffJTNfuguq9YGMGrsRLtHVMZdp0wRE3OgrVmxwHZSZblNGfkar4pEfO6gJYHlqBoHrRnP0NzHR7WOLH/B79DVsJXhxdZBG5D7WaKaKbDsFWD9mJ5l93n0ymHyfNZ3OpVN7+H73UKE7HyqxHmVG0XbJKpVTMPOY+c+ywU17AhKYUohiMU+7B7VCl6j8sN3KzuuakylNtjcs4yyJQDXKxkeoCdRHAUbHIRKfK/YWO6fjqA0g0QenADLUZGh8FMmq5zbFNxc+s3f2rDnl4iGqoy6QFZJSaePgVcXJapVIrS5WD2bF3/yMBvbVGfLFZw14Au9XbAcdEyCoCr3KdbJ6v9a8U4lWCPHQWVWWfkQaoskDQEUYJl7DQjBLXV+SZWt0Phe85WfWd1Dz1k/iaBw8h4gE9ToX1vcK1g9tPp3NzfvrBPtosm11k9086gEYh2l4DexExwsU0UrVJajZxIaNH3XPj90OMRYQuArztfVRgs0/egNjZ7l3LeYlIlpV0hJGqdh63yzXZqLriWBr35USasrbTlzUz37y0cNtu/95FHrufIuV1Uu1zUGpRqaoOaY9yMHEM509BCkScEd1dwkTMV7UAIGxHrPclHSw72X/ZagoE31OfUs60w3QUd0qmGqRtOzrKAx+pEJwqIPtKwsgxb9W57JJaKaLNtZDe2qApdrPtVLpK/s8Ik2ddpI61Ywf+MbZtjeHattl2Wr7ST1Xndr7GpEtaeqU6/FhoTKIukV1CK4BxgSUCgrrZCYzSGaI/3thWeflJbBSs0PBZ5QQBNo6empcP9R/vB6+ql5CjifsvHjhttFCHy9hp7lPabtZtcqafjsvIWyYKq1pkG1pAD83vI9zJViX+yguOqeJi0D5gd2PuJF2Pql612vAS/wtc2tVtdQq+dA6rvNHTZ86ECbIJXuhyWIuM+MN9o1V11nBx20vw0e1GR33fFbO+SI46Tz0GxLnp9v02a8SToQc23VimY76PAj7fGH7rTpe6iyLMqGs0VSlThougTf2ZYneukBHCj7u+UO3t7JZ9lVxKna6T28igW+Ch626ZkG4FRrTxABxa2KOlU56xQ4yd8dbgBa/zINW8cLsNyb1OM7oNcOLIBIrQ24FwCWU0WT9zRrjHeWjdhe05QcU8Vvr8v+YFvkoVwmgAigACzDnOjvc5X1goRRJFEiccYzQNKI9TsSaVBWu+U1zu9zZRlCLVXDUsFVrXDyA++2XXcbY2ecc6QSsgKAeiZhlETLS9Fz/QqwHErDeT3m+9kb6rAr5Il3VonUprXQwzxyqrbGlescpOuuVNahWRztI1QhRG3yxYfvsrOHj7DfTt3XeiTy9PiqRbZR40uDw1qt2UOkuL//pCkS8xoHCrKTn3jU/q1lpS0SSBIZJkTedL/12EViA7Cs8epVw6aXN6q9/uQDRpnHXGei+25VWfY9pddhgX5k12IsgGUEIeI6WTurtI6XuZOAEmVeWQ4Rw8Ie6G1R0Z7iwJNkJDTs5CUf4ojRTuA3XG+iZYjkINXSeN7DqgzQGNfJNQSTxtdgT/qEjaFbUun+eCIXKnliotHDVifhyJ9c+7D96sb7FWdU614zZwGvgP9gFcDCifkWYnTefqJqr6umqw2HvViC9la293g754wZNlIpSrkty9Kpy+n7WEqhZg8rgMRpjiG49mwl6UKROnsSwIe88Qgly2skUCiBr2ee07OGRV4kEvg8FWsSFmVqMRg0dCfb94ADNbe7bdbdd6vFbaP2hjIJmek+OFj2KahpEj3LZ31CYHk7Al9VajkpTkK+WkIyjvr6vYory31g+fUb174j9Y1A3wjECGxbWZ45c+afD5YvPv/7EpmZqI1BPcvKvsYGFGDZs77eKxoggGwo1DYyne4NKzDS3rbO5j71nI0dOVa2UcOVFX1agX61AEqL1LBH2mBlyKkkP6N+rOYNnTZutCpM69foeKJbqpev2/rbxLHDtfBvEq17rQRwRqhfbJ0yq202dcpEBcrKwndAj6ZaRdBD9S7RjxkNbehUAmATDUCMShsWKtpQnfGLZAMFP7FhUlmGOukVNSiX7rMcYMjBcqosZ89n79HTholVjdO5CRQ8cE79RilQ8D7hgnUUPcuJgkaiwccO8Zqwd4ieZW2gGtRsHUUVn8AAsEyQ5vRdgX1EoaDUEV90KAAAOBVXO9p03Ab183YRECvgQgTELbWSSJVT3ZJKeBah4VyCJhYVG3rQlr602r528R1WIdo8dj7utev9p9x6LEVUidG1rBXwfc9HDrW37TVK97BLyZQ8dqmy7JXwqDA5WIadQN+fR4pRnanTMQh0uRcbBZaD+hzgHWp8l+5lrd+TCHTaV7dbgwSOnlaF79oLbrXFT0h+TF9BaMKLHvXN9JKpl9Fhpe73U+V19iUFMMfMGCcQQ3VQwQ2WN9sFy70BVX8qy0UCX1uNnYNlqgaZhh2CSFngy5MeqLsXFIUTlTAB6iropCQ5nOooL1Pdgzap/n758cX20oMLbej6jfbwvpPNnhVV9/bHZZulIJgqsYNlzX2quX5PstBZ9gWN+/RXVcOmMidgWCLrLlR421U5tOHyKv7KO+3QIZW2QsFfu65tH3mA76KeSq7he/0H2rs3NttYPfGapt63txmmhxJRmoJOT2/XfIDpEUCeOVJhe+53qHvpPjXnYQHHJRLYUs+yV43Sc7JOQFtq0pPV5zpMQKJT9kwP3HOrDRs20H5w+TV2/sxXryxPnzrFLr3k+zqLbgfGbpunoD2C5mSno2czRCEiiKdS5/oBBOj6O5Y7I/Se055bZD2KVi8bNdqe1/m2SF2ZV011lRJ/O/n6g/DXwpeWShl7kCfDWlpaVTlaKfAtNoEWq3Fjd7LnX1ys9bNB319uK+WxvNPwBpug/n6qV6wvlRJCCwozdGlAW8y3aA8gQNc4eb99Asu+vgQ7pyBOp/PaGiyjcL91ZbnGwbIeTu6JJwsBy3HdxWrYmZEBACIxFfoAkXAJ5flIxLK2AZbRxKByRs9yfs8IjefUMXoGvvlzO+gnd1rbQFHsdU94hXgXQBiw/Boqy7xHCzaJndIk8MUqVMJaqwRhU1OVbdhjtB2m9fOEY/dSkoz1OcYGVgxAuHetZYx5ZlFIjnnHdWZl8LDyi5YcACKD5Xuk5hIJOGyLXExMPydx6u1Nuk+1WpSWSfvjuP0FmHWOs2c9YN9tGmrXKmn8W7GzmmShtUlf1qaKYWtNlb19V4FlARwZLNs1t95u45V0wm2MpZzzq1GijxYFnwPSmOinvYt1J2y+VKFeB4jMlnpRHYelEHtiJIY4Z+aAP1/sXZrXbo2otRFKvyePuAau098T7T+VYlOUKtnBOPD8sPd4L3Ryd0DrA0o/tHRevAcWVm/SJyUatb666IruBVVj9kxvnSKxqIsAEHpC29Wmmesxf3KrFNR/9DOaJKBFVTqUuKNVgP5xnq+X1DJx3WUP2JrlazyBDvCF0u8aEO4FHywsrqVCzBwvLKPnoH0xK2ZTNV6zrtMOPGqa+tzfIGHTYOPgOT1Y+yKTxGMVrf/0LOdEPj/kfNC1YA8OsJxo2Kosb92znKyjcF7w3mxVuuUSglDq6HGTdf9abf6sexW7aZ7pO9bSs6zntdT7y1ljY5069WMfVfvbK32WoTwXBG4iM/5XffWB5b/qcPd9Wd8I/J8bgdcVLF97xUwbQ88yYBl7CC2agM8uAc4GiT6VSXDEgxnULBUkFQCfNj/6ldrbmxX8KCDGTkiBVIPENzZs3KCNcoBtbFZ1VBvmzrI5oKdmg6qRbEBViS6NfcO6dR3a0Eu859BBomisUJoRAiG4AbCyoRP81g+s93NhM4TW7DsN1Q0FAU5p6ml3QI26NNXmpiZ64lLPj4BOhape9KRyXJIBrdp465sEzBQBBVjGOkqAj0NDVdQx2DQRNuOYBEWATajPRI4ubKVxAChXgAG1q3YKs0X/dKZ8BfAlo5+DMTL8bLb93Xsxsr9QPWtFcw/groy0bCAI1nIvIJQ0gmMANfTmbv15Xt/dLQXdUaqIjB0zSPYQG/xcoJzlc3GhFXqhvSof2XunhCdFT7XDCqR02HcuvtXaFzXLK5cECeJYIZLjFUpRTPHz2SJ50rF7jbFPfuIor2Y1SbDFA1CCAvoboVwTJbJRq7Lgnqzca9AScyhXc1OgjeVIuTZ2gjFeLkgmiqYrmzpKjMACit1A3ZSnEHr67Ry75TIxERpk94Hujz4XXsGij+v9Fbr/CwRCDjl+mn3miPGCdNHvzT12n2Udl/9Fz3L0Q+beS+ZcVLkJ9kRd1dxrFLuC+xOgJFEJ9XdnNCiAIRgLpeuw9gol1ghQqcyEF3N6jzMCRLvWexCpOWnOWltxxX/bhJfksypaY5XUTVFL75DFEBcG9Tkx99RTRy8agRsBIBRUqIj4dUdwR/WXPuYKeRtndVN6lt1nOUo1bovEqzSL2PjYKdHgVeIIfN0POfssA1kRd9P7XJzL5f1UESobYFv0bJXOXWTd08eaTRpl+x+zh318ENY3qoYrEKbqXqVx6NB5+Yiu7bDShgrbpGCV6kyL5jPn6X7qnuzheQxFeM4F+jme7PsfcrjmR7nNefRhWyaBr+6OsI7iPUw17wvV+TeIibLPQYd68PeAhAdJ9lzzoxvs4kuu8GveUc8yleUrLz1fwXu7zxUe/mwXF2CZ/lrRrAdU6/6ofozPrb6fCjcPVggjic7ar9WuZ6h1jYe+tELUHN3HzZqBJH5KBc7EkBkzYrDOv877I1lLKtUKUaaxLdXk65A2A4kdohj2AAAgAElEQVSdjq5mBcISuxP9Ho0B1h/AL/PL2RdauxBO9PsBoEHgy+33Yp66D68WuM09nSHu5MwV1g56PQMQuoctQCSJ00Uv6tZgmSoeNGyeUU8c6DrCmSCBZdgsieJK9QsrwHBSiMpyKF0jyhR9sAGWub5IjPWqYUeickxThd2yvMWu+fyNNqAEEScSQzG/nV2RnnP/AZU9evD1G/qYmeI8A/Qs4+8NCAKMdYqJ0E/qZXLX8daPVlWrq1RZnvTOPexjSqbBYFjLfVBSUgQG31K8Dcnp5pFYjfYbBAETDVuVRRTtuc6Bzr4KwcV1a7WfsDcAupzxxNyUd7v2M1S6SfFlP2l/HvWsl0sH4dmaavvE0W+yniUviVb7iD2quTJSa2lYKqnqrnV+Z/37MWVEzjlIllrLl9lPHnhCglmRVGTvy04OVFwdRFKV1blnKj571ToJH8JwCUs9WmUcwXtiiCQeHwhNjmgZYS0ieYQGhu9DUPr1NqekIyzJ6Ou7AISAaUQVmVveFpX2QI5L/hRADT2YvYnzIlnSISaJW1AVkspBwwbUsiaHNV9cwyZ/j66hwO7JjhVigIhRUJX6y5nH7JV19b0JHWIB5Sx8v4UNd/3ld9qPf/iYVO4rC3MUhX/vWU4aENGzrHuntTC2Il0TTgH6LyybLiVdKgbV29kfe6ONnzJEgpCRSIMyX+d918HuclaTxiDsryLRGe08JAUCoPLMI/AFDfvFZ+lZDoEv2ibcT1pzmSQsn5XYue22x0Gad422XMm4556cpTVeiu9+XMCyrsNjEdoNtJ/qPnzoTPksb6dnGbCM7sP/hho2190HlmMl63v1jUDfCPzPjMDrC5Yv35aGzQKPj/EAe+r5p+xXv75Jm6tUeLU5uOqo09vodSKQ2GzvO+19Nn7seFUTPOfu6pjumawdgv42ophLf3CpxL5WabFnYQ7KtG+7Ct7570BVED50+ukKWKTWquOE/1UELhHcldrDDz1ot992h/+O4I8NxKtsvujGJv7BU95jY0YNV5ASirEhHpI3KCrjiaqo9wLMqFjXebUlqouoHXswoY06+r6iZ5kMOcE870MkpQYatjYjB9gKogi0HPABEr1nOYuNZZXP+O5INFCRBGT19ixHMBvWV712Qqosq4gQlcTwxKRyWa/jbFRA+O8/e9zuk01Fv+Wr7UjR3A9/8xQp506yCp2/wmOngLW732WqctMvB+BLG3Xu5+1SELNE1jen3PCATb9plqLnSqe6IpjlwZD+161Ar58GYpMq9+Pfupe9c9Iw+cbWe4IggzkHtVhH+dhBYSZIJ/jJAjhBdY4gC8CnQNsFyXpVzb3aoM9Fj3XQ/wGojB3/qlPE85TO/9++/QerfH6xgJaCHY2J95JlWrDGt7udqp8y6mcfaZPUSwY1tFN/SFgQqDGmxT7LHmwqiUAVHzGeUMOOIDAsPnpbEdw6irnpQI1qAhTrCISY860EaoXKTAStzFG3/SBI5LlQr97VTy22ey+9w0Yoo9BWVgUh2hMYnN4W2bbxXxf00oeCAkhfdvw7+jUDHAF8I84F1CuoFTh2sJkqIQh8hSQcle8Ay2XefxyyXznRENW6sEfpp98TOHLi9J/yRViodACEdU/XST7tuI8cYM3Vtfam0TVWMWKojVy30bDj5tXlrA0xO5x5ENXPNQJeA3UfSRK5iq0nougjzxXIeP5QWOc8+Fy5fLoPPORQJYAq7IlZDwksLxNYFpCl6st1ADhFUOEa60V33m8GYLnEHrj7Xmrxdt31P7aLL331yvJukyfbBd/9rtaEDs0VH7zoMfSqsZItbZqjVZvt6muvUatoogF7kiV5hSrpt0XjMnbqLvbhd7zDP7OBpAAJCNThSW5pvSEwvfeuu+yu2++JpJR+xrX26JlBrZ15uEkZoHed/E6bNGGiKzZCpSUpGS/ufT9b1bzWrrrkcgc0nvqhfTyNvdv76BjTpk62E97yFiV8Wh3MU4HLCtpeWU5VO6er6vyYOwTk2dKMc1krcAWVu4LcIKuKvq/Ylido2FG1AwSVsuakqrE/swyl/kdFk2QDryxoxHPekBgk3Mt2JQWah9XZB2avtInn/cqqeAaK5jdpGgfLtCIwJRNYZhdgvjpY9p8KYKi9h2fjH886QuydWq0xPXbr72bb1Kk72bAZu1m55vSIGt0PoUaep7x2AeZ87dK+4B7K9HgnLQLWebej84SEAJlXlpXEgyqbErKoMDPHCxVNryxTDM59zVSWWQNhQLGG6DnR+LUpGXTigaouq5L8h0cfosHcKeG+r+n72vRclIqR88YZh0mNbLU9+fgsW6Yk1gA9KyA57y9XwqS6QE8O4atsHZUTJOhguL1f6kEPO8LouwYQhs9ymicpodmq9Zae3nKti2z/rBwIeqGs7j7Bvg729iyzXxarYfeCZSlmu9tAaCXA/lJu0Nuptu5ZZp+MNcMTOnq5qjssipQUKGb3xHtSMlJ/g0EEc6vYx97p5rxH114hlso1v5pjN13zkDUNgDXFDGVvrfC1NINlWAyIslXoHoXFGCrvig1071k/X1I70GmnH2Vv23Wwqv8A9kgcrEuaIMHyiNaiEIrMsQgJ60i60jrlMYP29r0OOFT7U40tfB41bAS+Sp3J4GrxWh/ata90SHV73LjRtots6viuxx5+wLpa1khnLBwinPmECJjna0ieBqvjo2ersrydnmVo2MRT/1uCWn1gOa/rff/tG4G+EfifGIHXFSy7GvYoKWtKnAeBDlbvVomc1Nc12dU/+qFdcOGlO7yG+x+8zw7cX0IlO3ixKWQq7vbeVqXMettGKYvs4PW973/PzvnUOTt8z3e+da4ddfgM2VRImVvVl+g3zWAZf1C8WQNke7VR0WatNmIXMaM/C3sGFJ0TWI73BN3SAxdtiNDP64tpoAp+AMpYa7A5Zp9lV6slq+4AVYEMytyOO6JnmWAUahbHDEp4cZAS1ejwhozgjMCGzaVWQi8UKX4u9dPV9z5nz99wl61vVkWstsoO+uAb7biJjbbLKAlwSdwj6HBFlHDAZ9rMvZdbB3a109oB9uhDz9gl5/7WqtTP1Y1gltMdY7jxM6WfS+GbPSPF6Xe/f4addthkp0JnATUEvqCVBw0wBL5cJC7RsDmWe5UqyAqKbVRrwnIksttU5Kk4VSuIBjw4uEe9W3RS9xjlXBR4zJHVyyNX36reg+dkbVVlVeLx9isW/ukqV99zVNf32n+cvfsDh+D25FW0NgE+p5PSR4m6LcCdBIb+XUaVuyDwlXuWEfiizJKFWVB0TQFzomFnoTbvR1aQ6j6lKQGT+5ozoOb6KpU0+vzcpbbku78zaaRprmZaYQSHVDUIKPFMJphzGjb3xPuGd0TDpmdZFXY/CrRBlIA59wDsHJcXtFQHy64wDHU++ywrMeIBIYGp7pGirc0qU3QoedatSuf0/cfagUdMsfWaCQeMFUieNMJqRSFuXaMKJoBJwIoTj6RH2MJE1SgFiEoq9HMP86jMcU7MGX9G/fmLSiZUTQfZUgDfa5+DFaiX21NS/V29UtZRAsvYrjA+ZQpk1+mZxfN5F/VzjhgzSc9fpz183x02ZFCN/eCK60TDvsyveYeVZalMX37J+arwtDsIAo0BPBws69nsEnBr65CV1Duk3L2D19HHv9lu+fXNO3zPxz9+ts2cecEO33PnvXfZoTMO+aPvWbdhnYCm7LV28Jo6dardeO3Ftn7dWs0HJdgEGBqTHVGBhq0bkK+TXCdzleqzsww0x6mSOQ0bj139ENBAkqMYiLjFnZ5fqs9RSSuiYXuTazxrIXyl9VfvQdcBMT/mB1ZWbvmk53x5Y539x7/9wirnvCCV/Br/TjySOZ94BiRGl/qTQSfbCnyRwN2keTVx+jBrVAX5xPfsIzCmpJ6qcW2ypcNep0ILSbN84muUJM0gEgCLCwKU6bzWUsnMTBT36tVY0A+agabTsKFqI9yXgKZbZLHu6OUsKQEVRAPdjs6HItSS2ZfiPSECVqfnc2l9jb1z+gF2pPrtv7ZwoXU1ilev54/9iraNzfrvT3YaaqevXuW94y1FGhcBlkPgq7iXl5WDqmxocsTaTztT1sFoh6arkwd8Omh0sJxsyXzs4356hTppZbD+sGfEOp4Usx0sq0qO5oneC1j2FhYXeQuGTdaECGu+qCx3KTFV661HAYS9Z5k1Iq2vrJXMExhAzu5J18keyH4QCW0SJQh8Jf6MJinU8awxwGe4hhKdB24fNUqw3nHn03beV2+1QY1Yl2XBRPa4XFnG/k5ziZ7l5ALg9ndKJJZT8e7ssIM++ib74P5jbK2v96m33dc5rXvJ/oq5xPm76rcSL8E+Ut+6kkfhix6xCGy0GYcdpv2o1uY98Ziqy89Yu9hcYUMW9465NGjQECUP99MeVSWh1OV213/fa4PExuC5dLtJF9uLyjz3zPu3Nb/O+cLHbcmSV9Kw/zfB8vYEvrIadvGy9tfuo97hotr3y74R6BuB/69G4HUFy5dfjM8y1lEIfClDqUW2TaIn/ftX29PPzrdf/Pp3ygjnyjLjFLYEROSbVNI47SOnqJdugihKoiHpF/TneD2BTD+Bvv5cNPNiW6XKspZx/503/6YXVY86VZbPEFUIQ3qAI9n4TFGiutJPHDpA+e1/uM2DBwe3ZG7zMQhW9LMPnfZeGzsaVcqOlM0Nr0qvAK9Xb5bAMoECEVuHgioHn76hx4GgEpPxZRPOm6xXllPlMMCyerqomFEJ0l7moloJLPvGR98t/d4JLLsFi2eSQx2ZDXJ7atjeP03gkIKUsGLaRg2bAA7xK0W2mwVaoRzeMedF+/pPHrdpy1fZo3WNNlJem1+UCNd+g2Vfo2NCic3Kudy7rIYdVMEIxAD00Lsv+uljdq8q1v0FokpVqQWRcDexzCDjTiWkTGBkzb6T7LPH7Wl77TbIrbLoU97o3sb6HIqjCiw6nfqMonpU7gMsY/sBrT/AMkGXV5YTWIa6lwW+HGxqPrltiiukRrBEtbdalGySCI8uXGc//PVs23D3c1Yh+iPWUg4KXSk6RH0QEXvD4VPsDcfs6ZZOI0XndxC+Vm0HVCx0g8mf0ELglPCinmXsYbLdToDloAlmAbgAwiidRrUE2nn0wUfwFKAkiYBpDkHbrFFv5E9e7rBLbrjXxsxeqM8LiHpfZa/H5yZVNXq9YIESmYIKmI4+af+M91hu3bNcgcesz2ZoonqPKs0ZLKN8zRwNNWyE23SeAtRl5ahhE3zybBGs0gOnoK6hzraon32/fXZRO0WPvee0Q23I0DrbsKrT+jMP1Q+uaNIDsnJlI1BD5zgEwu6hCu039dXynPSOXSjdUtvOPZXB7IjqGDRRaNj0LE/fX5VlVd6eFt1w1Ypleq5LEw04qJrtsqEevvNwGzdxsuZEf6lhL7A5Ej8aJx2ECy+7yi688NVp2PQsX37Z9x0st4iaSlUm+pGp8isg12WWiGkx88IrtT4xVhHwZ39fGDObJYA3YdpE+4f3vs/PPcYzwBdrqicLFeHfdecdqizfoeqUgKKOXaH7/suaOpugZ3qKehBblGD6hw+813abuKv3SFMd5CGMsJnEgxR4VV287OKLaOv086CalqvPsHC6lCmctvtudtK7TlRFqsWqVcVbpUpujdTWe1BY1li7irBehRaCbGlGgjGB5Vypip7l7VWWERXEZ1mJnGRX92o9yzxrVJXdyi1RtRH869HzeNj+e1rPv//EZvxUokWipJYyB/R8OHjXbOmUdkKFnmteMCfo44f+XapkCQPR2U/71KhhdtHnDrPGoQ0uDNksmjNe0YhXxtxUJVdzpoG11tehoImHZWAkwbpUIe4GRCY1bF+rAMtFtoLFPcvsEXn/2FYNW0Pja0q8ZxtGiwaDPYcE49D+uv97y295xRp7eN6Ttkm91GxMzHHahUp0X4dWCCRDL9f9ph81iw8GWO7yynfQsKO66i1EWnd6wXK2Roy5yVrV67AQcxRQ28Bzm0BaJAUgHAEe49mI6nioYPJdzhBy7QnuEvc3GE3ZejJrhnjiQAMC8yGYXUpoZ9cIfZB+XwTTSCQzVjBU0OFo9PXUt21bq/lG8tQZWPrTQtuEM0HS86o3sh5h88V7OBb7LXPa91d996Xn32ZPzF7mLDKu33U5JN4VYqDcqMQuovUF6yh+ov8ClmGjtyvuOfXLx9t+o5s0vzqT7gnrdCh6O4sstTm5L7VakqigM770THM+1TgmpMUBga8DDjlE51cru8xF7hff1U0VnHiKy+snocAmGy4Rw3L1hreLLTLnkfulgt1ijWpH2ur+KoZzJghrjq6L5N+HzzhDleW/LbDsO5THZv3sqaeeeoUadu6ljier79U3An0j8Pc8ApndkltC/pRrDSHWKMps+3pdwfKlF54nT1KpYau/DXEodjuywvQJDx5ULQok6rQoGavit03PcqkC5HUb1yjwbXcbKDLVVB1yxn6jMqg12rRGyE8SkIsHKhnbsHkIYRz66yolWrGMnmXAJyBRAXh5BWEgtD5t1vQs71Srakqj/4wNPUBtAp8IZkEnkv0VPcsuFoR4SNFG7IJZStaXKyKKXutYrOsUFJOZZSMjgHRg6ZsslZYQLHEbKDLv+oOn6UDv2eutHlAZpd+VF/1HKClLVNdf+CR7TyHq3UlwpEUBgFtHJWBGhaK3shzBzkadL77FBUq4svBk/vHNJJAD4PcoQJo3ssk+edFdtt9ND9vmAQOsFYA6vsm++KXjrV6b5UaN+SD1ZfNZXoXKMoGOV7k1dtqMK1VxqBYF+7wr77W7fzXPmkQ7xTqD6Qfl18EcAZR277Vr2+zAgybaOV88WscX2FYCgn50Dzh9DkVlGaBUg8iQvpuvd//LgsBXKK0iquXVBv0+VFRJCISvptOwk4I2AZcHgck/FFBVP3CA/erHD9sVlz4gWmAECD16U1RUAZVB5+vUvOwSp505M0lCVIeeMN0qmhpst6GVDtQ3KzuzalWH96o74KMqK+DeoiAnqnExdpxveIUGEGbsSIYQRHumHNVhXXexWnC2l0L5vEHjcqPUef/9yodsv1/eJbXfWn1O4ywQG4I1iU4KiNXYR2XZH0kHBv0TEGbec40Edg6Wmb9udYJ/dpdX6rgHubLsath6hQUYLbXhTUoqpFcNOyrWoXQtACH1+p2OnGoH7jLIDj14koT6qr1FokugkGAPIMzXEMzjGwrQqFIigOfF+xFdSTyqd0H/V5CLOBpJLnytXbAmqv05sRCKvmFVhG1OqSrLCHwBlrsQClM2wuniwXQNmqR+R88er7VrVnlvc5vQ7Wj5I//gsmtt5sWvTsOmZ/mqy6gsi4adg+8Mlr3aRoKsv4LralGmS61T953JhogVAIJoGn2DfqXttqa52fv26eUFPEDt5/5FEk3+zyOG6JprPGFIYN0kCvlMgf2xGtfjV6yy1aL2trev1vih1Ry9qG6Txy1lLqee5V0njPTkBj9fr0QV4nWRjEvggLEqERrRef5yQINNl3jfeK1/nVT6PIkTPZDes8x6sj2wLGCC/zNWWFwkuhTuxextBpFsc7CMwKG3oYSSdNgOxlzIz00W+HIwCljWewDLDsA0E1t1DW865mjr+eLldugVv7G1qpwjKthPlWRPPJAwSuwKPyiVPle1Zh2jbUD7QluXTT50d/unsw6SzRVzUj3fKHqzjpIkBRRRbdPci8pjJO1c2LEICHO/sZrLjKIC3VzJQCqLXAOAEB2L/B6/ziI1bNardfinKzdYJYBIgpfxISFEAi4nlJkDzPdB5VvsoFFjrWTn0XbjrXfZYFXiWed7NMYDmtvsEDlEmBKhD82dYyvFs+1M9kiMMetiXCeV5WjTYP9gDYl+5ESXTmwlnm/mUqzRzONea8G4v8njmcSGphBtQvTEO+1flwE4zk4CIWQWYNktC32uhz1YvdqVmDOIZrFvRs9yaA106/7rkY6eZQeswdrypLLHPPTchl2ZC18y3/RTkqfsgWWac4yxW6ApoeQiZZBodK3rdX9Zg0nUu/YISQHN78GDq+yn1z9gP/vhw65S30/PR+wyzIvQgCj41mvsNmktDFFFJrLWU63TJXqumlUK/sI332377jLU1ki0FIaS6xLoy3JPdaE6Xuw5zfkxXih6087DXPIEu9m+M47U+hn6MH/81eNAeuFzTyrWalOMozaA1PPtTC3uQ1FfuHtOayw+ctbfHg27uLIMWD7hhBO28lnOY9BXWX6VKdH3674R+DsYgWKwTIH0tb5YH7Luwv84WL5WPctjRk90Gms5u5QDSeUktUcgvEWfrANUgSE2TFeF1oKPEAibXl1dpW+8VEnokxqIAnXRpgA9agulD7KcLjoSFEcHyy4qo0y2FHDLVCr0oEQbCZsulDg2xzYFJVR36CHsQHUpVWqLM9tOa9bJECz06PdUU9t0DbnCF/YqiJtwTG3g2vUR1GKDi8w7QUD0a7mfqr7Xr1GZbiomqF17b6Dew4ZOnxqbbCg6R1BMsOCVZehl2vw4Dhn5Tbrx69fFuRDEAExRzuVaqcSyoXehoiwA3ZDpXDmA0/UA4IgkqNS5SFWqFLhwjzbCZ/S951xwh+0vtcsNom5VKoGxcWOrHXDUbnbaqYfIvqZLWfakSqpDNa+V4rCqsCU6d+iwQQnHbxURs8323cvutXnqGxwmGnbULLHZ0nkgJuXZcqryApFTRtpHPn2EjVTg1abzRxEZOjJAgaAD8RjmTg6aCbKySA74woNJBcj0sAVYVvArgBo9y1FJAFR5JRzBFAUWLopEv7fGp1qVjm4FA1Arf/ajWXbL3fOtht4tZSoAfPgXc75+/oTUOheF7wq+uqxMdk1P7TfVDjt8Fzugu9OGKlM/SpVIp7hrkCnmbdZUK9W9LBcIkXaLzjcEmQD/VDgAzBuVXCFYx+KLuUHwDJ17YENUhqkKtFEV0lkMkRjaTbrer1x+r0178HkrHTQgqq6AECUjIvETQRn9cowX1VpngOu7SFh4D7NPB4K7lHxJFk9OG9SJA7ATRnGxLnyWma38DEDEi2spQXOAALBHIFyBOgf2CrsCsDKNyci3T7fJSiwct99Ya6YHkOo5DAGCMheJI+CPe8FzAxhB9ZeKFEEuoIkEEV/MtTWnXnmo0/ybhBGAlzUmg+W1EkjCWoy54ZNdPcsHH36Yni8q4qH0XAiifKSgMHapyiZrukWLbfHLL/nahRbB6FFNdtW1P7RLr7zSP7IjGvbU3SbbRXIF6FITZVvqWa5W8shVcgHLG/Ge1SjqBtcrubFcPf08Gw6UNAc9EaRnokGAulQsGKfgakwcRLr6L1UprpnKGSJqJPeg4LK+lNoQBeSdKP3qPZv1DDQ2SKwg8jNulQOwy4JBaDEwtlVKZjF/PLGGuJjuT1TG+gUQ1i8G0nagcTtuz/3t3U8+a+d0CIwr08Ap4RbAmYWKcMwNWBCh9B+id6vXoOFQKrCX2kX0no1KAjRIWMqTFjwD+MHrGaZqyO2h5xtbvrqCEjK000husqbDSmJ9jMpjzCmUofuv7rCjDj7A7Cs/tP1/86BtqFVlWWNLfyhzl2mOfVr4fcd3d1MNZMvSHC/V8Z4dOcQ+fcoMO2x8nbUoMQGwpZeX9RvrIPpXnG6unmCvynqffjzXOdHn4EVjnPeG3kROXCdJUSAOFTsHkck+bDNrqez+wiIrnn3WKh7kYgcDwDLgiu/BCYA9kUbYnfRs/6y+yc6Vj/L1995nI6UNh74/7gR1a9ttP8ByTYXNla3UIjWob2J/c8unBMBSoskBGJoiujb6x+uz/oPvKZoniYbtewpgWeNPEsuTwfo7gL++oHaetDL0c6eOo9uhc1ovhlA9+hrcF5/H2gOVUHF2gSfu2Nc1xlSAWW/8eYCBpD3PW724/9r3cD7INGzdyGCfwGwhsaAR0ntaxVyq13GcLq2PkjyqR5cj9fGToKfaXeW6IhpTfW4tSU3tnayfiD5m9fpGUZbPP/c39shDC3Qvq/U9SixqTvTgOkDPsq9nEajB6NiCQGL/YC0wzzq7yvwZn773SHvbSQe4fzz7sicXSFo43VxsKY1FBdoX+lwkDqPK7u0mHuMwJ3g/0Yj2U13DyAm7KrFR5Ql837M0n9273HuKN2mvbLGW9WvFvNJi5KNallgAmgP6txcjXHgwknihoRGJgn9EDftvrGe5GCw/99xzduCBB9qZZ55pH/jAB2zs2LF+HcHM6V3zC4t/31/6RqBvBPpGYJsR2F51+XWtLF/tPssTXFE2qj6RoQT0sLGxibL5h4oyCxeZ4qgwEBQSZPCeTL3sVVwNb0D8BQvVUQUPHC1XM9xyhY2X6p1XKqJXFyAE9Y+qHYEhx/bqrhZ/wInTtQDuXm0JwM3GU0OlVsfn/QQz9MQVV62C4hlBZaEHOFMBdWwqn1DQXIGScRDwYdMjCGAYOFZvVSL3EqEEqs1R58wrC3xFgESgEJULsvdBJVYwC/WOyrIHqlDAUF4m0IqxdDCBQms+XwU/vWIs0QfKdXboPe0NlfZfL623dT+42Z57vll9WfJIlhBI6z4T7OunH2r1KqNXUCVzBBXnUo9Akic9ADqoeIrmpfes1qb+kyeW2n23zLcB81/UPaAHDeVthG1CKAr6Y4mC1rWq5u08qtb+6YxDbaeRg2zZynbvfYvKclhHAZbdvoboiYoE903jCwESJdhWzQ+n7yWF1Kgsby2G4gqfmmO8GD8AR281NxIIm1T9eGzhMrvmvP+2KgGRTtHG8QomGcCL3jOSG+V4aHJ6Cqo2izUwe7fh1qQgpGnpGpsybYydesZhNnL0QK+MlSjo/6nm4nF1ui+cq4LvNVDsck9drljopJh3JD0AyyRCBkEbBAjrc2uk6tsigLJY6sif/+FDtsfcBervrRbgDjopFbLwNqYywfNBABtgxMWMEmjKwJeB9P45p5pDqY5nCiEowLJXn3KR/VkAACAASURBVFNw16XkSZlo2N5WwHMhEM7nfRxC7laJKF3Iplb1QdKnp+SDqqdvfdd0O/7d+7rA1IZ17a6IHTYwsRZED2qsBUGxDOu2SHpoHJyGnWiPukHes0zVSPMdVgcAjyCOzzt9MgX8LlLkNPcMvLBIqnJ7owjmST4wh0h7xHqxXsmfEgW9TNVSJU5YL3gGRwksX3zZNdJcePXK8jSB5YtnBg0bZrnTOl2pPp55zh1PcRH77eyhw+3LS1bYIPVa9Pd+1ajgUSkPu6m8LnDuYqlrfntiEABBPyN98ml9AUA41dLbEAIo8wzksQ5mxTaVZT0fJJTQTQjFeCXfdBz0GHguXA0bAKEx9rXZ+0HFBqF9RGPr2gq6AUHDJgkZLA5XI8/UXh0WwLJOSb5ajUNpCvy9KosAFIkD3sN9pV/V21B4sJJHsavgR0Uzi+e5ojI0XUCHnq0OodawjtJ5Kpn6OxtgXz3wIOv59Ew76Kd32ca6OiuHMp7ns8YCNeL+aBMwc7bqWdYXwnpoGmin/Ms77YjB5dLI0pyE9eBq9Lk3m6QA1N5oryj0LG9TWe4SiAScReU7qNBefaZnOScFXJOht+LKo1xocfFEqvYu2d2hXO50ZHcEAIwq+YcFo8/faMkBLA/uv8XuqGmwT+4yzS6Z9bDtKx2BDRqses2Ve7dU2VkHHGw9S5+3eS8/b6uEFDu1voY2Qm91vFrMDmjYvNANoOrqVmBFgHqA3hN0814aNut2oVUGirVTmGO9dWFJfb7WheDi2NsX+FIiA9Vvv0wStsmxgjWCpEpKqEVMkeylvGe5SOCLNpe8T+qmeQI+tXP0ao8oae8V9FgjfB3R8YrVpmEAkTjP/eVON9e5NzVW2DcvusMe/8N8JYCqtAaHh3eswTnBGhfpQNfZPPwbJMy81bxuqrF/++bblPys0Zzo9MRQtDmlBLtX2SNxAObvyCybpN0RLJvoWSYO4dlEXb9b7R206JBs57rY9zwx6+9JoqDs02IXMG/Z91hzSG5RpWfN8iq7xpvEt4Nl/Yv3nPWpj8kpY5lf17e//W379Kc/rZ/L4/5vSODr2GOPtVmzZun66vy5yK8+sFwYir6/9I3A3+0IEGtSIX788cftq1/9qq8BO0qWZRHpgw8+2M4666y0D8Znil+vK1i+6hKB5dG7KrCQsnIGyyicauPLwW8OpLzqmqoOVNBYxLNATAEsq7LsFQ9dbPjSovpI2UyATxsmm1B16gWjGkZW2vtC0+ZMlh+vwG3BcqF/zDcbKSQn32Iyx53qSwWrbtFGUqagJJ+L9/cWMtK9atieVc+CWUVg2QVutKkhkQStm02XIC+qJlhq0UeVqNoOhAMABuALChr0780SBBqgnqSgyMXmWKN/sweQASa4ZUjcexGwrD2uTQrOdQIgkR0BLONjrUAjBQVOmdPvXJAMsOzgc4sDszL946sS53p6zkoBcNSa5V+tcTjrM8faxEnqc1IgFqAr0Zq9p+qVNGzOtVJ9n58943pbvmqNkgACZFR8oZ8lGrYHFgJzsBo7W1psZ1WYz/j3t1qtAhIsK6Da/TGwvE5BwRCdf4sufqCO28w4uMBXBN+vAMvpfGt1TyJoCOozdZlKByoAM1WCsJvS3PzPL//Cnp+/WEmGWlUUBG1Sb/zmpGxaLgDtaQYoy/pZZY+smrhpuuY18usFKE/efbjon2YLxuxst972rL1pxmj75VsPtmut1Uas2qhKM0A8ASKdyxA8LgU41tGDCjVT/qblowbZ52+eZw+s2mBqQLBliuWn//4h26K5IWKyvFGh94VfbA7UinuW/XwLNOwgCr7SZzmrt27ds1wpMJHCPQXzOlcqc6JhA5PxoyayDN9ZgWtRpdfKpmb03jvZ/nuPVeGtx/ZrqrMxU3cWcEO8LVoynG6aqJrMIuZmTV0Cy7ovPp91T4OOnm1hSHpEMB8BYl4LIlDv0ndzbJ7jCDSDcuweqgkst2l8CQxZY5j7XFgLIkpJYM+VeGE0uMptJMqoKgdYHiSwfLXNvOjVe5b3nDbFrrzsvBD4wk4H9kumYbt1lLxTVaFbogTRiXsdYP/x6GN25Pr1tkWMmBICV6yjUJLO6yPVI1eJDsudQqLNKa70W+aefRJtxcmiLMiXRM8Uoa/X2ga48sCaNQjRoyLv9OLgOxR4o0IclmYBRLiRrQjw6TkigeRAiaongDrbnjk9mbVYGgNpLd66Z5n5IwBWbB2VadjehkKAG2C52Gc5KMxbiyBC0809y10anEbRWt8zfLTNW7HZ9v3QuZqH9MdqHXNAGQmj7dKwBWa4lv6yjsIB4fDDJ9t7Tj3cSuVBzT1kzegFy1E9DbBM9TTGZns07E7tDVCgmYtOr+UaXlPPcm8SibXeE6d6dgIsx1O5tQq/wDL3QQ8nYPmeGlkRjZtqP334fhul+9Kpc2A5XS3F94Viwxy6WT3tCigA4FRLs4BlFu8iqZjBMlVv2FW9NnZ6Vqiyu2hkopJjf6XvQMG70IrEHBVYzokOT1bn5IfOnwo/yuCoYTtK9ec/1LDLcnKdxFCxqFsCyzALetWwXynwBcBGWZ3zY91w+z6nYUfCNSjMWyfUvDKv78vtHPE8sGZElTsq6LAwRHVv6m/n/ugRe+aXs/Q9A3wddKqD9rRe8cOoVPPRLgkvwszxxJyur1Pj1V+taef86/E2Vs/JBu6vW2RFMi8cHrT+CyxzrRzE7RC9spyead6T1LCjr1lME5g4SqwgmhbHCVq9t/wUhMyYP6yxEVcwHgDhLChHDMJzzw3JSv4kF1vVn3+2wPKiJUv/psDytjTs448/3ubPn691JHvB9wLmv1uE0HdhfSPQNwI+At1aBMuFN37zm994S8ZrfR1xxBF22223FT6/7edeV7B80fe+J5P7iQLL3Q5wqRSR1QT0ZOEigmU2TRetSpWTQtXVaYYs+FCbY3PO5fDoE6ZfLHp38fok8onjBlWsRRuk94+xIbFJaJN1RcckVIL9kRw1ovdKn8mVZYJ3KM11ogG/qErnUvXbHtm+0VYB8ETdIiOdqU+5Yk2vtNOE9T0EEq6GLXBJYMAGRNDvwN0BRW+AxAbPVYaK6zaUKldJZYOP40K5Iqsf9DzfqwMsK9gmgGXzc4EvgGkSJcGOBxq2q2oymoBlt2LqrWTk7Hj4lwJ+CQq6bPjQAXbbE0vsB9+62Wp1zVjIbBLPcdTYQfapL73N3wd9PlcFvQeYRIOuz/v8tLmTGOhfKbEhgcb5Ty6xb/3HLaGGDUzTmKNCSzXSzYYUbEMBps5cpSB1rYDd4D1H2WfesZ+N2KVB1DrRnMUdp7LsdEySDzpfOjCrRCe8Vz6zn50gSqG+u+fFl2zuipdto4IC1KrdZqO4sgxYRtBFADsSOVH9L6PH2sFMVOUB0A2ilm8QAPvYT2db569m20AFFVWk36lQYKskQIM/ZtTksdVA2CpVYUWtVWpC961TAFKTjUy+vHAHqRe/U9c977A97YYPH2Q7qyeyXxU04aAjlwjIHDhinH1AiabPSXyqW+O3SoIvX3tisT1/zd02EJshzldfWUE1iT5iyH4oUKfx9Z+5WFfYljiwEjUasByV5QiSqHJE/1wkU7YW+KIqTC87leUA4e4LioeyKiPZq1aw3kVxSiWatFEifqOGqn/7o8dY7QFj7NCuVtukh279qjavKrrfdO4919cCah146VxgPTjFWi+eEzQESOrQs+x0ehfvwUKrGCyn+0iWSC+CeYBMfbIP4po8UUZfcwbLWL5oPJzKr7+Eumtx5Yv2EKxt9N0uLBcAhT/QsC+69Bo7/zVUlveQGvYVlxaBZaozWTAogeVGXW+b7t2Re+9nn5kzz96+dq1t3gosB624t7L8SrDM+uK93qx1Lg6YWCmuwJ76mnPwDThI879OFaYcWL8SLLO+xNocfZIRNAOKsX2i6b2/7smLSsYNExUZn2jeBzOIMe/tWY7nCOuuXCXz6pYnLvUB5iXMGlpVCj3LIdJH33+A5Vj/uLc+XwQQvbKs63QdiqSY7WBZazQWSoDlIWra/OSgMXbz82tsxse+bZ0o8qMQj8aDq2FHIjL37fsXFVWWYVO0SDthd/XYny6lfvqEecpd3AnVdc1nqq4kATgnEhtxnQGEuc7oWabaB4sHcJXmfEr80oMeAl9pndcc88pyorzyjeyJUPP99Kgsp/ewBmawzFjwb09aUfmG2aN7Itt1m11VbafVDbI/vPCCq3Vzfv11Pot1794+Ukm75qU2WNSHNk30EPjK/f6pzSg5OfD97rCgZzALaDkLw4XMksilPyvRs0y7gBe+dU4+l/Ds9qRKiLEBNGuSlRrPP8+pA3WuAXDq2hOi6yMCpr2MvABjQfLX0xzOPoF2jsBXJIQB4CQ5oa1H9Z4qO2Oi80ksLX7PnBwkT3eOCRjNSTfWKPYD9k1e2QLNLc/Uz8A+yTxg4rDX0zfRMKjCvqF+5Wd/M1u/G+Bzi9+70jvsI1pn3HoPAI1wnvZ1PLx5j+Zoe1epfexzb7J9DxynY1JVZs/KYp4xlxzwK3lXsApkT9smueWq3/68xloYVO3o3+a1rShoIbkFE8TFRtn/SbqHFaPPN62/7kutv+M57f3lJBf/RmnYnPMfE/jyC0qvvspy8Wj0/b1vBP4+RwAx0zLFn7fccou9RZaXVJkvuOACa2pq0tof7MTiF3sBGjajR4/xFo4/1rbxuoLlay6TddToXRINO3ySWfAJTwCJvLoU2CD0kbPUEdhuneFFtKVD7yMQiCAkQCKbGBfmHrTJhsJ7lonItCk5Lc3FVlLgAoVKG2qpg0+obImGnSrAnBEVyUZ6HXWy2FS8ZeqeVtLYaF985AF7x8Z19nI/+TXTl0aV2zfZOF82mhCKgqLGZqIMdLL+oDqESBX9eLmywjhQsUI0g8CAXrZuXWOuhnF+bFgcw/c9AIrbHxEskhCIG0xwwebtPYV8N72u+jvjy6YHXTnUsNkIAYX6t4INrHiwgeC47QoKGLJc4QNEYBcyUmD5J3OX23994zc2SJUvqoP0VjbJOucT/3wiW69/xgW+fByyWmdsygSO5NGb1Iu1Xif4n1/9na2as1z2TUkYRp/pomeZ6qRnwgEtjEcEFuX6TMu6Nhsybif7p399s1UMQNGcqiFtpwrOEGzS4DRt6rbbrdo+eYT8RBWoaJLZd+56wPbc0mY9EsBh/NxyCGpe7rPT+cXYQbkPsMzYedWMDLtXiuJnBGZkplZtaLNH5q6x2QtX2KJfPSKqbIULzpTpO6AsO97TC89hB6MML/cNyrICNcRvvJKF7ZYGv0pqwg8dvbed8Y7p9sZ29XtLpRaCG2C5UjS8g8dPtt172u3bK5fbr5a32oofPWiPz33RGrlxCmC6aK6jV51EA0VL/Q9KtXsme5RDXyxzXXMiC3EJLGcadlRmEcTBS9q7aD0gcrEZjivgy2uzlIJJYlBl8/PX7zp1TRXqR+bz2EBBme1WX3e1PtN03N72sRN2t8H67iqp7MqZ1ufmepI0umfMeZ93gB8xJbamYfMMxNrgtjCJYklVKALhAMthHZUqy650mwJEEgSuK0CAGJRBp2p7u0LMl5zQ4loCuIYgIAEhQJ1/e0KLVolEd+Z8WIM6NB9GjWy0y6++Tj7Lr62yvBVYfkVlOezAGNg58pbeqbnFajTHq9xLOM7rtVSWGaeCzYyvffR6ZqXmqCp78O3JrUhMuMBXEu/yyrKuz0XwcouJ7i33rODjzjMt7QjWX5IXlYro9x2/i5XUDrZ75jxkFTrfFgGbLlTa9b/cRpOBsCcv8lpMUkT3NMBy9G/3+ogHmIpqoJ49hMyoWCtJFonVaEWIyjL3SBVgT6zCVsg9y1gC4T9dYocP28XsU5fbAU8+LzG+Cq0FURmmj585wJND8gcfcX9sAMt6jngPAKtdz+YuR02zj75rf41pEghxIBftQkFNJUkWSRoXacyMBk9MJhEwxthFGkn06f2FyrLut9tL8d1FPcupRSDW+bhuXoC5qMpC0w3VfS5jPdZMrGep3x/WAg4SAKxyjUW1/rxIAlkaB3S0okq/WHvXqfLNvkSJxUlqsdmoZxZAH33Xvc+OJ6Y9GRWg1XU73D4R8L7Fzy/TsKmmInLJvhCU/mB3rEV8Ssdxz2mdMYCb3/GzpFGmawjPdL4nhMxgDmiuCZxGq1GwCULULY7rrV06JjZjrIFecU2MoEICPr2HdYTjOOOKynKyoGPdR0ArrKOy2wCV5WCCMIcB783es5ycJPTd7kigMahVcuv7siZ7QrZ95YBl0bBjMsGaoOUoEqqxRbAvU6kPV4glu4+zAavb7MJzpLS+c72YN1pnHYzG88l6zTm7RZb3LCcq97Y9y2mdI5nudGPWdk8SK/HCukYLEO/xxEscMyjznFW0TUR8FWJiA0mIEdP4dca892JE1CWcpv6RM+lZ/vNp2MXiOzFgf/qLa+A4xS93otAEevrpp1+hht0Hkv/0Me77RN8I/P86AtsDy80SS62VdsmrvXLSLf+3+P2vK1i++lJo2Kosq0cqKp9sbEEtJsPLwhy+qdDJUmDLZojCc8qOxkIdlCbEJcLuKdGPUw8iiz7UPw9+k+J0iTLWiIXQI5WrGZmGXYpYiM4HERA21qzGuRkFWKmDzhvWaKdP2p2IUGVr1Fvi9U/PPWYnL1hkLyorPMhpkbHZZFVUr1rRJ+R9TAQ3vbRmAj8sRag/xsYn2pUCPDLivIKGTUIA6yj9wMEnlVqUgamM0y8YW21s3v6W6FHa1mdZv8Bjlk3WA5uCz3IEguvWhmciHqcuOoPKrC6Gfq2oPkaQPFxjd6+qMD/65xuse0mr+gsJcrBN6mcnvf8g2//QqTrXqJYWbD+ofmgcXM1W518v+tcLzy6xW2992p6as8SBef9cdXWghnInYlb0LGtO6Puo4oX4TlTrN0igp16iUP/5/v2sTlHEegVibQoodtJ4PqMA/79LKu2aMqmaME8Wr7KSk95gt992j7UpMK5MjD4UcqWxFPOMIBCwQMDulY6wKUGYCIZbhYJLBgI1XQJ4FyZC4IUgT4H2IzrW5d+8yapWNtvw3UbZnMcWWdMWtRooqPM5TT+aVxESWOYaFVGV0aOm+dtKwkVJgUbJ7HQNGWgLVBk7fvJIO/vkfa1DPZYuzsP3qpd5sGif1zYNtn899yabctuTVjG4MoJs3XsCeo7JPSXYYXZsxq9ToDbhds1vCdyh6JvEuqJyDxtD453oh536TIXeg8c29FQEvxgPerN50bOsp64XLOt97fLiNgfTYlrU1djeu+1sXXvtYvuPH2iHDJG6tT66TorqBd9XAk33ywZkx7xzNXoqy946QcAfvebuY829J7BDJI7KchFYRugpgshsqYJdCtVCP1v3qMXCx8FyutdQVD3g3w5YDiYKAmr0OQblOuixUEsFxJwxQsIOcbktNnJEg11+zbV2ieyjeO1I4GvKpMl2wfe+q+SCBL62omFHMgb6ar08Wfn+Gt2ZZs1RwdGotsFKgSHjNOzUyws7R/2+6B2whvrzSmCdaNhE2bRjhHWaAmvNf64HoByJtuj95BlulkAf9ycr53bJZobqsr/H50Zei0MYCYuhrHSNJkKlbvLh++2nxabBelavsHMXvmjHtDTbs6LoU3Euto7ic141TslOAnZviSFhx9xFMTupJXNNvlcw/nqPRMkTCArHg1CJ7gXLDqh9TpHQ6AXL/TS51lXX2NvUCjTwH75uE19aZpsk6LZJ6zdH5NnhWeBfJO0yWOZ33Xo+OV55OQC4y8YeM90+8fZ9C88A4AwQAjAFJMbGGclKT9D6+QWbCXspely5D36vWI+5nwBqWADZwzZ7MXt7gu6VnpWslk8Vu76+FyAGDRuwHAwL9rMQx0uJJn05ehskfWglcIZTer56/ZqZW902SJ/frHVaYun+PPbSsHMLg6yjqmm7SM+XV5ZDBKw4ed2r+o17BVXg3FaU5hJJZRdqjH0TAat4/nvZYNlnOfa8oGGX6wPM9UKLkIA5c8kr6A6WewW+mNvhs4zAFwntpBHixyHu4DlC8BFPYyXGtb92p6Qh+8FAsU+8r8QTj1EhzzRnB5HEJlJ+x6aJCcL4VYreu0L2iud+8Rc6H/yVSZYKCLNEesILJQ3W3EigIm6xWclGBL42Iba1+yg76ejpts/EJuvv+3ba24lfnCkQwJb4xe0Q/RoUv5Dc8spyopKnmCH3I2ewjBibJzYSkyGransyyBNgYfMVvdk+lYLODesq3SsEVsNzOq3VrgmDGvbpr7vAVzHwzUA4A9xtf+fDmZI6xb+LAkm/PrDsO1Tfq28E/u+OQAbLN998sx1zzDGeRFuwYIENl5PS9kBwHinWnB1pHLyuYPnay6ksh8AXgS+FMCjAgAGCPV6A5Qh+XwmW42SLwXJszgRcG72nhoxtZNoBF+wyAxws66+oqzqtMqlJArAVrOeeZe9tLALLKFdWaqdYqeMcM3Gslew6xXqeetHsqUVmQ5tAB17N+0plpx29cpXofNHD7CqaqY8pwHIECk7DTj3ABLwoWXp/VAEsp8pyohgGWI5Mci9Yjo2aaC5nlqEhE/yguwHBPHqWg77nolqAC/2DYJZN1ylzBbAcFRtEwKg2RM8yNh+iBpIdT1UKxo/jsFnWDuhv3/7hg/bQ9bOcvlcmgLRegdoeR0y1Ew6dZBOmDpMIlnpZ9WUF6hZfAtVOAecjSzfaDy7+g5XMW2KV9TVeoSwrS9673H+3NgqBr0zD5oKxIHIfWP1ctQXrkU/smPceaA9OGWOnK/I4abcG+/1LzfZfF95q86HBCTiOXLbM7nnXEVbyrQ/ZvfLN3iSwTM8yA5Gto4qtl5gPbrORAFT0LKsqjyIqwa/GjntZQx+rBxGMt6rRqgKtFlVugyrNm1UtufaXsyWIttE2vrhCwU6FB94eLKFHqopueDNTbVfPq447auIIqxtcZ4/e+aTVK4DrkWfrrHcfYXvsO9oOnzXfuiSktrZxoG0U771t/GCrWNJsz19/nzUs3WCbqzSuXi1NVXm3JInKMqO4yYVjoLkT7Kva64JkBJ7Rf4cN1GbvWVbPbgrKgoIaAmAAzk5EwQo0VQCBxK10OQggeZIJmmv9QJ+rRxw71Vr3nmgHVJZbI4wNBXKbhFgIugIgJd9StzNSkiZZHhEAEvCjRl+NIFISKWpxsMxdSOI9+gzCR9kCLGjYcdxcNab3lh687KHKfYNpEpXWHPCH+nLQsOmrDc9oqNne46b3UR2nyuuV5QRiXI0+9Sx36nu71Lc8Uj3LMy9Tz/LMVxf42h0a9iXQsFHD5j6FYn9Qv6GCZru4sPLpEOU33pP7kUNkkEq6g0ivrIV4V1bFZRyishziTgC5DRoTFwfMNGyvLCfBIE8g5J5l5ibrFjYz4eXeCw5ytS1UuF1AUGPEewfIdxcVeFr395u8p9mwnbVGttpHXpxvH124yFaUV1iD90AmSyXcDBjbrejJsFtiH3AKs1PJ03UmiyynYadnuF3gBnCVRa1yz3LYAabEX+pZphe7nxbSp6tq7JIv/dI6H39W2RPZc6ktgraCzVpbeEYzMIl2kBDG49mKhJESJUoYdSoxh6jbBz97ou00BHYL1N7YyxgXKOkFsIztkotKJrAMQEzWURybtX29wIm7E3jFNZKiVOqzaJSDSAQMHZjoOdDn1lA1rkaBOSqj3ZonKOnnNZuTboU9kSquJBmhw7N3uH4Fi7ruelRlQzG7R+/ZpH0J3cQePT/0yG8Llj1h4lTyEO/iFTTsHYHl0O0IHYxeL2aqz/TFZhGw7LPsvuP8D/qvzof+Wsq13AdiA56T7OnM93OcHYFl7k+XC3xlobWgFee+Zm6692YXwHKsp4wN1dRQw87imEW92RoLKt0u5ulCF/TZc+8q7bn5L6vF6Ndap5R0IDlKopFr4J4LLHuCMvkqs/B4UrOiW+PUbe9//wF28NF7qRVAz7WqxiTRaAHy9cjvZzCfvNCgoalwcUyt074W9lb4PTkjmnipnqmsrN6NmwQsG+99juQiiXBcINgXSFCzVvL8wW7oZeIk9XBnywXDivOgZ5lnmOlEIvlTnznDFi/9yyrLMat6X1mQJ9aFEOdhjSKw5Q+USn5eHMxmSxiC2/w7Pod1FD3LTz75pO6NmFsJWG/7nX3/7huBvhH4+xyBbcEya8RLL720Q7Cc15Y/tl7kxBxrDevRDTdcbzMvvNDuk9tEFHR7BcGUMPWX/4IGatQP58yZY3vssUdhxC+deZ4Cy121SanqRtUWMEcWWNl6gqAAc6FuG2A5Fmb361WFJ3p1od8RQEZgG8FX6klMAXPu1YUmloXDOFb08cX38DuCzmp9L8JPbI4FdWkFD6XaLFaLanvspL0lbdlkPbOfsd3f/+9WLoCyqbZSPaod1q3PP3r2O+xLb5Z10sZVtkwlD/K+ZJvJjhcEs7SJoHpNICMs4KCazbpGVC02rCzeRT8XvXZR5YbamqnmsclGD1pWN40ebMRAahUYViuqWSuqOFQoMuiZak6AFGrYsfE53SzR6pw2Dmhxhdak+ul9dNFf5vTLbFej41ClKNfmv+8jK2zUub+0IVSyqI3rC8r6V9pKVXHe+9mj7OQ9R1iHvnPV8nYdN6pCtbVV9siDC+2C82716rNYX6GKTDVUGfUcpGaw7D3LhChYGwGUvKfW8/Dqa+6vyqcUXBX5UVEeMXGUTX37XnbDz2fZLk+/ZNVYW0jYinv0wO7jzb5xmt22YokAHxTNqLQ4lb/Qs5zouw6Wi1VBE300C3wBlnUva5NCrwcsXu0qS9UiAQ4dg3uy4IVl9oPv3qLvQU0UUJYrywks67P9JQy2XPY/bz31UHvPjAl28/3P2O8uvcNKVaFbMGakrdatnvbsy9auQeyW0jW5grItXVaue12j+7KpVAkajYOPnU7G7W4EgqFB+thBu1dgFgJfMlT2SAAAIABJREFUBHObomfZwXJQqvk9n4eq7TRs/Q+PWSiCvEIJmD7n8Fmmdx8l1IbBDTag/2apGLeLhl9t7z7tSJswYZCPr+JfW6l+6gI7QccJn3MxI3xuBiigfxNfWO8v1Xu87xIaZlJ85fsDLMc9c59lwLICNveoTlUjAuhQ642AyRNGiYbNc11IEEEBTeCMZzR74vIet0LRd3g1xYGrfibAWesCXyTpsOtRcCqgxnMK2wEg2a61KNSwX5vAFz7LV+aeZbEqmNsODkhc6DsJiKEn5+fX9QPQAkh9807D9l7e1LNMtV3P5rYCX7lnOVf6omf5tQh8FfcsR79vwYrGx5Z1LJKWjLXTTvVfKJvcb81S2c5stqMO2EdJRQFmXdTBsx61mcsXWXO9hI70b+8Hp5e3SGyRpFOVniMtucxcT9a9FoEvr7gmbYXexEFS4vZ7FAJf1XquG9WeMWXoSLOv/sYOvPsRT0Ix8CRGeUbLC+sQz0AxWA52CGAZoSYSAmv0PL3tn99p75tS7/7vAK9cZa9W4qAg8OUWWbHO53ahYrDs/fT6PM4IAI5gSXVpLBDHiv2uXQmZqLhmJWkNTrP20MYqrfsaTD0Pa8RwYe+MNTvGMICwD6h/N20FPd7vH/Z2vPw9VFw1Vo3aHO4RK2eZwN6J7eu1hmv9EIhkjhcLfNH7DPAAdDNPYW5EdTwno5IXc04KOPMk1pds7xfPaVcC3dEKQVLA9x32Sd2zQsIq98pyHEQtVfKGfZKdGqAj10HV9vsTVmpQ2GFLcZl8xnUNEsus2IIu2Bi4CwQNvN4tsoLttUb2csQLJNS4RtqwsCkM+6YMqEkUhU4Kixj7bX+xFRYtWG7nfV16HFovNmmP877sJAJJaxHPPZVlh5x6prs0Byu0Bnd1dtuZn3uzjRg7TAl+kth+9zxhxtrQwPnxE12rex0jWknMoJd7TuM5j2iazhdGCcwX4iso6RCOYFRFMSJYHYX1Uns7SXWuAYYPcRfJ8WAbKSmgJLDHNPyC9RJlcJ77tA4zHlhknv7xv8w6qrgqnP++LU06+qi5vmBWFL+yyOO2n8nHgoaNGva8efP6wPIrRq/vB30j8Pc/AtujYa9es1pxV/0OL37b1o5idktO3mWwfOONN6gPeqbdf//9fx5Y/sH5gGVVliVSFNnBALA5w0tQ2q3NPzak1CPlGzo0Yd5PpUtACDCnlZ9g17OyUPYQXiJznAJx/DbJ+GKrEMFvCJzgQZyDX6ovlaq2lMJshlZJ/5g2RPr4yrRRvXEfUQp32sl67nvSJn3oW1azZr21DKhxsCKkYxXr22zWgROt5Lf/aR+8/0H7wKpV3qNHsEjQ4hlznT+bCOdAQFmpFPEKfWGHrmmk6FtAkk1Uy5MqeKYPdooWRvXTKale+dGGtU40SfVGe18qm6Wq6WC/1qYqu7GhyU5bssx6tDlSTWDzIiFAIA048mqHfsamj7IlAbkHBVRE1gdFEnVTWp/9fPU7svcMKBUB93wWSASpzCyvtXWf/ZGtXLjK+hMw4RdMokMgywTejj9hL6ttGGBT9tzFRoyocVujO3//pF11yX3Ca1BGdf903RGkUk16JVh28qvuN79HhRzqMNETFdJufQ9COwDqMiUUWusbbUFNpe0mSvwW94+MPuEyqb5ukUp05cx/tC+NqLc69eCV0XelQ4fAl0AWntQELARvqbKc1bAdCJA93wosZwBFZS3AcqWCfK+yMIewgtEcHja81ubMWmjf+pdfiI4tkJCrVm7FBPjUPRQ1u10Vv8NO3NdOOvkga1Iw8subn7QfXfOA9d/QIR9rVXYEJklJbFHA5WETFWCdKzRoxiaAcJy/q1gLBOegzGn3BP1/sRp2gGUAP1ZN/VUl3HWP0Xbyh/ZTz+4ma1TPujRpvBpGPTvEcADeiMQE8Av7kQjMtweWGbtOt8hRkJaCbq63WOCLeQQt262jtgLLJMFC2TR68MJTm7YG5g7Vak8QJYEvgmWCv7B3Sz3LrwDL+gyewltV/Kj0hBc6kyZbR41Uz/IlV1zzGtWwVVm+/Hwlw7avhg0FMijl0ScZYnvRx+3j+Jp7lqOiGcfJAl87AMsuaNTlFkueV9G4ZXGsrcFyJAI5N28F4Rlxam9oQ6Au3Sm1d96z3zQB5kHD8eWxtzw5285fvcSWw6HeCiwX9YNqTF1jgqSrg+Viga+gkvcKfP0Jath61qs1FkMkHjFx772t5/YX7JCPftNaGtVL6tUp1svMXuHWKvHEGpMSRqxDgGXGpEzVZk/YNrfbqWe92Y48drL2lQ6n9LoaNtfgAl+Jhu2WO/z7j4Blra+AO+ySAizHfoc7AQDMQaQAEACRhAksEvDK96sH20c3rLJbBzdZvR6uGcvXWrPGjP7eDJaLVaJJ9jTrewbo8w2qVjYrscrzyXNQpz1FT48tVkP+Bw6aYT3LV0qLYbat0b3a4mKaSRAyJZpIcCOSRSLU6b96vgBuDfWRXHUlaflAR2920FU03X1Pqca5IfUsu2YBgBovdgfLYbcVmgX6gT7KPY+qcVD/Ab7qTEl2Yfk9KYmsf7onvfYqwLLTk1kzoWbnvmbew7qi+1Lqfc1eUw+wnCwVXdxT71ujqixxCPsoa44siK01Ac24WUnITNVVF/PUv4kxapVMnz9ngZ3/jd/73oDSNZobXl0mgckD5j3LgOUg/rNf4UHfopji458/1qbtNU7UcCVN2K/YWvSHNrIGaPZ+nfFMewubFxpSC5vTsJkD6bkioa5Yxfu32fcKlPTY/xl3t79C7NATYJEUILkR4nrBrKCCHlaGab1Mgoih5B+MEZJFHz7zY38RDTsHpM7u8Wdos33ta1+z6667zqszp556qn32s5/1+HGjtEg+//nP20033eRFme985zs2caLiMZ3wY489Zp/5zGfsBQnYvetd77KvfOUrinEGeGUZBdy5c+f+VcDytqD97x+K9F1h3wj8bY/A9irLP//5z13gqzhZ5ww7Ym2tQaNGjRIrenTh99tLxnHVhcqywPLMmTP//MpyMQ3bfTqLaNhURtg2EOPxzGcSRSEQc5sXwBwBGnQyF9GInhpAl1eWobsRZAKnqFirAtLfxWAiE0olEboo1kC5v61ZQV2l+kqlVeWbEZWiLm2aDdqsV5RU2Fv3VLBXW289n5cf5yW/tbZh9bLkiWAA8LZFSLP/ulZ76FtnWcnRu9oTqqSvU+W1RRUzqFEhmBHgU0RUG6kg5SopkM6cMNW9Onu6Wuzu+VLL1JuWqcpUo/MoyzTspHQd/ZuxY5EAoBrjNGwSDdrwGwS3fzpksJ03bqLd9PDD1q1NrFIAkM08W+RQXSdpEH1XQVGPpEHuQ0xK4shE622dYphTJYKaRUUc8LlB9wBBMuhZgwXgHpm32r7zrZt0zln8igCA3iypHyt4ZDLtO2OSJtlAgYouu+2WuZ5hR5yHjle+iIAYgF0hWn7UOaJnOXpq+RfgPjEBFEiU6ty3KHDxntrUh8vmvknKoeX4BlMo0nVTjYaW3l8Z9c62Tnv66yfbdUNrrFGNq6UKxhkJeja9/yxViQnHnFLnYihRoSCRE7Y4uYIS4CWEogIsZyEbF9FKAR+iU426Ty9pnn7jgjus5OmVqshrbP02EphFD3CJwHA/DcJalQ/e9dbpdtLxU+3R+Uvtu9+8xcqVLCnV+RNZMpb0TDIkpU6P9qHRvQCkB3WU33ar99K9kBGk4fd6m1fMUgUjqIT6bgWw9Ez7PaDKofeWcf5+4KCc8hlenC8UwVJ9prOlzfY8YJy9/aQD/RkdNUpdtU7B65EqrAAS/d4+NxknJ1IWCWahQEvwmXptvYdd1US3l4nvdRomtNrkswzQBTBVQ0PQi8ryBiV2+gvgOv1P36tCjAPzBokUoWQYitkKlt1eCqEgKKxUtrDw0fW6erfAAiq2MEigFfq9DtX3gQrmCZZ55FDM9cCT8XFBMhI9VC196FxXgKrf6J0b7crrfmiXXnmln+eOepanymf5ovO/r/kHDZsBx6s0+oZZl1DyRQQpFPsRd4qgEdEo7g9j7ZVlKkN+f8KP2CtM3ssbGgOAl6gqhkhdUDZFw07v8aA5q+umZJwL3EHz1PuZa3KYcf2C4r5+gJzrRzB/EzOIhFKuyHOnXBQRsUUd5Iipe5mauj3Rte/jj9l3Xn7ZmtWYjL1UCBzGOkVwzrnHfY1eXirLtbpnObkSAl+hdM2VAuZZr1mnentldY/wk9Z1clyJxDvdvFKB/9C2Dtt32jSzx1fa/md+x9rFdsGujkQq7QisXQFdYo0BLINrct8+sIre/nZYHHuNt/84bk9rGiYvWp0Dc9MTRDq1UCfm2UINmyRjquJ51ViMBm95iYeYRC/iWHhr58oya23huQBoag7wXFRr3AeocfYNE3azElXtf37vXfa2Kbva+I3r7ernFtgKtUfUe8U1mEgAVnru/enRdZTr/s5qrLcnlMg8c9UKa+MZ5LvEcBou790bmobYN3bb035+/z02WFoUXU5h1fW6qGFUtbmnVJGdbp4SVlDE9XG3WSuIlOE0kdSwfW9FgAwqueuMxD0nAYt4orf7auBc3VzPKnu9ByOAtCLrKE/CCSwDWqlQh2J+tsiKZGKuLLNGuHUU67S3y6T4gCSlTp655AwVT7gjshbHblRSBW0KFlBXknZ3hHjePTYpssiilaxZez1AE7BMQgR5xdkPL7CfXXePftfu54NPfRnrra+50bPMC7Ds/B1NMn7WIybUMOkffPrLx3tCcpMSwd5GxvnoBLx/28X/UqIWsMwznbzJAbnFbRO5fxuGGww6uDOhhp2s9rL6Os90ZuLomzbrOC0FGy0fQHeKCIGv6JfuFQGLecE9RkDutI+cbkuUtOf15/gsb0tnPPPMM+2iiy6yt73tbbZWrgB33XWXfeMb37DPfe5zdsoppziIft/73mfXX3+9B7PPPvus7lG7jRkzRmPR6ZTrH//4x3bOOec4mAYkcyxYj5mGXdyH6Cf+F776APJfOIB9H+8bgf/BEchg+aabb7Jjjzn2NX3Tpz71Kfvud7/rrGkSdcVrRnHFOR/7etGwWbf+bBr2NZddoAB7goJjUVUTavfeodSz7NVJqK6pZ9mzmg6WoUyyqUaDdXj8EYhHgFGgYQOEPYOv92gDACzTA8cmS9UKoFjjNLUsBsNxQ7XaN2ttELCLJkrxdsK4yVYi5W420p5zr7YDz/sv6xxYpY0klHxLBEjKFbgsbWqwRZd/1uZ2LrYuqaR2qrLMRhzHjd4/YQyrUEW5bWClvXnfQ7RL6gvya80yu/WZubZFtFUsdLKHaLeCiw6BrizWwdtD4MslUkOtWd8DrW6EgOQ/D97JXlSANlPV1R6VDqiYEG+44JfTp6IPLIvORM9SAgoa30qvsulLNN4d2vQAsnzXJkUvbrtVCL51DOILWYxc8fgiu+/831mDNuxuLIgU+KHo6fx+9deub5GQm6I8kiJV6oHDbxgQ1w8gpgABYRWvfCbAx4YLDRs1bMAcVSqV3T3Lv0n0447KAVahEkWP/HrLZBDFi6CLnmDeH5l7bhlgmQqgqgxSz37vR4+ww984xXupoaMTeGSfZQATAQTfDc3dlcQ5fw8Kw0OWwJXBCqGoRMPT93BemfXgSuJ6hZ1NBP1VqnZfoyrxTT+aZU2DI6gOWnP0h8GU6OGPArVuVY72eMtkW7yixdY+tUQVc80zAdgQ62KOa7x0LiQSAixTNY4AP2f//bj0xXFs3sLz5DTssMQBPgN8xfxOYJnfR2DvAl8JhWcFbUdEBID6npUai30OGGWfPecoB5wb1VtXx/OX+ixjnikR4T1tkVTgZnjFUX/L1Fufdz7NogIcdNNMw4we1N4EUVTuHcAxb3TeUTXCFibmc1Y1z+r5oYYbbBWOHRUX1HpJEOUkB5XlCBBdBVmXiYgRo5ZBKWNBMA+g8+SYznkdFevUsxyVZfWvQsMePcguuuxau+DCy/xe7VDga4qUhgWWOzNY9n7kYrAcrI9cWWYt5FwAFdBSCccLYLkQNIcCNEJpvBd2jYtjpQq1K3nr+SWBR2GX11ZguUDHTKrC/vyG7zVq0jl5EVX7bcFyPDu5h5Q1x58JPUeVOlto2QeN39VKxo7zCvMljz1ke2xssRVaPxoKiRP6JFNrTRI0AnRxnd5nngB1QQ1ba2wwgVjTQwsCUFSGVkVn2IpVCTBvViZlHSBNCZVqjcUgBdFTd59uPb+YY2/41x9Ya0OdklXdbvdGm0K5hCd5rryyTMKInmVuPn7v0LB1LYh+bdAxxx2/t31Ua8qQYQN0fIBXUvvX9W+1LzmLp5f+D908Kq4gsGRHp7nX6MrgMRfDXqq4ZzmsowZofxskALDrPqr+vrjMnln5ghJtFV4VXi8a9hadhyeDWby5D7QvMQf0d3T152ltPUWftY5mmzfnMVujRYue4CFKNrTqQThs+kGUTu3OubM84cBzy56Jd3C0OURSoEXPAc9ZWIFF6xSCT1k3IIvhkayCuRFJzxDd7L2fsTfFWMT+GzTsUMNmveD7AWmIQrrmhQ7llWV/z2sDy8E2D32E3mQ6ntMog8NQSWAZurkq+OiIcA6eyIfmrPPvj7Ud1+BjEYJtztwCLFOVJZGvAa/UHveMEqNf/6efa9ro+ErEO8WbPQ07xORA4MBYR6TVxf0GiDF0F1s3rLdjTpxuH/7E0bZiqbzVWY8SWI7e4vAmjyR3Oj+eaRLWuk72dtZd9jTeU07sBLNsO2CZ+8l9I7m8QUmpUMOOdpgAy5q3qcebgWetriXRDNmMCjssCr3XFe5TEsUFvlRZXi5rQ15/CVjOFZ6TTz5Zic1mrx7zIlA97LDD7Pe//707Uhx88MF29913O4D+whe+4L3Iq1ev9vdcccUV9sEPftCmTp3qFeY2JcsB09Cw+e/rDZJjZeV2xp7Nqw84F4ai7y99I/A3MQLbVpY5qb3FOMN3Pa87+UTpP+5SVeHDH/6wryXFmgnbPu/5uf/dTb+zSy+51JN2t956659Hw77qEtSwQ+AL8EZQj1BEZIFTYJs2pOiRIvCPPtCCGI8WdPoL2WC8Z9krA+Hx54JZDgAjK8wxXV2awM/BcvR0sZZ5MCzaYZ02HzZCFs4OVYk6tVE0aoNaKqr0ibtKAXvgYOs58xs248Y7rV1esVFZDo/GUqqWU8fZ+jPeqYiyx24auEV+ua22VpuPVw8cLEdVC9D47IgmO3307lKKXW8lI4ew8nsq/IwnH7H3L1hqrRLPkrUuS6xJLFdgOath53Gg8lMk3oVgi9Ljo1VlnThmgpUI4J9326325p5WW66NhEv3REPyfCZooocWW6oQ7YmsO1V4aH+FHmsBCypyBCQEXl5lUzU67DlSxVpBX2Ndhf3qZw/bf133gPqvJZYj4NVPNGyPzgC4shiCSgwoJsjHjgWA2Y8glOoRGfXt0LABhIxxmcZspT5TI5rvOafsY6tHD7NvX/2ADb99nm0SzbkfEZgC8JJ+VV6FhZxMoIvPsYtWydalRYB92rF72hkSA6On1cGbbj7Vpu5soZE2t7COklWIK/2mHkQdEdVkp1UqSPCe5Xqo57kqH2I8xdVRaIIotfdTUD//sYX2na/dKqCnpBAXL0GhTZuVzADcQyUHAAkFooa9aVOH3qdKATZQou5h5aKLjABG48A5Mb5sxSQEsCB5JQ2buRJV4ahuSYTNBdS4J8lnWb93gS+OCwXVBb4Q4EGgSVU1p27T59ep5EK5Kso9NvGEPez97zvARgrAb1Qg1UlvnO6/27J5gB9qqdm3OHpZi711Q2k3qMGR5PDeTJU6wxM3KJZbgWXdy+hZZgR4VBDmQeAlB7nJN9SZKNGzHP2IEmZDr8CBupIKgGV6KhNocdDnSryRIOI8XT2fBFyi3EdvcCg2hyhYKMJSWe6lYYfP8igJfF18GTTsVxf42nPaFLvysiKfZcByoWc5tBf+VBo29FqJE/t5kUZEb4HAlWAXkSY0BQjq+T3nz/i77RxtHqllI3oXk9gTU4U1M3kUb03DDnu1Qs8y/at6b1UCL3ls3fudaqbua4+++7di6JyrDenM55+0D6+Q1ZpEDZocCMd67YKMevGssV7wDPfSsEmElbpI2dY0bNoToh85qxzfPm+NqtYb/h977wFmZ1l1/e/J9JlMZtITUgkQQu8hIMUEEBC7UlRAxQKiooiCBfUV9RV8ld6kKoLyIlIVBQQEQmihJJFgaKGkl5lMkslkSjL/9dv7vs85oSrk+y79/nOUCzI5c87z3M9d9tp77bVsvu5t25GNttdmQwQypJEgu7rBCpa32m5n65m+0CZ+5ke2XnRZ5i7sC0/0KYkbPsvQsAVC0joqpWG7UJ8+u3XLkda0ZLWdeMK+trmU37tVmkQYiZlaj2o1+4W3vLy5wBfvoSLHs8oJksy4KBX46tD7xksj4LNDx9h9si/88APT7DTpZHRq/SCG2Kl52KI9IXqWoxq4KjEFYGg0aG3MqqizT02abD0LX7Cnnp1tS7RptQOo9az23kVAWRd/69T7TVwq3YT2L5KZSuIV1bADLCPqxnkZPcslAl/ZizklTABS7Ae8uvSg20l+lCSCNvCcZv0jLAkQphXAD+kAy64A7edGXAuWR+zTsJ+4AFetZvx8j0hq2EnXIFc9oXxnsFx8D3tE3IPrD2gM2Z+4hkiWCvBq7OI9IfDoftIl99mCmKemUX3faluysNV++v1braV5TbBanEDFGGq9wPYB8OtHJDm5VuaX15oVJHQpyVOj+/7c1/a3bbcYYsu1N7IHeaIqNnxP3sHM8Rmq62tuoS1Ez0HfTyLXkwIlYmeRONT3ao+rw0/aE4cIeBZFymIfDs9urpHrI7lE4oL7JGkVcylX2UPAhj72nFwM2nowBb54wsYByzkQZT/JwS39f+9617vs1FNPta985Ss2dOhQO/bYY53ueONNN9phhx5mN998k8DycvvsZz/rPqr777+/HXHEEXb99dd7ZXrFihW211572XXXXeeVZYLf+vr6tw2cS4Nr4tVqKbKNGzeuAJJ7wXJ+kr3/7h2Bf48ReL2e5UWLFtmgQYP+qQt8NaAubR3JooMwXS697NK3X1k+/6yzbcQmWyhTS2U5fFMBc2Ru8U3kRIzKclZgjcR++CxDjSWojp5llHo9sE0ZVQfLCobd9ke/s2JFACOvpHjgF4F10VeUHrigHZJD9/67FOxg1zBI2YQ71Av77b3fbT3TZtqOn/pvq1JFZE1NX4ksJcVhKryidpfJE3H6dd+xE7boa5996UV7saNSCsncnw5ZXUunPvdAbfI902bZZt+7yhqb2+zxw/e3stM/h/GhfX3Go/bh+UusUxFvTVKD7YbiWQDLAcwYqw3BMuUUKsvr7Mhho+3xvrJs0T1ad6s99crLLlDWDoUdL0sqywSlqdcoAhLGNwR5XA07262ghqlDshGhFcCyhtAD10Rzp3eUQIwqeL/Garv7zzPsql9O1WcJ+MgGKkC47htVZe/744uCjrYhWCYjrqy7Kjp+LR5UIbClw3d9l7XW1diQj+1pm44aaN/YeqCVqRHtafXyHn73y/bpzZrso/Xr7YkZL9u1Vz/hVkckMPji6EEUeFDFfZXA8uDP72enTZ4grKhr9ipB+E1CzcdvMtuxZI9qp887WC72LDuDAXEUgaoG9eZlm6WgTL4WLKPgTO9ynXqo77hllv3hsrtsXeo/jnEg6ZAq4fSs4UEMtZw+boH+EBiiGhFUQ1TDo+KtgJ4ZmxMNrnSdx5sESRL4ilgz9Szrd7ycS8CHb2hWGy8Fy0U17PaOcgX8ZrvuOc6m/nW2DRs13L7/4w/6emvX/Io1GsJF2VObwLcIlpNivb4yq0sTOKIrkNWN3c5Iv1Og1XpCi8o3VcAi9bC0Zzko1lRK6I8uCnw5nd7BcjBGqHwBNAIsUymBSoowW1HdNezdXr9nOXqDs/1SVp1+c7B84SW/UmX5rcHyDqhhZ4EvrKOoHmWl6wScYoxKepZfLfDFHMzWUcxViT11ov6tuQ1NF6G/NVR3Ra9dpf1yiPrY25VwrPB9lopm9OwHWE7euA5wNCZOEY6EHAAiBL6KVjSu/l5QjM9rJBKX0QMZiYgCVTuBK6VV7Iyxo+3IFc02rm2N1ONVtS8kN0NgjVfWB3CfZWjwyee6oHRdwr5Btd+rjCQFJPS3elCDTbn2aZtw7s22ZHCjHfyDD9k3Nu1vi7UHNGks6rSnXyfbtR+X1dtu591oa2/XvoGvPWtO/1Rk33DGR+uvytWwo7Kc1bDL/Wfa93V9LaI5H/vVfeyA9+6g+YUVWLB53gosZ9YR90tvKXZo6G3kCvqrwXKbnkO9OPE3jBpm/7PdbqoqP233P/2czW+osyNEPS0bNNR6Fiyx6X+fad0S/QK8AMCcBYB1FHOgq8MmjN/OygYMtz89MU1e9GutQz8furjVtpy4q5UNGWrTp09Vn36XrdWY9NWeBpAgYVI8j3N/ucCy1i8CWkWwjNd5CF+xfwLACn7S7ENUPVP/NqwGxil81jmbIrkaStfsGdHagwios0+oPpN41nvQmQC0evWZPVmfS/tMWCql80ytDKGYDxvDU40+FtGWwB7KuQDoCwsqboJ2DuZTAQg70ERpGYZKJNfdOioJfDE/YaUsX664o0ltBavW2GXn3yVhx+Wyl6tWpRlKP99NtTzsEAHLvLxnWfdJ6w4YF8FPerpt8yY75acftfE6+5o1l0jguI2Wvovv55pJWAOWqfB67KQzGFs54iKSTA6oaYfhTjmnvbKsMdW64Qhg7N2XHiCs99Nr7y0aVNARQCH54b70aDygVh86EIwxVpKeXExno+9deGIjJua0+nX2qc8fawveoRo235cDUGiPVHwQ5ALkUh1+Wa0cVI+pGJ9wwgl29tln2y233GIf+tCHRMe+xsEyP7/77ru9wnzUUUfZNddc478wwuLKAAAgAElEQVQH0B85Uu4T/cQqISbSwJ511lkOcKFtvxNwy/kD8J40aZJ/9pvZ0PhE6H31jkDvCPxfH4HX61l+5ZVXbNiwYa+7ZvOekPelN9ojnEWkag+Ml2v/91o795xz377AFzTsUp9lNt0WiVZVqgLntErPUhfVsD0QByyrT9Epk+nARI3Xk99JDdstV3S4QMcDEFN5gmbJYY7IT4DlJN5V8HANuuCG2WYdHno/PUB99N2L1H/88R13kw/RAIl8zbbNv3yW1S5aGerPqeqAF3OPqMLdsvDp970j7Keja235vNVWp8OojKADb09l5z+4vI+N/PnvbROJhK2tF4146Rp7XNYjZad9zqY8+oidMvtFaxPCrhXA43o7Be7d2iVbaLkAT0llWQeK20LRm6kDHy/WBvUG7zN4tL1f4Pk7C+fZOgUDL6/GIYUMf2R/3RZCXxH2HKHySzbaae4pSIZqRi9dPqgBDnw3Ai65JxzBlCo9t0pVtPoqtX7bjU/YdVdPD/VrfS/BBAFmNSrQVAW0JOipJeBxf2Gqnvo0aMHZZ5n3YbNRKQGw9Qqo9z/6XXbwwTtZH/VAlytg6tSF1yvg+FP1QNuzXCrMOkj7iIZ2430v282X3W11+kRXysQHGBq2xqFVnqj7HjrJPnbAdqLFRbBHbOZBg8a4ScGIYi9Hm4A3REyYlx4QKLFAgAMYDrGRoGEHUMnZ9BzMZTEeFkz05nk/r/5ZJ9rdWbc8ZnNvni4qW7X6IbF/ib7hKBog8MJcDbo0yZtO+rsVTDHRPYmg9yByXc7P+AFrxSnWgOd4Md7Q/XJQxvKhilGV/Tyx3VLgFmrYPEnmAvcWyqx8joMSgZRDj9jB3n/oRHv26QUCnXU2aEiDq6pydV2al+0K3glQU+HBdQW84phaGtqSD2choeW02qzUGkq30DBJ0vga1QslVypZVLroG+SnUHGZq7z4bA9gXT0/hNpgizBfHWAW6ICiYWuNQk3mnqBqw2AZIF/aqBolL3S3S0neogLc7D/0D/NvZ1Ok4NQr4dAytU7ooMCCiStaIyDpPcsjB6hf+Wq7+NLL/TrfjIa9ndSwf33JudqPJPClucSrqMCdraOC/VAQ+NLboDkHiMdrWtoFCAhyv3qO59cOsCNXNdsIzf9HBgywT+24O1kQlXVddQ4jZvvVw4/Y9us6bJXYK2WaxzxDWDR5jUcVCpaP7i+BIH+P6zykflWqz4X+RpYM6vu0XUDHTEwgX0cKrB1QB3heoeB8mDa0s6Tw/tsRo+3Bxx4RWFZ/eAEIBw3efVtT4oDLD+uouG9YBQTswiFKeHFfyf5NRBZ+Vi5E8IeFq+ymn91ug1es1lroEj1+gH3+m+9zsNgXAS19JgKLlaqunTdjnj10/l811yq1r+jjtGfEGojFhXYC/uQOjPkzySo99BAaBMxpHlbV2vdOf7/AUr1XczmDOIu8l1e/6bZLMAVKAD+6E7QHRJ9ptj0EaKY+dZ+bnF14RQN09Tl63s9q4n3tPaoKL1hszwjsjt9GAHfc6NgLWtrEbJJaZMsyu3vGk25tBTTqUMIY4LRa86Cv7vvoISPke91mR65ptuUaL3KL7x0zXnOl065ZuMA2kTe8DAxcNJKz0+9TcyyovUWNC6rlfXTI6hjzdZLtpQoWY5y/UhsjCZSZXbwHZkl/AUv2X2/DUIXaXRi8dSPAsqvhA5adzcFYROtMtf4bjBn922F5FgKV7NMCiL5H8Gco1jhMRAsIz4Oft1LVTjZamX2SBb58l9W6Wqs9bYASgFTBvbJc4ksdgRD6IyVVWd1Ds7QPNhlebw/c+7Sde/qfrXGAxA6TrV60vrw5DRvrr/myoqyT7eGXjplo7z54O50PSlLgr645Fc4AkfkkqUIC288E36dVWSZeEWCOCrBYCkrgoDHAvMhaBQGW8XamJUH7Jf7q7Jfeax/rDL/5XGUPsbNMvY8EpAt86Tkw3i7GqOsLX+/47gyWP/OFL9pCzSVeb5eGnYPSLJZDn/Eee+yhZ7/WAfA+++zjvcfbb7+9HX/88XbOOecYAj2HH3643XDjDbZs6TL7whe+YHfccYdNnjzZPv7xj3tlGYC9evVqmygv+LPPPktrUJVlZWcGDhjoAW4pfdpv4F985So1lM5M8X4n4Ptf/Pret/eOQO8I/BMj8EZg+Z/xWc57ROm6fnVlmVYR1LDfkXXUry55NQ07NupQw44AwzdzrywHQPEMtFOAsidq+LUS0UJ1zSCGAzJ6/Yr9yEUrpiQwouDQPTmd15SUNumHQgQnVa38WvCh1EFXox7Xv4syu14Hy6cnTrKeEy+2PX51p60Z2t8qFXhyIFGR0FFjVevbbaGylZ846UD76OZDFZCK+ifK7aLBA2y/rn622WE/teFrVJlWmppsbZcoyo3Ll9oD3zzSTjhse/vMU3OtWWC53hV8A9x3Yh2F+mWq2ARNMsaJ66XySRBZnWhiWKTUCMTKstfm9Gu0G6TCfMy8Jaoo6TMJ8PW59JaR8a7VeAIiyPi3uzha9K664mj2WVa1yu05nAKWqIIEJJ5FDkoqapxcX3V1lU277zn73RX36FBTxVC2LGsF+KpLK8uiFodIG/2JAUoAb/SwFyvLVfIq1jjtPcEu/+pk6xCFsl2HMuDAVUsBn8s6rG5glXV6pVXgTRTOBZ1dduuv77Vnn3xZwX6te45SWV4j/+PxEzaxo49/j4Mw5hPnPT7BjHHQ3Ag0cpCflH41RhvQ8PhuxorKQlYo1+eESI3GQfOG5xJCNlkcDXAD/b/Crl22yqaeJsU9/VnpIadOUm1wYAZ1HDVU9UPGnOfZ08tNTzO61yF8FokGVV8B1Jok3rNMNYz5wTi4F2wWRyMADLBcyeeSn/DKcqjK4mXNK2jYCHzFmlizusMOP2Zfm7L/eF0DqtLqPZcQHgGa+7PyzJyml0CAriML6Hg1URcb1d24NwSGwrIs2AhN/aMyUqUNpZn2CqpGWLfpG6IHNcY31iiK1HilI18WLQ1R7VFA7z3LudqT/Mi9GkU/dYBlRAOjrzn6+wcMBFDrl/RlXEutAmyCRAaWPYdXPXYzpBH0R7eOShVcF7PSPVVJqA0FfV7tqsxCRwQsX/rr39gvL7vCf/5mYHnrrbayC1TJiJ5lrUQhAABibieJPukQhKL6jqYDgTyAywXxoMZSORetuEJjevCoUVa2vez5li6wvz75pO3XI9A0aBMia5CFbO+arGzbsRiuWs/SJfb4M3NssRgbAGFaMjINO+9/WN3kflUEwDqVwChStWO+sxdHq0LyWdb4+T34PhXCbfRaRl++nocARp0u/gVVfmeLQvShpVJuVqIAoTxPRGhsQzAI2n6ivOrnXll2kMZaEVhepn1FQMoZAySi9J5VSmAMGVhpCzUfv3X2XdYwa4FVaL8u18Wv7VdnJ35PXshC01Xe8017CWNYYff9+Qm75X8fsVpaCQSeWVO+TnwZqBVB+xLe4/4ndAa0bvL64+9J0lBFOvlH79O5IwV+XSN98TCZXA1bc8hpu+wXJDz1uS4aCNDUlPPqM/cAm0D33lSgpMc+BFgFaEKhLm/rtAeqG+07++oMeu5ZLapG6Wnomaqdp+eLZ9iuT8+16btsJeQrKjWeyfsrWSIq+ol/f9qqldB636oW5xXX6HNW4104oMYGKrH6teGj7K4J29oVjz5gu7S1WkuVEnmaW4BX9jQvRcL+cj2CnPzIIBI17DgnEQEjsRitUynhRm82vbxOww7rJSwfSbBx/mUAxljlVgjOHcCyz7ckAgZIqysIVAJWeU+2C0sgUpVkhODYEDgPaY0gGeqWWJmejOaGzlJeDoS9shwiYOy5QT3GmgmwHAJmAbrDlzoS+RuCZU5iFZT1gV121pUP2qKH1Aer9i3EGCOJScIBgUxae1LPsscMUeXFy36tkk3j9tnKDvrwbrbTJn2jFUa/yTnTretgrQWVPJJkAZajuus6BKhhJyEzBoCEXgPJGR6d75fhS1+vpHIW+AIs+7NCu8V70NkvBbpLaPVoCGSHgdeAZT8LQ+SrtBJPjPDpjVBZ5v6ys8FitWzsvLNaJ/QApk6daptvLh0ZvehjHqDE4MEHH+z9zFSHEfGaMWOGKtsL/OcIex122GG20047eS8zlWN6l6k2Q5OEMs33EDy/3T7jUkomYBnF7d12261Qte4Fy/64el+9I/BvMwKvR8OmsvxWYPmtbiCwaPJZ3ihq2OqtrdBB4pRqqsZs1IVD67UCX1EYITAJ2nZB4EunQfQsR59Tm6vdAoSjbxEhIAJqF15SwNEJiCETik+hq37kHr2kGOuVlQ2vRXGirdOBMEx03wV19XbgSwJeJ/3KmqTI1K2qc5maUxHrWKfgq0r2R+vblQXvV2vvnrydDf3AjgpUauw3tzxhU/fd27Y76XyrknUR98PB2ylBj/qONpu102bWfsN/2/GPPmGfa5P1lCo/5XoDFOHwWY4AhMOPIIpKuGeNCd51mBPMDFS1q1aH7AqBdrLs1UPqbe95Ov3Putk+dOTedux2g61RGVWdiE4jrtMYNSHOxKcqmFiEAJmCb3rU+Fyy5z1USACoDpbj0CVgInAtw1NUz42DGhE1LoggpkLZ2X/MmqsK80O2ZH6zDuNKHcD8PYopb03DpvINBbh5lzE28eOT7JQxDQ6W6UT26ptn2EW7S7RFIo6gp6uvrX+tnS1f47/fP8eqxCEmUK0UWAa4b7GFepu+fog16h4ZR+hpXQIK0HcbSLDoXr1ns8Q6inGlNw/jJhRT+T3vWVZQGNRtKuioM5cq16o6gdVPphL75QbNfZDA/R+un263Xv+QAJo4zp6gCVEjFFShYROcE9s5WNbYQcNW1sWBJFS+Ig2bz0VNPNtC8Ttv3zqKuj/V59bWtfa+Q3exgz4wyb1DC9XNJBITtOaoSkZ/3+vRsH25beBbzPxhjbarstQXNVfdkfcAuxUQyZIk8EUgjMCX07BjjRZ9liMxAsWa3vosHAadPvrrgoYd9lLQsBVEEvz5c4ue5YIdHYGmKnzes5yYJ+140Oq9qM/6nGdPYc67MnXMs1V61mEdFf240MYJzEeNGWgXXqKe5fP/GRr2VnbpxVSWM1jOfd1BKW1DGyB7KAMi6dFM1lFsW/Qjt2sMDpgkxku//lq4KquqNNpz1W2247THrWLq03Jv0zySmnqNEnrtqnQ9/i6p7zf0s7JffEUG2C/Y7BefsfnY9AAoSoCJJ8Cyuq7u2feg1/gsF62jmHPRqhB7sasws44SDdst2PJ79O/+2CFpIqyQ+B+MgQCImdobLIrcMx7WUaVjQeJALgPQsLXvuA6C3kPyZEh/+ZoL8H75rL/aUNm1VWqerlGiZ+ROo+zbx+0v1k2wFTzx5yC7wu697Qn77RX3Wt+B9Ur+UMmEhp2TduGzHDRsHn6pzzKiX3q/gFX5uFH23z84yPphy6O3FX2Wiz3LJFz6uXhX7K3xnpIKeqLe93dbswByzLMQXIzEabnGeLYqy5/dQUreIFk9u54fXWP28nzbQ7aGXf1qREPXHqZ1sKp/jT396+9a2d47otCmRddqDz3xiIsyarlpXojyrWfFRrNSDKBFmm/bKVm5Soi1isokbCVdpyfGHKQFXZq9H60u5v1KJVyrdHgXkmeJcRMuAaH/QUU4tznE+ofdsWG1MqjaYcsUApuhXO8Ua08WpbkkMFievIShQZMwDRAZe0RQj7nSOBf5HMBvJMa9cThRmKMqGyyKDc/6Da8vVVz1uQx3wU86g2WelTNUAMs99uuL7rTHpj4n3Q7AV0piYjGm+9a08nOQ9pm4wgDL7OrVYsisbG23ww7f1Q762B6KURQV4IGtN6JAznpyr2Oq2ho/1lXQsMOmiuQDe0PhbAS865pdEFEvrp0x5qypTcw9kjzuOU1c4XNS60rPHLAcCchwJOBZBSuIZGKidyOO6TZfOj/dczr2VNYqDBfW4pe+drwt3ggCX5nCjJr1n/4kEdH+/W07KdnTd0y1+Nxzz7X3vOc9duedd9p3v/tdry5THab3kL7kTWT5Cd2aqvLpp5/uPcyXXXaZzZ492/uYf/WrXxXAMmNQSrF8uxXmTMPedddde8Fymuu9/+odgX+3EfiPAMuXnH+OjRw13oFlCMREsIM4UoGG7dU7DrpQfyU5u0ZFEnqvMsCmOkp0UuwNi809wHJQqKAJ0w9Z4VQ2gQ8HywTiBCX08UQFpGCvkg9QFwZKmWR6d/R71aKOjcCjc7ddrWfWCtv5qB9YlaLpTjxkdLqvk2dRJcJWXt1TAC3a+Jz9FNjosNtZfcpCjB5MoTjsVUwXkKEaqevQAfnwz463ssMPsF8+ep/t1rnG2nXKoYaNymopWHYqNNev7yFh39kq32Ud2Hepen3a2jL71oOzbMsxQ+2qe2bZo3+dY2PnLbL7DtnbvvGjD9gXVcVeoFOtStWFkwePsPtGDpMKc6eAb6WdPftZO6C8TdS8KgWIHHoRSFR7tZ8AM8YzPHIjG+09yyVgmSotlcHhqvI819nHrvnfh+3Zh1+yipaVOl8JMInpo2fZ+/4AewRRBKW5Z1kPrrO502YespP9+Icftfe/+JIEvkjFo5ActlWAZa4vvEtLKLWqCJzzy3vsH3c9ZdUCyyRGqCx3tHXYiN02sy8cf6ANle9yj547lZ3wQyawKKncK0gtVkeh8xXBchbscYEv730lGIkAJhSdPar2QG29vjv6bqmeE2hAYUcMa53910m/s1fmtQmo8QsbgmUAq7PpFJy8GixDuaa6Gj3LDAP0t1KfZYnEOA2bYDyqdFQ2vHLvfc389rrweHaqdnjCUllG2K5Mz+jDn5hkHzxsoi1X5R56XYDzqMoCUMPbONoZXtuznNkfAZbx8i6CnwDLbQLLCOrlbDyCTbWAZSrLSeDHK0uJws49BFiO4M/XNZUSWg+ybQ1AWICSdeyfy/W6wBdgOdFhtY6gPIfAVwTmrH0qX4DqAPcI1hR7rKls0adffNbxO1SrawQo16PGjGI9NOzRAyXwJTXsf0Lgayf1LF92aaJh07PsSb+o7ns7SVIMfjUNm/ewDjp0sZPHbGtlojT7Mz7lPBv44DO2xTMvaz6DEFDaZx+SFoDaEMo1oBViV5iu/cFP7W+29Wj79vgG+3hZly0V6GJstQuE5c4/BZZpMUjKuQUgzF6siprmOk/Kxd68spzAcvLchk7r8JOqlJ4R+3Vew+zfvDb0Wd4wcVD0WY5qc4BlMWkEXp4TW+PH3/69Vb7QYmUagvVitnzl3E/a9tqjlmme0RPM9gEI69L+NGOGfHB//YANUrMoyc51TsNOYNkTe9rTvbIc8xhvd5J5Dno0ydrV3jFhm3F28g8O1riHOrQrBOeqMVlmKssZIBbAcqqgQxtO1UrA50AH1PEcnHqMd3tiGdXqu3YZs42VTdjCbNEyG3bEqTbmwbm2bqD2FDjoiAYi+CclJxKw6/Uhj1x5qpVNkfVh82Kb8eRD1qZ9vlp7/zI960btlcw1VsdqJQirtDe5PFZe65yBJAip7ur9qMBzbjrU9Oq41pcWI6wQr9Q7WI7Ei4s9pbMU/2RaWHjGjEWc0dmxIjQ4Yg3GPClUlkls8MH6fwtVbQfL8GtCgd7pydL3CLCchK9KKNYBlmNPyAmSZiXHSgUqsYWDTeNV2cDT0des745kdIhaRptTJA7bdca2KWHTJJs6qrKVSjb8+tmVdv9/3+Te1a7OAXUdV4LESuCznM3jLgV+CwUHgnoxh5a2rLHDj9rd9lC8UK45ghUU8Qr34L3ZBeuoYJm4G4bvhdFLTgI3fKnZvcItADaM34P+4T5hi9Rxn+wx+g725mBsxPlZSBxkhwF9L98/cED2rk+uGjBKYitOyuChKeA0bBgk2i8/+8VjRcN+Z2rYsfcRn610T2So01SFUZflme+33352ySWXeAX5uOOOcyGvrbfe2i6+WMw/0bV58TP6lufOnWsf+chH7IILLnAf1Tlz5vjvA5YR+MoV7HwmlVaK407/+VemYfeC5X9+zHrf2TsC/7dHIINlFPUPOuggT7K99NJL/16V5YtkmTJKYBmrICo1ACf6cOjNgjLtNNskQOGglgBD72leJlqfe6JGVjMEvnJ2mQobFZksHsQpEWrYmcoGGRNhED4bcBR2EgEA+Z44fHSw6M9uY5WoWWEVAcVLIETR/pPVfe1PlY12z7Ov2Cb//QcbJkPidvVzKkp0gSnPczu2U2CinkTS292qNK9TcOZgWYcjV16mA9V9cxUoNCxcbtO+9UkrO/UoO3baVPuMQG2ruHxdgDmul8MyzaaiWq0CMYUxj1eITqnK0fkPv2BLfzvNxq1ptxe2GGvb3v2oAKOAPFl2BX07f2R723qLwbbrbmNtwPI2+3TjUPv7HhM9aPXoVofSZbILmbB6lXUrckFEKSpokTTgIOZnoTiaaNhpfKGycnMhBsT1QmPtI7pYjX3r8oft+eunObWNIArBrwDLhBWJ0qsgtCqJVJWrBxJAMuWoifLynWi1Es3xoEGfTy9xUMIjQM6qyv7lypQ/Na/Zrjj9Zg/cFAa5z3KNkhHYgYwUTfZL33y/9Se45G8FkILCHqALIJzVgKNnOfq9CO4Ynpqc3Xc1bM0ZF/iKCrDPs4JXMEqjiSaYGQH6bFdi1RyiR/D8K++3x/8216olNgYNmxvC4xXRF/d1ZQ7pH2igVS5YFpVlp1gDarCB0p/py/Z+5FwNIxnhHtVF4TAIffRCR9BPAAVYphqNSjH/zU1U2lY7jNYYNdjhn36XV39RiUcQydM6gIBUzY32BGjYoRzryRMfB8RmVDUWyC2qYTO5QviJ91AlcS/09DsEXQEKSDQEMPdg2dkfQVHlBa0w1LCTnVcS76p2Km4sDO8117rmOgLcU31OleUcqHsPXomYFVRh10FIYJn2BH0e9+CCOq7GrGftrR3xucxNrpUkUQS0VJYBy6hhX2XnX/TWleU3UsN20kQSQaNaswFY1rXUKrjtp/3k7rp+9rXd9/VEXM9J59rel99qbfWNAk14vcIICb/odYBl/Mt96AI817e3iVGx1h678ut22vghNry51UaoN3Zo6yrrqAnv44Jvq37tzSrL6DZ41djVsAWK1LJRpWxkh8Z9NaKCJWAZWjz1sGqtrSZVO7s0dxdpP35TsFxIHOSxCDDv1l2awN5xr/GCmjpM4GBmeY1997RbbfATStDpWtr1jPb/ygF22DbDrVUVuCaSKWl/XqH7HDCsQcr6U+0f1z1kVQ3yC0cNG7Dsc4pkZhInpLBGr6cnq2Jtrdc+1d6+1rbfZ3s77muTBULbtYzUG6xrYd9w6yg9UPYigAntQVl8DuYPCxqgGQkS7WdOw9Z3av/0Pl3E2aBhK0HFKqrVuF5ZM9guHTfGBn76DNti1vO2smmgRBDV0MGk0QsaOQk0sYCtj8a4TAnX6Zd828r22Nyuf+whG6oe7qsbBtpBEgJr0DN3AMv5q/VFC44rLAOueFYARI2z74v6bO9Tx36QZAGgCC0HwDKfw5mthGZ4qKeKq/Yt1M2xxYNm7RRmp5sraehzO76LdVvrolHRygFlHRDv4E8XByCkx5ukONoYXEu7zpncs8x7eaZZ+MrxPmce+iRKEnnSTZ9TpuQgjI0Q8wwQuUrPxcW7aFGKrcbvk7Ycdx1g79F7SAwDln3/4Wd6VoDRejHL7p/2rJ1/yUM2UC1X62k58L0cynnyqddYUaldj12f1maZhPZItLDX4zrQKbA+YfOB9rWTD1G/uxIHKbmfK8vQsHPikOezCjeBgpBZtMIAlqN/myuMdqlCZTkB4SrdAxXraJMo8ZxmPicatntOp2RosQe9KJqIxVh2F+F5htgZZ0AUKGhncRq2eoUXLFjk4/l2e5bjaQQVm/6/13uVimfRywzwzb/DvpTpz6V/x99jGQUN+9e//nVBDTu//50AZV+DSVm7Fyy/7iPr/WHvCPxbjACigQDkW2+91ZNxvObNm2cjRkj1RWv4jfact7r4jUrDvkL0w/FbTFAgqypsCn4BrICXDdRtdSAW7UqS/RH9T56BFsXOlVNFE/aKTIl1VMFnuUQkxQ9i9aBxyDrtEEEXRJcCAEamNtGR8Hz23h1t0IUKWvTWcRhRHy5f1Ga7HCyhlWlzbJevnW9lC1U5VRWjCwsq59ACcmUNlDxyoTYTaHEiew8qBypAUQFGT2e7lcubeca5X7GyQ/e2H814wg6Q12KbxoNA1fuu3AqEz43MNwdjrXi+MyVKcRwJ3KvvtAlzXrKmhc3yIa51EK5Ctv8OVYDuDgK/TmtprLNlx6iyJG9RO2B3KxunvkY/XfQPeFf9jtNffN6WqPd4rQCg9yPrlgIsp2AISiqUK4SW8LtV5SPEmaBrQh0PCi2BUa3G/Y4X2uzaK++xxsWq9uh3XCRH76bvlhuKSg9COgrq9RP6zVZKMGXL7xxi39h1E/Uii6qqz+SQB4QT+UPBo98MpkGVAo4KjfdiWUfd/exC+72A6Kbq4+uUKreDZdHc1omGvWK7MXb8kXvZbqp6a1i9ksFYAtzJ3DsbQXOkuVmVTymARkWMSgiwW4kQ9xMN0TP6u6PaWBRHY+6G+FUSoNH9O93fWx5VWXYlcaxoymyuAoxfnPZnK1/cbH0UqEHVo6rlvtDeW0xwp/FE+ExBXg9VYH0Kz5WAibHzpExJz3I8SPoo6SUNcRueCUEbV+U+y87nDDp3p7L0a+lL1AV+5BPvsj0nb+XAsUPBFy/WpAvfARQ8iVTS38fnpp5lwKd7kgIkqcrrd9weRb+Xe1AzRZBkSZtbnzCWAJNQuaeywzziHtekQNirKckrtg3xOSolegfWJvQNe8+yi/cUExYktBwXemWZDS9VU3S99N4yZwbSs8wt6j0tLQL32guofnkPvoAwYxiVkhAg857l9KxJ1C1fHn3OdUpmkfZiTwEwjxzRZFf+5nJpwxcAACAASURBVGq79IorffzeVOBLFZALzzvTadgUfBnkLJRE0M66QtU/6zW4QrBTLbWuFcXuNXaslW25rfV8U1WUi2+11Zs0yV9XiRjBKjy2eTG+zihAXd1vNwSqCIyrxCCYPnknsjG2u57Bw0fua/fUdViFhJ+WtdPnre8R4AKGdIqejEWY99x6MK41okqV9KzUihLrp11zo0v7FZT2+xoabI+Vq6Q+HYAHUEKSYZ3eQ0V8tKyPth+7mR2iSukXZ8+1iiF1Ps7MVwAP+7RbTunLnIbtdnVFLYXCfKHKSOVWA4baf/XoRnvf9EW25S9uEj1Y7TF6VrA4mENfOfm9ttmEEd7iQEsGi5v1yL7190eetd/86iEBMSXztB/HPhRzca3WHwlQ1qJXltPehUc88+4DX55sm6lncpB8lqvc4z28e5l/9Q5MWGupl5c5BPgDRHpvtmjYDkySLZ9bKmX2RAgu1iKOhQ4CVTbEsWQt9OEdt7OGT55h4+Wc0FFWq/vE2iieOZ+/DrBMQlaLq0ZCko++WyJgN/zQetTHqeyllfUbZP973702RKwtBBB5kYDI1UqvCJNExGoI9WSnuQAiEc8MzQvfDxwsY0cU1UkqvSQFBml/5Xr5HN7jY6H3ODAn+eFJgZwED9V0V7rODhCuwpz7YJXQ08+5Pu9ZZiz0/UHVLqm46ocu1FnS/+6VZbQPoGHr2tiPEMMqVmVjT8vtHDkx18q+R0+wz9s487gX92LWC0aNs1g0R6tlFXXxbx+xe6+QbWL/Ov0Klons9pxR7N3hWsAPSVyVA5ZJLehH0LDZzZdoI33fdz5oX5k40l6Yv0oiZWL9eLwSzKdMN/e9QI95BUliB8vBoHGwDBPHE8msTlhMIcjH67U2Wr47BNOJuIK9AZaYnjn5vwDL6T712c4CSP3lLiaqh16bBBBhAL0aLJNs+MznjrX577Cy7BefXq8HYPPPglkAwyso+Rlcs49QPeLn+b95H0rYVJanTJniYDn3LG+svuJesFz65Hr/u3cE/j1HIANiFPbPO+88V9s/7UenKe5SLOX7Xez3/+pro4Llyy48x7bYfEtlv534F4eYB8wK4tST5Aevq2FnH+Ck+iiFR6xsomc5+r68akUGv3AQa3P3anQWoNLnCoxkRdFizzKiH0GXWyVhkKjiRDYhKJ46NFDRJeCkkkgFLfVQ9gglrlI2fL0oh30ba+x/lnTaHx940WzmXHvX1CfVH9ig4l23DjmJ70A1Tr6KUI25OUCLOwFDW1O1uf3YyfbCtvJHfs/udtaj0+3d3W3qWVYAr7sr9iwnkRIfq6CNVyvgfVYK3Udc9qjtfsmfrGdEP+uG1q7PRbymkoOaOEc36RZE+tZqXe+0PUUNH9zfyr78Uet5ZbHZhTd6H7N9bH/batt+dtNTT9tygWUqc6hsVipw5rgHFBAoEGwQqDjQ0cFIwOm0McAy4L5gRSOQqQt4RTZF373kb1Z330wr76uEAmDOkyTRC+hjrLGqLJcPMIeeJuky9afv95lJ9qXDdlFg2ekADqCVqwQkR6A+Dx9UZUurauzWl5vtDzeIfj77eXnJrrVqjX+XexDr2qC56/0Ly6tt4uf2s+/vPdpaUYrVuODfyfchUuO9oLouvGgB5WE/RsBHJYDANirs0RtfYi+iv6NfjgCCwJbBCmoc1QcF4Jk2rkASZdgGzfGZLWvtBz/4iw1ZJtGdrIiLGrZXlqNvNtSwoU+DBpMaNh7WrJr0Hk9i4FGd7W78WQu0E7i7RQlzAXQsgO0q2wq+seNqr7Cddh9h/dTHvb3mzY67bq6qMLTrWDu5kuTqvAnsOEDNCtTMTfqENSf8PV5ZDtVagA77TNi7BfAGRHmCyKumaex0eYBZfoc1GnMIgS+tHQE0Z1MAWHU1kdDKQILADuCOWm+iarKOfV1EkBtCXPTPx3u4J5JkEld3EOrVFap3VMILooGwVVgzUk32BFwIfPFd2epKeFAK+0HdRvQs2CpJDXtU+Cz/MzTsbbfeyi4672ytbxJBGgjAsgt8hdo6YLm/VLtzQMh84rrQbOgjaunkvfeznjNvsL3OuMZWjBhklQq4u7pIJLB+YCoQMrOPhmBcvAB7IVzHe8pXtbt6free4crh/ezlMz5tN49UC8YLy22dAvY6qcYzv6SZ5yJmjUmdnMRRRXOHVSmhsMfm24QMNcIOYriozGllqtCOf/EFu/CZudbZVOMV5yY9+Ilb7mQ7LVtsp6xsto/r/j+0ZIl97bmXrGegAJ+D5aji8cqWQJmSXlCS9mShdCj0VVFZjoQgiZFG0WJPu3yazZcVVIWq7H1gbfDB+p2RY4ZICKjBdt53M9t6pzFWKQl89shb737arn3sJRu4fJVVLWm1brWgVGZmh7dBaDxKaNgAIA6NahHJW3UYnSw/3C03ldWERhIWQ67KcszWuc9y7tPdUAQJsMwaAwzHGqayjHVUVMtz4ibYKrgcCAypVefMASPs17PkD/3dy2y9Whe6kwVchRgibqToLR8wO5QgIS8mNLN0yHB78YITJAC3KaNlVzz8oG0u9lClqPrelw9wYu24jkB8N0klryy/Sc8yIJKAIiuXu3oyitlJkd7BMme0rqNvPqOhYb9KYZl9POylePLQl+mZFgvAK/GZ7dOl9yB26G8J5g4MEHfCiDkDEMYJIxhBsQdjfxQ9y+k9hcT4G9yn7+X6bj6XPdfvAeAfwobRN6x9Qtc3eHCd3XPH3+2qS/+ma4ejTYJSTwog7GcarKDw7PZ9GHtE/T0J2HhVaC/psr332dQ+eaKEJ/WeZp1HDWJ3KM/r74PRxn7gySNiGn1WC2DZwXyMTaGy7DossZcg+sX+6d+i58jYUEGvhylActrZUAhmRisJC4mzsAomDow69g72S32/JzYSWHbqfbILY69ijLG7Ql+B7w4693o79kvH2cJFb5+GnQaosP+9Uf9wBrivJ8xVSqku/TzmbC9YziPS++/eEegdgY05AhsVLF964bm2xWbjFcjS9xViXU4tRqWYKIOMoAJCBCgKCqyp6kOFypWU9R73CgYsu8gHlEOy1mRCIxjmsM8g3MGyXq5SXKB4pkBcwTo9lIXKMjRsenWTEihUI6ihBGylh3ejgiGut78Omwk7qY95wUobd/w51vSPV9QvJwq1B6pQ+qJKCFjmgAH89NG/lwvEbHnMAfaND2+tVsIeGyr/Zihp1QqCSBrwCrAclWXuzxMLTodTX5qCwUea+ttxZ99ru9z2kJUpMKW/LKrA9EsFWManEuozQWC7hMNGnPxB+9w2m1iVrJhOhTJ4osTKRANfMHio7f35Pe34vTbzvkPv91b1JsS7SpS5obD7wUiiITweoayT0840bIANgLpOFzytrczOPPM2GyBbrDJ6GqGj6fMCLAdtMOyPAMvho92sqsoWR+xuP/nkLvpMeX56cETQEFVBBFvK9DvzX1xo59w80x5UP+J2Ty1UlVa4n0dJjc37eQmqFUSqOt2619b2w2On2AQBS4p5ALWCLUhBxTf5WPtcTAEV2XTdB72WXllW9cnBcgJdTpks0P0DNOa+u370WDu/T4JkAlmD+ysJoQzWj9TLvejaxx0kQsvjOWWBL4LzSHK8VuCrC69OfT793v6pbyDw5WDZla7DsopxRlCPtvH5mwywkWIAfPW0D9huAsptEvtpXSHwoOvMVRjeT9CYLdWCpiew7DQ9KnqllQd62rhgqH3Zf9eXsVeamD11WJQlUMCYR3KKOYCHKj3LAviuhp1U2BWQFvv0EPhSxdp7lsM+yH1D9Uenz+dAWHOGNeoBP88Wtkqp9oCrEhcrVszfYr9kVHLCfzzEcqIftkgt5Xq9SqNnXan1WaN/UCnONOzRTsOWwNc/0bO8g6yjrrjsXK3vsI6iJQPKsgey2A9hNZScAEIlOpTMa/SzBqHXHXaQz+6Jv7a9/nyfrWmsd5HBbtcCyM892CCZhp2TL8wfKsHu7a3PpVedtVLfsVoslf6280mH2A9FxS/X+qrAY5dkgABHmSjM/bWm67UvPyc+6nsbhlDKsrKxshwClr8y13qaVypqFp1FAO2M1S026ZWlViaxI/JHNbr4bwwYZnfXS2BMXqbHznzcTpk/z2Zpbg5JzgQ8D2i7zKMMwBgPAFf0VsazJ6hnvtDjnkWP5HZk00WDvvrU6yWg2CHmiDxuUZDXPzxYzpIO9ZmWqfr8zTMOtZ2137cpufDXm6bbtb97UGtZ9jH683rtGdnvnTXwWrDsKMZq9IWLhwywr31mT9t+3DAXnmJtsDa9mqpR2dBnOVpGPImrB1Dwk/Y9JarPgLKcyMl0f2erJBr2AFEQtt1se7Pf3G17n3O9tQ1tsnWy3uojGi/P3am+Sqb16Fwpd9aOPhe7oJdX2ANnfdnKjnufXT/tHtt0VZst0n0i8OWtBnof5yRrsgCWqSw79TifecF2YE1W6PnAVnK6eepZ9raMDayGUmXZhcxIaGexMxKNaSzyGa116vfJxGQ2OVjWOU7rA7mO1KpRpzO1AJZTNRWwjHJ0OZaKPi9gQkXCIYNlqPcoW/PKFXT2GRe1cl2DSApkf/Bmqf43SjGb6w6wHOyJ2P/DsoqkzibDa+3MH//RHnv4Oe2JDfo7qq6R6KQ1JpwNwgaQOY0dIowgB8uaJ+iuDRs5yL79/fdonEmqim6u66nVTZbBSNPnUDBwsJz8pOM+UUkXCKZtRe/x1rLkOd2Ftgf6GC7EmejmsB1cDTuYAm6RqLnCPkaik3YpGDOI7TGHs9VegTnkRYKoPrO/06Ndq2XOjfLcQygsi7qR2OyxL57wRVu0EQS+/KG9zVcW6yr99Vx1zmC5tGc5v++dVph7K8tv84H1/lrvCPxfHIFSZkoUTmE6BgvlnbRibFSwfObPzrLNFWRV1iDwFJvwSol8lHpyrtWBStUjK2Lm6jOHblCUoprAvu8VKB0Qrt6ogGOQaJahxhnULLwqQ8CHymd46/I73BQHmYtWOWUpHY4IW9GzDEjUezp1unTpYKPSk4WBODTqZV+ChzItpd0r261SZZ+zldV/4ju/s35LV+j6EcoKQM/1Q32lf4sDv3tFmy04dC/72Sf2sm3XLLcuSkIKTr3KBviEYqjfAdx34oOaDqzcU0vwiKJsS1ODXXLns/bcebcreCRgyv3FCSxDW6XaiH2ThH5W6nsnT5lgX/zye1SBlgCZaMBf/cVdtok8STuhuo3saz/8n0/YcB3Gy9QnRoabgIlxBggHJRywXLTZIhNNQMf1Mk7uyeriLFI5lT3NCbNbbdl3r7YG+sL0SfRNRsAez58sPLYaOUil72lZyzo78rOT7EOH7qo+LqmOaz5USLimkj42lRSq5VP856kv2c0X/EUCZ2uUMZdAVSU0OCZ9UGndmkOHfAWVZQXwrUP62+SP7GGf2Wes+69WaGFEdSSCJYJWfm81Cq70teXKchb4Sh630KoJdvupZznmWQifZIGvDJZRw4aSTBAGAMLPWZx70W/vtJmzF1iDBOEIov4lNWyso/SFfSQkx+WuU2DckxMNHoOFGnYVtSgmpo+IKlAoI0PnVkmucffN7ORD97AhEmjimXH93p6g+DonZRgLr+aWiGpBnw6Br2yz8mZq2AE+6Qnn5T3LXjWNn4VIXHy39yw7+IlgOcR7RIVOc56fFcFyAqxOn4T9ET2f3EhUlrWO/J6Kitm8hxdVJgfLqWLFumAduxp2oj3yXPm4rMbM80XYLHqWk3q3tydEL79XubxneZ2NlsAXatjnXfDWPcsIfF16yTnhs4zAlz6IynIkFAIsRDU79jHAMutEGkwa/2p7r2Ss+5x0rQ0rX+v9rK7zgGibg+X0E5gVBOgwCmJFaN5nsByJKoL6PkI+ZVVKjKmq3qr97KmffNb+NLraBnR3SF1fe6HubZaU28sHVNphYydY2Yrl1iPgi9jB8QtftgPaVtsoLKoEqFF8JrhvV0C9UML7LgKmcRZusKHL19geoza15oH97MkX5lizUFCHAE6TWh54ht5nvoEgHIme16phFwW+Qg2b5Kd0yuxG9XLecNotNryl2dr7qKINDHA/ZIptsHpIbnTbyd/7gI3faph/1zXXPmxTb31UiYpqnR8E/G+uhh2uByRK1llb8xrbftex9vmTPqDzItwXcjWVuY/YGedSqJsnBWj0NxwsB3gr+EmnZ16qhu3WUQks8172U9TNH5Qo2W/O+as1KBHQXl7vAI3KMkXFAMuAHz4/qMeda9XL/csT7IoxFTZJ1fx5sivsUQa4ATtCfkkvB5Fak4BI1wMRU0AElMK5wxguV8sC6yvUsAGRQU+GYs2Mg0nTxvoqYXYxxvQcu/+2JxozKyfAMxX1Fp39nKXYvDGPvVXD7cKSpZi+r1VnMvsr/t+suTX4LGs9O9ij6ikQSV8ziV2YTiSx2W9xkmhMLBG/TyyVcssV96mkIT7DISjHFFHCT9Ve7KW8Z1nf5fRkhAKT7zjnW5XG+fb5y+363z1qQ15eonYWJWc03rn1hdFf5zoRVPyh9Mfa855l/V0frbOOJatt5ynb2ue+9m5bu1qtWIo5VjQrSaBzxX2pfS+MnnfXAIHN5fslLKZoW+F/2WqPtUYyKZ5nkYnDHOA9/H4/7cMkRXk53ZyWGf13uT4rC7ZFK1wA8DZpMZBsCJpC6IR4ciFXn9FzcdZdnIWVGrAWepY/f5wLb/F6Oz3L/ov/B16ZXlnaswwNe2MIe+XL7QXL/wceXO9H9o7Af8gIbFSwfNlF6ll2GnaAJTbxVilHN9KPSvwJxRrqaz6I0+aOyA9eq1kNm8OaY6hBQSZnPqAEP8Z+gJp06EMJkqWng2VOKSq1UIkR58g+y0HxRPiFDDWHBuJPKHMHWNZ562C+EVqk+8mKiqnsM0CITKwDedHqavXe1TpkD7/iUdvpriesQ1UUVyAmENSD9oqqAhuq1qtXrrFRp37Mvrr5YO8fJJgEQJLtpV8wxI6ChgVA9QDf+zeVDad6RyZXn9qkQ+7Jl1bZL35+uzVJQZujmGw8FkSo4BIrIjjSgdiIsBk9ln2Vxd7mkJ2taetR1u+V+XbJVQ/bIIJO3qOM9kBVnUcO6Wv7yjpopD6D454qLP1THLr9dZjnKjeVOSoSqGfzvzYFc9j4xOGuMVED/QNzWuzy8/5i/YhedJ9QiwnIoKR5mO+9uvRWhjr6WqXcd9x2nH3p6+9WWbjC6vTsluu5nX73c/aF3YbZWPmZ3nbPM3bmn5+xTRX8Vah3lOrCuq4IRqCYOvBV0Mizw8dyvQa3XKD6sbFj7bQzP2oHrVllbbonF++iB8tBV/RIUt3yqjHVc/0e76GaUlMQqZHyMv3HLvBFgiWUWL3vVs8WcEBVAzVs+um7FSFWKEOyTP6wV/3yLzZnxjyn73fqehGdCdosU41xCHV0p2K+jhp2WEcBLAIAcY9RlY95BvW5k+foFTXKlFyr6J2qQh3+hb2sfPxw21Y98t3VCrIFpguAj944gjJPhERVimfr1R2uhTXpYDkqy3yX24YoqHZV3WhmDS/WpJbqYHkDdeOshh1zJgNBF/hRIEzPIr+Tq/IAaKcVsi50LfQNE0J6tafEZzn3GkY/YlAPo+8yFLOzFzOtHVRxoboSkFNZggaZBb5CzC3GNWij0Fqj4oIwW4B7QHn2WWYNar4qEUF/5OhR8lm+4iq76JIr/BrerGeZyvKVl2Q1bJ6/9jFVj/I+5lT1ksoy49iH/W1AvXJqfez0C+6xRbc9pb0OyOqTx6vIAJMCQNT+QMDugl8JOEHLJp4OQB3gioQLTIX1StjVaO092jjA1l30WXu2Zq0dM2i43S+1qLKmIdaz6GUXAzx/5XLbRUJ6FYArp4hIKVkVLWldFXQdaAFwBXPdU3yf3qO9rL8ymo1qV2jWdzkTCLqtqrye5gO8iEHCK3p5gwbP+Bdo2CmxylqDfcMeXq11PH9+m/3PBbdb+4tLrY/o8d2dXFtaW/o8lK4rBHLmDulnH/j47nbixBG2QEDk93971h688h4lxySSiCi9g2VRmDWkzLa1JT7LJLbQFYAB0mddu61W+8dJ3zjQxo4coj2I6iNnE+ym2BNqtXfhisB9hhdtSq5pijIP4z4RlsrtCdGn7lU8WDu6b6p86Gfw4l5bV6j1ZGS9/fIvT9sfb5tp4wS41pGs1N4FKwc9Bf7tmga6niplh6ePG2tlt/zArp3+oA1U475yCpH0TArLrO9sNeTVVCrxMJqg4MqOK9agQJCAXH9R3QGQ3B8JAKdh+z28Ed08W2RFhTpaWJIwo+6TxPEKzRPWIPfJqLCXqHXe55JX4tO+QlLLx4I9Aoq1i1oVK5okwqIVJhLEa3UO+X2mCjpjCDsGnYtMYUaMEi0DT5475Tvo8A4QSyrLFfoLKPP0ZVdqE3xy+itKjN1FU7vVaJ51sPYcLGs1ethAfJFtAKkAh2ZJBT7LgM3W1Xb/QZPMvnWEPb78eTEhYo8FwNZp/oYuS+pZprLs1m6xjjzBRwHAY4QNBb7Ywz1x6D3LLM7Y56J/m2ceyVtmFOrmIXgXvc9efU6JYycK8Z7U2sL3MC9Wa/JU6fOqSryYeRYF6znWp777s1847h31LPuE38ivKI7EeLy6spwrS++0quzrtFfgayM/ud6P6x2B/5wR2LhgudCzjOdgCG+RLe2nzKhncwnMsw9lCiZcxIVKRWPRw7GdwNYpkxzWQcOmH6q0Z9nBMhS55KNa7FlOFkR6BkHNSjRsVFx1eDtYThWpsMgJKrTTwpy+KVqog4JkfQW41wHTJNrhTyQANPWHv7dNJdbRo4rNOt0fh02X+ss4LAEpnerDHbTvtvalI/ewEaqscMg56KZ/C19oqmxUwhXQUVnOmVumTFbDJgveoL693y7ssBtPvFp9gR22jv5BgTSqiYIyqibqMGyodVXl+lUtCp50nQJ9KxXYtvVvtOHdAk4gSj2HLlVWAMtdCv5XKdAbtPko+85Ru9mIzQYKQHYI5JJsSD2qgHIdPBKq9mBpMUBLoLVewdkqaFku+qQeXb1nap++dtLl99nEvz5m69Qn16k+bcYQeyNePEOy7lDW4dx1q0q1cv897OsnTbYBz82zO15ptcrHX7TLN9vcdvr7bKtQJnj5jJesvnmtVQDKUcvUnMEKhj5FKqgVqI0qgC/Tg3T1cY3VevUy7/T+iXbo0ZOksL1GXxXekh4gAJb1v6h8JqouATMBggvZ5OozGfcILEgaRC0/MvneX+gtsxH0o8TKfKjSuLS2ttl5P7/Hnv/HS6ITy6qCKhFJAwEZtxMB76jK162xACxDjSPQ6ZJokwvCEbhxEOsZOVj2ypEPnoOk8pKe5fUAIv0OVZhKqTQ9s+MW9sMp423nTfu5uFG37nuFRMwK1QmCMioYCqZCBTrAW/PyLhfrWe/VymB/QH0tiLsU1kWxB5j5m223vEKVhYzqYr4QzLO2izRsUQaplCSBr+jBi37vTFtlHFYIJFB18/5pD9rSGsXblr5m/SxXUwgXqcBA1a7Sf2RaIWAINspAJb2ce8C+4z3L9HgGOFqtgJtn2k/PEtjMUKxJFXZGPOixkRgJUbuo2mChNVpq65f/6jf2y8vfGixvvdVWdv6ZZ2ptr/W+QOZMsWc5qvr9ZVXnFm0AdF1XX+2BB40eYTWX/tV2vPkhaxX1s1pJk6hVMWYJCFO98p5l1IBjTSMEB9OgU2uCyiAiU7wQhIJ6HLRdUo/a6yqrbc6he0rXQAIRW44zW7jC7EBU89fYnEcesgXKPi4UmKG/3YGwfpP+darfA3TN4bMcvcW+R3qFjr1Z16jvoJpahngX/evaR/sPkC+tKthRQY+kS+gDlILlRNuHkqsKolcZtdX10X3hDXzehffbommzrVo08B5870kqlawt6OacEZI+tCXaI6d8/WA7auxAu/6u2fa3q+8XEFIXsvrkSYiUk6zyBGfsSy6M54+aYFvJKG1TgwVeRnxyb/vkpNHWpcQpSVzXOND7ELACdIYYVljjQdtFYZmXV9ABy3pvfTrfevQc+D0qpaG3EarMsKIAf7w8qQxzqlbngpJf51/9sM25fKrVDKrTOER/tt+nrtyt4/QhZaLGL9txgg0/6yg7s2WRV4AdIDpYDrs87is8iknExTmE9gRijVR3U47W1y0MEe4x+pq7vN2BxIaznFMbhvfT6pJ971Qlkl/IPcuuDC4GQ0EN3yul+lyEO1+Hhp0ZYrBPXtOzrJvJ+1WwyPAHTxVX9hHd5zrdg9sNpvskKeCU/pQAzGypgto0SQHtc/31rHzP5T6TqBV98tD0ANXfO+kmWzxvoeYNDg+aJ87QoDUkJaFwNsClwFuh2LNJmoj5gZOH1my3qrFPfnRvs8/vb08sfcVWe6Il+ob7as+OnmXAMr3OsY6KbDkVDV4NlvW1IfAVx4KLX3rPcgbLYbXFM3fQqL8hjtiwzSYlF5NCO0X8ZlrUNH6MA9fD82RP3RAsR2XZK9/aXEgkf+LTnxcN++2rYcddbNzX64HlUoGv/G3vFDD3guWN+9x6P613BP6TRmCjguXLqSxvEZVlYhACRTKYZHczlQ26TylAIciOCkNUtTwYhh6LIAUBswfiqWe5RA2bADpXajk4vGdZh0aphysHcQEsp/4eKE5QLfmubB2Vv7s0yIY9ncE9wekI3cOZXTV201eutKZla61WAlQ1Aij0M60TWC5TEENQw6G7TIrau39+ip181C5Sf17tvVaA8AwcGBzp/yiwKdKcmDQE637g0wum9/zO6uySc++0recvtO6XRJHU5zTLZHTUQVvb+yeNs3Wyb6rAmmtFq5171z8EPJ8TsBVgU9TXIxEfIhuCchfZwidapyKV1Jbmbhu31VD78rcOtFHDmhTIqtdXQBxaW5tAd7XGfomi5htuecwu07OxXTe1q/abYGPlqVyBH6w+t14B0P/c8rTdf9cMG7akxdYJ3FNhjezq9gAAIABJREFUfy0NW2JoFepZ1uVUKjh4pVaKdLuNsS3mvGxzRXdsaGmXdZOqPwpGsLWqF2KF5o6IGS8E1dpq+uleK22cqM6vCHQPFm17+XyplOMzq7T82mED7fhvfdD2HFJpqxTwkCH33lfNJaoGRBBOPcMrNCl+B61SdEPdS4333cY8a1fw6wrJDqiLNGwXqdGfAQLlKg+0yRvy5usetealq+yxRxcq2x9BL0GpVwI9IKOk5V10XllGsZd+awKsTs0ZfLmzdVRUlkkoJesovQ8/T+yB+DnU+nbRLts719p73ru1fUTza7ESJ2P0rPsg2KTLI4j1deEANRgMrrrqdL/SwDIzLlKfpX6H+e6VZd1kNwBJlWWqEx50E+wJ1Lq3bmJcQDflO6kc8WzfmIad+vS5FvoREfiC0ksVBLChQJjqCqClEpCLLZTWaO6p9ACRvkvARmanaE+BXu3aA1TdXLAmVSm9egdYVpVGACA/t/bU2pEFvkiOuSVN6ufkHmG4VHvPsoCE/typxAiJuzGbDrILf3mVnXvBpT4n37SyDA374kTD1p4UAl8xn7xnGXaDV7NT37w+f5hoLD9Zssamqi93pOjEHeuro8+fBlLtKcWe5ZyEErMCgTjRsH2NbEDDjp8R0Je5ejIqvhEQr++Q04DGrVw07Dp9f53W7b3X/9TKPrSX9cydY0+8+Kwt4PoAiATR+hzAMtUrtw3yCl308btQXnoeMBx4hXtBJAgAOCQr/D36IO9x1wPPgnCvpmG7Ur7OBsaeHneE/J7q28+OPvs+2/0v06yrf18HjrG28LSFhk1CADaB5ovGolkgb/zHdrfvSxPh4rP+Yo+r5xTdBXr76VEvdxu2dF/4v6c9holIP3CnepvrBlfZd844XHZVVdaifR6w4GcXSQIqrroZBL68YkVVPTGecnK1kAx2Ubci9R5Lpaim5iojDKGSxAEq/FpfAwTS/qR+64t/+bDbu2nn8OQIfbK4XFdoD6lQdvOxrcfaV494l31mbL21kn/VOLsIY6oyhu1SWA3BrsKbnWcXrgba45JYF894BRTm/Dz1Az9/9YEkPxykeYJE57jb7kXiwD2neeYaC987fX8VSIN6X6igw7aC5hznbWnPchEgQkmPnmXmCewTvjMLfGWw7GKern0QXvfcJ8rRXh33CnoJ3VwX+HpgeYXigf5oY/icxBaNfQ/BwUpbsnSl3fjbh2zO7GX6rJWF+R9gmT0/g2XWVokaNsla7d08o3Ylg9//id3tiI9NtI7lq618qA4FWgm0Z/LdfVVZ7pNYNiTLOxCKTBV0EgrNy0mi0LMc4qjYInJuUUHPbDnWHkyGAMuR0OOZus9yAtSuHu6Jg8xkCEadJ44Tmw+2jic6/FnBBAFQF58VLRCcHQU9Fx9Ts2OOPVZMqn9fsPzcc8/Zzjvv7N7LBx18kFhBo7WHSXCWM5RBfQevXrD8Dgav91d7R+A/fAQ2Kli+QD7L4zeXdZSoo+zUbE6uxqnNnuqHV4682hKZdw5QglQC76DjJVqfMsBUudzvVC8/ZHUQe/CesvNOj0X0yXuW49CAjtQo6l8oKIYoEWCZQCGrObrA1wZgOYsHFelJfRUACI95UEBVBaXKGrK7utj7nppvfxLgmzppRxt89E9sy+fm26p+Tbo9qMZ+09ajA3/JVpva6SdPsV10IK2gf1qHEdnxLPDlYFkVypy59YAESji9pB786HMEJOcOHGA3X3qHPfL4fBsoYLhKVe3d9x5jJ5/6QVWOuzxbPki/c1d9g13+/T9Y19+esT79662vqs/rdUKSLUetM+i89PZxotaqAr7G6sYNtuO++G5VyAVSVWGuGNXPNu1ba0s0pidf+oj1/GGqKMk11qropXHvHeyMT020KgVQVYpsrrnifrv5D7O8ShZHUAT1XpFSoyFACGDois5SR/dHojf2dCqwEF24zP1UCQVF1QRIAyx1cq/XwHcgoCbl8LW6/nKB55aRI+xTn9nD9h/V15aL8j2oqdFuv2WW3XHzw161WKIgsvLED9lvdxksQNnpiZbsiUqV1cGDB3NhE0aAwO/xHnSPa+hr4z3QKn0upp46QKJAF+rItZrDtaoMPHDf86rettmjDzxtMx57WT8XsK+s0X1H1Yq+6q51iBC9tme5Cgqlvwc1Xj0TaNrJZzmDZcTbmEPEgD3qfVbHtq2VUBZiT3vvs43ts/1QGyUP3YGyM2lr7bS1AgHR35fofvRDJrDMGnAf6w3AclJdL1HIpXf3NT3L0LC9WhHPzdWwHfxEf+8GPajQMHUrG/YsA6oQ+MJDlQmtYN49qsPOK4I22hYUtGm8eWUrlKLAV7zHRYqcYpkrX4gUhc+yP1uBZeivObDzABsmh+Zq7lkOhf1izzLgPltH+XMjSec9yxLCSUJCnQpCmSvDlFA6/6JfCTBf7p/xZmAZn+XLvWd5jVgIbENhC5WBE5XIAlimHUMV4tsXt9sDP75ewFy/oMEl+RZ9/owbSUAlnAo9y8HYyAJf3BWzt9izHGA5gnwAbSil5woYn1MGw0FrvlxCgI8e/zErO/lwRfNLbcZTj9nLa8qVNItxZl99fbAsIFzis1wETkWhRMCV61Ck5Ir7D+s6o4f0rXuWy7TuV/attwMfa7Hx591gje3t2htgyWSxM8Ayvre0aggsi4Gxqr3LdtlltDUNHWR/vnm608AdpFGVhbauJK4/a11Jp9ZWjdaq4wtX1pYTgs6U/Y/exT73gR1tjR78SgkaeW92AohFgS++E7AYYLmJBGJmngAiHVDHHhKiUarMw8jh7PJ9RwktDUyFzjjeRL9vOy0hsD/EVnn4j4/ZlRdNs8YB2lfEqMlq2FDOETXsaWmz6WLSXP2JSTZOFXXxhf1sJWEMAGPdhsBXUQ07LN+iD5Z5HboBrK/sPwyVOFpYvX8VGraD5RgwFOjp92dSOFh2hlhWw9dt6D45ox0sp0SQJ0j03y5wx3PgPfhSoxFCKwzJBu1hLnyZtDHCmYE9IoBdiHmyB4d6OC+Sbl306ab7dMCvcxAmlIMiTxwU7zOSmJGkaAIs+94cicVyiagNVAvEBb+43e7762ztRTrLnYGAuFq29EN5GmZKXnvRsxysBF5Vzj4aParJ3n/YrjZ05EBbLHbUYE/MsgajjQxP6gp9H6PO/rNKLWpNAxLrgdYRPKc1xpEUSJR037uDqk3LRYv2qP4kP/B9Ju5BKEzPvCkzPzxRlVh4+g0Sxlipued0AVDHvGAfAphHbCRv0qyYrQt01p3rQKTKt74MZtCRxxxrS5a8czXsPHIb69+5Zxka9uTJk+3Syy7VuCHOFnPcl3kvWN5Yw937Ob0j8P+7EdioYPn8MyXwNW6CgCaKR0G9pj+S7GlpRhrRDlQXOUDd25Bqnot+hNrt8mU6NHRARE+iAgAdCBzyCGRQneGzUGaEPpUtffAA7kLgy6thjtXdBooMOkAulHZTxdoFPULogt7hXDUhoHDqmCtzB1Ur+8lSEXHyE1QqBX436d/nzV1l9uBTtvMfn7ROfS/urHGkqUKrw2fUHpvalJMOtp27Omz14rXqEwswyUFIltavF8EsqjEAEu8T5rtRetbhSWCh4OilxSvs/MWdtuTaB6xx0SrZSK2zr377fbbVDiNsqT63TmXo/go4liqbfcXsZlv83BJb+eDTtl7iIvT9dsubNNtN0ZyILQnVO928dQ5ptBf7Ndrm85apR67MDnjXOHtG1b8nBQpHlSlgV8TQrqD6XXtsKcGbAxVo99jP1Vd332+m2VA9F5WAPMICAOL9yn1gs+Fg2Suq2GyEaBUvt7oSfRR/ag8UEdbRiLi6qD6ni/7nqnrrGVpnh7x3B2uXh+oYlT23HFpvQwlYCPgkOESAfM4Ff7UXVD1SKdyafnSk/WJ8P1UDO1xQBXss71n2oDUqH06HLOmppRpBBTZbiYVgTwlY1r2gdM2cWiif60Xz1KN9wb0CWVCdla2X+rVX7vHBdRuaACUhdJbUi/XdWL50kXDRuDAmDpbdOoogPci29JVDG++RZzZZfV7SiJItTrntf9ju1jF+tB04rEF0WKn7KnKCeodHrouNZS/pRFmMHuuURKKyLITqVleZmunViejlp8+uzSu1CXzqq6FyUtVoSr/jcxOGSEl7QkH118XRoqpO8sE/14NllPA7vU+vtGeZ54D/cShdh+haX1+jjld0LdlnOVdKCJahd9J+wHs2vF4PPN06isAuQIJTXUXDpupVCpbJZdV54J6so7Bq8fmAgE5YVGGnBg27XIB5ZUuHPTtniT1w92y7e/bDNv/5aX6db9mzfClgucODTT47K976/EJtXdVKeBP0me635Va28KVO2/3D37J16ndH9d5bF6AI+6AgBFQCEDVmjHfQiBnDqNjGnMsJGpItQU+uTBY3vId1T5AdNjhaF1Suaups5r1nCXCts9lPPmovrNVekijWTEyfCwqSg2UQNOxgCwkIg5ocOIUFm1fQU/V5BVY5EsKCseCV5Vf3uOt9vtZcDTvR4FEDRtfBq8GaJ6q4T3pFAOfUq2xT7aEdekgxFsX+bajmJOUyawOmD8Jq9fUk8Ugl8Kz5DujAJA6i8o0atifoGGIwqybfmqVrbOBHdrBvnnCADV8hmjOUdO/NjgQRPa+cSAh88ZwY0xb3KIYeHeKU0Or5/L6oMKekQKZhB1001KZ5uOH2AKDWnqE95IbrHrDHFq22gbrueTOWOOOFJhLmAT7tpEUqyjSvRKc//MhJNnG3zYTR1ZYhBpafKbAAEMfSc+jQv3mFdVSiYetdODBwVnpF08ci+SxnWzj9OdpT8DGPvmveRD8/ADbGL+jmAZbz/hoaEIUedI1HsAlIHORWjRB1a2xEpDHO+mBcAYT9cj2ZFq0KmbYeWgIFsKz90r2Yva85RMB40ZZF+4zHHXoOWfDT+7fTM+dsLyTdUiKfZOfMh56x3//uEZ0RnCuwo4rzwpNOtAPp3OOhce6EGrbAMnR4Zb17KursK6ccZNtsP0zPUcwot9HqtgFaM90pceDJRnqWHfBHsohkHU4Aeb+EYg3gf03PsltHpSoxLhVpjwqwzFhEggRaNy9o/uGznDQpks1XZrj4Myc2glbPrCIh4QJfIXbGi9iEKj/7OcJhaEQQC3386C/Y4n8zsPx6NOyrrrrK/VWzo0Ks80J2Iybbv/jqrSz/iwPW+/beEfh/aAQ2Kli+4mJZR6myTCUxDq2gQ2YaNhlfAiuy4Ng1eKAAvVSHBtRX8BOVCDLABTEsfZL7DXqGNak1a+N2D0cEUFLPMqIl9JLSe8VnkvYFDIVCJhlqgWVV6DCuD/VL+kZDydiz7CkIoCLlYDkHeUmYhioJFaxOUeDEwLXRDT02bewoO0G9ZZtf8jdrGCjk7l2G0J45YPVfOmBnyqvzp5/f23ZFrErBTw2VZyieCmygT3F9LkCi3w7RjbgWrp9gA+rpcPX+nXL9k/aKaL/1augj+PjqKe+1obJLaUmJBYLSKo3Leh32zaqwLBc197lbZ9rNt86wWoJ2BW8ofFM96OwkmywwRzVEhzvCNp36h76/1bo/urz7VCqboevnfOkW1XfgZpvY8E2arFNA9/6/L7bRy1utXd9Vrc/hGjli6aMkuK9MfZM8BsByNcI6vmh4RoBCkhexirpV8QEAlUvEDC/UijGD7WMfmWjDth5iYwU8K5X5bpX3K8FqRUnyhAD5t9c+ZDPvmGWDJwyXn+V7bUsFWIgi8d7VCsqchp0YDMyJNsRl1BvPPCtQdR1QRWBJAOaBmgCqxx0+R8pt/kuLReu8Q9cOxBE1knFMKrX8HvdUqXuMegDAhZ5GgsHoWUYQJoBLKKi6dVTqWc4+y4KI1qGev8GDamzAIPl5Cyisamyw9++8iU1691bWLZWlJc2qwuBZLoDvAmWaH12aQwN0311UYajUiC5NgsD7blPlgWDKVdedmhl9b9mrM6yjwquTz+aX+EzWXBYuyokc5ipVEqcwFvxkQRqA5ajU52QEiSbWUlS5+digTzpYLggQAY6pLId4F/tDu4Jwgk2E7whOWBnZi5mrj+qzAAI9y/nZurVNsAZYOlSEWrTveB+mM1r0PVoDJHWiyhu+tYzDBu0fSsDhN91PVNi1Km9deu7f7PHHXpEqsJIlLX8Xq+Hvfp1vBpbxWb5YPssdosuTiGM8s1CSCy4p8Keiw/QaImD3G/kG//yie223e2fYOiXgHAinfuRYIYwH+xHzOrKAjEnMuUjO+XzydZXfIyo99H9Ue92DO+ZcF8Jz+pzQFNDfKwHZIhGrl/70E20KbVJjnm4L5FftAJHpQ7XSg2YJeGl/zgJC3rPsvbw8M80FZwslKijgQL+3DO0H7Tku2uhgmcSQxt+fWYAFp6Q3hHCViwzRi463u5g/5XrD8uoaO3Weer/vnWkD75yldgPdF/3b/kyjfxu/ddaW6wGk+1yvpABJqD6ZOqtx4D2o57vyub67w4UHsalT2wb9mAKX1VJK3HqvTe3QT06yKj3/VoCwg8jEigL8aY7Wu0cxN79eYkoITUVy1RMHgEiNLiCSQN17+XXv7mmrtyAcucbp+UFJpyrYV9oTd90xx6655E7R0Gk3AG7XeOKNfZ0XPejs02Xda23WATvadXIUqFq8ysoFlKudgRW9yKGDEZVmXrnfnz/G81QLiFhNvh9w5umaAFd+n3qPVxkRR6RnGZeDVFnmPdwniQz21ejfVo+tKNSeeHaxM9aT/qz79hYmnZ18vlPvWX76OSKbPv/9rA9hqVeDyKLwXkp8FRwJYi5RWcbJoikBRJ4Jc7IehXHNH3Qs0DBxAc1cfWZvFEDEZ7lIw5blovb0M5R0bX1ynlUrwUISs8Lp+bHPId5FYrdIw2ZtkSiS64IA8UvDB9jHJ423Iw7dWZ8bApQuHqgq+wAlG7uTNgHJRu4T8XZf03rPGuaOJxdDSR0xVJlMbAiW6Vl2B4rUtqH9Q0QmPwMyWA6Br9AUyM+80LOs+3Z6vrtdxLhH8jN6lpmsIZoIWFYMoDPAqfckdfDWphKv/8E0QGjtiKM/b4vfgXVUzOaN/3ojNez8843xjb1geWOMYu9n9I7Af+YIbFSwfBk+y6hh58oy3oG+KUevU64wEAoUrDW8wlBiJ0GWM9Gw6Z0lJgnLmfDideVo/b4LlxBkp8OI6jOHBgF9Ot/ju13gK4ATPYqAgtcKfBVFNvxQ0+Gee9AyDbuWIJtPSlTdWgWPAwQsf19Vaxc9ON+GXHOPVbesUJaZoDJ8PWsVjHVLqfmZ9020Hx4z2fa3NlGyddDp4HFaaO7hy9WYJMzBAVboqdJ19+tfbc88PtfO+dmdEvRSdaWjzT799QNtv/22toXzV3vgU6HvddVqZYjpw+2vKhtV4Qv+9rzdcPfzNqF1ua1b0qqqrGBxTV8UdBQEBOUXcE8wU12glhFUJe/IlABolcXMKgXzQxYvtZp+1V656tTvVVO5Yu4XqlsEXKGGTqV4PZWgqqTorLeFsm8EWg4UFXiskhfw4L03s+OPmGjVg/raAN1Bg+yyiCmdLod6rAK36GEXQES9W0mD0/88w16+5B4beOD2dsRn9rM9y9pF3Y4AHborQS5gjVdUlouAKsByoupqnNzahOqoQHZTEyJiJDKqbfasJXbRWX9SQqdDgaJAqQsnCfgSGPlNRgCPxYwXYagsq3rund3Z3oYKu54bAX3QsAE3UA+D7udqzSs7bLgSBSeeeoCqyY1iU9C7LUqs5ny7gHIfBTKAxqIADGJjeo+GmuAzaNioQIeiKkEtDyG8OiOY8iSS5hbKscwZXk6pRg1bIJHqjYM1F/hK1eccLLMuPIlUXMf8PgFqgVa7QTtFVLV4ZtCwCd2jB48ewVw1Rlk5qdhyLfrsoImSwILCH2AzAv6gZIQAUYjp1ei7eQUNW7+jipUn3PTGFYxVCQ07vNux/QmQwPu4b4QFc9UGMcImBa/r5JN2wZm32wy1PjTIeqha9zB30UxbtGq2f99bgeWL1I6SwbJ/J0JJ+naCaPdAVQWsVpSAG5sG2Zlb7mAVH/uBBO6knCvl5jLdMwwNki8AOyzpoGW7Gry3UICzYs7Rs+/PMCVf0CPIAnHMN1ABCtAFsMzvMIauqCzwqITdPIH1xb//qt0kkSiozs2a/96/qr/nf1Qo8UJ3Omaq0PE86nEv4D0pEeF7ehK14r/DQ7mUhs1ICNC8IQ07xPOYf+7dC7Vfyc+qPlV23kPP28wL79S+XOmChoxmeI2nVg/dZxWCaDkpkAB1Hq9oB4FtkXzO9Xtd2r9qtE91y6S2TeviEx/Z2bbffUsbMVx2M1rjzJZSb/Giz3J4C4d3b0pwFhgXUV1l7wZ0eK+zLnOpWA6uPg9gd7AcQn+MVx+p9f3vEwtt/vXT7TmJHroVohBNZ7eScvplknK+0/DMpT1RV7bW5tXV28e1/39IlmadeubV2uNYXwUaNir2CfGEjRDJg2grciVp7QmZhs0ugSUQoAgmNFnP0BWRLkXyqOd3eeasf26aOcTz5ecbCnyJbu7V1ASWX0XVjp7loPaSIHYaNhVXrS/8rHn2Lg7nrQqJaZbZMuwjWVWfamoSx4x9L64vEuwxJ9+oZznUsFlDSuqK3vbK3OV27s9usVVqrWH/ceaCJ5OiKk6yl+eBCnmkVLWXi3nVqIT1eiU11wkAH37MFJu4ifqTU4I9zhoxc6De+xkWAl8k3XIF3f23M9OpUGXP4oyZhs1+WbT9i6RA8T65D9dqce0TmEMRG7WqKAArCJo4z5yKcFDvS3rQScwnsOysiQJYDvo7/7TI5rFByazQ0mDemh19zBf+7XqWeSqlNOwpU6ZYr8+yT9beV+8I9I7ARhqBjQyWz/HKMqIyQV0LC5cNwHJBJCX6+DjsQqU4hEL8QHCwrMqRg+UI1qBnORDOBwKUKgfL0deEGAX01Q3fE2AZcOIZc6+gFdWwqe62o/DsGVcOeFUxObwLYDmsQSga1Lp4TXhiAu458Dv1gxG6xmuWr7cfXHqP7fn4HFtbq0MqKdFywBLOtwkkPDVlV7v26J1sG2H3lQSTVFGSt23uHfP+Nyrhqb+MceHe6HOuE3C78ML7bOpNM617WJ199uT32SHjB9grSzs880wlgPt031Z9PgE69LGu6ip7dmWPbdLTZl1tnXbRtY/anDufsTpVnuuwl4DaiA9pAoDYLAEdnS4NnZoASv+sJ+NOukC/5xVKAeUu3R1gmdCC7Du9lSQl+oi+HeI7YV9T6cI6tK3rc9Vj6NYv+h2C2eWIkUg9/Ftf3su2UE9Xh2jUzW7nhX9qsbdMhfkAywBAPetq3ddH5620wQoCTh9VK2srVfvJwGsMGAuEo7KQnAfVWeCrpDfeRaDw4mUaJbC8vkMBV50CUH3+kkUt9vMf/cUWLliuwBHKtWh6rkoLWA4bKO6TfuMAJcSSaRwKlFhP1ZQIfCWwrKCMCrviJ9N0svWjN7GfygJq+Kb9NQYaLw31SgU9jRL5iUA3aM1Utegz4+WCWYmG7UBGD4teUaisUPmYR4wVcxYqOWDZ3wPdX8F7JJGib5ieZSrSzMVsHdVPPZ8588Q6dnXpUt9igE0WR1NihERNP5I0+rkHsPod+r0zWPakl3tURw8e31+0QklgOVuqJR9rbt77mpMtTIDlrO6aes0dLBfF297KZzmDZSjgiI1VS0UZoLBG37NkWYtdcvZf7OUXm/VzUd6VaKgRoHlu8SxbuvqtwfKOWEdddp5Af7uq5FEJrncl8rA3cRV/3dtw0Yq33GIbs5FbWM+HT7Y9Hn5KlnTV3j4LpbqqpGd5A+oxo6ax7lbPbbVE+8qUsOsRQFjbwz1kL2b2VSY11OMkaqW5AOhmMwMMMHLN2m92l/LzCYduZ33EMOnQ5ui0+NSbztp3OmbBbzWCb08oumJ2BNFh9UcCtNjfCAjynuWk/QAAYmLAKnBWj/64RpV8Z3qkuVtIaEDt13iRsGJv+sLcZms+5zbbfG27KsJ4Thd9lmHSUFH2fSiDZQc8JKGCThu+7K/2WRaLRXya6gF9ba8Dt7GD991SG5LGtJq9LQuZFVlR3HexZznUiTNYpj0hmEgBlnn117pdJGeEl2W5N0HnCm1GtE3AooFBUkXPrSqEPZp7J9/4lM268gEbpWQP7GmqsVDm+4jxwh5JuwRrCrBcqwTJGokKfuQze9q7PzBRvsq6B+31G4BlrzImEMlzUJtKHyUb/T0JLHtlOTGaEHuCtRU+yzxPiQaKlh7VcS4Ixk0ItpH0hgYfYHlDNWyeH/20GSzz59L+7YLPOImDBJZbEOYqgOWwoHJ7tVILOmeavRFYTor+/yRYboQhps0VXYIHb3/KHnhknr38/Dyv9AKG8TQP60P2Sgnpee8/YBnldI2hBqhltRJ+e46xbx33bmvUOu+W93dlTsx6jBAK8a6Anu7T/aSdLu9P0/f3YLYkqz19Nmy5WoFwWsv4X7uSGnwWbRw8T+YAzCEU5VGM53rRPiFZ6Hsqz0qvApuAo1vP0ynpyfYxKsupiOGJA1wbIkHBuYnAGB/jADolzkIciwSqBL5kHbVs2b9vzzI+y/Qsl6phv1P6dY61eyvLGwl19H5M7wj8h4xA1jxgDwmmGBiywq699nd2/gUX2ANTH/CfgXXzPiOdDn/5X3SJolarrOzMmTNthx12KNz2mT870zbbdEsFHFGx5HD2CjDBj1MEw14maNhkkqE5QcMOwJptHxC6CCopGVYoREFtKloohH9k/p2C96qAK0AhxE3igCcoiMwo9E16MwW6dFAGCES0Ivrv/IDwQFAHmII+0uccNFTvgkoWaqbR15qEovTzSgGoWZX97MJf/MnKJPpUKdVWaKzkeKPvEOqzrndpp83+6K72sy9NsQPkBbxUByWHIkkB77HWZ3F9ZHtzRtgVKnVRQb0ttx/99nGb8/vHbL0o39vuM95OOeZd1rwcQCAkAAAgAElEQVS4zYMYeooIxBCKIRCJPlZQosZPPbZ1onL3kTBXm9LD1933sr2gKvPc26ZbtYS9MGpeL8/VGlUXPdAB1NI3mZSZeQZeLfXKXqokA5apzniQGgDQRYb0xPogUgVYJrBHyEqBP2CcF59TIQGwPiDUVWusjzyfD/vCFDto7QprUZKB5+JBhNPncy9j0DOrnYYNWO9jryxrt38sXWGTJ46xfronaJ/1CvgAAz7PUDrVZ0H3j3mbkjIFv9PwtaR6Qq9WVBvK7NF/NNse2w6wBQta7Kz/ukXgqVPJEwKIoPN6FZ7nLsDhbYQEsYDl1LMsnqS+Swkanjw/A08nsOxWNR7PMJ4KzCUK1yXUeNDHJ9mEKTvY5gS0TjHVnFAARP8jFSnALosRIBytB8mHE+VYBLOSgJRXy99S4AvwqcC3oKiKz3LQPb01AiBDNdEry1GhCu2BJOqUK8uvK5gVnslOdaWags9yFvjSPXs7Bb2GbkcSVRCqu1ngi/VGP2WnfHOhJ/KegkigJ5FyJVyJEPrrWKe6XkBVUECz4nAEg1QxYZLwe2sE6CDIZpVdvp7WjUEDquzuu5+2Lu0dAM57rr3Pmhe2OiWTKjhrs1b7xQsCy4tXP+1z8q3UsEPgq92p4bxyL28IGkltXmt8+Pou23rzbays/yjrOfoHNsnBcq0qy0oooF7vff7U/UgUAhCLQLhHD6tTz3C1PNMXDupnY5Y0Wy3JIfcCf5UadsHiho0+1KkBA2thG0zezk45ai8bJt2Bdq0Phorqeha1Yi1GQjF7CQdADLAc2goOEEsqiLlnOQS+tGfkdhbAsu6IFpcCE4F9v6SC6GDZEzDFNUvf91yN//xXWuz2s26ztbJGE6aNiisMAe1BXQLCNVpbWCu5h7n73gvg0CLCfuHMmagss1eRaupSsqFdqsfjD9jO/uvEA7TndKhylryhE1imV577ZO25v3S6z1xZduEm1+RgLJic2mNIyGqf7Vy7xs484zZbsKLThu44znbef4J9eMtBold02jJtHDMbmmy23Ay+2NZqf7jyb3bL72dJBAyNh6DVd3tlGR/4LCwFcFMLkXXYjLHD7Vv7j7fJuyvRojusFiPEgTDKyCXWUW5ZhMK49gv6XHl1aG1By82WhZzFzXiSIz7FUtE/7XoPVmSc2wGWw4KKfSbAcviWMz3r9N2+B+ZqqusGBIBtlvUWHtUOuvWs+Cx6losCipHcyxoLXB993m24Y7iGSa7Khqo2VVkXKfNqKqrtWPLlyjJJLfrduQkUv/WP20ullhr9zAU/ta/U6exZrTE55PezbZOrH7CharsJbW/Yaaiks4ZCs6RbLTX8NwJfnCGdQp4HfGJfGzNxtO2ovSMLhTFur+7fDnGscPjI9HzikZj/SvDBqMs9y4BlLMWSn7SflWiqoETvCSYxvwS2uQeUwTkLGfcQNlX12a0W/bBxJpafn07v5tmoRx+w7NR7f2xe0d/AOsp9ltWL7fFITrTgVJB1SFjnPfaJT2Ed1QuW2RNyks8XVu+rdwR6R+D/2RF49Vq/7rrr7Oyzz7Zp06a9PbBcpGF3elDModoMxatEJMXFQzSkfZUNJ3BBlMLBZ9rIOViosHplGWsNvZc+ZwAz9EB61Mj60vvXkHodg2JdqviYwTI0oggkvCeuYEmVRHIUmBMguXVNJNALAl9gORf4SqAAWxRAKIdcm3qW48CPQLxHn/ussv3nXni3Naka2dHQ12li1fQUQmnS9VGZ7RI4mnP+5+zefut14KxxYZbCAasKxBqq3IifpP4kKGuVAico9FYK5V92zSP24I2z3E+2Vd/99W+8x0aNGuK9xfRw4uFI4ErlqXgoRzUr+sREXYXmrkCxW8Im16oPcPn0uda+bI01L1hhlaJhKi61Mlk5QXes1Oei+srzog/XqcXed0uQCn01UYv5uf7xvkliRnoFybATZiBcpb5JQmX/HCrUAuWVza32/AE724+/vL9t29xiXWIA9GGs9HsbWIlxvQrUpNXh84Ggq1LUydOumW53btLf/vqhba1aoLkF4RjoyHy//iE48cpysi3pETpaVVDDDjAXismRSKlS9fC2m560q377hL1n8lh76YVltmDecgk+ibIuurr3JOqFBRTj6xRqfkDCR/dIIB4zCE9UetrI2G8IllHD9iSSzysF2lK7nTRugH31y/t5SaedCjDJEtaF5g80PRe68QBaYBnBLO/L2xAsh9BN3K9XJ6Bhpz7G16phvxYsQ4VGwOZNwXKqOL6Ghl1IRiBYsyFYphpNVauCJABBOAyRBJaz8IrTsJMadgAvKINFSxV+ETp3XsdQJYMhUuIL7WA5W0cVx6Hg8arPIOnFy4N7BwV9bL7s0WY9+YJd/9sHrVPNgs31/WxUs4CnJrHnmWin0COr0z28uGSGLWl7yj/jrdSwr3CBr/ZQ/tezLHip6jp8b9Ne0lfzaZEaGN+3zwHWc/ujtseRP7SOpjppCGiMtD4dLLPXaR4VwDLK6VrnHas6bMwWo+yDx0yyFQLLS6b+w/54+YNWK4EwzUa/xtdWllmfUXGFMdKqZzHlkB3sE4dNUutIiMwx1iHkFGuCn9HruIF1lH7qFPcCWI5+ZAcL6CIgfJWos/+aGnZUZZn7ebzYbwn8Rw6otGZVY0857VZbO7dVVdIQvmKTIQnH+mOvjYQngIde9RLaup4jz9LBsq6f/ssO7ZNbTBhox379AAkk1vg50Kk92On/vt6yn3RYZBVo2Pp8gCVAhr2oVawdP9/w2dXvMDcbG2vtur89bbeff5cUkevsH9oPPvzNA+yLO46wCqn1/3/svQeYnWW19r8mk+mTZNJIAkkIEAhphCIllBg6iIKiiIooHhFQj+0gx8axo6gU6SiggIIiRaQJSG+BAKGFAAkklPQ2mUymZWYy//u31vPsvQOoHOT/ffhds7k0bc/e7/u8T1n3Wvd9r50HD9dhNsxR+yWrX7anf3OPXX/10zZEVXYHf2mfZB+liusJN10/OutKsXaaR29iJ6szwcDBcm7W80TjzcvbERW0qSUg0g2h/C1Oq3eDL9FrHRTJFZ112k9rMPTlaJ+jDVVmXDERaGtYbC+VzbuyNjuucY32ngaBZVYP65RkETFA9BlnXyRhGRIL9k5PTpMAZE/zsvbrwHJ6D3OAMQ6dLlINEvaAZVWJE7BDX47GOjNqXL8N9bjgvB+tvwCVt//5MXv8lTU2R989+KUVosLH3uD7LowfjbvvALok7/BAutNp2D324aOm2rT3ThQzSwCUKah5RgLAJT++F6bKsr6LsciVZU8u6BWmbrCRGIuQN3hSwCvLyezMKelxFpLwD9PElDhMFfTcVcMTB7SXSmdAzFuqz4xpMbnwT8Gy1h5PrsrZBJH8zjIEPpP9gI4DR6nP8rLl767WUYxrqWa5t7Ica7331TsCvSPwr41ArizzKe3t7doDW72yfPXVV9tvL/3t268sX3LBWTZ2q3HeosOJRB4ckhkNgBAUyuycmvqzoh3kECvJsEILQ2sKANygQ6jQciZTjfwQyWAZWmFU3dAruR6ZapN0RQRAGF04RZXKsg4Rb4+QjYFw4nYX3UyXShUp6KYESFwvvXgVkNX4ocuBH21zwsU1aKyYCQ0ZIJq0KNG/+d2DtvNDc6yzrk4/l3rmcu8yqXr8U3tb2ckftxuef9qqm9rdcIsAk89FewolHK0WQYUbkqUWHlSWqW79bd5q+6Yoe7s+N8/WSWN1yGen2XSZvdR1ywFaYI/gEl22B5yp3QT3zj3QazMiFGmlVA0RVrZytZhqo3q+ot2aFq62K556xe5QpXqrWfNtg66lRuC+VppNwD5GVzjpYg7Ex3h/UwfLcY9efe6EOkiQGlREHFyLFGWNgd4Dvbuqa73NG7OJnfi9D9jeopGuUnZ8AEEqlSK/B3S4uaVGAssKhADMAPZ2Ubm/duptVjFphJ24/zjrB71Nz7Ee7Z7TL8M8iGfjBl/6r1vZdX9u6FpLgxMFvgSc/WWyc9bP/2qPPvCqKjWAEgXgCjLXq9UVFWJnIvA5umcSBWEolBIA3g85zGzIn3RhpARYViDllWQNYJd+BoOvNlEzW0SznjhxlL3vq/vb5gqeGnT9VHcI4vP1Ug3AeGvgwJhnucJaI4YDPUkJ5DBeIrEShlkkd2gJsqFoqsVYuWY5dKgEaVxOtA0Jd2lPNGk+9KW/sLey4VmHqR7voXId0giqbNndOBzsuQbmr99iMviKdRzu0o2NQXPnufHeMPjK7t2RPsHgq04/E2CNay26xLvRnV9vsb0b7AYqMKzjGKt4P88WN9zMEKGCC1XYneWpCiLT0HURVOI/d+WlD9rdjyyyTjElBnSobQr02PV6s2seubZkqqTfVkur//KKp+SO/M8NviaPn2Bn/fK0cMMWbZELhKruyQxde+gAI5AlkD5klz2sR74DOxzxbStTdWc9TssCbThd+1VAn1b/X54BOm36bS9UG4Bjj9zFDtt3a7VW67aZc5bYqT+/S/3HNb4wE9j/eNauWY79gKcEiHQ3bCWrOta22cT3jlelaC+1maOVVE7IMG4Ap6hEOg1b69Ofq1NI4nkMRW/rHQMErDyhqEBbc7nV93320Vx9LhrC8XkBnMKNPIycSA4FuCJ5xVzH3I256oZQetaDB1fagoXNdtpF91j5K01KvgAuWG+R1MDsrAo/AK7C51CAZarM8RzDQ4KxQArSqeruM6M2s0v/a7qNVS/cFqFH1ht01QDLmdEQiQPuEbaHV5b1EJFCuOZVc5DEQSSDQwbTieZe//vNBbfZ3OeWeZs99quamg32kaP38Gu89k9PWOOaVmubvo2dqz3golvn2POn3W6DaWvHWGgMuQeAmBuZ+V3EfdZWqn2gfnaHgyfZsZ+a5tfqmmW9qbR1VFHLG72rvbKsx+c0bIFhaOGlNGwAmZsu8jmpdy9np+tgUxKAJEZUll+nWfbqc3hA0KNbR4ODP6dh6yMzu4fEEy0Uo6tFMqzSGZdbFnk/aa3/N6Vhp6oxn5cBojPCUpIQJ3uo2uU6JzxxSwcNWjMmsOxmk9oLX27tsJ98+XdWrXOnGgaA3LIqJGcIYZDWnFgctFvj9zxzfDnwAtgg2cSwzQbaD07/mJ6d+pQjh0kdB0jy8J1FFhOU/S4bCDsmXV9pe7UioN6YWQGrQ+QS98bgPW4URpW40Mow/Bu857TvU7QLw/8iHPbzd3m1PrnKM15u8OVsnRgvHqgnIJ01EYlM94rAEA3DUXLd7LPumJ3eg8GX7vNjuGH3VpZ9vfdWltPG1PtL7wj8PzoCpTrlM844w/hfv379bNGiRTZ16lS77bbb3l5lOdywAyx7pdazpZHNLRh8FWjYkcHkACXwrndwVNSo0k5iI82yNvkw+IosNtVSrywDWHXKr5WBBlRkTIp4AwcEgUHxEAmDrziYAzARmEPz4zDiWqIyp2qYKJiuedOf3b1bh0tU3TJYzoZkAcgI3qt0eNWrsnN5a5ndduKVVvnaSqtWm58e3WC3KqHVr62xh7/7MSv71jF27NMz7YSXF9nq6krr5+05orckPROLZk1BUavVwenmJ1DbhDrueXKJ/e5n16syVWYzf/c/9r6aLjt11UJrktioAs0yJjm6l9AGpn6OCkjIcufNnWx1JQGU8LNTEhPdtG1wjT0pQ53nHnzRFkuzWdvSbE/dP88GNTZZV4WqXjIl8gy7PwJ0uAJC0LIJtBlPwHIFwV6AZe8HC+06aZY5uKFhV0oruLJ/nS347kft1mE1ooK3hX7aK8tBsSeBwXOGho4BDQCxXAFAvaoLf35ksV1x2i3WsNUga9V9P7fZEPvoHuPtlK3rbLmiogqcpPWsHSwnun82XclOrJGBpyVRlY8FVeQ/XvqIzXr0FWc50MeTG3VDMioNKfCOih3ABUo1IC/6S6NZ9gjDW0dBm2X+pESCdJXQ6SpFid31vdvayNEDbeuJY2y8qsotqiQyeBFYJt2nxqlQeSjR7jE3qYxuXFlO6yKBMafyFfosp9YiQrz968UmAATos6GXYgCDH0AksFQ5R6/mZl3Z4CuMgQKEEziJjs66KKFhA1XpPw1CjSRS0BxjHQeo9VZAKbCjsuwaPHeoDSATPZSj2guYpBoUjr4pUOc9pSZFgHv92de691kWsECzjEbQDXVyZRkathIzAo+vSWbQV896iJI0fbQmf3vlo3bPFarE1tZLuyiTJx+VoMZ7N3U3+ElaVz3WGumuFyyTwddb0CzbblPt0nN+YRMbV9lK3Qeu+ICMcLOl+qa9DjaD9qEqjVOj9qiDd51mPS+vsPcc8R0rU5u2ttp+VkXbNg08nci7SVTpfqmatsow8KCvHGj7Td1aJmEynRN1cqmu/7s//Zv1fXaBVSq5xV7hDAhP0BQNvkj0MMawCNr1PfUfm2Y/OmyK1SZpRezX0VKGecErg+UGAcJO3QspFhJR84YNcJOyDsk3FmiMOvSzUzTft1HmNa+t2EcdR4WhoV4b07ATCE/7vvst6Pcut8HcTM8S0L3pZnV2/RUP2x8vf9Bq1OauD2yXEvO8TpJ2SfLiLeychs14F58jJl812oeatH43G7eJDR+/uX1y+lY2eEid0/0BClRUA1wFWObsimpqMjJTQg6o4RrSIIn43uTGd/peQORadRr4zUX32ux7nrFqfxYaN5gn3WrT169WQER7r/Zj+hIP3GFT++opH7WHL7nbrvrDEzZ4qEyakB7oO2ATuLeD30My+OpUb2hJnFYJiO160AQ77hN76Vp19hTAss48gFOpZhng9AawjLdHUbNMRThagflyemtgOWmz692MzUuRbwDLGwNEEnuAZRkoqoIe5y2sBGwM2aejlV3R4CuShGHelTXLXGDomjdq8QeTAckH/ghZm51AZAbU5ZIxEWfcfM0jdtdtT7khJiZ4sDdc15/2gNAsF92wu5ToACy3rF1nH1Rf68M/tputWt3qGu+g5xdbp7lmn1aCAP7Xg+WN5n9utVfScz2xgpSXc0fvIljeGFDT+7tauvrYU9HBIzvARVtVdv0aWuMwxIz2gREHRZU9gWWKGJK64RdAUopEGg7tVOMH6dzVx/iZtFbu3MRu3KQzg9AsH3+8rVr17qosM09irvQxNMvTp08vaJZLK0P/qna5V7P8/ygi6r2t3hH4OyNQun80NTVp31yjvbXKrrnmGq8u33fffW8PLJ9/1lm21ZbjlBmV8QyHj2cnybyTnUxBkwJmMrZk59HTcPDRb7C/HIhD35OopFm7o03bDb70b/0UfHmm28Ey1dJUHYOaqT9D03UNsG6cwwFDldKMq2tUM+XLKy1BDY2MawIF3uqKykSi83LIKXCj73NkGUoOat2gV7r0uejGqAb106F8++ouu/T0263+6RetW4ZfFaua7YFDp1nZJf8ND9Rs0QK7Z/ZsGfPIFbfQxio0nVSAPeMP2KA65mY7cXh1Q81VEuD31zxsD18zy1664mt2Q536tfaotZKXGwN0eW9XryTmfrIlhzJjpWdSJQDeV98Nu5hxwiV1KAYuusEyXTOU5WaVu6+76hF7/sF5cskVRcy13lEtkMhZZl1oloNi7YGOwHI51HPXTYbBVw+U5NRn2avPBIE6yAcvXGp3nfQJK/vqh23m/fdYxyD0mtkEKRufZA2z2nAomKpURWyAjLdOmr3aHvzR9Ta6u9XaFax3aXwr9tnBPvzlfWxfuWjjBkd1gnEL0ypo8PS4BYQRHKlFhubKWh3+t980S9WgDnvo3he8zy7X7SBX1+6Bt1fLmbMB7lyzrPeEGzZzUYEz9PNSN+wElh1Q62fWqF/v4R+farupLc1QgYxBg+ps0eJ1ntjp6y2BgsEQSZlgXBBYeiumlOQo9i3OmmXp0+mhrDELXV4GiaFpg4btFQMFjW7wpTntJjG6Hu6TOc/LA1bcsLPZHFXJ7Ib9+rnoICqSSgF+sgY10wozWE5awxLNcgRbAkOKQ9HBZedWzLvqMO/SZ/G50eYk0Se9shwVx43dsFNPUK/wkfTC4CtM94JaGnsIYHqQAtjvL+uy6+Y32odeXWLdi5fZc7MW2gDvVc187XBAQ9LDwXI2j2KK86x1mzynl96iwdeW229nv7/wTCtrbxGDwG8r2lWlZBwa13r1RSc5QYugDdLKAuAO3W9v65m90CYed6r1m7vCNug96Ih9L1Oiqk79t8t0MdMOmWyf+sw0W6Y2Yg0ywePZDlAi5M5bn7fzzrpd1XUBNN+nSIMlIODGV2EaRWW5Qp4Ba7V2nz/pw3bHNg1uGlVMbpZolvUJ0Ho3aGyrR/aXCZgSEFoH29kQK9t2Ww0MD1UIE8O5LpVldZP3PfmYJ4rc5diTK2nfx+yM+fKP3LBLHMudhqqxJ+EyakSNXXP3i/ans28VI6bG1x2VZV6sUyrmlWpXmNes95wuMfgisefaZmmU++++rX3zpAOsQWAGyQZAk1VBRVgM6RIaNnMoj0XcAzTtto4wYXQ3bOar1jZ04A5lHiE13SrPgwtOudE2lbZ4vTbxMtg1MimrpB89602HzpoyOazrA/u0NduTH5lmB7wkN+wnF2ntBxOFfRLQ9mZu2H37qKqp5M9Xvn2QDdp0mCcm39TgS3MHczU/m7RvA56Yi9FnOXWNyGtFiSQ3bNM1xX0yFsyr7PpNQlhJlBLjNzwhvI2W9mUAe7DI6MWe27XRjojEaewRFDSjF3u4RHOfbg7Hc9DUgNoO6OZ9zjTjbC8kz4utJLkH1hLsswanMCeDL8UQsENIonFAuZbX9xHdg9Brq/wxnp/baFf99n7rbFdyUPsj3ws9P7oS4DwfLf1gcERLP80LPfMWuUfu9d4t7Jgv7OPPsFFAk8p8TqIgqXEHdByynSVW7DnNfkRMQzKPc5Nkp+9ZUNJpzeT3SdwDKwgmTvSl90RtqiyT4PVEN0kB7dU1qbLsiQ1PCmwQKwHjsmCv5O4R0NZ56DAJSmnY/B0sANgiAGrWKAwkd0n3wgH7brD3iCOchq3/I+F79GeOl4/Huwssc61/j4adzXf8hv7FVy9Y/hcHsPfHe0fg33QEXs8iufqaq+3MM858+5rls08/08Zusa2yu5jT+JmVAo6gEXqLHNyl9Q+AWjKwBPs4Fw8i8PMDNKikBLpVCuA5wNikw8go6KYe8OOimU2gdLixsZNtRa+ZwTJmV6EbCpOitQBhN/wCuUc1F3CJiVKmaq9pVFAgkMAB4lljXS+ZbwL6aN8R1MBBfK6uxKsJyvZClcaAxA8+vX+2DtAv1/SXLapMXdRuyXbYxsrGbBonvRxML775DhshUFnlfSojG80BP0j6PEyVwiCJVitxmPmhp+ulCtygzPJ3z7jTJuw/wY6csJm1KHCsdpF1qiwrMKR6lemOVFnjwEVPnMAyOmhVHHhGZJ4BKQP1DKLHcwSpA0VBbJAJzQNzl9s5oj33VVWrHDDqmVyMdXDDhpYdVD3XI9NbOANL6Z55VtnYiu8CkEBHXtvSbvN+9Gn7wU4jbZ/FS6xcVXkqYkxKXDgBRzLe9qBmhZ7bbGXz5ze3iYJZYU/LBfuVP8ywoR1N1q2sRh/0yP0H2nN7TrCPfXA7+5+abluiQI3uSRXuFBvuo20KwvoNqbLXlqyxpwRW16hf9F3XzvBxq1RmfoOul/uIqnHo99yVVn+mqsfrLbthM9+lH8VQ5/BP7G77HDTFK7VtAhdUH8j+087JaeP/Clh2B/h/ApZTS7W3ApYZ/0LrqDcBy6WV5QyWPRlRqCznQDjcu7PBl4NlWA+a53UlYBlDpADLSS+peehBru7JDWv02qj6zFhRWXY5RSlYho2QaJkOlhVgA5YFJC++abZddvnDNkhrpF4glt7dfDKsgb7JdTpM7N4ELAvsQGl0g6/mf27wtePk8fbbX59traL2EiAHWC55Pt7/mTUdVam12l+qNXgkD3cSJVvI2Hq+co71X7XcDpw40kYsl3Ze9PA12gSeeGGRfe+Hh9teAgBLVrVpz8ShPbSyHQry/3LVDLvtxlkKuHE+15i+iRu207AFDjoE0kd9eKp97SO7WD9V0pxIXcIEYk66fEF70uryKjv0+eX2LTFCGrUxXXjfQis77QQz6aW/+sKTtu+yVdau91cq0B+mxvW0rMNpm0Sfm7J79S2B5RKDLyp92VshNJEbG3wVaLsDK+3S3zxg9//1SQE/ZQdLqv9uElniHh5Gg0WwHIZQPO1yG75prX316wfZqDFDbLEMAqs1D9D7Aos6PWEIWM4eAQE0o8oeY1wEyxpfzU2Nvj2woUbzrK+NbFxt2wwfYBc/9Kpde8atNkxgGTESry5n12gsV6+1hZO3tFXfPML2+NVfreXRuS4JWM8hIusuugb4C2CJc7kSjxiZcfU+XzU/6Yfds9kgO+UHh2p/5JzCzyHRsN3gK2l5XVMd+lXkJCRH2bcDLJf0WfYzOtzmoxUYcgSqkUUKMzfPGqTKzjnKPg27gDEh+UHiK2QiUWUn0cxzCFMr2DKASM4jUcgF0gYOTHKJwjNPumZnFm3c/9yNOUl8JbYM4wC7DK0zMQOfiWSgUS7RVPw5h3kP99iqZzpC594yfeaPf6zxFi2+VnIpMmDsOHTYcPYFeneulHMYFoC3ZAu9dfuwwbbrmEH2qWN397UGkOQ8zWPBGACWvQ1kkqRQtW5OFOZsLkoFnfdm9g73gAN1yFYiAdkshg+O2Z7AYQ44WE4t/HLigH3NxyI9K90j57e3vIN95lV2xRX+zLnLEuM37yYSkwlWFYl5xopYAwo/7IroJhLRmz9P79nNe0TD1vn58U+Lhr383WXwVVpZfuGFFzZyw+6tLMeW0vvqHYHeEfjfj0DeP7IbdpeAGprlq67647/mhv3r886yyRMnaANGrBebOQFHA1VZ7biv1yx7ZleHBrphKNXRTiIO+H9Iw2YjT5t9rki5nkzf6i6RnhGmr2uiZkPcIy0AACAASURBVDr4jGsZQLAGlVTviuxzVN1yZc7NTlQR8cpyoon10WEb1ChVCXSg0qeWrHamkpHJJaDGsZkPXqcKWo2CljsnjrZTt8Ut3NFuIAo+tG2dXXXLXTaAKk82DsPwQ8GFOxunqkUTBkmpOsOBRfANnXjTYdX2+9tfsIeeXWRfOnZf20wVVqrUfDRjCeD1Ck4h+KDiF5UmQF9QuejFG8EcQLlTwZEflOFDIi1eBIqk3wcMqrUbrnnKrv/dQ1arwJVDmWocVdbQCoYpjWflFWiku1XgEYELgSLvINCCUlq5apXN+taH7CcHTrKp8161ZRIhDk66W7Ljq+V4u8nQCpuvikyFxvvPt8y12bc8buvU17JL2rEhCqorBQCrcKTmYnVPParudjW32KjDdrBvH72rrVwlHbee8yDdU6s0qQCwdfq8ex+fJ/djVco13v0XqdJUrSujRRkUe/07EU1QzXmWVPOh2+G+nMCygxDdE5pSoh/AJX2WqahzKfwMZmj6vFbRfj961G62/0Hb2wppzKkAh5Y/MS5KAvFiYBmtO0IDjAFMzAcCQuZvNm7xtlBaZqEBhu6etPuwBnBPT8+W91B5dUDtDtTJoT67z2uMmM84s7s8Qf/uaydplguUVCqiGssMHKjk8iIQjiBS+mNvhZK0XB60xToOF9vQ5OfrDcd6rUkFuQNkYubt3QjUc5uTpKn0oM2d73k28R6SKWh+PTFGBUYJpPAeoFVZgL5mgVICUwDbuQ+8bI/96l6T/FvrJEyEyjS+9FDNkhHmbwfJHtoq8Yj9OcKMQLPc1155i5rlSRMm2IXnnClgJTMIQBqsFAcLuq6cAKOyzH6Y1jSgapCYNFD/9524vR6Y2VmvzrUJSjpV4nug+7+catWTL9pxe451Og6taKCd88AYW6p4UEOv/v39ds/tcwTgajTn9T0y18uJH9Ye85iKY7toFZPfv4MddeRU6y9g5zODPdJ1p9kETclH7SsX3fuS3SMNbp1YHR1qdVTV2G7PTFfbq58db59tWWzHPrfAGiurTb5W1uEVOs3H1W1egV0t4AB7Jc+XGjnLM6aMxxpp2gcPSbR95qH2Ue7HjRy9Oq6h0BpYMrjWzvjG1Va7ZJX6IouBwm5CA2O9HCxr/VXjIZDWH54BuGEz79aJbr71+JG270GTbfOxA+XWXqs9rtvBewWO6gIUnlyFhq190LW8fJDGYo2crAEUbnylz1vfoWcgo7hB0tyiCe/frYrj5PeY3fCo7XP21dZvly3tVfX77nx0gRLGun59TDhHcy5tsGcO21VSkUG2+8TN7JK/PW/3XzPDNtGXrac6roRIhYym0GH73NM9scKi6uk7i+anGFma84d8eqrtNXVLaxS7AJ2uHosrQNDpdnjP3ZC0AKIBlbQ+q1TmkecguwTX7tYngy8mD+ZYjLljdk8KxFjkhFW0pKOrBaiJvSX0q1xnvVeEmYQpqUUvZm8XFvsXc5M9qwg0g+Xk002fRXW1Ur9Ga8bcOmpjejJnfbSOirOduZP17q7x9oprkp/Q0529BjaEfmapJtHVlz9kz7+w2Da81iwGFuuOpARrkutK7dU8IoiKPjRsT45onhx9wn62+67byNMBIB0tQsIlPaQKORHEuepSrdiAnDpe6KpB4kDzjXmLUah7c+h9rFln+KSqMa3m4uwOHT/bdYDl0ip71iwHEM7gHbBcHIsSsEwiTfPCE5AYYGLA588qJeKTCZjTubNjNsaCumY3UdV64P2eRNF7jjz6eGmWF/t3n3baaXbiiSfq3lq8O8r/LR1vKVieN2+e7bTTTvahD33IDjnkEBs5cqTuS6yclAjyC3+br97K8tscuN4f6x2Bf9MRKE22Zf1yhQKLP/zhyn8NLEPDnrLdeG30gOXYZIvZ+VRhSNrMMHpJ2kynx8bmTwCZdZehWVZgpwAFGnY2reJ9fhilyjKgKPTIyeBL/w4NGzCcTUriwA+amFe5oYCJWuyOyX7IZeqoKiLeZ7lIN3VNFYBfpzQHGLRxB/d+4EeQ4Id5tMR1kN6qw2myKpInDtvUrp6ogIobY0B4CUR95dHH7Mh1q63MD8ZMfS3VWAPuQyfKNTpwd0q4zK90LS8LzHz957fZQdMn2ef22VLASdQy3b+7YesrcoucCCySo2a+Xo0DWWeCHl4OlkUPJNju1EBzla4TRfumQ7OfwML9c1bYaWqFMqyrzR1lqSyji0SHG7ApNMvQsKFqe+BBuym9t7KnzcrlZksP0WWqmLzy5QNt5vu2sQpVoeSJ5pXhoOYSN0AR67LhQyptpw2qIp1zq42f8ZLVqU4DQGWElduRWzeV/Og9yatbuuAeORCP2mmMfUfGYS3L1qlaV2kzpAX904V3W52C5tW1A2y1rn/oskZR0GXuAiXcnYAj2APc8xu+xwGGvqnTW7igHYwvCi2oglhvS5PuGxq2glpePKsuGW+t1tBO+84H7L92HCGNm/SKaMYStTAnkZxi7y66gL2SXrWAT2/FkqulfH+AZQAimuWgxeEuLefzRLl3Iy43+Cpxw9ZcDIOvGF+eC/OVdeFUQyq1UBj1x6ho6LnRLkjXCw2zkLjxSmGuGkUVkM+CNsiAUKVxd9cCxRK9adIsM89Yx1wvrvapeseIes9nDL7S8ii42Go/8F62vKdU1+wVmFRZTq3ESCABxvorgVWtC+GzlgpQ12KMp2a2l110n91zwzNyi671aj+f6r2KvYqU+mOTYHMWQXIg1mfgvJ/dsOcvf1rt3v65G/akCePt/LPPVLVH2uNk8OUmfoki6ZplN9CKhB1aQcAj1ea+6JpV9eJ5DNIYreMdVHS8V7aYH4NltidhLUZl7rqc23/phqE991Mv9pamFvuhgGWX1mePwD4O0BksAypJSrBuWlVZ3uegSXboR3fXms0mfUUmEF4B9PO+4rcz7N5bntV+JwdoEj26WEF4K29stCdu/Kl9dHC3fX7OfFstP4X+Gm9mxSBlRHbpP9pGCjBeLz+FZjUTb5ekgNsJ4BRBPs81m7J5e52C3wK9k0lUaW0K0Dw/5xX7zXl3x9xUgoN7wG2eZetVYd1Xdqf3yrKSAgDl1nWtNnHKSDleH6gEmFq1CTCuF5iEesoZU03/+kQL73TqcbGl0sb67di6obPSahBgwj7ZX6ygk+Y02bz/udKU25NRmMYRvbnGSCIVn2f8YKtV2TFHv8emHrajVbW2WY+e+XkzXrWHLrvLBitT3a33sFe6A7on6Rgf5gz9ozESDPM1nKTHTtvCfvhfB2hNd7lemn0cinWA0TDQLKxBnWHOsMg0bF0R9wgNOyrocYns9WiPM2UeUOQ0bGeWRL/hbPbk69T3jKBee2UZp2aSWqxT+q4ngy9vKaav8E4SXJ9rlsOPgjkfyV0SBJJPZcdsl5/8I4CYpUXQuUsBImcwEhUS2kywcps96xX7s1qOvXT9LBva3W7tkjP09QptzPeQCQGWJSVyfJjAss401Z9tsXoGfv5LB9oemw+yMmhODBeJOMYrSVIYi9e3KYwquyq3OrvpW+1nt49XyVho/kcckdrdpSo738GeCliOszvGwvePlBQg0c3ZnddRrj7/XbCs8wh2Ho7nOc7hmWd6PncGBZu9NwzuuFFJKRqlhfZuEX7nnpA96hjA8rursszVZRp2rixffMnFOq/qfd7lV69muTAUvb/pHYHeEfhfjkAGy1SW/0Cf5XPPfftu2BcILG8nsNxH7pKcDEWqUQTUmW7qh6xTlghYcbItoRp5pjuoRqG5SUG2000zRSiCgAgWA6C4G/YbwHJRs5zdhAENzsLWYUBQygFWJ9BS6M1coJsVM9+Y9ETmO+jgbaJd5XY3GSzTA9Fdf7leBRtk8Dev6bFvDdnUbpy0Y/xD3rj1Qz3zFtjsubNstYyuytFPuk6UACXop04bxwVYQQSlWq6T6hkvAgto18de94wdNKzBPrzn5vpOTJpS6yhBAq9Qa2wJuAAXG41Vomnl6mPoRKMiEQYz8QzQe3k1T0Hz9/70jC24+UkbtCHAMkFsh6KiGgUayUYnqrAJLHO9XQpi29AKq8fzwpOOVilpFQ469vPtBtn+a5ttnW6tS6BLb0mOzgF+PRgZUmN7Le60Md+70jaRLrBLgVBZ1kJ731Sqi7nqEkZcaDE3yFTn+G++39arKvTgbU/bfAlH17yy2uoVyGK0U1OlxIsyIa4L1PUBVkOPjEaMigdABoM6RiFrB9UX+i3QsJ3yKbfrerUO+6T6ae+42xiiU6fPO1WO9h6p8sn4ApYLms7kEh+BJRVj+o2qmovRGVVjPW83n1OgVO60S3pqB4gCfDqwBCwr0eBrxxMhVJ8DLAPUqTCTtMEN3QMwKnQEewq6y3GSTy6/TsMWcMEh14tGJLDcDRsToHAH5tqIhLNhU4DlMAXj+kk28TNuupOqPXgPdGsscL9mbwAX4Ibtrdt0ta6d8ypI9AkNGjZV4qADBnYMQEBvbL9evYO1A6DcRNWyh2vqfWzGLWlUSbhcYKzGrrjsfrv+D48rSFdZM4EYH+O3RMOmspz6LL8FGvb2kyfaJRefpSpf6rOs7ynQsB3U8twJ0AO4eoUOEzCYFdBAoaGy9kQpL0tMGxIBbNTOFtEdRDUpt5ShygpVVcZR2i+rNCa/Eg34/nvm6zPq9LgDgDnjIWmWWTfr1H5q34On2JGfnu5jEgm56APtyULd8zWXPWg3XztLCYd60YEB3XxXubXIPb/6iJ3tiZ8fb6e/Ms+mLl2ptdzX+mlfYi03aD/77+qh1iITufOWy3xQh0s7VWNdwxsMvjLDAVAJWE7jBRglSXfTy6121SnXWmWTUge6JqQeG/WcfhMa9oYNVZq/raK1j7YTvnZQsB60ISO3CZCm/Q2PC4HmoGGrGuwAsY/mXYxvAETotgEWHCwj29H7BnrLIjFbVLF95JVm++OPrtP3tWuNKsEjjSvglz7sVNh7WBjDhtrPf3iI9vJK76u+Ru7mPznlFmuZ95qSdgBSAX7aQjlYTl4JJAV0YfRvd1sx9QVct7LdBh4wwX721b2tWhqiNRg5aW15/3lPQODlofv0dZvNJ/+RwVeR/lvpsobYe0KzTDvH0BEXKNZudhZj0467vDYdX6derXwTN2x3Dwf8JZYT17dRQg2ZEw7lnK+RUAqDryJYZr8pGHx5S6V4Pk3aawb6XpNApPajau1hwqfWX8/lJtHazzn+cqtbslRJsjqna8fc4VoDxGP6BlhmjIMbxX6qc0QmlZ1tHXbA5/ex3fcab3XN7dqzqNYzh8tsFXIuPFf0e+6PdpgwCGCyxNwJKvTGycWY/7Xam/FkgMaPDCF31fB9GNmGXviqeGCm/3kFPa0R/m2NmDjudO36hkiQxF6Q9dvqogG7CKZbZo55giSxJnxPiUo8YJmEkTMrkglYJDLZdsWgczlUVM+5UZ7Np4+VZvldTsPeZ5997PLLL9f9Y5gXbIB34tVbWX4nRrH3M3pH4N9zBN5RsPyLU86wSZMElstVLoSyrEodARCVo9zoHsDHYettX/xwjOCQdhLeSzCBRALhSoFfDDvQTxFzUBX2AFo/B/U5qtERzBScrpEkEfygAdbh06DNn4MpV5YJSunpiOaHg9vBMlQyp+EGFbo08w2lmiIG2d4MltEoFdo5KMCnOkZVzg8nXRuHIT0YNxct8ZcDh9pFk3eJynLE/gGa16618+Y8abt2tFiHbgBH3zeCZWWnpT/cCCzrRzESqdNB96ln1tjHdO+HTGgQxZj2K9HrNgy+wtWV32ewzNdzwGdNU2l/zk7AsgICkhfARIJ6wBI06PbaKvvcKXda5f3PWNXAcNvtEbDsFFimshyv0PeSpQ9zFP0ncLrPf7zX2nYebefstqOdLfrWBPWhblAA34HTr8bEHZL1fKhqM0egYW9Qa45n1VrqCz++2Xa68wnrHqjMvqrx0KMZQOhzHOivB8s44rbpM+rFB21TD9t1y9baIK5HwVO3+olSOUYvHTrP3GLm74HluCuCJ78nvhnAwXfrGjwY9tJW1kxK96mgcYDA2cEf3NX2f98k66CKJFDXqWClTdoyaKkF8OnBVKL7a05kg6+g6SWwjNGNV2FwfAcsSwOseVaoLKeKYzzrcMwlWA5TuABIDpbdBIygNoI9gqkw+IrAieSEJ5oI9jQ2gGWqwFFZCrM5B3mp+lQ0+CpxN/YgtwTAedILDR5g2QcvGCIaSpzPmZtodZskCaglIRDxWNLOZTfsqApwvU7dzGA5aZaraHVFwk2Lba2qJ1vLIGmbcZMRutvMGTOtZ3h/gaI2+95Pb7aWOUutXO7zBQomQfcbwLKetYLEjdywNWToCOcvmy3N8hy/nn/UZ3nKpAn2a2mW26gs6/lQyQLkZuOxNwXLULVdjqE9yDWbuToYz4c9k8C5P0k9/Rr9hzcGy1T1kIGwT7GWf3XmHTZr5mtq/aan7GYQzKloHUUf2Q49i7HjN7MvnvR+GzSkWgnA9Zrb0pQqiB49os5umPmq/fb714ldIDq3AwrVlaELS6dRM2SIfffkg2zk0Dpvz9NEP2mNiycF/Lu0RhvbfL9ulvEVLXRds8xem1pHkbdp9d7owWYo1SwjB6jVnvP87Nfs1F/cY2Ud62SIFfR5KrCkSPKaDM2ygKY77sdZ0N5ebkOG1drJp3xQEpJ6JVukH/aEUTwHN5FMYDkMvjJYLr7HE0QOlovmlF5Z1jrur/t0zbKSiMsXNdvPfqH5taLJDaZIyDHXYaxU6RBaIYlJ17BN7PyT95MJU+qOILB87i/+arOfWaDEllzp9VneJSBVlmOfCYo9+5XLPWAOady3+8J0O378Jtp7Nee11789sFxi8KUBa163XuMXrZAYCxJ7+LZxdm4Elj3Jk85X796QktG+nwZYxj2ZynJfzhmNMbKegsEd78Fk02UIwTwDIJK6rEbOoXFg+gDSCvNCb4Jhw3OFEeAVageRb2y7NFDz5qbhQ+25R160hr8+YS+8JOZWR6v2frw52O91jxzD+EQ486noGO9WZBwqYiB0KJFbsc8k+5nYAILX1oSvCRRm9kL9nHficDfsoDQTM3CuusEXOUSq9SQBmTup/7YnukkEkXDQG3jmrInQ7KcqewlY9sRBASxHbMTzIXFWJY9QEmM5cUZlmf2csYnkgirjig8ycwwgzHwNN+zEhtOzqdZnIEMgaRntwopJSr8H2qIhHfI8ZbS/O+ITx9qSJe/eynKvG3YKx3p/6R2B3hF4R0fgHQXL55/1S5s8aaKCcmxgqWzS3zRAQnYTg/5GdlXdlPzwyI6PrgGOOMs1VFBJORAAb60KxrzlTHKVBaRg6OU63HTQFMFyqhQksBxAvaQVCG1qCDj19X7I6VfMxnJmHvoUBiRRjYlqLge1u2zroAEwt9AHGLoSd6kDs0nau2oFqVSW42cEjhScbang/YRNR9mTO+1MlBWnlB/InD7l9r7HHrEfLVtkC2VF3kcHFZRMPhdMk4060C+5qZK+Z53GgUGCdovR1zf+8oxts+NW9rWx9d6CiMQCwYe3jvJMfZHu2CBdaD6UGbuNMs9OwyYASLoxHo0nABRQyODrxVmv2kVn3m2dOli9zzKDR+Bc0meZWenaXXqD0uZGlbUXJm1ll37zYBtfpsqw+lu26J5XkWiQ7jkf7M3otACZXqEIgy+CwGHqrTpj7kr70zl/E6W6zfoIcABkvAKsaIygpC864aQt7kTfnAKTDUJk3tZKAQMZ8giwInnD9XH0O13TK8uYvSQzL4In/Ws4XYd2GIABVZfvcYCNc7IDdd4TYI6/o+UHva+PUTA7/eAdVQFoVnCOM3G07WhTwqcht2KC4ubOsSVgWXREriPaj/C9mmclDs9Bw1bfawFaKljMs2jFhMYzVQNSxQWQy8tjbAfLBD2wBuJ6CWIb9Gdv+fU6sOxsD5+L0E1TKxvAhb67n5pzh3lPGOPxyjRWrwhBGaR65+An2rkBNL2yrPdyvZpmNkLBHstgfl219OvSherPSAhYucFyIIgM3SX/+X2rAseHsBYIRKHZ4lJN0Ml90XOaddGqyK5S7+luWm9LRLd/4K459vjDL+p9MSbIBPKz3YBGOT9b/e16zWeccB26p2fN59cq2bJgxVujYU9RsvDa8063rvZWa5ZmuEnmWDW0X8GdWNePFwCV22yUFu2SwryQdetggaQDsg9CVH/OxWDX/QL0nkiAsY5Cs8n+R3IRhsAA0YPveHG1t5Oa1LxaBlIZLGSnYn0n+6lYLVtPGCVTwUo7+NAdbMDAWlu5vM2ukBHSsmseEhGk2YEylVkSVVTlWsSU2Gzn8faTk/a1FrFZSDzmuUBFLFfWVus+YexgIcF84Rzgwkm4BJ06dKeAkAJYpuuB9oAhAuELJZ84Q8myFUvbNRfinOD5eys3eg/rWqjCOtD11lEkrwIsL9PPfPDI7e3o4/aydeonjb7YnX43AsskFzSHAAv6OZg1OAJHNTVA0Grt6zAwwmAxgUgBxOGbqFKp9/fR/vLwfQvsvCsftpp1LV4Jpqdzj1ggNetbbamqwa/912HKmg6zm8ua5WKtvUJV9kati1+d/jdb+toyaWFjnrvPAVIO32eocMY4VcrvgXtaqLHZ/VPT7euSrzQ2tXtya5W8HahmSi5aOL9IPDMvMiWXeQFVu8DuQNfMOaPuE6wbjOZChhFGdrwKbtipssxg5BaQuUhHlZ29xVsdal91sNysPSIlF1yzrP1LW5WD4+gzHmypOlXrHSzru1r0Gbyid3WKB6Bqu6Em+1MfzX/uT5R9mWq6SaH+53RuB5oRAHRovb/QUG/nP7XYGn95k22i87anslbPOPYp9pb1bkBZ0hpO82eDzhI0ynwMe9Aa9UHfZvwQ+8LXD7Qhm/R3BgZsAWRXDpZJNrrBVzGJQlKe/Q8gXKgsu2aZfocx/zempHM/xDD6HM0vT/mxpyKz0q/OLtJ3ZW12mIClijAMkkSrj5gl92IueY+32orqM59LtwvAMMnw3MKOM4C5DzsCYQXrw/fdlHgtUu9D9sB9E5cceZTA8tJ3rxs2NGwqy5deeqnOh+pC7Bcr+F979VaW/7Xx6/3p3hH4dx6BdxQsBw17gjbW9thc6TcIWCbrSWGBoFvUTAJsDmcCHe8nizaTQKZwIIT7JZUSfoYg23WXmSIEoNJBU2x/U1odi0M3O/pCSYvKcrRiIrsaNOx0gHE4uW6NQCdRwLKrLrRWdKIKSIrXC208zDKKmVxoT9nIiGq6+o/Ss1DftVpf9r6tJ5ltOjLK3XwxpyNnePMau+a5WbZlh/S0BHROfQ1taWSnI+DMVF2ophyOw9Vm6bYXlttVf3nKjjpOVDFRi1v0fVBT+W6oWaHvDkdU1zd6m41cSYw+jFEJx0kXg684KHke+LjcW9XfHrtntr0062Ubqf5iz6klSp0otaFH1o85dTAMvjxg0c+gFewrPWSZ+gO1KyDc7Kj32nEy1umv+eDZfd0XlF+qpZHkiMCDoIBKQiQjwgEUXedgaY5vfm6p/fiSx2y7pcusm9ZVJDrcXAxNpZgBgf+ilylaY2jjBHwEQSQdqMxwvd7iid6TUZ0mAHBDMr3JjW2oNBDoUjVOvaT5OcAygArjHQfLhfckEK73o3Utl6ldvdxwj/nivtZQWaXAqcp7L0cvzKjUwp7AuMvnorulUp2IijVrgDVTrQQFERaJA2h6hXZIBYOvqADxM+4Sr3sKsx6YGji1R3WA5xGVZSoq6dl6ZSQqBlDuoR0CftepugvoKRp8UQlPa5I+nCSEcHF2GnbWWEeQW+utrkKzzDzDUT0AHGC5pOUL9wgYEQi/YdRQH8cLJo6z3WfNtVOallqrxgIPNa6XoI17yL2Y3c1dgTKEwTDqk2oWyjEgW9+DEQ8V6jHqU1uhMbzpofl28cxFtsn8RbZ2caNMnWr0mT4gb3i2ldkAy8GynjWVZTdzS89aY1alef/K8qdsZcs/1yxvL4OvxTdfbyuUOet5ebndu+Blq9CaXodxU7r2cMNORkQC+axp/o41BcgBvMCa4SpCmx5tZKL/cFCyMWUr3YNwn0abWi1mTV/NuddWrrPTzp9hPS++alVKePFMPDlEVc01+awNmd/puzpa19l2O422j356D3vplbV21eX3W48qzTUK9mFjMLdYN8zl9QLI9SOHSeqwvzTJoVEmmcm8Yi6w5+SqVHG+RNKRd9VlRpHWoxvCOSjK+lXGXowVVeXP/9lttmRRk2jK1bpmySAQlSqJRRWZNKW39/ERwvhK963nyP5Nd4GDDtvJtt95c50X+FXTOifpMRMQQI+NQRrni1OY2T+cepxaR3EPes/qVQKeWrOukfYtK4DhM4+9qOxGrW239VC75Oon7am/PSlablT9u+SdoIlkTRq7A8WqOWq/ba38tVX2wIghNk7jvoUMCh9Z3GK/+PqfZDiHSWAA3S7mXurV7i3rVFnmumr0nnVr1tnk/afY+z8z3caqLSOsHFi4rAPlWR0Ysc9zxhZYRGlMw+ArXL99r3e6bdwn50yhEknbRXqm62I2BsupavyG/tvR6pCzPYNIKsvuEu2aZTTW4QDtrCzAss9/2FIaU08Ah3SD62KuxDjgEp2YFVwfCWCByGL/be4zHKmz8RU/11f7yXHPLrP1p/3ZButLO0Rn6dCar/CeyUFtZ+7g/9wjzTIvgHJolgMsY/i2y7SJ9v6P7GiDZWrZrvI6sQN7Um5BGVIXJClp7+as0VegZXfZSoo1sg48JxdLe057ddcTEBh4bpw483XEWDhYjs4QuXWUM7FKkms5GQ4TpRALeTIx9t3QNRe17AUzMd7j8yIcs1mXbvDl+24kBTyxkeRwVPQjUWX/FpXlvffeu9BnORdKIkr41169YPlfG7/en+4dgX/nEXhHwfKF55wtg69ttUF3BFgGfKpiRoWKzT/cYDEpCip0rnxBkYuMZm59IIpm7DopiQAAIABJREFUqiyzSQdVN6ovBSqpgwJS/kVtVtYsB1iOjGqpoyffHWCZg1sGOhzmhYA/ZWkFhJ0ClsG9qlgY9OC+6wdsqohk198INkrBcq7mUfFTYKeMgfCj7Th2eysbPSrKlZ5K5tP0f+ua7JpnHrVNZUDVJDBBpSXcRaOCFodpsZpHxXuAKrMn3f+yjRON7xi52XZp7BgJqgRU86AHCq95lSJ0bBvTOgE10PcqUyUhDL5wO9V3q4J347PL7ZTrn7VRq1bakBcWWp86GQvJ1AdwVZ4CjUzDrlagEbApeihX0cNVZb/pMg/6+OEyNlNf0qps8JIMaPLB7s9fz5bbDV0nn6JESGrxVVtTbc+Ltn3yd262hjVN0izme3ozGjaaP80Tz0VAa4RARxAegRGGZLgbE5A6tv8nNGzGLpI5Je2FXk/DzkBdVcsqOQp3SNv57A5b2rQlTfaNE/awoZs2ePUNKiLBiOuEC4mbRNMjDiFoTIY5gwaKQi7jM2dlKDDKP5NdWH3teNsQArSoynuSg7HzakVo0zwnw/gmzTJ6f187Gh3mq1dl9O/M3xYFRbnPsq8dgQvarkQlPK1bdMO5auRBbiRN8nPzCkfSGmbyBIG6a/nT9fYVALu9ZoCdPH1v65n7rP2hcZmVNa63UbTm8hLk62jYmTbu1bKgohBkt2gdw14g2cB8ueTCe+2Flett7D5b23Ld4uJrHrGmV1XZV8UNcI8Bkfcd1kCjR/cZovv8/0OzbCTGzr7EbKUooB+cbj2L5tt3G1fZzu3r3PhqtZ4Pbd1Yq778BTgAyRgjUW1l7FpT8MvzBNhhfOUJsOSUX6ysAajy/lek5PKca1SxfOH5lfaHi+6wZZqPfUWH75AmN/rHU8FCH60/a5XQKgdadr3abL26+SgbropnmTS/ADnWDBRVb/9G5VbIoLmj3I7+xUfswHFDHTwDmtiXsjY7GxyFk3+ALVrnAFqgYcehQ2KSNZHBMu7JaNyr7NorH5BW+glrALCoqpdbzwH02WNgmLju1KvLiYZN0kNroUHsh8+ddJhtMXaIvgMttpJVBZfoWH9/n4a9cZ9lwAJJjFol7VrlRbB06Vq7984X7P5bn7TuwQNsuBJta3qqxGKQyzINxHWfGimpZc3GfHZPO/7921lf0bPbBKC/MGuRTXhpkW2pa6Lq/ugD85WEIZEXc/ENNGwBO/avVoHl0VsMtm9//WAH0NUkVXxfy7rTt6JZZq9XolFzq137fKe7YScmlz5nnUAbyaeKZPDn5pjejii7JycNrq9/P7iKUo3XgeUBiYYdbSKTwVeJDAFpRr1K7BuDyHCAJp3iCXbfR4rMCmcl6LnRag/mBfM/u2F3KUNSpTPryWdX2a/PukXO8arwJ8nTenTgycwrWoqhWS6eCaVu2CxG2Dxf/O9DbcqOI7UHykHZJTRKojgroVS/zVqJsWA0kF0VZTaRwAkgjJN6Ssy/6VjQV1n7uZ/vwdAgKcAe72wD7hN2UaqgkxhspVe9NgkSDr5fsOenxAFnuCeqspYdqrYn10IrXujGAODPjAMaXmhQCwklT6Ikfxm9x5OomjvsM6ydTx97gjTL797KMjTsXrDsS7T31TsCvSPwDo7AOwqWzz4dGrbAMoYx2rWpBkMLJitbAMv0VVXAxIHg1CMFUbjOetXEA5kiDRtdMQePGwNpww+wHAjF+9QmSjWBM8ACGiIV6QyWXVPlh3mmYZeCZbRaomR55jt+hjLJWgcoRUo4AVO0v4kggcw8YCJMlSKYhVrutOb0Hgy+MB3igF3Pe/hoafj23FXa5eEA5lQ6dlShk3LVEpv1+GO2RFXCQcmNMqqPYQJF9dEdNTES0ee1Dam3g8+9zw6Yv9D+8wcftaECrAwLNOxIRgQFy6vlgHslBbITcwHcbwSW6c+p6qPGoY+0gqfe+rw9+/PbRc/U2GGTLApcF3pHwBX6XcZKGXmqt0F/5DHRkxVqX4c9s/sEu/Jr+9oWMtcSNnDtIgdtJBoEfFQlDFp+Ni2jspbfA6XWbLBo2M2NrXbjtY+K6viy6Hpt+i6vhfp8oULbV0Ys/twwZtH1VSp4DbCsZ/RmYBnNmoBBgGWekcYWmqOXp6nmOLx2Wh40c58SXlkuNd6JIC6o2oS60NGpaiswFALYoM+lNdf492xuX/rWwTZUQU3H2g6TDDtRFgM8AFjdACY9W2jErbrxex+4yz56+IdUQRBtXX/nPcA9iRSOtCFhiLVTSsMOsExlObR8vPhsp/BixKNAk18ZHZIl0Uosgu4MlqvEoGBwgpWRaL4pcRNzMSduqPZEEiIMm6Lq0CKw09+pwVGZWytq5ECuV5VZwQkrkyP63D6Vdr4qy5csWuRTfwUBmYAcLAfuCWCzHqfhlADgO5BGAPb5dwfUVDwEYNoFni46/a/2xIwFeo7S3QIm9abBqt51l6kFDOgg9fwGLPcILPuzRZ/INZc+W58zb9JnWfcF3fsl9Vlese6fa5Yr+vS3nTeZbpVr1tg9nzjQyn71TS2aHrv2wbtsy652W4TW0k37BMJwvFUCgYmGI38f3TfwYpFaFA2Fus1a1yDl/Q96fbRtCyOnoGGHwZf7EHi1PcCXm7lpDJ5+cbGd/p3rrAHTIKV0aKkEWHaCu0AcgLmSMdG4bdBD7F4f5l62IUy/pJSM6puSTOWaP0tVUd1v3+3sK0dMsbWSO7B/okPHm8KNpQqJPsBCCSsmV5YTWPYAnu4E6blmQA0g+PVZ0vM++ZqDoPVibYSWNxJcJDho4+SA34EmpmKhWW5SL/aqw3e17x811YaJrdPHndrD7T9Xzd4IlgMIACCzG3DqsObU402GVttjcuO/9oqHbNWqdgf0DV75054IgVVu+VTzN1D1lolYW3WNffM777f3jB9qzfozgGtuW5n6RN9ny2961MoG1nn7vBrN3z66rxAfvBEsd/WISi3n8/VbDbHv/8+h0uNX2OLVapvnzI20vpKjN2dPsHIY02TwlZIo2RyraPYUspBMt2VfYS5VeYKVPQ+WUeokUdDpBnOLtc5cY7sEIObzNVOP13jbMeZ2gD9AL/MjejGz70Uylyq8LCT8eQY9OfklABAzu8uTKEGrz4wq9ywB/JWAZa6XmfDdU++0FY/NtVp5RuA9wmfCFMHHwuFrkt0QXxQ9CYLNQbvD0BpvsOO/9n7batwmbq6HkzUAlMpyof+2/g72DjFM9oUILXtm4oQ4h5Z4Bcds7hPAr2uCbu5zUGOBJAPKdd/E1onkAlKc1MpQh5n3pR6U+0nDWktmf6l3O8+9hVhIbC3G2pMoUKw9HokzzMcr6aNZSJlKTuUZZ208MHBIL84LrXrOGzqMKEeO/pmfY1184tOfs6XLesHy/602WX7o9r56R6B3BP6Pj8A7CpbPOPVMN/hS/toPRoIoKgoR8MeBRaBeI6ocv+fUjWA+HUYOhIN6BC0LbVq43+JkKRdSBQqZboq2aOBAdIxJs0evWAwrvFcs/ZMDZDvw9b4QqUWGAuo45Li2MLPKVFJACXpkDp5shIEGjEOPqjWfEdU8AcDk/Or3lPosez9ZwL1oeAQTtI5wh1v9XasCr+F1G2z3yTtFhZmogA/k9BYd+7YHH7AKdKvSD5Zld9HU0sOpk4Aa2mzowqGFn/Pta2zGwnW26wd2sm99dIo00goKCtRXKNbhjulu2BobKjgZHAHUCJ6gYPEKd061tFEwUq+f+9XMhXbTL+6wEer72S2gzGV2ulaQZEZUZnPrKCrL3InrMTv6WsMHd7BjDhpv4wG/CroI4BwsOx0MGraCpQEpyAc0KlCDDsbBnel8y5a12l23PW5PiRK6Zs6rVkbLD9fXBq3vzQ2+/i9UlglFXAsdFErGhWe1QaBrrebAlJ2G2yFH7Wmrhw2xHQWEa6hOYKBWAMu5b3GAgPnzX7GjP3ucfffb/2VHfOiD9trilaIDorsKDXCTQHetgCfBTQEsa41lN2yedyuBXMG8K4FlzI1crxYcgAApUaktuGHTOiq5sIYzO2snGCE8f4B6uHentVNSWc6VQgA038OzJm+0sk2VEAVbt1RU2W+238l1+1c9/YTtXNZmS2SkQ1BNlThMigK85ypgUTunOaLAkzUJACcAXKQWOu3qo3PhX5+xRdc9pgC92vXG1TKO43LJedAzGRM2B9gE1P+HKsuV5fU2ZYtDBNYVsC5ptoc+Mt3KLjzReha/ZE++/KItVqUI0DFCJbS76vvb5zfdSq2EtF9u0uDX2bN0ud019yVbukk/zakKGy//h6Z2gVZRQiuSWzm7ZG4dFXMu9rYAyxGM8/eAlQ6tqzul2X71jtn24txGq/QkZZjyQUPFsC63LApjqUrvZT54eD/9vECq5lyXaCoVWud9xRJ5eJvR9j+fnmYf3qq/teA0S1IUN3Kn5IZxG4NOgiPAcvJ+ULDObkNllOvDAArtblTWYj6j2SwXaLvk3Fvt8RnzlUCo0nMtguVw/w2qsJv9MTWpHGueqW+cfeize9nIA7e3LdRDupKEYdLKR/Int0t6Y2WZS16v9QoN27sRaL1w3etlxHXbjY/ZX656RNdID3mYDLATIlHEuLerA0Bna4t8ofraUDn4T1Qi4fBDd1R1udPPtTqxcm56dJFd+ZM/h0+Arp2WZT0CQtDL3dtDewg07DApUzKE79Jev3TUMPvGcVNt6tihYh11ed9u17J7gkRgC9aTgDp7p++v2RwOvT+fzBpsZH/FvyGSvbl1lN8nn6OBD10znxNr0IGwmCXeOi6ykT7fvJpKUkX/0b8d1gqJOc5X5k4kAPUs9cU8axLl+XyNhHV8DuA55kWx+kyHBxYv8gwA9SA1RQ92FzFCGGIhzfGkq64Jgy/vDa358tqClfbLH9/uNP3y1/XfRrMMfOXu6X7AOaKMs98TlHqSLVXqoUzS/pPH7mE77LINKyN164j+265lTxR+jyPQLJPcYoBdzgMTR63dGFM9c1hoDk69NWCONYLRErr+OC9p/QXozpVlKuiMEePOWRhsnWAk+TOn+pzaqwVtPVG1Yd6kBHTuDJK7iXhSTPeZDQEdLDvgR/scNGxPQJJQUiHAGQe5CABY1oVmvxbu7chPfM4Wv4tbR/VWln1q9756R6B3BN7hEXhHwfKF5+Q+y9CwldVUTNEsel+uOAQNWwGSMstFzV6RYs0hwovDMnooR2bZNcvQTb1CHdrMtQWDrwj410hHhLaGjGro1GjhFG6dBeqrNF6uqSK7nA9qHRSAz3zwhMtmZFL53EZRggk00DNxqPCZ9LaFSklwwnnJ4Slpnb4fX8/QABN8QfnOvW0b9bljartt57HbWtk22/rnh0O2R3xCmuvsgrvvs637SpOmm8b2w3tUu0lIJARwzwQ0VWpgf/6LW235SyvUKqmfHfCNA2z3LYeqZ2eHNdLbVkF1roRDR28ViHG9LPpTVbmaXeume8qtJVT1dMq6xMobVCb5ifTJC394I12eEliCHhfaPfSOXDPVJsx/KgGJGssKJTMW1fa3PT8wyf7rvVtaiwJ3qMUENlQkI8iJnpQeYHmQLwC4JkxqyGCXK3Cpltb3l2feY4/e9ZTVCEDUCazT0sW1pF4oopociRhafBR7yOrg171RWWYG4HzqrT3cQZtL1r0pWMJExz3B9HedCoYx6sqAikCNf8EEJtOwMYEqr6DSHAEhtFQ+C61zfDBSdMbbOeRenfCKJcU5AbqFmw2xhu8cYb+SQ/wGDwij6uKtRVKvTu6pvE+d/eWG6+2cC8/za7jovLNtxKZjtU5UIdM4IRvI1R2ut1hZLtKweS7oBl1nyaco0FRBXmOh4M5p2HHB6I8bqFDpT165UdAG3a4ygTF6IYfZnAY8VVgK+nmWAcDGK4Xhbpx1cYBlD6j19zhPf/n5Jlt87SNWrX63i3eXS7W0pNeuXqH5QMYjWCTeCkXAxnvFsm4FJgmsBzeI2K6x6lSvqU4xAGo0vuS8lr20zH581yv2glDCdjc9rORSvd/XBj0DKkReReLZ6s/0qPWu4Tw3/Zl56s9Wf8eyy8826lAYvkHTFAB0PWywF0gWVKvy/cqKt6ZZrugzwLYbfbDme6d1yNyrYdFKe+i491nZN46whyS3AOgPUku5pwYNVA9uGf+RdFD2refWh7W56GoPn2Ynz3rUfiTwaa802vntK22+jJy6J4+2j6uZ7xoZS3Hx4Ric9ykBDNydPfgN6QUbD5Uq9qAB0mxff93j9rtLZur3aBlCfkLrHOYzaxgX7grNlxYxE7adMsIO+tD29pNLH1LPYAEt0bgr1GeWedi2cq1N2X1b+/x/H6BqVFSf2WOonA1MXg/Mb/Zjeqe73JE9Uvs1FFskAqGJDO08iUoYMZmGCgi86OzbbK7cy72yrCpspdYfe4fTrtP6w4sAoNyl8eioqrNPHjHZDjhwkjCz6NKpNR7j4e7hrIs1ohULgDFBcvUNJhJVWZgqbvClM6OfWrvDQOhWq7krLn3UHn9wnjSk7OvhdNyp91alfaelpV17V53tOm0L6x46wA6ftpXGsMKaxaDop+QO87JWc2eGwPJvL7rb6oGZum/2mT66nzwXAZ9uJKg9hUfHulgkN/9RIxrsB9/az3X4pRVX9s5sdEeiARdmX4N6nt52LPlpuOGj1qn35RWo5OZhELVpjcV5kDwsXL+tZBl0W68aa0xJHDi7o8iEYa1nSRB7YMHgy98T7uEwQtgAHNhhAqi/x5SwyI5JLZUKCWslSHRd9bRm0ncDyAIglhi/JZ1uaPZTpVQJaoB5Xf8qm/3Eq3bKyTc7CPdEkOP7YmXZ9+k3oWEjJeJiW9Y123sPmGRfPPEg9RBujbFQUpIx9cpygYad9Pi+d7+Ohl3Qb8d8Z/67DIvEgf5MojukCsECCM0yMquQZESVnacfvetjTw0TvKLBl2IhDDEZL+/OEdKxjdrI5cRZiQkYSYdSsMyez8+QHMlJFKrKtE8LunnIXUjAOaD2RGYYKR4hsLxk6bvXDTv3Wb7ssst03RhsRrLHp0Ac9G/71atZfttD1/uDvSPwbz8C7yhYPv+ss227yeM0KAGWvRWTwHKuUGXNcjb4KvSK1alQR8Y8cJhXQvvJtIgDj6CACgmZWKiKrmvVm9jIs44xqGT0GS3SsF13VaBhZ1poAsveWzcq1lxDpmGj/3SXTaeoZkMSUaWSwZeD5aQB5bDM+7BroaGEA9T0eehTu/T99VDAk+FNo75rtDSUkydsr76bqizzw2otpAjJembOltBytdmofvaUrbFm2oSgP+ZzFSBw815hFxihJ2WZKhQH/e5RG/vXxxTE1tprqiR88pg97TO7j1HWt9Wz1xVQdT3REO16QtcalE3vw0gCgN7F+o97oj0XFa86GROd+uQSm/G9v9gIuZZSQ6GWQOWDs8Yry4yOgmjAchXmKFRbqFDItXjs5g325Z8cbvWiGQKeeFZOsU6Hf0tBjxmJENxRKyXqrlMVs6mp1a6Ztdgeu+4J67NilZv9EBp00b+Z4FhAlPoUQSFAplLAN2oX4WydDb64ThxyCXH5OS7YATbUbf6cwKYbkvnn+k3K4Vafq2vqmwyQMPVyUxgF64Vetd5uhM/JFPD03Rgg+ZVQpacCI9Kr5pmU1jZyrwl2wpE7q1Kv96YEiydCMNTxahlzt86O/eJ3bWjDw6oE9bUHHu1v1/7hIhsxfKCqYu1ekV4pGqipGjW4ob//HNVfqiPQeulv62CZNksCLbwI0qAHujleMnzj79dozAdi+MZ7dL8EZFRDcqIJ8FOgFSazo3y9bkjGz/izDYolH0TgxhocpJ7a1XrTj++ea/dd8Zht3dhoa1X5nXbCvnb0jqMFxlQdbxDF1J14CSoVzGtdwAqhyNHSp0o9VEU/VaKhVoZ4o0YOtBvvfNH+9tJy61FCqfyVZWrXs04VStGslWBx2m96tphQOczVfXeoelfputb0bF17G8825kNU8+LZZoBNJSj2GgfY0P2VGKOaP3/5W3PDBixPHqXKco8GUdcgjGbrfni43bRFvdZih61olTmy1sxu2yt5MHeNTZj5jH35g1Pse1fMsIGn/8X2Pv1oO0xt0/rouk777l/sxfkrBcC0Ngb3sw+cMM3+Y/vhnrBbjVmh9w0uejZk12PSIF11dbZgYbMNFzAfvukgu+L6x+3qPzxpw5R82CDpQYwBOD0SPXxOpyzdp+49yT548ATXq895Yan9/OrZVvXsIqsUiGSUWrU3jZOD9lf/ez+n9TMfqNy6ZCCZ9LFXrV5Dz+1gTrhJmSqjgFuSfwVZDJVIB2AacF0MrvLzZOh38Tm36XpCMsAaxY0+J0FYW6wxgG43YF1ZqY995X02fepoMRBa3fwOfSYguErvcfjhydXwg/CEFklb3qN/x60dvX6n9j8aFjQomVqrfsiX/Opuu+FPT8sRGfTMvGK9q2WU5k2lpCZ9amtsyA6b2z7jR9p+75sggEnrOO2jWpOxdpA9UIGstNvuf8V+/as7bYjLNAJwa1ic2h793Pk7EjViFrG+xCIYd9R022e3LWzypvUag9h/qABjqJWNMEkiA+A5O3249JnuR+B636iOs26dueO9mEPjDXByUMv+qGcFDbtS4+httPQeKoxQ0sPUKrobYCjne0SSOb3hfAX8ldCwuamgcxcpzMGOUR/6Us2y07A3OEAsAHM3tiwaX5H04d44CzXVfK7i57GJWFgkj86UZ8Gr9821ytpqIHIaU1GL6YjgLf4iifl6zTJnQl+trSq1X//U5/e298gUbpk6LwAgkV6wPjYGy5GsxlMA34gqvYcPd83y68zOiq2jPDXnJmDrtW5JkOYqMZ4O7J8kNRivYoeBpI/m2cAeSGvETR1JJurCimyt14PlVH3WuZDdufnwaINGGjNiFBhd0V6KtYfTtYzkaFXoRYp0LjQxSenlHQUI9sOj3oU07JjXkcwrrSzTZzknad6JSL0XLL8To9j7Gb0j8O85Au8oWL7wbFWWp4zXxiUtljZkd5dWRhVQG5rlZHyhgzEbfJEpJcigCpHpg1TQCn0Dsx7PD/ygFvuBn97DiYbOjQCgoFnWs/DDvLSy7NXnAChu8EVl2fss0x8xggT4xE0Cy26y5ZtvBBuAZQIF3gu1G+ff3NuWx+5Vbno++5mXwbLuqQQs0w5rqLLINzUMtB9O2FFRhxDCkpXWc/Kv7D33zLKyxU326JcPs7sO3tIGihPXIYRLaxCCmkzl4jAt06FWMWKA/fTW5+zF02/SAVhvrZ3tduR/7meH7zveFi1rCbCcKNZZP10Ayx4cQdnUe1RxyO166M1arwCvSs/pXlXELv3Wn61iwSKl2JOO9Q0aYCrLCrASWIbetkx0uSM/u7t9/LDtBMDaXetFNFHQI+uP6KvCmTsO5NDCqkVRR4f99Jy7bM4zi20gEspqBSaUgKm65HYx0LAJrXQtYKTosxyZY6dCuxu2W+Y4bTzMXLKhUzjZbmzwBQhH/xiRJp8RJlDoSIOiR7/Tvn3VhsQrW/E9BF7o3vybnYYtEzAfB+ZI0YSoD1XrFtFYx25m3/r2oaKmaz7pPTD6G2VsRZ9l5nR/tfBZ29SiCtXhdvqP+th/fGaMjdjyWV3KEBs2TBRMuZH3U+Ji9ZpG+8p/fs6OOPwwAS/151ZwT7XO6Yl+vaomap4x7whunCYqEONu2Km3MdfYTBImU/tyIKzHXO2u8Hp/6gtd7LMc67aon8ePgEAbYKExIqmg+1wn2mWFKI03XP243XLLk6KiVskWrtMe3mJTO+Mre9s0WhMpqByogLFTax69v7d8U+BZp2C+Q+Dnz7e+YDOfX2b3C7jt/dpSG7PPRJt58QNCBOGC7LYAAtRMoH/0bKHvVjAXaJL++mfLDBEw2+jZ6l1dzDP0sHq2/Aw0ZcBknYD8/JWzbcnaf+6GjWZ5+zEH6vICLK+V4/TYAyfYN7UmqsSaWC0mBbrFwUoOfeW2F+2uR16x0w4YZ7c885otFOW3bb/t7CfH72+vPfOSXXrWHdYgZ+guOdt1a32uF838qKP3sIl7jTMZzNtQyVDYM0k0UFGsFKiv15peozE+V0ZUT8gEcIqq0TvutpVd9tdnrXaOdOKFXtOZho15l9ymlbxYo3l4zH8ebLuNVv9kgUd6+d542cM245GXtQcy2bX/6TlvsdM29q3vHOju/uzpmYaNw7q7z6KbzE7+nlwJRknsBcWe04AFrywzUVFHqyfxrTc/ZX/67b2ai7n/cGXSLINyY+2XKbnU1K/aGtWi7bxtBtqI0cM9ceLmZXw3lPRUWSucKQDEBATwbUAv6rT15CTdIY0+Rnz9N6mxP173pN2ma6iq8SbV+tpgp2jlihau6qySYF/43J42/cDtbJlabVUr2QeThOtzCUPSr8KGIml4y8zFdtZl99qY1Wusm/HSvCBNyfwtJOF8DwFsq+fxpJH24y/sq3Vd48yXbn2u69RhCDHGPvdJhGYn9RhTtsLsjMzv3chMLK0iWM665pTczWA5mUIClnnBigqwHBr5qERqncLcSoC6tNtEwQ1be8QAEoCRNw7vgxJjQ2eA4T/wBrAcgD+3NfKKqwPERM+nmqobgiWBOzWJNmj1tJc848c3qh/3Ijl513gCNTtbu2YZQzSdGc4lKa0s5+fpye9y++q397MpO2+h9oYyp8T7JM0L9spwSc89iqF5x/lJLOAUZq8+c5+MVziMh8yGWCP3KI5GGC5t0Zh2KoAgHmrSWUilGUmCg2XaaOlLvRLPM+accO1zULVzcpnxzhpqnjuGXrTeDBCOCVhIxep1ZnhxQXvdGvlHIIfzVcy+62uEmEojRXcJjVJ0UkheFvoF3TXXkpMoMNOOOfY4zfl3l2a5FCy/WeuotHh7K8t5IHp/7R2B3hH4X4/AOwqWT//pGTZp8gRdhDR4+g9wAv0oeh2nw7vEXdory7S/IahImiBo1n7ga/MnmM6un/Qwzi0yOCCfXk3SAAAgAElEQVS8fVNqN+WyX3pFolnW5k/90d2wS405yHzT2gYjjKyXEvAlPMiHk7tP6nO9QuJgLhypMcxysKw/A5Y70VgnXVFk86MvpIdTiuY5FBVvuBGMV1H0H1qtWh2Uw2Ty85f+g+y/t9/Veu6fbbse9T3bIN5Xt3SBTYCNT061vZassCM+vJNosXUeuOfEAmAZyugAKOC6wJ/cOMdekGusqUJx3E8+avuPabDFK9vV4ilMO3iR2SeAI6tcqCzTZ9k1avEeKuHuhq3rw1xpuO71x8802a0X3GpjBNS6aOdCy5akWeZnSt2wPRjRQa2w0dv5nPTlfWy7qVvb6uUt0lJT6YigngonFDtvF6M/UwUimOP5/ebc2+2pmS8LsMuoCR2l6yoz9Vk6buixDmK497fnhs3PZVMwAHJHu+iQqrJBP3UqZKLluWMy4FPfVnBMTrq89d1qCaUALEySyMrDoND8qAxXY3TV7tjLT9PHdfVae2j/Xc1+8imbuXCeAxDmUWdHpaiQlbZi5XJ7cOaTdtWfbrE5c56w+28ZbXvuV2u339hsv71ykVPha2qq7KwLO2zM5lvaHy8/T3MzkjwwJ1hj0JqLYFlBkjMjgl7uraMw+CLwpY+1/uX1YLlVVTeox87cACxnzbJa72Twkw2+WBM8twfvmWcLJAOAezBAVOjdD5xiZQoqr7nsHrvz1tkyRqpTwgc3WLU1U6XsM18/yPaeOk4m0es8GVWtBU16YeXyDttEertVAgYnn3m7Nf9llvVV/+VqBcsdQj9NkgUMkTtaRRXmVz7zNEfZG1iff9/pHHOft6dZppIW7cYANK0y2ypTv+wlLz9mq9vn+hWMGzfOnn/+ec1nVZi0MZx00kl22mmn+b9V9JFmefODHSxvkPFUH835tfr9t8/6pL1ndIO9urRV1UyeUY398k+P24yL7rcBwxqsr0Baz2srrXFAvU2eOt4a575qja+sUOsg2A3RY1pQTYG2wJrYBsecsJ8dOFFu1Kxfje/ClZKhKIHSNXqwHf3gq7blT68WOB+gTVcVTz2XGu2LXeU1DhoiyQBwYn/CpE/VOC/HK4EzajP1CVa1X67Cz6s/8OS1rbZQPZsrNL9JJHWJUv/kEXvbPZ/Z2aqa1kofrr/TReS+3D432e8Eimrkru1u2PoueoazM2ewzAxdIwDmrB32eSWNHnl8oV3+yzu0jpQFSmurs0cJJQeVoBASGEqUqTdRuRKyB39uun3k4Em2WM7ng5Q4YG47sHP6qIJ8zgJnHgQNtRQsN+nPfC9zHtb9Bs21Rv3c9Vc/aH+7bY4N0h66XuZdTstP+w57HoZoh3/pvfb+aVtbuxyy6ZdOBdar4+wX7iQf1Nlu7X2VSkBc+een7W/n3261avnHevKEG0A1tSzyZyGteB/ME/X6xE+PsKkjBukcbPO9M3oLh6Nxg1d7I5GL3wfnaqb2BlgO8z4O9gDLG1eWnQGSk7ulYJnx0nmAd0VUlsMUMHeoACBuDJazZrnYW5uxoPrr56vuAxAJcKNdGCDSqcf4cGTfEL2Hf+e9QdUOPS0AkeQgSXCeJ72YuX/6k0Mjh2XTocTsnbc8Zrfe8LT1VwcBEofMGWcXRdrSW4pV0Y7LR1tJAKQ56Jop62MUqXMcoPmtHxxoY8dtqutdL7Csua9EsstCEhCO6jhsJhIyxCckBXGJDkZEAOFgpEXrtFzJjcQ8Syv21DAGZQ2GMWiqoNNWUe9zaYvem/uVO1j2LgQklCJZy/nM1cPQyGyt7IYdCURdn4oEpnuF4u1A0ueOpC0Do6oNC2yNnmdNvk/OZn1meJtkTXwC1DA0vEgRBl9Hfvyztuhd1me5FCzPmzfPdtxxRzvssMPs/R94v40eNVrzOYo3vTRs3156X70j0DsCb2ME3lGwfM4vz7JJ40to2Do4oFAVK8uha4qscWz+Dpa1WZOFzbpW77NLKxUOJ7K0OoTduZGsNodeznwDRlMGFhAWbQ54TzL4clOXAL58FwF/nfTSnJzQA5txl9YfaA3l3sb6PnRDEWwAfKB7KQNLdjVVlsOQLKp5AD7+a16LzpkAiIBOQT4GJToQ23EgTjQ7DkaCNfoNj1BQ+54D9rGeM2+03U6/xtYN6W9lOkwJfLqhiyn43WzkADvg/TvbrrtvoWBZ14kZEoYp+jwq4bCnFuuE+87pd1rNCy/bsf9zmO0xcYS9uqTV9Uwc9kSJ6PDcvZsss19LMmIp0VxRRSBAovrcRxWsFYP725HXPGfbXXKr9R1c586v66WpAyxDW452J7hA65k4FTqy4DKgtfKR/a1ywma2s47frfcYbzuPG249qnwD1CpVLewS1Xn5wuX26wuk4VMwjXlLW0urnGybBTipOEYm3Cm16bm5llQBK88sAsvI4KPxS4Vlr9YUaNi6Hhxy3ZMtVRb5GZgEIud54IQmsY8qUhW6tj7NbW7QA02bydEXp+v4KncBhwbKWAaVj4o11xJBi1OA9dl93SWcSgjJlGiNoi+xypGDbd6PPmWNW25mM+Y/pxgmtG5/u+Mhe+jhB23mY4+rKrjWdhQ7/7hPDbOPfbi/AwMc2Mup6versR99a65972etdvnFF9m4sTr8oYF6sAxY1lxM/cdZzOjRw+k6Ak8o9gAsrxIlsAz1nYRQgItU3dV6rNI64C+jUhJVkKLeP/pCE+hBUz3l5BvskQde9O/qlJSgaooYEQubbO2qVXqOqUJNdVfBa1tbux0vmuOUXbb2ILVicJXNks5wS4GHgZsMtZdeeM1uvGeuzZ61wGqUAOiiRzZAmH7NuqcOOQMDfIM1AGU1WqW5hjWBKirdtEDKcwZA7Q7lzsNOmmUo9oXnVny2XoUDhCu7Ua5SfbnAbR+t7TWq5PXbZZx96hO72s2XX26333uLz4l/BJYry/sLLB+kS1+vvcmFALrQThs7drh0rFV20Id3t222HOgg5ISLH7R1SiwQnJfp/T0C3nwvpmfV2l/Q73J73uIGIKAx8DWs9Vg3aIBtM2GoDd9kgM2QrnapoHSdFvvc0UNtxHOvWb3Grk2VtSracgEM9F+XKM2Aj4IbsDMnGGvAaPSiXY+ZmMYIiSsslvVU62TQRvUZuQXvWbe+wo797C723v0nan+JiiwGR9HmLBnYwUTQPlQwhINKq08gyPe+9wWWUZhG4VVw1m9m2Iw/zrRBcqCG8sh6gp6c3bD94esZdTS12SaSrPz49I+peohcBWfw6Esc1TfaCWX9dlRco3tCJAediQRoow+z7meFqOWP3jrHnpOb/5ybHrFBuvkNuj5cq6PNYNxTi6irE7cfY988+SAlNtd7wob+3rUCg75w9IuWfIBlqoyYPSnZ85vLH7HHb5mlZKn6XWt82DeZF7GXpn1GSYG+MgrrEAX/R999n9VpPkPMQWLBLA9tarjEI6vx84CKqz6ARKhXlvWZ6/D7SPpfH4sSLbsf9vrMJjfHDBkGY5ElTLnnNMlTzuWB0jVTHee7nIadktF8k3Clm0L1I7HsALGPQG48hzC+4gzW2tVN8DkAO3fD5gx2g684kznTyvVvsFriPUUnaZEyfFyjgh736ckeJZcveLHFnvr+FWJ9BIuGPZgKaVDbAx6vR4qRujWUumFjDue9s/VdY8aNsRO+Ms3PJkaENU9l2dslOVgOM7NI+EdF393DdV4QjzCIMHFaFJNQ9S/tvDEgSaj8HEl7atYEM+dhN7BGnJWgj8LgjmfibbT4LsYiUbUL8ZLWUbTRLDH48g4TSmyyX1KA8CRKkcXB9/M57kHBGOfKsnch4K/CT4QkUzYT864ZziYoUtKZzx/95LFqofburizTOuriSy7WOLp2pPDqBcsbDUfvH3pHoHcE/hcj8I6C5QvOjj7LBc2ym3Xghl101eWwdAfU1GeZjX2jyjJVCd+0s6YqHDSdGrWRpip0YUET04Gv9+BGXWwdFZpld+clONPBs5oqQG7FpD+TqSdsqaV3pU6pbC5S1IUReKW+0N4rNtOwAZ+ZNh7ZaarcHHSVCvJmdVfb8cOH2QOrFrqzNTo1B8volXQI1SsVfcKYLe3Ryx6wXc65zroU8KrM5lWLag53RRItjarATdjCTj31cFGjpeEUisREh8MQQ6x+OuyPbK2yF77/Z9ty8TL74Kkfs0+MrLNXVKkj0QDFkFebDvEu9SrFWIdkAKc7mWgHxp41CIdUNHtuAoUTrIx1/jin0a64+C4bt3ylbVDwiCYY8NUX0EIlhgBc2Wt0w5HHx9hMIFGV2nbRQTcsW2MVAhqHTh5hB+63tYKhantwxot299wmVdJ77LXrH/UsereqsFAN0U/zQVDp0CQHxToAEYDVndGTi6m4jJ6EiPcQmEFHhk4qAOtggIABOjH606DMcb177j3B+g+psmb1bx7Q3GpbT9zcK4AXnXOnVysA1GThCaYCCNN7E4OvaJdF2Nqpailgw/v3EvLq/QTsDu69shzArI/mS5coq/VTt7Qzjp9u3dJTtrtWV9ctMPnn62+xCy463z/37FM3tS99YwgPy9atCp0tAJfneOPt6+zwoxbb1778JTtw/w8o+Gx285mYi+Ek76wMzKig0ikQ7o9LPPEXVRnNcQI+nOPRnPGFjaL3D4bCy3sIhJEwCJjRZ5V/h5XRLq07CSB3uiXoloSBdVKjZNPTTy2031/4gCdYwmRNYyAaK8+pui6STjEOtOZSMKyKZfv2Svronj47aYQ9q+rjzX950nZQsmTaoTupp+5j1rh0jfVvqPZesoCpSgy9nIYPqJVOlOq/Y8cwWeNf+Gx/ORWeqhKa0GIVqcpp+fEW/p2ffv2z7SvH92AwaP4q2O8cVGfr5ES9XJH6vmMG2pH7T7Ldxg+3C377ezvvwl/5Z/0jsNwXg6+Rh/i8wqGbqyGp067xWS9Qtu3kzW3CbmNsucrLs26bbRteXa3gn8ROXleoQRTE6s+AEJ4hhlDMx6ia8YoWMiR+CJxxO/YEAlV/bSQ4BJNWwBE8KmvxYg2TcCr3BBIeYFReARjxuawSlzzoe5BV8C73BwCc+fwGwAu8CDgNGtnPvv3TD9kAXW0jfYxJTKYuAgGKoO2XgCIBO14ApVxBBNSiVeWaatlzLn3Y7vjrc665Zw6wnnAx74tmmcqk5mqXANrqLYfb5/cfa+/ZcYwnw0iuFhyDhYBoYUQ1jAp+GHylampql8a9LZTR2m13PGtzlShbLCBTdfdzGrdK66cKepwKYbrlkguXanDGdNju0yfYf3xuqlgUMnATykFzD1vJdac+xtIsC1y527QeTpVA2E9Pv8vmz8QojC4AtCjTONKyKO1fzL1u7dFNA6pt8tF72Um7jLC1ACddN67LfjbpnKM6OEgsDDeoBFylPutuoJjvU0CugSSArsVlRLQ1RF+bKqWAzkLbReC1S5gE/qBY61whPwNYVvvsoBU7WA5a8Rto2EmbXUioAdT1PFX49/2pS/sDVWEMB12GpQt3OQdgOZ3/nsDUtdfQFsrBKAnqYCB4tV7PqlX3TaBSr2Rdu87BISTrpKV/7LoZ1iCzS+8HDitIc/X1NOw367OsdIOtWidJw1cPsn12Hiv5AnNNyVzd/Cr02xov+pQHWJbxmxJIAZZJkobGGzPPN4Llou6axHwRLMPWwQciNMEBhF8HlnUPwRwLsMw8Yc4FWM7FBZ1riZIOWCYxlZ3BC2wCjZmDZZzYs4O3PjSYFZo7+gbAMns+Du/VSvQEWA5Ghhc2qD5vBJaLevePfOJYW7z43WvwlTXLlyu5iWaZpBtz/J149WqW34lR7P2M3hH49xoB9kPOM5coKlNdIaD5hz/+wc4991x78IEHC3tMTsaJZesv/wcMR2pqauzpp5+WRnlK4c5xw95ONGyFaUE9olKbKsue0nZDn3DD3ggsa6cGGER2PMCy9wXWJ0df4Mj2YqjBNXhPQAEAWnF0eiUjQG24Cwd1NzTL4ej7ek1VjwI+MuoYWhDiAN79wHCDLyokAZ5Ds8y90tYDABDVPAcoqRJOiJk1yxza/XXI3dO33r62+3TrefV5mzN/ri1XC5h2fQ6HFcF7la55kQLXw7YRdfWrZ9nOj8yxTmmYCehzX8g+ilDXDB5mX/riNBslCuooVaYwFuHwhjpYq5v+4sML7YUL77M9G3ps71M/aXuIdrWqkfZCtE2J6mI2JHODJ90T94kJDOPLOBHAEBy5e3ei/JXrGa/pU2O/WbDK5n3nSgHZcm/hQrWACi+fW6Rh022UJ8VEUnZegWW5ApgyBexdol6uEQA8WA7ZA1WhvvGax+WOrgO6QUZiquAFWKZaGeZdfAZVNHfmpT+m64SZc3+fhs3k87mm7+6rCt56TTpoqUOGD7atthhifYaJDiygst2ogbbbflOi1zHVTZ2fK1aoRc7QGjvv5zfaXbc8Y/WDGnxelOtzgjxaQsNODIEuXQtg2WnYgT2TZjlMgAhG/D3QT6U3Lddz23arTe3Q/SfI/GyANcvoiIC0e0Ot5t8q++VZ5ypov9c+eWSV/fTk0eovHXR1nLoHDe1jR/3HPLv6L/1t5v1/suUr2pwFAQ06zNuKiaboP46bMRTfCA4YlwDUiYbNBNALkJKrzwQSLZoPOI3jos68h4lAkmVAomEy7wEgDaL/L1fS4/s/uNHWP7rAKgfUaklDBAbgAdhVhZfrdyQ50DUnRoDGpU0D3q176qMovK8SGJXacLpYpx0YOCEJiOrRBoEjLrOQCEkAjgpRN/OVDQtJgAOGoBNjvASALtWjb0TD1jh4dVYPDIq9J0/0XV2ivlapjVW3AFiZAuTndxhvewogf+KAbWzpgP62ldgsg5c32cDNBtvFF19u55x/sX/fP6Zhq7KMG7ZowgD/0KZGhTuCVOjkSiyopdBAlay6VLV1NkPSUfKE+LmK1KLNgZTujzH1ynI8Wddb42LNQ+5R8iGcvAGUAMvUu5cexQWwHMkLOMcwI/yZaTwY7yr6iPvf8N20iNMa1liz3kPyEFVQB9T8nVrENQ1U0unEQ+2r44bYAevbbIXvKQAWZAYBiuqkyY+2OMHYYX1EkJ/8IDgLkja1UhvsBb+8yx66+3kHvtFPV5Vleih7n+WgqrZpz95BruonHr+H2vG1+TXRLq2fm1olGrZXU8O8qJSG7XIQAKiSTa+81mTfPfEqAboOB0llAsrdJA78u2LfCRZJaNh5foDy90wdayf+8AP2NzFipna0eI/y6Jee9gunYeP/oH1ONz9z6Vo7+5s3WJ3e28PC92RPuGv7s2KY9dedAoir9p1kv/3SNBskJ/VGnUOkJIu9hSO5m7s78H3uR1B6duq61wnIhR9B1iz/Mxp29GauhB3ibceChk0CNb4rDL44k4tgOdgnGxloanw2MvjS/bGPRcuu5LBMJT51eCi2VBLzQdcKWI4kis4n7TXFtmPBTmM0+okaXye5xi1PLLI/fe8GK9O56JOLPVdrpI/miFPZCW68sqwe2HqeWbO8QXOb50rbpQFD+tnnJA2plcEX2mfH5RiiMXdcm53NJaGSS5pVMhacn+xZmMNxXeyXPHNPsmcg7PIt2C6xp8ZYFCVJXkFPRmZQrDlunP6uca2Hko5jo9YO0oB+JDGSdMxN3UgcJEM09kFaiGGUx+8hZNDGjY6PWfLARVIlJoHjuwdxjN4Tumal13RmEtO487av4eySTjI0J1piTz/mc8e/68Dy6zXLVJZ73bDTht77S+8I9I7AvzwCRW8kWL7l9kfA8nnnvX2wfM7p6rMssKzcuZ9hbPhQxdwwKwVITrEWcAtDlDAgIjBis/fABrCsTZtKqFeCHCxzmIcZCz9DmyM0VU4TTRu7g2Vt9N4uyMFyZHJd45UyA1TH+icDEtf2JKOOjd2wS6oU6btrFFxFK6bQiXLwFQ2+ktkYVFh9d39911196+xrU6fLwOslmzd3tr0q6mCX93wOd2woaKt0CD4/fKhdfcndtvbPj8jgqMqE6aIVk4MNHbAKmDaMarD+upmddxlj9QP62b4Hb+eZ5gULltsZ37jOVimw2OPL0+3ED++oIKNVhmo6pDVO/xgsZyOPyJigw87ULrLnGMp0ajz7CCydpH7OG6Sl7FGvY/SITo8lPFEQ3akAJQy+/G/ctZoqlVOfSawg2iWwF2gk9i5XAFvWI82vAIpbdRXAMgHpPwLLVQ6ogz7KPIkApELGOjjOQlvXka5qbrdNnLSpjdxzvE0cOcTGbT5ImRABByqdGndogv2kAQYohbmYxkHV3gVqR3SZaJgdS9ba2nlL5aqaM+lUz6lsJcfkgnlXXIvft1efBQoK74FmKa0jFTyBwk5VKOnhOWRog33s5ENsn03r1I9af79KSY3hA+TEWml33Hq7nXTyz+zo/4+99wDQqry2/vcM05gCMwMMHaQIgigICNiNGnu99paoiSbGdBNjbnITjTFXjRprorEEa8w1uXbsJago2AEFFKT3NjNMH4b5r9/e57wzoCa56ne/5PvP6/VGhnfe95znPGWvvdda+/hOduct26l6EMGjyaV16lPVts9hy+z2W66xwQODtQGwYOwyNGz06F45xeArBcvBpohkSXuwTNWvyRMjPLO0z3KA5ZR6mNCwHSwTwGbbBhmS9exVZB/OXWa//vmD1pwl/p5eJCh4kXZqbRZLILcNLKNzBxgThGZr0N1BnUSF5jjPEFCWJkKyeB9zxXv/JtpDyomAiwT0cYth3pYAQ5+LiRGbP6eUjQB9GC0sbaBwtNYcUeImX+2mOimYbtR4OD1aeuSavkVWJ/eqM0dV2I7H7mllmod96NWupFSd5sxarYNBA7vZ72+7Q2D5Nr/Xv03DDs0yraMwCON7UiMn9i7AaL7TybXOPLhFAgLFOtVfB4hv3/uYIJ+5liug7+m9NEFDX94Yga3GhLXBTwF79O6NV/TyDs1yfFfaZznHASLXGnraVs1d70eLkj+TvAoGgVO1dX0FmocbNffzVZk79/hdbZg02H1Fr69V9bzJKcMCyzJyytBtvbIsoJJUlj0RKbDMnOssUL1s0Xq7+MIH/bpS6qwnbrbIJE4JGL8jQJtcts//8WE2TvKUOuyr9cpoLfXfvq4Tgy/3r/AMYVTWYM4U6EPnykhsykuLbdHtz2qMNBZ65gBY5l5uNvMXXWnIKdqD5Wa9p0TVqqHqIz9Z9uB/OXyEldQ0ijXTXrOsnr1KvhSrm0OxEks3/nGGPXnfW9ZbXg5hNRVGgswLB+bcF2eaqO1FOvMuueI4KxW7AbkSO2iJxqYFU0utiVSz7JnubcByppPEx2iWOQ9SN+yoICaJDU/kAIQ5X7dxwxZoc5CL4/lnBsspmyCSz+0NvsK0UnuP9jDOVc6jTTrTCumhnEi1iCFatYZLexXbo3+dbw/d+IzOFCUj8mENxFzGJT0rU1mGpZTQsBPNcosOAfbyTRvqbMLJ4+ybp4sdIIbXBo2zG195HEGVXSw2bW2062qOhRSdN5JWljyr1JSQcXVKOu24NBXTVlthIAf7SBVqPXeXLGnPcV1z0sc4OoNEB4owuIuWlDBGSNZHlT26RbT1pYaSrvNF1+WMgzTp5Gw96NywrcQUou2c5ovHVCSdeObOvgAIB+jlWjgHHWSzg+ivond7qneHnh9JASRwaQL0tDPOtmX/ApXlFCynspBkE/xM/9NRWf5Mw9fxyx0j8C85AmllOfxG2BOjsnz9ddfbtGnTPl1l+crLfmNjRw5XQKJqjU6DJm3+67S509OVDDiH38Z1oqYqCEcLA4JysOz6mhQshz6KwIZXGLboAlNDDW3sAGWqoWHwFeCYbG9JahySHAZB746+hpHJDS109K2l/U3QmqnWcSxyWPNd5TLC4Hc4KDg8MfjCaZsXrpfe89kry4lhknRrqR6ObPAWHV4HDhrqQemMlYtttYBBEwcl1O124L6H7unlBWqVcs3TVqTgnCqTV5Q8gNI9QlH2aq4O9bW19gWZKJ33zS/KACnLli/baBf95AGrkWFQ1k+PtOv23M7yZcZTpcAiwLIfge5G2qyD3HsbJ6xVrywnwQhVSgJJKv1UpL0Kr382ClBVVBTb81Pesnt//1fLljMsFaxsgZoAKKoc02e5HVgGJOLoGg2nAKVB9aVKHCE9dGkFlgT5CTUesBSVmwQs40Cs4IJx4CdOw/ZxoK9qVMSy1IMUENjS0iBX4ULrMqKPddtpkJ0wqrsVdC2yvn27yrGzTiBJlSwCBv0OFOA65qJXlyIQod9whQKjzdJL5ogu+cbMFXaVXMBL1G6HUJUKU8bg6yPVpqAGBiihR6rAXqBnBfhtQTY3TddsYQdr7lloJ//4SPu37bvZQ7XZdkhNlWudswYNsl3OutAO2fykgvgxNnfGJrv1juW2x25KjuxTYbvu864N3eFQu+jff6AgRzRsac0oRkDDbMG8jaDWK3GsHSWNlJRJ1w6VZe4dPR0sDK4vDOko+bHApMXUfMWYDloh4AJWBq1+StXDtFVjuMWTT2glG+zaXz1iSxeuU+JD+kt9J3OTe+Spb8HRV33CU+dwB8uu90xAL1VKZw2006NnNOCJfRcGTh70UiGNYJXPyXNKdTBBAsQE6HMGAIBOwSGJpsi36Xr1nnwlU1rUC7dhWG/L7dnNqqcv1LU2KpFSqqCz2V5RNuK739rLJggM9xW9tW5Ng+aB9gb683JHumwA3cCB3e2mW+606268xa/n72mWxww42CvLLboXPAbiOr1Q5NcV/XV9hQR9VHsQiZW425Sp0JagaZGelb9kTYSSIk3iMI7BrIlqO/TOVBahPUfgrkDrM1n2bRV5X8MJWPa1luiRAfBJ9Y31FjTsdkwPdKEaFFzDobMr9ecu3bW6z0mHjbGsvYfboQIeg3uIxr6q3nvnojtlruIpwQ6QccNWlTVYRtpDlIyslvHbT77/Z09Gug8C85m1pethj/Hb1s/yCgrt2xceZsOGd9MZEHMv+sxCccaoLsANUj0pgYUAACAASURBVIfO2l+j6hQJV86CAtFrF63YaN+77hUrX7nG8rU5ok92HwRvJbS1Q3XqfB/7l5I9zZTJayynVxf790uPsTKZMAKu6HfMVAQ41Sn5WCHGyjOPzbR7bnlBFdBC1zcDlz2pCOOAOa59kO/1KaznVyc20Rfkgn3OF4aIRVKn+S5wjneH5y1CPhN08zgXvTqohwRtF0ANQIqx0BpivjHuSjwzP6AWs0HwFAIsJ+wTGFZuiBbuznw2jt+A2HJkTghYnHocrvU4a/NkaJdEWyP6NaeGY7zHHZa9HVFqfMXZGEmLYGpRBSW5EOuU8eQ+OMu9zWIKEDUv3A1b+wfmcHkawPdWV9tVv3naest8rlkdG+AIhaSAMyKYI+zDmNXx3/gWFLAn6B0wDbrLNG33fUbYkKFl1rN3mZhnTaJ4h+6aeZRSjxkr2G/+Q0+0oBWPGMFbWeo+RRbzz2RWNHnVOKnEezs1WqzFWKTu4R9Pw46KMCA34g8ANSakiVmd7gPTtAxtXe9q0FhspriQtAIkkcE6wouFa3Ig3I6G7b4qfg9R1faqu7OSwhwSgI+pG2P0STRsl78lMdTxpwosL1vh6xFTw/PPP1+skVpnGhJXpYFlspX9r/1P2iKqfeso+ix3gOX/tUfQ8UUdI/D/5AikVWU/wRMa9j333mM3/e4me/HFFz8dWL71mt9Y+W5jbbqihz7q59mjodF6b6j1VkF5OggbVE5ezWEJmEMDrC/3TRsqWVLFcpOids6lbkbhrY4UDDu1mCx8uHWS7QXgevsEADYGIHo/wRk9fjm0oFCHAYnoSjhS019ShwX+V7S1AlJ6tUMHCocVLtu0YeDPHN4bFWQViZIFuE8zsm1gOTH4ageWHYTrcC0TsMvT723CQTY5TDlw+VziKnrdkrEFvD07Y7H95e4Z1iJAnKdsOYxar443oznUd2BKpAOta1mpdZu4vXXdsF4AeLOMkVbZ6qW1tt1lx9qPdu5lneRUW63rx+SM5ALjS+CGyUp5OVXt+Nwq6eygLVJJikw55mjSoyoL7ngqSSyUKYCpUcB2xeVTrHreWsvtLIqmh09BkSSb75pIfodCnYKTPMBRYsSF1pKX97Yl3tO/ZPdD36uvgX7oukAFH1jS8veuoyToCQ0wVS4CSQeVCdWxRsHBF48YY0O2L7Ny0bv7iOq8RuM5QAFgEwe/bhRgnKuHgWlVyAdgOZC1j2eLWRmV5ed7ldveDTXWurHW7tuwWQZD063vB4usRS12AEsO1AD3CQ0bAEICA2CSuq56j2ddb/oicCPIjl7MUGZ1oxh7KcieP3aodTtyvC05YHfL6pZjr7w0zXY7RIZQJ55jX6q6z8795XDb78B5Cpqo/EKhJBDkevPszsl3WbncddXnJwIyaNiYt3UF5PK0uafQGjvN0wNqaN1QqjFPizEmYGWO8/I2P0oasLZwrc0RmHDHZSVZylWVb8J5WAHZ/A/W2323/dUWzV9lneUO3aQgl2904Mc98nyp5ia9Y31j0Z8d1PqzBWRFj+w20514/tCCCfQAR5gGZYkC3lnj2YLolOSDjJaC/h/zdSvKMVRid7ZFwpAIAgB0MgXLwqZZv3/mtw6wAcN7290Lq61R33OekmGrtC4+UMX68CElXLjV03ZLOlaMrQoSOrq3d1HLlf4yaZt81z12821/v7LsfZZFw25VZdmpofTUdfAHeNF40jc4oU97lZG5ofsmqQADhv+ONRJBPvMUQM1aIMmQpIsy74mHCEiDgsrekkBjQE+iWfan7u/BqbidZhnQrfGjF226JqDOA1CoLLtMwnX84Q9AoiN0+2hO0VT6oxdrQ3uIvr+pVWZ544faReoH3VO05kJ9V6tQAvRjqoPMFxKPSGhSbSp/LlNS5o3XF9lN1wpYaoyYH0meRHMWfwto4drTpS8eo/3vrG/uJ5wVCTjmfUo95neYz2jyy7TBZ6daXg0JOuJy7f20xOpS2tl+fMsrtvTJme5hERIcQCm+B1vvTU5JT/YvxgJgjbvV8JF97Bs/ONBWrW6UgRU671hb7PVobHv2KbTbb37RXnlGfaqVaHTpRpIOadZcDRp2PE3OoGBhtFiNKt0nfOMLtpcq9vUyMvP2Pwyy/qVaD0hijLgMrw463batglgDEKb/tu9x4YbPmLC2PXGQgOVgbvGexOArAcskKRhX79eeGAWSUHYDTTxBHFDDZMC0Cr02/aQTF+ZatLxhfBV6X8Bf0lKJRIb+cTfshHrP90fFNfZl1nborDHijH3HjThhBYh+feu90+zV/5phxd0KlcwDZDIHY2+hWs8MC6PFAI3M/6J8aeo31MuMbqSd/JW9tT5ynPrfKDmIa+uRfHnFlTWIS3RU2TlD0YnzSivLfFPKSHMzUe+zHIkDktKpU3nqQp7bThP8yZrl0Lu7SVlKW6eNVkLn3trgK/oss8shZ0ATn7bjKlacQ2IqA5a9ABEV/bSyTKwRrIQ07lLfc80dv0/iAD87IulEMoOkOow+1mgyLez4U78qsPzPr1nuqCz71O14dYxAxwh8xhFIZR7pxzz22GN2yy23CLvW29NPP/3pwPI9l//avn3s4bZhkByxBZY9Mbt0sb2wfL59Yfsd7ZalC2z08g1W3bWzAiJ0ekErcvCZto7S79QIxKC7jIAiqgL0BXa3Tv1OaGzbaaF0MKaVZad86j308+X09QMDF2D99+aqRuuBAQmmMDrUqcJyuEBrJtCiEknrqK4CH5G9D4o1zsRBw05prdJPJQYu/IxMPX/mxEkpa510yFCp5XMwz2qibQQ07MQtlt9xCpZ+DVrVz75/v62Ujo7Dy0N+DmFVVXK9MueqKwcS67t0sa5V65VVV9Za9/X6kXvaH76+m42p3iQgoL6uaKy3oWFvUYW/SEEXVGseSoxvGzUOEzauu0garPT6Nir5UKF7alCQ8rNLH7V1Ly2wfIEkhXU+Dm007LQipueY0rATTSQVlAACUSUjXNrilOWUqptqliN43pr2Ge7SxInN+lyq081KvjSXd7GBg3rYkTLr2vMLw3S/dQIOm526V+RtOeIZuHGM0GJngkQ9XOZYUNy47+h1vEHP4OhJk+zKNR9a/bR59tNbXradFVXn1Nc4kiewDDfspMrnwR063G3AspIavMfho1dLVDlKtaEkXRzMYboG9Y3gsNkWDdvOGm6/wLI09yyr0fqd9z2rf+JB9SE2mzB+V7v0FxdIG1Zpb77zlk2f/oa99sbrdvZZ59qZpx+re9ukwCjbqxCbBVrdedef7RbN12ipxguwHG7YsVZC1xz0V6iHaaUEDTPBXycFzNNFh22YtcwWrFL1Zrty6712g2imne316eoDvGSV1kaBrycSJbwCLAcNe0s6Vr70NFO8xZP+xovY4VhLpTJfdGleLbquRoJeJQTqa+v92vr17GoL+/Q0pSts2Iz33VxO6Qq/J01jv0dvY6Z7w6jHZ02ivc1zGjatwNSTWnO8nyjW511wiPUXHb9qY4MAuPoQK2lQ45brSu5oj+iUgAiCQ8AHGIx55Ppp/T+qNtsN6G63Tr7TfnvzPwaWR/VHsyzKNDp/vbxK7gF8AFiMukhaOVj2hBLGYxGY82NnKuh3qOhzywEEaHkOWGYhhfEcxldouFkjboKnOUdl2UdbPwRobqtZjuRFWjXG9C/Veif+AIBlN/jy1eh/D42UZFAmiac1zPXFPcR3kTyjIlwjWnKuzNyKK8ps+KRBdpIcu7MlI2Ht8WJ/Y22x3knalZXl2Uz1mL79mqcEOmjlluq3U921nj4GX3QEkM77m985xPr0L3eNO98LGHCtpdY1CtJSrf1lWkPvqv/8bk3aEwH6AusL5q23GjENxo3pb0/c96o9dO/r8L0ziTxPCjjroc0ZvD0N22cerbYAVUoKbOndzX70o0Osgoqa5g7JSR4N+lXaBjaJwfDLy56wJrEwWjqJVs9zcYYF84pqffS39l/SC3o+aylb6LdOqPTwo8fZMQfvpGskeRpyJBJhtFjyNoaZCiI9ioM1xBxr67Pc1l5qKwNNB91tfZZTmROO7Bj8Med5OfsIhgogN60sO0BMzrR2mmVYY0HnTt2T23S6+IZwNrpZna6ZVoHF3mc5knttuuZ2lWXNC+8/HKxhvXJs/oI1duvlj8iJXZ4PyZlAEoXEoa+ZpO1fetaQ1pHKWvr6Wnk/dLEfXnyE7qeLkjaSoDhrLWUcRHKR+/Qx1lzKU4KaMz81RNwWLKcGX+HxEIaIGckXDDriBp0/+dqk8nx/CTds2qulBlpu8JUw3dwczu8p4qFwlQ/2U6pHjio7jtmwZ7THCyyn474R0zSvLEcCE4dxxpuYKvxaAvC3dQKJJDqJpvBeCTNF1hGMo2BoYCZGZwKNBS0mfU/PtpOdht1RWf6/WUX3JdHx6hiBjhH4XxmBtLKcenbxpdCwb7755k+vWb77yqvt9BOPMus7MEoOrsXRSdEgEaZO+NalH9olH660ozZX22ZMo/Qz9LIcmH6gehZUm7YC3c4CrOAnssv07MyVTjNPBzXaR8yoMCAhUxpZ0eiHTCDmlWV9bYDlcF+lYpOv33koq8ge61OuQ8bsiso11lmZew6STtKFcaKRpafKWioDqvSw2hYsh6kSxhhxyPAiSCAI59Wm71KFhB6iAhZk2GsECkKLlLRWERglIOD+WvWeO1WFmKEKc2cFdPXqr5kjaiJ9ar39TViU6BIF1ODkydgkmx606+ts9+Mm2Xe/OkmHqn5HVUH0qPRUZbwY+9BYR9uN9PCv4ZB2qi4ZZNHwFDxx3cUKEDgceWS1CmqyFPyuXVZpD9wzzWbP2+j6QrSlvBwsK8DsDJUQC2oFg6nBV4B7qlIBljFVikoRVF3peXPEC0/AQ+got9Ysu6GQay2jFtPSoO/qmW99usjFWl915ncOUnWg0ANm/1SCEwzUxE7gmbsOl3vSezsnzqJeWfa2YNB89XN95zMthfanPt1tu8pqG/TeInv+SfXOfWqm5Zbrc7zNEjRs3LoB96npD71Xw/THK8sKODbT9iU1lsnomnlPVDmkANWcE80RAERChQvb0GDrR/W1Dx/9tT6j1r560ql2y5PP2Vlnfsku+O7X1Eqr2gFGRe9irwwToKxcXmk7jhzsY532WcW9HK1+qll2imU7GrYnozThS9w5PsYL2jWJm+SRaL5ttjIBkQ/07C+88M9qRbbCGvLUk5cWZQKxAaoLVXHluQdIgq7r82erXscY922rWfa6r8YPJwOCZl1rc3wmSa0DDptgo0b3sVlvfahgL8f22mek1Zd1sfdI/KiP6gBd1/RZa+ztaXNFj1fCARqk9J0FMmYykk88f1gOchNG59ukdVGvgLq4W7n99KLDbIg0/3XStIcxDlW4CIy9FY/mA6Y8aWLM3Wi1PovdFBAACFhuUn/rHnYTBl//IA179MCD9LtN+j76srAnpMyEdgkwjz7D7IlNyCvnSeXPqf8ub0jAMnIGzet8NMvJQ+M90JM9sUag3Y6anj5YKN/bapapNvLM3G6rHWhrM9MLXTNJjvQ93srNvysADp/rYDmBMkgySIKgwc3K0viqor98VZMd+pND7dQjdrKSqk1WLUdh7ofgnP2XZ8+eXaA98D8uf8o2vqPnL0ozQX7INgL8NUsf7TRsbWIt6kd91jcOllmf2tOFZN5BInt0mZI/mwQ2HlBixVSlXq4k2gVHjLROevaF0qo/+MKHdu1jb9m+21fY+8/NEprV3iyAG7KSoJtH+7lIBm5r8BXvgZ2hdaykTHO1kmoThtnZ3zjQRuvPmpJBsxc4zMvJsyULlttlFz+kM0utrpSAoHrv1vm6p2BhCEAjWUiIAL6HuNQEEzuxHNY32yhRsn90whhrVGcEeNzeSWJbsKzf37rPcoA/Bzx62H5ewdzKVBm3Bsvbapb9TNN8dJPNvwuWA9hFR4qEqt0OUHPuhMFXAsD+DljOuKS7wVe0OaN73ttKAN78ayUe5i4Su0nSEI3PR88akHWbG7YbF9ZlWe+KAjv3woPFQuopKRP7js655OwOen7Sas/Bsgwp9Wd3D8fgy/fLkHg5iGTP0n3CZMhRGReZVhtY3rqyXK29hb0qD/+DDFgOGr23yNQkgGJNG8hcTxywhqNNlruQJwkINMuFkl2lJmBU86FUuwEqz7g9VTvReIfBFwnycDOnBV2V/DqoEDugTlgJHsfQCYTr0bggfyPxGvfJXA4qfTiBR7LvzK9+zZav/OetLM+bN8/2228/mzx5shI7Suym2jNf0zHOn/bVoVn+tCPX8XsdI/CvPwKeVNS/OcKt9/3pPrvu2us+vWb5louvsLOPO8KyhsuIiHQrKXfSvhwGCmAl4nG9l3qP2MFLltmly5fYUlXhqPqlxhdOGVJ1d0AXYWyqUzqU0FR1F3BDA1SlC61VUGQKfl2zTLBB5hSw3J6GLboS4VmxAmyF71auXf+00n42d49dI129aaN+qdb++P67NhBzDV1nGJLRMxnaY0oJE/h0g684LFIH4i4C2GR2+bAqHV6YmHGQusYaoKbgppeA7yLRERtUEisVAC4SxSnV0EBzQ/dMhSVHwIAenqulU6tdX2nX3Pai5am1UVShQucW5kcByKlUdVKWetWACjv9u4fbCX0FknW9VNQ8AEVjrcp2HIq4l+vAA1AlYIngEp0rR4cf/vozFC6y6RzkTIZH3llpT9/4pG1Ri5QcpfgBmgTaaY9WNy2hmqRrccCCtjhxw/44sBwYPMByG6BqX1nmQSYBPCZQCmIbleAoVLS0Vn2s99x/iH393P14h98PzAICD+/ZSrJEAZZXVL0vaujwSESQ/ecFqIRKiCSgUUFSf1WpBw8fZba62Xp96yrrLIpnVqmq9kvQ44YTN083BfcAAiiZbt7lYDWqmiQNwr07wFhoOqWnoyqIW3M7sOz0YwCRO7w12vKd+9mahy/Xg9ti3zzrK5bfv6+ddsJR9tRTf7V99t7D1os+CF2S3ylUBQsgTGsUEiFcHTRsdz0luHJWKpr7tLIclYlgbgRYBogwyrUkS3w+4E6swF6u4HXqdf3stPdt+n+/boV5+arIiRmRJUdnX8O6b6EBB3SJGzp6dG4uNYtywASVVAAgQcJuzEX1d4vWSp4o/FbZpN7RubbL+L7Wq1+5DRvR07p176agTq7UibkY62Cz9MTdRe9sVvKHIHG+2qHNef19e/TPr9syVS477TjYFvUqtbEPy7ZfgeBmXW+2xqezxrFYlennTj3ArhY033tYmSrX6oertQjTgDlIO5XU+b5OiTGSRimwoNrCZOY9gFJ+Dg17oCrLN996hzTLt/pc+ttu2G0GX6xXqKfZ2Rg5IXtADypA5qAo5jvsC9ZFGHxFsrDN4CvWVWj/eU+iPyb4dhOwxN9AFx1gmfUZwJxEE5V9qu0hgEhc5V3XHN/llVLN3zATS/TIPFdo8VRB/bvTKmhaHQcs0/caJkUIEXAHgsLsbXoUzOf3KLbhZx5o5+7YDTm5t/xCG8qrUNT+tNWQWEzWqN7CV130kIADGl16xYbHQXxuApY1fvBCGyvrbecjx9rZp++pmqHWFtXvBCwP6ZFvv3p9pd1590vWV4mooarsF/QpsR2UfPnS0bvYE4+8a3/87eMOHApkqtdIiyzdZyQpYm9iDBkLPviTwDJAn7VOnm6N3rnwRyfZM9sXWw/NmSZV3rK0375Z2Wh33fSU1by9VPNSVwr1HimNj2lcM8/UEyK+Z8Q+GN4NzI1wKdcWZgedNclOOWy05ck5fW1NnGewQHix/hnLtILIcw/NctCKvRKZOObzHgdFCZ07qqtxXnEe0GowAGI47Fe5r0GsDW8dpc/NZewy7eVSd+eQ9/g5oqonVVLoyQ4QEw0uLRMbod63q6Z6Wyjeo72pFrfphFmWtrsq0jzhn67aO6a8t95uvehh6y0vCeUi/EXPcDeTdHYD+3swNGhl55hI99kk4Hn0qWPs0KPGOwNJR1mGxdaiMxnTr41q1detO3tZtGpCj5w5C901jfFp69HdXr8N+HRArUxWtRJtyKxYd9xatcYC6ZabgGlt0KWBvZg4gTMLl2xvBalx43NiLGJPT6u73Aetv9zgi8PX17D2ELGJkNE4EHbGQZPrmrO1RvzMl0TL2WRJgsQZchiraYzxMmFdh/ytjYbNsHJmYprKqg639ZgLJE1CwmWiYf/zaZZTmiTnPprlfffddys37M8KkmPGsUZJ4hTZ+PHjPcb4v6XPTq+n4387RqBjBP7Pj8C2mmUHy5/VDfum/7zamvabZL+W3nNZrwGI/xQdSQgLbwyeqJdwOE/gHit4/WCOPTd/vtUqogrqY+h1s9X+6KWeovE1NtgoOSmvVlA7tVuZ/We3Umvp009vyLGL33zT9lNFrhZKH4eTwBIGLqlmuU6gl0MBAxlqICUCl78rKLV79p4U1wJgQVs98y17eNGHtqJAAbcOdK8+QsNOwLKDT30GbTPaMrLtW12lPTwTDZhTuQT+FRwtLC2yc3fbzVrnLbDnZr9vDd0LVVwA3KEtxWws+pDyIqMMtbZQ1dHT75lhpY/PVFQmwy+opgS4BAhUofSiPyeuLzmis3/r+4fZgAFRfeSw90q4hh3tGIEZNDgoYKnRGT9Lez4HWI4qPK1zilRp8Sq8jDFufmi2zbj7BQH8QmGloN36+xO6aErzLKACrL/w4FKJDzf4SnSTcb2hI+PRB11WASmtatIgUb/D+52G7RVLsuGaKjKTmrDXcDvk0J1skRyee/fsbENlOIbTbjOtTbwNR+i2eDBUy53K731kw9UUGp9T4T2YSjXL6DT16HVPe46dYK0vzrO9T/2F1cr8pVkadonG3fGbZ801QneN6yXIaA+Ww2zK9aRQM/0eo8IegDqqrpEkSM3QaDelKmJjoy0dPsRW7tjPsn75NWtds9CmvjvX8nr2ssUL59pJp55jV11xqY3fZaI+r9YP5kw7HoJlJVfcvM1NzmA5tPXQrhVYhmLv4b8ux1tHYXQGWE6SJVVyFO7RvcAB7Co5nf/m2qm2SI7gRS2qDIqa6lU29OgZMEaCAkZAEszr0zFe4jtSQzpXZArAdZLTOUwK71Sr5898aVDQOEo9cU88eqz6pOq/R1f4WGEYt25tg5sPod/n8ygY41YdtPEIVgG6fSqKbJpo6dMEXieVF9vNL863vCdetxJFptvvMsj2O2yszLk0FhqrMv39WiUj0D1j9MRzqkv6/IbzfbSpqsXnQEFne7CMPpdKnT83jRc07AEDutltomHfeNPfp2HndfpkN2ynYUOxxg07AcvMn092ww5X5v/TbtgZ522CcT1D9htvHaXnk4LlSPSwnHEaBywrIUgbKX6WmPLBBtmi/tydVMU7+Mcn2MFiGbQIFCC3STXLjD+PlVW5SdXmO/70qs16/B25Iee6IRPf4TR1fSyfnRp8weZoqlVXgC+OttPP2ENUcSqwuHZn2Up9zoPPvmt3aA8d/fRblqeES73OiC0t9apKS3968BirWVlnBbOg9WveqqzHXuXa7GSvcrDsyUn2M2AaRn3R3z3Tl9rvk2qn1hRAUyyLlrxizY9S2/XQUdaweL2t1Xvu1X7VZ8orYuqEweFm5AjeEzyAXRgH8rMwBSS34T3JYREl9HwSGdkk+GRAVnDJSXbNCDEkVsjTQudkykaipRHnVAqKoNUCisroa+xJmqD1bk3DTvssx3nl7cxcmxotgsI9OTpSRPUyqsaASM7AfFVKuQ/Jtv1swRyLKmn6nhw9b1zIWVNRWY5KKQ+UfRlXfZKaMJp4ZTTLSTI3gB39t4N63qK9bvK9b9rbj7zj+5pTj0lI0jM8o1mOfZg9snVLvUAy5phmkw7exc4T66pRiXoSDJyx/H6JKrVQip2eTEcE6ErEHQDEpNtF7D/+tJJWi4nMKkmGA3ZpOenJb/1TqXO3NCN/Ibmg8SJxkPgfUBGm4uvty3QNzpjTuJNcoLrMfsQZBVguS+4TjwNaR2XcsH0u4bUiGU3GqDIMvtw0LeldDUOGz6OCzj0QY7jzvJL+8Z4AyykNeyttthL6LEJ3W/dOCmkyJs74E04/W+ai/9yVZVpH0WeZOAaAm+l/2lFZ9jXX8eoYgY4R+J+PQErDBix/5j7LN/zmWtt71xHWuW6TzS0ukROtNKG9BG7RuvbU/wKePXzgwI3s+OUvvWB7V1dZFx08gLIClcgebe1q3z5gH51kG4hoVa3QBt+vv0B3aABbF3xg0+a8a1vU6xPkQ6IdPReHg1d39eeUhl0oQAqxrkx0vOOKe9m83QRAeHHqgBTXrrIn33/HugLC9K/rdtoF0HxuqllOK8tbaaz1URy4VLX9ENSXbxTg7qYD/ZXupXb+6InWunKVTZn1joKEtLIcbYvcvTtYmFH50j9d9Z4//+UN+6/HZlm5AvxOHpwQmoV2kRegpVWZ49rSEjvrtD1s93F9PCAgAAlwj5N3gIQGRQ1eWXb9ko+eO5uWOG08qo/ccxrkeGsrTYY3py20e//wvAPcMBvDrIk8RVCs3eAr6Qutb47KMmCZSk1idoPe0YMQBYpR7Yq2KQ72OZD1I9daeoVHP+JfKgIKxI47eRc7UBUVKg91GLOpjVKTG5oAAMm14FAafUD56E3+DLDeJbil0gxdgkAkAjeqqhg4YYaVqwO0RsH0UYcdYa1/fsEmfOVKq+9WYjIw9si1U2JSRSDK9ebkRUXYA+i0dzCTzNkIidYRTaeHTQpOFchBp0RD6llvN0MTIESzDI1ebXaOv+Ao6zZYAF1GM7vKYGyVkjslJSX23PNP2OVXXa3v7Gw3X3uTOzHXo6N2GibjIEonLdQAywTC0ORou0IlXBdM4FvibaGC6orBDwFpyByCWoxz8orFK9V+bJ299vL7tnh+lRVq3mVjJsd4pmZHVCUdIMGspTVTVBtjLsb8yko0y2AOkSeU9DIBcY1lcYECPVUl9xYjSwAAIABJREFUGmptk679DJkW7TSgh21QZdgrMnp+BHHMvXyxB9zwj2erAK1RQWWpWnplmBCsba0V3kcP1AZVqF+RI/pbSkYdph6/pfqsXMkGusrEjjVM+zPaCbH2CUaZZ4BlbgV/At/0qEgqwVYms68wvQnKKs/cg0x9jht8CXz0VxV88l33qn3U3wfLudmlhmbZDb6SZJGvV+aVvh9A6Dpu5jrJIa+IsaajNRODzfzxNULCAyDF5wAiE91wvIcEXrjYBqsD5gNzru1zmKsY8GXeg8GXz8soz23R+nXnedcwA05wWGd8RPclSSfKK/OWKlUY2CVACb10eg98Olp0pBN5AFoZO0peMPXEL9i/q1/SwaoK1+om6rS/8etUwDCsE5HA3l3TZD+/9UXrv3CZtYpFQLWPF2A51lKsN76bdT57UG/bS8yBH50wVtVh7X/6XNrt3PDAbHv/qbesFPo4/bw1NnwSAJXn2FwnblGWfDI6x9kT4wWIByxqvvhtRR9q/y72OcCeG/Wl4xVGW42S/2TTm7lvmSqoObZsjuQ8YktsUak5BwQpGjpO8cVKHFB7d/MuDNtYJ6wdnidJQ291Fu7tngjl+blpmmfXwt1Zc720qspeOmpPy7rqHHv86ectS2sb0ApYi/na3sgpvDtcWpDs7aFNhW67tdlTm68BCdamMLVKKqUhJWprLxjV1L/dZzkDlreiYSd9lpN2RK5ZTtyd0abzcs2y7iNYYpHgY10CIItVVX5hSaXd+oP7VcmnI4WSE55kbcdiggqiz4XhU6u2UP2GdbOxuw6y2e8ut2O+frCNkm8BfBqnpAtEhploJOLC7Awatq7FwXJqiKh9C5foxBDRNd76HZanS3w0x/OgYaeVZf0cLTYGX3wm6ygq8RrTjGaZtaU9KgHLUYmnFSNhUVslnufl8jJ9GWAZEB6GaBEzuYGckrqlYt6kVO3KRLPszvPJPsZ5B0OGZ59Wn3H45kyMOAY3bORZiZO6vi/GIlhLvCkSB8m5ytLRZx9/2ldtyZJ/Ls1y+8pyBw3bl1XHq2MEOkbgcx6BzxcsX32NTZg0ympVDVa3CFHsaL+yxfrL4fnG8gq7fOAQrygrUvAKXuv6NTZtwYdWo4PwDwN72eOdcu1rdXV2xZAd1bSw60dv1dGeNvLVq2yywPIkq7dqna71OpRch6uMMQcDYImDiOPFs78Ew9r0FypYPH20PlvBjJWWeYWa02Tya1NtF31vpQ4ItK5ddRClrS4wFwuwHEGtHyBU8xKnVS6HQ4YMO8GAu3fqz1v0/hGisQ4cPtqs/2Cb/PSTtotMoKpwF9Zhn1bCM70kBWC54DD96mSPzFhkd17/opVvaVQAgZYyaJP0ksxSAAqdsF7BwfbSfF74w/2tdV21W/l6ZTltHeVgKWjLGRMoXW84gKZgWfcMvVenNllwDsci0RSn/Pltu+fOvwpwtGnEPNBOdbj0zFWAkmlN4wGMKotuXhQ6QNcsAxISzSbBRtCwqdRG4BjURzLtCgJEPd9+x4F20hl72+AhZe6ay/hCReP6CWaCNh79czt7r8moLHsPbaiFBLdJJYR5QLAS4IKMvOaItI1l4uON1DPJGrqjtT73uk388iVyvxbw1vzwYMevN7IYoWME7MTzgVrszrYZSmWAUNyCIyEQzqwxVlGNizZbtDaip6hAu+b5uP1G2QWn7CLqpgJw3VhlldpgiQb+/Z9fahtfed702KzT4BH233fcoGkawe86VUup2jQ1N2g+Jnp/D3jaEiFtevQAy+6Y65XlPP0eRnQF9vzTH8jZ+mnNA5leyWwnK0ttoHTdUFIj8Ni6LVgkNTBm09/JuI+5SNUN1/Eikjmar5WCgkNUnT/nvD2tmyq7zZpPUDmLVJ3OVYm/UHOqWd8fngBtOmF0mBj3eWVZ19uYGpIRxAWm8yQBVRvgWipzKNRn5rvJjcC/6PrIJ0rLEvkEtFHaqSjYTvv8AtYcLCdVY6ZN2nvUCS+aKw4sMuMZLrKhWf7HW0fhhr2za5YFllODu8Q0ih0Ex/iMwZdT9lP2RQpyI4FE1ZG55GPvVXz8qHD5pqJKRa7NgR3qP+uI552yGYKGjZN7Wys6jPIAymgzfZ56Ky8M1zAEYp+Q7l8mSLndCuxDMW1K3lsqsK2gXHtWanzF7/FdgGV3hPf5AlhmjxSLQHTX3P12tq+cd6DtsLmONudKgqEfjT3BPSQ0H3OlI35/wQa7/uIHtO5Ez9f4I+sAkObjDM6bfXxwNVdXhX5dbcxPj7Ge6+WI3bNIP2+wix+da29pfx6oynSxfCaSNF6SVEzWMYBVGUmSfTn0a854D7S1H2Nh86xjL0qYMiT2tJ9RfaZNlutMNWe6di+z7kqwNO0y1I4e28emvrXKXl1XZ12elGGY1hLNs5sFxDv5HufQ3Kn3+awt34oSYzJo82mbtWSvZG91cK4/U1Fv0Rzvsn6dvXTGIZb1oyPt+ekzrZPWbycltfgobxGUVpY9KRfJJ9oExpxOZEMfAcvslamMIqVhR5/l8A1Jq6ltZ4S3jtoWCCOFyphRJS2VPlazHJ8LQ8ZBt1dcAYiwnqANt5l1kmjFrBH5TBftyY/Ihf9OGUx20RrnjIjmV7hx06bQbQXd2G1jdoGN2HcHO/eQYdZzYIVVrqvS32m+iy3lkiSNF+sbgAlA9PvUz9p6TrcHy5GIbS9bckq67z/cZyQO0vHiKQOWo9VWVHI5Y522nlSWw7xr69iCMWXby+ccI0FCNw6dUTiMc/ZREUXX7HItkn7MCwfLkRCBBca62QDF2oFwkOb4ezwsSDC2gWW1afM2VW3yLJJTwTgjtmCvY9zZV2Ke0tYz/C4S0K1Y6wzXLP/zguX5YiqOHTvWjj76aDv0sENtQP8BSr7jpRDdTD7Lq4OG/VlGr+N3O0bgX3sEPlewfPUVV9ukXXeSTlB2pDo03bwLx0UdPJ0ViOmMF/VOh4G37wlQu46+gTrMDh43VtGgyoeqSqsxpUZVwRWbm6g04iYLIIv6U9Erqsteit1kP5TeeAeZBe2xqdpWKzDPVjWKz0wNnngblTinhBHg60DrqY0f063tBdyzhkqzymmyfJG9uXCOVenwaFYlNnUOTvVcGTdssq2JIRkmQASYvFI3bKd2QdOiz6fun/YlDxaX2sUjx1rr8mX21jK1BMrQv6LHYhiSAdKj8gBYJuvdRfT1G55faM9dP8XKCWxxqqZi6YAc85/IhmOAM+nLE+1M0QBbpc8EjNBxJzdpsxVUqtTgi6sNMO+UdT9AqKYTiEDDk2GXnsVigdErr3nWGmctUNo79FxNTaJeqtKY6pFbFQDqiYqSyLXwsVSWCQBT926Y4okbdhbgk+AEUIfpkIJWr/BQQVHP5BqVfKmYir5/xME72+HHT9K9hgmUj69k7iWaArzSPpdu3qWDPfSPUPfoY01rl6Bhu8O3fk6FIirECmAUXI4oaLEhA7e3LLmzc82tb8xV66YfWJPYD1IDe1/cXCU5+J1OtD5xkyT9WfRNjNaa0SM7UMC8C/1lGw2bKh3jwzMhgGsz+ArwWZC0/iHAWy8Dn2NOG2cnnjBO1wwptUBF8Wbb44hT7WfDNtgxmpo73yl97E5jREHvaWs3bBB1vFEgsMpOPunf7PhjjrC168S60DUQFKWsAWjYaJiDNRBUOnfDFs01R/2ZFy1aZ1f8xxR57tVo/EgKyZyIJIeblqXmbQr49eyChh1BWz0GTfV1Vty7q4PQatGnB+/UT+PTZO8+9a4d/e0D7QAlACpkjkagl8szwcVe34GREpWOFn0Xc62tVyzPTe2xFKRHMgqn+2g542vQOb6JeV96T5qnrBXujUSYB5ne2xYjmgA9XklR4OfBYUpNdLDM7zDWASy8ryg9TfVLDpbb0Rf5HOYWYHmgKuI33zbZbvjt368sZ2jYSioQxlNbTHXEzPegYVNBi8rx36Rha+9kPwlTNN2zHJY7aR7SiqlFay0nL9ZegAdacHHvQf3np4C/bQ2+HIylc5fWUWLtNKk6XyCg1717se1/5K629x6D7f7sfHv22icsZ85K3zep5LYo4xT3EDRsQLp/F5+je82Xq3utzK12u/I0O4Nnrn87JQ69eAzwbNHKK1Vps1WhvfaSJ63Th0u9qkwyyvXb+jySCQ40SQK0ajOrr7Wlx+5mz5y7m9k6eQtob7z17eU25YK7xQwoDPq/A08n//vnsI496eW7huZzYt5FsjHkFGEs6EwYElpJciE33Zv0NpINOUnSq0a60JO/sqdN2HNHARMl0ZSYLMK5OzvPrp+6wF66+kGxggojF0ziIDsxutO84pmj504asUdlmU4HrhX3HJxr0HFy9nSbvjuHZK8SaA079baTfnmCHaqjcbVaYhUoQZQDWCZJnAHL7d2wo+VT9JJvM/hq6zaxrcEXLKw0+QjjI0bM3bAT1+gMDdup2olO198D6FZCwanqUdV2Nk8KEOnXTg9lJSj5XIAaFdcc7Xe0smJFksj1aiqVUv9u1pwqp4oZ1mpe3PiDe23NoiprVfLG9+VEW0+nCHT17LdUYNeJQXOSDNFOkLdFlWuns22tGCglAtyu8fZK6WaPR6Bhp2ainJclZPY5W9gDvNVegGU8M3g+AagTsKy3bkKPDN1cSJcdkn0F00QMPD3Zyt7HmOp/nZKe3CdjkXZjyCR03Vcjca9PquypfwudPTDdom912rsaEEziqc0xOwA1vbZh0ZDA4t5CThY6da4H6RXnZeqYnZHwKN4gD6xl614xxA6wmNgnpBbysyNMwNiLsuw0d8P+56Vhp5rlW2+7VWOiNovtXh1geavh6PhDxwh0jMD/YAQ+V7B82S+vtgnjRsrMo8EpwVAf3SBCARJUaKo2VRuapCkUHVl/JhChNUKJDgP8fwAbnXQ6odMhY52jXXyVHA0vyym1G9essEf7VdhlE2TQ5XRuPlD/Cjy0VsusS5XV6YsW2HqBOyq39LoksHOwpM9M3ZCpLIKPK5TSntB3kGWNHyOnlnX21qtTbYEC0FbMxhR08w90Kqqanm31ApAOXIFp6McA3TY3bCi0kbl0sExLGh2mparEzZMhxFfH747DjU2d8bI1ApY90IByTV/b0FxDw/bKsg49PreJvqqVDXaTKvB/vOFZmzRrvtUXaPP3bHKiHyTLrcBi8Ohe9oOfHmGddSj79bobdlIJ53oVEJd46yi+GRq2dFGq7gXNM6jnBbrebuUFMhnbZJde/qR9sGST9d5SZ82qKtHMiqoUtMYMWM5Ulpu8NZIHqQTs3uoqkgjhhh3uuwQdLarwtIrO26lTgwciDlblArvnPkMst7TQvnjMOINP0Kx5QCbf9XP6swcr9MdOKvdRWd4WLEdlGbCcozH2PtsEK/78qQjr62qa7JohA+y/B8uATu23DGkAdLzr/2z7/vwWmcnJ2Ao6qCiVWTLRWtC3pw2lGmEyiVohSYASEGGkBFiLOlYKljElIgjm3qMi9VGwTGIh3sNayBWTwWzfm75m3yuTJv+1d+0vDz9pzz39uD16pNlhQ81ufMPs99NVzdLaKFYQ8/g68kXd7S/33CaAmef3yH1hAhaWAPEsoxerhovKEgBQlwolb5MqyZf97kVbKtaC9wRNwE9orNvAMvdEj2BYA2isaXXVo7zMeh20o/33Gwvt+i/vYX1kylWons/3yYRsyWvz7etqddNNFOtsgSrG3RMYsDIE0L2tjs8H0cT/BlhmLjptXODXjbdIhGi8vHe0m7dRLQ9DOu9zmpiCeVsWqJweHOq+vbIsKrHAdBsNOzH4IjhMqnBOr6T3KFBJnwtYdoOvZO6lYHmAKsu/x+Drhr9v8JXXqUtbZRndaTtmRRtYpmc4I7I1WI6kU2reBTDQWOqGWnI6W53MEXfZta9Vrq+1Za/JOTq/yN2nPzVY9ueheaJnOHHnCuu3XQ/be78dvGpWLAp9sRI7dWJAzJu7yn576RNa23LbxwRA35gx+PIqKT8SmBf9OKuu2qoP2dVu//a+1rysSq3mqP7FVu3aVDcvSlzYhZJ+8p/P2qr3lxmYDODEfkF+JJgcLPeoIArq2maZrH1T9Oss7Ucb19bYzBUbbaYqygWaX42Sf+CY7WMBtb09o8W/PfoY52G4xybrn0slPtgUAZZTg69oHYU0hKQX72lS8vfYUybaoUdPEAiqV1JO55dQ8RboyqrqZau93t3XTbEZz8qxvbzEGTfhZh5AONzDAwj7nsGO6r3jAyw7UNc15+paMJ0qUHV++gE65744wQ7snWuXd5EDsoAURpLFYnJkqLTeZzk09uFHEEAYYMzLwbIAGmdfAcnWhHrMGkQ2xPs546jsckZ4T2ffulVZpkLtn5OaSCkBpn0ID5DU+wDjK7TFjF1GzuOV5aRS7+2lMIjifpM2kBovrt+16ySk9J5a3Ycnb/UoAHuVktCUy1Phucfescf++22tZ6r1ypsjVWB96z0kMtiDYUm0ajFtViImX3T4Cy4+XK2iRL3WG6sUAxRhzkmWnn3MK8vhAO39pB0I09IxEs8kYtHWQ3X2vs/JPwB8NyDzZBQU69Aa04u5QJsr/hdr5LzdOekwwJjitI/RWWeNBWPK9WySlwlVWuaBj5fOfL7TTdP0/VSNWSNlOG/rel2mQgtET/rGvsV+XysDxFJpi1MaNgZfRQqgos9yJIYdUNMeMIhXvhcX8h6XpSSaZT0Tb4FJ1R9A7YlLTNI4z/XsBJaDhp20oIKGfco/X5/lj6Nho1nOkycN1WDvPvE5vDoqy5/DIHZ8RMcI/IuOwOcKlm+4+lqbNGlHr1SwQXnm2wP1BLB4NUe6HcyGtBl7X8Okh3Kql+Iwo5VNkdOElVFl85cLarWqCYMU7NzftZv9pKzC9qmusak9upmV93RKtxdaP5hrs2WQtE7VaCi3HBJFCqgx1cLFFECaZmSJEvJF6Tt5h8G2eLjouALar815z9aqWopzcKNAph8yAvMZapK+BFMTgo5iZfj9kHGAyoEbGzLVnVodiq0CqwN0vWN22FEV7GFOHX/6zdc8sOAgIgtPGxCvsApg4hbL96UGRGSQK2WG0mf7Mntg2of2sHpM5qvyTsUON+yAo1ByO5mkm/aNHx5sfQeU2zolIzgUaa3C5xEIQQEj8IEuTFhK5p5qP4A6R6gTavlyBaDvL11vc9VWZf6cdRpSytMK6yIa9jZW3v4EmjXgkz6WohvSW9VrdlSc0Czrzx5iEbSi59U1ArL9+FXEk62KQOX23Wx4zy5WoHJgl+362GmH7uAOz1sUCWzSnMHAK6jwSZstVQkBhGQVnMKuII1Dn7HKvCfRjQOo3BhF9whVjsCI7H+WxqCqPstOPHhfuPQ296UXbPgOoy2rbx+iMGudqnYy7y6xoj88bUfsN9j236m/0HiOvS9d5bWPvmGjZi+ShhMqM4G07icBAaH7TGnY4SjcomeSapYJjdFukwjCJKnFUazGR+SLxWVNVj0k20ZJMz/7gwXWQz8/RwSLc3eJIJsEEud8V1XVr3rZ7AcvZdmtN15vI0YI1IiB0aR2SUgCvDc3sV9SBfGAzPMi0ceXnz94/ytqz7RYJvD6YlUNqWJt8cRNYpZDIEhFj390P9CDC9WirGZjre2y2xA7WEChz6ByuVIvsB1G9hZQKLAW6a0LWSsCclk1dfpsrS/phgn8XHtI4iYNvjRh3bnY1yAWyUSnYXLTWUkIb8Oi36GaET3UKalGPiyqXCRLIqgjEHUqpwflocmu17N1+qnrHlNtZFQGGYtaUQqZybgJu+6RoFzXyzqAvhgOsVGVQWJB0ozRYK0MVF/fP9x5j6rLf7+yDA3bW0dJAB/06egzjqbXKblUK+mny/Nhb3PNMj4BUaHiYaUu1ry/WtHu8CMm2r/tP9wqRD9+6NF37IU7Xha9WWAP0yjHAbAHcMwF2ASNFrIqWudo8RRzrllzFyprNtRiLZSNSlgV7zvKbjp7oualHHu1/jwRpc8oFBAoUkImW8mjN9TS7o7fPe1aSf5uq+/SBTC3/V+xFSb87Dg7eWxfq1kuHwoF9OF6THVV7f40vuxDWBqs0e+d+ed51u+RVz3pwXRo9p7TAj16Q5p4Yk9Bm41OeLO7IUqbKjorzue5ur4wGqSlWOiuHSy314H7MPMzwASGWvqTS0ZYx4mvAFupJ9TaqO28p1XruFFz/LjTxtvBR+3i7vRQaekNnfpTAJxICLXq+i59ZLatm7bACgT+OtEb2vfORLOsfdH3QDdFQ3uKU3m47nvShOenOyjo3tn3v57nH2FPHr6rPfPWbE8ewdRCWgBTKhJAicQCGrbvg4BR3NvD14AkRbwn5nTa+sgTalo/JNSYa5hCOljWfPd9xKcU7KNIJKUgEoqug2Ucs4O64FXibkq6tk8S8x5AJG/h3MmAZadhh2M2iXTvY6xzlO/doi2pQo7UIsvqWW6W7r1VniTL7O4bn7NiGBpCgSGHSVzlk4Rk0NYTqQKeCnoOP//1UVahHt9bJPXi2RR6ZTk5C1PNsrPC0vvcup80Fde0svxxNGxfsxpT7qVE83u2TDjnyF9ikIwSdxZrqcnPqHAP52xFBuTsJ42X+5Rojwqw/EmaZQFzfS5eHZnxyoDl0Hj/Lc0y881dtbVWodrzHIjFqqobFRekmmUSB4ohtCex18H4ifewX8PyiaQvz47vC5ZP7Okn/BO6YTMXiQM+yQ3bJysr0Q/FT//qAMuffuw6frNjBP7VR+BzBcvXXXmNTZq4o6qG9ToQ1e80MRfxzDfnqw70TTLHcLDsFVKco0UtU9mWHsq8mjD4UXBAa6NU54TJRaE28E46YIt1mGaLTlWvTHJR1zz7dfeedtdIVYdVBfGY58O59sHieXJI1aZP8KHAoV6bJD0MGxSolykA2KwAlIB6ow6Hvgq6Jovmes3Ockb+cIFNfV+uxABLglCCVZmfFIvCGv4abW6Z6fVxGhHM07c2PQShp2XrevspyPtCr4G2cthOdt5rr9p369bZctHIpQIOoxMdVBxAXtVKKssptZRqAFllMtqAvscUsD524/MKttH3RtUiAq18MdKr7bjTJ9ppX9vfVi1WP2RVEXC05WwIzXI4WjYz5oyxAguAZk1VnS1as8numb5CbU4W2LK1VdajTqwABaFNCiZTB1wOzqgmBQ07vptDdpu2M07DjiSDaxuhQ3KFCmShwS/qUmIj+/WwH3xrL+ulUmmWIjp0W51EP8aYh8OMJAWHPYkEDmpe0cc6/t6z9qp6EBjyHqcNeoU93LABXG5I462jcCwFzCrWFKCaq+s7Z7+9Ea5a6+y37fV359kTfXvZf4wZpyhErWvU29hWV9mUlo3WV9c0U9WWP85eb8vvesY6rdrkjuEYNFE9d/du7tJNszAFCxMzHyv0vf6eADOkVNwMDfOgKHJ4ZWRd5Tu2snaOf87Vuqxv6TKooFQhrSR4168DmGesMjv0QbPTTv2SfefcM5TAqXZHbAI7jN6KnDXgDyXTN9RBn8Z4wfwNdsdNz9maFev8s/OUlCDBkuua2PRaUqDFPYQGFZ1qXlOdrRnSxy753oHWT4wNAn00z03SfFOd4kaodKEbBwBQyaGlSQRokWgiuIb6x4vgk99r3weWtQNVEV2hJ2VE3WzSv2nfdVah06XbVXYI9qNFTVSwMk7n+u7YMyCcJC1XBDIApt5mR++FEeJuzAISrEGvPie0w/YOsUHTpBeq3LBl8HXb5Lvst7//x8DyqH6HCuwpyHdDPpzSo2d4zI3EDduTLZhIBS0c3b7/BPDn5k8JvXRDje17xj52+iGjrFg0/BdE+736V09Y7/dWWpYSCi6dp1KKTjZJeHjKQ58TjsvBgGB0+VzvoYzBlzaeBu3Fxxw/0Q4U53+TDBCRe8g2QD3eFXAXSdv+wlyrXiRGhfasma99ILDW6MCDNcCYAvqZdgDQDfq74RccahdP7G91ynhs8ORVODfzomoGWGYdY4j18usL7eYrnrNuVB0jTeAO7CQ7qASmleUULJPcYLxIPFF14x5IaHhFmL0Kz4AELCN5yPI1GXsVn+3GfAKnXGsYh229jh3cofGWr4TnszSwq+uz7WRVs085TRVl9VUmMVWvs6esXVUPSi77TR+daU8L9H3vymds3BsLrJXkqa4PurS3C3OHbz8EPbEQe2dUsd3xnJ7cjXXWbfQAO+xbB9r+GoM6nY1Z3aXPJpmi7yBxg+Y7wB9MiMTgq33bJc1XkqUZgJhxww5nayqN3qfXeyjHXtkg4OQ+HOiPySr7udemayZHwR5MxdEdsyNT64CwC33L2eGSaqq7O6e9hbXFuAN0xrwLc6xojdWFfUHX2SrWymwll59fUWX7qsnj0CE9xKrKtat+/ZgtfHuhPDOoDtLLHvYAvcuTBF8q+aG6rIe3Wr4LRx4x2r503Gg5YUebQ6cnJ1peTxwDlvVeEt0Z+Q7VcQHa9tV6B4iuWY4bjT7LwXSiUr1A58/0pVU2QMaP1z31gc3/3snaWDfb3BUf2BolmUnwZ1pteSW+7XPSlo2prwpJjY81+GIfcxp22gIx1TUn2mefgwGo2xt88eycRbcVWAaoMy/CANXHYis37GTP3MrMNBIdjIV3FGG71zM+5cvSLC//59Is84zag2XcsO+44w53w06T6TFjP9urAyx/tvHr+O2OEfhXHoHPFSx7ZXmiaNgy+MIwql6HefvKMgEcdCDMKdrAsqg/gGUdwrw8WKYlRWoq4cBH7pOJWychfqMy7/X6t49A+IrsXJsqF+G/iOq2YMedXOPcumCOPfLhQpspzcpQBUxDRYFGS6YCtVOTYmOl+qQAQMHHdlua7J7yHvbzEWPtF++8ZkfWV1mlIoROOrDietFQJ+CTVjxk86V7IvDg597j2dtGBNWM4D5bgUU/ffeIgcMta/BwnZ4b7cFZr1t/BZK1OiEBdwSOgK408OGzMmCZ71ZggWnIZg1iedfeqOUJAAAgAElEQVRCu/Tut+ztu/4qkypV9ZQ5Zzy3SNOX1VJnFYMqrO+ofjZ2aB/rq8rtAAVZdQI1zThFKXikvyMmZ826vmnPL7SNCs5feGqmtazeYGvUa1IxifrrKvCkoIdGkoA9rzEqFuiXmhUEUJlxCjjfS2CLYUjQRd2hFIoyLV1k8BUsN1UdafOk8R3cq4sdLtOfcmXidxjaVaA4wOwmUcjyVLHNd6puYkjm2ewAPrxcV+a0wUSz/DE0bIIBdLlefWyna3X9nH4PQNWs8fzCTjuIYt3ZHl001wrXi2YuQPlK1y523IZ11qKWHDWKMgs0J1Yq+XL4zmr7df4tNu6/nrCsbmr87eZGaZ/lT6Zhp62jttUsowH2qqauiIAwT5WHlnxViFvm2VwZk/yHwPKZqiqDLT1416MTo9BOvN/smcae9sQ9t6pP8daBnYyLnbkRXZYUSAnslChBQGC7bNl6u/bXT9uShRs0fzCE8SEO3Wzavxvg3p6G7UMu8zDhO2o937jo32SY0t9WL93k1f4IjEMLyQuNfWwiUAb1DDLVjE+mYadgGW25U/9UiUILyeega0XznOmhTuCe0rABgyRGvC940pZFl+FgGYqvu+5GAoC1HcAigsM2g68EUPt7VKFUMg1Dm1iDQVlHV8vntGmW//E+yzm0jhp0mC5Ka8fBMtXcdI38T1pHae3qGvYc19+OPHVPy5YcpYeMt763sMbWfG+yyBAFSjYBwmM+/Y80yzgzuyV1Z/vxL4+3/nIMLqxttCe262vrlm2ygQJvz86Yb3+97QXrta7Ge90XFroaM4B5Owozq6tac3nEQWPswjN3tS1a1yDzTTxXadtzE5CL6qJR48s+iTnd3AUr7eeXPm8l6oSAq3A4lH+Uho2eHlp2mqTbwnt0zyTy2BFwgXeQ61XHpLL8CTRsp0KTYPybNGzVN2X82FgrI7FDxttXz9xNBJvQGzcreVavZJ6bzZFwSc4m6Ok4r185+RWbo8p/Xn5nPXNpll3nqfnsDvpoR9kz4HKQOCL5GLpm358ElvP192v0998//wCbNHaQrVzXYD1UuW07r5TcQXfaHizrl1Madpxp6XtSUBSO4G1u2JhswdSI8zbWcphW+pmbcYBmD449l/2UNUhCKxhgsfbDq0MHB8Ry1iX0ZF1bW5/lxA072csB0iS+Me7aIIO3F+5+2ZZqPOeIdr1Y/hhde6i1488Otnfnrrcbb3ne8qvkyaDPBSCTSPFnnJ41MAXcTJK5ocSvqMm77T7SzvnO3m17AEn2pLLsCbN2lWX3a/Q9QFIRN7VKja9gaZCkVnXX+ywH+40EPx0m1q6UKZ3Oz5kPvW3dCsSCWLTGXvv9j832GmrviSG0WhKxPCVJg6pNBT0xTdMoQW0vRf+rYSVhUKkWfhh1klwgA0GMUqeEUimyGqr+eg/aY/dnIAHBfNd7iC+cPg21XfMqZamlbSh5PrWqzjuLzjfE+B3GgmfJ84q2Xm0u5CQ7KkkcUFnGojupLGPGB8PA56AG7Kxzvv5Pr1nuAMu+PDteHSPQMQKf4wh8rmD5CmmWdx2PZlmVZWjYyrQTcDqwJCjQ2cMB64DVK8toglX9FR0YJjWnAZRKDoEwJInDnIw6lVB6QfKi8kxQDT0oS1F6IQGzejNP2nOCZcn90IU9mIwJLLcuXWovfjDLFgkglVbWWRnVRz+IIlgm+MhCXywN8xiqy2vX2PzlC2yx3p+rwMFp496KB3pn0rcWGraAmbct0mHKgdaVXo3bgOW+Ass7YCY1aEQ8spoqe/idGdZrc5OtRbupYD5aRyUZd91eCpYJWqha0EaCyKy+c4Gd+4fXbNNTb1t/GWaJgetUVg+6FATSZ7lFAcOmnCLbTVXmr+8zSKC6szVoLDdsEEAXZW2tguPspavtjsufVZVok8yXFCRwTlPVwOyGCodXpTiIMUei8hEBaFvQGoESVSv+C9DV9h5VNJIAhue/caPGdPehts+xY2yIWAA9e5d5n00AbBiVhZYqX/Q5DEy4JSjhVM+7buVGGlVj3uAZeTd4khkJ5m0aA+YJVfgwjkrdsKPiE+MJkNdn069XVVjmIUmDVXpuJapw0HKG9kabSO5AWaTdmP53aqlqbStr7eHJz1jLy3PVEoYqEcYyVEccner9HzX4wqwHEJExzGrnLh0mYFTd+RwlgVS1+9aFh9nLb0y13970B/vGiC32n/vpftSFRvGaG+zerZbbZz6Xbbf/7gYbNXKwgirpJAlyoVhqqhcr8PXMv8ZnydIa6zGgi9Xrni87/49WuaTaCqSpVE08qQKij8SACHfe6GcbOuy4Xp4LLqlN+vfbF+xvu04aLDMw0cU1NrT9SecrngCe3Elc4QEGAZZ5BumzBQgryNW4OTXYNcuhYYzqc/QFp7LsOjmSMron1rfrz9MKVkrDToA6VE5MgsJpFmM5KlgBllMXexx1uba0r2gbWE4YKwlYdspqQtNsM/iKecT3V6piimb5llvvtOtu/Ac0y9nFNqH7vtagoHNzJ3kr6D6hYbNW2SEaHSQlraOcfRHAPDdxkCcgFtdGfJF6U8Mw++JNZ9mJSiRsrGmwCoHP8ZIOtP78Hpvw55etuZxEGc+QQHtbg6/EDVvV1Hixr8rUCqq2vitHFdLp+49TH9q97TubK+3Osl72y1mrrPedU22N9oUhH660sk2brDlfTunaCzo5lTzR5CfmWK4Z1SeLHWw7XHqaXTysSCZ6JMGir2svjUG9mAy82NdZ207p1H8XSBf99JQ59uCdL0rGEWwUTLjCmCt6lrNONrfr7+13AVjWe3N1xiCJKZDLeqOSPVSEHQdrwKlCohXP1r7IFOK/3elaJmDxpgD8rtNPAGwAESWw9DkYQQ3avsK+84OjxHhScsppqRih6R6QiCQ9wD3Zp+oqtNuuSmR8/7/estW3T5WWv0Sf25DZF7fSR/O09GUYHab9rZ1hoHnRWWt0lRbYKZedaCf2LbEVMqjCGTnDlvDqYFv7HyrLwSBpm/dRQWz3Hnd4j3ZJKVvCtfpu3rUNWE4+xxkVWj/RXiqSj4Ct1A0boMXzil7MvCcosOjdYWkAlvku6OM8I95DhdKBuM6jpfLiuFbMiE2TX1D2SJR1NUgvFRCuU5Ji5M59bOmCSqtcq33LE29Byec8cmf3eMh6FimLKeQV+FSsU3Lh2xfub+N3317V8kb3b4ixCMAIs4HEQSQX/NbcGJJ9JJJqzFHmIWcACUiq6OGz0EvP98Wpc+1Pd03XeGhfIWGvObj6pL1t44G72IXapw9qqLR67ecwj9w93N2wg4bNBXjXDJK+fo4FMGa80ko814arfxfOKJ6N3ldD+0j9B6Cb5wLrCkO2Hj2YFymdW3NQ4x9GYRH+1Oq5tzcBI9YheYiDNx8OBb7tzIz9emsadlJZVnxFApRb4HpOOO3sz6V1VEgU2l5pAqa9vnjb9/DulEqd6pRTl2t+HzYjBl8dYHmroe34Q8cIdIzA5zACnytYvuryq2238aPcDTtbh0Cdgg40na6L0eborS0U6G5Nw1aw7O0dUNFpk1e/4EaZIxe5/jCCvMoqHSCiWJIU5ZAGKGeCFg5lfnHjZjt80s6q4tKeiuoGhxInuqi1nA46BC+Z9qrto2x+lf4ux7WvOERGsIxJx8979LKXd5Jz9buzbOayD22BNMJN0vq4dssDizBQ4qBLA3X2fHdiVgIg8x4digDw7qJ43yfA9bsxEqIK7KosYZNffsm20yG7QvfYxfsnBr2pTp/L9UIb9vZCCpSrRKXqKxdUQSNlq1tt5Yo6e+S1hfamNLTFOrlaNSDRGzSiF8anRkHYFrna9hCl74tf/4Lt2bvUfn3LNJtTW2dL+lfYqHcWWDaupe58HIEGlRkCbqdn6uVurXpuaAWjUheGKgGE+Y2gjyoKTZxrA1A3e3sWaOJk8Rus38Cedu75h9jgASWieQrgK3CiNUZUAEk+AJYEaqiWarx4jPUqQakgnmisPdQNGhy6d76Se8T0BCCc9KckKAM4RnCAw60qIQoyeMY8Jw56KrCAYZxZmYsYpKJrLtEzYK7yTJs096ATQ9ODWpxPuxLF1ydK47vgor/YxBWrbZMAEGmCtP0OYNk1y+jI3RgoBSXtzdDog8wzRGseNEIC6HwZwNXIzKf02Il263kH2VEnnmf9Vr1uz59lNk9mXo+/bza+r9mOkuWP+J3ZrkecaL/693MlXRANG5mDtzGLViiMQanYB5fdOt3eW77GumgM1r633Ir182baVun6YLVThXF6rp7lFpVXGE+AO+CeoLJFkTDu0md88yA74MAdBHrqnCWyiVZM+p5YVmGEwzwgAPMADYp1srY90CP4UsVI+ZkMWA5pQZjnsLYB3k7D1voPsMzaFlUZ2YDr5PiO0DVnzIYI3B0sJ667jKYCVwLP4pSGrQ8CNOQLqLUHwuEcHlpJKjus26Bgxj2h3WSeFDpoiLlfqfseOKCb3Xb7XXbDzX8fLBfklVvDSd+1MW/MsayllV5FbVVSpK5Q9nusV2jOaP+V5ZDi1vK0zpr0d51Eu96ia3AXdqrijdX212+J3vnlSfbOfEkkNFhDRPscMXEvGdI9YXv+/A5r6N/V5+nHg+WPumG7A7SuoUvlBpv6y3PMDplgf5g9y0b0KrBJ1Xk29oRLtS4EjnFb1tpCx+w9t9l/oAxj04zmVvOF74Rlgl3XSkDmhcfYXeMrrKW61mc4MplpMqPbV99FdVnL38FyVyXNXBOqJMrbla32m988bjnvLdb35br2GLDMWgIsp67VuSSmHNSykHNMORnLG9XHxkhD/9L0hVYkdkqOaO/ZlAud4gy1G9ZLMFxIwwUNOyrLnpTRd7GrI5WIsD10xLnS6TdV11v3Q0bbN7+0t5WLqpGTJuXY69mLtM9QMJdSQdW4aGlUIVfuN6YvsOuvflafpYRIAuxSijxzu21/BaxEWy+eHr4QJE22KAlWMWGwfeecvaxQE4HqJGA5TUbiaJzSirneap0P3HJoliNJyJnmNGwnOgXgcYDoXQG4aK1levcmTJ3UMT967jJ2ifxAYBlJRZxpGIdRKdXaUFK7QMLkeq1l1kZoodPvprIsgOjslwCkAPNyzk9tsDlK9rzz3jq7WxTrjRtrVL1VH29nBrD+9Wb9X4OYV1lqA0WCgmQGz9wxtmu8g9VENZlWdtnowBMzyWw9DJLqx50yxo4+caKYJCT4dJ9U4pN2Sd4ZgsSBg2VcpjE9VPzhleWYF2lfepIJGAfmiPVUo73lHnk1zLhqitPC0c3XSQ7RNKzCTjhunJ01uqctWVZtncsxHo2keq1LhSQDSjXLvidhvpYmiiPpy7mDeVfQwjnr1AZK+yzXwp5EAsLBcqa9VJtmGWmTu/gj4dJ8KPS2eFCnOX9JXKLpj+eHCRjnZSqL2Bosp+9RPORtMtvGon0nDfZ0wPKyZZ+vG3ZKofbJlrw8PmDRfMxr2/e3B9ppn+UOGvbHDl3HDztGoGMEPuUIfK5g+YbfoFkGLLfTLENrdA1wgOVq6bAwsNiiP7gOC8CqQytDw4aGicGPV4k8CettDzhACOxBVIAu6L1RfXIEYA2VchrW507pWmZ/FRX7ze3Ve4dTi9PI08pCyzU19v3l8+2sdautUg5YAACnteFjos8or6q3H3Tra1O2621nrV1lP1yzyuarZU554sQcpkUpbTyosvzr+kgdVGm1lIw71M5cHTwVspQcqQBX9p5harRiiU2fN8tbXWGowkHGIVSvA4+KSb4Cswq1gBo5QKBfLbNmz3lHLTRozyEQKqrpM50L7a7bplrvV+aY4jQPZunJykdT4XA9qvS2zQoi1vXvYd3ldtsy40PL1yHdSZS3VpkxKbTU9VGK5AaiskjQiM6WwMc1ddIB0ioqMspQY9HBEZyE8dEWBS9OzPQ2LwkNW9+Npq1GZk8779Lf/u2UvZwyDujm3ON90Qc0WmUQTEDXzOf5E4MQrNCuQlT86AsdYaw7lirbHm7IYaCWumF7r04oZbgh+5yJKgfV/uizHM+IaikADwZAWqnZ2M7gyfMqGlC+Er2aj6d4cS/ldrFfTJtvo29+zFrlpNbUCC29LbFAUgEQsa0+krGK+gAVygQsey/myOGQWMgTWK5XUqFowlC7UuD06z+8yIave9muOtTs8P8y+6CWubvFBitIXavH1VJSLifsyYTXDiSi/YcCYd1joVDprHeW2O8mz7CWVeu84kdwCjAm+ZGnZ+D9xvVzqpBQW/mDV+8aNXc1Vuhsodqddva+NmrMQHcxx3aItUGlkHZpjD/zlQpIgGX9gUq9Pptqc1SWw+keZgGtbni2VJ75fvTG7ojMvNLcqVSSixZWzizR58knydd/Vz1/2rxwjUHDjnZAWfRh1VrJ00WI/JEEh0EL76Jn61VQ/VIlXgP6nUjwQLF267LEFC7xSwAsKwgN6UDStzahYXsVTv8S4KJZnnzX3TL4ut3n4/Dhw23u3Lmad1TScuyHP/yhXXnllT62rXvtZVlTp3pLMnv6VbORcl6v2WiHb6qyR7UWD15WaU+UF9mYymorEVvhRc3lQfOWWYUSINmab83S876+60j1DdvOsn5xth0y83X7/oIltr5TnvUXWN69b3/LGr6TtX73tzbugRfUnklzVZX7ZrnKe7syPAVi2ThAzAe0QWWFMaC5ULK+yqb/5hzLOnSc3fveTCteW++Jyes1tx649a82eso7vo8G8KSSG4Zo7BdR7Q0zKly6clXSX6m2WgcduJPdWVhmF+zZ1w7bUGUNcra/ekm9PSlAc/auPe3kxUutTm7ZDWrD5ckJAeW1K6vtmqtfsEr5BBS6RpnqalTPMt9FUgmKNftSounGpIze4Of95FAbNLS7zVKv5tvvnGHNcxYn7fKQBLDZtGmWGQuSiuyT7fcq74WetKny9ziA1X2uqbK3LzrZfqcq53Y8FwfLcYxsrBSAVU9nXs56EpUWejJn3GIBnd9ePsXqBZwKRFtPtfGYibFwPEnC93gykj1Yle/kWTm7p1kmTLsMtG+eKjO9biVK5klHXtqusqz9qUjJP5KR7HHowJ25lYCtDFjWuROMivCsiGpqJKgYZ4AvTB3+nrXhHR60PzpYRmeta8QQj4owV+zdJZTkLJLJZpbW8zMzl9nu9LrOyrMuJFU4y9nTlFhEh9xV17hM3g88hkYZ77H3vPHBOpv57lKbtbjG8t9bpKpxvhtLeVs/zd20ys7eQlcFJp87lft5pEQGspVPoGEzhFmaX5sElg8/fLidds6+kiC1eAup6D8c+0iD7gGAmfZZ5t45uzsjW0nGi6Srt9rTeJUL8N83e5UM7pbaouflvO5joQTJmlobovVz3ne/YGViaGFwiDSEDgNcC/eQgu60ZZcnN6CgZ7o6RJ93GM8BlmN+sdd5rMOU0b/umK3rTN2ww/mfpFM6L7ZlpcW8azP4St3M2xgHMddVWfbEtZIxmURLGHyl0hWSWw6WE0kcv3f8qZ/NDXvbajF7aK6SL++88473eR83Tlokf55ZtmbNGsWSapenCc+5XiSvkdLSUv+7jRs32qxZs6xPnz42dOjQzF78SZXl9t/7aY2+OjTLca50vDpG4P+PI/C5guXrpVmeiBt2A2C5rQ9kNL5HC5uC5TbNMpl6B0seLBMoY/IT5jDhIomzZLSW8COUqiUmIQIMtIWKjGxQqqlG9VMA92xJVzt7/J5RuoqtN1C33jjmvTft1pUrrEoRfFNlo1OX0sOhSkCob329Pda/p/37mN2t9f3Z9vrseVarSm30zQ037wKl2HNpCeFoOehVUEs9+CALjxmKa7eoNGbbxNLt9OUKNFTlbd202mYufN+W4d4LrdUdbAXukj7L+TqkAcvDBgy1rJ597fU5r1uz+OwtSRWWKlxBtyK78/qn7dmHZlpJabG+N+nXCVimJYmCS8Eka8EgRJWizirVeuVKg5el0hl0Q68sk70GLCsQoVK6NQ0bbVybRqw9DdsBNQGN7jfaQqHN4/mqZ7KefUVFif3s18cJOBfqYG/0wz+ltbrBk5tARZ/talUAaf8S7YXaNKtOdUwiCDdQy2TkFUBQzfF+nlFJDkOTOPiDjhWUQIJHKN+8oAEGXT6l4Usvm7YXIpjSd1MNIDyLyoNuTwHFernx/mpTo635yX3WXW3K6kVzx/HVQQm/1a6yvHU1jE+KbA+0doBAe8M013crGJSK2fb69sF2zM6D7exv/8zq3n9VhnSaz5sVmh37DfvVpAqb8eoMm/H6G7Zi8WL71S9+aocdfIDurxqiggfMvXsX2TuvL7IbFagDWDv7eIdZV0oTp7Ls9QfNEcBygUBCk9YKrqt1Yj+UqYIGcPzS1/azXaSXXK0WRaUK1DFR8qCSiofAt1eW9W9Kw06DOJdYUFkm+HLWQOgcMZvzZ+vAC6Dbpi12vZ0AKwkWqNoBlkOznDHQY/2jR4eSiTkVn+tBZqJZTp4tlFR0+UnuzCmFzJlY21F94XmlFMyUdhjOwalvABkJJR4IDlnagGUBlv60jrpFraP+ARq27THJsv54j8atyR5fuNQO6d3XLmupsQPXrZdXgcwGNefy9PmFipKXKRlw7Mhx1vroS8rQlOKcpWyZrvfwfZy1cdTbb9ilK5faEoFcsGuh1kSF1te+g7a3tf2HWev85bI5n2p7XvlHqykukYZZ81b7UlJs83XNnOskFIMTfY6c8qdfcIJlXXKWXfTqi3bUhrX2QUOODVQiaq7m8fevf9Z6q61YtgBRrqrhvD7KnIDNEHTuXCVX1qgq/nU5YI/sWWJH7SwQP2+F7frGuzbzgTdtsPb0ivHa+z5cZTt2LbJD99/RevQrsbXS0l/9q0eVN6wN4IKsQd9FdXXbyrL3k6aVFC3puB7N3c169pO+sY+dKG+G6m5ldtYtr9h2z7xu2aoCUvH+2NZRgO52shKAMa9OJI1I5FJ9FhW6qLnGXvnGsZb1vePtUSU9umjd5Gif8aqsXsiG8NxgfaU6XVg/ORVd7IcvfGjrL3tQ66hQ+wN65ERDrefH4cBe6WMKrbhdn2Xfn/TdhRrzJbrJL19yvJ04qMyWSz5TXorzduqx8VHNMvvU39Is05bJ2zciP8J5WrdBtRczL1Ycya+P0yzT0rFcZ1EhBnnSulKBvffhmXaDDBqH3PSUdd1VAKW42C46YDsbMKy3ZC3Z9qpAZc66jdbUo8Se+dN0W6WEVWfd50p9V/7qSstZulZzS2OjhJB2RF/v3qFBiYJsB8JtzBzmBMkFnnmL2AS0sstzHTjmctDzYQrw1OgwkILlZtv5yJ3sW1/bx0qUeKDPcsY9XDfqCWk9a9ZRq/ZNp5ejxdYZkZdJLuiatA6zSwtsyrtr7P5XF1jWw+9YT50Jddp/KkUVLztknF190DArk3N5AwYmia65lD2KMXWwHP3tU2DOM3ZX/0ROlM6dtsoymzPJuXhPnEgJWNbnQSenwOBVY3TN2utIgoRRWHrWxdkGO4eYhKQO7/GYxM0M2Q/1YSSPYfmQPHZ/hqiGr1kr9pDOgLRw4a2sYGMljK087V+nf/UcVZY/u8FXSqMm9lm4cKED3vHjx9urr76asHpa5ZUx1gFx+jr22GPt/vvvtxkzZthhhx1m69er/aNel112mf3oRz/y/6ay/HE07E8LkDNfzjwU/QLAznVy3X+r+t3+9zr+u2MEOkbgX38EPlewfPUVv7FJu+KGTZ9lNJVQ9tSCRJlbXpH5VmU5yYq6ZlkHd4FXFh3Nev9dd8NNNFYOhJPKIgd7UJygvulz0UuGY5IH5uiyNuswKNGmNrZnVGDiyEn+h6+gdKUM5rdlAnbyouVWJ11vnq6VnDCZ1DpVpoaqBcTlctm+fZQ0zO/Otvkr59sKZY/zEtDQOTUkgz6HKQdAjSq3Z8NDh0mmGtMqAriJ71ZZv5/8ycon9LfLvvtF0bOztdE3eTukyCArO5yAZSpx+RKgzulcZF8aMd5ap71mb3dusGZl7DdIk1WgwEVMRrt5bZM9+cuHrXS1Kh+iDgbdEAmYgn/XkAWlmgRFi9rM5GYTjAD5MSgDLFNZjDZQKViG9uZ1YzTL7sgbAYy7+Eo7SMWHyhLvIWjlWXggyxfpYIWSuOPOPe0c3WOFgsdKJSMIElNzGdcWt68se2Ih6LJxQKc0uKSq4RbPUAAJOmJ+pM6szC+MWYJ2Bg1X5m3Joc7feQBBRt51rTEOHhykFHBPsKQ03HgO4ZbaBpYxWCqUZnXCiO1VJZxrk+6aYlVNohmqekZFnReutlRNnfKZTDPAhFduXTFJLJ5UllMtpn7u2mc0n6qqDZT52dLCbjb9rcfVL/w9Ga31s536TZJONctOOmW0nfP1/fXsK+3FN+d5QmPc2J20RqRBVlIpT+ZL73+w3K654kmNg2imojCSPIkVR2AeFSWqOyShyOQDlk3f3bN7oVX07mIHH7uHAqt81+F3U6BbI+lBmGyhl6ePaZjhUWFIK8tUPHhFqzP3p/G+z963WD+IViQKvgSWc7QOGJtww257BrEfCCxrPqcGX15Z1qLiu6l+8OI9bjakm8oYCeGGnT5br7Zoz3DWQAAArpdriypcYt6li0ircL73ZCrLTNPoccrvBxMmwHKlwPJA9fi9+bY77Ibf3ubX80mVZf5u11Ej7b7fXiVjvTpbIfZAsZ5JjsTntVosVOjoIdtFHg5ZurB8/XmtEnS1nfPt+CED9cXqMt61wlpnzrYzWuvsgrUrbIMGZ7MSDFTuSSA2KjDvLZbMsB4DLGuXqMK03veUDb7qfisWo6NEUoFWqDJ6eVVW+pOqgRXW3KPM5qlTQdavzrVTZ75mP129wlYqYVivfbNP5xabNGwHa/jdMzbhxscFdpQcFDuFvdfBshv54cAPwbodWJb2uVbXc+4FR9jug7rZrb0r7Lf/+YiNmvKa5XTpqn0Ig0HtIdrvmoVoeowcaJvHD/ME9VQAACAASURBVLDs2cut6o351qmki/YfJfLc0jvAMsAj+izHhtbszvLsO7wHcCXbOT2XLZpT5aKL1soUarN0+eqQHoeD72+Abp59dA2AkoIeGip5uCvxnJOEHUZ3PGu9q0kJzS7qvz7t3oss65CJ9sCjj1qZhjJHe24bWA4ZUeh0kQQoMarrLOpWaNc9P9/e/M0U7dEChNpvMVbku6jou4N3BizDmoHdkfbJjj0Yg69GnV/n/eQw22X7nmoD2Kh1mZgrOZU2Acsu3cHFmioiFbckSUilO6NZjsRYtujIUKyzdGikbdVqxRIpVy/5Rk8ufBQsM/ebteYqKwptivb01sVrbMtz79qLj862XPkjlCCxgk2i9nGjBhZb48jtNL+62JLHZ1ne4tW2om836yXmRCfOct1nnijW3t9Xw+FO6lSiff+MZF6L9qiMfhsgLA06f8fZ4sBOz48xjF7abTIWksJQsvm8LTL6bNFZUjdSlOghfe30L+1hx1bWiMWQAET9ZrP2lUaZfaTmkb7/aJ+I3sJRiYcxQ1KvvGehffuSx23tvJVWrmmjrdj6HDjSNshE7IcVna2H5nUnJdrj1A2Q6y3xPL0fJqTaoqMbAywV/QNDqkuiWeb5kZxlf+KM8qSB7mXjxugokFb9kQ7l6A/pXoeZYZ18AUqQfbnBF/Iiqs8A6pDEtCqzhtwlOhPEXtxG507aeGpvxQQsetNH3MI5y/Xmu8dE7NckmNl38rSPr1pZZaedcbYkcDW+qmDTnH/++XpPre5Bfij/AIBMK7xp4Pnwww/ZKaec6ufZQQcdZE888YR/9sqVK71qfMQRR9jRRx/twHjo9kPtmKOPsYkTJzpgnjZtml1yySX2+OOP24cffmiDBg2yOXPm2AEHHGB33323nquMUDX5Q1KTxIE8IQb3U7w6wPKnGLSOX+kYgf9HRuBzBcuXXny1TRSFsHlzVJYJYD34VHDI/0KFpVdkWXkYRlDNrPLWMQkNV4FSI1RExT040kYyX9W9dWrXod/B1Ieg1qlJOh3Y2AEqBFHV3os3tD5Ey0UyEdlz4GDLmiS9cAJaMmlf0rM1G2zczIV2x6olViOTmBqB200CXIDvLsrm95Tu+oqK3nb3aFV+VAmeNX+eVamkSHucVl1vYdrqBk2oqmEcKBwuOH5uTJxDu9JmQ+ZKBz4017b73ZOWM7KXzd5thN0v862uytLm6bCFigy1GcBNQIUbZZMGq6f+/qIHFKD86SXb7Zjx9pUDhynuUkAlANBDFLbVijyOvvlVG/r4W6pURTDHGQANO9oWxeGAVpZDlVY0jGdoapWVJ0j8DJXlVl0L37BFbcJ4tp0G9bTeCg6/+x9KBnQvde0ZHmttBjQBqKJ1EIcxB30KljmM49lGRj4Fy3EP27phk1iANJBxXcUADRouRiTtK8vexiQxl9oKLEewWa0qH4GKVx9J7lB5SCiLLhtgPirxsU5atAZVRFrWbLTJF0+xjR+ukDlaaloVQTdGZ9ArCZwIfHPbVe5p2EVlOeOGDa0dQO0JDWn0RYPMz+ps89dO11rIsyG9xmsObHbq8x679bF9zjvEWjRHh+v6CsrUukkyh84KWB+Yt8GWrquz+Q++YtUL12pu0PILjR4AIOYDYB6wILhg3dTbeu/9Rli9AthGzaFJql5tN7iH+prTF1agQPN1s9YfiQX00D6e2ySjMsmdbcAyuBawnKks68tJjNGDNlgDXEuY5aTviecvSjWeBRjPaOzb3LDFLEiTJVRkPBBNwHLihp1JljhYVlAHPVbXTpIkbQv1UbAcbJTo8R69zr3Psl5pX3h3w2ZuA5ZVncLg66ZbBZZv+Pua5dE77Wg333KdS1Eaae2jzylBb0h1UMNAu7oSjMfcrEABNQ7c+ruBSnitV1JrltgYo1dvtDztQTjyM3Tso4wd8gBopKRCuqyrtf13HGZVQ0XzdsG95utLcoJ7dobZwN6KNiV6l8u7HorZWDnyH7qH0I0WpDoD/EJ72ZHV661ai2iTrmc7geUddxGT5j/+YLv/carViCaeKwYKKY4AM5JkpPpfvAmSynKBXO5XlxTbvkeMszMP3skKqjbaTy76/9h7Dzi9qmr9f00m05NMSe+hBVKpISH0JggoRVBRL6h4f1ivooKKBRFpSpMO0ot0BOldCD0QQgqQhJCQkJA+k8lk+mT+z3etfd6ZxAICfj5/750X701mct73PWefffZez1rP86x7ZShYr1ldGOsQoMgDeJJRuhg1GM9XZZH526S1in/XnXYJyr/ihl2sKixu8bQmaNOzU0BiD6ACTfxDuGHzXCA3ifZN+hytpxtE6Vi+TR9beslP5H5fZI+98oqei8wB2g/yOUNiNAPLbjann0pUWT/xxcW2+pe3W6EMvrp3MvgC6P3jynLsXwDEFq2Z243qb9/7xWekCY4kbIV3b4hn2TX2VAcT8IyKcJZYznSnIS3CZwDTyvFbjfHk8KyFaqcovlGhHu5Fjfm2UAmR/eVE3qAHGho2Nh/Igtr1zBWIObVE33Wn9rs7//hXGzJtnkw0NQ5KrjAP3OhN10zLrg1taqnFjdD8LJDHRx5mjWpxFj2x0YEzxnoO2Jd1h9CF44/g8h0+hLZQJHgxaMvkPO6hIZBHH3HepbfyOUVK1lJr9s4LzexhPMfqp1wgczS1Pntr6GAbKpDbPutd6za0t538vf1tqJKRRdqvefialIRes0rUdvWC973QjcvExNHaE/3HuS7pseUMP/3lufbQ7a+I0WUypWy1cbsMtx+ctL+VaLyqlUBt8vZS0YWAd61lXaN6zxqlm0XSnyRFdv+Ym1SWKzDv0r+z/zB3cJ52h/G0zgYjhjWcjm3JNA2wDFWbpCQ0enfnjoSCJw+zxHAys2S+wLSJinBy1aZHuv5D1+yxmIPl8FrJjvHuAEmz7Os1jC3WdLLzep2vRNhtD13hc5/XRwXLmVSKivIWW2xhRxxxhD344IM2YcIEe/rpp/2zn332Wdtjjz3st7/9rVdyqTL37dtXa8sa6927t+2///726KOP2t1/vts+d8Tn7MabblRrxa/Y7NmzHSxfcukludZRPcqU/NN8zABzF1iO/a7r1TUCXSPwz0cgY49kTBj3RFLAeMuttygevNiee/Y5T8iRKMzWlTwdzMv/AW0JmcQZM2bYtttum/u2i88/3yZPGqdAO6NhR+BdllpSoCWDzuUbiD4rAlbRcJ2GHXRZgEP0WU1Bgn4H9c0pldo0oGGTJSV6gJLMBhuVxQBYkUnVe2SkM1Ab+c7biK5IhZlow9OlUREjQm6ftwC051rYh95bYN3k+tuo9iAyalUFp90qtaFM3nkPUSR7Wbuo2yC026e+KjdqARzRN9n0cYJtFbhn42QLYaOkv2MvXU+bAMn0p9+wO255VaZlAjoKNFYo43zUiQfZviMHKchoVoARIJEsM5tfTypz+t5Wje9plz1v9U9Nt3qdS5X6TxbL3btVBjrb7bWVLXtnpb0we5n10WaWV9hRWSaAQS8afUlDc+iVT7niepVYm6cHJ7ghQwHXz+gdvf9q0tRxfDPgDv0efYR1XGgHNXZJO9iIG7K0g8NHVFixNJ2H7TlKtPgS69NbgE2BAgYtrhN18BngmKEnWVKhxAc0xqwKT+sgAgOSJ5h7YVYFFQ0jLl4END0UZESf5dCZcY+pAJKxp480Wtgq2qxw/3UcVWTACRrJuO3hNFpOX1dPGkS1NMBS0HABS96HE3q/B/jQ2cx696BVDUFON/v5SffYSmkaA6inPrkE3a6HjKlFFcurY1RCdX5UTpj7rodMAWGjaISh5Q69HzRDnqvSQlVI9NAwG0hqALCXDu5jy2Tetff71fbdkw9UIqlITuoFdsafXrMnHnzDNtf5dZd9dpvGD8dj10snsKxPdxCxTtXwL//3HvaZI3ey5csaZByk79Nzw8PvTAgHBQFqqYgwFpXJDC0C9dTqjNgeWrOeN1665akKAS7r1EMZsEzVRuOrS/JzAPCR6Mj1WeZZQTOoY6gucy/RhFNZdhlGGs919Oz1yjL3FmoimvEIMnkPz38DLrJOw477762jNO+8oqXzdCCsz3MzJL//VINUldNzTI9sjkKvyDyBhp+BZRIWaJavRbN81TV+zf+ssjxeleWrr/iDg+V6fR4fBAOGz83WBuZX9HaGUi6GAEBAa1d3HVOgZ385LAlYJ1TJYTzQ71QnDZhhPeX8obNDDZ2jgVujSvIPB4ywvL69FZ3T4iy94kK1GFZb+6pV1n+p2tetec/WqYdykb4Le6lmudO/vbUA2oIG2/74P1hbSU9mnpvjMXCuWWb9wOMgoxXrfN1sT4CnmyirdTJX2mHSSJsjVsL6WYutx/yl1thdAFaVMqrpvDyRhL8Ca5Xj5wScnIGRkikgExJPSdsPwHK6rT8naT3zvtS48PMh/oBpvvL8BSBjF8EoLPucWFU7NMt+WTxveA34cxsabzdX0xyaef9vLG/iNtY+9WV7dM67nkjV/xxg8ILl4Jr7VFl2w0etiVXSeZ/4gsDy5U9YqfTl7uidWkexJvOdOYMv/Z7qt+vJfX3lOVQCS/vm5geMtxO/PtnWyz8DwFOp0razJfRsQ40u8/UqJeWoeAoEVSlJxH1irrC+0iWgm44p01w6q08/G6D1+Gu1K229wG+57vpTG8rsl3spOTJvrr34/kJbrqTFBq2hmCi26IGu0zpz4fl/tWVLV1qF5hDDiZUbLKqsPztPDL4W+C6w17hpmu5VGEUmbwb95D3DnUaf3ZvU6zu1FHPHaczWHCzDXAFksh+R8I29GnZMJBvReAfTibWRhOkGZWSr1LbsuD22UgeLMhu483B7/Yanbcrlj9vXf3qoko0j7M3q9ZI/NVhVcaHo5+Uan7iXeXqYVshXgTWA/9ugjMHDzy2w195YZnMfnqZ1iWq8AHavSjtq/5F29JfUb1uu9CT9Seh26JHDVwUaNlOZe42rf7PAea6ns76P9aZnkmuxFqArZu5hnNgBltn7kqTL17pkAqb77tIgHudOumZ+RoLE+hUsn2TwpURK+EckQJ3Acrb+dUiX/glYBnRrvg/qX2JXXv6kPS5mwdvVT+heaIHS66OC5SwARXdMRRgwTDzJn1OmTPHPPv300+0Xv/iFr5EZyH388cdtzJgxkh0NtGOOOcauueYae+KJJ7winVGxoWFzDNpmT0jqdd7559nmm23u+ufMPTutkP/SH12V5X9puLoO7hqB//gR+LeB5QvOPc/2mDxei7ccdNEs09oiBYuOzLUxrpPBV5hThAETm0yx03BjXHOaZcCyt0WB6iawhBmWZ2QDLPP57v4IHSxpazqypEHVbtHnb66K6shBm8mYREGgNj0rlzaQXjOZDXW6ne3vvGmz33zDVojOVahMajcF4AU6+Z0qBlnedtuxtcaRMp1ob6izW5bLpETXNETgVYVvtaRSMKFzQRKEkcgdLy60vy5cZQXKctt71Wo7hNFVs7f4ae1Val89enfbe9+tFOyo0qL3kHEnm9yitlJttCjRV33llhk2+JkZCr5UcaXqpmx6d9WV2hQIFSpy6aY3tMlkxSnWif7l7U8UnGjk9QkB1DCgQq+HVo77kaNhE/B54BgGYhGcBHWeXsvdcSh1BIijMpUiAmZKdzin9rCR+42zrx+1nW/g6LyqZbIWGqioclCdBLzg4JplZgg2/zZZQuuwABRUSwC/Ual3r1jPyEfLjQ66GIFhbPzQ9oI+V6lMOkAzKpZUFAQ+cFnWFfgxrpcNihnzKNppoFmN2xs0XGjj4ZYKsCVR01fAskmNhx95bJY9+dBbTi0lYGVkMKFqBwgLBDAQXGezTIgI3nl58YQQUmPqADoFPG7E5iZrcQyfQ+Y/z6maJHbC6Aatefd161VBHGSTZfr0pU9vbf0GV9qs1xfb1Rc8ZjWi5hcoIUAdMHsPzrKAQdqJAWABxUcdvYMddMSOXkXI+hZz33iO8AQoogIDjY9Eicafe+caYK9qRUUtWkd1mGExPs7uSDkoN1ATyIv7Lxo2lWX6dkq24NVF3d9alyykpJaALIkPQDqaZcahkT7rGLyl1nG80bV+tKjxADrogoU676LkG+BVEt3/TMeX6ZF7OBAOkMWcwuOvp2ikfv89ARAGX1mypJ75inu/V3EC1OXcsK+70S698oNp2KNHjbKLzztfwKHRq92sX8xTQEHQw5UQ8XZVMa6NYqVwPjHnaHuEM37WtifAMkknnqNMS8/xBNFlWiNLlYHCwKtYdPFXVUF5fVC5lSvjtFpUgf5iHbSJxjtcHgi7q23dogbdG1GKhRl8LWjRHClZ0Wjn7rCFPVjYW32FfyKTJiYFPbaj8geQcbd3T8BEVc9bPOm+uKM6V6jfQ+3N0z0r0gIInG1OFcUAubHuYApY6Em7GH8ScN0EKkmSMU4tAD5YKgBfv2uRpAMY58Ayz5sfE+Pmbe38WeKHMKcCxPHKfY4ntWgd1fHd/tzq/3hON2gx6C4dR23vvjb3wdNFWe5uT8x62dpVUcR3y3vlphwr+1VUlqMyWa29qJ/O76ryKrv+53fYeBmNNYkdUICPBM8zbeK8rRfrKw8BY6b5lWQuGS2c9ZX3NAzsbT+WA/qYsUNEyW3MSZbc0VjPE2spfg283IdBlFzXyubWtGYdQ8IsFpb8OlV5WVKkwYXd0K59r8fqOtt2nNbtqh62bOrzNgPGkm5QsebgzffOtNlT5khPXqfnAA+H8LVod92wxos2aH5nwjDONd/c4cQ4YN0JH4uouLo3A/T3dG8Yizgmo8byOYnp1OlzvJVhzhCNdT1pltMchI7frg23u9b40+WP0XdwX6te0WCD+hTYbY+/aTde8LhV9qu0cftubbOfekNrdqv1FmPikM9Ptv6DipU/kuP5iD7WV22rNohFUaOY5bmHZ9udD8+zFmXLN2tYZ4sVlIweM9C+euQkJXiL3LOBV6Oea9pLsUdFgjTuDTGAs/w17h2a5Yh1vPqcwDLrgLciw6gUyQleG50qy65Z1jE5XbNTtTutxVpDekoyw3zyzgR4uOjPHFh2VgKmiJkkJqs+K2ZiLdJ3xZoJ+aRz2zGSx8G0ikWz1RaLav/Q9EX2+pn3SjZRZq8tvEfjpeqAXh8VLMeHxxjwqtfYA24nTZpkz8gngPF66qmn7Mknn7Svfe1rfsy4ceOcZn3vvffayJEj7dhjj7Vrr73WwTJV5jPOOMN+9rOf2axZs/znP/zhD15ZJh6orKjsqixng971Z9cIdI3AvzQCGWBmXcpMXW+77Va7+JJLPl5lefddxyuQU7sNdE2AD6/UJDdsbXQOltPmDrAk2Mg0y2woUMKistxh8JW5YfsaTmVZAUu0ZYgqkVeWvWpIqjnKMa4lUzBToE2mpxb9YoG5Z9TJct6AChvVuN6+OkCaZqooCnKEJFWqqRZaarWbZs2wsTISWSsjD3bC0tX19qutR9hDW6o6DarN9aIRvVGBx+Ezp9vPFy21dTL7KNP3lKsdxn1TFtmvr3zCtlxX55plwCogzHWt2iA2oOVSgPD9n+5vO+88wjfcV6eqKqH+Ks89MNXeleatqEna0jeWWjfaP2SgVvq9cO6Nyjq9Jwn48r1CwdCI2kjVWN8T25BubgLL0A1TnTOB5aBZclwzBl8EMG5aFX2WqXwU05JKH9ym72oRoKbS3KzA+wtf3dUm7T5GAZ+0U6qotGnD59PcDTlpgl0nKuDLebkTqy6SMcABNAOsADXAQ+7+k2gQeCBZgAENmzqvcG9NATB6ZIGnDjfsdP811zKDLw8sk0O5VxZJCAgshRt2R3DgBlQJLHNMgGUq4XHvqeY16ZqaBpfb+Te9ZEuvfsIKtPF2wzU6V/VwhbgVKoCo0/yhAp2nqhrmM93c7VWBjABIs9xaixQMtxUX6aMFYHHDTS1xPMBHA66T6KZglKv2SrybAMnlXedRrtY0J/z8cxrzRiWhGuyWa5+zeXNXW4mqhKoRp6BNwEGGTQQzbQLKvfuW2TZjh6u/dYUd9ZWdNba0/wlHd0yKvAoLjQ/DLD1cUamNsQIse4s3wDLjqftElcQNvnTCVL14ZQEa99ZbRzn1LwK9zjTsuP/ROs4ry04PjDY26JUzzTIVGTfGSb1sCUS9dZSD5U407KRZ5pfQQNf7/e98b9EsE8xzljg4R5/VHjALeFZSsgTg6nmzdP9zBl86P57LTLMMDfuiD2Hwte240XYNlWX5NlB9B2jQ79nNePQdSDSgZTP3+UfGGW0rBoYcw3rmUgXvX5uSThpr5qKzLdJ5YdLk890TE0oEadwKtP70JnHCfdU1rqX3OEk8HUC/43q1jylS8ijG2ieZX99B++xp7S/Pt8lH/8rWl/YKTSmtmnR+/4iGjZwDg7r4HDS5mIIJmDmADaNB5jeaUl+JdIwn4HKmgeHKDmiKXsfxDFDhLdIzQCV64/7u4Y3gfZb1l436u7ukgXWRz/lXadgB7Nql/Z922YmWt69kO2tW29RZU221nn1YEVnfYM6xOlUQnSbMHNd9KGJ9lKnhHy9/ymb/+VXrLmq66sT+DDtlGCmEjumeeml78sx9DToMFFs2FFl3CfZXDSm3H55wgO06sNxWAMBSYjna/2QGX7G6o19lzaG7ROiRUzLGwXLM6Tr3DYk2ha6d1VzIFwj/7ohh9lrvPvar1e/bIStXqU1imb2yaIXd9z/Xa03UGlWABrXZ21p5oiuBZXTDzGnWPKjRkVDVd2kuRD/pvweWuS/BIIDVpJngFP34TVDQQxMfoJvKMmA53LBTZVl7XTFrocNOnhPRpbVO7LvflnbMN/exRlGnScQN1T58eo3ZrN/fbQVvrrJ6gekKrbcklJqVCKvvrrJyVbRU6ina0Naf39Pqlq+x9++bas3IHsTScFW06GL9dhxu3/vRwdZDY5wnppSPqca4Sc91s9Ow9WyRhdXxzAMYUjij83Jqu9bRXL94fSEJR/ZH7h7PCCw69kiAb07u4onhRENnbfY+yylhw8QnyUfrL9ep06+dCnXo50k6BvsvKPz+3WmNZ+/jujA0hbrPnOB3Xn32tTiYV1wf0iQYVsWKQd5UgeF7d75q290mh38lV2Yu/LPu3scHy1x/piVGrwxY3nnnnb2yDMMKh+zOL7TL98tD4I033rDRo0cbZl933nmn3XffffbZz37WLr/8cjv++OOdhv2pT33Kbr755pxmmYrwx6Vgx/rUZfC10U3p+qFrBP6Xj0DnynJn+cbtd9zuCbmPTMP+/Zlolsd6ppDgmwoQoLkk5xzd0aeSjRFaNa2j0BTRXsbbT2jhVpyZ2gBFxYFNBrDkGVnX6KBZZgOJzC5gmU3FDS0I1KngJD0iG8gGNkqy6wLq/VT5YqOAzt1S3WQ3DxloF24/QdFX6HLUf8LulgHOCFHi1ggwtyiYrOtbakftspc+eOMF3I8XYDx2+iv2m7Xv2w0lAlL63Mfvmm6rbnpCtOlwMg0zmdDHEQRG1VWaMm1cAw7d0cqVXJj14Gx7v3uhaG+NAWJpC6Ksd6Ebc0Xg470loT5mAWgnk5oskw/wJfsfSVsCx87aPH5J8PbBbtgOmAW6GnTNvQQOW9qLrUV6x1Jt0mdf9hUFBqUOvpxizRlrgwbUVuLSmdugI9gBLLAhbwyWSR7g0onBVxi8kZX3VidKltAzF7DMPIGG3WHwFb0nAQihWYWGT9CRgeXUKkNGSmXSygdYhs4ZwUFnsBxtQ9AAdoAlZ0IIzFDVpkfuivnV9rOn37LVL75tVdUyrZGVkOtrBVD94RFluU1u2XWjBti2owbaE6rulf11nvVZ/J41VZVbi4x/akTjr5Jp1nqBncGzRPcvK5IxEoyAlPggIHTqIcyJMP3JwHKR6InrNW8/ffj2tvu+29q1Fz9qb89ZoqoqASUaVnooRyKkTc9Bn/59bOCQHh4cHHDItjZyzDBR6Zq8hRbPSRbY0ebk3wWW6etMYqtO4IxngLgHSnuA5UTD/kCwHPc/wHJm8IXGP5Jl3FfAvQfgKVkWWvik3dT9p+qdUVZJADSpDVwPtS3LwDIOsWgBs4QKyRIIGdFnOQPLTTL46usGXx8GLEPDvuaKC3JgmfPL9cF1sIxmGXp40FHdq0BzOHM0zo1RJ7BMMMwzRTubDrCcjaOrQ8RmITHWce5MIgL4XgrEXbWuuUZiggo+YNlBtv7fSjEwDjtwX2ufv8IGfef3NuCt5Uro6JlwCkSsXWiW6QnsRFpP9DBXcSsO+QeLKYpI1/86c0K+C0gR3JgrAzyabw6uSOzAoIi2UDAVHJiTTBEgY31ErsJUBXg1tRR5RZjP4atIIFHxLpRmmYq3A2qBLRypSSK6/aCO4dVh8BUO8JwfVXDQXm5dVAIwX7byNcP629wn1cxc3QoeF8OoVNXRrAVgZ7Cc0bAzzTIO8Dy3A6Vx/sOjc+zJix63XnrYunX7sG7YSWetawA0HPaj/e3Ifba2tXKjJ3FYIZbT37phxzpOAuiDwLJLS0hYpznN3rhG+/Lm2iPuGjjAfjF0lB3xwsu27uon7V15MlQuq9bYk8xNxmq+jXCfN60sR3tBqveMhe9PnRKzsR8BqKmEM0ZsupoX/OwdIJJ0iPel/Qig5mBPTAFo28wvv06X8ABkU3IGjwm1XJu21WD70amfsaOaxO4SEIbRJTynfbRY0qgmu0n+EsslPcDky5N1zA1aiGnuAJ7zBMpWdSt1XXq5mCDdtN6jQYYZVFq8wU6S0dqgoZW2dJVaeglAZiZgSP+bck7XAVS9q4fiEZIr3J3wXsiS/lzFBlurtmOw6ti7+A1FAZ5nQDcVUJ4bTDLDDTuTE0HD7oihGOcwE0PG05G4zDo/xLqFkWJUvr2iT3LTWS7dtIZoLDzRnhItnarP0Ll5L0C8XZOroaDIbn9inr1yw5P6GO5Fvk179wE9d/DePlpl2d/o+xtPc7ygR1dWVrpxi21J0gAAIABJREFUFxVlnqfjjjvOHnjgAZs2bZprlIcNG6a1q9DefvttN/7CvGvx4sVO1T7zzDPtpZdecrANmEazvGmf5SzQzYLf3Jf/C3/pAsv/wmB1Hdo1Av8LRsBZQVqPWDfAtZgZksjDlR8TQZJ7H0mzfO7Z57pmef16aZYFkglyVUhzKqzHVFpvoyISINdbGghgFSuAAyyREV2vTCv0JDYVb3tAJhX6EmDZq1oJLOu9ZEkJNMnu0nu3sjKqWgRiTrHUv0P19lYd2hzWiZpU4e2FohpTrY1phDbyO/r3swt23FmRpsTKnOjaGrv+hRdtiBxtmwTmDjpkD1VeFkrY/IoQmi7onffNTjxK2jb1Q60HqOjEa9fIuXq+dT/rFv2uzcbVSCeo70ZH51RGBZ0EipGVT9pSAa46bZB5ajNTLBdjdIJ5yWWZPHCztFFFTqnOwDLGLSm41O/I7DsIF7WRa+SFwRNBBS+n4rpzDtQqTHT0d4IGgtTUZxlmoFPj9BeCVhILbKo1Kxtt4t6b2YBtBtmzd7yiy1S7lsnDbbsdh9l2Ow2XHpMAF2DZuS0UZiAd1K8wbyPbHpOtMxBwUEOfZXfD5v6njLyq7vTr9B6fucpy3H+iEG+VoWCPINvBsgbHwZJAtlc10YamKgwgJYAQ+joSKsE+IKBgTjIXSzNDE6+WRjBGZr1AE6RGY/ejW6bbhpset4LdxtiII3ay7lMX2vwHXpUTKlRKaZrlxlurxMFJn97SPnPEBHvgkZn2q4cX2G6b97Sjthtk66t6Wn1VLxu6qs5mDO1jZ13/vA17brZVKXjJVxKCIIo7R8XM71lyzM2q+1FBy4JRBbDeF4jnAiogXALurYCDfl29ulHV58NsD9H7m5TIkJTUHdSpiPQQfZOKIy8qE87u0H9ULWjFVIAGOLmLU9lfr6pHxgDhBKks96SynCr1tGLi91Rv/d4qWAUIwxqQF7C1KAGyAhYBtSD93en9JFRyJmDxDFLdx+DPtfs6H9qeNNPn1API7HyVCCPYdyprqoTn3LBJhIQbdk6P7swCEjlUjWNeMUcyozjX8encXQPqNOxYV4IJgz4+qpfhht0isFxlf7zmJrv0ig9j8DXarnWDr0TD5hnReXAtrjuVqRwVeuYlspL1SbfoYIYis84tqxpHxS5c2r2y7NIUf4Rd61yuimLuGJ07bcAAx1nADFim+swxPtYOlumFDliOZECjEhr7TdjJbMAQaz/pD7bLRQ9a3fAqVampKoYsAamHxKHed5w2Qr5eEMxnHge4vWt9c/aK81C1DmnNAcDi8MvLe7enY5yerN8xf3NO13yiDgeAUa2MNAlzHNDWqUJN8k//gqTBjab8OYhj+C4+N9ywkQx0+AgAyADPGZW8zXs6R3/0AnlVvPyLL1veVw+29iXvypo9355eMN/qde/zZXrH/hSaZaqD0W6Hv4cbNr22u1mlxvR3t02z6aLylkG5T+s4Cz6aZU9YJGlG6HQ1XmndBjzWy255+Ba97WenfNoKVdlt0b6CuVKJ7jn3PnT40dqHdZN9hYQqe1i2n7r8wE0LqSzHJt/gJpvhG5EZObE3dldCpI8Sybu3C12KPr6dTAvblVwMJ/UOijVPD+ON1IQ9xqUjUNjZa5CW6Od4wjIdOJT4YDqx/6FZdu8Lz1GkNUt/z/pbw4DBg65UfambVckswhCwmyq/tKwiQaJz5662aj6xFwIoeba6aa3Z/bQjbeyEYbZ9ba2t01nwnLBv0PKvp6jUl138jGQzM6y3XP+pwoZuXnso84vnm24Q/OzgOa4UQCi5uG0xrMx+ctrnBICjxSAJkwwsQ8OmOgtjjhcJOV/HHCxzoYmq3al1VIBcrS1K1lMU8Mqy9romWHSi/XuLPn1WZvBFbMTSVa/7y+TxXswck+5x1ovZ4yEML/VnmHelz0E2wzrDZcE8wQRM/8Hy4tzdP4I+1NqvWeycCebt9ehFL6mGxmOu1o8T/+d2G1xfa226L6ybr7374CdGww49tRiICkJpyTR+/Hjvt8zv77vvL3booYd5UhFgTJB61113uRnYhRdeaN///vfFPuqp+GGdg2McsTHeQbO8zz772HXXXZerLGcu3dyrj2ruxXu7wHJ60Lv+6BqB/yMjEMVOfEny7YILLvD/Y90hUYds5JFHHvloYPkSafV23U00bLUwIYCAPkn7JMy72JwIOKBhO2BN1UenL2WtmNiAtXm0KGDu4aAmsrROw84ooFr4o7KE/ibo3Wi3vH2TU0sjMCRYdoolUbFe6JqhPFWm4IP3Vyv4KNQxw9Um5ay+A+3qvoOifYvcTKkw3zxvhm0lZ9qT3lxpSy582AZqU26Umcw6tZJZc96xtnyyWrco494+/x25QJWZvb7EPi2X2fKHZ9hzr7xtA9UfGfmcg+UswPOMewQR6OUI/dxASwEoAQitgXh5xZTekgpIox6IkZXoWQKJkXGPwNIdXV0H+Ldg2XVknID+5+9Bs+wVCbL9bLABRqjwYAqGjrJVIGudArWJe4yy4761u5VJ4Lh4aY2tkx55sy17O6hdL8rb+kQx7aiIBQ03KLbpHug+5dw1HSzHxh59lhMNV0EGwTuOyVwB1RQMvnAWjUKowIO3LQLRxKaOGRpgGXMu7nf0noygETARPX51/zVnoPrzwVAWcwZfUNcVKEGJzdyQg4Ybc6lSTsRNarly0R+n2My3VllPBQsFx+1rV35unL34xHxVdx9Xa51WW927p0364SE2UcB7u0oFa7qm2/PLbPSyWrVU6Wk9RFknqG3TuQnbWF8ByQdEcz194Vob9vPbrVxJkm6ARL2PwBPvNFxiAz5zzqFr5p5xGa7NJAiPGE1gnfPVPGmut6Gb9bXR44comTHShm2uijbARsc1KIlE66YSnK4zsKygDeBFcMj4rNUxtDpzGjYBrTAPbd+yxAIBWq0qtQA618lxD9R2hLMsJcAmoNWYNujeFuqYRbqHF+jcyl57307dbYgCrwA/SAa8siygzjXTS5iKTAnMAhIq+llFBq0BYejlfcz1Irj31lF68WxTNXHauCfLgjXAvaOynHMO1ufSUicnv1MA3SiqcpiApWSZzH1ol4XelSCcc+NaQgLiMaT3WR4hg69rbrrZrrz6w2mWL5HRYbPo8khDXEvorWEI1LheTMWCHk7QXIdUIVWWw3wvzOrCrBAWSrRT4/duPMZjrN971RjQpr/zWQB976dL9dmBcMcxUGlxeweow+Jx910+R//VyeCrTMH6wTvtYu3yVhhz9JlWImOnPLW7akVCosm2bnWDGAp97e2qCuuuda2bTKCoSkOh9tQNCSuAMLpmN7Wi8ha6/QxIOcU8HRM1LtYm5pN+cvMnZAfsEUlHnI5pIvmXjvFnwkFumGVlBloc4+CQ+cHnCtjxDaxxzCBPCLLGpXUyqL46M/5RNN1e0vA+/+R5ljd+Mzvj2Sl28m5Kjqpl4FOz5lmNZA4bG3xFspdxZy7WwKbRF0zvW24nnvWw7TB1jjWJXdJdkgtnQvn6SiUd8JOB+QCjRdm6rY9bp+dr+wlD7bsn7mfPPDXXug3rp/Evs+36dDfZS3oSM/TuBdZDewSprhoqtdov8YD4RzRsnuMwrYskihvbaQ4WCihXCdxdLB+MZ358q1WuXic9u54nPbdBHWftpP1eB/0dWIw/Bs+K7xvas0JX7HDaE37ZMbE6RMundj0LGI5h4uhu/fr8It1TnbpViXkzYdex3tOdRNWrr8y3F6avlDkZ8hwl2pWcIYnOZ5MEJkHZsuPmNmpoX/vGAdtYVXmRnMODtULiCf22d6UgWbdsnV1+zqO2dMlKjxciARb6aF9auE5V9LkvwdbSdemzatXz/Kc/3NvGb91PYFYGdnoePaGX2ktRrW/xxFQ49kcLqk3A8iZ9lgMIh8GXz4tEwwYsu2t10ixjikhF2J25dVyL/r1RoDpLgvHLWiW4SOhliWBAb6ZZ9kKALq4Wnxcdw/pH/iocsyX3SOyUcMNmL9ZM2hQsa9/EA+2e6UvtusumWL/6tYpjIsE1bSGVZW1men0UzbK/kTUjre38HR0g+uO+/fraYQLIgFKA7ytyo7/tttuccXH00Ud7cJppBu+7/z574P4HbJtttrFvfOMb0dscgD937t/ts5x978f5swssf5zR63pv1wj8541A53VqrbpH1FTXuBcCEhCqy3gsfKTK8kUCy7uhWRZYpnJXp4UfEJS1jmlWEO2GFqn6QZXK3bAFlsngsn66G7YbPAVNNMCyNhmoi+wyHixjCiMA4C1ZMs1qqix5QBCmUFSeo2oUWWf2I9q2kFWN6mNUn/N0rmXa8AvXNduDpZX2053k8C2tTvvz0+zQB56zt69+zLP1G6BpaROq3aKfXazNdMOgPjZDetTD1c6gVH1qZ0qpNlyb9403vmK3/vllGyzjENjf3j9UL2iJsUdEZTnXvolwQz8DrDBHic0EwxsFCKm1yb9Mw+ZDAMueOSewywB10LCjtZEPpweSjYjXG9bbZpNHyvlzjMBXf7WAKhFoks5RAcs6BdpQ5QkQvS0YmlVdi5uspUQI9yUSFqm6K7BcSqXAi1sZDTtjFgRFGlDrNGx3Q/87raN07tBlATCcMMBgU82yA2EHy1AWw8Y9zLuiz65XShwsQ4ML909+F27YaL6DGk9mneo7mtJLz3nEXn52njLvvWy9tOd7fm13+59jJtqS99bZZec8YO+8qR7dYiJ87yefsb1Fv66TMVu1SrkH7TjJfvDK6/bVxtVWLadighV6B9N3s0yAr7cCgZkKpm+5YootfX2Btap/MiwM6IqhWQ6zNqpeuV6sPAf6N1pSUVmmIp2na1xWVGbjZFpzsED8wKFVNlwtjlasbHAwxr31ftN6DgjyqPAz77njPHNuCoTyMFeppbKcgmAqtRh8uSM9b6E1WwaWg+XQoVkOwIo5U3eZCT01uJ/98uoXbKtHXrYm6R7/68qv21FtdbY2PiaAoIONpPn0hFqwT/jcjL4ImGcR4kIwa3M3bM6Xa0LeoY9wR3KeJa8sy36gPNgpDu7d6bqjLRQ6aEBnjtWi7yLABXyED0AkXPIEtEqd1RDVJwAKfZYvo8/yh2gdNW7MaLvyEhl8oVnGDVsvHIwDqAhcuVEa8zKul+8k4dXD+7FGZZkxypmgMS+pDmqhY146ECbpuNEx4ZjNtWdt+ng2awmGndIZANapokqawOTwRIT+V42BnYqLzIs9dpN2efZyswemmC1fZZPumWJNohS/Jh3vAXKw/9rkYXbNKffY0jVy8ffKX7T7cRp2pzZMXFfWGi3TEUOxDlOrjJ4cvY8BKlnrKNgUrJUYFGZsio7+7lCsAdQkFds9icgzQjUZGnZnSQNAj9nyT2nY+u42yV56rFhuzx+zn+Wd/0O5Q79t89+fZy8ooVUuSndZdb32hu5h8JVYDtE6qqPPMkmLCt2jqTI/+s6lT9ukx8XCKe7pZl2e8nJgHjqPbG13ppP7EYRmmTUVx/fxYu2MHtPP/nTzS9Yqo693KqrshJMPsK8Xqz2SPg1mQH/1R57du9Jmy3H7CGmN1wi4BVsqqzpmBnIBtjp8GLI5mEw19eyUKeGwRvrqA65/xcbe/pyV0NEhJXVaW2X6mPTkTkhyrTj9iFuUSGxxWdMGnUNFia6PCyUhyZgCqN3cjHvLet7dhg7rIcDXbCuVRCwQtZcdbq2YC3vtsoV9Sf4X9KXG+4Cq8lJ1Grj5+fdkStdgC2a/azNef0+AWZV2JQpLVbFerjn+udOPtKM366MWTvWeMHdfDVhpKVnrSWH9rlCmmvfd9YrddeOzaisnajZaXQA+eyoXpbN0AzJPCkTCrF4sg23UN/rnpx5k9VozWGc8lnD2S4ypG3zhhp18VXJg2eVkkehshCHjXR0CvIfpYJacDeBJrAOdm/nU0VNee10y7/J4SM81pocYJ/paDMNAcQpmYzmDL9yw9YGlYg9FsrDd2125eSGPCMlNJRI4KDPbZCxIDmbeFVSgYd7A0qlQsnjeynV26Ul3Kl5TPsm9YWItm7n4Lx+rsuwfwsinPW1TWnQWnGbJ9Ox4/sxaTmV/dv439gqqP1lleVMadudjP+rfu8DyRx25rvd1jcB/5gj8o3XqjjvvsPOFd+n1/pHA8nm/P9d2nTReGw40bECOXHYVnAFqvbUExhidqIK+gWwKlgUqMjfkDkpRomFrsSfoY1OkdQx6U9bwzA3bq0a+MQksK8iFpptRLHHmZtPK+iEHWO5wf2xHP6vz669zf37zwfbtll42+shTvYdyZaF66HrISSWP9hpF9t/H72Z7TRxhLSoZzlvZpGC33TbvX2EtWrCvU9D0+H2vWGmVej5qhwP0evC2KVj23jBemxENK/oWd4BlfQ9aQQfLUXXFHRn6GvVhfoFxWARbiXat45sUlDoQ9hfGQNC+wmXZg0v9rk162XyJbaGvY4K2oUkBze5b2lC1fTr4M9tZf9GGV8nYjISFb14JWJCVzrLZVPJ5hcFTsAYCLMMaSMmIvwuWOxypPzJYhnamSwnNcqoa/w1YhmIb4JoLyLEPOvWVDKp+6rNMEKRqQL7myHUy8npOuuNeFaUKeBTKt9TbSFVtxx043mY/9pa9OW2BByINclgdLlfzHRV47rnLcIHAElutMd6g3ry91OqKeegJC1oxKXjCrZkgs1T3fLn00udc+KiteWuJFQjIOqU6JTV8RviYhsGXTwxo+bSbUVa/QW7qdXpOdhs9yP7ruL3USkNJDVEYm3U+ToVOwTzVRMAypjMlfEcK+JFHVBB8MTI5sCzwqbFgphHkBVgm+RCBHnRkqrARoEENjmpxBKskZXSG+v67Zy+xBy57ynqpJdsexx1gX95jczm7xxznszLNMm/Oaf1yYBnTG7R+0csWWnGA5dQ6Sm8KsBy0cdywXdudWse5Hj0HljH44t7Gk0AfWc4506wHLZKEyiZgWZVNNMubguUrrr7BLr70w9Cwx9i1V3bSLOs6oT5mYNkNvniOqNRoXD1Bo2vA4ItjuEXRi7qj7QuJCSrLFXpfi4Pl0CQ6Q8NZHAqoYUXoIaSaxL8zvqytJJC8S48H/Up4JYOvLGGEDKJUz2yx0+TbbZcdJyvroBZUdWq3s2CZDBjUt3m3UXZFQZ1V6svO+v1D1vrIbOveq1jzFbqt5oODZdz80RED2jTXqAjDgkD3rMEGCG+gxVMhYBkALzABfRoPBvdcZhpla17WYk1AWKANyjV0a9ecOlgWWyk5LrM2hZkYWIA1KaqiACYHRRHjO1U7NMtMKc3XbkVWsrzWXjpIrtDXnWLtKxbZy1Nftwb5U5R4eU5z3tvPwWCKRAafvSlYxkiSanaFDLn+cPUUm37bS5ZPX9fwp/f1HYYI4Mz7n7MCezsuNNTJMZs1GVMr7oGMpYq1v7TS7mjCGDvr1AOsXB0TNuBaT1soVfz37KUODcMG2MszXrKVdAFI1cGMohtu61HVbhL4QdaUATvmHUwtEgDF2qOb5H1w7HWvWentz1sJMiaovp5kBURiLqW5J1DXLu8K/aG9Yr0N3G6EHbLn1jbtxXfthTfes2ItcEWaG90FTqE6O8NAzy777dJlTXbirw6w7SaMsNN/eoe9saDWxu83xvbadYQN1HqynT7rvffq/LlkfAHMLbqmIhllzp+/xM740R3q2A0gl3ZdAHrlZv3sRz87yMao4k99E4mD65xJhroMpINdRnJswdJau+TKJ80WrbINtOXzTgVJkqR5x7jDbsDg0o3pxCjqPW5z+8GvPm29RffG3LJaWmPAMu0QOUfGkxaHWXvDWMeQk9AeMBKVUKxJ+uOsz9rT2TOAxDByABKowaJBphG0eVhUPMMkKnwtpsCgY5xpggSDyrKeWV+L6Q6QwDzngPt/fE6wZFhTSJSz1pEodrCM0ZsrqJB74J/Ad8Ua70wY/TlY7couXttuj514q/VWArSbEjR+5Xp2pi++T39+dIOveBrj1TkQJeDk+rN2TyHbyhzToxLv+2l6df63rIcy/94FljuPcNffu0agawQ+7ghk69Qn6oZ91m/Ps0k7j9GiGzpJKIdOsSUO0ObAxtCU9dBF15XRMD1rS+VJVE4FylTiXLPqWW7RZTHGUEAXm0MEz1TLAqh1AkJZqxs2L4ERjKU8WPYMO1pdbV6ABNf+RB9YNwFyZ9oIqAt1fnMGVdp3q4bb0CN+aX1FQYSeFs41sLTQ7LXZgP6l9ktluEvkKHLhaQ/YwsUrbfS+o23D28ts9opmOc/WWSEBp74HwMrG5/o8DwvRZRK8hRbPf0MQqM+H+hYbCeAmaNge3+naW1uSwZe3cEqGKqmi41wrfTqURDRifkDqR8lmCSWR3Y4Nr1EtZKiw9RrY0+b2kRv4k3PU1/Cztv1uW1ptTb0DJTb7SgXaBOlsoDW4IbtzdGiA17tWm803KskEzdEWTE6qida1Vj8TZBCgx+bHMaEtjswxVNE4Jus37S03kotoVELjPlFZ9A1T1+IGXwr0skw6NEMABVVjZw2QfRcoIVABkEfVI/UBzgEMAGA4JnensqhvahSl+bz7Z9s7N/9V1UXBB31us1q6FMnBl7/XNyg8yxMtE1ApoNCmgXltj+1sqHTJvz9ka9tadF4AaY2uEYAEVZw7DwBk3hOwhtGZKrUK0k7+04vWJvfzkjKZ++i+cQ7oLLl1mcEX7sExAZh7ekhkPDdwh6H2+W/saQP1y+LyHmF8wzelQAp6IPfcq8YCy/mpsuztkACfGhu/B7zLj1GwqOcErbY/T1RqBb5zbti5ZAmBVXwuzue8Hxp+k8amqqjA7pu92q4588/WW4ZJtQPK7aQTPmNjhvX0fr6R3AHkdQS0Wes4pBrQg5kTBIdekfEAMpAOFWCvcjvzIp7/HA2bRIhXltPnpvnKnPHKMlhen0GyBBOsnp3c0Dv6bHsc6XPI3ds7GXxVr22yEaosX3HVjXbhJX/08/lnfZYzN+xGBfYN0Y7074NlFxPSKo32erQrA1BGP/A6UdzdrNCfkQhimdcEtm3cQ3eVj8QU7+kAyx29XzmmVhVA7mEOLGscw+Arvov/y8zTAAU9BB7eUeLsD3362DNKmOUNHa6Fg6bzTXbKotn26/tn2siz79S4SnIiGUJnN2wqy4BTX3Z0ZfV6TgpEpS3S+tZNC6tIySpAy7ld+vq4qwAy2tEJwOZ+E5Xj0OlzT3AdhgWTNMv6YG8ZpH90Vk4IYd34EFCHIzMvtNGsh15Z9mNIqAHMwzyPlnt5aqv18v47Wd5NP1cV/T2b++YMe1vsjgoBDD9G84wKIkwofw78o/VsJzfs6Oet59jp8MW2ZPFyu/x3D9uaWgEszPvcTZznVnpzb5fE2kV1j7WS5AlrU7BI+Ebew74A6M9o9A26h1/84b726Z1GWL0qsw2SDdT372Wfu+t120Vg9+yDx9raleu9vZQnTXTZGztmB9uANTebTxxXTbs2MWpKxRhas6rWfvfTe6xaALBMlHTOh6QLTJdCaXtb1jVa0YTNrUatyIb0KLGxeY2221GTbMshFfbumyvsobeX2zS9d9gzs+3Vxeu0Vup99WKSSGe65YjeNlIV8m13Hmo77ryZva1E2n3Pv2OfFXNpq6Fi7AAWlbCFKUICyfs1k0AXi4nzHCDQ9oC+4+yH37TiNU3WuEVfO/7AUXZMvyJbovcwVuFb0rG+dyRrQ5pAsuN8tT1avnStGBUFWis0LzI6PkkKTDNdkhRrI1KYJXoGvnni3rbv2IHWqAGEteFxDGXatI+t1fpXlbGoWHfdDTvkJF599q4eailJEsDX4sTsSP4sHOOVZTHTXD6SaNhrazH8oigQzCtYMw0ap4xeHkk+WkfhMxLmcLREZH5RPOgsQ/HkNsd4gSHAaLSxi6Sjd4zI+XpE4o5zLdO1/lH9wl94fqGM9FJ7sHgg/y007FglP94rq0R30bA/3jh2vbtrBLpGoGMEOtOwswQeEpFbbvnTx2wdldGwU+uooP2lyp3WWsx7mrQ59kI/lTL+kal3mOALfqNKb2wyGVgmpPQer1mWVL8APJMNdqCmDyIQpkVGZSdalLth4+qa+k0Cwgh4okWLxz1ubBS6v9jM0GGSDe6rKvGUnuV28yVP2gZVUYoqsow71V2BIH1QQWWRHfC5naxY1zN1yrv2hrLgdapEVi2vsQ2i4RWpPy66vtBFYa1BMJOMRehlq+oKhiXxwjAEVK8gEO2d3kZeGV0dgNq3cQ1Rq6hoBMaZeUznHqheYdZ7GhUMFPO57OtQAAXCnArYooqOoqluaiGTr+r40V+faON3GGHVCmR/c8dM216B0je9vZCy7RqfRoEP11KlTDWZ89BasvlGGybGjc02JlHSI3sAH1Ro+i4DaL2Hdkpq0EeZTDo0y+iZC10s9eLVB6LhQqcFAyCoX/QFztyQmSPx3V5ZzlodZZpld3iODD1ACI2ng2XGRQkAtLhoX/22ALoxoBMWKNQcIchbLXrbBZc+YyvfXOTgHRCTL+PPNgXd6OJ6ysW6EZ2lxoRAcqXm86HfPdCOmDBccxBKpWd3bI2uu0LzKtOd+fnq+wDZ3hZJn/PSzJX2ywdn2lYz33HdsusaCZy9+pQFgFSIAA5R9aC1TosEuqP32NJ+8s09bJUYFo2i11VqzIm1gMwExlwjACkSC1R8NCfwggIg6dMBktHCJIKtcP3N3KU1FxXAoaWtrIiEFc8l97KHronEEiNKqyZATqGq+2gql8nt+9x5tbbyT89Y4ZJVNnr3reyoL+3uunGnJjKnvbLcyYgLEO73IEzgOIj7T1LN+yynNYLzhZaMVx2VknUaz+66uFIlsbhmzLsAplAV/Xz1b+hzy/Ssw5xgPDP2SdY7mueD9Yn5iVafq1rvbXYiARDa4GTwNbS3XXPDjQLM1/jT+k/B8tgxdpXcsB0sQ8NGj5yCWM4LoIKzu7th69ydhq0LY13bhWljAAAgAElEQVTiOz2RAoUc8Mx6oOuFlUCHmpweWcdRFfK2L/qPZ4HrD9djNOSR22OcGEduPEAKYFxI9csN92Iu8Azw3cwDTI4a9XMf0avbtLYC1i6u6mcblLz4ZUuN7fj2ehv3y5sEBJVE05yCPu23CIMvNxHEaFA/qzr45pZDrZ/OoWruu/bO4D42SNdeOH9NctX2N+mehBQlvBMAyjHHY87H3KT/PDp+d1NmpUzeDpH8i89xx+VcL2Z6Vet6YNQAuj1LA1gOV2Y3x6pZb6/vOsb6/+QI+6LA++dWrZDrf77vK1WVUPsBtpGAI3GHVt87BGnQcBRn/dItVVvCIlurit3KZTV2xQUCymtkVKRKLWuwV755AH0NjmfGe0PzMa7BxWgqrpNvzNZ/quikVPN1PjUC9HnH7WWXfGaUDK3qvYKuvJqdLi+FIw7f0cZWFtsykk+uWY7ks4PllNRkdKDbcs6YX5KsyrpU4Nxcrudyrpzyf3zlizb0jcXWpnZ3LaKet48fZnlyjm97c6EdeOQO9tmjd7Y6JY26CTj17VsihliT04eZc/3UhqlVOor6NWvtnTdW2Fvq4PD0opW2uSrgX957a+srjna3YtoBSi+vsSFhXackTvgjBAuB5xCZlSfiUtKqm6Q5g3W/ztpsc7u512A2RN23pfb6qiW2TgkMB8K6vmCXhTO4y2ySHwq5KKqrpVr4Xnx6pt1w5TPWXbIZ7oW7tvuU47lCsxwdJlyupfaNQyZuY7/49q7KE8lbQYcxfmFCyFwKo0oYBUF/z1hUuiYdg8SBN7F/suZQJea57EgMKlmVjgmwvLFmGWlYr5yZKTRsyUe0HmaJSz47wHIHDZvPILYilgmwHC0ZNwLLULX1XwaWo1hADJV1jIhuEawozbqO0352p61bvAbReEpoRW7qtYUfbPDlD+qHfH0cw63sK7j/GVimsrz33nvn3LA7B7sf97u6aNgf8qZ2HdY1Av8LR8D3meSncMutt0iWd/FHbx114bnn2a6Txwt0bmzwBc2UTYeFP5xuk2OrfgcIA5R5XOHZ1qAwUR1zqmDK2rLwE08rBvIsqdOwk8453JDR9QTA8gqbBw3/gIbtkWL0b3UTo1TlzNpslGgDqRCgmfLUHDvnzMesqiqMPDg/aFsiiMrtVwGiAFaeKrFUX0oKVSEh2FVw3irqLqCH4z0o7ETD5mf0X63Q1TpVUP5dmmW0cc3ijB1x1Pa21YTNbLUA9xBVVobKBKpVm3CRQNJygaX35YK6rc6niQCVbLYqfL75ct2pCs9GG614ImvvYNkdOIOGjTNs55ZE0P3QLGOwGtl2MvmdAgiy29rUAbTRnzIcQklYEDAkyaoDKg/6CWITUHeDL1VGXLOuc+R8MqOUnBt20rnz3WiaCUypYJDFB2wtVrWiT1WJgGarzRNoHy8a9ZmnP2hL5ixSYFeoQLnVZvYfJAOvRttCws7pryzUucrcCHopDuaqVHznxwdanyH9VB132OL3m8oIQIZx88QCmX+dLxXUUpkmzXtrmZ3z20cVOEr76S7gUBaTJturY8xPdMzhoA5o5/nYoHtXr0k2eK+RdsqXdlLVQ0F8qlh312AV6ibUKwAqVLuZeo2pt28CLNMrFgfkwBsenIZhVjjMA7w2NvgKd2mqUSSYAGxroA/rHqBDJKjFWbxFv99aYOO8gYPtqt/cY+OfeMPyq4ptXh8Z5Hx9ku0yvL8q8xon3acMLDuzwJMlAeA4F86Nqo1LNQDLfv/DWyDONwJBPiQciAXuvXUU2kSAhuarHsNcn2VddzWu0/oMmBD+DGqOSJKf06wznnxuiZxsPAGgn0nk8JWZaR3LBKB7+LDedvV1N9llV34wDXv0qFGGd0Oza5Z5RghQUxCrsatew3oX1G+v6kPD1mHRj5V5EP3JcfZmzLyKr3vhEpLkdusVYZIiztCI1jIABYzuMkdwngu0zzBp+Bx3PXewTEAPmE4sA9eDh8TE5Suid7PQ9hCoztfNL1SSab3WgiJ912pVm49a1Gxb/vB6JUgU6OPMnMCDeM1uoMX1rpFMYPwhE+y7Y/vaLD1DK+Xt8NwDM2zpba9YRVEmaSH5F0aD3HdezEgYFhhfeYs96MCY2uEinY7hOeHaoNJmx8CmceM7HcNneAcAug8A3rkufRbAvKBI3yUPhjq1U5v0o0Pt/zXXWokA7Bppb3Fqjn7ewV8OE7BIxPRWwof5iclW9ToAYoE9I/OomukLbKiu7ao/PCbjD1Uu6aHubJSQwvhK6eyeRMNOrKFwBk80bIC9zhI/Au91T/KAcdBaWa+Wc8d+dWfbX4wf5D2PTVlgU+Wqv/jp2Xb4FyfarnuPtubF1dYnmdZ5VZYEJcaGaZ121o3mWM/E5uFZZs/FI6Snnsva+ib79e8et/defdcGbz/Aekt7fdC+W6uNUrEaPNTabvr7BoFTKM2wvnohu/AnqoMOnK+xyxe4JenToGe3QIyk0kb13NZxK1fBNkp9xTVX2ANIbmPy58+379VRKXUarq9HJBrybVBhm/2xV5X9YauxdtnUqbbbhgZVuPGYyHd2UWZqFUFMh2aZ58OfLYG/HjrPheXFdvZPbrM8tUejfzTsLZ4bZn2r+jWz/sL6otpaqx7URytB8bkv7qTkR517KQTFOgy+uHLWxFrtdSQpWX/wH4AaXay9LueG7QZfqYeynt1/BJZ9rUsGX6xBbgCopCpMH36GZdcIuyHFTDmwrPFjvjBXmjSeJOYysOzMKu/FHG7Yvv/pfPmLt0X0KrYSiox7LgEeyQU99lYjJ/Ff//JusznvK4ESYNm3JH3ba4vu19j9Yxr239MT+3zx7ES8slYsHxe85j6QO+hJi781+Mr0hJ2P/ah/7wLLH3Xkut7XNQL/+SPwiYLli+UCmxl8dXbDpk0Fla5/BpYJ1qJ9C460HdRFNjQoTu7syKJLoI7Blza2TLMafXYFltGjuuYqwHJnzTJVAjY2N/jy9H7W87mD7uhuyPpHQGGRQM2zz8y1i8981Co7g+VE+YNe5y6r6nXrLq9u1pICH9fiZUFgOF1zfThOEzyhNQ5DHFxSSKcrYNZ7iPGchs3G5DRsNMsZJZHgEsrYP+uzjK4VU7DOgRqgj4DoCNtm3BBbW93g9ELoa54kSBpQFQhVKYnNn2AG4IBTZgdYjspyaEB1n7LKcjKFcbC8idP53wPLAHHoyAQ3mWa5lECkk8FXM8FUosJ6MEWrI3o1a3z8fBXUArRKVBUk009Amxl8pVKoBwudKWZhdBMVPK6vVBa3P351hS2a976NVFj3wKxldtpnx9u0Z+bZ28+94UFD/vgRNvjACXbQ4EKbKLfpqy551B5+4C1V+ESbFgg87jv72aRdR9pq6burZIriY+WBioIb2ooQqJDcEbDBTKuyd7HNnb/SLvnN/TJgafaKOoZkkYRhjgQNm8/gXKmiFQosM1+hajbLuXaDqkmtu420iw7cygrKy1XlabXBYkJcVdnfzh+s9j+1DXbLioW2pejabQoq6/UcQMMmseSUev1H9QlX+EBRkTSiu1NR0oDjRk41kypNR/s2qj+J2aBAdI3u/yBVue8c3N9OGz/R2u962jb73mXW9/g97Nj9R9tQRXk9dG48+xkN36udAua495IH8wDS3dAxDkpgWXEY3x8GXwTTWSU8qqjeOkz31vu3J+MZ76FNn+1OFHsSFugZoWE7WNYx0Ys7A67x3TGnQUehaaYLHAZfzOeoLNNnuY9dLhr2RR+Chj1u3Gi76sqLrFXj74ZhXs0JSjlfswa9oQeo4YrrvU11hiQDI+lE5U33h2ePQNzBcmoL5a2jQtfsLbikKQ+GBi2CwuSIFmshiyCgb3FQEmA5wE2hmCVoK729VFonPXmRxpb745R8aPE6r0bo65oLsHbalciavOenrP2xmTb52FMtTwkBJnibKLrN0qvmyduhdM16Wy+GzZFn/5ftN6BMc0+JGn33Yfe9Zd0uf8rKfS0NXSwmUvm+TroY04PxWPOo/OFzAbDamGKN3pekF2snYNkBhVO1YdOEIzaO2UHDTmunfgcYLRIbpOn9Nfb6dw+1Px+5rVW+v9q691byy233037AdfIcMs80pkUa1Hd791J/2TVWTGujBep20FRnj2uevvnnV61ScxWwUkz1VNfFPXVzM+99noHuQD7hR8H9w+kfTXcYfHmnA3pD673qZm/VPcqsWM/OcT84wPaUqdo6gbbi8jI7/t45tvTih2yInKOb9PPMo3a3L20z2E4aIMdy7YH+PKUuEB1guTOI5PwEkgTIJIuW43mx7fnIHNviqqetmwwdf/WdSTZ2UJXLjNaJXYKbfKtKtgAyN6zCjCqBtjCMo/We9jpVpHkx30nekTDVMu/3xlksWeLQwV+AZRJZmb6WvZqfOZ5rWA9Y1iQcKrB8Qr/B9tCILe3Gp6cIhBfZCGm6PWGuNTVMPpNnhsYeE6tgQ3H/6NqgtVTnUd6/xKY8OMv+qKRGUY+eGgPGnbUwo7+ndoz6vGZdw5Dh/exnvzlE/ZljjcwMvugq4CVpTbUafXZvfRe9zXmxlmQ0bK8sZ27Y6Zn1e6PrKsIzIKss63lq1COEyWTW1oskWPgKBDAHTNMhwgsB5FEdUMd4OUNOxyDzYe0iTon4J4Fup2GH5IyELc8c7CY8HiJJQceAcObnPcg9OM8Hn5hlT9473cq0eOIs7y0t3Vslz2a8d+8HGnzFiESrpc564ux33JsMMGfHfhzg3FVZzkax68+uEegagX/XCHyiYPl3Z5xnu0wcq01LbthaaAEs7r4qt2tf1EWv9iwpgWHaZJyCpQCPSh96OqjRADKCNd9A9M5qN6LAACmCGChQLPD0yGXvgtoagXBUo8N5Mpxg+UzoyADEoClGNdL1sx5wJt0fNEWMw/RmDDhKFdn+ZUWj/fGnf7ZhqkA0s8AT1ACE/TzCTZrNst3dpUN/5iZgaPFSsMR1U0Vg6yN77UpPBUj8DsMXzt/Na9Di6ZgIqIImiWYZSrXvkSm4xMwrDL3YYKO9TKbNY2yaFDgW67tdu4t5l7RwjeLLfe/nn7aJO29pNTUNoQlO7UYInmLMBSQ1nhAXW1RxZoP2ypXru0NHRqU+NtYOsLyxG/bGlfpNwXIkS5KLaCew/I/dsDsCrnBDTm7YbvCVJUuiWh2V5aDFERy4HkuVOEAYGfh6AYVmBdDufs0nSWN71/Jme+RXt6uXdp1VrG+06hGDrW3kIOvzrIx+FPTNOGKy/fWwHayyWA7ooh5ecvETNuu5Rd52qnRkfzv1tMNNMbKy+hEQhsu65n2igDtlPpnNQfetl0v8SWc+aPae6G2iK+IdG0FItIkKA5NmD2byVf5rF1hubVnvBm0lonyuXl5vR6qifPi39rLWmjqvXLYqmBmsk7i830C7eMZqy/vULpqUNfbGzOm2UpWjBnSqev7odx4aYEAT1d2gC3qVWM8gFdhww1YVTvOjThTBSoGx7ipXYn5HMFii4Jngq1VAr4fm0ZW9+9sVaufhUZychdtfm2UPNi2zQWIyiMUpoNms51jPhlPAo73LOlUuqX5m1R+v2rhjfnLDVoXE2ScpoRKU+jCqogLkzz/z1ZMlkegCLJMs6yU37DC8ikoPOuisxzdzpLFBc7xXxLtZ9QUgmwWLkVBBqhHVFz6b66bP8hVyw77okqv9Xv0zGvZOY7axP11+ga2WlqRWzxBk60iKBJDKGXxBw3aqbzL4crAc7JU66RZLRMNmOjgQxuBL5wINOzMBc61x5iqu++OGa/oOzMmckaP/EZxvpFlOBl9Z6yiuJSj53PcYEzes0voLG4D2Xr4WqNrfA8Cj6Hz3MWqX13+gtcvt3F6eaTawj9mUWTZKvcMrpMl94SsHmMmE6Y5++dZfjI08JUvy5Sg9/7VF9usrXrAedTXaG0hysRZo7PGhQMvLDkEFWJU+wHIkETkmDL6gyZJWcBo2oFJrYNsmbtjR5qjD4Ctzm2ZMN2hdrFGLwDHb9Lf9v7GHbaX+6IWN6lucKpw8GaHfjr2K56JNz9dCPV/HqXdy/wemqZ2RqLWae8VKWBbpbAqUcGtQdZztLS85g7POu+FYMvOKCvWmYJm+wbpO+RH4+g2jwg21mOJiYlT0sG9/f38brvZI+TJX4naWay7/5q5Z9votL1ol4yPX5nfUm3bl1d+zmSXr5S4NQyJaJmJa50PM3uMV15QkcgaVqMYyIJTM2parvcHBpRU2+fS7baHahp1+/GTbeuKWtoa5Ko1viZJsRVD2NYeh+bqEBHfnjFaMhEbra+yxmBgidSHRmbHCAG1K2EAZjgnmgDravMV8z9YjdLp+CMlQSTXaxRTop+d7554Do1We6DF5/frZ1OkvWp3mE20Ame+e+HHgi69GUJjpL4/wab0SDnzFoD7Fdv+z8+3GS562njIqwwci9l3NN6r++qEA3wqdX6PeM3BoP/vhL/b3hBZzBwDrlWXtkSQ9PemXxjTzFYA+DUOGjhG8ALk8k7Bz0KDD/uBZI7aAYRTxUEiOPHmY0bl1DGAa1ox/DjGTxtUlF6k6634c+hn5EOfo/Zph1rhshguLxA9JOWfWAIRhgunF/ufyIJIdJAszXTOxjNar5XIYP+fMB6x55VqX7xBP4DTfjeqyPmjah6RhZ7ToGA0SoNLbKy4sV4L3k6RGx7rRQcOeN2+e7bjjjnbYYYfZQQcfZMOGDvPWU9zrjwPI+Z6uynJ2N7v+7BqB/3sj8ImC5XPOUp/lSQGWqRqyyXjVKFEs6Z8sw9ygWALCPHBPbYFSII9xhgfCtOtImyAbkfcVzCig9NnVYu8GX9oD3OnYwVIYKGW0YYLCMLigUhrGSuhYoTpy4d7z16sqYRayXoAQKlU3bXg99IvX3l5t5/z+CavY0KTqSWxw9Dp2jROg1X1ctVmjq1MFMKsSYBqCPs53cAfP0BWjNygmRe0KwHCPhUoYetTQ1LnTddLmhXFZmHUB9gm0oSRyDN/vizdVFl0L+lmOr1f/Y32qggsFMaoaNMhoTRhQG3SBHXfKITZ5ZD8BY+nNyFTnnMMJTpLBE1TdVFn2nrSJGhqGXuFInnPDVtBDQA6A7tAsR1sobqVTob3lBoC1w/SkpUVU6GSy5sAn9eLOqPoEBuGGnrXBYFPP3JAzsBy05hJo2DpfN0VCr+aa5RirJgVTBAZQqTcoml2rNkt9VWFn7jUoIDr/odl2xwtLbLuaNda9ula0ep235qKmqIJgVegVSO/166PsUFWUi3XdJ98x3Wqueszqdxxl5eLz/uTYXWzrHYdr/jY7bT0zpPLrFlCngs3fCcI3SCe3RNWhq89/yFYsWKne3ugaMW9joIJ2jcEbdEeciSsqy+yduSsVZOXbmLF9dG0ttkIAu6a8yr79P3vbQdsOkG4PbT/u8nk2TO1bTqnqb3dUDJEpk4LLVe/bjBmv2FpVEesBSHr+cI7uoGEHiOoAy7jLA5YDKOD0WqCJ07NnkS1UkNpTzwcBWh+NS6uO6y90entZpZ2y/WT15p1n51avsh8P38qunDXbJrXVi9aKZjMBbCVgPJjOgeVkLuaBe35QHFN7OZ4DGdB2AsuRUXNmQTrfoI0nN3w3JOOZDKMsEkBUVmLtUUWdJIPPz0io4BhN//aoKmmYRIkOh/cInOlJm/kadFSWAyz/8Zob7JLLPxgsK1KzvL/cbU/PE5DUM9KoyB3zrrxU8fm7YDkxHpyVyvUpYKZqTgKLMXGwrIcqY1t4ZdmN0kj0pcryRmDZI8gwn9IxVNcAEBi7FWqeu8FXLCGhFwUg6ntY4kicFYqaPJDjNTDrvbIc4KZCBndvyun5XVUdT9hxJ5Wx1ZOelyZM+7LVUF8sb/Mhduq8abbP3EXWKGfHMnTl+q4Sobc/vddg9174oJXPXmQNYrF0617iaxfKcy4ULIB2F2YMilQqzi0JLLvGRf8evXy1pnmiMZg84YadPUvkbjLJBhpq3V/GQuvrLj/Yzw7fabBtJiC5XM8tOlfWGQCGuwPnwHIAzSJ9/k8XNdl7J99g8pRSr1lVdL3bAG7KmkOsld6aj7kcfhQ+HDiBC1D7z4AQet3rRS9ovwbWbkAINHHeyxz2Tgdar7R3bjuqvx3/y8NEA25yIIXhVrkquGeICfPcZU9Yv236WS9pgF8aPcxOkCv1YSVi1sickL3BTStdh+9f5e+l1zrO6TBUivTt09uKHYztpP7Hi8U+uEKtDuc+OsuGbd3b6g6dpJ7RfeyQQb3sFKuzFVpjGb+mJqjs0T6OfZR9FW8GvsuroDpGDHdfCzNnd67ZneypGrMP62eAHc8rie3MATp6CwPqYn1fW6f9l/ut5Nynt5tkR789x/4kUJ83sJ898epz2ovldaE9C1BZpjXeDav04OAH0EuSApI+zuhRpRlNtLY/u/iiJ+2t6UvU31lsBkzmUkUfhhcPSJjIkQRuts8eOcmO+OIOSkY2+7ro7uG0QNQ65cAM0zTtN1TQHWgrVuAYryxzDP9hwkeiwI0UQ8oSxYNUWWYsMAHT8+X7FqwEaODevSDreQ+bKPosh2bZ0+hOn+6lRCZrgydnlNilkh1V9UjQVcNgQT6gcWeO+RqppK6zhTzXHt4IHb4e0bVhxap1ds75j1jzsmpvaRhGpD6T9H+Kid69/wMrywB/Ksq//e1vbb/99lNLw+H+J0D25JNPtlNOOSUlB+K54PVxgOzfqyxfffXVSgSU5YD5x/n87By7wHLudnX9pWsE/s+NwCcKlqFhb6xZVnBGtjXrofr3NMss/KIcsrWzyQFgg2KdjKO0Tmeg1hdVr4RBw06toxJY9mC5EwCkugfghlLI5xJwAqTCcCMCmahysdELiOrzltSLcqTgvpcqIqvKe1r1X2fY5aerx3I5oDSBWioA1Dhg+hH0OPCmnyE12di8cmDZpxOVjqgi0SM3mFNQbBVkJSMbKiJQEv8GLOtz6TmKZpXAjEoMx/A5/t3JyGZDa4NXuCdM3tKmLlxnvbYbbL/44gSbI4fSRc35Nnqs2h4NUHshXQP6XjFEk9FVbKw1GnNvoeSUVbLtcQwmVa0E4xq/NTX0iIwqnGeqaUWh7/S2OAAhGfysh/bp2rioink1UuOZgWUqD5hHAZbdiEmbMMCAoAfjIcaFNhkdrcPiefSEirfTCAMY1wArOKaySACB+U6TsjBVmkct+o5uCvDumLXGHpj9nlWsWqt+qWoRM2mMndS7yAap9dIPZFo0+Ox7rPeaBtuADldBAeO5QqZEg/UdB++/lZUKjE4cP1QJlGZ7fGClXXD3dLN3V5ptMdiumDzYRqrS2ajgEcowyQc0wJl7My3TCCp5QRV/b/5qu/Sml231ohVWqrntoIAWJhi+kbX3Mde1qR1Kvgb+U5/ZVrR0BTpFJTZpwmB7V0hn4aJqGVaV2aghPa2H9ICaGq4jBCyPkBbz+r797dLtt6dHju36xht2xvKlVq8kAQZOVESizRJXSYUjacv5iXuQ3OVDA6zbq+Ds5LJ+9lnp8E8du7UQRZW1z5xrzy6aYw0C4NNKyu2ne+xq7QsW2mszXxcoL/SEBWCsQO3HMLYj8KtRr88SVW6ptjAnCOTWk6DyORIJr3DMz+ZIsE9o14aONjee3joq0dQ1XlSeMidcqLgdyTKukQRZVIS7a7KSUAMsQpXluyurQrPuJmCa03yu6wP1X9aTljXCK7iaW2trm23YkEq77sab7cprrvF7+o8qy55O22dfy3vicaGxJXbv0y9JRy4TNAWoDVCHNcuqmctU/ghAqbRBw9YaUiawAFBnTGpkNMVzxX0DJHqiT4cT2AaI7zD48ipoAvrcA9fke6UladPdyC2SV9z3rLLFvzMf1qxus959or+WAwyNNZrlw0dvbVcvfteGy925TqZH5ZWFtjd02EXv2oD319oazdU35AL/RlGRjVEC7tmiUnti51F28ovT7fC1K2ye1rNi1nGt/8y6JlGYSyWkeXzJarvkmfl2oKjEC55ZoJ69Yk6QTAP28lwI9BUJVAahGhMwkkp6TjyPQ2U5Pg8jRNYLAEOzG2pxTCRBAKd8njN3dFGtahY7eZ8x9iUluDYIZKK4xEQOBkck5Txd5c9BOT87bhMI1zxcrx8uuV8sjUdmebW9Ve2v0FlnYT40Vf6OBj1WZc5ZADJpsZ2NhNO9zr87lW/fJACeqfoM6OYY31e0lmgsmvdUr+7PjrVa7RvOJiCZq7F8V3SNs356l+35mTH2lQPHqXe5rnJlnZVVFflnZF0LSpWIUPHVX5FIjD69tFoarCrbqC3HWl6fSjv73BvtmrumWrP+3vNtrW2qNrdJxpGnBXXmxd83ExB/Ze5MJRLFUEka3OgbHPpQWlkhoemGzErfj89Fq9afLNHp7A3vz5763XOvdEzOtyKnWQ4/BAC1JzoF6uhMcOBksVaUUDtv7iz74dgdbcyCuXbL+4ttPeuaJ8OiLWWwNgQQNb9JKGXGisgZCrQGdG9rstNPvtuWLq9T32wxelQlzRJmba5ZDho239+g5323L+xqXzt2J3cCZ2/gu7JkoieGXbPckjTLAfRCs5zAMse44WXQwnnPP9Ysb5o81jkLcPNZngh0sNxh8JXR32GBdXOfj2DrNeeYVTGf8B5wxp7OjfnsUiVlgqtSl4Fg7GTJwvSsaYK8I5O6q39zt9aBBl/Do4d5cqPXd01b+ICeU2aS2TnnnGM/+tGPtB+v1z4nOYPmRKuYSLjFPvjQg3bwQQfbDTfeYLOVRD377LNt2LBhtmjRInvqqadsr73EjtKxWauojwtmN9Us33DDDdp32JfCbDSKEl69+MivLrD8kYeu641dI/AfPwKfKFjG2GYjsCwNKxTQAEsKEHB2zBl8eZrUA7ieqS9sZnjjWiQolgQ+uYxocpXMqkYc06myHNSuCCYDqNFDVwFTp+pMBpZdr0fASSVBGfdSlRh2GKNKSa8K3zjblymLM5oAACAASURBVIkme8b1tv0Lb1mLsvvFouFmdKuMOkgw5fQ+r+4ScAe1KwIUDHw21iwT63n1IVzAcprlyHAnV85Mv8d2ByVRgWGxAFXQsJWRV/UBIEA9my+nykLFadCQMttszzF2/KHb2jNqWzVGQINKBAC9AYMnAifPDlOdJsPcSbup78qZgeSq5wrQ/Zjk9qnvIpsdPWkjQM3AMu25orJMUgO6bDidR2U5gqnuKVmyadXY75Pr3gAGZPgBgOEiGppVv8wOAxiCqZQsYSMHiLrWUoD1HTcTEzjtWWq9da3fuu5Ve/8vUz34zZcwrF0Aq76HwnVt9E1KhPSprVX/X/WKVZUITLJBVYRp3znUbpw4xB1fZymo23Vdra1SoNm/aIO9KfrYsQvq7Wurq+3b43srQJGWTydDdYDrirHCzVzVUh8rqM/dbZ0q1Kf+7glb8fI866Ggtk3BNXPH+75SVWY+cC9FEV629WD7/ISBdvinRinQKfPxExbxYLxY97N6FS3ZoGiD7qKayhj1VSefHYZvrQB4gFOib531qmuWG5MRTmbeFZXluC9UM/wnxtNpzfHMuU5WwdkuW29vmzWssm/W1dqUkp520OIVNl4VmQrN1U8NGW7v9+pnU16fat30Hlc1KvtBtaeiE8WaYJV5QCIm9LiYyGQtjwKwUlWCSulOsx4oAy4yEMMJB20ceiVUTzcAElWYigmV8FxlGSYE3+1JmEi6Ie3AyIgHk4RKo+5lT1G1OQ+CyFoB1VJ6sXsCKIFlXUcPbxXEGrHBqeTDh6NZvkE07A82+LJR21qeqvo8dO1vLbCLFs6xobqHQzUH1wrBrENLjVEez1GipbqWHiDskgecvJOEgLVL8xu6PeeMwRdJpli7Oo0jNGxVsZkLWeWPabVW45Rz+/eqVWod5ZX+jGYe/b954QMAWIZZ8+kdd3Zq/cPTXrQGjcHhuwq49Oxp98943vJrNA/1eX3RqnoSDyaH5jzJKhJeqijXq/88xmnheoxURvdA4/2OjPKuvuJpqxw31N67eaoVLwekkdAgIZDa5eHm76CSqjHBetCwg2LNPUfXTPIzgVp/lgiGowc9hor0scXgK18B+VrpAI754cG2/3gZzmkASbTCLglZTjKb1PfDRnCNt6/VrHFo7ovsoqfn2CuXPm79VOkM2jUrcrTi8Yqwz8usWhn90Gn55zXkHA2bYxJY1nW04cJM3+dkXOZgGalNu1gkB+5o53xhgg2Q+VaZzPowY8NbCkO/Y8553PbZeYj9QG2jagRs9ChHCyMSLSSodK/KvLLM8xQ0bEz+ypXwZbwKdJ1z9d2Xq8/0mqsftebX37VKJRSbCqWTVsK3TXO0bG2tPXPAbpZ37tds+usvW61+1+ryiE5AOCVfWN/z9fwCQ9A1kzzszAoCLPfUc0nl1w38/JhgDnUYfAVYZj1wkzata8/LNPPHu+1it7/6ovXR/ryPWCznvDXD9qtdY7UyVmxgbdG3dkgcVFl26VWYFrJv4AewQd87S5rz+++caqtveFrnWqp/zzTLyKgCLHtbR+6nEkM9BvSz08493EKVEs8Wz0tZ6mHeYfAln4okDSGO6VxZ5hhP8ufAMtVnree0bsMggvupBBJeCt4D2xNlUY1GkpKBZTTeJJmZl1F9hv2h74K94wWFqCwjccoqy9wNquwlSn7ynPIosaZiAkYCPHwogvnVU2sR88bTRdqbpotNd/2Z94n1wcVzz2HekEyI+OH1xX/5p5Vl6NYFev7/+7//2x5++GF7Q4nbLbfc0t87f/58rzJ/97vftV//+tc5YO370McAsptWlvfZZx+77rrrtHfKcO8TAMl+8jzxepioVu+0006fGADPPrvrz64R6BqB/3+PwCcKls//vcDyLuME0Bq8WlCTDHSygCnTPUV2OoI1gj42AjbS0CMGxRL9pAfCmE0pyM0C4XwFARiA0AIkqz5Hn92gmqXuPZ0MvoKS5ZVlgqOUWeW4eozDFOAVaTO+o6KPnTVegFlUO3tvlY3b7zvWY4V0oZXlqgipd6be26IMbnfcNMXDak9tn3C1ds1yJ7MW9GiYy8T6//fcsDuDZTYKNqXQ5rnZTVZlUdDnAYxvJmSZVbVTxSKjYddKe/b5r+5mh6q9B/1X26BjabMtg7qnADbchrV5KXDP+lESqBDUdLSZiCA66KhJK83nJM0yplU5d+mNNMtcGy1uOgEh7/2aqNAOlgGwqeUGwRQa22Tu4i0uElAHGHvhSPcpjFHC2bMDLHeqPCRwR/BFr9ASVT3ueWmRnfH0QuvbuN7G7zfWLpg42H57zUs27dHXrZdAmGIAFIaqmJA4ULVJn79BwUCbqu7cboJsHF1X6r7teuzudpMcYW1EX5s5uMAWrYYKqYN0vrPUX3aYNF0l0j4WAtQVPxBgcL9KNKcJJpuVkXdNsNqN1ervV170mL01Z631cg1ap/6xgACCe4I0KmqaV00C7PufeKAds+sWtn5FrfchLfceqqE1JNgKp1QqOXoOdB/zdD+LNea7jdneJr6/1L4u06It5DhckrTb6JGhCQJI3TCLyrJ+V6FKE61tkChQffbKCdVnTVpc0tsVNPZU9TxfSQEKGO/JSbpKwLIZV2Adm6+KY4PErcUYmWkgYFisF0Ai8cV9pWINA4Axytgc0Wc7+iFH8knvoaotMMk5EitHBSu7/0GvpFLv80H/dQbCVK35HEyF6mFLJJYIvgM1qvwU6Vq4Txt4XvU8NCghUSbNclQkVX321lEdBjedNctRWaZC3SIadl9plq+ziy/9YBp2ieZZw7fPsLyzvgW6jdW/ZoVdPWe2jZawcCVjzz3E4MsBWUfrqADLURF2EO9gOfSGrJd4PaBddhMwD8Sj5zCfA8WcYzKwTIRMn3NMwHJ9lpNmedM+y+EHkHSVAiF6pL3X6qM9ym2furX2fHORfX/iDnatehHvXL/OFoiSi2lXUQrWWXdouwUtFX0mJBGAeoGuMRgNUdnP1z2ZNqSPXXjCTVY0Z4kVFvfQM4BcBTFLsA8yzTLviTWvyF22wwSMx1DmUUpQluDLkKjabqjlACkAKn4QAO9CGTm1qV3QUvWHO+SYvexb2/W1epybqSACgHQ4AAjQ5gmIJMvhixhTwMUGsSy69ymzE+9RhfWaJ629rKfOmV7RyU05dTpA0xmJT4EX9UPvcMMmiYE5Ib4cqWUR3CSX6ggpce1cNwlXfaeuzs+5fNJI+/FRE6w37eZ0cgCo39UX2Avfvta+sOswO+6EA2z1inUOpCpkfBXyo1jvSwXG8t1lPwJ8ukf00rOctetr0JwuxZlfLtE3zl5ht577iPVZqypqofZIKrHLV9vLR+4nsPwNe00a4Qb9rkOznPmCpI4TDpZZAaX33QQs53wBvCtB8iTIgeVMXxt93zMpAKCpu+bSdI3E/5u4sxJ/02xztciY0l5s47XH9vBsWLjIs15klWV4J2vcWFG/1Hd5Ilb7UYUSi9cvrbPbT73HNlP3AU92swf4SshcSZVlpE2sP9rjy7Yaar8/aV93+OZFZZ7KLBrgnGeAEhCY3nmHexIHuPprroeZIfO0Q+bl/geJudBZs0zVGGPK0Cwnw0sc69GKJ4Mvkof1SiCzB3kyloSI6O/IKdjT2TTxeEC+Ahsn67OMvImkn5uK6sI8jiIBnqRVBCckKjMZivdy0HP1prTrZ93wvA18d5m1a28FLLue21kR3T4UWKay/IUvfEEygjV26623Kvnc1770pS/ZzTffrBZmlfa9733PTj311BxYjjUs42p8tIA5qyzTOioDy8V67kMX//HAeHZGXWD5o92brnd1jcD/hhH4RMHymaeda7vsPFbBncCyAr2aGpleaEHPmV54GwSoblk/wDDi8o2SzUvrJQG207ATbbRNdCycl6NqTAWKqop0Pa69iwDL+6w6oA69LCDVdX/udBugjMAnKgmRYSe4IOD0AE/H99NmcF++dFoTJph2QWufvcCK/+t022z+KvVnVFBVXmqDBpXbm7NXWr4qrIVE31Q6AMto5pIOyn+nQKg7fUAzih00bP3eabdUG/Rzi1OsOwy+WlvQUvGeCBwx74JiWqRNPMByVCO7U53Wb6C7HfGlybb3p0TZlWsoYxAacCrCQUNkHOiXW6TSWZFvrNAPU09Gp6zHWHXuocx96Kg+Z32Wk3OwgvWcYYjuE68cWNZnk8SIynIy2aJ9VwLLfA+btWvacJxN1LkakiUYwIAYM7CMpg0KeMqAcy+9F6zT9MINOSrLjGGe/f7ht2zqVc9aeXuDNQ+UvvSyY+zW61+0B+94SUFGia6T3tGAOjRx0XvVjdjcVCv0hlDVChTIrZSm+p1fHGW37THMNlcVebVAWJXABEU0rmEFGmtVwgk2u4k1USNK6g0vLbU10kM3qcd28VvvicJfZT3q66Q/bLTVK9dJM1cimMy87ugfGwF+ordpXtaINvdf393HDj1wpDXoHnkVVpWt6KGawDJBrr47aKsAJAVJGHxJs1wrnmeJwHqeqk1NKjW3ETBqTJnjObDMxPc5ggY4tcihUgugBiwDfrj/+n6C8B4KsJt0L3somGkSw6K+stQO3EEVxrWrbdrMGbZKLXd6qc0awaFXsASGXEfLs+yVHZzdZQbmDvRhyLMpWCZgIzBE1+zVFsCy3//QajrF0bWIGDuFaV0dRjlUVkB1PE5aU+izHjr85PysuYhumj7QHETyKCrL8fwTmjlYdhOcuLdugqPjypKekvOtEdV0hCrLl/0Rg68PriwX5JfbxPJd7dndRpsdtY/Zdqr4j91cgHmVvTbtBWdotArcADa5P57E4znyQDzr2drRI96fG1yGNXezdZNrJKmYJVIC/IWu2V21uSH6n99n3Q/+TuLMncepbEGNduoxTr/R5oxXtO3BDTsSkSVKlNTrjXU65yqvuAq86t/4boBwLlkpVmadqmR+75P2MjuGyj4txpBHiMdhz0sLefmv/2L9RI1d3yYgLABJwsafSCrQaJZdnsJUJVkalWWSSk4t0Gc062HNGR9S/cpVllkps+Sk1jyZ480cvZnt+emx9jW1hRu4ZW8HSCRa0W+yhJclYz7GiGtn/PheEraMaZPW2X5KOJx4+zRbcu8r0vyGg3es0+E9AY0+693L7zDrcpMyX7fZd2KCYd7o1wV4IVkm8OeZMpJlAm08MwDx96vK7Qdf2cVGjxqmXsh6BqRNyO9fbqde9oLN/dNz1m+zcvva8fvYqLGDVUEU24M1gvWJ/VPJF0hEJc74QRKkZwMadqcWiauqdS/wuajqYffdN8OeFDgq0LOMlKhAlcHhA3vZHXtNtrwTD7MXpz1ndWIYcP9yFeEkY3A3bM0ld4nWi1ZNGMJRJSZx490OkFkgs9nI1Coz8ItF1YGd9/qOxHaegPD+vQdbntpQnvb8C7bH2hprVPeAvIpia9JUpWi+DudmwHLmJE2CRsZ4UI/9M6gIK/FTpyr0PVc/ZXNemG/d5WpGRwG8Qjwhwh7g5mvIOkK3rq+23f/nQDt2235KVkITjnaWPIcksNx7Ic0Vb5PI5+gL3XvBwXJiWun3JCFJ8vHsYcZFrIPcqFjjkUkl+F2F65qzYoHWYsU4xQD1tK42ETOxJrkfQ7Cx3FXbWTOZZjkzTQtZT63AfLT680mo65axmva3Cje0S74umjvomllTaaVVoPt8+eXP2PPPzrGemt9c20b7lD73w9KwL7jgAjvhhBNs/Pjx8s+YYXf/+W6b+vJUO/PMM+2hhx6yAw888N9Kw77++uu9shymiTE/P+6rCyx/3BHsen/XCPznjsAnCpYvOf88mzx52436LEPBjv6EbDrhhpxzyyRgVQBHYMx6BhiCphk07AhqAVfR8zU0fQTlDrAVXKID4+WVZTQ7nfsse3Um0R312WReCb5D9xdgJHO0RO9bqmh6oTTLX95lV6EjGdfU19h+L8ywyufetOnPv2UjKkrsVz/6lD1y/0y76a7pVi5wxCJMqyk0y2HWRTyHFi5rHeX1kjB40YYMhZrAmOAKOiEGL3lonvV7HFOhGhI4OiXK6YYKnqBh6xh+T9CFZpmA9PPHTLRd9hjt7tboLh0HaSOvc60SwCL6r3b00M2qxqosO2Ur+mISzFWj3RRgJbFAIBca0AR8M8DiLIGk70zAIlp8BQMAejGtOjo0y9FyI/pTRrBBwqIZUCPXTr6HjbzGW4tE2xA2efRZ0Mp6aRP3gII5IuoqwZ6DZYIyT6jIrMbdR/OVwW6w88982NYur7Y1Ayts3wmb29zZy636rUVupgWhX2GgAzZ0g9mL+8L4ApSpDjRKr/bW5LH28x/ubUc0rLXlqmI1KzBppnewqqgTWxolJdC9IQlCxVqV2t/cof6xf54u0BhuxFQjWmSgky+qH8EcjqKtMvPyyp2b/sSYt6FZFgIn/u+lILBY9MBvfGcf6zewTAEn4D4qswRSHpDpE7yFSao4MpcadJ/KpNVeNqDcvrjtRPvMvNlWqfE9srHGqmS61IreDiCMBk7nkWsDpSCugooan6uTRMsLVT+j/tEuSObfNqBMz6qeiynllfZN6VW3WbXS3uo7xG5+4zWrFBUXENQDp2e//3G+YWhDIBvVH64XgyvuI8+cV7U9uA8dHz/7fUw9TNEsoyf1SrLP6ZhHTidmPAkE6bOua6Na7tRcgR4SajlAwHcLNEDVJqD0Y/RhuYSaJ2piHdmoF7u7YQM4o0LKd1PFGTa00q694SZRsa/xqfPP3LALuvWy7TY7yPIa6qyb3rt+swE2865fW96I3nbajNfU2qvVjmxeq1ZL3QVCum2s/XcQ0nFeJBw5e9pi4YrrNGxfbwAm0YueFYXnHPCHMzpgj3kYQDhooAx+xtoBtDAXyBC2aa0iqI4e5qkXsydXVHVk3sZSlFy1OwA17ynSWoHMgLlJ1YpkBRRPfwYA3W4aGONfJc1wvSbYkuoWu/aC+23hglVWrOpps/wL3LDQKZ46Hwd30Vc5UnHxM8aIrJEONDWf2iRPAVC7rln/a9PzxTEZpZlxYDUpECDEsOlbYmuMHff/sfcm8FmV1/b/DmROCCRhngVBRBEBRagIOE91qLZ1qF5ta6tWa9tbO2it7dWODrWOVes8VGurVltttVZFEFFBZZJRlHkKJJCBDCT5re/e5ySBYutV7ufzv/+b19urhDfve85znmGvvddae6CeLbIgge2kbzD+DewzsHJ4lUtj313OyYx5gyYV/aXzRMNet2qj/eLKp30tu9aYdQwrxL0nwuSRvZyx4kyow7zPARm3hUaXxBX3mpwR+nEkVKmqh866CT8KDTHO/It++Fl7fnRv2yJKbLakG5tKO1vR2jJ78LnFNucfCyxfBoN9BnezSy47Pllzen7axFyionnBXgoDxVkXugzMGd0gyntyQ+MVkNI+UiHnq9Ofmmf7/X6aNecXStO83Radf7RNPbiPHdJ5gGX06GJTVFmuw3FZ52fIIxKNMMyhNtRjvpPzdbuSjVCh3XQLXTPATnPO2yXpBfAjYevaes/WxnuYg3xGg36nq7oGjBosOcOIQfb0K/+wrjKOuyO32D7bUGmljeo7r+uhWh4GflFNJR29meQQfaDZeDWuzXp+T6qP+EM3PWMDlq21Zs1XT0q7U3kkpV2zzF6EF4gYZmuLOtv5l37aPj2kyLbCKtBnua+Ani0+Asxv38fa9FlOHfpz9N6UGh2ypFbNclplZxx8bfl+GG3iSBa3gGXdQ6pZdiCcgFyeX7RbFNtFjBFPgKfdQHw+t9KwWyrdSZKCZZO2A/TiQJKE9pZddBlxsKz7F8Xnmh//xZbOfd+yZRDa3KSzz2UQVJaRDPx7sJxWctExn3766fbss8/aCSecYH/84x9t9OjR1qdPH3vmmWciMZL8z5fJJwS0H9ZnuR0sJxtp+7/aR6B9BD7RCOxWsHz7rTfa2DH76JCo8WA2wFKr+2Paq5HDISJhgSUcI93pNjKr6Kuo9ERbKDKbUKyho7ZtC0WvUoBbCkajKkRA7RqV5CAvcGCRZJn1GdDtXCvlVa6EdqdgEh3XB8pCfl4mIlZY7NfVvHSevbd0ia0p7mJ//cN0W//BJrvoe8dalTLcDzw1y157Vn0IoU/TD1TAtmMLDRvDKWjY0a6gtdLBGR4BFHQmnKyjdRQZ9USz7BrW9BAPAEz10asGvEdVjXppUSdMGmwXXnq8bS6rSYx/2laTorLsVFMPvBtatYO6ZwIep2GnbtPJWDkdy2m5oRsGXAAanBpKhYCejAJG4RysIF9g2gOI1A1bAWroUVtpetDgQrOcVEJxQnWDL1WNdR2AzdSIxBPgAFYFOKF7S1rg6OdbWlodERBi1ETlWq0yVKHbUl5pv/rpX23lqkoHE5kKzKsAm4WFVqyAvlJvrNPPMrfWWVauqic5BN2RvKlXEJudRXCpIFjoMPeI/e3QLx9uk63ackWJphlYo+57aWmBfWNrhr1Q3GR/mbXWZv7pTbVMabbZJcVW+PZyAUrowQ49PfBy6hoGP/6sof8rGNJ1o4tLzc+qavXcBb6pqF7+y8+q4tnJAWbKwmCuVktnnTq8p+2QwiU5qH51WjtLMvLsm4cfosm8xf4kyuLJB06w5soqe23Om1Yh4F6rseuY0LAJ9Hi5Btipt1FxrFRAGbpmJUr0sxxVkTKq62163+42S9WGJ3r0tIz8Tvbs7BlqD8RkbLZNouJyfySkvILl4D4o1qlvAEE6QDpcnCM45Ltpp+LUO80rd0OnspyY1dBOJQXL/A6fHdXPSLA4IAAsux42TMtChgENu9WzANCQrTdn8x79JnNtm97jTuweyEfbJGefJDp8rzZitpUaaVFZ1vrp36/E7rn/QfvNnf8eLGd26Gz79D0OgqcC/2zLEb21sm+RLXvgcstQT1z1ILPmNatthADPnTIBW00iRd9ToIRCSqFkvqM7xa8A8IB5D/eQJvoYEzoNkBzgv7kX3N+pLBeg7Sag11/4e0hEshcoyGbsAcuAl2QquG9DoeibvABSVZoL3pfbW/LE2dKSrGCGp3t0Ml/4flp3wRpJ2wEFeNB36T1dtL4O6TfYvr12o8268glbv2KtAAWUIKr9GAa2dgAAwONOnC3adVSRwyyLJFMHzBF96qlKpr0TA60Ap1TW0vckZlm0ndL/WIMAuC7SGmf16GHjj9nb9utRYP36F1u59ipAG+Pj5wHrVp9TXV5uDdon9uhTZE1iafyoLtdKn55qC1+Yrz70Sp7VY54FyKOXPb3Lmf9UlgNQsSrQLHs1nMHzynLo7Z0VlIxpg7thQ8MGdKPVls5Y761urLf9jhpuV6q91VOLK+yOv75jK0cNsWEzF9jC4q5q0TXXmkWRLTpjgv3svEOscf1W61Ss8dQlITPdgpZXg+JMhWRtsF7COT3mPQ75JD636c8X3/yy5by+xJpyRZ8Sxb7gmP1twrdOsGv22tcuWjjPLixfbxXSLNNGCyMpXJhTgzwo37R4dL8BEp24O5PoTM6W0ODSug5acarTbdUsB1gO0O1gWdcGg0dcLjtuXzG8ZFw5b+5MW6Gz+bgDJtj3Fs61MzeXuYaaSjf7hCeGfT1j8KXr09r1pKrmV6Xa81300EzLf2KaejTn630wsmTwRZIiAcvblRDlBdW4YVutdRk3zL75pYnWW/sEvaL5XLTrzCw/6xwsay1pTItbJEewEDQf9XNat4WZYRpfRPU3ACyaZTGASFyS5koYIlFZTjXLSWXZDb6C5YPpJUkvjNHCLVwJCAfLsf+RrHKw7BTrSFLgH4IPCL4OzINoBwl1XL2zkR3oftIWh6yhbJnXrZAR5U+VFOqg9mWeTUT/T1LHu5Cw3j6aG3aqE3YNeKJhxsyrrKzMevbs6dfc9j27Q1fcDpZjr25/tY9A+wj8z4zAbgXLd/7mRjvwALWOqgywXE3/1iQQZkOOPrscpompigdiQQP0apQHYju6YXvVSAdRGoTzOfSSLKTnq8fPaVuE5LDwgCDa93hlOdimomBq49fh01mHKSY0mKaIKSvdVkcrUZV432H7m/UdCJqMhpVrVtiM2W/5gfvyX2ba7+6bbhepQjHxqP3tlRdm2z23vKiqlIInBXgYfIVmmdoolGj0aGEA5gdOS59lKhhUIFPNchJgAYTb0rB1nWjzyCcQMLsjNbGGQFflpi326dPG2GnnTbat5dv8PU699Mg2dK1u2MO1uHMw9CqZTSXawQ/TLBMIQJvzYErPgEHDvMtbfHHQJ/rzFrDs2XaC/DjUI5O+qz7LYfDG53FYt7YWifMYKuzOmuVGqNq6B77bg3UqIbTf8epM0LDRfFK1uuO3r9jrz84TjU9u33qOtUKbXRS9r5ducMJZ4+zLY3vbL7Z1tH+IfrfH/apSfLDKmsP221vOQIXnOdXKiKvzieNtmIyH9ilVy5I9SqwKB1GAekm2nGcVfAuEXnLb61Yxba4pd+Oa344SPUORpa8qtPlIjkCxbq0a0RaMhEMkRxRUVikoG7GnNezV3cbVbbMzzjnY5zjPsGU8oTUrSPNKbRIAkfhINcuMZ7OewWLNz3MH9bPXVrxvpdLkPZbR2daX5tmXyzfZNgFQKMulCnSgS27Sw0OaB40vpWHzvAGsAMYszYEuCm6eU5sW9aKxb0+eIN75Ont56QLbIPbBYLWowWHbNbIJDd/bt6XPvyVZEgBum/cQDs1yCqjD2T4Byx5M44YusKzr44WzuAfcSeDHxAkTwKjOx/Nv2xc6ZZ+QUAuduwNqaNi632zRNB0sE1BqD4jWUcncQybQps8yzyBD6zkfhgrVWY1VhdgGA/qXfmSDryyB5ZEDjtZ31OszVA3SPM3XRrO9W2ebecNFlnGwfBHysAfX/y1bYHPmv2vr1Z7LHbjTtYb2UvhnqwLYIl0H18U1Mwahf4xn1qr9DrBMwiIfmYnTV/65z7IDFwXr4U4e+2K0jgIwtNJA0UoXuhspwwAAIABJREFUKFh3EKl/WKNhCBd7tPtKEIi7eVfS51oMB3php1RyTIi6aS8cvf9IofAu1vyVX9rIqQssU27p/pBgsGj9ASBDawx+RrPMmkz0vzt7ObBv633sp7m+3qJDwc40bDTLIbmIz2Gvr65DtqOElaqrh3/vRDt59ADXUGfKAXq76LbZoui+NuV9+92d/7BaPZ9zLjvWls9ZZ09q3y/UJeMvwMuN+drQsFO5TFsadr2vf1Xi+IWEht2kC/U9wbc0XIZz9Dnwe2lBhc6Zz0Vasc1GjtvTvn/FifanFxbb/b96Rkm/DFsjwHj2sSNt+OH72EUrK+ymPvk2vGuhbdb8LJYJmCdavLKM8ZVaKjnjI1hXaRKrnv1FF/BoZicbr3aIxeoVdNNNL9iyN5fJqE/JOs3ZQoHG8i4FNve4yZZxwVE2bclsv286MmA+1cVlNmmySSaaOt9Tg68w78L9OjGG1KFV3QKWww8BQ0SO2LQvPeNS6TKL8FAg8fiiWpJ9a8xEtaV7z95bPMdmyWjgtBEH2M8XzbXjtsjgS2C5SeCPhG2X5N45Hzdrr+sscMh/cz5s2FJn18g9vKpiq6r2sX9s3y6wvHNlWT8nuQFNee1Zk+yhyUOsWOOX6pGjspwm0WJfoLIMpbmVPi2mg6YxngH8vVeNYX8k7aVIYLAmgtkR8U7q4UCVHwDryUOddTCxKDLw/PDXcGBOsSDZt2BtkIDgs2CB0eoPsJy2g3SGnrOFogUVc46+z+l7SBwym711FAZf+lOOjDHv/uMsm6o2YiXdMKIMpgbtKn2NukFohs1b8ZTejZ/8rt2w2Q/S1lHQr2+66SabMmWKXXHFFbreLIH3PPvMyZ/x9+yO3sd+IcxPl7B0sMWLF9uhhx5q7TTsdGTa/90+Au0jsDtGYLeC5Zuuv8FGjxou2pc0yx5UQdUL8x5erTTs0BbzIrtZLDMkQJjrUaFhu2Y5cbqFEvpPTtfSOGHMkzhdR5WTAAGKXtAA0U9RGfX36HvQBhJcQf8Cg4V+Mg4Y+lxWa6M9EsDcvUcEssuX2FsL37V1CrxKdSA/p/YhHyxZJ51qnr23YIWVb6r0wLNe3wv4TQ2+uKdww4a2xJ92NPjy21Y1ggoKAMuDVh1KtI5q0cK1Acs5GHwpCmoUD7M6q9BqehTa5w8ZaOeeNtY2bar1wNgDbXTCOtAdCDn1kmoSQXWSYdZ4xqGJe3MrGIm2F1QaAixzzQQHXjV0sBzVmxQsO2jXD3Z0w24Dlp0BkGov22iWeQYEU06xbaWC8fxTGrYnVKDqp5l0wIN+z7WmaL+4AX12GeYqimBfXrTWrr/heRusAHGD+v8cPmmQ1X5KfZBVeZn/yjI77bLj7CC1vBGD0DLUhumnat+07OEpMqVSMKDn3yBae45XhDX3FERXZWTbgqJCO+ygfnbE5L2tmyoNNQLLTZUVNmSvHtZFgOf6H/7F3lu2TjTSuE9vHabnn6nn7XNaF7xd1DX0fxkEGf641fNaCaRmUQjzCrKtpKuCVbmXn/KFcapmqNLoVcCguYUuDuMwgq3WAIhnA1gOzTJJmajm8YB6KxGCZnmjMkMnjBxnR65cateuW+uV5cyKOvtDt1JbpWDo8vVrpUGF8aHEgOYMD5YAm0pTs8DPHpqPQ/vuYc0Dh9l5s2ba+i459i1VA7qIjree9mKsJ73fjbkQ92nkCvQzB8JcL5TCRNuavoegkHW483uchu2Mheg96pplvXdHsBx7BBXg1kp4AtaQajirAbCswFn0eNZyrH9o2KIz6v5y0vco8eEmgEl7OW/l4jTsaJkWztREualJVgS8mBTSZ/kO3LBv+/ea5Uz5Hozuf4z2GM0HdPKIC0QHzpR+fUtxka3q2tWqT59oGRee6vfWLEOaV5YssAyxJKgMU8Up2FijfXR/y+hcZHPlRrxGhR72rE4aR+ywY77sWC30/a3l2tnA/hksO+WdxIS7YQdgBnQzJjuA5WT/de3zLsAyvZhbNO4+/mFClDrCN5N4EU3/yN79rUrOsc13P23jL7nFqnt0U+VQ5X2fvUpaOlhOTQ3Zk9kX2yQe3aeBtZS+J64bCYu31AsidhuwTMWQvwfYKzmFoRbfpDc1KnmGCRfPd7PQyAkThtjAsUNEqe9qOSVFtviFd+yW66d43+ds0XG3ar3UqSJcrOeWBaB2rMyeEUaMqWY5wDJ7OclS3/D9enbULMdaQ7Psn6KLCtBNZVnzVX+uE1hGK95Utsk6nnOY3XvxJHtWpmLX3TfVxnXJtj2/frQdqb7nPdWDvR6XYyX3AJ5VmrMO2kgcaAkhhYEpk7IjYl1GYqWj0HgnDcYPn5hvq9QWcXufbmYyBGxeWabWiep5LelII2umosrmjtE5fseF9urq97w3H4lAklTuoZAmpLUfRWU5zLtcCqDzuqV1lFdTE30tOnkSG9rfaXnnZzVnn8YUxoNrxfV/eUKcs3IK7esHqIf7+pU2b9E8JZOy7Ygx4+2s95fYpUrebdLzw6eA/Y+EePRZJrGVJFU1DmiH166rsetUKW2QPh7KNvMllUg1w2QDPGO+hjeIStrlW7bZuAl72ufOnugJJbTt+AqwLzhYbpMY3Ly53rqq5Rrzy+UkAsLEIClzhTFyiQPyIcaLpADMDmfaUdfmYMDgtFnxT1TdYY+TnCX5AF079R5AhoR0hZdXqAHdCVuIpEC0eoze1enZ6+wb/QqV7JhvsUcWA+ZJDtAbmgS4xs811QKyN1z7vM2atkzAnOpzuMvvoFnWPbztraM+HCyj6+Uc++CDD2zvvffWWR5tpq655hp7/vnn7YUXXnBX7D322KMF4PL3u4uGjcFXW7DMc0hfn/Q72jXLLUPZ/h/tI/B/bgR2K1imz/LoUfsoKK0NgEUVif64/KNDB4olhilO04riQgC1RAsUmmUqy6rGtFCMwuAm2iKkwC2hBKPp44Ah8+s0qVaKJb1Kw7yHqmbqzBsuu6EzTvsgSmOqg7Snsuy/6dTN7hv/KXGLafuywF56Z76t1WHaWaa23XsW2+/ummoP3Pe6dDcFroP1wePIddotgRmNS6hihYlIhE4EfKHHCnMugkJaVkTA53I5BchO3VaFxdtL8RkK+NjnCd7Q2hXLWbd0WD877CuT1Ae60fpLQyTzYe9L6vTMJPoNDSJj3sYwRJlqaHBxaDZanQ5W1zl7NQJdZmIG4kA49J8B3BR1cN2JOQlZ6KgsCyzpPQGEEodQN3hKK8sRQFCRos8qhiW8eP4qtYnylTx8/bGFEsxjAoRDZ9MLCn1gz2abv7JWz02fL1RTJKObbuurZbSz3a56Y6XNf/Zt67e23Gb17WNf+txI+9qnBlq1BrVMLtY96G+L07UChTc3Ndij09+32scUEEsvyb2jJc7KCiMe7hNNeJbmZ5MCuW0K2ivVS5bmpAVr11ufoT2c9r14yRbvc41mmICZYDkN3kORHoEwmkpem8uqbL+TxtqYfl1s5Xtrrd+g7nbkcSNss+j8xayDNuDTxzwJyKiEApahLAe1LuiK+aoUZFLd1ZyuVPBDP+hcfU615mFnVdRH9hpqGX262luzXrdKBVyFopKOHjLMMgTU5ktrvKljlqrNKa1Zmkx9Tpno3l10T4/26WE37DfO+s55x55ettRylSTaIhC+He27KliAtbSHaU1aWXbNepIsoc92ErizhqEvRjInqYjqfejNd64sK05TEMnE0v7graPS1mExnuGYH4AjKL4Nia9BJNQCrCUmRhorvtsNpvRMW8FyBL1p9SXtO0xlmaASIyQ+g7HurPtsoLKsz8bga0C/UvvtvQ/arbf/e7Cc3bFQleVjfc02IdGgzieQRsIri+SKAHqG1tXME7XP6J4zfvBFe+7dmTZwe623NcrRe4b01/MatKc1q+3UVAGGjgAgrVuc/KWEdpCB2zSUSjYQ1po7ZtP2KqGl8kwIqr3TANPbGQRJ6yi03krysILdaRzZBtsQ76GypfUOEwHnbV4tlWU9H9pxsWejk27pWOA07PguknbubCv6+af2O1C61+7WfPNjduCvHld7IgGyjmrjRtWXxBg+DboGWiq5xpTKskBtdtqGj8qWKoEkFd2Nl90ACYvr/aHGAtJEx02oorSBC0DL57JXqbpP0hDHYNg/XsXW9yn5Q7WuXj4GPUd0swqBxk6vzLMqrVuADJ+Z4T26xBzS/KciHECYqmhKw45E3nbGkT2N60ni8tA1p5KbMJFin/UuBv450FsT6jh3xX1i8CUaVWXPQjtaNOyDDhysKvdrtnzWYus9qKud+plRqpzqHOhaZGPG9NHeECCE9cScZg0g44Ci6zTsZF16/3O9p7Q4y5YuWGvvSQbwtwdmqodwjZ5FJIlIlDVIkhK9oXU/2kcairvZxT85wUboZxUAcW1UGDi6LCQBy+6h4DKb5NyghzJ65FTqQIJPjBTOHijDnvjUGiMhWqzriXZXkuIIMKa6ZoawRH27f961u+2n7fdQJQ+26gtOHDPOvrh0kZ1Xtl593cXYoP8wfYOVaHcncMCyt5iLU7cgP9te+dsCu0vMI5+XZDJJZKINp7IMOOU4Aiw7a2ubDdDejA6cvtj6dU9KMi8DLGsfS92wvbKse0gMBWEEbFOCl70u5EOxH0YyPkwTuT43W2RtaQ9nDXNms5ao1u9KsxxnOoaGdCaI9/i52qJZTtqy0b1iB81y0LCjspyc+yQX3OBLum33RkiTjjiKB8i+4SfP2Oy566wE9l0SG7TVLHfQXJ+14l/3WU5p15dffrn94he/8ErvpZde6j4PtJMaOnSoA2d+xntxzvbjNyoLH+uV0rp3VVlO+yx/rA/e6ZfawfLuGMX2z2gfgf99I5Am3dgD2LMeefQRu+WWW+zVaa/qDIle7ukepuSov/wv2ORoQg/NZuRI0eySFzTssWNEw66uSai7QUPiYALUklWu06GeUiwJQLZW1kdAB1hyzVza8zVtHYXTa6qFjYBuqwLY/ISGze/huhtGQuHCyUHgYFkUzLT63FpZbtUso48mUAT31Op3Dhstcy9RwJqfmGLnblpp39m/j60X1blHz3x7c/p79pvrn5cBFUCQoIcdnkCIA5UqRlC1grqkANzbQCXv8QpTgGV+0Q2+MAVLdW7+O+GgTTaXz27U3xNMyINFwWqtHaZK8hdOPEBSuVqBFwU0+uxaJXihqbuBEueqPh1qlWuWkwRF0LowQ/Kvjp6oOlg9oCEI0j9Q1jFlgSrsYFlgmksvVFBfl1SyALVUnzP0ODHkAZRDH/QekTpoMQtL++wSCKQ9dKmEYhwGgNmizH1FeZUNHtRL40hChZ7E0ECjMuHZd2j4XK+ClUzR7ab/Y77d9tdl1qlLlq0XiOpz9sF2Td/O9sjM5faGKJOdFPFRX4Lu12Pynvbjr0xwp3B66EJPpJOI2PZ2zMtrzV6ebwesXu2OvgxzrYJukhERzNBnUp+lsVU4IbpymJ5QJc7K05xXFQfDk4wOea7f8k4X/jswCzD4obFRuGxDv20SJbpAVeTPnHmAdeteagMGd9d3hb52u9ZQ+UYFQAr0oN5FwicqQuEwTGUZzbLmp7tho9FWRRiwnBh8IXUtUfXujpKe6i3dwb6wcYNV6T3bBcIbpLEuVHUMOR4a1AJFhQSrdfTm0qtCgVQJTqn6nlWaGIWa46UaxUMPGuWVy2mzZtsqzdlOSlBlEFjpuWwVWKbNDv8drdgCDJCQIg4lGMUozFu8OYgJNgcBXlRkqADJgI6ECpRL5ojuwamAhTl6P2sYbV0YfMW8igAqpBrxuZm6aPoQo8fzHqv6nO2qfKlAn1SNoWBGYEoVHEDHl2F0RGWZtRFJIlrWNHmvduYnjrYkgACcjDn/5hqp6vTvW2z3P/iw3XnPPX49/9rgq7ON6CfNssAySRRmBHtBEvcmjvZKcKi9XpO09GsO298+/bWj5PSbaZuVlftjl1Kz3gNiR+Wmaivthb9Ps8P3HGynNtfaRWvWeAC9Xf10O5So3ZgH0BozWkfhM9CGhs24dVJA3xGA5kAYPSSVLf05CdbZH8LgC4o7cyzom8yz0JTSPisSHJ6Ac505GmJ6f5PQQlrBpeqZMVdZ/Ho2Oesr7fBDDrKMXj1t31HnW0e1UWtQjyHaJcU+GeZdfKYb33EFyD5haUjn7NgGCnOiR/YFyx4n0IYGmHZSfrAkVNFskoxJL/kmDBWBy266xRwK7bO33WNcAeb8FxIaSTeatClmKhGGtwCAmISlAyt9T/RrTvTSyee4wVdS1QYsu8Fji8s+e2w4entPAvejICOGi3MkCb06TlWd3/EKZ/hcZGh/aeqq1oTyXKjRxt8khkEhDdOK8+SsL7f9sjpRZFV1/e4RNlD7Sa0SFPTg9l7yei6cdVu1tlmjeHr42tA8Zi10755n33rwTVshr43upCj0jKCKk0xg/8J7A5YNL5IJ67M72wVXHmeH9++kRAMPhv0dYNfaGtD3ox36LCd+E943OLSzzLmchDLMmKZSnNTbwteh3uO0YiVoCrVQRwwcYhkl3e31t1+Lx6fXuAPly6DDbubb06Xj114GWG7DZmA/prewa5/1/hyxh+77+2J7/lfPuaFkMP8xW9uJhk2SAhOvrZV21In72xcvOtxWr9oaLdf8PAzPFJ4ZSX03nQQsK3FQ3IaS7sljEoOY8Pk8jZ7yQcOO+Me7QeihuKmcc6z5HNq7fRhYZuqG1hkZBGskqtgyqmONwRbTC7aW92LmekgWJglFPANyJeXwJHkClr11VJLQYl5wXchO6tQq8OrLnrQ1eH/kkcyPuYtUKZJMit0K89UN5HHdA1ytXdOwUwB89tlnu+v1pk2b7NRTT7V99tnHrrrqKu/BfNlll+3QOsqX5CcAy/x+29ZRVJbps0yMmhqO7Y7vaAfLsRbbX+0j8H9pBNqyU/BeACw/Cli+9daPD5bvuO3XAssjWsAygWa42AYg8KqRDm+cl6PnK4Ew1ahsP5RSYxiqdmlbkp01y3yOazdxOY5iU2LA0dH1N2nPTPTIheq76geVfqkVLHOYxYFXpfd01nsIu9BKXdZrgP21MssGnXaFlZ46zk7TwbJi5VYHsTPVeqJ8s+o6mQpm0KP5IY4BGdU2AqHWtkCuWf5v9ln+Zxq2xkjHfq6oetUClTWH7GtXHbev7Sm3ZDZtDsSWvsXuQhv0PmjYbTXLXmH7N5pl3kMlN4KDqNRzeAFyUho2VU2ntXOvgCUF51TC3H1XI4EbNq2D2mranOZFMKUY1JMrc9+1H1z9C3vgtzfrQBbNUVXRSnqAtumz7For2gLRPiM3y2699hmb+vdl1qU4AExjaSd758ixNkxGNwUyDQJgEvhup6qxTy87/8wD7cjR/W3Nyi326LQlqkA02Fa5yf5hwUbb+5lZVi8znDwFx/k6tGt1zU6F9JM0Alj+A0q1vzDeIVjwFi9RGeHZUnlijuKI667lCuCh0HsfUyG1Grmq52Zvt69deqzT+jasr1GAEUDXgZr+iZ6uBOc4eyuodK1hVPN5jq411HNo7VsNbU7zXo6u4ktad4HxRzqV2lWjRFdcudDmL1ssGna2kgYBhKFTpgY7GKxR4Q93cSUW9FwG5zbZ0H1HY8Vt/5jykuu4O6vimKl7qBDYqKF/q7MPIolFQoUKMc+/dY4EWHb3ZY0l99ASHGrZt2j9WuiLVLkAy1GBZA5XCw+u27DGBvXv7Z+LwVurZpk9IszlnIatv49gUQkgfX5UNlMaNms5gnSAA4E91ctWqnYkgVjvqQlO0LBJdEBFpL2cQBp9wAlMvToENVMGXwNK7M67HlTrqN/6tPh3YHk/0bDRLDdKWsEr+rrG/PFEGs75GkgHg6KHlJV2sTUj+pr955lmmzajW9GglFnGyZMQL4aDltaPOLeU5qTl/EALsNH+VrXeuiu7UK85twFGrzYyTO4cmHv1K9l/kz3QQYkuKUeaSd7EIbAFOjeUfL0wz4MNFPOl1WCPn/GeluqXkjhoVWkL6HNVy6Na84VWVqzRLN3XesXTnzlwvDXPW277X3CdaOhKHigN1TGpGvOsWW8Oax2cIpPRn5QF6iiwnILRFhq2JyOTNek07KBY8zle7aX9G0ks1iiVXH0W38WbgBR19DHWAHF+8PJWcnr5s6C0qKvju0iERk9nxid8I9CzamXr+ZEY0H7gCbaggHPN9HT26rPP1qBhs2/zO9xXq645EkK8q5HvSlpHkXT0yrL+I0v0fazDSAHWiz8DoGYRMu8lLLb1myvtlFP2sy9eeJjOo2q1N2q2UmnF/TzV17lLtN6LTIlr57xt1rxfoFu88YonrMuGzVbTUY7fmiBcs8NjASO+P7TicV5u2bzdLr38SDtg8jDtKZp3aJYTT4IwKYx1yTzooERcB/0sldCQZGsBy9qPwuAr1q/3Ym4jxUmdpEnoYvQHWN6fPW3zJpsnZsVm7UsddVETDprs837B8vesTImERs031mtK/W8Llrl/mBzfve4Fq3hjudaE1hk3xnqrV6cCN5ALrwrcsFmZTUpCnylTtcPF+tmwTh0mSAy2yJIiMRN+Eq2aZdqpwb5wE7Ckb7ezaJKzuBUsh8abM5Pn5CajLWA5/COYFel+nbphR8VUPeOVGPM9k5NO18xzyNa40IYqTZIjtwrvl9gjOdM5w70FFXGK09YTQzvmE94PJLw1P4tL8+0fz821B3/zijwexJrTOnHCm/+e9isleTvU19kGtTJbPfsx0aXW+dq57rrr7Nvf/rbmXLWf7yRH0mDyoYcfsrPPOtvOOussmz17tvXq1UtgvshdsaFiH3744butdVTbyvKSJUvEvBhjJ598sh13/HEyZ+zvVPDdoY9uB8uxd7a/2kfg/+IIRFFQkrqksnzzTTfb9OnTP15l+babf20Hjo7KcmgWQyPoVQv92XU0+rc7NHJY6BVgOXp4xnsUUiXvcYqltzGiWtrq5gloIHMehxn62aBAu3uzfseBBgGegjfPtBK4K8DztjCY5PhhRh/E5LBF76tDKEvX96g+e9ovn7KG5RvU7iTbac4dRXnOV6YaEFdXT+WDcIbzM6H8eRCfgGVdCdVIwJNXialGKFAj1ArNGodt2mc5dK7EQQGWoYfpICPgUtWFwL2jgHmWKstvTBppF1x4hF2Yv9226Nppi0M1J6Ve+niSqaYKl2qWFfx+FLDM70AxS6uc0H+5v1aTmNDCAdzQ7jUosOEA7yrglgVgcWfr1veEAUzop6k8QLUrUkuO3//hSfvZNTfaoZMPthuu+YnA31avLKa6rugTiht6RytVJfkDVTMv+9U/LHf2ast0EKBxV6BVp/YkVFGys6HBBzWzWYi8uazcqr98mH1ln55Wv2yz3bx4g21/d4X1lw1yw9pqG3zCGNtw8BDrOX+5Lf7jG9axU5Hr9CLojmfJRKDiQnAYSQAq/oke0d+j56RvdXYBwZeeZQTL9IsV3VP9ZjOz8+2ibx9m+4/dQ3pg6Z4VpKCLpe0TzyltddbaOzPWBkFbK30yqs2pwReAGkpwjhx5i/Xdj6kC+XOB3eaVK+zd9xdYOXQ2jTsMAKqyaRXQmRoKVr0tFKwL3RVJjGPGSJ/fo4/9bO4MO2T1ZhmjIX1IXFqFMbbRN5eKRwKW+W4PIPVcHSxrPfHvFtq4V5bjWTJwroVu03KF+2aKBpsj3uMWvpZv53/9mzbpkAPtogu/pMpGmY9n6B4TsNzi3t12j2ilAbNG+S4MvlLKOgFlllOFCXChvdI6SoCaPsv62LRtmdOwVZGMpBsIORxtCfadhq39YED/rnbH3ffbLbfd7XvWvwLL2dIsY/C1Mw3bq6n6XYBcALKYP2h0O6qSmC0dYJP2mw4K7AB/mC29PnFEmGF943RVm7taxt4DdzyjqstFE9hij618z/aW8V85aAlnMO5P90EFyvdW3UdosgGBUSFLzfOgZrvBl+9hQR1lKpHk8tZR+gV0204V1ecga6GqRkDeYvCVmjBqv4W+WSJWw81F3ey3Bwr0fOcmO+T2p21rj1LLEIDOzI615EBFYwEAcBYO8NNBW5juxaLEWT40wgFgfVaH14BXqAMs10F7Thx7eQefQaIr1RE7gBW9m8putJdKklx6T3gNREcCACxU7tRwrMmlMNpn9P3hNYhBJRKLFJgHBdtp5en1tFC+A4xRqYaOj6wmNYH0n7oJZOqGHWCZawu2UVQ0qVCHPjr24wadPdKW2PcvmWhDhvZS8rlBZoGiOWu+ZouFk6V5vkl/bgV2/A5O/dk2e+Yiu+2Xz1uBkoUAIBS80XOeR0zf50RnrS+CyYLPwmVXf9oGiQLOnsb5ylnSmgwNOj77CmDYjZ18faftkkLzC4ijJzD+HlTRUxMw962g+uxMhagsZ9JmTKy14UP3U4u1rbZ4zfvSK6sSrPs6eOhI+8WaD+zTMvgqVzKpUfdFZTmtpnKGlqNZVvKLiuvq1eV284/+bBtob5XNM4jERYOMNL3NVzKmTQLL9arQl8jE8YfXnaYYIlf5qjr3NoH54nGMzllcqUmsuQmfHmw5Wn+xOKC+O9MGJ30xCHC1T+OL1BPFzQI1NiQy+G+XQLG/6J9wrG/bHUBJDO3FMKs8RNL/wteD6jMSh1ijVI1hC7GXuQlfuSjWOjO5r3gPibEw4ePLkQ6z/vGHSdl3JC4B393lTXH/bS/ZP15eqnvMD0kZe0YyB/k87QZW1aXQ3l/0pAzxtvo+tDNYTqvD7Nv8/le/+lW79957d9iz6L3M7wWVn9RWvD5JZbktWE41y/eIBcS9tGuWdzwy2v/UPgLtI/DfG4GdK8sdhU9+98jv7I7b77CpU6d+PLB8w7U32KiReyvIr/UNe5Oo0CUKYKn+UbVg02eTh/rIYUHu0qmCCQ03MqKJG3bSH5W+q1SFi4ujEsDBtFVVLkAFAIJDslqHAB9XpMDXAXYSuEdrlTA+QSulGC5oinovhxbXU6LA9OBkAAAgAElEQVSKJd/L9Zbpc4eqz+ZjT8y0xx57Q5+XryAi2oJ44E6mnr6fOF07IuC7oiqDoVMExFD+kh6afgjwHsYAvR/BPweJwLJXR9CdUdUig6tgjqBQwVqDKFFZyvBW9+5mHXWIb1a89KXzD7XDodqpquGtMXS90ZMa6m5r8gH3Yxx/OeRJEvz3wHJQoQMsQ58Nii1BDbTmngog3svPs1ueW2Bv/WORfXFkLzv7s/t7hZnhccDShqaXgmWMrgrVyulb3/i+vfT2O3oY9faNC79sF178FVu/pso6S78GgxIAXCaNL1XDcmWyvzu3zOb9fa6NnrvGMlQJZex8hBXgUHvKNgW6BHcaw1rNoybp1cq7d7UuqsrVqSrjdNOKSht+0CA77rhRNlCuxj175HsLlEfun27P/nmeFdEuKUmWRLVJ8+pDwHIAaoFl15YHZTH6YWMQE5WOLiX59tVvHG/DR/TSeGzzqj7BIM/YKcsOlmOsQoefVCac1tyqWVZewColP3AgoznMAi2HequE0GBVGk/qO9Dml/S2OTNeseri/OidqZHwNj9eKdTnajwByx0UrBJHQZ7L1GdNb8i1b00Yb9fOf9tO2brJluIUrPmUrXXJA3c2hwJkTNRSx2GepffkJDhMwbLe7pVwfS4BYg3fLcpjCmK2oVlGHpEAX3eIFciGrgtWxFF53foqO+VzZ2pcG+yBu2+xoXsNs82bKhTUSZXu7BPugd7cAfq8LzQJAGiIul7Mc9BrsgeENjEqpATtORozT+Z4m6JwxO/kbasiQRWVZSisGjsqy5iW6f/yqFArAcT7SMz1H9BVleX77aZb/r1mOatDoY0acJzWPAGnp8h0PfrvhJkA0CPsFZr1+2nQXsCT87WP/tUTMDBTmixXScdG/TlD1dZN2guWfk4655UbTC5slvHF44Jv3kXO5XUyj1u91i4qW2eXVqy3Sv18q5r2VtAL1v0L2DdhotASLunX7MSeACrsv2myMgXLhVSWWfsE4ol7Op/jmmU3YWzrhq1ERKKZ9I4DYlH8JbvIrhgvR+Nb/2AH/9d9VqPWaM2SPWRmijjeApYjkcq9esjfBizHHNoVWP5XbtiJwRdj2mK6GNVetNBhFBbf1ZLkauO8nbJ7ApizFKgsa2278zbjtWuDLwfLSVWW/anFDdvBMrIMqrw7m0B+SGVZ1xjflbJauCcSK1rdYl2s7tnNfvXdyTZE3g3vl1XLGTrPDuqVY3OUGNzSs9T6aW/rrHGjU0CdHjb7xtxFm+x3t/xVsoNaZ2NB+fbEB/qjdNydOs75QwW0zvbYq7995wq094n2WpeAzCZtV0ZipVzMMRhggGEHyzAx8L8Qe8PvgPPcTeUEltlg9J7altZwAMZwgHbjOW36Mvz2ZF65rqVOe5+8LA0Pw87aMKd2LLDL+3S351atcNds2n5hcJZKutiTKmhvKLZDUedc++ODr9mfn5yj9Y6/CMZueoPul8RKNvPA7x0KutaKvvvsz460iYcNE5hu9BiE1lodJc/wJJoK65y3nZy5Fvv1ZsU2yJ9y3EBUe5Qq5u7PoLOY+2TdkBj02Eb/AFwBq/w+3UDwSHCwDNOGPsvOSlJCSzdMUtPPXkfL4f1AsYBnxfor99ZRsf5aE4qpD4XuyqvGxFoRG7i8RQsTqjY0+ujXHMmOPI3DxqICu0zdPfJemGMNinlyVBxI1x8JZGKMpvpttvee3ezFhc/Y+g3r/fm2Bcu5uarYa6656WVi8kUF5rXXXrNZs2Y5GD5AZn9UfWNutGr8fCeKzNLHfn2YG3a7ZvljD2n7L7aPQPsIsOuyGbb5N33i77zzTp2T25wl87E0y7+9LWkdpT7LBGflOlDCxbZtf9SoSKRZ0x16vjoAhHJGFS4OYBiIOK1yKHJAEuRW0h+VvsDB8HZNM9l7aNjQO9E6ksWlwsZnON0TE1YFHU4bTQ52nCfR9AH2+Jytut53Vm6yexWEZMs4qrNobg0ZAr6JeYtTB2mlQJ/NBCyjqfOqTKKPI3DCNCTTqZcRqG1PtHlUsEKDBe0r+oCGW6l6AHdQBl1BdY2A8oRD97LDPzNWjES1tdIhWa0ooqfAxGZV96iW88GArwqZp5DZj/GM4D40iGTRAX1Bq/R+i21aR7lmOXEF9vtGN+qZ9NCnUt3lFZVlwB0UW2Wlad+kCsbaNRV2j8xnZmyutS+cN94uPLCvrq3OKvQeXDu9skzwomAKal0ntXWqVwB9+gkn25YzjolBeehZ+95/XiS6Yr4y+5VilTYquVJu/fsPt8kHH2RPql3XY88ttP4EOOpJzHj6Iaubx8HUFaz0XxXNukIGMH2PHmV7Sku1RIH8lufnWsfSYht/0ggrUbDQVwZNg/uUWI2q0jrTnSGA3u/q7z2le5erOejckxyENXxXaCYBMZi1uT6SMdf8qaPSrGAL3TbxF3PNAZECMrS2F33nSBu81wAFPHUtRlwwLAi2Uj0yAVON5qebrXiGPShxUBVTXVyjaHNVaGwBd1yMgpv6zQ3WN0fU9bxcGzfmIGuuqLEp77xtTZoTgQEiAeQJC10baxDKtdjs1kP/22//A61ZC2HqjLesunuhdVH2qFZgnvcE9S/xCSCw0hxxfWJLZTnAcqvBW7ArAJvhZRCsANcWM3b6H9Vyxq2FoaAPQ+/KHHFKmwKzqdPesMt+/GOznoOs67a1du89D2rdFuvvIqHFB5RLh+1VOeJd1r87vSoQ1PU6mNe7qH56T2HuW/9r7cWcgGWtMyrLrqnmdwDLuhZvL0cFid7humcC+JShwjymTV1/zZ971Wf59rvu8Tn4r2nYVJaDhk0ijVC5Q0LRZScMd1mqhbEfkUjj5Z4HKdUXsMx7PKDXCChgbVYQX6B1wt3Wyzigpn8fa1LiZOE9l8k1W6iiu0CzerCPWTLfZqryNlNutFVaf80l0uLqM5yJ4m7FrMeoSDG2sf+2sn8cLCObSNx4eY5Ow26heCbj747ZsY+jh4T9Q3sb/acbED6V3cl+OnGyNd/4Bxv3kwesmmtUj3U35nIgDGiL7830xEE4flOpdU2wHjaXiCFTlv6ePuX8ogNqvSdX+wGpM/YBT2A6OyD2LQAuezCmW1xfvEfr1ivUfDnGXHoa2td8rfvDIEkUfZ87Qp0G5HpFGLAcbtB8vBuFuXlXaI3ZG6Fbe0WYtaKf1ZEITfss8zW8B7DMmYDGWclDd2XGMT82tZax4F5jzQHsYiy4fuZ+o86MOu2/e4+WZEEGaquWbbSmvr1swrBie02eGtUyLuyjveycr0y0wq75agOlBJj23uv+OM/effAlgcg83Q+J30im0Vu4STflfgL6LsAyF1Qrqn//fr3tmz86zhNPAfgDgOGGnepi2d+ZAykdmOeDzN5Nrdiy2Nc0vzLFAAIw89neR12gnzkXwDOplCb9v5kHtDli/yktCVCfrf+NGzvRk0Mzpr/knhPstalmmc+hwkufZWQI7A2/ueGvNuv1lbo2ZFPh3uxzLmVw8dSSxNugUQPsiiuP1xojqRUO8bRzyki7bSQMGd8X9HAAehWqmMPG4h5TY0ryCpy9MDKYCySq0/Zu8R4c68OAE5Mtnj0sjdARByBvkVZ5hws/hJwJlOqaWwy+nLaeAurU+yWVU6AVV8Jd9+fMGl2Lt6mCqSRg7nOXRIb20WwYFcWd7PJfvWDbpsyT+WCBm2f6qvB1gnxB9yJt/+RzJtqrT9xs7y5a7uO5q8pyCnofUeXliit+6M7XbV891O/8+l9db2d94az/ERp2uxv2DsPd/of2EWgfgU84Am0ry2kikMry7bff/vE1y7ffimY5MfjSThtBVgSDbvYhIExQk/b+82wnPZQTunTQsPUeHRqp02pbzTJnR1SEdqFZ1oHvzswOhHc8qKLtjrLXylxHK4V4j1NCFdxTwCKTrPPAfnDdc/a+dHbFChIITpoUVGWLluSHme4JB9c0yEFjRhDmVWNVHwKvcIBFFYGqGgEVVWROniy0QAIJ6LbqpX3OaKpXW6ocO0pa5Jfmb3bq5rBhPe3cU6QlpVoqAyCyzk2qEKCiJbAFwKR0LFxqyepHhpmDVcZm+hma5ajccyAmraNSN2xvHQU9PoIequMpWHY9qicWApiGSUwAIQ5W3D8x4clS0FBe0WArlKleprYjq95dZZ8/a4LlSU+XS3sbB5wAUqjxat1UX2NP/elZu/7m28x+dIHZsEFmv5T+850lMY35YqoMynA3nfNjG/fUTKumNRiRt8ZAR7oHulTdiMIIqClF0/t0tairR40daGecPt4DlRppQDeUVaq1SIYNHtotKgj6HdynGQ83m9KzqNfnfv9n/7DGlWsdPDtYFo3Oa8te6Yo6NkEkwbHTxqh08fwJtCj4EsnoedcpcFPKxb508ZE27pAhtnpNtQBhmNY5A0DzjMAsD42nPtrBMlV4VUIBe0F/JYhNac1R3SU4hVHB/CzUwD+oHr53yiwso3cvvTHHHntFbbAEgHJcY5toULdoTotqV6DkBD1Vl9R0sF4Kzicpq5/RtdR+9ebr1m/FZuusXpqkc1hr6JGdspdoUDHZCspefLdXbcqjyh0+AUF7ZoaRfIpnElVjd8vVtWQpaGeeMW7hUg+IEfjUvCEBwKt3H/XAvvpn9tDzM83um2J2xmgb1rvUjjrmWKsq36gEihIGopZ0EDj8+gXn6FmGC3hbIOwBt54TVXeqLylN3AG15kieG9yQYKF1VATyXn3W5wCWqQR5OzRoyglYxvWbz3Uatrthl9g99z9kv/ntv6dh02d5RF8ZfEl7CrWVl5s/JUmHqGzBDgkQ4uZPun4Ao7v66o/u5qw/d3AgQ6DLjEPKHNdEkN0g/WPu9m1WPrCb5W6rtwXf+byqzSfEeuKT5823c1aX2RkNWy1XSZFtAln1embuNJ64+LaAZZJrPu8BCpoTrlkObTev6GoQ3gTpHu2acfYd/cwr+7B/NF9YsiRh7iootfsmTLDmq+62sbf+xWrU8qhZYBnzrgDL7K9MpqgsJ7hAe12y3hzUhsEXY5MCYdYkEpUULDvwRefsrJy4Xir0AHEHp8l38SyishzvoXWfG/O1oT2HCVh8F+0E3WRR73EQGaPqRmEOlqn4k/TU30frqOS79C6ecY4n98jcwCwKqUj6XfE5uGqHLIfnSaUbmrJrrxOmS1CjmThih+h66qiOazOuFM04S7zaHKc1Q6lXf2Qqofo7YWjrtocYSXpeBw/v494FC+estw+WrRRoDY8E6OYOlr0tYZwbyE3CwV/rS2ul2+Gj7bpzlbDVvsP6Z6xcs5waVmnKUBEmwUaijcnBdKFamVaf/cxv6bOcgOW0NWDSPjDVLKe6ZuY3bLI60azRydMbuosW7H49+ltG3wFKDr4mMCf9rfcNThKDvkeRnG+w7t1ybZlaPF592eMCyrBTSEor0UZSk2chVg30d9hOmfrszfqcSRcdaxdOHKBkqjTtVFzp674zWNbIpNVeB8suBWvTbtElDmkvZt8SHSy36ogTzbLuJd1fGLMAyxEfhK6Z54NRXwqWuR7tmR/ihh1rNDEBIzbwJEWAZSQTLnljDehdWyRrcn8Y5hwMEfql69+FWus3/uRpe3v+esvKydW5mvoBhEs7J3qlPDIOPX2cTfnTbbbwvZW+GtqC5RyNNZXlG2+80WbMmGHz5s2z+fPn24knnuimXnFm1Nizzz5rV155pRt87S43bK6lvc9yskW1/6t9BNpH4H9kBFLWDPsZbtifSLN81203iWqj1lHuhh3uvXFYhOkOlFCotmSjgxqUtBxxF8cAFoAGNvm0suyAuqUtTATuO2qWw+DLDypv2wDFLrLgaZWLahjZWYAylU4PQPX/qgQSSkqzVV3KthffWWVvrqmx6erdW/zSO6L9AkAI/ghy0sNDQUV9uKoGa4i2ULQFCYMvD6eoRlDpyEKbF1o4qkcejioIbVDQ+KnendTDtquA9zb77Jh+NuGI4fbWe3LgFMDqqUAdLZrrmxQ0dYIKS+VbY0hwEhnm6GPsuiR3xUwDW2jtBBARgAcNOwyz2laWo89yYjbFoYkR1w59luP7UqfjHcymCOip3OlQ76GI+dkPyuyyG1+0c4Z3s9NPn6Aewrl6rttVHai32XOW2Cvi9E/923NWpgqwjRpq9tXTAhwjfsZhrWuxXKrfsMwH/mKX33Ct/XmmWuj87XVRycM8hcHdJsCXL61jB5UAyfy7gQ/BXmWlDTvjU3buGeOtsbzG8vU7HMpovipUhcXMyPt3a2LVJu0/0J3lqS/I356abffd/bp1UhuriDdICmCyg+N1BCB8fVvNMt8Z/VqB73quug2qJBlCzl+9ZJKNn7iX5mK9g0YSN94uRtfPXMyAhp30UPbxpLKMIZJXKpK+1frOtq2j3OCLap2uo5sAyO15pXZj/35+rX/6YIn1kLt4pQaEJIHnSgB3Aub985vtwZJu9svCzjZNfSfprzperYh+tXmjHb+1wt6rU/9YN2ZLq9qx5rKYA6xLgf8abzPS2nLFde0YvHlcB3NDVFyqiPqcav2ZVjutfZZjnaYGX6lDM79Xr+C+a2mujKWqbcHi96S//JZtGHOimVoL2Yt/UTLlbISW4jzKFXoLzs+N9o2LL7Yv/scp+s4qN1cgAI+2KFHBYilWMoepLOu/XQdJL1KNa3ZKE3eqtoJQZCFeiYrfoW0K98QvkiDIUBWwoKW9HJV6NMulqiqrz/KtH4WGrcrywGM88QUA8sqyA6nojV0PiEtaGFGqBNThuBz6UU0oZ8YA+hPKsH7J3dV1n+xDrq/1irS0lwKeGQJNmUqm1aiCNvvYcWZjBlnGlz/joMezXBUb7S8L51pfjakM2EGJ3t7GDYb0Cs+AAMthnhZu2GiW3QhR/wQNOypSqVSmZfz1U+YLMhdAOHO1SCW2v2cW2HcmHGbNtz9uE793u23pVqxrpZKLR0CrG7Z/5m6mYQe7p9VrIHTMn5yG7QAf12r0rl45Zt9NNMu7m4at5x6aZRyzIRnEdyO9zRWYAQTziOslScnVPtOEboOco/68XYlANKYkLlzmoR7KebnRxo1fc310ApY9ZYORYdK72hMxSk/mdC2xyy89Rk7wnWTeFsAfABaV0kiatHXD9oSZJ6mjfWCYgIVmmZ7AnFG8qAjTS939GvzakpZmTsNWYlpztkrsB1oxkRjWv6xUib/7c7rYtfuMtJdnT1elGe04VdhoV+aUct3YJiXMenYvsMfum2ZPSUqVL3rKdm3SLYaNnpwKN2w6HmzQgA2cNMKu/MJB7p9HZRgQ6WaW2jdaDURTN+yoLIdmWR4O8o9g34wEM6yNViDsSX08O+hegJmfnhGFgXDDZt/3DdslDSTEG/S7PBt3C0culpqJaRw9AZHGUQnIJY7ClJMe83xmyCnYnIMlgwwlXaNp26wwSowEFXMXA9a8PM0X7Q0/+8GT8pxAQx9dOlLWhjvCA3SVkOl0yfG29a7/smXLdqwsV+kcByyzN0+ZMsX7HH/Yq6CgwPstjx8/vgXg8t7/KRp2+rw+9IL+G3/RbvD13xis9re2j8D/T0Zg58oyScFP7IZ90/W/Vp/l4QpKZfClDTs253QDTyjWZDsFWHlB34NyRa/EVAtUJcoqGsI87w+YaG0cLKcVoTjMHNwlNKlq0bAzBFJpFRVAMg4LN0eicpdWlpUBB0g5bVSHE+Ye0HBrNm61h9/8wF586QMb1lBjHfW+MI2gh24ClgO3eTVkB6frXYFlp2GnRjZhOEMGF3rbOOmiLr7kaGlza6SXDsfr7QKStbpvxgVjVoL92tQ5U5ngcA7/KGA5TLXCDZsgPShlVHk/FCzDAKDX9S7AsmuhPeZu48zs1DkdnhjJKKHwy5tesA2vLlKQ3MH2GTPYvn3FMU71++GPfynDkKmxXE6aZDZBWqUuapbsfMK4Hz1kUxnY7Ls32FHHHm3V/Sdb2WPTpTPTz3EX5xBV9bpH/162SpW6rDWbBbYEDnJUpdKZ//bQ3nb1t4+240XzW6e5Bg2UA42oA107IC0Fd+jeocf1kPb1/tlr7eErn1TbqVzrnKvAIdHlBVimQsX1Ja7UTsMObTkghaC7nl7VqpZ2Ue+uRlU9z//60XbIoYNV2ah2LScMAFqItIBlzLsULO0AlqFYk7DwNh4RbBHA7AyWaWPUQQFahYxujhu4lz0hh9j9t1XbRgUnlejbdFMFqQ5f91entbFV7qanjlPAsn6VvT7rLdsit5gBAiRVBFGaFFWqMKTBF2OFWRc+MF2zm2yLIkSn1e4Mlgkg3eArAu46JajKZBzUQfNzaE21lWkcaqujDVwEPwlY1j3hL+D9QlVZWPDucntnzix7/tm/2WoZslmfYWaX3my29wEOjJVpg1biOlw7a4wdf/AIu+IHP1IAKSd6fYybBhEIso8kYJnv82pQW7CMY6wuIgXLyDma9bPu6No1Bu59QOubBCz79SqhQlUSsMycZw9grxnQv0QGXx8NLGeqz/L+/aOy3Ki9g32QBExUOAHLAkAOtoK9QAs5Jnq0nmNwFagyD6Ho+jaZtCLTf2Eih8uvV07dMAqjoqDoNrPnqKc2VbMZpx9pGdd/XeuLfnF6VWyyv81904qqam2zYFSJ5i65Kl5u8OWto5An7BosV3g7uqTNUwqovbIcCZegnEYgzprN1jUtV0LmtLFyw16w0vY/7xfWQd+tJ+I+DW4zB8BTRZgdm/0eZ3kHbdCnqfYyhzDUckOm8HKgKTk/R+eNjjjtrwu1Hf0t48yLhIL3uk8Sll5N1bptNV3kz4kx3w6a5QBSqZmY91DXtaYu0a1gmT0wAGSA5ejpHImb0CynHRP8RNI9aRfW8wq9Nq9duWEzJ3N17w1uIgWLBcp+PGN+i/3JK/HujxFJIr4LpoKL7R0MenpGmAcTwmQPc8PJ6G/tiQOde4zkh7lhM5Ykkofs39+++qNPWwn7nvaEVlpxCpbDFb0j5/k/geWETZZWlpO1ynkCNbsAsywH3cxBTK1wbs6wJWpP1FW9oDtoreYjOdJZAYObXvD1qoz31/Oq08KAzRDuzuL0iC1FgVyto0XFrpR55LOabzLMQ0Prcqeg7DM+0N9d/qRMfc/BXe0/vn6Ude6g/tqKHVJaOK3S4jxsNf5zA1Gu2RMO6kwgsJwvsJyV6JpJxHGMeGKQ5LZX3oljYFnF2odazvHUyd8TkgL6pZOUxBGevSJo2Do//GwAUNPiLolldAdp9ZkiQsRWsIMiSc469jS5Jwtbz/1gmeGOrzUqEO5rXYl7kpn5SmQ8+vB0m/riu0ouy/xNyULYDKlUBbYVyYCs2hqbecxYs+kPmC1Z6p+RVpYBy5hppY7Tq9We8Y477rBf//rX9tJLov/LBTtt4VRaWmpdu3ZtSTr4B3HNsdl97Fd7ZfljD137L7aPQPsIfIQRCLnhbuqzfMsNCViWIwabn+vhWih+ocv0bCegkENbGz7V5qLUxdazsTqooOC6/AY6amh96M3q+lAdYFuVEQ0DjjQojz6dTrHVYYaJjVeWW7Lgoc2DMtZFh2AjaV8dCi/PXGVPPfWmnJM3WE5JQbSBkrGUB29k5b0tSPTQbaFR6vDIQVfm1RGuL3rKRnUk6FdRWW51NfXsts79beoxPHrcIDvvW0fZRjluQmvmwgHHbjbkPXQjCEI/C5CC6tWqL0ySD/p7z+xTPVNG3seTxILiKmhcrsv0Sn0cmnSiQd/Ed5HB5kBOjVH4MndQdnCXmDfpEEWr1qVTjlc+OWydhp3o1QDh6NFLZMI07d019tCtL1iOtNa4kR52xCA754JDvbJ8+92P2GN/+IPZ8D3M/uNklUdVRYZjx4ARNRQIFImO3UXV/P0mnWebF67WtVKzDffoDKXYl+7Zz2755pF23upK2/7gVMs+YA+7rHdnK+nV2ZYP6mljBEp6ylAO4IgWlo92J25PqKSV0DCJo1LdU9Xnm9dus/w3Ftma98pt8czFnsjwigtmJu4mmjxLeroClt3BlxNdQ7itg406qL+NmDjEuqplS5ZKEt2lF6Uftj84vaJ3MKZ2KQ2b8UzZEknyAfkBjAro5zuDZX1Go0BwVWKYhrNxlSb74f2G2D1rl9u+ddLSKxDEBGe75jFrLNyNMb8SxVDP5bHOJXahqMzlem4YfGUrsUFAgZHaFqh/3gpIVUAFqJVl6n9dVGhPdSuxczZtVPIm6dvpraPC/RUqYKEqINwTvahz5fJ9Ss/+tnK/fe22t2fYWLnXblDAiA7bryQFy+REVKXJVpn/5Vem2/d/eJUnqmyEEijfukFc7P4aVD3s7aEr9CiTMs/3TrWSeS/a4395Qn9FSy19oK+zpGqSUgwTpgN0afR4/HpowANQ51B90cMrElvjicxi+y9RVN9Q+5kmTeIIeINKGc8g6NL8DE2hg2Vo2Kos3ykt9a23//vKcrbA8kgZfDVLYtGojI6r4Nu0FYq2ciRGiLqZC5FMRKMc1WcC6qBht2hwcY3WgOYAlj3u5XlTsQIgxecA2rgn9qH8dZts6heONDtxkmWM39vEj9ZDL7Mn3nzTutXVSeOcYx2S1n0k19gLmLrpfsEe7XpkXwY7VpZZK7SbCvYPFdzIf1GlIgHj96TFW1y21U4cMMQ+GDnSmk/6jo19Y7HV5hUK+CSgLanSRmU5gB57LawRTwL4XEgMvryvOQAayjMVwOhjHAkI3gM4TddtGGqRTMhOzMT47AYqiomOOEwXA0i6HpobSCjfwRpikKHFp62j2JFSGq8mmBZRmGNBkAmKNQ7ZYbLHHguIAuQGOOW7MnQGdFQyiiqg/x7XnEUGJ1pbNWkdN2jvbtLv5ara16yJDFDJJnmi63GvBmjr+l7uNfmYSN4mtPBmHTKNGaLZCl12bhRDh0qmrmGbXLSDtu4pQJ9fJJUxsPJ9TVfJd/m55stM96E1uVGAddJ/HmHnj+3rZw0MLgCaM8W0ETz6FlQAACAASURBVGyWZwZrBXlTSJs4b0isxNimQDgbPbL7ISBDwUdDCd1EihEmYLoWvadY1zN54iQ7au4C++GSDyy7NM8qdD1ZGovntK5+MWCgPbp8oXUXy6baHfBlYIfcJdlnG2Qg99q0xfa7R2eY4Jmq7tGTu4US7zGHkgt6DpVbq+3c8w6xQ48daatkMthTbJeUacNZ3El7lvJ/vvfVKmHrx1ViukUyPs4XqtYxd6gIk6TA9CuVrpCEBlCznphT3jqqDQ2bMfKxIMHIM9ZYUH3+VzRs3sP1kPyjTVVbGrZXjX0ds0eKhu3sm7bxQyQUOyTMmurcQrv54dds0cOvWF5xoZ4NiRrc6Ilv2H9Ivuja2O+rKq1hn4H21urnzZaGDnlnzTI/oyAAcK7TPrN582ZvGdX2RbCZBpxtAXI7WN5hmNr/0D4C7SPw/7ER2K1gGRr2gaJhVyWto1poPzqG0hYRaSDGQQFYdkpwSsnS4GDUgwEGBy2RBxo7Wrq4i2NS1QzNMhSoOMyoLKNJovLFYUS7KYB5WzdswHOOAo3XyuVQ/IHaQm2tsz89OlO06jpVnwTQZKDlgawfkGmFIu2hC38xqmNuukL1oS1YJn5KAFYEfJiltPZWrUfDrBpFddciO+/zB9inDtzDyirqEzMs925y0zJ02riFU2AC5JLNRysYcW1ixuMAO4y4yBRDcSMj7xUXXSYHaVCs/YxzkOs9LNGVeSCXUCY5aJPyRAruvJenXrTK4BAmaQHAIiAku41zuOuwNY6A5XxR6zqXFtg1d0+1pX+ZZ5md5Mosh5cBe3S1Cy5Vxl5U8zmzZ9lvbrzOFsmt1y4+w2z0cHfDjka5Oojvedw6vPS2De99qjtH19IWCvoytyndWrnGYOXd35CBUb595b0VdnqfQtso/WyRxpMuOXW6TsV03hqMXsye1U8y/8wRjI0UHXiPXQdCCniYg7jzTvn9LHv2dwLgMsYheCTYIgh2GjbAWP9ygyEZBWXpgjJ00M/MKbJzTx1hFx873LZKK4peubJSlVp0917UbkrAMtVLxqpJ9LaY/6khEskHKskkiehP7Lpm+izrmabV59DYModjTusRWoeyOtsO7VAtu3jiVaIz5oqPmOmglgWj71bgWazEUqEuplI61VSPzHcTLRMElWn8epZqRgpc/V4B3SiNxTek/8sYt789/s6blguVPNG1U+wF+NLircD7bAvOAS5Vnc4X3XPiwaMto1t3+/0r0yxLayoXKjxLV/9vmz4jCyMvJWIatbByVLm4//4X7d5H77LtSkDYaf8p1sFXyRZpsHVx2NXnF5m9+YLMA06xn/zX1TZJrt2r1AbG26J4BS+0gC4t0HrxSo++jz0B59kOohESPLPeAcEFtMPSc6zWD08dcaBl9Otuo2e+abeuWWHvb+vo2sTQxOI6Cy06xtwN8/TZmBj171ds9z/4kADzvb4+/pXBV6Y0y/v1O07fKco0PH0qy14pTYCTM1NCxhFmdVEtBbS5iRSGO2hn/Zr4m6hM8vtu/kRIr/c5kML8CfCo9wG2GB/AHhOqY02dddAeM1NgIEMmYFYiVof6kj/yxuvWR6B7i4AVQXONdyMArqWUfD0z7YG4Kbe299uRBkrljaQeLAj2WtYJgKdTp3AGpod0lqrcR+63n2UM39NKT7jc+r2+2OoKOnnF1ROP+kr0ydHqhg0u9PzMY0ytEpKzA0/AIWvSRwONsPZTAJCDEg2xG3y16MD5SCrvJFxTk8XQRzu1nf2A8dKzYRzTpGZUHZP3kCzluzTG4YatAD/Z7xvRR+vefb9nf9C418IgUOuvfK1LQGyd9pFsdS3IpKWeFi5ztELXk6ckV76q/Ux3WhB29K4KYO9G2yyWS59hvW1s12yb/uZyq92wReOYaxnOwgqw7FU+/eP+Df6bcc2AZdhHlSP725fkwn/bOiV8+3e2L+oan33wVWuQd0QuRma+MMMgkTt0OQDjrnus12dT1fa0M1NJlfAqVWcnHb2XnXfBZJ0r0r2LDZOCZUAbut18gTH8DlLTzKBhp20eg7WU432W47zxueJgOfF0gNKs3+muhNK8ks52zj5imLAhlm2wk8SI+ELlVhtZU2l7HTjRE2rT577lcwGzTzwRSNAQF8BmWK1n+v2bX7L8GQusg6Q2yLFgd+S4fCEZLyVNeOaVSuifctGRdsphe6t3dY17h7jciSR0G80y6z324rY9nXetWfbKMm3ZkgTejmBZCcgdwHJEgoDlInw+2A9027sGy4lRWLJGSXaTGPcKdWiIomWkr+Ogv1eJ5ROxVpg0RvyAlEZfonMaqcvTT86zazfW2pgpb3sMwj6ZguVmGFbEC25SyHpttLd+eZHZ1d80mzPPr71tZRl6daVkUX379rUvfvGLNv5T4+1rF34tkvgKTIjTuC6A8sMPP+xa5rQnM5+1u8AyBl+HHXaY3XfffUoU5LZUtHfHd7TTsGPOtr/aR+D/4gjsVrB8x20YfI3wJvVEgy00bI1si3mX0/ci8+xgOTHpIOOOo2UFQZeCMJyZ2fjDZTcOixQABlgWtcyBLWA69H5ehU3oYFSWvJ8hB6kO62oFJ+/JjOrqW16wItF5Cbo65mQLr4WhBgcVFQqCoKDYESwFDc81yx7IfgwaNkGO5Xpm9nXpo+793tG2n6hiG+QaSnbde98q4gOM5pKpTqjlVIg5pIvQLPtp9yE0bHfFTMCygodagbdUjxyVIgE9gVBo2LygvUdlOdEsOwMg7bMchxbfzQPKS6raHRX0let3/Bn4WCmzLhBRLAAze/4q++l9M6z7OlGkm7MtT4HIFmlph+/X2874yhE2eI/uArN1duZxn7cVw1VF/M9zTdbZZqK+W/8e6i+m//7PX9qepQepUj1QZ7i0sLQikU4ta48eVqoet89cdq59v3GTnVtWZuWKqDF4go6bp6x9BIz04o7WQdtFK0hZDbQRiV7cQdkjGAdgddLPHny3zO646SUbUVNh9dByXX+uas/ONGzdkzVUm37dTlHFvLRLZ8vpW2wHyKm1Qc+F/puwAMLdNfRsLTRsKHI8WyjWKQ1bz9vbLAGW3QU1QEpKw2bMiVebcMN2lkDag1PtgwjixFDP0r3DjshWQDQns9D2ypVbtMYASEZlB/BDrQ76IteSpfnvPZT13R7Ma/1QtXnqoen2yNSltu6EQ+R+3GT3HzfU+qsyUKPPIonVolnWZ2EmRyBIVNVLgdZPuvS0BwcOFJ9PoLegxH6s9iCHaA5kaE6gCc5Tqb1qY5WtoPKuYPCtV5fajNeW2Kb5ZVar9bVuw3xR5xV0DZPO9to/RWaCEpXo5rZ2mSjYol9feol99nOn2spVm9WCTskIVjntsKhsUu1IAB268IoE9Hn+R2NdQ/JJA1BblGP9FRjPz823zx1wiCL1Cnvu3dnWSWCWXqkF+VR6oyKI6z6Mk0JnpET1bot0kLSO+q00yzd9JM2ywDJu2Jq/buyn1w7GTjKsAtxEC67QLAcQDuMrHj4JGneITtydqZJy7zgsR2ogqpeRkAuqaFB9+ZxoYdckNCo/diuSRn3ByD2s8tpLLGPMEFHzN9oTc96wQXqGNfrF1TUZVqKgm68OozkMvsINu0XXTEBPO7IkoIfymUUgjglS8nswgopEcceropk1V1Frx/YbYNUj9rXmK+6yMQ88LxptQVJZDjYOVb+oLPPtCQ070c5G1Zi9OQwUfU/GlIt7BywD7BIjrKArMw6pb0TCCEl9I1jbWsfQjv9V66i2PZ0DmEfrqFbzLky/tO6lE+dzspRVaNR+2zR6iO2j5NPbT7/jBkrbMwSIZb62TuCvZAtmg2YHHD/KCuVR8erfF+icUSInp9A6qfE0lV+eW1mfHvaDiw+1CXuV2p9+N8NueWWZ5eiau65Za016Fu6X8C9o2E2ab0WFuVaqftyL3njfFp082n580EB75rpndPZRxWZ30Lphz9L1Me4fRsNmvOVfLSp2tR12zN520XePs/INW7UfhdY43bN8HbZIfNLK8i4Mvloqy6GhDolUAGr2kzqdJcs75dmXDxyvvURJnbIK3Ozkxleg82GjPb7wHTt1n1HWvG6VLVmxzNYIBDUrKYy7O8Cc/T9fRpJz5q6zn981zTqtl7RHUwvjtXBXp4JP4orWabkSA9TaGjFpfiKK+T7dO6tlZK32F87Z2IsrREEvoi2d5jgvaNGciakTeIvBl+uaYy5z/pBYpNrbmtRPNMt+pnOuKsGj89M1yrB8YGkoCZmnJAu0aPI4rmtODL7ctJG9F18BpBIt1WfOqtBHO/NH73EWX+JVwvUQV/EekhmAeD6HQkSf7tr3F4llMusDa3xqjrwJ+G0kDiHnIPEkaxd3w05bY5L0qVViZ9HTPzU7U34ICxb4uOwKLO+zzz529tlnq0XUaLvooou1R+RFwl0ssRQs3/nbO+3444534Iz+j9fuAsuLFy+2yZMnKyl7v+uog04ez/GTvtrB8icdwfbfbx+B/70jsFvB8m03/9oOHC03bGkTATxVaN1oJaPx2Rks88Mw70odLcOhkQ29U9L7lFMIMxB6HwbwTSi2CmA9yG2hYYeBTrhhQ4fT7wlAl3RRxViHWZOy4rf95lV7XcAuT66OHbfVuoaMQ8SNdRwIE6Ri3tQGLEPncxfTtO+gKha70CxzyKEj44UpWCMaZdcsR6VymwLkZo3JZ648yY741CDrIDq2kvZBE08OaLLZBJ+tlC0qujoAFQQEWE6cRjFdSnSuZPFxw6YK5FVQARzaI+0aLKemapGgSN2wA9ylYDkSAlTYOF6oHBEsbpCmK09tijoTVFO1UlS9aVOt9e1VZG+9sdSuufJPVqjKVZ2qwlBFM+gtLI3iHkN627cvP96KuxfZl085x95Wxdm++nmzX8gJe66oXD1VRTxwpNkUGW1VdbJ9Bx0p2rAqYrrfWgWZoz4/zi66+CjbrkCNBAqaYzeKE1iO9mLRMxdaL312O4sWDciJe6KHrq4nm8qwwJTcsDEsgs7buSjP/vjX+Xa35kRvUSGTJxcmQIBl+qx6hl5UXTW5HjqkwHqeerCdMHGw9VSgR92rWbRCCn9UljGtAainYNlpfApuQrMcDu+tmuVd91nG8Ivr7qykP/NXRXVPEqFZBuQz5lCNva+xopm+ArXn9hpg04bsa/e/Pc32lda3Ss+GdmhpK6DUsAmwTJsl5pOwtr3XId9uF1Vxze+nisaYK5OwHJv/07NtyrB8PedqI1eybSfNsssEBMJpC3Rd9772O4LX518z+0AmXONGWIZ6cL794hRrVMsaqvmbahrs+t9MsxfK62yQDImy31kmrSHBZY7lCSxmZxfaB+tn2+pKAebfL5aYXImUt14WYNYAHHCw2ffPscHvPm2P/ulx27iuUpKFaIdF8sOD9ESzHDTxoEVSaekC2CzIEUAwe1XOwN8bNcqKNq21P6s/68Quve2Fmg3WXWBnq+ZolVMpE7CcBLxUJWlLR5UpaNj1NoA+y2iWb7vb1+G/qixnd6R11NF6ZlCmxQDQHAmDr6Sy7PrRlIZN4iTe49XCBCyjZ6Ua3dLvV7pU/op9iPXIyw2s9OeINAMsEzazn/mbhRaoFpJ7yCmvtKoexTb34R9Zxv57aYFX2LcXLRBQU+z7/hqrK8mzLILKxBgtTBgTt3x9GMnJzgKBEawH64WEDQkYgn7uzStbPucTwyPRQDvp78Yfr5Y881baQRO/rsRFkeYGmuVgHjgF3cFyJAP/uc9y+h72/TBx5F5JauUKAJFg5XM8yeUJjxQsoy3luSZmYvr0VjdsxiZMF8OhOt3bcdUmARvjviNYJpHBuQADqMmG7askn76vSknBpXPX2zcuk653r672xoxlNm15ha17Y6XttV8PG3fMfvaOKK6HHbO/TTp0uNZPpr0jILt6a409+vgCW1teYT20lgu3bLGGvHy77Icn28ChpZICNdrLHbLtifvfsIqnplmeWj41uxwmpeu2apYx66JCnCZWqLZmyXAwR7TiWjGmOqxSeyn1KO6YodQJvX7VPaBJz5P+wK6B90NLTAW0zy1jAfAV6JdkZq3uYejJB9pPxdqpr6izTkqGeWcAPWfOCdZfSgfm50HDDq+QFjdsB8uR9Etp2Gn1uVHzKKe81sbuKwbEHv2t+YONNvz0H9rCTiJSX3C8ZZxyGA3SeYD2s4Wz7aiaLbaNZKH2pxQsMye2bq6ya676q5Wt2KTuAJyR7l7iLAQ3xoN2r2tu3Ka9VWOz8Jsn2ZMDcqwra5y2ZwlzjT3YDb4STxSGhwQsrScLtPeGISOaZfYOWFABltEjk4AvgIZNQhn9Py0uvTVdrH38WADCYbAX8hs/97XWSFCxsjHKC7BMwjgq8a5HTruKAIQ9Jor3uIGV7pMz0avGnoRT/KPrITFO5wHYVlplfqZMe36OPfvYG56gyc6X94cAKw7wqZa+XtX5XP7MWtd3eYs1MYjmXnKC3SrH8Fs/f5q9u26jbzsfplnmmsIrJoDwzq9Uv7y7aNjhLxPzLa0sp2A5bfWyOwBzO1je5eNs/2H7CPyfGIHdCpZ/de0NNmrk3sqyigKk7Rhn3tQ8BupZFVULdIRE7Ji5UMFykBNUUw6dABrQ4QI8o9vEtsIpR54lRBNKRQjKYQSOZH3Z7Dm8qMbm6TBdKJDTUL/NCkX5feXF+Tbl+WV+mACw2f/98ITKmPT99CDMKdYRuLlxTtqCxPvsBpCsF8Wuo6rRcQxEj093w3bNYUSBzXpPlt6zXWi8nnYUOpS+9s1Dbeyofjp3ZA6lQ4sMchey4g6Wk56vbgYSwN2NPvR33mYiMeioEFArTtw/Q7NM0KMqCxRbXQvOzHWqSIbRVRibpZTVAJZ6j/4+7U+Z6lE9OPAeunGPHLxoJHvnNNuzBUX23WH72xOvTlchON+qVAnmEO+YlWfvKBBb/MoCmzVlibe5wjANcx5xHL3yt0HA7fyLJtpRJ4+xL591vs1UCyn6c3VYvtH6FI9U9U+a2kZVTiK6txGlk63T5HH21oRh9qXKLXbEqL7WWwyCrZ7Vx5k5ApVqjQM0TvRg3BOZf9e1Cyw3acw5GCvURqS4a57NE5hfu77SDlfAWqU2WqUKHh5/aanNn77UVr6zRjRH0u487+iB63ROBcsEQTWVdZYzaZT97NxR1rNXsdWqf3iFtyBTVVsZe34PsNygcS9MqsTUAtyZVHPYtXSAZV0vz9gN02Abuxt2WqmItlL0XUb2XCnwmq05XKh5s4Xqc0tCBRMXPW99Rj/18L1QeuG/Dx9jzQvn2DvrlrumOUMfvkPfXK0Dxiozoeozxviy/eyO12zVtLnWTcHzOvFpx37pCPvsuP5WotZEuUm1HLDMXHONJWuOhIqCvDzNzQP2Vr/mu/5uh/70AVW9mm29nHMHHLavHXHQUAVm26ybklF3zttga19YaN2UJGrGbMhF3aLZuxt0reZarq3buNBW1KhK8eRysz/fa3bn5bHp7n2QMkklZq//1R6+51b13lZFlGBf9+F7guar9w5X4iPySAS49dZN1aEx+fq9lRtt7JKNtun1pbbs16IN6pnPmjHNGqjwK1Bu0HODk8C8x+ArNeAh+Gdu8yzD4Asadp00y93khn3/R3TDlmZ5oAy+JOugsuUGXwJ6EdImNEeqNmhlAfZOw06rl8wpWogB9AIAZRD0a135e5R0aCAYTqQemHml+1Cr0VSAP8YkWg9pXeoGs+Q+Xt67hy3uJ6B30YmWcaSqeEoanPbmTPuxEggbpCnP0rMF7EDDzhe4cTd6wDLt6BI33rQ/a5YmdNDgvQTse3JrYhT5B67ymXZ3v572qNaH3fg3G/XXWZZB9Zlb+0hgOammOqAOgMgcgo4MWGZbTDXL9AyOJJcXyTT+SnyhWU4q8WgvMxlP/3JYA1B0kWkkVG00yyQpfP3Hz5r1HKKyTFICI8ZGGz5qsH31osnufbFOLeqOeexdu2FUbzv8sMFiEDXboqUb1f+4woaN6G6Dena2zTKrypL8YKv2EpIJWRpn5e/s5Tmb7FVVUJfLWGmGDoR9q7ep9ZyMAocU62yot+5FuWqzs8Duv/0Fy5RBXwD80KTSujAq75EEcC0296a/2+7mXdwi984ZybmmJIA09F0kJ+h53uH22oMzrHiB1pwSsQyWjwVMhZYe2KGzhjewRUmfQUN72ZVXfNrK5bPR6oaNXCd8OThX3bDK15Q8RwQYfQbqX+yF7nKdUrUB1N6xIbwN/P8LLK+Xc3VG1wI7Y16Z7f2zxy1X+/d2UdLnPqg+4mOHW/PyVTZD8okyVc87KnGB5IhEer6+K18TduGaCvvZz1+wkm3KQidabDTU3h4saf1Fsi1bgHXm8WPsxtNG2kg5iFfqmTrodud/XbPiDmKQtC2UV1cVp0ChLlFrtDQGYU20aJZ1H9DCAad4f8R7gmFEcpbkE8ldGkKEZhnJTlLFxjeBVmBeoQ5GDz4tPqa+uUXLrmIl/qPlU1I19n7pbWnY8mxwzXLIeryyrOv2yjsVZlWvH3nkHfuzEqQFSiayjuuQFLgMIp5jJKKitZ3Xlkl8KeFY1r3YVjzzE/vz2iV2yYmft2Vr1vvzbatZhvLM2cx9p+f08uXLvbLcvXt3u+2222zVqlV27rnn2tChQ72qzPvT1ycBs7sCy/fcc49rp1NgHvMx5uXHfbWD5Y87cu2/1z4C//tHYLeC5XtuvdE1y3UKzLaqGkkw2l2bPllKgtyoSCQuthzsSeso6J5UvdDNbOYgVSDCIR965KBGZunADZfJpNWRg7vI6kJh5VyBFpyrQ2HZygr7wW2v2RIFFfssWBGghb7GOhg4HHgBlgm6Mr2HLoFs9L5E55b24uR7qUBktgQRuHACuMlZg5+hACukUMTqYFn/0aCK6qpuXa1zbbV1Vca4VAHJsGNH22cm7qkEuVw+PSOPxkzUXRy+cT7lnqiE6tAELLthiGeYU6qVX7G/J2i5rWY8YfAVxSQqy9t0aEcf1URbLH0qWm4CYN4T1Peg9wZYDkMqHJVTzTKggS/powN6qioMl6qt1Q9ym+ztZevs2eIS+9Srom9Jo1Q+Y4m0y6r66vAlKKmXKUyugrLNaJdlUlO4psqyBpXYAYNlqvTWEzZ/0XwbXNLT+g48UqZS+g7dK+C+ob5MVLjlYt11t+9c/iUbNKavNMmRaCAREr24I1Dx1jUaBwBm6HsjE+/GZvSmdFgClW679etVYA/8YaY9LU315//jYDv++JFWKPrxtVc9bbNeU/JExkf0R2ZG8DzrME1SoMAcrZFp2IBB3exM9eAc0CvXA1jo7GgzFft6RZ8XtHfJ3p1SzxyO7462ZWnP32oc3hXApaZqIS1oZVSQSKK6Ab35wIMOEguh1uap3c9StSkrdrM2KhUdxE6UflbP4ZL+A+21fVXZldP17Pffsy0l+U4BpJbSCpajCosWPkvXm6sKFoHpKgG4b/7879br3fetuUB0RiUATj93krSJWreiyjEXW1tHpb24o7pBcAi4HLc12wZ99XbrzORRoqajBqBBz2j28ME2eMVqy5NetlF88Tw0wPreLIJ5PSOgDMEYtNYOHXJs46bFtmLbHLP9J5vNfN665+5rHbv1sXXblltG2SJPouzx6ePs51/5pvXL2mZVWqfZuicSFvgVwHzwwFRPjz7avbrm2CHv11jOLx7XdWyyrJIim/36TZZRkmsvvTzFNmh9lwqstbAPqPygYXfvA6pDiaMt1SGvVoRxVX/1Wb73gYfs9o/QZ5nKMjTsJrVaacaynatLWkcxY2gdFf1++ZvElRkg7ACIvZL2MsFw8D7LrkeGgo4bdpg08QL8Qd125JkYGbErOZDyd+g5JlRtr9rquTYLXGQKtOV16WBTH/yxZSgRhHbx3Llv24Ub11mN9hKYCVS5CvTcmM/E0LgXt9WqErxTWW7p767v8r0JM0e93xkNJH/0rHp4oiTHruqYb7PPvcuK6qtkABYVUvS/uGJTFWawXTuL03VbMKhnxvU7LZ3/ogqq6le2aMVpexv6LpPkTPdtnpsbhaUmW/queq0lqvcRL0OnpgKYeEskWvEwXwtA7d+m8yE1eAQ40MP9C+dMskM/M9IeWbXVJmhdfSG72K7eVGYTS7Q3KGlXIGCrJRW6a61b2MTsTYA7NPXI8lkJ9XIL716crUTeVnt6Y409+Mgs+9yZn7LvD+9iK7V+cvQsVr2/xW747SuWuanC9xIMKAFMoVmOPSs03VCkgsXC2FASJGmZAe1XyFyqYatX8nHRIcPtjxdMsKfunGqvTlnqnhmNaPN9TDEBQ5sdCQjONV78bJsqzJ85c7yNPWQf7zmdmujVSMPM+gtgF62jqvUzulvwPHkfyRepnQSW49yK6nNIUDAubFIS7bC99rWrli21z8mEbqo8C75y7+s2QhXQfHWmeJ3EztXnq2tCuf3tnVetSGcG8nzAKX3Re5Rk2yaZS15/zzRbOWOF5QsAe6Jd9wUrDLd5HwuNTaPOpu2lXaX6+ZwN1TVn6r50ZDqFugtdJ2APOMhV1Zj+656bIJEQMp8WLbbeU570Wfbz2s8g7j0xN3PQDcVae2aSAGdd+LkPW0w07BbKd6L7hv3ke5AbfCV07iThDbODyjxyMj4ngLDmE0w6p6NEiy7YdzuDZUB/phgGr775vt36o2fk/cCzYRHw3CN5C9MlEv2pGz07b5yxjdr/3t5vkF169Ul2ppLdJ531FVu5WmwivXZVWU5bNa1cudJB8V133+V06NNUkeZF3ED1F+OvtBrso/wJgWwK0JcuXWqjxCY66aST7PhPH69E5wDNFWQTUXH/JK92sPxJRq/9d9tH4H/3COw2sMw2dMHD99jtn5amZZv650ojeMWbc+yzGZVqR6NKq5tORJD7z5rlMLHioHLtoQJyNMsOlqkGaSNPeyinzrwFCVj26owol3lCg6tXr7cV66rtzy8uRuMj7QAAIABJREFUtDWvr7KiPOkGFXRggkMGHs1SlruLhntsqx6Nq49enFDTWoKuj0DDblT1wSupCklqFJwM3ru3HXHGZN2jAoKunWyAKgTQcLNVtSNg8EPTEwBxT3FoRk9qp2y11SzvQMOWZhlaO7TcNjRs72HZRrNMRRBQ41lyjZ8bH6Utf3SXXln2Psup03FS1abqrr/PQxOqoLpGplc1i1faY1OX2ZwFa1SVU7FP+rma0s6WKxOvulrRB9FY091DpzvAgLY2HZUkGPyFQ+zA8YPt95c9qWpstd6jCsHKp23YmP2s+74n2Nbn3g4dnge1atuh6iTsge0KdM7/xtE2ZEgPUUSlXda4AITD6Or/sfcecH6V1db/nt4nk95DOiEhhV5Ckd67iheEq1ekCFZAQPFFsVAU6SIgTZAuIh2kl0AgQEJCCSEhvUym95bMu757nzMziahc4f/5/N975+flkgxnzu+c5zznefbae+21ErAMAJQlBwwvpyRrl8dqpVnzpK+y6G2ejafKnmmzV1XajX9524bKvqZJFZf++061LaorbImqP62qMpMsSasOzACADAJr9fW6h3GD7NuikHcoaCyUbzG9mCRz6hT84d9MMMv3pGA5pbsR8QCWuV5obASMgGVuFpE1YpsNqgog6IXFlyc1dCpo2Crk2+L+xVao8Rylimy1KIMoy0I/p1JfWdlhIwo67ZtjtrCFqkS8+v4iW64KbV+Bu+S2wwqoS11V16trydH84LvxGb/7rTX29O9fNGm/6zm22pKSItvvnKPtGwNFu0xsUKI9IhlzRaa8Dz4/xXIo07P64eJ6e1+9/6Nrm/QcuTV9PziJpICub4OSRtnYa1G/1Vx1oOO2P1SsoocwOyvHKutX2seVL/kKOm7QnjagaLi1AhjFHc6SVVRj8zpbX19p47eeaWf8+GAbq777VnrW9fwBYgVikoT4nYCM6NITB+fbhata7E4lRwr6lljzYTMt4/g97XevzbJJtXVWI1XtMlfVj6qOU8s1h92LW8+Nd8eVaLX+cAzxYw09ywLLN992p8Dyv1bDRuBryghRjxH4cpoxzzdovRClWwTIABzxoZqpgUO4jP5jD7J5n1B1D+ErwHKn5mBXXzMAAyBMby90yUTqaaNXqKEVB5ACQ7epEpkHkOpSbta9i4GQ26FykS5o7q/+0zK+dqh1frjQFsybZ8tUtWvRGoN6OmyVTKpfysKgI1EkZgf3QI4IL2ZYKMXeB8+XCQBpngEGocQ7XRkfbq37WQIdZSqp/XTwMHvm8r/Zti+8aR3K7mVSHUTdWb8bbJ5oP2B+IN5F8g17LQSaQIUAwrivEFAMO6AQMWxXmwvgFADgMCCpvKMA3QKqICEpOzKSD/gVI4gGYAAQOqBO2nDcDUHfmYp3hXWggB5JCd1UW4O0GGZOsgnqP77p6se0vvexD7+yt103PN+2VRKLHCMVROYVGhG0gMD2aNFJFK93CS9yr6zLiA0Wax1sV2Jp94XS+XhjiV30lRm2T1ODFRTn2d+WN9ovbnjOxi5cpnci+m+ZT2mV3dcs7T95vLfQ/qmSImxGkkMMm8VTx9joJasE8gXM9x5vW0waaiftv6Xd/Zu/2WsvCywLOHlCJKFh52vvi9eJ9gAE9fRspGVQXdVshx61rR379S9or23RfGZtY82Nvn4E/Px90Z83VcMGeAroad3xPYp1QsfBdmJP6tQaen95k13RWmzfH19o32iottVCqJeeeY+tkGPBwNY6e/mCr1nGGcdap0SlZqFlgE5FwuihXxxHid/+4VV744l5VqoWjnbNdbfbSuYBlmFYdmVI2rpJtPkdTt3fvrnvRLX66F71TBG8ZD9m73BhriQZD8gELPLpZi7FutDVs5zYLfox7FOa8yVKMPt8871CzBVPgPNeQBsnoUD1uWdfs3qWqSwTp2jukFgJNewAwrFOcQztRMH8SqvGjGHK7Kh3gUPWjTimVYC6TRuHV5t14u9c+4LVPbNIiQ2uIX1PQhiSdo4M+rt5lxLrNhfB0/e3aD/50s+OtiN2FitODgjHfu1kW758U7CMRg0VZL6b3uQcZYguvPBCu+CCC+wNKfB///vft1dffdVuv+N2O+4/jrOrr77azjjjDD/28+hZ7llZTnuW08qy98UzpT8jUPb1ycUqi2z77bf3OfB59kP7RfZ+ekegdwT+fzsCnytYnvKXu+3dIyODyOccVXOO31hntdoIyHmGdVQPsKzscHOLKEbaqDqSrG413swKygMsB4ggmCnU5uE9PNrN6wU+g5atgF5Z0xdEp12gftl1f33VnipvtXFS0MyCnpYEQgRRIRRDIBSBa9AW08CDSD8Engg23dZFnwiWEookCy6AztVQg/bGh4AhY2CZZcjtZnRZoZ0q5dCS0hKn3LWhhqqNiV5Tz/B61TgFy6KNY/nTBZaT/qYum4nNe5YTgS8XRol+JzL0KVjmWoKGHYqlXb2cUmqGyk21x6unnwiWAUI5UgbOtkUK6d+SUM1TC9db8UcrrWplpSu4EjxlCZxkUCJREEFiQdG0jgYoE3zmuBL36NEldsEvv6jKtWylXl9lN0hghmRCbUuV9R8wyqo17kWNEliDNqwNGqXwbPUxcm0dCmy33Ek+1D/Y31SbVqUXZeCohNOzxT151UoZexIuBA9eQdM9QaUrU8Y+S0FivmzAZj3zkf30j7NscHW1EiQKAlRdqVamprihTuARP2V6uPBQ7aZhQndtl3fyuEkD7bTvH2BlUi+vqmhxCpx3fSXfLbvPsOJyUL7RxxRhn5TylXpeMn+9V98r4Yrz3NosepZJAgUNX3My6cMFaPSX7zOhXrOCGCoRJTqmj6jr9PatUTxNYNVXiQQq2GsBSFD/Ep9lD1YdLIcYE7Ge0/B5/wSWizS37llUbbdf+rSNEgitEFBedO4xdv/IPjasVYpzCuI8sdRlHaUecKJhAJLbtWm8ZCd24ePv20dXP6P5m6f3IHpkeRuYI9EDGsFh9KT2qFzwjN2DVlX6LFWWa5cKLL9jU0buo2RXkY5v0RiGXQ99cxkZUGelSaX3fdVxO9lDB21p/cRYqBblGtpinpIlgJki/fmR5U32EzI3C1baycOKbOL0sVargGaskgI7az0oVxDezrqR2tQloMbt2pLKMpUqmB4wMdLgH7CMddT1n1rgq9S2obIsqjxKsjyIqAgzw2ONQaiLuYG3MOCQ9S07qT4j9xQ9y9EO4FVh/Q5/SoWmANdhR0dVOfrh6c0MtXAq1F4mSmjYSfXZn4+O0XqWnaufac5mC8S+ivDX8Xvb2VJB/4rmBHOsSOBriP7J0fs3fsoM6xTdeIUomFXQUzSmNVqT8/WdHRIf9IBeX0c1DmViV71NgAKK5bla9/qJlj95kqi0q9psl8POsdY+xQ5WuE/W3XRN9tYcT1ilc4ix6OktzKDRJ40SeA/rqM0EvjZq3XZxRjGChg3uo+vKs3feWCnGkuaAmEeZSsp190cj/hTrMpVlEht4rTOCmwh8AVK1ttSp/7dJ6+mY1eW2QtTTgd851C6aNkTvNuMblkqApFQBmufX6muE1mWfVzyaSD4Bdjo0WMOUfNxyB7U2aL20qnV2x4gCWztroT383BKrWLjcaEX1mQCgcZVvjY8mPm9Xk+SqMgRWGgaWWqns9IZJ2XntfmobaW+xQ3YaY03vLbfH3q220afvbefldahdQ90O18+yJx6db/3xzub56d7boK27AFroNUD5pgWAdqImqeNvt/N42/uAbWzyVgO1LodmgPcs6+hIzqZgGepvAOOURUU1HEZKqGF3OjNkhN7DtYMH2IFXPWOT//SanfzQd+wgJQbvvX+O/fnu15XXzrbiivX20vknWsYp+9jc51+1Wnkw57g+h+a7EgM1Yos9/dTb9tS1z1rp4CKxqiKhmeqHBNVeyQTNg3oxKnaZOda+/s39pFDebaXYpjlOK5hXllOwjPK/1lno03y6wTJU7YQ+7ZXl0O/wY7RupKKi4f8dFeqwg0xBboh28txDVDT6ozmG/QENFRLZsA+iH7n7GFp4ENVzsKx91pkKCaAmWcz6HGAZYBgUdUD1ULGrHrjzdXvqgTels6He9UTngGfL+sy65OsKlHXdireiwbbT/3J1ffsdtp3ts+9kJa9ZszKljH6qrVz9yWAZAEkVF7D85S9/2davX2/PP/+8j8VOYky99tprrpZ9/PHH28UXX/z/qRp2z57lzwvY9oJln+q9n94R+F85Ap8rWO589RXZz+yq6LbcOrWBZxQX2d/enK3lGNQQ1kep2JBvs9rM2ByiXyjAcTVKmWRs6ZehKqdqLccVCcj5Zqtfg+LXV2rEJeJ3vbxglV1z0ZNWq4OHyL4jVzsNAQh9WrnKKEdeMao1ZMPpz+HT3eOXUpAIZMlCR1aabdKrPsnm6+dxepoAgSiABCptChq2UQ/bF766i2WqgjxU2V9JZlil6LJ9+ySbnTZTAiM8GtOeYLLHYBDoa95bnFS5/q6y/GnUsAENqdL1ZmrYbG7VAstlCu7cMkWfLruuHmrYiJWMVHXyvvcr7MYH3rJSCaFlSRQtj81X56d61OkVMdHYvA9TVFHE0JLA0scT7059X6eUrw8+ejs7/NgdRc81e3HWh/Y72ZcMwc5LAXqmKpVZuWzOEVAAKLCTAfxxidUCNMO/uoedI2XmAdBCFRS1KiMftPHoWSbYikAlnhRgGfA5SD3K89RblldeYQ/eN88+eOFdUU7pW8InW88fGr/Kt47t9f1UZagaUZ3L1cmw89pyxij78fkHqromMK25h11KsfuGhmgLFHDocPTh8SEQhhJINbedKqp+1qWG7QJfMCoANPSvJYJk9CyrUk/VOO5pUzVsxzoarxqBt1EKwi8cONgmq2dhv+XrbKMo7xlJhQEfVQKrbrAcCZXoXUvAPVYuLtik+acq1sfr6+38Xzxj+bLhmr3LFDvp0q/YqR8tt2olEIrpQaVSL7Dc873kHUiZD30HFNsfrn/enrh/ru5Z1jYCo/78qRp1YMuyqY8u9F8oxfDE4Q/wvHkv6Vbs2Nik689T5UmgXAq1gn9eSXRg6H1z+kfzr7VKYHNEH/vJr79oE7UOrEfNm3YOwLLGqkTz6E+NWfabvAL7YW2lHasAsbmy0YO9LB3f6OVH9BH0zimQT5Muac8y8ygokFTASczxXkbFDZ/l0aP7OVj+NAJfOZnFAsvqWU7AMmsfwXvgMQCsEleEqF7tDRq2i+0kNOyNVJNFGXZboSQh51U+H5PoWc7EEgf6LVoKroHOPYVglYtaOc2Sqln0ocYnel5JUGVr/DfoPcqkqlTeaLNv/q5lHLqrvfvK06pCysaoMM/2HzfW/rx6pd2gtovBUgveShXG81Qdvm/VUq8sr9cxh7ZK6VnfXi+WQBMOBVpT2knKJYm8fMZf7+lA6UZMHqe+8w3FNu1L51v++lqJsMnWxa21SRbx72iHifnB2Aet2gE1M8eFy6iea52mYo6N1ieqYRPmayyU1GwRqPzG2YfaIdsOs5/eO98ef/pdmyJF/VZdeydtAUr45WVqLBzgh8Bj2HoFHXkjNHqNdZ6+2yvoemb0QheoMr9OGbPFl3zdHhhXYmVyV8in8g47yum3cjbQI8sVMPeEWtLP2scV87nXeE9D10CAVD/5QP9fHBzLlJ7HJb963Dofed0K1M5TwNru74+PlOtsZArwtPUt1VorNooS0DO2GWKl8p7f/4htJF6pCrwq9/1E8c6VtzhigJU1EvZTMjdDiwUMr0rNwd/d87p9vHi1xCabLUsUZ9SvfT3nzn3cg/7OeDCHXV9E437mpUdrfvcT+KdFBlE6rc1KtNK2EFXjpB+ZHJvGgiRmuDpE5dYZT/rZe/rD8gVr7Nmbn7Nyjen0E3axYR+vsmcF4rG9WzpogFUNKrZvfnt/O3lAtq2k9ULrV1Gi0s47tFIq3zde+6RVvLVUfve5rifCDAl1dZKOunKByg4lAsdOHWHflRNFi9glfBCnY51FMZqEfD8lJVtcsVlrvJIAMHkY+6D0R1Lc26YSAIt1IjofaXsTgJqqel9V6z2W4TxiacSeHm8g53Gv6h7CnrA2Cr2nO8Qr3QXD1/Tu/Y51Kl97B/sOV78pWIa1Jhq2vhsNB1qFmCmw3IoVf709e5Fdf/lTlq92sADCoYPgmiy0b7jIXSQ8O9mPPVmldUktY3lbDbezL/yS9akU00Hzm89XTjxZvcdK6uizuc8yezM2UYBlKscPPvignX322fa9733PLrroItt3331tByWF6F8+7bTT/NjsZHA+a+U3jQ0+SQ07Rv+zV5d7wXI6kr3/7h2B/30j8PmC5dmzLWOb6fbAC8/acGXLX84tsekbFTwTZzh9LxZ29EqIGQBBbLihzMxiFmIyLsQFWNbOgOcvNE+UjX2zFdjqVMXpI6kpz355sX0oW5mGqhaBVP1ci/xGgROqQ4BjAsVUPCo8NBOKnb4bIJz2o5FV9aCGQI2qD/OAyok2Dq4BWp5X2LQPdSh73SYqWocqk8UCoWedf5SNGN7HBc0ASy3eEwy465kZFo3RbSZSVXDAZmf0jAWP0avuxeqnJFNN1h7KlgcZCHzx3UmARfWGcNCpjl5ZDoobH1SZVRgVWApAAFjGC5Mqdyqm0eWznIBlogEy8g8LXDz7s/utRJnhTnl+BshBtItdtDvw9n1WQXyblGPp906rMIBlRMEYP7L4M/eYYHuffqCt1GZ9+w3PWJ5ALxtzhqo+2U4bJgCkShQ9nEBPKm2dqu7WSC126oxh9v0LjrQc3VOt6G1h2xHzyEVkUCJ1lVFwkC5Kx63R+B9351s27dm51lRWpr5xoSOHIpEs4eOVN2AL/ZFuU0Ofrqq4UoHO3W5LO+/s/UT3RUmYPsMQ7wIEOMBC4RTBmgQs81QY81YFw/00xnmKcmq1+TekatienBFYRpBM1w3tkksNga/Et1PXzFx3OyyNH7RgjmnVPO9b3WhXTtjCbpE/8AnvvmGnLF4pyqYC/B7CdpwrAisGUEG45kT0rhGthnL0vaVldpOisdF1DTb1kgfs4zcV7ORttN12HmNfPfsQa5JidWoFxNyiWo6NEloCPvN0Xvyahw/Kt9ckmnXrNc9Zk5gcYNDuKg7vXbcKfFpZhvDnvbUkunhWXaq7kUiI9ggp1EfuwUFfh55NvsCjW3NpLpVNlOr3KfvbkyPUw63KMmDE1bD1TkXOTc9S1ebBCuhahLxaFZXW4kGuC8xXRQsU06Fnidd2lxVXV1Wnh8AXQoFJZTm8UjutSkB92FCN32232zXX3eTX+GnUsDeqcso8cxEpqu3+lkffaQ7MAL/fqAj7GDlYBhhFQs7BIVoPPiYpBTr8YjmXq2FTYfRv6Zn820zgC9sc/4TyNu9cjgA1S8pGBda5a5vstVMOsoxfnGA/WbJQffJZdpeqPzZgCGfV/yUe89Kg6PrwM7IU61bYQFniPbp6uS2Ul+9wBfRD1KuNqnaVEkStApT+jPTsFwtQn7DtbtY5d7HtJLXjTAXKjQWlYgBBxfTJq2ui7SKtGsNOSCrLyXvrAT1JAI1ZviuDR5KjDS90F4RMWEMakezyFntDVd8vHjndftlYYYuyi+zQxTU27JpHbbgsztoV0NMzTQKQc37SmoaaOW0SnlDju/B6VmtEvfaDUecfbd/ZZYwNWLHOxF0RqyVd71FKllmgQB2iVilYZh9DiyMVTfOEmt5bZ/rqH6yQOgRwigYX211/nmPXZhfa5GcWWr6qqwBemOO0uWzU+9yotfHkk/e0fuWyWNJ3T5CCdr72gQ2a95V6NzK0dsG6YGthDqOz4Mla7Il4B/X4GqubVKXNsNmvL7Xfv7/ehgm4qhFDjJ9kriQ9y15l1HdjgbdGrS1HnrKLfVktNg1iJcBkYt2Bhh3KzbCdAJUBMh0skxjWf6NtijmjaWKvV26wJY+8Zi8896EN1XVWFZbYSu2bE1eusI0zxtkH0yfapG1H2b5TBtsXWxpEb9cehd4JsYOSCaHzIXFCUbVv/d2TVrm2TqrvWrMFlnlG6E4wqLBu6uQhDxPsoK2H2bGnfcHK16gWL1ZQgdPCE7BMC4/WDvaWcFsIwI2DQIBlepbxdO5OgFdrPSzWHsQ6xIfqLgyoflIN931KEzOl2rO2erWe6rP2MhhFqaOFJ+ygYdOWpMNc2FPA2wUjg/3vVPZ8JTPVzRRgOelZhqngzCRP0CRCanpNs3ytzbI5c5bbS8/MtffnrbZcJfJbaVeAcu3hDs9LTAs9M5JwfmbWUcU8hbr3GsUB007dz769+3hrrJOwm/ZfMn5fPvGbtvIf0LBTayj+/fbbb8s+ajsfG4DwkiVLbP/99zd6iletWmVDhgzpSn6nx3QvMP/9P/UEy3vttVeXdVTaQ/3fP+Pf/0YvWP48RrH3HL0j8P/mCHxuYNlv/5WX7S5tylNEJSsXfMzVxpAn0a2Uahy+jJ/ss+zHaFH9pJ5lIjv6e7PVA9aqSmmDsrwvzllkf/rt01JaLOhSCXXg5iI5IfCS69YhEYUTYBEQZXsAygZODyzANK0sR79O2HBEoExlARGSTECjgj0AbouA+pEHTbJKbQilKh/suv04K5QKM76kBLGxseJRS0909NTRa1ygrC+9S4ACNkwqaIhAOS2XjLyCS/8dfT1/RzSqXcGPeylyYp2dDZFeWA9ENFb0BbrAlyi2DnIECFoBy4AnHcQ9VFcrGSHKGxsYI9GCGreO6ZMc4yC8OdOOmbvKxl73mBSQ1beogJmfozDrYaz+H+qo0d8bgSW9vFRjMlycB/pqVMjwrWYgqOm/N2WcQFmW7by20sWD2pRg+GCLobbVY69ariqkfNxT1vsNA0zRR5it/u6WemWzj93NfnDgFCvSMy+SEmlUoxNBMq/UE8FS3Q0g8t7H5XbzLx+2IllDMX4uEuePn+uLnk4CJx8/3Q/iL3mqmDWpF3HfQ6baNjOn2LCBKuV6xRzWQ1CSS5T44Lnw7OrULxv9v+mY6+xK+NTJfueVgiI7oabCVjSq11iJjy6BL6nAE/TQY0twAs86vMNDoCwsnoIOiZIsYLFAyYU/FvS12w7Y3TrfnmvvLP3Y3tVzofobdLxQaA0xmLRnmQoDdLyY830ERJo0vvsWDTS77C82bHWFlTa2iF6r5IDUd4/66g529DHb2TKJFeWj8K17crgBjVUJgEKpSzerOlUggNokddqHNaCPXPSQ9aPCrXtFtCuTOUHPp8aH5EOOi+HF9bn4HTMGsEzwqv8xb4LmF3YqVDuyFOBCO/avprfZZWtpJ1AVfewQ+/p+Uyx/+igrVd8xhbYqBZh5ClKLdN+uFM+6oXcM6mKWvpeqkAe8GoY8vXcADVpXoY2SxArgox7w9UokKVGHYBvX1yWu4xZ08cx4f4YOLrM/3fMn2Ufd7OP6z8ByjnqWp448SOsLFd3u/tqwjoq+eKp1iDF5tTehqnP/rF1U9li7goYNSZIEIcJ1BObJWuVV43gf6Wl2IKxnStUYGxivHLHm+RqohKG+ivMARAHL2aIwJ+kpyxDDYeGkwZapHu+m/RXcbi1rKfUu+0Avk19tDBa9L2aDpDSOKuPgUsuYqkqx1hJvYm6UZ7qq+qYK3onvvGe3ycPWlOR4XCI/GRrLQgX/hZrP2++0s2VsMcI6X5pnw8+8zgYtKrcWeaXlAL4BjM5OSN7RZH6EJZbePZ9nOgwhwWQt8gSEfq8d0EvVl9YdmBHitLaMGGwfX/yfNqWPaMeLFtmaeo3fiDK79PoXrObp+ZbDGiFSRPQ6877QQ03iLtY09zXWtXjVX9/t4mla5ypU+u2jVptf7TLS+lTVWSXMAG+FCD2ClCUE8wRhKz5Y/ZBU6+97oU8Lp+i6loTzZlHVJ2nZaQM0h1tUrmwtK7bHpC3w7ANvaP2mDYb+dX2X6LbvHby13X7qHjZeugZrtG/IMMDPyXxnzQLw4THf5XZAAjph4gBc0EtAMJBkb54yuH9+4h275a53bIRK/YBN98X1FgL6f+Nd5R8tBTZiSIGddcFhEtYqltsBFPZNe/xZfzyh2wWW1Turv5Q6HTnTVuoxnn/pc5a7dKUVKaFer5POP3IPu3DqQLv6+Q+tTB72h33nYDtq3hLft+p1FQBSzusK+PTJ653P058/WNFgv7n8MctSZT9D+wzPL03g+dxQwrFR7R65kwfZ9762q80YViohSfQSwiPcwTIeyklikL07LC5xQ+CYYBSx74fbQs+eZbU3ucUloxRAuIk2j0SQ0fcpp2GzvwWgJjHOuXF26LaMjH5kfJZTsMw1RT9ymhz+pJ7lbhq2zzkS53pkBWqNIKnyVyVE//LLR22QbKvbdG38z8UVnWrvWScHy+w1uYpvSDjSX49HOMWAZYfvYE9+Ta4E8uBrVCIHthLjdewJ3/yHPcsp3Zn5Qy/ynDlz7IUXXrCZM2fazjvvbL/97W+933ePPfbw/t9UPTveks/26QXLn238en+7dwR6R+Cfj8DnCpZvvOla222rCVYulclONhjsZzz72b0JhT9qktXVXksm1cWbEJ3Qgl3tPsvRw+NVOW3sZLWpUKxbV2tLVzbYPTe8YJ3qI+0or/VtHMDlCpiJdUiA1sQ3MgmE6JUETLsatvauTQW+kmAp7Vmm31LXI50Va9fm06xqXl9l8RER2/e0/e24AyYJjLUKGGZLpBPxEPx7Y/P1jRWlY6rGVCOdNoy6ZoBlNsQQ+CLYB1BTtQ5hlC5/XCrLKAlTWXb/3uj18r5AZaW9vgLAckpwQsPWd0eVs6d4V/hWp/6nBBI9K5hRPYvqo5rA7N5bXrZXlleJxqwIWsdSAaNaHNXQGM8g5RHQi7JIFZ7kgg4gsUAnba4CLgL7Vvkljx4zzI4860DbQkFPrc7RIJpzoYRAXn3lXXvs9lmaBxLkUrY7T9CaQCgTyi00VY0n1Zy1qq4f/dOmXP2QAAAgAElEQVQv2rFjB0h8Kvp0Gb8uH0z6vDQabRLMytN9P6Ig/aqz77atl622RlVmsnX9iPrwCQpq6qvNv0V71HNqlyDZhEnD7NxfHKmx496gswEqou/L7UDwvPTgD6COUJuCtaRnuVnfm6+K0MsjBtqPtplpnYvft1fmL1Swq8q7TgJTAGprpwLwEgV6ZQINlZrP0sYKhe+kMlCva/HKMtRiXW9/BZHnFQ22R4aX2fwl0S/a6EIvJBMCeCHChVgYgbo/S/3PVav1PvVV+Wj6hIlmq5ts5pm/t+YPVrrg0AZVqVrU69cpKmnlETvZbV+cZkVU0HRvuZprVCUqK5rs7XJRF9VbPH6rofbKEwvs7tmrbJauacZ7SxSYQumLZ0GfIx8STxudGhz+4mllmSAsKj0BBl2Yqkdfc0e7tASUYHH1Z0afXlPZkFUqyttVFNpvTR5sLavqrEz0+TbN9bRSz7j6OsLrnFSJ3dsaYMg813ji95zrtmpgvKgOdYFln0chhufWUTqGajoBKiAitV6rlrfsyBH9VVm+w666Rv7g+vwrsDxtVIBl3gNALGDLMae+hCqoU1vBSASwDDxAGAEr+jw1SQF/0LB5D/gfFWHWNIBLmoBrTRSg45gQx8rQuUheANoYS1SiXUwsqVCjv0AyArAMaKYVhtaTAtHhM0BCGl+vhGuu5aiveYMAb6cWYp6ZmgykbJ5t+aooNpf1tbekjDxgbblVTBhp9l9HkIkQkuovMDyse8eprbFO/fPbVUutQMFxiWy4TthNbTp9yjQv11vpsT+3Ce8usQ3SGMiU1ZZXlulHTvu3ve+9mxHiAb5T+Tkm2id4bk5t5x41PtoJlKjNtKVXnWzvlLRqnRZdWNeNOn6fsjy7965Z9txDbytxla85wZocKuSxpnWrYXvyTvcd36V1T6CyqFqCU6cfYxlnHynruZetoqjANmp/ciGlpM/d/dDFcqCyHGtEKOa3Jy4FzKu0n5Vqbwqkoq85LIza9e/+Wgt/Xplhb5x/p/VtkII4TCvdHdXKr/1gLztk762sQfR2NArQaqBEzfxiTaAymYo/pSKPzOloN5CdnJKsjCVMF5JCMFWue36ZvXz5o3qn9Oy1xjDuVD+jTz7AHmu12PM2UG0Ju3xzb5spMcJWORakvbPMO+whPQnse5SqvRJS1ADZILVR3P2OkpnPL7QRsz8WY0RUfCVQC6aMtG+fuJtNG1JqD/cp9T39GFHjP1ZuJnrgo0LdDZYjQZarZ/qBKuLXXfKwTh8AkHnQtSbpWjYqudep8VouBs21Zx9sW4rBUkHCnsQl+zVzx22heto4ApYRl+wJltWfnVhcdvlHO3gn8Z/aF3bv+10uEzhcOFiOVwKw3G0ZmPQju3VUD0BN/KB1yMFpQufmmePy4Rod+j/Eu7jutPeZ5EiN9tYhfQvsjaXr7IYH5lnD++ssT+9vjvYqT7YnmiysL90CdiSMg4adqTlXPajMMlfU26Idx9pXD9ravj2+zMo1bzdoH0QzhDXsP795iirDa/x+Nqdh96RSp4A5XQwAx6mY1ydVez9PGnZvZbl7Ce79U+8I9I7A5zMCnytYvuX6q23y1luJqtykwAMqsaqleCjTl6uNugvcJcqYYWOUAEvFdHi4NqhHtECBB16K2i9tgwAT/XX33vaCzXruA6GIUtsoMJevqnEGisRUFqB/9gTLCHukPpte0Yn+tH+thp0nAAz1Tz3HSteP2W6idejfBWP6W/OKKrtPgeRfDp3ivUohBhK9TGxW3Vlo/SwVEvJMtapTAljFUlQGELJvNeqeM1W1oCIIhZiAH2Be0icqhCl9je/Ak3EDfCz9JlXNoGGTlQ3KWwh8RXa7XUBsU6XrCNwI5DieAB1QRr0Pum+AZR2jbPvgQYV20WML7P1bXpC4knpIvUqSWNXQ2wTVEVq7B/3QWtWzrEAcwEyEspEqooK07FHacBXE9dtpgp26z2QbLuGVVir6BFupD3S/PLvo5aV27yr5Hy9Zb89MGa7gucZ2enK2BHhUsVR/a65EeFp13pHjh9oJp+6jim+BB5EZoo5Cc6YCy9gWag6sW1vvSsZPvPCePf/SYuvb3GgtnflB70aAChAG4KA67LRUJWEUSMyQL/Cee02QoNdgKcMWWqXo/MUC8Fman8wZKtZU6z8ZLAcII8jV7dpYqUB/bcgIm6UK26z5H9gGVWUZc6dYE6AJDLaXFNj+o8ba3UuX2cDqBstXpSmtMEDLJmDIF6WxUPc5r7DYvj5hkj3x3jzrp7Joq+670QMrnVP33A2Wo2c5eiGxjhILQ2C5RMHJVQMG2K2T5MX84+tsT9l9rZKSZ06N7LxW1kp4KdOahdj7HLOTzVTUt1jvVbbmer+6elupcXxTlmNj2xttyg5jbM4ri91SqFRj3qnAmkB4I+8T0MUpfEnP8gb1LGdv2rPM3GAeUbXYiLVa0rMcaseAPNHKGxusrlDMDd1Ek6iU0w+abrufuIvsx3LtMD3LlQrASah5EQ4gjGgZYDnxWWYO12medwvcRMBLhZnER1SHBFq0tpSkWgIIMbkadjAU0iQWYJLxRDiMSl1lVbvTsG/+4+3yWf40NGz5LG8BWN6Mhu3V9gTYKXkQSZx/TsNOVfl70rBR8Hdv4WTNIwHo49/Vs/zPadgAUmjYsAGi2qSkjvc1R1XbafCIGqKMrDGCvNHiwm0O/X29pRUlX+BYJBtfJzQpXX0eJaq5O6gyPWWMPJUO9KSKDekfO1VTvXXKVsw6WyxjkN73/mI7SK1+4PE/swkLFlmzKsyAVqrf9AgHUEh6lmFfkCzTzzZK1biLhu1zKKVq63glVHLUTrJmuwkS6DvU9itQVYwEHmswAkgCjFAxLv7hPbZce0imPNVIqEUiI9a0EG+MMU2TOwipQfvNFUPmtTOOsQuO3cYOrVynpJOuRXtcAJdUvTilYYf6POPFmgxYBnBEAjU8eLEeR3XcE3O00Gj9pvUBSi9zd7WSOdf95iGrWrRWvd8IO7L2tdle+0ywk767v87bFr3PCPMl+g3M86iC9qCF63eKtY+kYBnVZp49P2NvocosRy97/cV59pjA0nvlDTbmzY+tVesV73fKFGHO0U9eU9NkE/aYZOedsZ/Wx7Am3FwNm5b8bK3jKzPyJSRYYpVvf2i3//IhiZEpAaM1vkhzrla/O/ngbeysY7a3Gq2zw2hBoYqsV4O1rkyMLU/8uN5JQsPGQpIEI97K7wks//phjW3YRREHpGDQGWb8TO/4/IPVGvZfu9hI3WsFa0ei4RDJbdozRJ/WvgpFPnzEkzYPJQ38GDQxGFM9P/rPs7SPu4+4XmgspjjI1y6YK16BjZ5lEjTQz1HuZx6QzGYeQtVO133YYq6GnTg6IWjJvcYxaWVZ965jcpN1Cmo7SVzcFLwQoe9r1ji/8eFqe+rqv2nta1YyQcrg2unzk+QlLU4kO4iTgsUSLB6vLDO/Nfc65Qs+Vj7sXzp2hg1UFT5Lwnzk9dtpKyNhrJs48aRTBZb/sXUUCtdpHzI9yWn1GKAMYOaTgubPJ4SNs/RWlj/P0ew9V+8I9I7A5iPwuYLla6+4QqqnkwRcmrUJoZYp0ClA4PYGXpUTVZKN3YGtW3w6WC4RLSlPG+Dz2fl2w4fVVixxsNOkSLy9Ns96bfTXPq7g/eUPbLhUkQi4OxSleXXGoxwS1wjb0APppQcXZwHcuWJqcsfRf4xwR/wOAQAAI6WE8ovtEtYB6NcrGz5DgiM//NKO6iWTuuPQEpv5Vrl9842FdtiRO8jrMc7rlC3AJ1noRKUzDVb69Y2qQlS98N9UXSChWpGlpvfa7SG6KssAgkRISr/DBh79qIxfBNZsolQeqKh0VZYVCeYn1lHQAalidNtCBVjuo3MATBwsQzGjgpmAZae+q/9qwACN/c0v2osPvaVqW7F/J72mQcsl+ZBWlgkse4rh6M8ao3pV7TK+PNOuOXqyW87kiLq6YU29VLajms44hJ2FPIlFR24pKdYmLMGwdQ3WpqrCBXe8bquemW8DKmVLJXpbQ/9CG7h8veWKHnqWREamTernYDlbv1OBYq/GM0cZ+cWys/jdxU9YzZIq0SGbvXoPynG2gYKCLjBBhYoLkSBVmSiYk7cZbbvtO92mScm2rq7ZAxxAWAF+xD3Fu1zpujvhgy1MnleNUrCMHzQVyxyBXAUH+oYVuj4AlysD6wf0o+dq7jXoew/Zcppd/+H7NnF9jVoUQm3ahcMSD3KCZxJF6+RDfNiAYfZE1UpViZWkcKE4wDIqyN2enIjGuN8mE1L/oMTrvWx6RgMVnDybU+LfPVKg4tV319oVf37btvhgteaA6Ii6vmZNWOiDBIC5qu7x7uQK5GSp2ixGnt7hVs1TVZLVSw7g71QA7BXRRAAorTxBcecd8x7QlIad0Ie7BGR07uhZ5hitA/q+VlWW35GQzLCv7GzHlpdbiYSLJk8catOVSGrSZGnVxK0XO4IWBacTAz4UvDlV0e3PYj7yXLhvqqj+XlL5obIMS0CfYHxAw47APrX4QaU3W8rPLAouWMQ752yOeMeqxBwZPrSf9yxfec2/to7KySwVWD7AwTIiB1izoEAbdf+wsAuf5XinXQ0bim8Pb2HeNYQIU2ViVNqpALqqtgO7GH8q9imw82SQxh0bmOhiju/Cpot54bT4rtaTRAE6PSZRyA27GNguUU11IEyF2t99LPdCgZnz0tvqrAKSalpIW1EdFvDMVqDeQX+kANGyscOs9hBRu/fawTLUh+qfJr0cApo2WIAZ/rtaA4Yc939shCyOMrAsyy1IqOMC75prTkknKZOKEFFZFqDGFsq3FSjMiAsqgVRaU6PWj9FWddv5dpcYHhMyW6xVKJIlAcYSCsf0hp5571xruOtlyywuDvE1v7CkVzxly2gIuVsqy8UtTfKnbrSXTj5Cvd2n2I3vzLIdlMRpUgKrTWAZ14O0sgyojp7lzcFyj3UZQKaKsOt3JEJTrjchwML6DqWXPWWd1vsHH3zDXn/6fWlyQJ2X/ZH21HFbDbDv//Qoy9cDqsFf190jeFJ6VkkC2h0R/LkLmCO+BmXYl0D25WA6UG3me7n36tqNNkIq8m/Jj/eSn/7FVm81zrZcU6l1oPt9dj9r3hWxJgYouXHcGfvbMNGmyYk4+NI/9Wp/KFHisFZzqFQJyLveqbA/fFglD7ZqG1VVb/1e/0gCnIlHOLRkJSdPPn0fmzJ6kMTNOHe0DLhQod5VfzJ68b2y7FoRsE+0b2ud/nhxtV1/2WMOZrl/4gDmeTBZ2HOyrKaizcb87HA7f8ZQsZ0aBXqhdeMqwF4b1lEk1vp1tYuJup3QsEnGBaAON4CBA9FXoIhP2wwAXYJjAHzeY8S7XIcixp11in2Vfm7fkzhKJ8ObGsuuLrCM1zvCXLo3vot7QxCS8/CDLhYClHntOdF+Ez7LzDmuv0ztKo+9vNxuvuYpK1VQlan3j/iLcaN1g0GN90Rxk49PvDspDbtQ71KDPMQHKGl93ncOsL5qRerQ2puh+Uk7U4vYGS5Kpt85Vj7Ln2Qdla9m8k8CwamtU7z88elZRebPn4cF0z8Dy5/0vT2v59P+ubdn+dOOVO9xvSPwP2MEUus534e0ALIGIGB411132jXXXqvO41f+rqVErWD+8f9AxhBfvXfeecemT5/eNSq33Xi1TZsqeph6QF0905WuN/Xz7VIx1iKZWv6UiOZcql3i19kldse5f7EtP1xiebtvaRO3GmJVsz621fNXW7FozV4j1AbgvcVUADzGVZUl6TVDwIsP1CKsQwgUPeDTd2G1Qm8ktGFCSfrROC7tR+sEiPUvs8MPn2IbtVGMmjnBBgnQAmbztFHdp96nY1paIuPdt7siCPh05cyuClZQtugb3YBHrb6TyiI9oWyabKLQrEiyUo0AnVC/xV4IwBUoXAJQAlgEN1BNXQUWIKTvjk0URVQFSlLdhuoXG38oXQcNOwSfAkQEJY+xCd9qNk5oaKkXs3pA1Y86UM9pjiint179tOWskDqqUt0kJIgO/NxddFJEYhSsi5iZgb+0nlu/ycMU4ObYspmT7aqdhqjCrCBXAUw9gicKQtJNn+ovwRm9X52uPCplVgVXIxVcPSe/4HOlJPzjO56ym7ebZGtk13Pui29b3YzxVjO4vzW89aGNqmu0ayQAs9sLi6xB17/linK7Z/wWNv5O+eoq0ESwxjPtGk+fEwrsopZP36eqBFAZN8j9d3g/u/D8wzyzzjzCNzREUqQ6qvF01VFAmc5JQgcae/TUK4jT9RIcetVIp4Y6qVyBH6Nb9mAEXTGo0R5YAdxcDVvHiMJI/2adrqpmk2qGKMEKrABuBKMOdrCG0fPIUBJDj9XPE3T+bgsyeu2Chh0sAZIagG4qWB6cCRFuFD1PxTgJ2IB8W+zN1RIN+52Awuq1lomFFiBBYIx7Qz8W0Nyha6sqLLQS9aLmC9Bgp0UfO8J8zON2gfuNorAinkePf/Q0ElSmlOOkZ9nFq8Ijl0CeS3SPXNTk9ZdK9cYefuA21vaVXe3wjiYbqvmE0n2d7JpQYneQR+DMPfGuAJZ1PjGBvceTeR4CeQpMNc/LlGwKGjbVobC3CTBCMIsvbGKr5hWkSN6lPsu8G+6DqvM5DdvbQoTrdC0jhvS12++806674VNUlgWWZwgsdzhYDkZDTwALEPb2BV7rpJKLKGF3hTOx16K66f/w90AjXu1NEhEBlgmmExp8YlMFk8IFq/Q/EkZun+cRKsCcKmba+5z2jCMUljoAMBdC+BChvhjZ0BWIpGKAANYC1hYXPkwAtdO3qfJCB0ZQTZXmLIHdIlm3rRGAXXLRqdA6LGPvbQJ9eAJQJ8OHTe9xpxgNdvfztv3lf7FMvOQ1/zv1LtIygIo97TM+xRlT79dWMpFXjPvSWpQnxkTtlCG25IGLNUEa7PEXXtN6rnYDqtKsgySsNBeGaEy3l41Np2zldv7xLdYsRk2W1qtOrQFtyg5lKMGWrb7sLFSwtFaRdJ17wGQZgY+0jAu/4QOwo8SLLpEYVYsAOswSDnWdiCTB4gwqEmoCzL6OJD3LkcQExGltFAOEYzzRqWsk4cbaXYKOQdJj2io1rDr1j/7qpw9bXrP2Ml1ju5I3739Z7ROq/g1T4mE9rAvaD5jQ/qzCCon2nZQFxPWwtoQbA3tL2P2l1FoqzjUCy4VqOydZ+PKLH9qza5tt5aPvWB8Scd65FPssPfG5uv71ut59jpLwoLQe2uh1hl2k41jHRgwrsN1GjjG74znbRgJcK4YOsu9ccoQtvuVFm/W396ygVAwXjXOLKtQ7zBxjX5YQZIcS1HHvvnK5GCjvPPMtV9fU0IDKMknKoGHnaxF+8tH3ZIv0kt6vWO/QTIBc7fMytlGr1bz84gWH2tFbDlTSR6BQ+597tGsdJWnGeFE17gsDjjWe5KaDZWk4sKcnY0o1N60aM44kO6Dcx76faJW4ECXJbaqn2PilGi2psGP0LJf5MQkNG/96bBChP+hEgOV6JUSwsvJATT8mWcg+rxgtnnEiEMn4FMpO69nH59ptv3tFmi6w1zQ++j1aCNy+K6kik5xjzeA9IhEX763mI1aSqix/MHOqHaF3/NTDp1uBGAU5mrtRDYdhtWnP8sqVm9KwG9QmgP9wVVWV/eAHP3CPZQJK4sP99tvvn1aSPw+gzJ38MzXsz0rxTpZBj317fZbT0ej9d+8I/O8YgXSNci2PxEf+7rvv+mxg+dYbr7KpW09R0NnoQTzgqIyqnNN9Q7ExlK6Jk7AZkLiG+j37iG6VowtZqHLFeT9/3Aa997H3eIropw1PfXIKqDKcDhb1GaicVFkiCAzRHFdD/URKYkrDJitM0BUBaE+f5ZysXCW+623SHlPtRxccYrkKUDYom1ql68VrsUgAQSRBEzPVgbCrWXpFMPGO1vnyExXjEAMBsERF2CvLZJjpWU4qgmT2UVlNvRSjZzmpLBPqQtOjgqnAgIDKs7O6VawoItve7bPM5pgCAijhzQrMunyW/TzQ5CLoAEQ06NoY/jRY4Lugi5UJ1JLkuOhHf9amp6qjrhWQ41BTmy7CTK4unvZVtiqQFbg54vQv2NH7TBLIoXdPQYfEuRDKZYwB8zAJCGT4bvp7EdXpA7jzUkQEFMW6pzwoyLoXYTu3NykQUM8VYH9SAeyPVjbaoTc/YfPeWG4rpoywsR9VykJJ46mT0cuVx4YutkEOwkUJwHKgAHU0SaDwvPljB2BZlcwLT9/TqcQATT6MDwEaYJCghISK9xriZ6k5mwo+8Zyw+cjT+HCb3aJqcQy/WSVRKO+fJUGhE5P4cJ9lxGkIBfVu0DfoauhpgI0InCjBBJGR3NFYKKgdUBYicCQWUk/O8OsO1fWwGQmWBAPaoCDcBb68h1PPH10mgb8nqltssfxjTpBt0E9+9Kh11NS6PRZAAhX4TiWIiqcOtbr3Vmu+Z9lRp+1nL4oav/SOF23s5OFWM3KYNVfXWs2cJdZXFeE2sUBUsnZ9p7R64KBKQLhb4CsqKllUo6D9Epy6CBgevx22XtWprx+/mx02Y5BV6wY2uIgeegGqvmjehHIwgSlV5DgX85XkBIrd/Mwxlz68Y/SA+7P0BIXmj4JaABLvIeMDWOZ3vO9QQ1iLbQs9ywwX8xN1Xy0PbumWgGVok8MGCyzf9adPBZZzMsts6xGiYSswRxSKyjI0Zw9cdW0hIhXeyNwPtGNWNZ476wDUUQAaPcusVxxGdZWjnenh9GTOA6Wyx/xOxLtccC350B8Nu8Y/ul8ShPwhRO48fRHnQRTMj+H+eTdD+CoCar6LJEgkRUK4LcAyCTuO4XdTf1b/GwAWJg8Xr8RTdhMKvEoQCA+//avjLePbx8SJm3mQuk8slvhHLJjO1xaavTHPSp56wwaoEjhg3gprVYtAlsawwy3GNI98vVeirln6CHqQmdVttmbqGFv94M91njab9eJLtkYsIQSiAixrLdKzBtiUaszu7jfYrtlpF+v81V223XX3Wc2gvlYisJ0ppWQShM0j+1mzqOWLv36YXp6+stXaRS9vjh3x9uv2oJwCMgYPtdlvvSrRQlXevEdYazlrhL/L+CzDPgHkkbQI4S6Sbm4dlbTmeAuNV5+Zj7HOsN6QXA79gRB0ZP+8+YrHZQG01LKkydCpvWOJkpPfOG1vO2Fwnq2uUpuNjok9NdhazYAbGBR8V49913VAdAx9s3ygCEcPLntUrNX8uUhMpFUfVdj1EhhbJnupsCPS9THurvtBglfvklgg3z3nUBs1utRa9Yzj3cywVcvX2sOzl9l7D78Vid1tJ9otPz/I5jy7wK69+jkxFHK1n7bactGzp8hD+WJVytdDK3Y6d1xb+HbzvHu2SODXDOVcytwS9frFuVrHxASjysy71EXDZo/XtWwUK6Zq2lZ2zXn72GC19ZDkIykdbVMBlhkzKu8kO1h3NxX4ivHp9llOBb6izSNTL2LqXhDMlU3BMhVqXiGSb3yXuyCgZ+LxQzc7zGnY9CPraG4fijcxhpNP9FxhKiAC5sdQsNC5SIoOHZhvjz001+657WVde4GDZVqYUoZIWMl1+5F3gWWS4Dr3Bj0HDboNGdNXwl272AS1DsGUK1S8ld3DYYOEkMdxupxPEviqq6vTfCu1efPm2YwZM+yJJ56wd999184880xbs2aN/zeAZgpa89Q3llK1k6Vqk2pz+rNP++90/+HdW7hwoe29995datg9v/ezguZesPxpn0jvcb0j8D9jBFKgvHlS795777Urr7ry368s//GmqwWWJwsAq2dZAURUlpP+XqhLiA91geUIXtlEAHMuSiJK1iMLKu2234tOVKVgXpsaATg7Dt6SEZilYDmxRPFKhwI+yswEZISAm/Tv0YuHuqf6n/Tf8/QPBRYoiYiQQS/E7vNLX93ZtlGPMllfd4RVBN2kKqKrGAvo0ttDtYN+5FL3UuwGrLlQWH1zCfCSCnylfouIQhWqevr3Al9REeS+XBgloWFnKaqhiuzBlNtXxDGb07DDOiqy7Z4Bh9beVVmOfmR6OR0so4atS/SsucaI3thULTV6lgvsr3fMsvvueUM94wrKNqdhiy6bK39k73TUxtcoW7Cjv7GLHbnPltahoMSpYfqdkmJVMAkMdJwro2rTTwMy791zwawkUOGedA/FHKPr3whVTIFLniqe9Am6dYYqt7nqLXxr/sd27WVPWonO3ZqlapPEWlCtdaVunEqh7/UIDNroxfSe5bSnU98h4ahasRV+cNbBtotAUrmur6/3xSWVRiowCl7TQCEEvqLCEcmRf+yzTLW8A4Cl/xHkeh8hIIzKgAdoqip3icCF32ZUIdIKgyjWXVVj5n14R3clZghooVPqGOYmFSv3ME2EXgiyoOc3OLAMJVsUYz9e32xfXNtqpU+8aXUtHbadqJEdTy+wHHqqNXgboMJLUKpSgRjWKpNFDS8qK7VRwwdYhmiRK9QvOWCLwdYoEFUusZorHl1gS/WzcUtFkV8utWS9Px0ks+h4padRNGz6YunJBTAR9ndTaKNqmi8Bnwr1dg89ekf72c6jXX1ZLZkOulqd1hqU6rBMizEnAYTyMxUfRAF5LlFZjkQclR56J4Pyz/sU1lEpDZt5R3UoRNUCNMAkSAV4+D3GuzNpj0iTGNViXQwb2tdp2Fd9Chp2dlapbTvqQF07dGj6f6mCpmsXVllhlebXCVh1GjZJhwScuqiVKv2AZ0TPNAT0LBM3U7n1eiz9h/i9O1hO5jeq2s44QVk6khMEx11CWJslCJ29QOBNtckFvwDC4RJAX3RKnWfLS2nY/jTczgn9Byxrup0Ewu6K+4okAPcJqPIqFj/xBJBaFVrq7bXTjzKbtIVlHL6bsowqZ6KwzUNrbQl1bcjerLcLPjJ79i0b9uhrNnRNuffbZwpgM4esX65Vjxxoi4ap9/lL+5rtuLVllHba/M9t/tEAACAASURBVDmzZN+W6165rjafVAvxZse+jwTRIDGEbhww2H49dXvrXCjF7gF91U+tatl9z8Hxl4rRoZYxeSxl1tjx1VY0ZvEH9uzqpbZYzgH9tDblKKGETVw7/aP/oGeZiihjAQuCCl26F6Y+1Klfe1pZTnuWI7lMn3W7DREj5GOt6T/6xUNW/JFU6DVeWXW1ts+5h9tRu4+1mlVNnmyMnuWwheppXRg07Oidjcpy4g3POuz2RGlCN8Ayx7gYk5ICC95cZtf99lH9LBK0bnuG1R5PiL1E78sAiUKdc+EhcqUoc+u/e26dY489OFuMIyUn+uTrXFlKHrfb9kfOsMETB9tT1zyjfTTbCrNbrVKVzWknzLSz9hgv8fR457vBslhUohczd1hH8RZmmmAhWSSf7Ld1bZdc+ITcAeK9SQW+eK/dzo5kvPaleScdZo8ePtEGKvGyUethg1eEu8FyJBPa/d6jbSZaONJjAixvroYdx7Cnbg6W0/5tZxRpfBhvhNxYc1zgy8Gy9pwkfuC7CxX3AITZC2Be8XvMFW4+FS9kbyAx7joD2hsy9J4+qb7yv1z1pJLP0gyQXz07YXbqMe3WmIpL0gQ3c4Mkl/57rtamDGWEWTOHjRts552v6q8mEGNdrbU2X/M2bKpo64r5Eu9Shv3XqafY6tWbVpbr6+u19hbbCqnfb7HFFj4PAcNUYXLJLCef1Frq7rvvtqOOOirmmTbGiA8iaf3vfjavLN96663OfuwFy//uiPb+Xu8I9I5ATzFCGDSN2kdI9gGW//SnP9mLL77479Gwb7jmSps8WT3L4qHSw0PcgTdhagtV5X2FVHLo0ZEqp8Aymxx9P6zUgMl77phjTz31jkWrIUEXYJeAO6UOAZapLESQ6GI3CvapjgCM2MixZaLfDNpiKPMC5IJqCkXLfQh1TINuukl/nzmqj33rR4eLjiWwJHDq1onaq8jAs3mSzXabF23WTah39+hpBMAUi+KWBivQqwFCUKrT3sigzwYN26nQ+h73c/Ve2KCM0dfqgIDEQAKwusFyVO9SsJxWlgGaAPU8VIHZDAXuNgfLtQgfASJ0H9wX9FTGsxBvTP0SYANQO2xIof3h1RX2+MUPWh8FSlSHvR+VMyeBN96m1ar+Kfqxb5yyn+0tCl6H6JOIbkH9a9dmXyrRGBd70f8I0tK+M8aR/vSeyrE8PyoIQxQAFQI0Fciu1JxoUsVo6MgyP0+dhLjyVPl/X72Nl/xMtkWq2LVQDSMwBzpA/3OgAFhOAycCu03BsnjlooW32fE/2NeO2nOiVajXGQZAP1UvNgfLIfCVqmF3g2X3WdYc7vlcCG68ZxmBmCTIpRJKpYn4Hy9hqhBU2VKwzBwJVdRUFCjOS+Wr22aEKgRMgjTgTyvL3arqgGUVTFxV3SmqPkcSGr7meoH+vkjuqcc9+5FtfcvfpHq9wdkaGaK20l/aKLBcMmaADRo/yo7YfZy0mHJt5OA+Tnmsxd9YczhHQHiDgp66qvj7BiUyyhVovffWCjvvj7NtiMTaJr2/TJVh8BPe2z3VsBMl466+0ACLiPNVijGy83f2t9OmjlBxUfR3VVf4EJi1KUGSguUI9hOl+KRa7oAawSS3aYkFnbkW8zwqy26rpt8FLDtN0lVvw2c5EhSb07CDNUJAmAr4Rc9yuw2V8M2tt99pV//uX6th52YVm6thd7L2kCgkyFUCwdMJaWIvbKE8uZaAZQB0rHhUdwMsdzNlglLL+xjUWgS+AMs9adjMAYB4kkT0eyYITz2ekwSh2+XFusg6skHrordbOBIGLEcvZzbfxY901TyzAN18QqE6aNgpWBZ1X8JsVJ/pawYgeJWPZTRJYPGbgOwMVbXzRHfI1+bw/KF7WMaN54gaIZYC5eyGOrt8zhtWW1ZkP52+QzSXcpbyarep6nzkBf25VmVi0SUmC2wfu58LdgktmK1fbe/MfcPqpZJMCxD9o6XQuXuAZfr9SS626bkO0hpzUdEgu2MnaOE6R4E8dtJPo/yLVS2jFWL/FWvsnPYaK9a600aPshS9vzdylB3c2Wr/UVNpFUoK03LS7XkbPcuua+CtGgLL+u/efuLU6EREyqnaaTI0xJ9Yu1MmljN+tLf0F2D87aJKe/G3j9kIiWM1qnK7YWOLHfCb4+34iQOsYm2DU65J5Pl+SVJI+0DP9ifWWPdZTszMo1KaVjiDqVArYB6K2ZyHIcmwD8UyufbSh33v4D10u0CfcylBXwr9svXbWsyQ7//4SHvkgdl27x3zvCcXfI3wFipwbvdFC4GSdSIEKVktFfE8qS9LjG2wbKIu2XuiNdY2692U7ZEnyMIbmjU12CRUyxFJMxsqC8HXJTB3088ftOb3K9WuEcwbv3cS6/gsu+OF5qTYYXU7T7YrT97RSnizSIi5PoPAMkJhCVMN9gjuFf5G6GckoYOGHa8FCQjmE/eVrh0RGwgsIzLoSafoBYepBGsMDRX2a55LsA6SyrIS8D3XfRKBzBXmguevdOmAZb93B8uxtuULLOdCsYYKXFxgL2lNv1W09gLNZ+IZj5NQg0+SVeyOPXVbnEbv1lHSF9Ccaq1qEOOo0E49+wDbEscB7Y2MCwC6QPtwdiI819Nhg3X0P/7zZFu58u8FvuhZBiBfeeWVBlD98MMPNR5NDp5TSyn+O3vUVVdfZQcfdLCD6bTP+bNUfXtWlhfJJg5/Z8D4QQcfZKP0rraJgcb5P8t3xPrVS8PuXiR7/9Q7Av/zRyBtPWadwvru8ssvV5K5xL3id9llF3vyySf/PbB8ncDy1MlbaeENsOyVHBfUiQCvWlRJwDJZVyiWVMHYHAeLTvTyS4vskQfnWpUy5XjfZro3YeINqoUfcOTBm/tsRs9ymot0f0WqiJ5VZVFLAj4X4mIHYpOJgA+l0SYWTv37EKl5jpFa82gF1MX4Rla2eO8SASIUWvdqZbNzEY/oCWYz6d8/+pK8OqWNzKmcLuKRqGtS1dDm6xurjqGfMsAyPcyJnysVdadnAfDYoDvV35tY30Cf9U2U3tgI9vmH6gjq4h5AuCgUatgck4BlxF2gYSeV0KC+hwosYM0peAhx6QyeESfbreugpxb1zRr9/tUX/NlWL69TdZVqfYiDhKWLNlqpIxefsLdtJ9GXg3afJNoXvVZB8aba1y7g38fvyY2CQqlVCQC+zxW+VR1oV69rBBQo22o8RA/+w9jhdscIZaTbm+wrp//eNmw51L40bZA1S3Rk7NjBtliUwL++9J4tfOUjy/dqHAIxUDs9wvdnyydNqASY6AmWdQXKqtfk5duZlx9jew0vlThvq5W7Urin0D3Ad19M3c9/Fyx3CLgVUd1h81d0Uw4QJsGiMQ+wjMVWUAh9zL3nLJ0jkZBB4TuvB1h2aj7V56T/PGjYVJ/TpEvYxARYTjqzNaZQi0m6MCPAYdn6np1Xt9q4i+63AaIeYEEDkOlUq8H4rYfbKT8+TIJ5uTZQ/61TSReEXdxmSQF+Xzw79UyZa8zzIoSESG5pqq9uzbAlGq96vT8v/OqvtuqtjzUfJJiU1VMNO0TVvNJDgkpXxbPLU7WjXuB76x8ebN+RTclGZaHyUrDsVbhusBwU0fBH9hVB99SmOUwQR4+jv5h6v7ss0pxqGoJAVJbzvD0CEBHrUTdYjgQFzyS1dgmwLOxG4kOAgvuurGy1sWMG2Y03326XX3W9z7N/Zh0FWP5ENWznHGwGlqE085B0/QEqmYisefQjJ36ovIEaM26T5N+nUsPmItPKsqu/+w/0XdgBhRp22AGF2jQK8fEqdQt85WGXRLCu/3VXllnI4/p69j56fzTsHu7BY34ssQAf8ey991LPJKrPeNbrPRDwzF1dZ6/vt51l3HouvQ5xle8vsPJl79ud/QerArbRvjVYoFhMB7/APgOSe+FfupbVy8V11rnW1dvLy5UWQrCKUdazIylYil5CQntOK8tU8FAc1lJknVQUNYdWqaXgsdIyvSutNl/+7+fXVto4VZNFyrYqnadYbAsZY/l8yNa83U2esZ1NNbZw8Ye2UsnDFhg0CUvEheOYewIctHTw4Fo1n32+al6RDIp+1sSCLlnfXZgLq0VPuqV0bq3dYnO8urbWLvv98zZSzgG5sueatMMWdtKR0/QuZKsSmNKnYw0jGVmveZ0KTfGzmhoSftDvAwizj7H+9NWa7xU5HeTjwz6mG+B33HpN9/DY/bPtb48v0LULYKkPnZ5l1vuYO7xbJO822kTZ781/Z7kqyppPaEdI5yB7WD9rqJTquCrL7N/t2tBWSR29uLxezJVCyx0zxL544FY2UX5UTYhIJaranJ174F0la43ehtvk6ZnlFJrddPnzNn/eUgm2yXIMw0KGmXcJNoOuy9tv9MNWeco3HrGrXXncdCuWsjMaDux17rPMNfr8pl+bpC77WLQ9NYhSTqXV+5E9CxksFABsgK6gU7M2pX7NG7z3uVNe2lGh9b1Wx/ANTndPwDLj2t3GhYZIsEcKaFdK9vk69W9TffYEcJLIIJnosYiS0fPnrrRf/+IJpUHFidN7tFFJ0HZVloNJFUk41lpYI54YS95JdXpbm5JANTtOsGETBtv3BZKHTBiudTLRLPC4o83BMurbvLasxaEPEQJfXznxHwt8RWU+4qDbbrvNLrvsMu9b3vyTsgc2F/r6uwM/5Q8+iYZ90003aW1HYT9iQj69YPlTDmjvYb0j0DsCPgJpZdkxmhg0/ANb5v777zcYMv92ZfkuCXxNnDZFwWyj07ABR6l1lAM3KLfakAHLviFr40Lhdog2hjueetduuP8tGyvwpF1An6B7eRUD+JrQsDO18repKkXgGCtgD5/NJOPdk4ZNZcJti3SeapGD83YaZ1/8wgQrLK+zKVuPsrGjSqxOfdPQ0QCseETyYc337LH2MKoRAByvwip46kdglFQI6PXyrL0X0VLKFv3HPcAylUZloFMaXBORmsBbkQIYxDr4QMOGYtZV9cJaRBXOnkAYNV8XB9HmyMZOj60rqrp1VCrGEffgWXP8fL3iFpRg7gx6Yvj5hnBXmzbxZqraul6xC+2yix+xhR9UuQey20IlH3yBdz14kp36H9tL3MusogbLCzEEEoVVQDo96EFZ5slhYwSgwd+Y4I/qgECO+mz7KKDwJAGBeEW7/XXicLtlYD/LGDHMOn//uO3yu0cURDR7cmTUrhOtfMEaqyuvVPEn3zc/gm6nsnrfJ1WQAItp36czOvUzKGkRukQgJaxku+w5znbadqStkpjbON3jOAloNen58/zI4COkghUXc67Few2hjSeWXpoLWDPxTPjHaXPQHhXkDlGsvypHYlwKpAZU6NpFc6bCQYDWoqTBRgWqxWTr6Z9VFSLoeN2VZYTYCvRuyBrUn5MKWdai6mgJfbhU6umFdHDHfcXGTwDpPbYu8MXzZA5rrtGHrdsmNs4VGDt93hpruuVZ66+ATiQMD3rLNEfOkkrsoP4SZqmQQI9Ah/tLM4e7GBTpd0dPI8rsLqKn727Ru1FAlalvoZ1+62uW9dhbsp4q0XMREFN1kmcTNOzotfW3Q7/aLiXcrLZGa9t6tH3rlN1l5xJg1fs79Tutmh/ube39yPF86dWPPuxIusBYQVk95hGzKBIJnpjhGP0/EhRuL+Wsi7Q9gqpO2n7AeXnntB4xh/U9EZCTxJKQktaZQr1nDVo36hTwX3bF7+3td5/z6/lXPstTRx6s64rKLPMuOxHH4juozkUwr78k/b+ck7kbQJge2OhZjhQYCrlpX3P4LPO73edJj+FogHCSVNSPSYrgWew3l74nUKzxYo50SrxL2DJBe056llkXXEBLv8N6S9UKQMQ38URd4Iv1pKvCSHWV3uxEdJGkiDOCSGB55kzVxKj8IQ5FXzb/rVVAs1BV4zcPllr2zT8UYBYSKl9n982ZY8OUcG1X0N6k+cynr9pYbipVJVWreb3eyd3Ve39gXbW1w2pBFC5b53KGUigT0y/q1NFknWavAaS6voNOSWtntY7pr/UUoUIZEsomTMk9naNNPQEt3KnmFhTiPgIo4UCg81e02IF77qSFoNpmq4oFy6I5Wed4/1KXAnyWmdMuQOkiSZGo4RPMoehZDoEvtA+SY1wELDlP0kpQpsXlxbmrrWXJOpux66SY50KOvB7BqKA/PNYEvot/SH6mbTbV0o4ggdoNlqEDCywnldJgb/RYW5yZobFQlf4v0i147GdiG+mZtbgadqrkTk4i2ixIQqOYTKKxuajMWtdX2Midx9t3Zde0fIlYAQLwGdItaB/Yx763ixgDsq57dul8yx89WCwTJfi0Frqq/9/RsOlZjvGCrZUjbvAfl1XaS+feJTJBrpT8Iw4IEBSJJ+YxSRt+Uq3nvOc5x9gZqnw3qAUHkNyTYp2OD2uHg0FeSV87elC1ve+bnvdIOvN8I3ahZzlYZylzhWtkv0s1Jhr1dz7F7mcdNOwQ+IKGHRVzVybXMUHVjrYi7B2xEPM+OZKF7rOshL7m4UdK8F734/tsPfR7ESqcss+5lVBj7SCZGanqsHuE6eMvm05cpaTjhIn97Vun7WlbyHGAXvraOjGG/HrSuav+aAfLkZyMJA60cMYnw7781ZP+Tg0beiLAlPeDanFaxeXvzz77rAeUBJj77ruv7bjjjl3U6PS4z0PkK6Vh9/Ysx1rf++kdgd4R+Owj8A97lu+71664/AqbNWvWv1dZ/u0tv7dDJoyxtaK9UPHavGeZqlexeFg9wTIF2fraervkJ391KlC7BJ3IdBJ4sCltDpadFug0bG0CLOcJWAYYdSnDYhNE4EjfqzwWKgkQ80qs365b2NHj+tlhh071KmKtKglOsXZgGUCotCQiSzbFoFqFGBYfqJxQqNnIHLB61YsAS4DQ7WcIykMNuwssO51OSQIBEYIVvof/jpQrFcHunuVUvCtocVRlCbiiZzl8OFtV9SuljyvZ2LANyaeCkahhd2hTa9bm1m0dhXiXQETSs0zVg4obINqto3TFOQpyagRiSQAsUsb/mosetbrV9Qp8oXmivgsVLNug0H/z3H3sgN0nup0QVDVojah4MmJpZZmAIjRaghLcFbAqUGE8CdELeyis1ug+oWH3FUJbKSpXtSjCT/zlTXvx/tfkuy3wp6RCtsBXQX7Y+jCACBf1tM2h6s2kzqGHOWaFkiPQ/UPB2in0OoZAqqNV9mP6ScXAvqKIDbHzvjrNRo8aZC0qPVIZIPnAc9qoYBRaZIcq4V6NdDsXVHV1DHpEiFuprN+m8aNSA+1+h6HjBPhH2G1/e962VpBSpwP7qz9slVRt+ysgz1WVqFbZF86FKiuJJAeEBHFQAQXsygQm6hTV5+pZX5I/yO6bPsmee/s1zx9RRaKyTAsDH2jtJFsY86AvEoR32GD1c2Yoi1GvZ/inh96zeQuWWes7EghSRErCpkoJimFKelx8olSBVQHiWkIMK96FoHKGjU2I4PQQikuC8kYlGFApzuhXZCfdOMuKnp1P44NXMngIBG68u4y1i5bps0HnyRbNvlz3sN3V/2W/HKDq9Dq9g9BjoSHqQ5+4qwu71kH8HrZQVNipkBC4hl930vvuVMpgeFCZ2sQiTfcE9d2TGrpWOQApMEwAtr/vGk8J5whneYDnlm76zlL5TWcr6FtRXGSVc5bZH3//gr2zSL2w7Yv8ev4VWJ42KsCyB9Faq1Dc9+KqBsbnrvf2Builj5BPCGpFkgmmDKJoPncJhFHD11CkolteQaT1xAXs4v7bte54YhAgnFRTAN18d7JMun9yqgDPd2l1TKiaWMTx26GGzXeldlp8P+fmu7lgrxrr74wz71daNW7X9SAcxvMBRPv7xzmT1gjukXfQ7aaA6snavkHrV0lVtc3aZ1vLuOXHUWGuXG+PvPOm9ReVvVzvDp2rJHJKEYTwqrGYOqoa10rmnXeSNZkVOl/vl1fVtE4DSlx1X9fva7nmK3+hZYbxcLor6sW0y/gaF/MsT0lEqK3cF/OGdY5WDdIL2LflVzXaDtvKUnBDs3340fu2Rv3Rze5S0K3NENZRqMcrMYMOQ6J94JVTrscpuvgsQ8OOFh+OCYGvbh2DOrVDuCYF7CHUuvWE6lX5Qw8BgURYK1C1Y30PmimVwOhZTud5sELSfmR/DkpqejtRsv64EKDWn/Acj7GAdsz5mIe/+vEDtnZlta47T9/D/uFTNpgKGkzfi/VLAPjVo4bblycPskMPn2Z9tTbwbBhHxLqyBVgrNIbKPdkIvQNtadKEFp5/AZYBnnlaz269+1V79ZF5Apc51toFlnmHEMgLBWh68J3Bo5s5/tyjbM+t+mvvVLVY38152AdTga9IKMvhgmejZxUCXxxD1TgSF9wuYBkWEr8bmgif3LPMPpAmaEjY8MufBJbT9gAXAUuPYXLoumt1jcw5f7eIBfRd+bqeJq3Pl/3qcVs5d6kERYtJ5zqDJGzhUgFTXS9zl4SVqvwkMjYo81oorYpBR+5mJ03tb/2HlynBpKq0ftcZGF4gCJtD5mWh1mLlND1hq0fmXuLF0N111IknnSIK4qY9y/TxQcNOq8pp5fi0006zG2+M1pX0g1L2T37yk64Ak58zz3pWgDf5hR5/+WfHufe2njf07y984QtdAl+fBxBPL6GXhv2Pnkzvz3tH4H/uCKRrSKqGTTvJPffc/dnUsO312XasNsjzli1WBUAbOqCxq783ghEoSVH9UbClgPeJ9my76w/PWN831eOi/iYqMXldlk/07/WsLEdA6Iq6DpZ9jY9KjNtCsTmx8Ebf2ob6Ots4fqjtfOT2NqaqxQ49aorbT7VrUyc4cSVhMqZJzxPCTEFhTf1xU+XM7r7HEF0CnLidr/w7o2fZKdY6N0EIoJo+Jd/r9MNq/KVRw3YV46CDsikClulz9cCtS+Argjt6mdKeNgJArhc6X4xnT7GpboGvdlUvNu9ZJpgqTVRO2QwBRiQcAMsFSmosLutr1W8vt0fue9mqq5qtsqJOwCwVFIqkRbbuZ21Thp30nT3s4AOnek8x9iOAdIAbz9P7SDUom/Qsp16ZSXXHvYSVHaHa5yBMmzWBgAvNKAKRFrLAW4YtEq3ykoslaCPq3EYFxJEcafXMtgODxKs2rWwFlRVnGsAV0UzYZNDXnkWFD6E4Eig6Jmxy9Cx0rVUoHY/vbyecd7CNVJ9kuVS2S/rmWf+++UqIFMrnV5UAUcGh8vJb4DnAfZky/IUKnFauqLQa+X5nlDda1eh+dsXD79qiA3azjD2n2/3zXrUtRHW+Rsq5Jy1bZd+Xr+yeoh9/taJcQb4qMK54qnmr60AJfBlAXZXuA7fc0q5cs8L2rqy256zA7h010C5ZKw9agWz6z4sUwGVhbaWb8Uqoq2GHgjH+1msFWj5oaLR181fa7UrIdD6ywIZW11hhAlpaBe4bJo2xy06facMHlWguSaxNz8VtlryyrCBL9w37AfuSUHSnpzEEtFy0jISP5hGgrG+/fPvDH16yFxXA5uVSXdB76ToBgGUvgQcVV//ObWm3tQMHW9mYUjvjzANta3EUoE+HAnkE+93AIoQB+YQaNucKdV/va3Zaazcg8AobNElmNzTXhIadi6gaSSwqJKhhp33iugeolQTdDhB07hY9A1oJ+msO3CV/1qevk43ah+Xy795oa+retTU17/r1/HMadrfPslMhaV/YxGeZ9oakZ/lzpGHHO5B6OoMLE8p76qHslTfegaBhU8UOxsUn07D9mh3g0/YS7xLvlYNleqp7Cnxxn5vTsL1nOaVhx2vpNOz0PIBlJQW4hgyBgPx1NTbrwB0t46bzQBdaNNfb8++KrSAP9EZVoOVm41wj1lYqb/21DrJwBgMokg+DlVHiCmv0j1eWu3qWAySx3gAaSTAxr/Wa9PC2D+YGrBKvCOsTqsPY+ETVEeu5bDGfdtl2e2Wqau2DZUtsra6tyYUMI2Hn7RKpz7ID4aQPH4aKC9J12woh8JWb+LWnPsu8c6m4nHsLa8+gRYFnwXvZKoxDS0K0Nm2aJOK7QuCLFo+EmeGJLiUXlJBM9RDChQKwHAwpP4/TudlHA3x1APD1HU2inf38vD/r/YHVwPMLbRAfny4f9dSTm3HNt/9z+VE2eoQUxRF+1Lu6UetQqfZDLPAY2nqtJbnsmalFn67Fk36JhgfnDjVsz2L5mt+q97JJyYMbf/OILVq8Xs9JlHvFDjApoh2Hli4quBpT7QOtTW02dJtR9t0zDhIrQbM2WbdIHATjJBIiDoQ9GRdJFPZr2l8Yh0KNu+frdH6PDcSs8SSK/gkLRiV+OYatTD9z275EZJD/RvKV38Xf2yvLOhney56kSOYuIqJ8L6wy4hC+r07JIPaGSPSE1VemEnc/+rjC2s67R3tUkarCCAcmSve8x4qBaB0jgcUH7QXGg5a2ysoG+9IJO9k+R+wgMU5xJpQA8R1Eg8IcYz65OKB+N9q/lOCTuCNjwFyByRN6Kp32n9889RPBMmJarN8ASoLJhx76qx1xxJG2zz772Le+9S09qza79JJL7W3Zrr3++uu2ww47/B1g9gvn2n1OJhmZ5O/pf0v/nQLn9N8pWE4ry/RNA+B7Bb42H7nev/eOQO8IfNoR6FlZTvuXPxefZXv3fXYW+2jBm/ZRZqFVecUy+oe9Z1mbEjS3YgUIHVoMK+Tl+PryavvrdX+zUleDjH7kPLc/CfEvqJxQAVNLFK/WIFSRKLiyGXklRv/2aoiihSZttIO0WQ/ZfqRtJdubg3cdaxWVyiznBn0ZEOoetYnyLZU+luYULDOQbguljYzKd5dXa5cqZqKo61VjBRmekY8go0kbJLRS+r9SpWN6ljcHy2yKblGjG9oULCfZbf2ORKC9stwNlrutRVJlZsAqlTliX6+4baaGXUNfbkIf88yxAs0iffdgKVsfN2q8zRZLbpL8jD94aYHtMGuBoscCbWyhnA14bZcibH3fPtrw8+2Enx5usegxuwAAIABJREFUe3e2WKsGpx5q2OZgWVUfAopU4AvADy2NXT9VgE2trgIsA2roa1aQprukjz1DlZrnH52rBMrzli8lWIJL1G9zkz5L9lCEi+h93KRn2YOqdveEzCfAaNGYkB0XdbtAQiM5okhDTctKGAkOZJRU6WxXX5sAKeC3QL3RDepdHzRzvO07faRVSu15zPSxts8wUbUlCNaC6rM8lF9bvNYql62zV//6pn04ZIj1+3i9NQ6XBcey9VY7oI+9N/d2ecd+yCzSQA+zOU89ZdtttbVejVZb+PFHtlKlzHwJBb08cpCdu+U0u2P+G/bVUWPN+g/RBbfbnfPn2Nj6Rrf5GiYmRrUq+85iSHqWs/TMmRUkZhwsO2XZ0YfVdubbWc+8a/XXPGn9FSRm5qhSB7WbKqTAaouUrY+TqM7BIwusXoFQlx9oF1iOoLzJ7ULiWQZYFjsiofMHWI4KZn/R2D8UTf4nVzxtRZVt6ltORfWissyLRS85Wf91mndLTzzALlTS6rCK9dYi/jOVcKr0KWiIynK3qBoncNEyArousJz0LH8iWOZee/YsB+WfxFiLAtwULLuvtusNQEOOCilU9jo9l5Fj+tmPH5pvC5WwyRddP18MgaVr59q6Bta3fw6Ws9WzPMMrywhrwRzBDiz+zDPD5i7AMkEyjIdkffOe5Uj0RM9yN92VnmU+MD3whg/P1EgQpsCF82QkYDkCThg4slWDhumr2+ZgOapxG9oFlvXMYF3gJhBq2Mk1exwvWnLioRxrciSiNgHL+i7uk4o5VO5Ne5a7ve6jZ5nKpCOQSKbonADojaoa5q+vsll77WwZtyH6JY5pzXp78NXXbYDe606p7GfxHLUeNAjMhIp99JUDJqg+777NDDt2/To7d+0aW6MAH2u2qOBF2wMJSuYwIJh5DTU7QG5QrNMEZcpyICEKmOiX2OZ0es9yi+2M7VRLnSrLH/wbYDl0MPy7HCwHKIA63VMNO9ZLeQsnTgu8357w8apx7JW8h7w/nmxKAD6sEBgnbh3Fu6uDXG+gp67GZpVljqsWRddbpFwETHNFx3RofaxYW2G/lrAiewfsAej4bkuXsHWczeCVZb1n8nRrGDfafnbmF2y4EgW063irSKLYv4FxBrxTvXTl/wB2boHnDBnmXrBJAPj+bPRn0l2A+TtvetUWvP2R+nu1L+iaAYg9ASPK8ySJcmVf2FbXZMMO296+esyONmSDkq4Jq4skAc+VeQCIZy6SAGWPBGwi7NVT4CvVW8F6jGMQ7gJsw1xw8U8lGFN/5p5rpINlJed49dArcftFnYw2E5+XyZ6YUrVJgnphOWEdce9Jtkr93xuUAMqyK//wrNW+scT1RBDdI1EQNeRIIEciwyUCfbWp0/Pa0NRghxwxzU48+QuKgVpc2MyTLyTpPVmN6jjrS+LKgE1VQsMm1uI6XViUdio9u0+iYVNZBizzDrUr/gIsn3LKKXbzzTd3qcfyTLGRGjZsmP3yl7+08847zynbqYUUoJZPKvjFn1m30yo1P+8JoDk+DWR7KmpvTsPuqWbrX/AZPr2V5c8weL2/2jsC/4+PQAqWWbPuwmf5mmv+PesoD71efskyttnWOivWmVXV2JzFH9uGwYXqYYYCpYVZmwfZ7PfXKdAQSH7owQU2cHW5+gLDOoTFmWoDvW/BJMSWQ8EcCzkA2qshgkSiLuLn6jspgFoZZjbeJmUvc4b3t5UjBtnP9tnKdttuqDYsAFRbqGuKmgakYjsmWEGUSxiwW1HXBamoh0Rlmf5PNkZUMQEGHfpe+lujshw9R75BAkadBg5Y1rGILgnkdB8T/ciAaIKFJm3YKViOID0qy30UBHk1h+/2nuVQb/Vx8GBqU/sRPCNJiGcq8PCQS0CxFgEtrzykCYCgvrt1lE61UUHHosIie2Ngqd0+fTvr/OENNvm25yxrsPxDUS9NstQEw9A8G3Tm5fttY9dvN1pCR0XWoApDqEIr4NGmC4XVv1pBANl/741z4CqQpyCtS5AMehvjqQCRPj2nPupmUSKlD5sNPl98w4+l/HrdZU8I7EoghoowRXhPjkAJ1314coSghcRHBFsbFdRtpJKg/vMdJRj15w8qrL/UcveT5+py9UKvfWiOrVxTbx0oJFOh1HVSyd6Agq/m0UZR9FzRNFM0QyiRCvQaBZByVOEeM3GYrdt3su2w31Q7x5rthneq7M/XP2WFa6sEsJXNQBBLnLX8jmZr6Vti84+TQu+X9rDXVi20nUeMtjMUVB+/dI11aK5RYWjUQ0BgKBV62X3SVDPZ2IyaO8920hw6pqnWthRfuEqAheptsQIrquAZGgsSM6knJzCjETsVD0SDbZBBT5zG6iZZQ31w1yuag7maM4jeENhprHSf5ZNG2fnH72rTxvRxhkUKLKk65VMJ83wT3rBR2aEnmslFpcd9WHUd0ROssdTB+WV59osrn7NlL32gIK5QARv0vgT0QX1XYiW/tdFWSGF99e+/Y9dUV9jOg6VMjliP94mHnzjBPkBLxXh9f8KgcPNotA5Qk+/u7w7BJPBUT6/UhBWia+v2Sk0TXQGysKpzeiqBKvek70Zl1gW+9DMsWTI1B2oqqu2m3zxua6XQ26l7wO97ecVcW9/w36wse4AMFRqwrDeCR0AFVpV2PFoBxmk1zJXnfTqHnRPJDYCwh5D6OyORp2OiEyFRwwZ0J9ZMrghPMghhLl8WYVNAi4910nuhE0u9qBrHugJVM5wFWEG4BgAL1ecePstd7gNcoN4XrckIrdEKEfTJZE12ZocXA3WfzJPExsfvK3oog/0Ra2UqzIc4o1+LAHPe6gabc4hEv25C9EsV5rXrnJI9UMfUCQxt0Nxwdg8AVt8dFj2q3mmi7rPNNMvo38+e0D5E5c/7LFNQQuuLriMoseFV62C565gQeoJ66zoRgLGkWuj9ozwX7QXFFQ02c4ft3OZq3sL3bZnmdQsU3cT2zyvLsG4SXQNuvWd1zhOoMB/U8pOtY3Cn4hjmM2C5T2pTBzVa14f9G3sA6yPHNHPvfbvfBYAd+1iB2weSaKKnH5G/VLdC67B6sZn3zHN/giR9dQzvD+MDQIThE4rZkVhBeRpF7Bb1o17280eUiEXwjX1OgDJZd6OFIO2Bj/W8WavCORceKrHyvgLKbWLnhNaH9yO7TVXiby52UbhDhLAZ7Uv42YdzBtRj2nVI1UgjQmrnD9492x687TXrNyBPcxZxz1Bpd+0SKODQ5BOxvBz5DddKafvgk/aw/febIRcAHaP1jXUBUE5CuU+6ZlI1Tvu+N1k7oGF376NBww4/60hUJzRsWorcvg73B5SqNYb6Hu6B+cW7gF0m+71bR2ndJNFDYpjrge7Oc0M8sbtnGTZDuDTw5i/OEHvn5pdt/aNvSP1b1VKNUbsywbDr3L9d30FijOeGQj77Yq3ilL67TrF9th1ih+w81jK1n2GDh75JakdJwsXtHaka84Yy53qCZZJK+nlq3cfcBiyvXPn3NOzNwfLpp59u119/varalVIRL/N1YfHixTZ+/Hi79NJL7ayzzuoCy2k1mmN6CupsbieV/reex/uJmdOJDRU07L322quLht0LltMR6v137wj0jsBnGYHPDSxzEb+76Ro7fb8D5Wcre43aWpuyrNweW1ZhubM/8EA0X5tb+bSR9ro8Ese/qZ9lCqmiTCkgnOhcBZ2PnqMkKOyQyiN9UggLRTCZbJKovCZVFiovreIKjZSVxpfOOdwG9imyQlGF1XqYnIdNINQs+XRV07CQUHW0uy8zhD7Y4Zyy7P64sWl6RTvtWcaL2XtYoXBBwya4jSCRQC6AcFQwAI6pEmtKO0urcgh2ePZU5wZIxqYVmyjXCx3QK8v67wAE9ztMaHqMW0ZNq80cO1Z9slv4fR2p4O17q9ZJPVbBLIEJ3+0gR/eomx6gvuAZW0zQ8aO1uwoI6Nq3OfAHojyqsqRH4T1bSbUJ1VMaz3NVTf22VMMHThiqwC3uB/lO+s8BvT17ljv0nSW6Jzxw2egJPsmi+1MDYEHD9j69SArw4RhUjXNR9VSm+U9/nm/PPDHfBtBvToDt2XaEZcI2x8GykiP0R7oKKkGIgPrqwgKbLAB40Tn7i+acKbCXbRJc1X9XAkAneWlNo/2fu+bYpHmLlFxQlYrKiUquGfqeCPcp6kIb9bDe/+lQj16HAqlKBcJrTtzLpovC1vjAXCtqbVCgq8oJc0A0zIyCQlurSuLRskIav+0WNvCjclWE1RcHAFD1tLyZ+SRBLGjOJIQQIMKjVAEtfb9fGDfernhvue3W2Wy1iAsxxihmk1zyoDfpJwMsJ+CO60UwzQNRp5ZGxYSe1MOX1tr4S/9qJRpn/HixIKKfm37GbAm7nHni7jZ4CB6UVJYVsOlZoj4fYlhhe9uEgBbVqehsCJqmB4tBhaZnL0Ng5ukn3rKnbp9thaV53kfrVkVJANeh541ATOdWg2zPQ6bb9Kkjbaxo4JkKgom3I+hMk0JUNqNyFuJdoTjv3y1WSN8BiIvF3wl2u8CyT6QIVL2FgtPo/wGWCFr9nkh0aZxk/x4U1mQeIao2UOI2VJSg+GboC96fX2533/KcrZYCcbEWEOXZBHxyPjVYzsnsY1uPUGVZVX5qPgTwzF1okS48p2RgLgDX51lPETR6Lon7gylDcoNKkUPLrt7vEA0DorSi7k+FLzkGETCv8gGo+ZOzdEgyBUvHbaF0XkByltoB/EEDilzgK6qufHcn/qy+Rvbo/xcogtoaVeN4H7kf7w31dyfAcoh3xXlRSnYo5etICqhJFCTCfDqRX4/+F9+V9F6rRlxUU21zdpts9uvTLWOK1raVa+3euW/+X/bOO8Cuqtr/azK9JTOT3gmBEEihhw4iPQgqKDaQB7wIKDYQLCA+FWnyBAUFbCgIqBSRKr1JDT1AKCEJIQnpk0ymZEpmft/PWmffeycUEfj98d6b6+MlM7n33HP22Wfv9V3ru75fG65aZZMW2rYswPfzBFiJzVOn8X5qaIN9a+rWdscD9xlzr5/o9HiJM19baH3RedAyE2A53A5yay5rpfftZuA0S2I6Ddt94LEe0nq8qtX22HJLKxo/1v742D9tU4lZLtXzXZ/RVEs4Dj2mVPDoWfYKXvjJu3cuY+JV46gs8z7+nTUTkSzW98RI4jOslzCHeFY8YYofsYuAZWwdKSeXam1PuhVOsS7QG+B5oJJLZdkFvnwf620dFclPwDJ7L2+JtgXYGN3rO+yHp1yrvbBVv41nJSkuB60f4cpIBuGtvKy0xiYdupV9fK8tbHOE8tRj7ZVc93SOBLNbKXqilQea9odM4AumiKai73/am2Cb1AtEXqP17L5f3mPtC1fr6wQQmYUARLdCAixHW4oLfJEa1N42ZES9feeHH3fqOIlqxhxQSSIBK6+3B8sklAt7lt8KljkGxwqBL9qZUivI24Blb3nKWGYad8bVVb4T5VuX3yawDFxOYBnFU2dOaB5QiUYF+7XFrfbDE67UmIWDBEyIzm5puzjbKpJncS8EllVV75RF17hdNrOjD9/Fxg6vVl+yut1J0GSJSeIK1kSvLDvd/V+AZaz7tG4msLxgQW/rqMLKcqoW33nnnbbvvvva1KlTbcaMGYpd2r0SM3/+fHv22Wf997yXF5UabFmgN55wwgkeE1EtfvHFFx308u9HHXWUA+10/JtuvsnuvONOmzBhgv9bAut9leWIq/pefSPQNwIf7gh8qGD5it9eKDGNTZU9bVUgUGr/9cJq+6v6kTdrXOOLHPTZIvXQ9Pf+4qAJ8iqW52tsJVnvWwFY7swsgAj4fWMgMHNaYFLDDnXcQUNr7Ns/+JiNlCfqKvWVITgNBdgrYwTTWT8yPyVKMKrCSeiD37+zwNcGYDnzUI7KssCeNsyijOZFkE5oCKWNYJ+APcByYc+yNkj8XLH8oX/OwTJVr9jEPNPvYDl8ODl/gnYoxlRCvIoIYFFVe/+dd7ThK5fYDsqeb7OmxfZY3milAhoBlulzbbdBWc9yqY49Zfg4myI09PxQUX4HD7eey2627U+81LrEAOinyiPVgS5RM1VgE0VZn+1fYadecLgDdURQ2Nh9/HTd5QrisI/iDPMCX9HX5YGBgr2wnHgHGraP+XqpspZJiXatXfLTW+3+KglvieJcruoqgTdAMU/DDiAU/rHyPVVwWS81588dsZstUrV8pCrLUwUmi0VTW60EAII/nqBQ+F+squc9D7xif73oNp9nayQkVCJamiCeAlaBZgWMBF8lmosR8EMLJwNSYtUSUmmhGqMJUyUl6SIFh4wBgXiR6N2f/+p+Vj2iyiaNrrfq5nW2RLZKBD8ch+CZnkaAUiinAiQAy+HFTQUL7+g31RPeo8+gseXAncQMfpsFfZeemHGhuOgTTz3L9AMW6ziVmoM3ry21U0Rj3/YGsTx0XV2dJHJI+mierW6z+R+bZj85+iM2rXOttek4zM8AywgkBZgn4C6kYXNCUX2JnmV/VjUf75CK9tU/utYGiObeqWisx4GXesuzfthlkze1WiWt9j9sGztm+9HW0thiK7CsgUngcyIqbC6WtoG3NQyFNM8TEEZRmXDY+5oz6ygC8BINLtoB3rNMLsdZDOr31J/4LPOiWg6jI6dA7pmudvtvVd63G1JpQx590R56aqG9MW+1LZ6/JKieui/MiUpVll9f/qwtWfuvadil/ehZ3v9tadjcV6phTsP23sKs2kt1zkUNAQ9Qo0WpLFAdJhkIMAzBvaBhR4X67WnYuaQiwByKtY9Abxo2z5VXIrW+wtrgvhN0Bw2byvI79Czr4Pg5O+gueM+/Yx3V2/ItrH4y7B4UbyXuqpausqd2nWztv1aFeeRQTcDlduOLz9ogMU4a9Vw0AKxIekCxRvlcV9imto2fSzH7H9Jh+PGc+fa5rtX2pnpZaKVBXNDBMpXA7BnMi4Dl1ydfczMwsSENm8pyrSqWW02VGFldjd37/FNWoUp3o9O5Y54lizcSgjA1vELtFbxQ52agXX1aFTx3MvB+5Ej+rBObI3qWs4QpAl+exApw7KraBW02qcIZOhCxRzkrxGnYfHesl7Rv9PJQfheBr1R97tZ3NWsuXHfVA/bwrbPEcKmSCCJzMPrDfT7paXTWj5TJeeZZ47q1BqzVerD+sJ3sEgkIluuZb9eJ0Z7jNnS6XySpqnSPAcuuU6DzReDLRf0cUAdYpqreICXwC3//kN152aNq+ajV+9Gu4EWCJvQAPCpwwMjqwDi02wmnHGhbTZPY6JutLl7p+JpEm4sDJuZK9Gu77Zy+m6SKuwyoKotaelWyYNSHo7IcNokpfvC+Zq3p3mPu44y9Xl7xPGcdlQFqPueCbEpKcO/47g3VsDuV0FyjJGkdiT9fIrrt/gdfs+uvfVotQOJ5aT9i7XSl+xQnadxhSXWzJyngIdb6wTmfssoB/V2YjznJcsdeS6HAWTrcQR2nUfsklH2+iveg41GpeZsYdzxjrNFQ/7nGo4/9si1e/M5g2Xu6XYC0n5122ml25plnxmaavc4++2z79re/nesl5n1/uvJPdsThR3gfM/3MfH7OnDk2ZcoU90jmVV1d7f3OAGZsoQDg/A6gfsABB9hNN93kALsPLPca7r4f+kagbwQ+pBH4UMHypfJZnrjFJG3WLR4g/PKc223x7NetuLoystUK+kqKFLxlgSJVZOJqgkdXs3SqXp6GHf1xKFBCuQUsB0W6U9WzAMtY7QhYru6wgz4xxb5wzK6ipnZ64OH0VM9Ux9bqfY85W6igH7nfYkbvzL+HSECBpP4NSyW170h5MkAE2Xb6SOsFckJkSzGcbDk2BMselPlGG0WV6MuNzY+Aog2FUPqlM3sc3kdl2QMcvYdN+L2A5bVSuoYaVq2Tq9DuvlpUtlX6L+fNq81tmTb5depDXinrhsnyMa4QYKrRF351/Di7e6NNreeumbbFjF/aoI4maxHdrUfREgFrVUergph2m37qx+2T24+z5Y1tDnKSZRaViHzPclD/oPUWCnwh6MZG7KY2WTUlBGvCv5JrXaXNeuToWnv1qQX2w9OukxqtQCx9Vxl9lHtO71yZ6L0E+GT11/cIyOj8sLf61vcPtLHjR6q63OEUy7UKhHqJrWTfTUBN8LV8xWprVMC7tGGAVb6xWsHUKvvb7bOsXte6TlUIdG97klAcYm30i5Z1OBUXQNqsXvzBdQqMlK1XAt/apTx06pmfs50HmC1Xu0GRvsOtjqieAu50w91nWde0IVimJcFFrOiBU+IDO68kwvPvgOVaJUee0bPUX2I8Fz+00Nb8+h9WKYq4pliut1UxlpUqcH3sS9PtDFV5D2xrlFo2wE0Bm+YeczkPlgUsXeArqWH3BsuosRdVVNnvL/unPXnj41YCNRBBPSi9CpxRT+9R4qZMlkAnHvsRm9DZ7BRaF8bJFIj/NVgmKRTsCCj/PLtUNkPgq3fPMhWesI4qAMv6nlK9tzdYptUhbOD6K5Fy8UOL7Oaf3WQjB8qPU6C+sbFdwjaVCuTD/50XfZqVVJYBy80v+u/eVeALsLxRBpY1dwGfJS5YGFU0D/BVnUs9y07DLgTLzuwQWMaGiXVRpwFY5l6y5oX+A+0pGVjO7N2C0pwHsKylMDBIKgVYTorwVJ+pSAW1dz1tLlmlmeMm2z1Uzb1VorBnmcqyENhbwTKWMZlFlhf9sl5sPk21OYjhWS92Xmsg+qz1jLgSuN4C2HMPdXqY1bawYo09dMM5VrT7Vs5TvuCZR+0jqjrPE9N/SCFYFniGCzJOmhSbjZIi/WbSBxCP+MfPPm77rVlt7UqYtaiKzHmxView7MwNX3MDxDmg9ipfVAsDKKhnWc8pNXTe076mwz66485Ctk02d/Yse13JMtSwWef4bF7gK+9kwPruQko5ZlO2vlNZdrAcQHjDnmWo0QGWk+ftBmDZ11REwN4ZLIfFIO0b4c/uFdmcwFfW18x+k6lhe1sN910Tbr721QvPvMHaFjfKO7nYWREOltnNdRx622EZeJuBZxi5zxoPgeXJU4bayT/4pKqaYjpoIGsRpsyBZVToQxySuIA1QaYVBWBZyS/tCwMlHjhn9iK7+Lx/WBv9xZ6gobLMi/kdVla8uLfr+0l0sbHDpu+5sR3/9X313a0u4tYfKz2NgzMyFDa4UKYn4wJAh3gXrJSotsKqoR0ktWzwewA+rgOejFPi0Z0dfE1P7Bu5GLiAafQ+u7q+5hfniriai4h6koTecOju/nCJhs2fYWHHM8BcgL7NWlZO+8fcZXb22Xco8alKcmuLxyXOlGEd8ec2qOrMf9hI5UpCbD59Kzty+mRnA9VnQJjEJMnCHCXe5zfXIbG8+rDoYi/AccFbCEj05KrPoZjN3P7skTNEw353sByfIwlWbC+88II9+uijXh3eYYcdbOLEiTmg3Kp5cswxx9hf//pXv4f77bef3XbbbT520LTxaaa6TB/0lmJzfO973/N+50GDBrkV1YIFC+z000+3s846y7+D4/N+LKqoSJdrzBINu1BJu7D32b/4Pb76epbf40D1va1vBP4XjsCHCpYvufDnNmnzzbXxi04qQHjyheqbfHmuBGRCuRRKqItSZD1PLgCkZZreN/4kaAQshw9oVDroRybgcoEiAkcH1Ih4hOo0Ii/rVJXtHDnAfvD9A2xcXUX4NqJITeXWg96ge0Y/sn7ShtOsn71PE2Vm33wU/4jOR3WXzb1B4HOpjltUWepVYc/m4h3ttlCx0XplOaOvsfkluh8Zfac+e6ALPUvVNPWZ8fu0aSWqtgtYUPlQr/MA+fmyayXxrlyVQ+cMTQ9l0XrvtYrNmM0QpWs2UOhZJUr9S0BaGWVVFHWcQaqMfatqqN2ztYJHXfk5UpfdeukKVUhLbLhuySpVnjtFST7oFfFTFa1se8E1Vra00RWpZ08bb2uO/5idP7rMdpTn6QoFNA1umRUVQa4Jn+WoDmRq2GoMpX+WS8pX81MQmQK7CP64BsRk2nXd2Nv84bYX7clrZ+pzgIe8qidjCKDgfjsFVUFwV4vIdrpPXz1lum0zbSNbvlR2UDoJqkZe8aBym1nHMP5ONVbFn/tar8DAKxGqSqsrWurfq+yUE/9iNXrPOujeTrNTQKgbvGTcKFladduo9a32ppRIq/T3xfWDbavjdrNPb9ZgK3RC1YubbISsOPCqdMERqtZZf1uyMYJ+nq8sR9WYnmUPwrNAPfy6oZfHKoP9Daq/oZwabAPE2sLqKF+VEFfD5ukYX5R906TXl1i/ZRJxUfBKvyUBJD2p9Bhy3I5GVSZEb/3m1w6wSf3aZN0S/tucX04NO6tOETDWe1+oD5cYFIDRaFBv0PeftrzHZv7gGhsmMIKlDv1vUAHpAS/RZH5soxHW/aP/tJtKVtpQpzn7EuBWJSFeExUaxio8aR1lhap6gf0Z35cbT8CyPgNVm+ch1LD9broCMcwHgvjQGxCFVX8h0RXPrhIAeMtqDSgRvfryRxfY3396pw2mV1jVGK/KaDw60EMo6OlFkKtaQev8ZYDlf11ZLnOwvF9UlnUy3dgl5dT9Q4iHKrID2KwaFmA56TRkSUX3sw7f4m4lcYAEUX2OddEV4QGvsHJ0ML7HbXOcEkvQDVNCPcBU3tJ662rB6fo4g0wNO1PMdudlRO/8OHxXzGeq2PRUR1U0nsec8rbH/PEe97f12xiVL6pwJDodCOvlydKsPzmOwzxgbU96FNn4sEeQaBKymfmJ3a3oZ99gkZAH82K7f9ZTth5Br/pgZZBYBGzxxQDhpWqLOGjEWIELJf5aV9kLr891RkintCvatNBWM0f0OXrYAZHBfImqmmtJkOjMKoHdSvCsFc2ZpBHOXNjbXVA31P4wSknGxXPtqbVStneV5gS605xWVZQWmkx0izkaIkkh9MSa36QEVbmWIpSHOQGowXjVey92olhnNGxEmTjHdq0/+NRTBc1Rtal8cY/pAAAgAElEQVSq007k74l53qb3wECBxhsspdAmgIrNcUj6ur2hK8MzdFROqXjme5Zp812ppMRZf3nUeu6fLa2HCmc3uW92Sr/or6727nR87QUIK2ptrtb5ffXb+9sY9S2j4M81sxd7b69XjUkMau0RZdgBrPYbgHQkmB0xajyUfNEzcNHVj9pr97yk/mUSchn1n/ulz+H7jFYJz0M/JUlXDRto1dM2tZO3G2qbjBnodoDojjBevcFyVIk9+aoz96Suv4c+fHcnC9VxztlZXAGo3c8a0K2fWZuZM25N50ICwQbjOOEQEcwgDtpf49qZ27MZ53zbVlSWlaABdPtehSo7DKISq1Fv8x2q6l9+yYM6ZrSn5RghbgsVY8t3Fek+rFGydrsdRts3vneQU7Gb5OQQQnixbrq4mY9zVKdTzzLXyf2LdROLLu23mk/EVjzn3EPWbMDyZ47AZ/mde5ZTVTlVmAsFu3wNyHyY+T3V4913393OOfcc+8qXv2JTpk5xwRw+u8suu9hjjz2mtX6dg2to1oDp6667TudfY4cccoj//ZZbb7GPHfgx+9WvfmVYVQHOoX//6U9/cjVszqdQDCxWovf36gPL72/c+j7VNwL/G0bgQwXLl6tnecqkzbVZt3rP4NmnXW+roAXTj0r2HMqfWz04mopgSct0PqCi6oOqaqjHuiiNizllVis6BiIj5FLXd63TZlJpA0W/ljyzTdh/Kztov4lW1twqoa/oy2JzI5MatLd8Zdl7jryyjHhXbIiuIqoN0gMafea04SPsUwtX2Oaqkhs+ylmARcDNxoFAB5nYAMtJDTs8lNnAUmDiYBm7IVfAzMCygEgPleUMUNNvuma1zk/BS7wpwLyrBGf+s1F5iL7moKcGYCUIAaSXasN8qqjS+ress02qNNY6TJnO49WOIls6uNYq9JmJatrs1gbKrlipBAAxNN6Xz5fU2Nf2211V5llmf7tX+7vS0yccrH7BUXadMr2AxEaAhgd7cQ1NTaL9OliOYBkAg+1OTnRJd5D3RMUllEOpuALa6HXup7FfK7r8PeoRXfz8fHvmkTka1wrr0vlSkY0ECgCMRIV6ctUnrBDDZgvsoZB+wW6jbJttx2ietaO14/MLIZUUjAIAqQx4X7uOh5AKdjmMOa8eAaN2BYivLl9jt8j2aNUzCyTChZhcVFmJpp+dONZ+8JntbdfBUve8b4HNleDTRve9ZPPHD7Vf/Ohg27Wp0ZYroG4m0PT7EoELwaBbiDhNNlgDBKvR+46Ka9CwmRMELPSnErClfmS/br0HNdwGgYLIjodKK2Meft0kAAQ01e7w+OKVdpn8NwnmO/FCBXzoRQhEJROKdWmXKuEj6+3FGfvZH9XLOVw0e6qVfLf3kueqU5nPskBriChF9QW/birjg/T9l66vtLtP+YsN0vNRgpAdasgKflyhWYmFFnEsS84+3F6ZOt6ue/4lr+J0ARJQelXVJNoN4rq9j07JE3oz6UenpQIgTCWD8eRFdc9BDdekz4R1VPJijtC9UJPAgz7d7/BTzVgh9CyjCzCozC5rMrtBFbPxb6yxIno5HUwCoAAYqqpQ6QRE8F0KyBnjN1Y+rYSR1OL1+lc+y1NGH6B7lvUsZ/32AXLJSUHBDF9gFyfUd/Lt7hEONRoatr+HE4B2HvZ5nigCRGbHQWwQSmUxCtb6N+9Z1n3wgJqr0bFIRkLVDM4OU5pxx3ImKoFoFKBQzWeo8Ppz4TRs5lgAdcbWgXDOpgaEFO8hqcnHsAWjsozongMXfQa6OesCVTbPjPicZi6SKIiLoGfZ05+uRh4gm/cAqAHLLDRlbzbZE4fvbUXnzRBarZWk7mL7/YOP23AXXURjIBJhnChrWqmelXK3fFNPsPzGq5UE3GHCZtojzG5/9SVbr9561nKYPUHDDsbDetowlDMESCPOGMF+WOv4mqvj1yqpclfZAPvx+Al2yLxX7CtdzdYmAIcad9jvZGDQ7XcAy6HNwHnCQKrXswzNHnCbLHpcv8H3FoQfw4Iq14+cqsYAYf2PJBJCislDOdg6b1dZVmJTbBMGJdFvGWMUlx0sA/CzfSx9V+E+5glsrTfPLWiy3/70JiUd6HmlkkvvtMC5L6ExX7mHxaUdup16xrX+lFfV2jekG7HpxGFKPnf4OaOV0D9nIRkskBCHDIDmNo4uAqY1RKC3VloIMx9fYNdf/oCtVFuLssTOJkNVLlH/6VVf5wmj6IEvUnK7SWyXU762j+2glo8muRdwzsmjnfnBWoyYWO+e5d72WzyjJC28zQNRMt9rwzqKynLSTfAWGN/vtEZmug6sQexBQedmjY84p7/iBxclwxfbkxI837EebAiWPVZRRb9mUI29/Mpiu/DU6+TqII0NfbZfxqbr0bWGh3K0SrAOtCgGqlaf9ulnHmxDBNbb3WucfvsAyySMSfQTO5BULgTLLnKXgWX2FI7pbUS+JgSNH6FOWucOO/yYdwXL8ZkQ6kp/99nigD2q0+lFHzN9ygBnqsDTpk2zBx980P95iy22sNdff117aZMDbCjX/Puf//xnGzt2rB155JF22WWX2d1332377LOP071R2AYsY1f1y19epNhJGvlayGtr+/t3pPPpqyznbkHfX/pGoG8E3uMIfKhg+bJLf2FTp2xuFdrALnpiqd1yyd02bO0a0aOiguCV5YJevPdKww4blfDH1TaOu46EpXrsuG/uY5O3ksWP7DwaagEJCnq8OhX2M9VQ7HI07LzAyoY9y6zvYbkRWehygcNtp+2i71Nm9/H7jZYnyGdUq5uUnR2q95Roh2zTAkyQQea4sGeZWDAUMCMI9IAr55tIUKTdVSeKz3LeOir6KcnRl2dZatRSk3Jl6lfL9yyHmm9NJmpUq4176jayNFn8pr365mu2RMDP+2XVl9lARYHqM+fr/X06LsBSVwjzcNDyZvuvCRvZ36dO6z1tVq+yu2RrVIEliGKWqKjne8qChh2iSus0LmTPe/ssB7Xcg0jeo/tSqUo2XqbF+twvf3Kb/fWpN21MuUCfMhVUh73vzCuIBEE6R92XlqJym7DDGPkgLzE7dCf7/M4Tbdv1LRIwIvCUQjl94g6WU48gYAmvykiWkOnv0PlhHtWtIG1lS7v1Exh+8uH5yk4/ET2Bq5utQ5RKVxNVVbCfgq3Nd9vcPvbZnWzcqGp7TeBkqYL1O2572XbqabXvbbaxjR1YY9eoerVEQWQD9zIlMWAxaHxdVIaKlUCaaW4SIHqwqvmF4BABSM5eTMEYNiT00RPYAZYBlvV1WRUpmxPQKQHLHJdjiOFnv1Ma4c6TrrQRLc3qD6xQgEyLAn10VJEUUGoetaxeazvsPckOPfVg65FFVj3BNAEMIlu0G3gSI5Ih6xlz9U8S4KY2BmiHo3W+xzcMs39+90qbfO+LNnfyWGvV3N9UCYuKVc3WLWVg05jvc+zedvTEBlu3pMkadbNJJrkQm4sqJQViwF+0R1SowhZCceEnjih79CxHwoR5Tg8f8bKDNw94AcuZ36x+V1gd8jYGBYpe+UketZoHJEzqh1ba55YoOfD9K61O6rDdYiwEFGEOAfgFcmAxMGf5Lt33KjFjXl+OddS/pmEj8DVlzAE6dwAo1GMSASFOx611+rSDSi4tFPa5ctT+XcgN0O6gMgkpRVIRQBVWMTE/EAGjkhdglF5RgtB0nHiMw1oHMB1JG6x1EBBC0Ct9lyvLZ1TWAECwcRDdgcmhD2kcOB/YHw7YvRoeTAI/dnZCMIIQ/AIoeOLBrzMUvX1sdWVOHaVC7dZZkRjtBjwCjCPGDpp6AuY8B6qql4hL++T9F1jRFuOcjv3ze+6zHdWW0aJnnzXO7Xf0ZzVijTpnLf3OLCFR11/VxbPldX7thC3tJ08+YvvLH3mN9iMAM+sRzgHkJRp0vxYrUUeHJKAogQmqc2EdRfW/x14XbfaNhjr7aLvaVii8OVsiepYDEGiNdZ9l/JoTlZU9ICrCnhz2Z05gXs8x1lEpAZLaVhiLVOV7O4q1r8PaQuI4bwXLhdZRwRyJBGANjB6dQQh8RdI3t/7go56p3Zfrol4urbKT/va8bfS3+5QsiYRzYUKEuQYdf70qwGXleo5U1Wwc0WBf+saBtu+YGmt1cBjq0y2+/9F3H3sH4Cup+nPcdaqudmo/pA2lWm0tzz89384783brUmsNyUGmIawEwHmul55ngBYtzS/m6joB+k223cRmnLC39S+PfZfP0W+LD30CuZ5o82Rc5iCg9zRhm+U04wDU3tfsAD8DyzqQW0eJ+ZVcJQDTbQjLKcEddO7eAl8OljUHOQdE5XJsMF37ABhQ2ovDXiqqz6yRTv3XCXRpz35tSJ398hd3mN3zrBbmGmcJuBo+rI7Mvs0LD5qT3UpKLB470k6fsZvtOnGQNYk1xVMIcwJxOirEzFO3GtSfMCcSxTp0RaLPOhIF2sfdAhK9C1qrwpmD+c39PPwYfJYX+fvPO+88O+mkk7xvOAlsJQp2ISguBM1vB1Sbpbg+cODAXmB50qRJNnfuXM1d7ct65qkm77zzzvaXv/zFRo4caV/84hfdmgqwTMU59ULTs8xnUeBO33XBzy+Qk8fGLjLG7/rAcqy1fa++Eegbgfc+Ah8qWP7DFRfbFpttZn+67Rl7+tU1tvYfT1tp8nskMw4F0al6ERnlfFi14XmgRvXhLWrY2hCpxGiD8AqGFvOmknI7+YcH2s5bDFNvpahWeFZmmXw2Ca9yUlnO9SxHjxg/8+oFlgmmCdK8j4vNjyCuyHbZenvref1Ne3zRPOsUtbifdt92VRH6CTWuHtTf5gtd7CIPw2UAI20+SbADehaXl3yW2eADLAdQcrsIBSpO1c5oXtGzTOCmKpaCtvUqv67UJia2ltOhUk9be4F1VFSWw/uWxZ/K8nOCgwM0HmPLFRDwXfo9giJQD/leKuEEloTkKIRyPh3aoEs0fufL8/dvIydYz0qV3djjNxqMzLRdPftZGykg2aYgOlXqo7JMz3Kecva2YJleUwUT9Lhis/SSqshzXlki8ChQJ8r4EzNft5ZlMhtRJRzaOC+sdqhcAJbbda5N6p396AFb29fk3TlvyVpRfFsVbNRaD6JQTkdWxrwALAdtG3GxSHwQbKIyu0A917M1t67WMZtve9o2e2G+zS2utLrmJntx201tu9nzrVW8wx6B9q4RA+zVT+zq9jCHC0ifNH1TzSkFbjq/RvWh0eN1o4L6CkXEu69pspWK1eupMOQoe5pr3rsWwRdBk9OwRdlzMKrxbRb9Idf77gFkBpa5SXrl/DapPheI3gCWSxWEc/+pHJQrMz9P8/THP7nVBiDugt+mV5aBDXoOVIFYL6G2umG19t1Tp9vwwXX2pioXfDcH4bya9WxEL3kkNkgcNWvcB+o9gBEosEteW2XnjR5u9158l+3y4DO239F72ZW7b23jRAX8jIKlFTrHOQLmE+W7vLcql/SONys4A8sxR+O6AyxzX6IiEoEzQkg8vzw4eRp2UER5pZ5lIkAXBPLKcvT1JS9Z5qPTJH3M9cw5WA5NAtYWroke1WENxT4XvnvKNerhlieogvFgukQlsdN93kO9mqC0Q20gVRJKmw9Yfg8CX2XyWd5yLJXlUAh2mmqmFsyddRE572mM7/Tg1yuAGV3Zq83JMzUYAusR+NJ49baO6i3wlXqNo/IWDIfwIyeSj7kQNlW9adgu8JXRsBn/VFnOAXPWCCrUDnK5RbB7Co/DGYY4XgDhSGm67ytrrVfD03rPWk7SM9pIHCzrvfFdAPOC4zg0R2RPc1DB8pNH7WNFPzne52ePLAlnLpgtn27AcgIlATioJLlrAS0MaCxo4Or0XDxUVGWj1Yg6SAkpTQUXfgQoNEi4aKXA84GjN7Kr58yzoR1K/MhzneOQEMCHNvksI73d2dhlI5QkWFYjqz3ORfM+WguSaF20BND3WabnJsBD755lXz+hkjtYjgQVc8FFKHMtCgF2ynKMD303e5Sr1G8IlhFkivU8kr7RTpSAsFsYKVkHWGYeAZbb1P5S+B6+2xlSsFa0QK0T7fUXZ9xmrz46W2091ToWgJZ77Brvfp+ZS1irFUnFv71/jR3/tb1syrhhpEqUEI1+EpKVKD67PkPWcoKgFkmsWL9Dw6Nd5z1cIpMPP/iyXXbRPdIGCfBMFTWegaBNvx1YZo6vE+14vBwbTvzuQaIwa85qISjWgKxCKIzWFZJx/l0CgJlauINcHdvFC3MCX5nzhAupRbKQZynAcqhlM35UzGHBDKjlGQ+gyTpVLUDNuhOV5fgsglp5sCxbMa13YTVJZTnmOT3LifLtoocC/OdceJ+tlEtCsZK47MmwMqI3PBMK5NnWIklS5qBDt7Npu22mY8Z4+fz2ynLWxqNnhfjGadjOaAtmQALCTEHmZbwnWtiYk8HKi0QP6+qRM44VWH7nnmWoygBlKsTQrKFL19aKEZK9CsGqt3n4et6uZ3WA9xzff//9/k6qxffcc49XqKFiA8YPPfRQu+qqq7wKPX36dLvllluU7L7WPvWpT9sVf7rCDv/C4d6zTGX5oosu1LOlnmVdb//+fZXl3A3o+0vfCPSNwPsagQ8NLLPpHH7kifbymkpb+/ALKpyqgqgFOgJ3d0H0qoHbi9DfS8UCCxL9KxuwL/B6H5WciiTa4b15bFD4B7LJayGWsMNhh+9kO+823nuSQoUSr2OCwNgQW7PKstPnshQzGxlZYNQ+A2iQ4Rd1L6mIEkDoc26joAW6RfzicgXVagD1jdZrXNpAl6v6cNjee7iP9KwXnrRX1vWzOvqv6LFTMEUgzzWlvje+nv40qpxReQjfWMSmIsChh02Bkt4zUBtvozx7DwCov7rQZi2ba6ulyluiIIMeKgRg6CPtBJTpO/gMliUUjHwTV28R1eOynJ1FpvSJiidVTl04AIuqThIUadPm1qDgbqspoiqefo3t+PAz6lUrtVfP+rzdsOUQG9G4ShQvAtskWpZdgwBWlTb91D9LNSMy0iHk4sItChYIQvBPfvG5hfaLc++0JolMlWb9x+XqKaLalfwiI8AX6FRw3Knx3GG7sVY3cZTts9cUG1IZpYJ+qkgvF6jFLon7F3TkqCyH0m0kALoVjA4UDbNDFeJfSvTl+ksfVLLDbGDrWhuxaIU1KyGx45f3t33G1diyEYNtmO5nkyxKXp8rJe5h/W3o/lta6aJGsQpKbZSqDhyTCmAkKETnhgeo7xTulJZQqlRQMYweQc6Fql+x6Ikh8KWEQU4NW9Rt7EEKKvWuEEtlOQeWAdQoZke13CtW3rOs92R94gCCGs3Tm55fYL/77UM2Zm2T2Kao/1JZjmAMwNSm93/plH3luTnG6YmIHbmNDcAGGjaer/qxQsGpAxYFk93YfymQX6xBWz5nuV1//t324HabmB1zoO1e2moXSNW+QxVlKsCKrzxAIuikEtSlL/aKunuI0q8Yc9yTQvru3mAZmx2qcFEZ9coylZ9cZVlU2KQ3oDFkHGCAAJYTHTVEwEKt2+2Leb4BGloPegt8YUlVZp1iFvzm6sds5h2vWbXUolNPbyivAwwDcCZBrn9PDRuwLOsogWXwNr3E3mvsswcBKz0zrHSFatie7IpAuEdzxqnRuodch6+LgGX9vVS2OVTzQg2byjKJgWDcuOiWnqUAy9HC4oDVgXn0EnMuAZY1ablWALTAMn3N/nTp+eM9TrFOv9PfO7JeY44JQNxQ4Ivv9yQnfc4JLOs4XHGx91nr6IBjB+95ga8QJXurGjaVZYTEGDA8p/mzatUqe+irn7Si00XHXrFMQfETYi1ItT8Dy8yBWNNYQ1h7VA3LlORdFElrHADKxbsA/A4muiUU1s/eKC2zT07a0n71zHM2VQnQYuybtN7F2o1Wg8ZE34PawWsd/ey/hgy1PzYu9iotLQjMtWAOZdoCgGWso7RWOWfB13fo3ABIWlCihxmwjNhhLink7QbQp0NNOA+WoWpT8Yy+Zhe7yxKvSajS1bCZX24vFe9JPbCpJQG7JvaxBLpR4/f3aB6hguzJJR0HMFitBeEl6R/8/Jy/K4G6VutuiRwm9Dw5K4D76ctfsB606hx13J62u+yiFr3R7GsfbB7o3rRLtIheTktH8AtCWRpKuPub69UisFypRWCRXBAu+MktfuBuLPk8qZISLYxBXvyTq23PKPucNws/5/i5b+xvgycPtaplcuBoqFHfu9b87nXygJd4o1pR1mtevKnnJPq+Y60IsJyJd+lnktKsQ6k3PN4TrTXs8+g7oKhNr3VKOKRWLyj8fj76P+UodRysEUnqxV5F0p5EpYNl/Y/EOS/W/rwdGMn0drvwJzfbsqVNEt2UZZcmoFu8kdDSuISHOkJ66+3L39zXttxmvFplWnTOSo4C8PWuNSSMvU0rlMedhu37eObpnBL5xDzMSwfLIQJWxf6gP1l3mrOe7vdiHUUVGPEtKr9XXHGFK2cPHz48bvQGr5REAywDqHfcccccDfunP/2pnXLKKU61BizTj3zxxRfbcccdZ5MnT3ZQ/NBDD9mPf/xjFwWjCj1u3DibPXu2C3xdeeWVOYGvvp7ltx3+vl/2jUDfCPwbI/ChgWW+c/K+x1jPKy1Wrc1JurIegwZY9r0s6HyiJAbsYVHWou1BYB4sQ0tEJIjKDgs4vW9lEgLpVnSDlctRX9nHttpuvDL6WEgQTYY/JkA4euSw1ImA221inIZNsAKYir5JqsBQ08iiE9y/NSMPZbJH1V2BCq8aR3CgWNVe0/kcv+1Eu/ylV2y0Nt9lOk4l/pR6D9ZMa9n8dO5VORp21q/WQOUhVFdXq38NGlqZApOoaKlnWd81VoDwDwrEfjtpop17z+M2WRum6T0EqB0C6UENi6oCQIzNEL9I6FxeISQBoD/p3QvhI1VC9V2Mg4Nlf0/YXFSqssw9QRjlaVF3vz17iW32q39YrTbgpiXrbMCMPezsQ2TdoB5oAh42crLNiFMxftBnEZWJnmUCtOjzG4CNkYJEaGPL3mix2oGlEtFqsV+cebNXzyuUWCD7zdyALkmvpdM5dU5l+vzK0krb/8DJNmKjetth0gir0netXCXBk6xSQuACpZHKuHsiA5bJhuuzVPhR5EYn7YkmKYF3rrMHfveAvSJqX+2ry2zA0uhR5YNLpJx68MkH2ZemDhRYbJMgUKko9rpveEcrTugn6jnszjYFTpVZnzMBB3MtCcYQhXQJWCJ8k8CdB1ZOw44qJ77UiHkBjoISTKAOdVTU4gKwvFpq2LARqPAyY5mnaxXYeV8zfsiAUQVarmrrdlgRhFarL+vRR16SwMl9NlABKP67iEXx4lw6lcxpldjNWafvb6M0T9s5rs+bBJaD1VCqnkYC937693YFqm8Wl9lff3ePPaMkR/nqVqtRv/ZTt55hRVuNsScee8SWkZjR9ddmAjfMrTUC3X4NWT8eLAYHy64uHHMovG1D/I5kh1+TgDLVcp6FAMtYzQStnYuAORLiOpkisd4TlH5osKn6kVgWcd1U80melUHj1MsFvryqzbNZaTOfet0uPONOB/IAM18lHCwnX+Rs/EQvLleFcMGKp235e6BhlxVjHZUJfOH5yvFcwTfumYtluXVUvrIcFTNAZQB0D4QRAUtAIVdZRrgtqsawdKhQ43nrRm2eeExgOd4TYJnxCdXcPJU1r4bdJTVst6DxCUOQHn3qJDAhXvcTGAyrvgjUGSss1QDkaEvEB/WeTJjRL5LEaAaWvf+Ym68Jgjq390d7pRsGT6x/rK+MBvkDp2Fr/ce7h8ST9z6zdskOqFYtHA8+dinqibbrC8/aWQsXuv3ZOvxsAcsFntooEecTTZrjqgKyjiJ8FT7LiFEFICrWNUkP3VbrPSJqht4EyR2dE9XnenppOb7e95I89WbsvKf1LF9oj856xpZrHWnDq5a9BrCs9Wr1alUPdS4AZqYwz3yO7ko1zQUmaQ/hPZFI4n8khcIRIUC3i9RpzaHKyNxgzpMoqqsD7MRewrPhx8lZR8Gsin3C13fXJIjzckCWJRMARZFsiueQNYH8H0m0MiUxV8tP+oabn7enH3vFuvTsU8LvEuUa5XKXgyKRgVYB+3Vni339x4fa2HEDbYUSmZVah2nrQKwqKS6TKPDHmap6ruUkxDUr5Wrw8EPz7crfqJKoqYpOR7taW5jfroCv+8C8Z57FcxLxA8rpMM44FxIQ68QC6Jg4Ro4K/WzAgmXWPaTWJks3YfJeE22J1pczx4zRxC61e155Wb7w4WftVWNaqbSPeu+zjtXhNOxCsBziigOq9R7WNp0QyTooywMSnVu/W0vFnCRuBpYRUsOGaoC+K9qXSF4X9ixr79KaxDUmGjZPD3O3U17R5/3oRlu1TEwvzTHGLq0RjASMoRLFQOsry+x753/aRpRXSquFhGEkQDzOwGGhSp/zJvPUs0xleUOwnO9ZTmCZ9i5PGPEMZHovHPOzX5yhnuV/XVm+99577eCDD/Ze4k9+8pPem4wiNnMbYEx1OPUxt4nm0NDQ4JVlPsfcXtu81j7x8U/kKs1Ui6+//nrvXcZe6sADD5RieqOv7alfmb9Dw95zzz371LB9ZPpefSPQNwIf1gh8qGB57Lh9bUj5IPXQtGhx18biFabwQw7BGS3wJQRq2WaLGrZW/hDYiSrUegIqWYDwcu/EdSWiWre6MNSMr0u8Y9fNVUVqix4odhB9hux6UqpksyOgcDXsHA07NujUmxM+rHkF4ADL0H1C1TSC9OinrFXgBDjkxTE7VJkdJaC2Rr9D1AgV4zHqn+7SBr9WJ9mq4/Kq9sAkrhuhpsKe5dX6GRVUMUL9qlFpBQDSF4Q9kQow1q1qaIeUuKvcXiPbnLVBQ6sCsLJhE5S5qqhXloOWi6gJgMo3TJ12ozbMoI9FTxbVSgJVAkIq9aWVFbbrI0tt/Ll/VgVF6EO/mzVqpE349oF2aX9UlKmUSkRLFPScD0a8n1oAACAASURBVGbWa4o4TanGgUAFoRIqvIMHV9jcV5bZDVc9YosUzFQovd6pfta16ikrEgAjOqPHjIsiAHKwjE2OGlWX6pyrPr6r/ebTUzxYbxNVG19RwGgCWGz7gFF6wgHL3Blo2GT7y3RNNapQ3Cx67RX/daN6CmU/skYWUwiblUgZU5s1lS4KGuu0eW/88Wn27b3H21pdswvhILKl+wI1lwoIgmpdHjQh/BT0aRIdA0TVR6zFAysXhou5FdRdeVfqvrh6qMd36g9UUM6ci+pBUBPXKoiqV6AVFSLRBXVcRFXoYyREYa6R0Kmvj8CYACxEwKIiw7HpfYd1167zPfmGF6z2psfUk12jDubwinbA1AF10uyor+1uU7cco3PtyPon6VzXewRUmvVs0PtNoqCZKlu77tPj82zjq++2gcubbMmEUXbo4bvYjpOGWY0qb1W69lUKKLkXMc8zwAqVXMFiSZaY4bkEIroCMbRW6OfeS5pYFlnPshgKBPxOe1bSBUEgGAmRMEsCX+Fp46Jb+m7opiTI+G5fAwr690lQRDUtL6rW6b2TVBthrpTYw3NX2G9+qOQQ/bFcCCsQit5KZJR5v66vWlnPcpm9IRr2svcg8FXSr86mjJ6uua3KsguGkSBMnsUcL4An54bAFr3GXAHz3XuEnYET/cgAXa9O62eSQQiP0TvLfW2XP3QZlFjvLOE4ASbofQ4aNhZU4SQQVWwSMCS06HnXUXTgbv1bd9azHGAe6nFULVH351Ng+nbU6DmujzSPMGAyRMDSy8+Z42a/AAjH+p8+F2JzTkH38yEBGgmbsJeKY8d7wpec2wKziFcJCVNRbWedeKgVnfxZaAt2/QP3W73mOliO76oGLPPs6LTosU96CTmXAh2nJlOE9pYArKMyUMmX4YbAou0tKoyG/g5gZc11OrXuWbmqxtfXNdjPh9XZrIXzbJUo3GsypoYnQwHLWnO1rPoaz/PuYBkqslfwIsHXSw2bRJL+F3tU3oIKGi3PBUJhqc8SUOvnQ5IBsKy9hGcXb1zfx+hHhqqdU/mO/mjW6NQGQi8q73Gfd+yctPihKF6pvp9mVfluu/pxW7JkjT3zxEJfx1xZP9H6k0Ab80DzrKdfpS0bWW0XzNjdxk8YbMtUjYZB488z+znPXWYXl5wUUssJ+xGtLPNeW2Znnn6z9p51vt8wXiR6ypTkwVudI4UCO2yiTAFa15/Ass8fXwc0LpojxbKn7NL6zsbRIvHKztH1WsdW2RP7SZPj5E/Zfc89bWUDQinZKfEad1fkp3+cZ/4tYDnamfoj8KX76+s+YFlxho+PV4179ywzv5PnNX3DDpb1QarqeYEvEiC0zpD/ySuBEzv9897n7Irf3K91UEwYhPAytkcky9iXpNEirY/W0YPsjOP3sKGD67UuCohnbhnOYEt2YC4ImarGoYbt66aOhd83/cn+HOpNCJclsTXWa3IUqHOTFOCZ/MwR7w6WEeNCTOvKq6507+TCV7Jv+stf/2KHffowF+7ivVR+sYECQKcqNPEKvwcY83c8mNPv+MwqMU1mzZrl758wYYIfCzD+yiuvvC1YTlXs99uvzHX0qWH3up19P/SNwP+pEfhQwfIWQ/fQRjBE4QuBIrSmDCyzqfpiQ3YxAkdABe9hlQZQexAGoNZGIdKrZzW7tQD2jBhqB+0xzjbddKhtte1YBSKyElB8m6cS5ZVwox8mwHK+Zznu54Y+y3mwHFRowHKzNskGp2cFmAeU1VDBLADLVDFrUK3O+kg7pej8kYkT7GipNX991TJbomCfWNAzxQRYKeBS/5xnxLWJNa3tsDEKIk8dM9ZuGD3ObnnmcSuS2vDI6h77xcBh9rtxm9iNDz4qCrBAoKqRIXykzRl/yJTJ1m89uBIQ9oobXr0IuejLk8I3m4tnzZPYlK4JsALQg3LrCqfyC/7+75+0ZU/LnoPNS6D1NYHli7+/r02tK7e7F66x0QPr1A+rSggVDu6YjgNohBJepgBrHd7WVPO16w+TOvkNf37cLrvkPqsaWK/wpcN7x/ppw3YxIa8Osgs72dABRZECsNKB/W2TIdW2+dbjbe99NtfYEeAJbHifXhKj0cc0fq3iPhP4wc0HNPYTdf2PL66whX+9z6ZsO87OWNZpk256UqwABY+umKVQtB26uu6lzqdd13LEidNtysiBVj+yNqvcQo+XSivew1Tz9Sn6Z1FOdeDm3QRhA5Z6Y/09CpqcElzgScx9icpyBEjMNYKyRMPGpqwZsJxVN7wq60CYynImN6X5FWq9EajHvdT56bp5TwQ/8gMVM2CkruE3v37Abr9mpvyVa5FS8mtmkNf3lHlP2PjxA+07Pz7Eqz2NqpJgh+NVPY0Jar6u1i06dFFVuZ1y3fM279f32Zj+YlI01Nsh3/+kfUYqwqUCgD2qshI0paQQ4NiDTp0QVWLmPSrzDCAJFCZ9or4msFyYOArrKPo74zPJQznEdaJiCHWR6w4V8Kzyw31hbJw5wrMqxVZVfkgSJBBRpjEjgcJcI/ngz66el0rd4xufWmh/+sntNkABZ0J4UJRpC6A/N8PgmrMh8DV/2XO2ZO17EfiisiyfZcYKAaRcZTnmFPTpqCxz3uFHzAkAECP9kFEsXdQwY9zgs6x/KdM6yTMDqM1XluM4vXuWe9OwEdli4AC5RL/eN5z5LDsoyYTDHCxzzrlKt6/Ofs4Ac5S6g4YNoMkrE/MeWmoQLvMXQF3XBS08t95n63+un16DAbOItQ3lbwf4fu3R18zfebbpk+Wl4pqVrFprj+2zrRX9+Qz39jnqlWfta43LbaWqpHw60bBz1nGuNp/NcZ+L0T+fElawO+gR9jYHzX+qfIghoTcAQOR9JHygzTrQ4z1KzFVJ9XmnneS13NpmT740y5ZqXoUdWtCno2cZNexEww46d9CwY34yp5OHcvSPUlnOquFUlp2906n3iNmAvWE8zmGjBmWYYXaGlMCynrfk1+wALevJDRp2VMdJqmBHxHFC4CuzpYuiv1czO1SZPP9398uqabYSXICxSq3XSnJmmQy/X76mMZ+YzOFOcdB/H2b7jdC6owc82C+FYFktTcnGzxODrHUh6lczoNyWLWm0s7/3d1uhNb2/mFVdWbXXxUD1TLCZJrDM3HSWhleZM/s02BXJetKfJZJBoTlAgqBLSSX58FmlPBVfnjLWTvjRYbb/atnd1Skx7L7PkRCp0DiXZsmWzg3AMs8O2gqASmc5sE5llWUSnumcI4kbwl2RgMfGKxSp6VkOsJyso2JQY11K94J4gWP3s2v/9KDdd8fzSvhXeMKO5FaJCwUy02EzlToz6cgffdI2GVgpBpH2At0P+tLRv2eV4HxI/JBIZt2kPY24ynuWM/AeQnPaR3P940HDTjZenOWaVbqGBpK/RXbUsceJWv3O1lEJAF9++eUGlRr7JqjZvJjjrOk/+9nP3N4J8JlUqpMgWOpjLvRHTp9N/8bnAMbpxc+8OBaV5Y9+9KNvqSzn3vwB/tIHlj/A4PV9tG8E/oePwIcKlicM3UtUucEeKKKcyStVEdnr+V1FjoYd2WIHeu4Vinpwsas3D9l6tLUJ6TTMW2x7fGY323v38QLIXVp0qTSGJzIKl2RrCf6honllzwORABH8mwc9qfoMgFGFMAUrABHYSdCC+eA6BRAVqqDWyC93jSIL4n3sIqhEELiw2bD50WPk1V0t+vTCFa1ql9DYRJve0WrnyQd0sTa6Iv1bAgjs46uznjbqLpXaMN5QYLKkf5Udv/NHJCL2qj019xWTVbANUSD3hmi1T4hmuOfC5a5iTLbbQZlv4KEkHEJSbODQx8gKRyBH5YzrT2AZGuMqAfN6F5uKTZ4KB/3i0IYJzi+98G677+45OdVlF9xY2WlHn3GwaMzddu05N9umu2xmXz5iJxsuUNamynQp9EJRFl9ZIVqzAtjJU0bayjVBi0c39qxT/2Yr9Hs1vSpwyQSH9HuYBUGlzTxoAQcKttRIZk9/dk+773NbW5F6tDqzKme+4h9iNNC268TTe0mVTyyVBosG360Lvv7mF+zyvz1jtfL8RSkM6nZXWZVTBjsl2NUhK6Ou8gqnGFM8X7LZaDv/mJ1tIJS/jKabKgxVCnKLC8bc/Xwz/89cb6wrkMecCLEpqs95xVMSMwQkBJZYfnjPMjRsF/hKNOzeNjHRs0xfGnc7qoCIgOWCee8JllibADXVFwfLqJvqGhAyOuOWF+2lq/5pNTA63Lc26pRUX6BEdsnQ+rgT97ftdplgS5e0WD39nBlYxicWKqyrlGusTrjxJWsRfb2iSD3J+25pZ39lD2ta1GTlCm6jT/atwjQBljXvPTgD+OJrnPUsZ8FZ9CyjYh2tD07DVpIAYFHq1bOY5ySuXEzOgQ7Mhg7NuWKna/PC4i0sZgBksQKnZyHXs6xqloPlzK6LNYMe+mqJydVKsOiGK/5pV1/xlPWXjRbBtI+5g2WAYfT9uuqsqrOV0LBVWX5vPss1tpUEvtYj8KULcoEv5jvrG/cDsMyC4/coxLJYF6iiuX4B1WQYOKqOpd7QblEuWdvo7U/2ZB3QnOmfdBjNuQMCgxrtwFP/BhB2GzY/dlIUjp5l6NXQrDtFwy5R3zbBOOCcY3BOAUoI55Ve2oCGvWHPsoNlBfS+1vv0DfBeeBzWdyrdAJlQw6aHOfUsRx8mF8n5oB5e2LPsgNrFjeigKLaZl37LivbeQTZSb9jL0o2YgyKzvtVFkkjCOYMha5fI9oRk4+NaEv4MUn0ONo8/BzynLrYUFkEABuYfTJwGqnX6F7cc1DOHld6pG4+yB0aOs1ufUuWrSTaGWCY4GFQySoCoCicDB8vRfhCCg/n9B/Bc7vTpJGS3gcAXIBfhPa1ltEd48gawDEtJ1UbPtTgQfnc1bBgMqbJMn7DTsElAat3KqT3rnmErdvXvBdBufcYGDKxyT+N2+mQzqj3PZlg9ktxWUlUP3nJR0rdVr+x3j9tBTgLMUarjId4V61j4J1PBdzV7T/qprUaJ4cFKvq1VsuH8n9wonYhVat2p8j59n3OcD5RvtEwysOyJdE88JRo2axvsokgxefuCW83peSNZr+8miVtcIsAvVkL5GiVa9t3Wjvnq/vb5RW9akRLB4dNNv7YSlVrzcZ7gxR7vnux1xBhx39fA4qLFxFtgwhc7+pppk4nnbXWj5o4E47jGoLsH9TmpjrsFFXaPml8wN3jRHoI4JiwI5iQAH9rzr392i/q/V2v/x5KL62JMQ1XfLfbEGEK7/WxRsPurN5u9gTU42F9Z8hKRUO055ItzYFkHSHoqac+rFeBXPtAfXQTkvLKsxGO0B0QxgriDcfjckTNs4cJ3pmH70+8V+xjLt3sl0Px2itn8LoHi9D6Owe8Lq8LJmioKMoD/+M53qiy/48n8G//QB5b/jcHqe2vfCPwvG4EPFSxvOkS2DQ6WO7w/mdU3qg1ZX3BmC0LWl549V2uFQuVCSNrcVOUsUZPNqGmj7ejDpjldSQxs7ROyttFiziaEeAk0ZGhLqGsCtsLnNuiMTlcV/YhNhr6xoGrn+25i4Q07DUAHPcuESGXKxu+18QT7YluTzVj6prVKzZNMf42qk4l61aZN30G4A/UADVQRR0h9ukuZTtRZ6flhwyejG5Xl+K4KgZORqoZsvemmVjRqjB3y/Gy7Tn06s1970RaKvt2GWIiOiyVVlYLJheq5LRN4ou+NV9CRFdxlICIqblkFk15CwLLTfREti+/GugYxsag+RxWWPlgEtzp17Ksuvc+euPMFK60WdVfAKCsgiA2nBITUk5vVSzZuwZuuAL2ZsvJjRlerci5wNnqAtdfW2yOzF1n1E7Pt1J9/3jaq6++AYP6cRfazM270DbeHnrKcNywZa6j5bGr5AJ9gvEX9SdvJounLn93e1qpxsFQoqiIHcrL+MSUoKgSQHq8fYMdWjTS7+2E7SCrdr2mA1/3xYWtokggNKrYeqBP86Riah42bj7GPHryV7TC0zjokLjZgRLX1qO9pvHp0V2A5pqAp0QMJChy4ae54giJjKCQWA7/zwAFaMViKxILmTaos5/2vs/5Zvcd7lqEjOw0y6MhQfQnC3dYjq3y59yiBTS817Iwqmd6jeY49TrGiHw9+BEbLdcPnr2m2H598jdUK9HWokpwT+NL5OliGJq++sCO//FHZbEy1xUuaBZYF2XQMSBNeWUaZl+SMVH63e2aVTfiOBFJU6dloz0l22lf2tNVL1LeMME123W7Xo1e1nlGugdNuJFCGgslBdYJ4djKpqn3Ogt/D09kTADmwLNAgUMF3J7CcF/gKsLxW100gi+orM6dYVfm1BHRefY4VGbDMfSFyZp7nBb4iQZHaLEaOrLE33lhpvzz3Fps/d633hBL882KpCIGvLCCnN1hrFgJf85c/JzXsf11ZzvcsRx9wqGHnA/wuvKhddItlMSqwXALU7FC6VbDqglohysUAIvAVa1tSus4q1N5jmarP4aFMVTYAR+pZLrSgKlQUBqiicIwaNqMaYkoh8AUtPFPnTnPIn9lQ1c6D5cLrQnAIsbS4HxuCbi4mCXxxTaGGDfjSOkxlmeFg/F3NPZhG/MIFvvSvrCPdeojKmlrt0UtOsqJD9tSkXmu/eulp23rparXAFCsR1rsloFZrcFESffTEDXTXYCzwrLKu1TnzIPp/AdTAA6x+ku1fqGEHWA4ng6C5q9tElVS9X4O1EJHHXGsBwlwSOXIBx6BGvx1YXiVV7TIo1iQeszkMgPZWIQCRnqHoR8bSLVF0tf7QxkCFk+HRqXtfszIFFW5TlYEvp1iL06M9I54F/akHFHFAngXlnP35GCgdDZICrDmtSn6iK/GmkrSlmu/OthKADg/u1AMfuiAwAYokXFUyabQdd/w+Nq5K6tlKJNMq1agqJO0kPFfc21yV33u6A7StbWZd6rDLL7zT5ktLokIZzHYxskikMxR8En9zp+wDKvk/qOqe+AMI857QM6Fn35OSehNgGcp3lxKpzdontpbuxdIH5liTKNfFGuSyySPtuBP2sQmNzVbu/sPRp90o6yhaULyCz1OhMZF2aE5A0PUitL5It8rvKQOd87wGnJK8JrmOBZV0UcpYU3RgT67rXoTrQSSIWOcBoq6DwjV49TmSNnEvlOBWAv6is/5ub0pgslRxiLeHKDGAGj7jsF73Z9HYUfaZ0eX2yc/uoPW1wu25QlckkrbJoos9h/vrydUk8OUAPxIXYeOFXZufTibwpefEW9gyobnsPcRU4bP8zmA5AVyqvADX888/3x5++GE7+ZSTvQ9/gCydph8wPUfBjtXig7+8VSn7zrfrWf7g39BHw/4wxrDvGH0j8D9tBFILR+Ha9uc/X20X/fKX9tA/H3KGTGEyT+w7f/k/dGonQcr/ueeesy233DJ37ROH7Snq62AV9+SZ68CosGeZjCdZTm12bJqu+iqql4KwUv0dutKYnSbYFw7ezhqGVGhD0b/R/4nwUUZPZVMEjEZPTQQ0VBGcmpYJFmF1sxpbjiwQ4csABeHDyjachK6gANHnWmINArF7jRxryyZMsm8+94R9oXGFNbFBrgKMxsbHZoNqJwejeuaaNXwX/U4CCANFfmpTtACVG1Dg1lGAZX1kpWh6U0X3/I9ho+yxrbaznmeeliXV69ajzWeVqjhdOi4Z5mTNRLq7SR6w9B4D+PlOV+hE4Cu7bs7He6oRKKLKqUujTw9vYgS+HJQJA0A9DauRUMhEOOXWfzxrVyq73zBzrtWrTLdO1cic8BoZcYJ1VcZwxux0+5Nit3HqEfhkQ+rW/W+qrLXBCqTWqfp5+Mn7WrWCgtdeW2Gvzl5gbyxY7dYhnfouxLs8LND50nvlNGwqBj4H1POt/uJxn93GvnnoVlap+9AIdQzQmPW8hXJr0BMrRBOcKT/Gk9fX2fAjz7Fq9UP3KElRBZ1b31Hinq4eWzvFv0s9cP9x0r62x3YbSXhmneje6mlG/Eygu00BSNCcCTIRC1PWn3up4NWrnARsVDAVcOLBiY0Mwftap2Ez3hklWMFOu8bYKwNMCu5LE/cyKgw+bxBV09/jvvAMqUdQ4+miQDmwzDyHahxBi5ieDizr6+M9XgFZTeUWATzOJSrLVExR1b7yd/+0B+9/RedfpXODJslI0JMagVmz3niYFGsP2GEjW7RinX+GlwsS6RmDBo3YULW+6PRHFtqrf3zI6lvWWNvn97Cff2KytS5Wr7ICcC8aOxAOUaJkkRaBF9UXnvEAQ2HplXmOZ6ABsSFYAkEtD6E4xpzKBs9pGnOvkHgAlAkmaQ3guqv0wD9ZWmujpPzqti0khXQdVGw8KZRjUESfN2PulRbN25XL2m3V8pXyyn5e6uyvq7+6Vt+BEBggKVOmd6EqgnbqpWEXV6mTW7DiGVvxHnqWS+lZHrO/jptVigt8lll9aEXATsk7O7wPNHMEyLyPHWBwz/SzazkAIKka6+1luq9RWaJXnqQEQXr0VzvF2mnPWfWp8LuynmUqVNThwh+ZEwh7KT7Di+t1Wyh9Ccf2Qh3AQO9BBIz3cw1d0LD9umItB7i4f3R6jz5HgE9PslNieb9fa1gPxcMfbgh8p4NlP5+s8k4vtB833BB4hgJQ69ylwP7k5d+xogNUWZamwUeeecpOm7vAVoqRM6AiqNNUI9FzoDUibHygHWfzNWN30KtbojW2SIr5esx9njVrDvFyoMC+4XoT6TmN97j1kM5thFpSrurfoHWyx/ZZvMKK64SeaR0BUGveowQdaso+qjmRJB9nB+aqdqY+2SyhSyIuxxTyZ0PPpTJdhUnfsEAELMc+RvUZ4cHwSI9EofdrI1ym84W9Ec4PtFlkPbnaa1ACH6SEGc8YqtzXXvmk3Xrzc75HAv5gWbBOMVeChk2PsPZC3dcyJYdbpJj29ZMO8CRqP1VuY6+PpFWyt/O5S88yNl4oQgPQtL61SUjxp7+5z9544EWrVbKSKjZg0FkRfmWac1gIkgTOWnaAw6zpxchbxxKp95AY1H3U+K4jYaf37P7xbWzplNG2+doW21dJ90cfnG9dYnGVD6q08VrXB/WvltsDtnjlfo98DLXOVmoMShhDEmQb0LCTMjluWNhQefINn2XtS+gmcI2xH0eSlOczEnQIsmW2WbovxCYrlXzpLwCbwDI0bOyakqo2TLnXFyGI+Xdr0xpH6wkJtaiqS35OJ9ysVrThY4bamT//jGKNSGoBhPnOGnejiHlY2LPMzy7epffXZFXjXmB5Qxp2pvfi7QBuE4nQXLF9+guA5XemYQNaeS2U+B5+x/gk8zr33HPt9ttvd1/k+fPn2xiJrRVWoD9ILzHHT8d6Jxp2qlb7ybzPV19l+X0OXN/H+kbgf8EIsIbQZoJY4dUCyxf+4kJPBL4vsLzZ0I++C1hGOVMbIDRszzBHVQMxnRZ52G46ebh9Q72R3dpM2HC6BGgAqQTBBLyoBHt2NBPvStRYQio2OyrLbKAu1ES2Xe9ngU8iYNGz7BGqbyR8BnpSiYL7oaJrbTZmYysaPMTmznzY3hAflY26UOArAEJsTIhL5Xp+6GWSENfVgwfaoU2N1iXwyH4RNGwqVTpDbW7PjxgoFe1dbNicF+z2F161Ff0rnFbKGXXqmtZp0wTwOwh3KhaBEhtU9HuzgYd1FD1SKUudVTl1ED4DuOL6BwhYrNO4rNcYtmS0cYIQxMLaFJic+1832Oyn5lltfZUCIFGW6UlMveSEdrovAFrvBcvAnZCmC/i4sq2QeXenxpGfNXalUlteKB/TyufmWs1AUa91EowTlSOn0jHqKO2Koq4Sth/XN2r1qW28yQj73lkHuygUgRsUNFgDXA8v6LYBsKRIqwEdqPvy3LIuO1fK3RXzlqmHNhRzCWwD9GTKuqqULB5SYzNO2Ms+uflge0NAqZp5lFF5QRhUcqju+kbKvAGoK6B6Kw078/PV+Xg1n6QLwaHGvVX3DlsP1M9zPssOqAFuWWU58znNq2GHWjPWNr3BMqJJARrcixkxn7o8oEaJG5GwnL+0gr4uBWxD1Fx8tqjos35xmyw/BujUoNAGDbuLgFLAp6211T5y5G72n5/aVpXVtdZQQMNGXI7KAjTsMgHDz985z3p+fa/Vyz+1Yt+pduZX9rKWxU06dqgrR7Af7IBELefZ5FkFPKceOdS6uS88C64uTGXZFYg3BMtZzzLgNGcdla+QMObFepZHaQ59ZvgYe3Gjze3SRx6wbfrJBkvVRrdJUUBXR2sBN0UvaLjRy8mxpXQuy6yLfnq3Pf/UHKuula2dAj88lAEBJOuYNSSFomcZEBggjYQPYPl1fJbfgxp2ab8BNnU0NOwA3NCRqSwH+I6EEZYvoXQNYHRt4aySmyp4iFzRs8xCmdnzaL46iOfxAyyTeNJ9RQ2YFwDWwXKmqu2VZQfmVM+y9/h3haIwmQmeFajaUT2MajQaAt6z7EJh6bt49kMFOZ0zYkupH5m1sRPwjoq1vyeUkgGKrCu8AN4u3pipYbNuu8AXZ+TiZo5xe6lhe9IoqywzZjBXSlQCnbnDZCu68jRKrnai9B4Oke/rGpVXa7Pe3qC7hn1bcgFgHeTU3ItZg9iha9y7YYT9tX2VjVOLQoc2gzaUiQEcmdiSV4Q1j1xbIEvuMO9dhFHtOvtuu5v1LJxvj82S57OoywDnaAOKimqu79NBdyRrg/IdAJZefa8s+7CSrIPuCqE8jlPosxyCTJEYhhLrfKO0j7mrQ7bX8Ryqwgn44pWnYes5RLk+Y1mwj0Ih5lwAjyd/5wYrWbxKgo+aF35C8Sy4hRk3wpkKuD5oHZaA53CJZn3t1IN1zys0pn76vu67pzzrAs+87wE883HOzHNA/W8ufMDuv2OWgHJZAE1XXKf9gcaAWLfoyee5TL7BJFwifkBZPuYlSaVyVajdOnFQrX3iMzvYbttubCIYyXqqn2jkSmBrH6hW1V0kKSWFie+V3gAAIABJREFUcRjQmon2B33EXl0NsExyHc9rXlTkC9WwoxVE/eMk4HGwYF+HPp0lcUPjJBIrJED4z58trxojEFcg8CW9CK8ss85nx3FlckC3goVasb5mzm2yH8jPftSCJaoiR8KFZAIJKyj0ozcabB87dEebNHVYJJL0//CpblO1n/mTlNJXKyFehVOHzpt7SrI/epbzauquleE95jGmUNBh7tHi4kkTihG0ymhelGuTOPzoGfJZfmewTCGFYPL73/++nXHGGS7C9d3vfteB8xFHHOG2T/Qsf/Ob3/SiS+o9/jDBcmFlOVWFuK8f9Dv6wLI/Hn2vvhH4PzUCG1aWWUeuuvoqu+SSS/5/VZap8KQqRkCaHlkWdYoeWifLiW+efpCNlBjEKnmg1ikQIYJwMSxfqMNShyCIbC4bVR4sh1hKKF2HnRBgGfGU8LCMyhMVYK8+pwCCnmX9SM9yhTapO2r727erG+yJpa+bGGFRrSpQw/aNxMEywX8WmAjM91vZZjttvZUVjRhtNz9+n1Wrf02SKN7rTMxRpqjpGSlXHrv3HtYzf67NUY/ybIFG9JXCWzbovh0CsVQjE3iiylEq8EIw5dQ5ryy/c88ypaoOXSNBQrOy5pu0tNpqBRhrtPnVy2qkXRWZl5e22Hr9fNnjC6zjnietQoEP1DX3OvYgO8SDsJMBGFPZ8vDFi0EE3pnwET2KGb2U8++ioqI6dFC9VR2AnohtDsBA1ScmF5S3lf2qrJamVQW+HWISjN1kqB1/0oESqKrxfnQ8dFHeZDNPYJkAQjaLOUocfeItAka/vfB2m/3k61atig4KytywvE2ZxhWbFdHFSzYfZTNkRbXlgBp5pSoochpd0PpCpVzU7Qwsk6AggeFgWcdrzyzIcj3L+hKCJio7ubmGYq1OtlL3mwpm9DWjOPpOPcsRQFL9CbCcKHP0l1EZjE097nd4e8acUMAGHc7fk3qWFcmg3qx5cv5Zt6h/c6GSAaqzo0CfVVwBG+7piRWPqiInfesAGzxykFeRvQqr/5LYHTTEYiVUFryywk7/7WNWMWe+dU+bYD+R2mql5n0Zle/sMwTFvJJfdzwv2F8BBhPTIeYLNOwAy2FdFj7LqbJMNT+B5UzgSwkSKmzRswxTpMuGaM7cPmignbqNAMprL9kTL8629gZV8zQ/OBYBL714JNiqZKfSrKCU+VSp+zDvteV28c/uUA+grMwkWhZ2ctEWEGA56J/QixNYfr8+y2XF+CwfoGuNKlnQsPP0aQAHNGzoo0zEoGELnLofcYCSDa2jEg2b3ue8dRSAOhNb4twR1HIadvquQhp23CvOpdBnOcCyaNgA2gSWvdeY9SApeIfPclhHJYGvwu/iyHmfZV84Wd3f0rP8AXyWWU1Ye7TK9NM6sXLIMJt313+b+NH2+ReesG/NW2BLBZZJEubEGbVG5MFyltzxRKeqspqIjVr7pk/Yyn47b7Zt1dIsL3LAcoD9ZOPzdmC5WetnjbLLDwwfZN8dt7k9+MyjriZfkzE1eoPleL6ZB1SA80rXsWc5sMrRsDfoWXYQl+9H9qQvYNmFwqBhhE6F07BzieGIYQJQF+x1mRp2Yc8yST4AUa2u+6qnF9kf/viEjVm01Hoy+y16f31fyNwsuK+oNPeoovzctPF2ybG72Tb1UsKWwGWdQG/at0LUL555TplnDWr0IK2Z68RSuvbpxXbXj24Wo4tZQwIjksFYjVXoHofydgLL/D1YD+GmQfwAONbcXy9dFKu05Vr/O5c12ogffs7+tPUgmyuf53rRsNmDQhMh2jxKaV/RcVhXXS3c15doyQqwHGrYvh/nKst5r2oAI+wXt+jS5wDBTp/OWAh5O0q1QfmeDUuCqjEJbsYyklHcG08wMitY56k+Z5VlkhLNeuN/X/SgNT45x0olsubJar92QLiS39p/dtx1vB3yH3squSRgmlkNsve41aCAOQut91lnTB/acFhXSBwAfnMCXzAB2PMQjaSv2VkRwXJzlW+dP3R6kpUULPANP/KYY22hvJN5nXfeeXbSSSfp/rY405A9CjEvwPLhhx9u//jHP2zlypV2yCGH2JQpU+yHP/yh/9t3vvMd+9GPfpRTsPYVhJv+Pl+s/7GfvLVnOVV93uehe32sDyx/GKPYd4y+EfifNQKFYJkzv+XWW+zXl/5aa3ub3XXXXe+vsrzpoL2VNRUNW4FiqGGT2WazQ78R+msozVLNpEexST3BQ4dW2nHf2MvGjB1oKwUG2D+dspVl4J2mSUUwo0K35XqWs4y8jg6gjkx6ErFSf5L2DM/wenWXipXoqrKN8U3d+8EERgVMwp9SFCypQHe3KEAcKEsJst1ZpbEGa6YkkOH9yPjGBjCiirVe1dG9x4+3b3a32n+uWWGLBNxQjO2vwF17jkSlum2elJivHjPEfiABsC4hdFSNqWzRHxubs9QtNUx1mR+t1FOcEkgVFOocY8EGjpVRbLxxDU4/12dCElpXr410p022sKJxo+2MV2fZjo1rrF2BysYjKuzSi+61v9z1kvvyNqg606UghO2JgGa997UWWnJIkVbBsZObvY8xBccJLIeyOYG5e69yHO91DL9YB6P6HRXfcil6Q9Wulvropp/d3bYRCMeHs0VAddMthgsw9tdciMoX9w/Kl1PZoE9yDAUPhUEJv6Q3u21dq/3k/Lut5bU39fmKrN8rQEGqalfou5Yub7bPfvdAO2jHCUpISKXWaZjxHoAvSqWpZxmwjE0LFQa+naAqxKYCsDKhfa7BYoD6rnNxiyL9SfXU/a+p7Og9STGbW+PVFt2fZN3iYBlqomiQ0ReWBTbesxzHIMjKMRQy0EjgF4A6hPHon/TmadHjz/je9aIYq2+7WEJm/sxFfynqwi7ypKrNel1PjxgNXzr1ENtlk3pZ3qxTMqM4wDLJJV03FY/lb661U8+50ypWrJRAXLt94Xsfs72mjlNcG8E71x6V5QQsYgo6WHZLr2gNoGeZhcato3SLU+9mUN8jUHXbFizIMpZFVJYBy1GNIeBF0V3FGFun3sZ9t9/Feh55we5qXGSVGj8CpHJJ6y5TImjIYKnCCkzNW7BSQafmkGj7N9/7vC17fK41Sg+hrExiPxLJCmulAJOcd4Dl6MXdECxDL66mZxk17PdUWc7UsB0sUxEiEI2/+3ymFcUrZgHYe6lhZ6JiAZZ7q2Fzfn6eXvFGDfvdwPLbqGHr20hwce15FgnnQ89yABLOB8AdXtORcOGZpMoXitlRXQ7F7JRgg64dQLiw99mpo3pfiKXFcWLNSL3PGXjXMb1qnCXquCe54+hTISpFIizGsJ+A6sq6gTbvtnPEhR5ktmie3avq1XrNA28J8LU7xA8LK8u0XHAOvi4DVLABFPCsrBNTJ5uLLgKmv7sehtOwA7DGGhHPabOeuRqp/j8yfKCdKCeDf7w4y0okblghwMi67/Y73hsadG6f9yRzWKsBMr6vBcWatcYTupmiuyd99V05IKz1iect9qjQv3B3A+0BDoVJJuv8eHZhrbCYU8FnX6hTUoDci58zloL60x0E9J6OTIG5Xiyg5RJUPPfbf3FWSLGSTF7J9fVRSVTdE7/vvvRpHdY+USYu8onf2U92PcN1TW05u8W0r/pap+8NfYZI8LaIEVMxqtauu+yfEhB7TpTnChchJBnry2rWH409mTMMAMuIwcGcyPQtuHYXfxNY7tfcbk01lUoK11uVmDIfaVptm+wzxbYTQ6BRGicu2paScbou1rVyhpX1UIwo1s3wmI5kXLNiARLX9CSzn5F85bxhEAEuoSKvUrsQ/cqsvxyJvm8qwt4mw5yD2YV3ticukkaL1nklhV1NPfsuZy8lLZIEqEXJrxXrDQbMr391t919zzwbCuNJX+4VdI0PLIwyMTdahXi33GMzO/qLewh4Rr858zoUzpNrROpHzidgiRfwsIbtg+1mjE+izVNZzjssFLIiUr82OijELJ/6FzTsZOF02WWX2dFHH23HHnusPfbYYzZ69GgbqBaqP/zhD07HRg07KWf7zv8BwLKvXJ507pdTw/7973+vRG6V/z69Puh39IHl3FD2/aVvBP7PjEAhO4U1i3XmA1eW8zRsCXxlHsouVAPs0qLVWSQpYlUeG2Q3tHjJatt087H21ZP3sfqGSmUkuxwQAkLxjISe5SACKwoqyy7Ugqdt9GkGVY77RUY+y9oTHDgdKnowfYPUhtRBdVJenC66lVlKNCECRj+YNi7epD3NKd71WX8qAANghNiLV+a0scja078vVZYRKiOY2khZ8hYqkQIxAA+ilNhogxLcrg17eHW3rVJDKkAiAAKbc8pkK/jV5gt1N22qqKc6cCO+InjQBh7WUVx3UJkRJkGZO+w89D367o9tvY0VDRtqPWdfYTvNfMmmjh9qYzceYDfd8bK1PPWa9SgD7B6pTpkkGqUyHPTICIqgmGV9lYQXVBQyf1aCWIIxB6MEx1C3SYg4oAYYQN+MgJPwGKpopfrbRoyqswMP2cYmThjhXscEf06FFxBjvAbgl5u736EkHWAZKmlkxN1n2dkGYVs1SMDopbnL7Ndn3epgFNAHwPA7RILEwYRoa/0r7SvH7GJjx4/0QJAEStAeQyzH7VyyYJlAFDqjC7To+6kM4PnLe7yHcQOwzJi7ujjiXYj5cLO9eoD9TByD97hdVwaWmbNOTVTA5hTwrLK82qsAzPMIHJwyp/dGH3sAy9S/z/kFywILEZNKeZVd+9sH7bprnhRVulbjBvU1RKQAH2HXpWBCJ9gq6uoLW02006aNsEN2Gafxb3P6abHTEIsFUsvtgVlL7Pc/vEkVuHYbWFdlJ531KWqfTtMmePeEhQN1fGsz1Wp9WSFY9iRBJoZUSGuFWp73WY4KW3icpsRRiOfAAklCNSQ1KnVetUqQHH/jbJupgPfmz21nY1SZf11iXa8+v9g2mbKxPXLP8wL6jfbY84tsyYAGG71wmbWq+lKhG0S/ehc99Jr3Ps+ZW4Bl/entBTwKBKVSdY4+e10AgFqfqYCGveJZW978vM+vzTbbzF566aVcZeTkk0/2Kguv3pXlQuuoLPnDvCTB5PY7UVlOdk7vVlnmjMo1n9+5sgw4obLcOxngtPmsOperLLuYGCOgZJBo+i4upnMPIBw0bBdm5LnQf+3epkHiLNa/EO/KwLLPNP0W9WL6W0kicWQYKwls8UEqZO7pnCVyAAEaf7ymnQbPCehFhTH2DF6wWmCskHQFSJHU7LClqiwveOB8PRxaeOWh/qu777Px+n0JSRnYHayxtASIqQNFlc+3aG1nnGH8uJOB/g4DKcQPo9/W+5p1HrRruJiH3gPobhAzh2cR0NTKRqEqnwwLpGtRYuVtEhHEvztn8QaICrXtWM8zsMw6544NeTYHY4kgUzBxInEEoHbbrGyfCLCcnY+O2ShhMGx8nDZPVdRFwKKvGfbGev0DidbofQ4A4Wr82j/xoXZgzrq1ShXAMXX25fvnWf0vbrF+rBsCZ0lsjbGiXxzqbwh8STNBz93h/7mbHbjHxmJ7rNNZyr3C20ky4AnrB5sqwLLT3YNRVFJSJoD0jF1/5aM2SBzpdTmnjGwP0jxpp3LqvfTs4awBJA5J8kX7BuJu/WjBUtX4ZcUN2ypB2Dp+tP14NwlPDqrWWtOh81VvuMCya5PkknGxjyaGlgtuKtFXp7WDV9qPaW0haedzUHFIW7YGpSSAW335e6Iq7L3Geh/CbnkgTPU5a/8CCJMoULzS4BaB6Z7iLVzgea3jcD5DpRj3xMx5duHZt/l4uXAZmzP7b2ZBR5KLBOS0T2xrh0vbpUSJ6BBSS2A5+qNzrT2Jhk31OdMwQViS9zDRU1IpWRZGkpZ+e83dLH5xwdRePcv/qX7kd+9ZTr190K6vueaaeLCz14wZM+ziiy/OwHo8e6kq3OuN/8YPhZXlV1991bbZZhuvZh8w/QCJko7xanckt+P+vt9XH1h+vyPX97m+EfifPwKs4fxH68gH7lmeOIye5UFvEfgiQOgW6GgdMtSOnDHNdpDS8rVvttpuA2ttvNSJO7U6o/Dbpk2DQCaqSiHQ44IhSeAro2EDoKK/18lMmbVBlH9JtK4mAIdWlVluuNCGNi1oZ3kwGjRsKEgESEkt18WwvAcpKmW1GbWTnwtp2B5MaVMBLNVAp0XJUvOB3rhc3xsH1uZMUFYDqNWPYUml8/Nsd2y8Hfj5KgYjcMv3WKcKa4CnEB0J4Aali+9uFGh0ul124M412hRki7PP/Cab8rVfW7+qSmtTECIHJ1WUAepUGvUncS9Bq4Pa6FmmHzJXceuE7oYfc4jiAM57FNQTDKcqkYv1uA1M3INuBUBdul/lBN66d1R6OuVxuV7B7De+f6BtM22cep2ac31fHtgJhGO95Pclq8p4kCtF0bAACv9rp2GzebPBkwwRsIQyPFAqpzMlUvarnz9gJfo3gLrDHAV3HTrffgJ7A0YPspNPmy71VoCSwJ4Cp9hcM/GeFMByv6lgqnJSLPEegkXuJfemzi1ECGf57qg4OOVcQT5JDXr1lIPwwJh5kqdhR5WkVZVwrscFvvSeLl03c8kFvqhYeaWJ3nwCxKBy8xlXXs+qG1QGVq6QuI8+k/rLqLh3ilY4YlC5XfbQfLv3kntkm6XqkN9g7koISHEfSfgE3Vx9hbqGbj1Th31ma9t/+lRR5dpdTZbq+MwXF9tVf5pp65dJXEb3smX3LexS2Ww16edKRIP8vvAsxOKn5H0kMTyRgK8nle8kPhTVvJQEgvYIK6C/7FXC21Z6A175obIcWMwFvjJva55zkl4LpFp9y/WPK7nRaoteXGJVDdU2/ZDtbCNVqx59s9lulDDRJAWYby5b7hWWmmr1QnboaAIazAlPnvAoOuiLOeyJBBT7dd0ueMXfCipcPFIkgjzho8ryQgl8LWt5wa/53cAyPcuTR03Xd2XUbmjYLhjGK+ySEC0i58B3A0hgBzhAZz3Tj7wHWyjEu3gbz6yD5dTbq7+v4/nDRSAJfGXH8aSXuw1kPcvZe/g274+G/QHw9dHmPXwXWgfxM3RP/pX+f++zhpUDHdd7luM9tG4AzD15lu2BnDPX4FdFgK+/Aryxb0vJCTQMSnIe05kIGIk71poMHqOCzHjlvovr4jw8CUcCQ59T4vCFH3zWio47WA/tSrvmrodcjBCKtff2Aga9fz6AqffYp3WZ6jOPB8knAc9a7TVu2creksByJs7I+wBJ9dINYNw8EasEVa2YD3dLg+Ls8ZPs5mcftSKtAZVOw44EL4yUbm+riXUjKtTRfsALYL7OlfYL97HQTCCRlICeU6wdoOUZUan/18fEwXJUlpPyNscnyRtrVCZmmdGwq9SGEarMoS8wTKJX5557k734+Hy1/CiJCvzNlOGZQ51KouLtzYv50bi83T531M72iSOmyWdddGhdV6xjBX7WWXsGawkJbxJNt938vF13+f2e0GSakRDhGp2Z5EkbepaDdeZZg4z1gQVUu2KDapg00jVprOxvK8QLmHzQ1nb2IVNk46Xrg0FGixZ7EBV8T1ykNo+4f+yzQXePe4HC+QDdd08QedJWjBntC+E8EXsSleUQaMtaYJQUT77YrB8uPKn31WVWjonOHZXlpMAfdO2czzL3yy0rER7MWG9uadfptow/uGeuvXzhrVZdxGLI/hsJKvzKEfkjcdEqhsz22422I044UM+JYg4Hy1lrDw4LuBx4UjmUrkM0MqrhHq9kLgy+/uo9sNxCUDMSDBQrSBqRpE0gNhSzaRkoyQS+3l0NO9bXAKeIwM6cOdOTNttvv733LKdqbyF4/SBAthAsI/BFzzKVbajhfT3L2QLd90ffCPSNwPsagQ0ry4Dl/49q2FrxoX5V1NrxF3zK9h5cZS1arNcQpItKhCUMi2WbKEIE1FTl3N/QA/CouAU9NaqMHhDTc6TNuIvPOTWWQC56lgGj9CAlf0rAcg6UZZtEEvjqDZZVKUP4CDVJB8tRvEhq2Mk3FrpfIVjOVxVQOQ6xILcfcQ5eCLXEe9ic1UesSpmDZSyKqGoTOAlA1Qok5hMABE5RmaQyD1DmGticoWEDepJ6KgqerhoscD9AAdE1Nz5lt1wz0+pFT23TcStUzQcsMH70I3slh6DIA5WgZ+b6KgmGRc2ELokwkF+NB8fQ4oJW60E/VFGokTq/fhqvDlUdOnVOmPt0iepdrWzuavlwfmrGznbIHpt6RZoqsgcTmSJtEkChBy9VjUOYByCaBJay3jAPyOIaHNTSGwtoUMLl6xc/Yuv/8k+rbJANlPcNE1yIPqvzXangYPCZn7OzRvV31VvoZAAAAr3VCvgaJIjigTCUYGiZmjclWYUBJVMsRFKShRlGkMnPzE2SDyRCmHMEHAnMe7CaqbNzXPyvnYbNvNEXA5ZRw25Qhr8ro3fymehHjnkf1SnmeSb6xryGhq2ghcAmqgAALOZQu5163h3WrN7cEt3LIqfVblBZxmvXkYzut1xpy9VZ36xqzPRPbG0HfGKaValyWy2AdOJP1dv78BydS/ieNkm952gplU/beQsHVYjFOCBQNZoXwmYeUOoCnS6NWrfmIvMinhcEZeL+8l+LxMRq1Q7BPEoUP8AyFX9eSeDL+8T1c52A7ytzGu2c718nmqMAu+iXiNx0ar5Jo936VcoWRuPRgmWNK8NTkUe5l4o6iYigi7uHssBaUJA9tNYaQ1DKeSTrKPr3oQ5n7QYZWK4Skp+//Nn3ZB1VUjxAPsv76RzCq9lp2P6dXJ++U4kogJ9jU50b58R98Z5lh8ZUdsJSj2vhPvMzY4Eatj990LD9OYbeH8k596z3ynJUjYNmTnIjKN98hmtjvpRRffbRzsT8aLlwkbNouUAxKSqMcY9z1GjvWaYCz1xPfc0kZUi4sR4gwpWNN73Y7tccvc/UrVln8HzO2V258jZV7JibDAmV7qgsR7WVzzAq6CV4MK8HpHTJWpt51L5WdMHXodPY1Q89bKPkud5PAIiNw4GCmEMwGlgXvbKc9dLyPLm2gFef6bHnWiM5R4KKCpyLM4LNdW5Nas0B7PRkStdr9VxWC8DNGlJvx03a1q54+lEbtUIWZAIpnL8/G5mQEu0bObDci4YNWOb+ZH73MJBIsnllOc90gbWESB3rQgJ6AJcQ+GLhDXYMWCio2iTntC/o2qu1HwLu3Ru6oGc5nwjusluvfdSek+5Di9glXepH5sXY+8zIABr3r4jnu7LclhSV2qFf3Mm+uLsYKdqPAF9cay+wrHFmHKqUuKiUWNUDL62wi757vQ1A2JOFUuOL2wL7nlPyPWEb7KagfEdbDw4NJapCTxpeZQ9LHXrekDrbUhXliVOG2BHSHRi+yTC12Kzz9TCqxpGsdNo8gJHkK+PztmBZ73HBsQSWs6RERnd3bYWcxV0hWA7rqJRcZz+GEh/aCpmNVwaWAYTaAnWfQyCuM6ssIxgXYDmOQw81woKLXn/Dzv3ZPbKwbHeBTRgXaBL4nHcaNtcpz2ppouxy8Jb2+U/txE7tLCiuY71iIirUEXcE1Z9kv8dOvtjwaCC2FronPNseX5G4156YwKo6V2yt3BEGDqSNIhsfdGNgXGmNPupLx9rixe9cWS4ErvQr33zzzTZnzhzd62Lbdrttbd999tV1yOM6FgV/fRCgnI7xTj7LfT3LuWHu+0vfCPSNwAcYAY+zhHVSZfmiiy56/wJfE4bspR5arKNUSckqAl6hSIu3qNCtO4yx8+TbuqkCxiVNAUa97waAINBYqNboWWAFA76x+eYX7/EgQwENVYoB2iQW6Lh4wPLyPpwMLKcAAt9WgvAEeooJ7HXccmVmoXyzbPOeTlUfRlUJAIm2uV4bO+CkdsOAS1FNtSoGSbCoCaVP+sy8UkZQFpWUJKLhVQVAbKLpea+xwLJ7y0alAVBGH1myhSJsTEJS2T6Xs46qQw07CUllPssETbFZd9qg+hr7w83P2O2/f8AGKFhZp6CnIhMwcvEgbGlcjZpoMAtUEliG3q1fErBSVewFlgVNkx9tkShx2IB5b6HudXttjbVuNNLGLVpm3VuNVvWlw46ZOtJK6gbYxElD2MnZEjOF4qCpMeZe8S+wzfAAliBXQSbXw2tDa43Y4KNq5KRG0azPuOwJm/vnh61Wgk/0ebW1dapPWoGN3rNaX1R3+mF24fh6G9LVZu1VFaaChAdWVBjySrdxn0Lgi1A0r8ycE/jy5E1Yt6S5BsURqicCX4UV1ncT+Ep2Ksl/M3qWo5ct74kZXrCJwuxJFqoACtYArInpUKEy85rGlXb6N661Hv2+W/euHxUbxkb/cxq2+5gTHmVKs+oHLBOFj+rj2tVttv2uW9hee0+0ZbJr+8dfH7dVsxZKz63MBXc6NZbFapv4yikft6nbjNTPSjnovAANjBHBWIBl5nWBGjZJAj0b3OekvupB6AZq2GgHQJMsRXBM7w1xHYniqAd0jUDIbNn7/PPaJ+3Fp+Y6tZNkCEJDQV3OgJgesq4eKdg7DZ9vRLwLpV+SSvwuqPewIcpQ0836fkn4kGgKoBp0R+9ZLgC3nRqrSrEyFoiGveQ9+Swnga8Av6yDrhqdVU6hIvPsARgD0GZgGTCY2ZO5gjlA2N19CXIVPOsI/4+984DTq6rW/ppk+iTT0gshkABJIBC6UqRLsSGoFwSvBUSxX/t37frpFRsdQYp0BbGhAgJKR3ovIYROAmmTmcn0kvme/1p7v+87IYBCuL/7++68XK5Mcua85+yzz97rWc+znoXZkgNhPbdizXIA2vAVyGMS8yPKKRLo9vMg+c1SbZzDlZxU+76ooU4Jg4LBF9ePSkOu4awPgCiWaYFGEmfOGrvkmz/WPPM1hGwW60qqay4kChhdrRnUoarmNOq145pdzu1suL9R6TxIf5GgRlKOZxQu31o3MFVc0W13f3AfKztRYLm/z8648Qab16e2OtTpOnMarNr6Db4mSVy8AAAgAElEQVSCLYxjUtINZtLBciQI6B0ebZiiJjj6LCfWWHsEbtht8mA4W62jPrNSa57M5EiyMomGg+XUX9z3AHVNyHsUiS6MKnWeWPOjNCDLsIOhDvDlRpUJDHJ+DL4AaAyhd03wrg5Jhp0AiLdRc2Y51eTSZ1nHYvCVSxtWqpfvT7/5W1u5XC73er97xITzDrPu89x5v8JQC7AsdY9aLh36njfZnnttof711M6T9FMC3JnlSIYxP2gXN6gMY6PMv266/lH71fm36hHl2ud4C4p16CkppV+NfvChRBmlRNOKUdV22H8caIfMabC/Pt9pq6c0267y9pg9vlyJdq08+g728BqXWAfwBDC1KRkXMvqiJ4LXLAMqOUb/z7sg6JkGWE5Sdq0/lIOEskstK9V6jDWcj0u1PdEb7fUYfBQwXrYl1UF21abEBPNF78LhLTajWwKlUnncAasYIOa6Zly3R4kev+TPd9k/LrtLEvs665YqhvWahBUqKUYFVQxqLxIUQxPr7KjDdrW58yb4u8agssV2KI4Yj9ma3h32pNa8TybVCGUF3i6RsqKkaMqAGtUB5+KZkihoVC2/M9SpdZSXJyleOfyDryzDJpjk3Vq2bJntvvvuaif5hI9h/uy99952+eWX6/5Vt57YZ/7u9QDm9THL55133gYH5SMy7GGPcuSHkRH4XzUCGxQsbzZxXxtTMU5RWq9nioM+kZmVduo12ugaZk618e/c2q5470F20ouPC1yttkFlj5ETARvl2+E1ZwBh71nrwUG0S/JWODpfj4JpetA2aCN7UkDhY3KhPu+hxTZZNWRsKuGGjcEXmygaJqSU4TjtkladtlyRUZcky+XaNModlVEHPWQrtEldtMlkO3pVi01UTVSLNraxGHzpEJfGZoMvap8JCMlka/MhCGIgwfy4pQ5pw/FaU/0ZexnMIt8dG3iqw9bmxKbORgc46NN3Z7kqo+ZtqzzgiflIHScba7h4Bmvox4jZ4weX9ul6b779CfvjPxZZ2ePLxGCp17FqML0WzEPakF0i1Qw3XvbHZOjjwKPohu3SSCTWtHxyEykCXcnkxaoARtdiHCV3ThVSW8VGzfaVrx1q06oUuKkdVZn6n5bXyYDFjcz8W5KpWtG5NVpr6NdLwXJSEjB20Wc5g+WQJxbAqLsu47wtCV5tpZ3/uwfs6lOutYZJtc6Wbqd+3VttPs1WqRa+W3LJLdXWZaaYkf03mWVnL3vWtpd7Z4dGg+TC+sFyEbiRRHkpWA7ndcY82nWtC5aj3yaghsQMx5RJBp0NvtYPlrMZSwCdaD9DTWNRChhgOZhlQlpajqmLlv3trifsvrOvt35MXNwcKnriBlMXYJnEUpQrArQITENCT+/Pji6C2bW2TCz9hLZ271cKU+mgkXdOY/rBD+9tg3rOP5y9kV1fq2BW7w/B9XCwvH437HwPAZZL3bAJVOk3WwTLqCyozZ8xqc4ue3yVffdHV9mc5Wv8GPGX/r5gJpeBYfCRvOMwUwms6R6Hg2Xe12BoKwXWMvNa6oZNPTpSR4LOKlpvecNrGNwKtVwbbU+/eI+92LXIv+ufr1kuccP29w+WNkuRef+SGzbS6NTyyRNa6RkWQWWAtXVrliuQajuTm8HyP++GHfXRsNgC5i6NLp7nX3XDDmaZtkLxfJzJf1U3bK6ZPtnRWqvYZxkvBMBySFD9Gel8oWrR7BUwLAMsH7mnlZ38Bb0o7fb7W26xRqGIqlcDyzqluzSXgGUAdQTqAL8iWI76pAAXzVp7wgQsmXfpOqapp3OtaLilmidtSgAV1UXZ4CvtAcnkASDsxyTQzfvdy9riLvqMWQBzl2o7EOa9RMuuOutCeU5uXbcOWEaqncwsmbMkrShT4r7CVI9aZNpLMR/Z/9hX19rPf/wne2FJmzOGfdonGAWSK46/HICRAIkWjt3t3bbn27axQw/bWXMRRUvsq91SyLjJJOfXv71ab+6++0m76rI7rbWl0w0ay0axx8fvsCa6n4k+zBfflziX3mkMrMp0ge3axA8+Yhc7QKU7VinlGfXK2iyW6ZpJVMd8UMJbDGiAuADH7MHIsOn+wL34HuneH8kfhGP0D2wqaiZ/FjrIXcfpM6/zACiJNWR06vXIHIMCxo3UNBVrKJ1yYB69qouSbxh8rbMcg1GihgRvFWrcG6VeKoLl3NIuZPskyivkLHbxZXfY9ZfeafVy9+6lLaP+ljnPlxEdueme9mhUUW26no/9x9tst/lTpKyL5BBqO0oNSOxktRI+GLmVn7+TUjQhw3aDr8SGr1YSp06xCGan3BdzkbrosR5zZRMwZNh6PkpK/NuRL+2zTC9lzLTiOigLKHe3629/+9veIupd73qXMzKYe11wwQUukf7Qhz70hrSOWrRokcuwM1jmPX49QNwnavqMgOXS0Rj575ER+N81AhsULM+buIdVbzHPVor9qpd5U5Xcdis2m2hPLWm1TfVn7/vkQfaWWfX2njHNdvLKZVbVorYTAlMN2kBbtVpXShbbJmBWlQwx2FzZ7NxEg4WbzViyr3Yt+u/aeTttpGOxHLUhtZG5/7nHrEXgGc+s9cuwU/2nb9hmD6md07zRknHqv4lnRgvMP6ri3mN23dF+/OD9tuuaNnuhWy2eBGjdJEbHEeCwmcJqZpfTNm2YEwhMkJcpkIN5pJUPzDHXzACr1NKBsINl38DFGAjIc95w3wx3zdw6il2emrsxLqWLXR9JF67ZXlPtqCdqRL3nrzbCWn3fH5/tsou+fpmNV/KhQr8INxUmLTkAItGQ6yEjg47UMNxvkxSSIAmpKNJMnYegwKWxquESrBaDX6P+jtME3HXPMxqsc0KD2lw8YbfPmWW/fPscmyEXtD4NKgygB4gyf/FboDYsZ+eTYc2A2AxqunL7DQ5sl2kZ4ApzF+4RQE0G3w2+NIAeAOkYgiaeHYyrCfR+75ZnbNHV91rDrnPsVF1Hv1yhm/QcylymVmZfufRBu/GI/e2EoRZb0NJiXTLn6XC2p8gSI8uEpcAVFVCpPIDXBEeSJdiweC7FekDvAax7C+lmJCD8uaQ+y14vKbaDIDEDS2q1o89y1IUxNtRPErgTtPhc05wJZjnM8WiD5GZ3XB/zS+NQo8Dmb3c8Z2ece5M16RzU/pOkcoaPiFsfFACALtjDuLqow63WnOBnRsfru/XfVTLD6scMRnMG4FiVglnCtSoxzcs1x6cd+1b7/oLxYl5o9YX8PLU7Yz4K+GKiR8KKZ5mTS7wvzlporlGz3FjqVovbPTXLYCLk0/puEhRVckg//Rc32dN3PyuNshQDHiBrRgN6nbwMpiXINO4918zGHBlQ8O+X4cwqLBnBosamMkAXlbkwXIw98uF+OcQjUV47tk4JPI2ZjMJ4GBLyKk9UYSvWLrYVS27z8Xu1muX5M6LPMt8DI1QhCWqaPs72Ag49gNPNAF78mJTQ8qDWeyhTKhHv6Fr9DveZjwkDpGQGx3PlMM0p2N5yAQ5+5hhY8TAnTLXPGhOvNfbr4a2kp2rqxazv4vf4e6axK4ICQ7oaxQEtZmEE1NyX1zGn70pziufBhzWL8ecZVah1XNw7gXROFPBzmIC5DNtN12IdKz7HBNi0XnGpUR+t/+Dkq3vtgQO3t7Kzv6TfGbCfXnODzZUTchl1qDmR6N4H0eqMd49WbbzDgFHmgr9zmsNIpXFd5nF0yZWYcXYDR40nn7Y1ffodDJfCdwBFRaN6y++3w9ZakAfspsWP2HM95Uq6BRvN5cEaF95dzBE5j/wlGgXieOa8N+5JoC9ror9ucsNGZRF1zbHXsUaw7uO47Gu+PhzjZSCMs7OiALRgKkvXqFyzTM0zaifukX66nGdIicO/X/GoXXHRjar5jT7lKAP4Ztb9RFDHXGXv8JEfso997kDbbM5knpwn7HKyeKPJNfbEyi67Y2mbtdz5jN2LUurae9VqzjOlSs4Nd9UuyrBz6QFrHesNe0aXvf+o3WyfA7fV8xBjn5zJuf0uraONmInpAnmukaik/WPIimFdAaysq54sZHxo+YTZZ2ojyb3BzjdhrOb3S80yx6Se1+lFDdPQ5F6ewLJKdr31YPYVoWTIzcSIH/Rv1JgH+8xpkFh3a88mIYsaLNpLIcPWMcm/gjV4tVj+X/zocnvu+VZXEZD4i7Url4cUjQLdx0NZit1k8HXooTtI/ZPKFdwNe7jBlxuJ6t6pxw6wHOZmYfCVyhXcE4b1J94/wDKKoEwAeNcNkrTsOwLM73M37OE1y4Dl3Doq91nG3AvX6xUrVvgcyB+u/1vf+pYD6Teiz/IIWB423CM/jIzAyAhsoBHYoGD5Z9//vm2+9Za2Sj0Q+7SxjRHgGSc0rEoc2121ZTVVdR6kNyiQbJfxx4DaLl0xeYL91/gJdvuzj9vOU2fZyS8ssd2GemwNbKl2HIAlMiYHStrY1irruXB0jR2z7z7a9VbaLxap36pkcDuKMaJ+2U3BXIYdbTnYHAFcAM06nadG5ix31tXZx+fvaBfcf5fN6em0Hu24gwKDgwqEAG4K75xRQ6KE22+ue8OAjCAzMv2wdtps21Vj1Fwr2dho21iMeos2QyRNyGnZjCF+2lyqnWuWCcCoWVZwQK22jnJDEV3jcIOvMGnJYLkgT801y7pXbyPim74AnepCf37T8/bnk66yGWIWVdrttYf9CkKjf2W0k3EZNmwBjDHbYzYPycwydcqDVR40DQxS5Vtm87aZaZtuNtkef+QZ2/8d29nWO2ws1kBSO1r36B5Wql/HW1sr7csbjbEju1pUqyzwleRunsH3DLWCEnoSu5QtZNgDYssdLCeDmCyfrJcM0gV5HsB6o5dC71PGA5mhtyhSTOSMm8DG+apf+91nz7Vd9pxju3/zPTZ78RJr0XM4688P2kpFOS+s6rPLD99aygcFjzoxyQ4YhajfiqApOzNXIMPWH9KqK8ByYqN0HHMisza5zpm6QljjqAekpjqDZRIiwaZi2BR1argCh1w/DL6S0Qp1hrmHso4lQQCoLvbEpCY4DFvoAXK/2IeTJ02xmedfb62/u5liOj1MZLWS0ANaCO4J2BSE4r7szxvMSnLEEyjh+Ox17ATKLlDQMQ7yYNIUHCV5Ms8FcDbU32PT37mdfe/o3WyF2F4+9VKGjCYppHtf6UyGrlktaLjxXgGNIUWstQp49aitXExcC0ZmroYoqRdUMFen96FWz33psm77xQnX6BZ77MlFy61a0vBeyThxxfXSAaa1uzHDxmZna4BYGNB5kKxzA7oJ/1yGrH9cNqogtBpTOgCV3s82JcMG9eJVS95cvdXGNlrB+fJn2233o99s+6r3+++vf8zuuOQue99H9rCO8mfszFN/4d//6mD5IAfLSCjdPK8ELANOYdSc9UO5oXEBHBfAMu8fINfdp0vAsu6rYLpVAMuRhGFUMJQi9eFSTcdV4T7t9w/I5X0D/Wrs4phIGGByxjHU378ELKdNhrH1tj6syczfl4BlzQ+B41KwnIEwYIvzIislKYfM12GoJwp0VZrjAfAT8874wCz7Wwm7qXnnCY3k4K2JOmpFp91z8M5Wdub/0QTvtgtuvskmD6o1mOTEqHp4/kXvg6QAUaKTCwnwFUATZhJ3bJzYYQJDhk07tKJhVav2ljqdFzNIzht9lgftO5tuZI2im7+8fIknVZtKeod76yiN01gMxyCH9Q8KCgdW+vCu8X6T9Glw13eyFMnbQsCc34iSI3rehiN+5OFy54dcHx01udStIv319QeGWn/mret4XgBGrXPRf1zrDwoltY874ztX2H3/WGhjxGRSuuKlN56QTl0RmC+pDh2ZeJXew49/8xDJoMdozY+1yQ0ttdF0dnfYhT//u930XJvVAxi14fLOe4U9+y8tp3Lfbn/u4cace2czHzrUXrGsr8sO+/Cu9s737Wwr1QaPRQJvCvcH8fW6pJzJWf6i+mb9xyQzzZcYfGUZdtqXHCxTE5wSDjwLAGMBLCsJzp6ty64ELPsckzmh15jHMy3WLBdbfYWCKHxGPIHl7aUSy+8GX/pDsean/uQau/f2xzRm1PJGCYkXaK0HLJMBGOwSETF9kn3r+4fYOCVJBnxti1aCLolPewqgl/nAs2B9JikfYDlo5DAB69O+RFKkFCxHa614A5VUkh8E5pSM0REf/piMOl/e4CstGXbjjTfagQce6P+7/fbbO7N86aWX2DGqeb7nnnts9uzZKQkc4/d62d+Xq1keYZbzExn535ERGBmB1zMCGxQsX3z+abbNlnOtT1Rqqza2amX6KxT8VWnT7tBiTrDflPpaYlA1uqXLjp8x3S6dOtXue/huW7DD7s4cPHDHLdZOP1dtNrm9D/sK9WpjWrptm623tbLmervrnn9YlXbR5crSV2eDFRguMY2R4Y2FGJkzhirUesE89CtauW6o1vZQb+RaWCdAJMAt9Slcvxt21GfBgDjzwIak63tewcL7dt+NXdAeefRee1KMYK3XSBHuASLWNfgKMB9u2On6FDj1uXtqZgdSwFMwkkLuHewQsqq4vqi5c7Csa6kQIHzssZV21vFXuRESTsMA4XAZRXpK8MR9BpjKNYrOfiHV1THOp7Lxiinp7O+2g9453w54l8a6rFyb5xgFCg7/VQ/cq8AlWBo2d6RpyyTnrOvrSQFHTEkCjOgbGsFfMMupZjklMTBAIYsdm5rkbmTrNb6AGYLTvOF7H2OkY9x3kmEDlhkHApJyIdDz73rO/nD309ayzWw7d5dNbZNx5fb902+0cRqPwz66t6njigIQRG0BltvWkWGTia/VMxmFCZiub5jZVP5ud5oNYOJmcmJ/MLRy1iZJvjgPQTnfJU7K57Azyxksu8EX8k7J5JPxi9eOIbFO9x1guaRmWV/WIunzFAUtf5BR3nd1X+WPv2BTxMRM6WzXHObmlODQs3Q5LMGQ/qRUhu0cETVwXl+a6wVlDNOhwzU3YNmcbySBolGqVoAb8BTGlzp2MT+TG+wrR+5sW89T/bLuA7Z3GUY3gGY931rR+UufXOb3taSi1taoj+s0JVEmqdb5+sZmm67f2WucEj0y86N2b7V+Z4KC0mf1RfcuWmaLf32b3f3ACwIxtDcjMZDMumBHC3W1JGCSm25Ar/XKsN1nF3dxB8swuDLHExBbpWRZ/ao2m3rADjZrzRqbLMn3DofubGslN7/1lqdswZ6b2QLV/i1v6bD771lqe+2zpZ13wUX2s5PP9O/akDJsngfJigATiW1WQgsgUSrD5s3zGm2crgHL6/RZjhZU65dhu1EYs8NNt7IxF9+1Phl27pdOnTWYFmd5rePItN3gK+qRo01V1Iz/yzJszgxudzY8ykJChs08q/Ke7756enJHz0z/kcfHVQJap+/92hFW9qn3QDfaJTffbBOV2Kt0Gfa6YDlauIXBVySf4j2NtYa13A0c9X3OLHvNcrFrAkZh9AxGXhvJuwD207UWUnPc6gqVokrEa5Y5BmCu/Y91jTGK9TIBKz0/N/jS39UDqHUsY+1rX4nSpQcwqH2zLiXrOMb7NQPiHNiGD0SlUFilKzyYnciwSejpXYbxTOtublfk75P23q/96O/Wfs/jVpH6IecWcwUfAI2I98WmZEdM5sqZE+3Dn9zf9huvnvZ0FdAJV8sT47en3GB33/SQks2snbLcw+kakI6hYDxS903Ivb2Zu4WaZRInXI8A49CWM+19W42zg96zo/aXHpfEk5whcUp9rZtTucosks6spy6bZ5wZHx6vJxyySVoCwl7TnbteRHKK/ZeOGzmJ6yZgdM8QWGbVJEZgryqC5djDAZRIrFlLWJtXa24AhPnAYud+9ez/SQhgLVIvNKmevZC4wONCzw0FEeehtOq7J15vnQuftnIkTQ6WsyQ+kmW8GyiEvEOFrq+TfWG/be3rb5+nWIOXBGm7ZNiegC22I+zQzySX6Q3tZWM6b7SOivckEtiMD/tXgHeSXCgaiJWi7Vew9SgXKnXR/370MS8x+IJZrtOa2t7ebge97SBrXd3qP+OCzWf+/Pl6Vl1evzxx4kT7y1/+4u2dYvxHwLIP0shnZARGRuB/9AhsULB86gkn2Lw5cyQ96najjYlqwdMvxoggbkAbULeCETKxubUBNbfjVJNE64cBbaJLld3+u/o9/ntvmzsXR3AQhhS51qtHG9tzY6ptuoLnBjmgdsihs1P9BEN6VWLGoQ3deyI6ExK9E/luAhPAUo9kcRVI3gDlOjutIuQRk2pjoya4TWzAWNqPJEfVkJUGYGWjqxA1cNdAtX12u7l20VOLbAsxbyuQPgk4UTP9cmDZW1tpQ0UiRTxBnab3li0JinLvaIdlsAMOuKgRpV4tAACSb8ywMsAqL6+y++562k5RLRobIQGtg2WMgfgN2B2YR+SsqdaRjRgnVIJRAuMqsbFrx9Tb+G2m2pc+8CaxhKrJa+v18aHNCiwDg+NZdQ8UYtPtVCKkHLY8tejgWfg9pJ6OLwXLqWZZ7AkBYtEcCzkybFcEpwGWI0HxsmBZgU2NkgVPLFlhXzvuapupsT/ih0fY7tUCRpIPj9b86l+lIjSvXUubswLL1euAZXebfonBV9QeFq9P0s0UILnxi7ubZmaZccWlPBy9CaCQ2nufU/13gOVgZcjwI93MTqowYQQ1RYOvLOUsBu6tAsvNYoKeWvSi/ehrl1mlAun+avWsonY8RaavBJbduqcELMOQVKjme968GUpqCaze+6Q7BWPG5MyyG4XxyfNG81/68P7GsfbOTx9g88VQ/eqUK+2exibbSADj3ftsbWUrV9mvz7sZwtCWNY+3+pWSFmqaVCuZ8eKYMTZBAdcXP7mbbbFgpoOFrpU91r66zc488wZ7RP2SaxWdlavQ3esZE1MfJmUkSrIJ1fprlquQJGNWpSsOAzqYXSlOJAGB4e7R85365hl2yEf2tFvueVoqhC1tbyXZ1mrOI8NmavcqaaXlRW6/tJxR0khJqnGq5T7r3PPt5FPP9tF4ZWZZBl8z1TrK3bABqKkfeeDDqFl2Qy39AIus4Q6wnCWpKDrCWTpcowlyccOGXc311iGlhwxCAcIHBtuZ5RKFSD+gu9RV203AMlhm7REDSq9pN/zLNcsJLLNmOHb/58Ay4N1NwFw08FprliMpg3s4oDzAMnORhB9rmICtaiJb65ts8VXHmU2TeaDUFGfccJ1t2dPtbthFsBxlDYXWUcPAcjHZWOqYTc9g9pwoqYh1DbAMeGYNKShdBCiqPfGq8+gdok4WiXXupVsEywkIO1jO62VI5MMNW7+n9RvQHWA5rZdpzV8XLDNlUBM5a8w/Gmv2DmpjXe3kVCDssxJ61GLr+knokWjlfynhADS/2NZjX/y/11r982IIXd2k/UfzgPPjdxCSeFh9HS8jwFGqEWqbNt7+82N72SZTG01NDvS9fXbuL/9ht167SOtYdC/gyQP0fE/wUpDwu2AeFlQgunfKDjiWPsHsST2zptr7P/QW22dqjdQe2kdIOGD2qfsZkxOMmg+AtlDawJgjrY/EhSt/NJZes+wGgrntEew8ZQwkLkpbR5FMoGa52PuYxDW+CCSTkJl3tIeiiHsB3IbBV0r0cmGs8yjG6Hrg96s1HUm8HxNJb8ZzlcprmtQbmrkDcEVlxL4xhvaI+vseAeRjZFDZdPWdWovF8lPORf04e0cuw8hgWSUNo6WMe3Fqs33hY/vZTjNUguaKoOgQ0qkEJGajHuMgUxcw5u9I9mT36SzDzmCZJBICFmeffb2KcQ0TMOrKkyGpd+9Yf+sowPIYre0tKm+aNWuW3pk2nz8Vqq3hnaCOmQ91zd0qBr/o4ovs8MMO32Ay7HUNvjARoz4aE7FsOMb3v172eqRm2R/jyGdkBP5XjsAGBctnn36SbTVvriRVAiYKMv6h9hrfEAv8rYUP2oGrVtiLqnNtSvWfLnuVXJXaHRwk3RlWwGk0Wfkk3Y1MMfWqAYQJMto7BWiRZCoTKvzrciX6DTfiRqq/B5yEwReLezzTbh2IhDrkvqyayr6zGWqjY0PK9bRsX7C7gBky18hpkekRYHDu0j6czsAKiHarfm6GWjytEcMAY03AQ2ukat0ToRcbToeDxmJLkMws0wuagJAe0A6WC3I7areoTQumj8CgXVliNTCx6ZIsrnCaIwy+Jmo827Qp9kvmtFLGN3/5/V0CUy94b8XcN7Yq9UP1TVU1gLSkGEJ66ZusgggCLrUSqhlbZZ/54gFWPq7RJlLLh0pSAwbDyrhlZ2ZCO5iScQoQCS2Eq/xnKetLHEX1XMi8C4z4c8nMsh+T+lAq0GRMeb7eYoXsvLeOiiDXwbKkZQBQr43V8e52nmqWnVkm4FAA0isJ28eufczGn3qFVW+/iQ1tspEd9p4Ftockg7QExigOsErAE+AvamoJiGCZuVf6o5JgAVDz3e68XpLEYC55IEo9skscycwrgHGwHMEyF9QmeScBmwdI3JOCD451sKz7JDjmzzJLEm7YMlFJ1xdmcgAZ5mj08OY8yJynaxy+NrbJrvr532yn2x5zgx2crXlX+Hh7ntw6Sj8HYxQycIJDFAbIX71GXTWX/dPH2799/0jbQYmFy2USduvfHlEdo1qdSOZdbKHEOOCMq+CWd0HKgsfmzbaNlKwqf+hJq6qp8DrjtdV1Ulv0+TtFq5AhjeeQAGc5LZIAckKjHep33ax3dYH6JNdPabKpMybaT0/9mzXc/6RVNtR4zZziQTfrcgaJNknJ2Trcrtc1s2LIVefnbDnMC8G4vkdvy1opVyZsPcU22WueMzgzNe67bDfRNtE9rxRoX7Os098pl3oS6Ov5EZDXwwTBeuj5tbT02bSpTXb+xRfbaWe8OliuHF1v22x8QALLyTzP3bUjqM3AwW8kmef58yhpHeXmec4sB5ML4GbZ4hhfvjgPJm2A6TQmQwIg3H2A5QjMqX10ybd/V4xbsM/0yGV+IvOt0vxgfsb8gIARU54AACAASURBVH3m95G9O4JjDmH2llpL8d0OKOiPXADm1KVmd/ws7Y9k3UtaR9EWyi+IREFyw05yev6sn5ZYyLALZSL5mCgbAYgPanu577ffsrJdtrKhxYvsyoceVpKkXEkODMNYz3GOZx1JDs8k92izphMAIjGRZIBwC0bBgL8Daw/9ZVnX6zUfALLejs8ds0kERLDdyTuj51XvvhUhgW9ro0d5rCu8p6xpADqRa3GMFnk3tsO3wtdzwCZzgTU/mG7urNg6KkAcxyCv9T0pJB7WKpdmeq07NCUBpPIizuPmkNq3+AbMu/B9yHXWHVqbWStxji5XcuyyKx6ya35xi9VP0PuGskW/QxKHsUV15PNHP1E/XqW1pV0v5NY7bmwfOGJXH9/xE+rs+9c/YYuP/4s6EDRJhRPu+77+OBBOPe/T/AFA827Gcw/vADafrvY1Nn6KlCrfPUQiHO3XJBh5mwHLqS92UYYNWB6y5maAZ6gH2BsYOlh0knxc97pu+yQT2FuyWoD3nMTFBCncUJTxXc4I63rcxZprJu5wBj/FHRo8VEjk/dnbYz1OrRsLvbOHK6eyOzhKAJLMOakc7cCiFzNM9eInl9v3jrveatpXO+BmliPD5n0d3tKOhLbUX/rewdYum/iOne3YY/a0aT3tUgoooeQy7DDvKoBlkrSA5SRlxxh1XRk2LQzpK0H5DOzzujXLxEYw+Fw/ZQWHvv+jL5FhZ4Mv3h2AcgbmGH1Ry+x7Acx2Ul5FW0jWCZ8Q/nk9QLYULFOzvOeeexYMvtwTpOR7Cl/4Gv5jBCy/hkEb+ZWREfj/ZAQ2KFg+78yTJLmZpxYGvVazWi1p5mxhZZMm2fWSWGPCpHi1yNIBlgWmvLesIhE2f7LJLNbI1Rx3IHPzmuVww2YzIaBwIIxsiIMUiCCRYkNis4dtadXPlZJwYrTB3ofRBoDUpUWJrfJgygFhAmWpPySbakGG7a2jiiyny760+MI8eBYWVkHZ5TokbwB3Lcq5Hjn6HwbIRCrn7DhBSDLMiJrlCJ6op8ZZ1MFyWBa7JC/38yW46he7u0LtO96zyUy7ZfHjruHqUFD2qOStv/reH22Uai/X0LZDGWa1yA3wRFbfzVVg1pIsF4Mv3MepUVRBHIHwmE2nyMhsyGa/bTs7avsptlz9r6nfohbXzaYEekrrZzk3bIr3DXZQQaCwVplkBQFubhJRUqub2sRzYcOC4UB+lmuWMTXDDdQNvnxTC3OsYGXD3Mwz3/rHzbHSMatXB0uj+Ni/H7lZrbLeJ/z5AXvqj3cKjFda69gG++p3D7IFDap5VQ3dStpoEKB4h7Fo/QEQJsj01h8ExpqP1JFj9sI2DljG2IxEjDvW+vWl1i36b67XgbCCqDE6NzWI/BnGQQQtjB0ghCAvzLAigcH3kfV347rEkpCYof0UbKgHgrpvjnPWXd8N+7dSgXKz5v1yOY7/TgzKHd+53MY/u8JGKdBBKLBW3+X1bgSmzHPmTQKaMIzcNzI7kjxVyeCr3F+4eutsqrNmscLLl8lbQGB5SGNILakLEHTe3mT2A6Bhnquk2NljWBSmrIMz1RaPZm55LS41mSFR9Ovx64NxISjvc0d1bLsGJo7XPFT9e9ca69fkIEDnfFxfds/1uloAeAKGAegCGMK4snZwfdUK7PuVBVk7rdkmqkxjnMD8bvvNtZ13na352SfjOs0j9SrthjUmAaXEG8GyK0V0DmrJYQW9Xi8FWcgop05utAvFhpx+1jl+P69Ws7zVRlGzTBkEkvbyVLPMnOJe6JfMs+GdBEgVa5aZY3pGSkwgf/VFRf8HE8fbi3TeNSVes8x5SFQliTW1vV6zXJQ04+RNgsGTY5w3GXxxPWFyFiCJevbMYgFs+I6oj3Y8r3UbIKw/TXMKcA9Y9u9CFq576dO6wjGATufmMO/KfZZZpjXOce8Kzp0xY/1E7i81C7/Hu6PfjXmm1AogkzFCOq5zeU235t1oyX0Xq6vCmp//h5XNmWFDjz1gtzyyyF6sqjZ5D6Y1gr0lWv84s8x76pLd2H9chu2sMWsNoD+zxgGWvczGmeVIfNXJD6JgAkZyT/OnXHNkDePNuR2cMh+jRjhKKEqSi4Av6m0LwCol4nzNj/WHTySGwygMt2eva85AmDEEDOo+3O05JV/Y1wJ0Ry22J49dhp0Aia4HppCxxReA/fHe1h778ok32+aPPaEEFz2PAZSp9SJqEr8cEgaSHVdIbtzZa4ccvbsdcsA2ei6mWv6H7fJf32FVch/zJNqoLJsnoRlqI955J2BJgisBUpV6eTPumEOyls7dqtl223u+7fCm2bZKZp+UaGVG370qXDYfewNrIHttVirlhCLHkwDhu/hv1tr8/vqzYE/U70f7uhhn3MLpppHVal77rL+LZLBffnImz8qpcMNW3s9BbsHgy121E6DOyeDEPmewHPtFCVhOfZZRYFVUV9oPf3ilPXTdE9YwQfXKTBqNC2s4ewDJKOIbrjN6nXtQpNruQXtms43tpP/Y2zZvrrRezR/mEHuG95hOqgjfm0rAspakohs2+7b+EuUWb2wuLQs3bGKPYrtOr+XX8fzZIYfTOuqlNcuwuIDi0s/SpUvtwQcf1NpAu7gAxiQyt99+B5syZYr/nP/89QLaXLP82GOPGcxydsMeYZaHPZKRH0ZGYGQEXuMIbFCwfP5ZJwssz1UgLGmlgoOxCuzHIIXUhqn92cFtdreMvrGwfZlZxrBDBkW++UV7pNi0cM8tGiFF70kxT9QFsY1INkmtzhhJwQjsonVU6k9ZMPgKE61s1MQGArMMG5ADpQzKijXB65FhU7Os3YxjCFwAtsi+vH1EQdIFOwlzF0Etra4clLlULJk5wXI6WI6nRlurl9YsI3sORIYIvU0GS/uPkezQamy3vlX2dRlp4Vp8qwKlCz97njVrE1pbXh1sQlnIZ2ERX06GPUo7Z2fDGDv8fTvZ1ltvZA16DtW4l2rcaTkBC4qUnM3bDWsI/rwnaK7BGy7DBix7T9DkdO1JDNUsj3VGHSl76mdZqFl+qQybNkarkZa/kgzbFQmSSyupUQeAUsDRp6BgtYD/p656xKp/c6vXny1TkDvjfTtY04Sx9gH19h6nscEZmb8jguh18xwxFQrQsP0dUm/KFu5bYLmcOjCei7uUr9s6Sv1bAeowy4Bnar6cNS7WkjNHSboUWkcNq1mOJEvIsMVueM1ymJYNl2Gvp8+yxpPaMu8uo8j4KzJ0e/as6+T6Ta2yP/F/qWZZNJD1qS/3A5Om2tw7H7HKnWfZAepH/bAA4uKbn7IGucVHh+yifB/Uy+gMDDF5aT2Veh3zZ94fWBJa1+KG2zQfZ0j0wvDuYCRUXSZTPAV8nXoBRoslrJCl3tJJjTZJcr4Kvc8uu3XQl4LtV5JhI83geZIEomWdfnzvcf9m+46vd4kpCYgeAXOCMTc+gvHHL8EZ/yRPpaZP44chDwoUd69NdfYtcqqdIvD9y3MvsBNPOcvv55XBcr1tK2Z5wGXY1C7CeEdvZw+E3bwr2rJlmSpJhUINea4j9hrhYNIBMoxFUcoasllAMHCTIXBnb/3HMLY3fRfMsT+zggw7OR77d0U98vDWUcVWVlEfHX2fR3E9rHvr1CxzYwT4/3rrqCyx5lkzHtEXPLeOchm2KyHiegZGV9iYF1fZzZ94r5Ud93Espu2Xi+6zTVe2ObvmSQ+Agp41/hgFGbbeF2fHnO3N72k2AQsDR0/M5T7LAKuUBESGPZbSlxDzSK4/aLtvsoV9r2ulHbx6pYzfxDoCqPXdoZDK62XULLPngdG81jjXI3NMkmFHK8CopfWWRrkXM+wzIE57R11qm8cVYDgGoC7KsAGjmaEOgy/KfFzZwojqgtj7fB3TfZXrnbvkoWV2+bcvtyaMupIrgUv99axDhh336i7oOqZTbaP2O3hb2/egbewGyXSu+uXfrPKBZ210fa3Km0iQwWCyAAH8SV0B9LIyBPMw7Sv6uVdJdOqfYZ8PP2pXe9d7tnNFVL+SxbTxQ0LMh/Wwqytq+OuoQ0+MJ+9rgzvpR5KLPdtBXDJty0lcwLL7FegYwDIlYK7QyePsfZaLxo7F/S0B4ZTccJDriaRI0o/WfliXapb5LhLjPAtGC9d5SpOYA17/68kN7dvDXLWjRhiYPknlNE8ua7Vvfe/PNvRij42WSz/rZvRed92Al2ukvLMrUtz4jgfT22e9auH3jS/uZxvrvvp0X+wpsPHsnQNa150xp2ZZh49hb2IMkVhTCpdk6uy3KC7IpFTrEcHODygD2ibp+Dj1s3bXcS2UuTactfODRx+rmuWXumHn1lGAU2K7u+++23bddVeXWq/7Oeuss+yoo456Q2TYCxcutH322cfOPvtsr5seAcsvGf6RPxgZgZEReA0jsEHB8pmnnmhbyuCrR/VjtJEJMEpgiptutO7AXdrrNBWgrMI1WPWBmHGxyQeDmftTEpUBRnCTzGA56q+q2JAUnPApsMYEFNRg6rtgozHYAlCz2QBWqbn17DtBuzYJl/vSqzcFSoAXrgFzKWSyZOJbdX0NOqaswDyEIyu9Ol1ep3/JOAfzHZuzOyoLCMOysrEhAwuZXEntKc6ayaGTewiwHO2lctY6B/Zcf73u9/SOcrvwP39l859eag8vmGW1E+rt4+/Y0d67ca1dd/tiO++M6+XeHO2oRgmw8HkpWEaaWemtpHp7e+xDn9jHdpFEtVOsNcwILEZIggX4dd/UkjtYhuXUsyD4dDkVwR9y1VyvlbLqlbpOETxOTCD5KpWFvXzNcu6hjBkJCRSC3JKaZTEMBGE8q2xs1qLnMkXP+2IZRj0lM6nNXmy3O+95xlZcdZfaH2l+qMfzWz+yj2289SRb29EtxqLOxommGkMQoyRAuW4GRqZM/14hevvs8jH2u6Yha1nZHTLsVwTLAvOaj68ElpHHBzue+iy/KlhmzAHLJI5i3gxnO0L2F32WqbNnnlbaLx5qsau/9GubJFzYi8GXEiCDuNoia4UBZu4LaNE6yNler5EN47focYq0t8xmf+U9tt+UWlsrgLm73tkLbn7azvnOn22aFAoBlgNUObMLs5HYj5AWBqDDJblX3437MXJrZ7HF5K5VH1p3X9afuLmYkmbtquHb9k2b2d47znBWdZTm4gsbT7LbL77Flv3jCZVY6DxcK98N6MbB3cslcJgOOTFSYIAhYGBIL0+3jjn6U7vZjJnjbNMZ42wVY65rIKniDJfOFS7lIf/zWk4PJlmnIpAGLMOq4OCOuQ1ztmU1MuxmO+e8C+zk0/4JGfaoeluw8f4Oln3kcBr3etsALn4vXHe8ob6e4BlQIXauYPCFSRsUXu6h7DXLPCvaMEUSjufqtc/uG0/yQu8MSankT8DqSD/bqB0NsLxWx3h7qfRdrjwgCAdMF5zGWSMzWA4H/TB3eyWwrHfT+7cHM1aUWMM2c1/cvI5RQmM09cixrPhzZCSQ+8fDlpze5dw8l6gfZg2DWXZApkC8V629HvyZWOV91TpQYPWuB263Fq2fbryIlNRZtbyO5JrlcJ/nk+W4XENItYvdDqLPclGym88zViUWWD/zzkuHbbvM3U6KqSa79bYbnTFHzl1XSPpmJU6wmSE/Tc77yZwKAg7JN6ZMDpYZIAfL2RAxWG3qmqlFzX3K2Z8coDmgDkafvSOXirirth8zHCyjjuHfMZrXY/Ruzh87zex7v7ddb7vXeiXLDlOpXC4TYBm46SZyyTtgVK2M15rqbanW2ibN33K9KxwXSpZkRud+CMk7xEtBYn/tpJd6c7XttM8cq2rvsPGqNd/7rVu6WgaABiPprsxadzGmDOlv6oJQMEUMVt0T04k5pWyGsR1LTMG+7uMcSfFBxRucx8dQ3xHsc0pKoFZzwBhKL/apQQw2k2cIf+HrMTEGuTi/Hlj+cLYmPuDjZmLsgb7nApaL6iq/Hr0Obkap85JOZz4h+S7TPtmlBMwVp/3N7r31SdUqS6/P2uYjxnsbqgASVNxTKHskwybpqK9bK0a/bJbA8lcPsCYlK+nK4dej+UztfHQ2AAhrbHVWL2HyeUg9cgnzrmNY7/jWepWScQEkxQH9nCeSEpFoQu2Aeu/fPnDMy7ph853UJ1Or/PGPf9zOOOMM+/SnP11gkbl//v7d7363zZ0719+NDcEsl8qwFy9e7OZhBx98sJuNzdhohuZ+MNuvhb3OknJf1TTZSArssMMO/iw3pMQ7nmB8fE/LWZL0c+nfj/z3yAiMjMB//whsULD885NOsC3nzhFoE7NMAKENwfvlUrNFFtg3NsCoNgJq0lb02lCDagsFHGFavD8lZhy+aWkwCtn2vHCrfkpMczhXJiYiSazHunlXSKGdWaZ1lDtF0reQrHaRWR6v1lbPdol1oq6LINw3DYJTBVP8WVqoWpHFAXrYR/Rvl1gwdpAw+AI0UrubZeJR48jmSO2Ts7L6OIOguLlBDsoATlhI2o8gP0eqHYBaQaAAvZtqANT1e/TzrXP3VBxBR9tpf3vabjntr8oKV1nP8jabcfCOdswHdrPaoT67/YaF9psLblW8GUFUru30RIGCz0rAk8aX6xvoVSCsLHKvCuI++3/eblvMn6ENPNgKYoBgOXGATfW9ukAy7wQI9Ummxn2TJGjwNicR2GU2n3vne0li4ELOMYMK0NhcqNcKkxSo0WDcSZBkN2wSKyQJSKhkUzXYHsYoehQj5RVoaO21B+tq7eiL77StrrrdOivl1K37a5QjbofY8cGdt7BvyjBmQUWvdSpcqFfS5Oq7l9kDqrXdcUBO7eOb7GnJz2bNnmLTBJ7+qMrVL4rtXKmkQSQx4tm5xNGZ5VzrnmrZktOsM8up3g1QRuDnLuUFg531ybAzsxwsUg78YsxL2aliW5QsTXRGXYE7ZkOgxk6N8X9e9qCtvuJ2G69x6dN3wxCNJlnizGUwddQswxj5K5UMk2ApR6MikNz6q5/YV0mhkMhOnD9Thbqd9uVbl9qLl91gTTDwCmoHkFu6DJDq45B3M1G9jtbNxWhTpXFSoqwXhyyVQaxSPcAYsbpju9v5S72z1H5W2aItp9mRXzrIPl8rOaFYDBIUE8Xw/0rSzvPOuEVqhFpnrH0+OtMC4IfFjnsAgAIskYmP6um3FZtMtverhOB9e82SjwG9xFWzLKaK+USrrVwWwBjzLJmvPDt3mNf5Wac8waN1gnXKa8m5VR23Sp4E0wWWzz7vIjvplDfGDdvdyRPI5bm5wZfX9obx0xDMsv6XYwCyr90NO8ByAFjm0HA37PiuEjfsDMxfFSz/K8xy0VwQsFwwkgu86KAtkiABSHjWXqqgZ12hUpMO+Sk8cv0paj5cb7s8fI/9Yvnz6v89Wh2kSlrQecKPdYSESiRV3Q1bH5dhC+gBpHifmB/+PunbkSuzdrn6KdWlOkOt+eH+CIBT/CE0hg9NbLA3yf03ap91Hq1pnujSMb5e6us8QZrLN1I7JwB3PqZf31EnczmSNJ7M0fqI8RSZA69Zdok1ddaRRHWw7MeUGHx5e7sk507HtCYZNnOc+2QNZZ0dq3KSOrGSu22/ow2d+Ffb6Rd/sN7msUikfJ/wnuOuAtE3pb0DnwISbyRCK5QJ7WrtFsMa5QO+vlAi4a2+/Mdk3oV/hb5TjHGvHObrZNp5zKe0Hm8/w0sseBa9WheykRq11yQBeA+D5Q9nZ04YagHAnnxGpHhpbqa9UuzH3BPvNvuFH6P7J1HQrL7U2fMi6seTxDqD5czgpwQ3tc+UYLjBZtrXO6mPbir6jPBd9Lz2dn+wxvoHtjlk2KGcQvaMf0VNShgz99ZImTBRez/tCvm7VrWabJCa55TL77N7zr7OGmUeSJLba7pjxocM28tO4lnwbag7qP93ZlnX2FNWZe//yK627z6bi5nXmuzJfQzHtFYoS4r2wI0lfe+MNlCuhKMcwKXaMcfWNdBkvlLHPDY7rjuDX5RhH3r4UZJhv+BX+pOf/MS+8IUv6BydL+mzzJ/DIGezL/+Fks+GBpqlraOoWc4GXxvyewD6GJnttNNO697OyM8jIzAyAv+fj8AGBcvnn32Kzd9KzLIcD91kxOuRYwvwVhBsWmz0AhWtYpz2n7q5+uM+bfO6O61P0YjLzpBMqUZskGgVZjkxtyEJCuYWwAUbzcXTB7dboAzJVAYetI6qlDyuANwEeAg8mlNd127TZtjFi5+3jaqUvSYI0MbSrg2zRqng0aqbFL6NLGyWLBGEaDPUbflGDYPBd7Hxkyl24zDfeMMAysGyp3ejVjpvsgRg3AN1kAH4I5BzN2zdBxsx7ADtUDuop9P1jlUQdsaVD9sNv7nPGr19DvXHEmOTOd9prg288KJ1L15u5ao9Q/LJaHtPUt92cSKFIQ6mj3/XjG222g61GhJY/sxX324bzZqs/qJ9idUOcEeiAyMT6os5nycxXIYNGGP/lowYp3DAvGfnyaqL1adm2WXY1DAKLOu+eC6xkYXs1d1CvZYc1kR1eRr3qFFPUm1v5xKurU7kpN6njAUZ9DG6kOsqG+3bVWNt7sHfdWl4vyTWAB1FYHbIV95mk7bb1GqXrRH7jERwtD3y2DI766QbbIlOOKGzwwZkSNWv59a9+zybukmDfX2PzW2Cxmy5WijVuCKBsJRnhyoheiYnMiHVkieDL56TMvU8UwIk7sH7LGPOVmKwQx02913r8yay9w7K5OCepfkcg1rC+7l6wE2dXmn9ZEgBCcpH0TmGEE3j+2hdg/36rGus/ZZFkkwqESXprZv06B+eHaA2wHLMG2rPve2Pt1TS3+vdKX/zXFvy2FJ766Hb2yf22ETGbDKAUkH4hRfdYnddcb+M3GqsS8GZux1nEJOMfJy5DFzuzOF++21mtXOmqs1YhdztK6xKqKFWz2jCshb1ZxUobGy0xil1VoekUfOrtUWJLY13k2rLz1XLqBvkZl6nhAX34IwwYJl7QnKsZ8SH8gPEjPRHbhGYfe9Hd7O99lugF6nLW465EywS69QSJcCy5qhKL0jEcU5nlrVGMS9x3GXEov8173Ow0fxdy+p+my6J+AWX/MrOOOvVmeUKMctbq2Z5rVh+3mNcuUNSDnKJmmVvw0SSju+EjfM+y8HhO1jOvY/d5IqaZq0v+ls3ZUtjghs2dbQ8Wz6cg/cdJ2m+i3Nj8JV7KLuU3ut/kbinNlX6s+zODcvnV0QPa69HJrmZWOzUm92VBfp+erZzXFxPBk38HNfi98UzwlFdDr4FibUbjgUIWotyIM1FvitNK9VfhlGbJwoA0LnuW3LgUWJ1733/Xlb2vaNU1F5hn7ztNju8daWt0LqHOaT3qffnRj1ytIWijtjXkQKzHDXCrOct8gCA2WUcY48qqVkOdWq0l8INW8eQCOvQO8eQT9T7Ts0yoKZd84pkXu7FnHuko6zyBK6+a/Vqksfat+SHwCC6eRfMckpS8v3ROopEYjCVBbCcQbeeMHXNrJdZshtlPikR7Izk2uSZQFIo7h3AzTHsU3znRN3LqSfcaNff/YSApvwJfC/TM8WIy+vZ4yniH0CteDxU9qgwpUKy7/sxHglJ6u8JZTmT9+uYIb04fT2dtunmE22LedNt7vxNbJsdp1t3R6+/k4BTkgYO4thbSTAmL4isrIk2jSXO5Dp/sWVgsISYIEbNcsQLmVnm/eXDd3EekpjU2zrI1TkB5o3EC/rHpdrUmGdH8czSlhp8OUOte/Ma85DN8+GaXYata8tKgD4l6lCmsM5S6rRMa+LCcQ22T0+b6zsGFA+QeD77+Cvs7vue13peYT3+XvC3wRBEzTJzALBMjIDyrMT4Tn+0Vn4gz28zy07/v2JPNZn6kpqCZEusb0FQ8Mk+LCi32pX8wWOF9c+l2qkXc/iwlBp8lTDL9CjX3wGgDzls/TXLGHmREHeTS31Wr15tCxYssMMPP9z22msv/zv+RRbNn0+ePNmP3dDM8oauWV6XWeY+t9pqqzeMWa7EK0TGaCPMciw7I5+REfifMgIbFCyfe6ZqlrdS6yihSqmtlLUXcCvUcVG7lZxntVkQmO2+7a6KGHrsofskpdMi0aeMZtQsB2gkMIua5dTXuCD3pb42OSoLZHYpg40U2oGHt3mQcZh2gwo3VAoGs1OblBTLcuvewUytbq68+lo3dxlUhDOhv9e23GIbBWBVdtsj96YgF6YhnHELsi/fwKPuzeV1bjoSYJlN2MEybthuJJVqlp1Zzpt1kmrr+qodlMWm7lI67Yu1CoJGC/RV6mRI1CcpIvv5nc/aVZJrNel3hgQEvG5QmyGZ/V7kbbUaSRgN/RObLN8RrRpKZdhETQQWa+sb7NNH7eLO1+Mnj1XwU6Xvzi052GTJfitxIMCvfdzHIiTBgOVkQKZzIzlzsKzPuvXIRA99Gu8esR6MDcFKuI4WW2s4663n4v2v/fkSGKtmWYkEB5rO/kX7iyzDJsgYo4joD4O19v05M+3ff3e93XzGtdaowAZTrtv2mGfnvndbmy/2dQkSegEjkjVfvOB2W/77B5ThV1DtOQyCfiVFVBfXMq7WPq+kwV6zm23pih4ZnQE2I6FPEiZYm2zqkt2wi07XPH9vBaL56PI8/Z47mWuOQMHiOA6gJviFrXfHUaknUBeMI3hNkkJYgWDzM2vCmGdmJYIfGKwxtH/xWnLmtBIUkhAe/5f7bOF1j1qzgg9qWd0cKoNlalmpRXTglWW/uC9HoDLY0WU7fubttkgB3aZ67z6+ab3AMkFthT329DI7/Z4l9uLDS2yjhS+6CmQ0Y6dPQW6JVNApJfmpV9fbN356iM0bXyfZoKTRSkgwfwhU4Z5IaKxRmzdADYkPTyxormG61txUY5ddcrv99sK7xETVOIscXBqgD6VB3AMfr5nVO985e4INbjbV/nPLZttozqZKCulb/B2JecOY0f86TP2yDDtM6yJ5g9pCcwqwrEdX7FWa3/kEluXafc6FF9mpiekq9gAAIABJREFUp/8zNcsNNn/GgWHwpUmEORcAJJg4gHC00XHmVP9msAygdrOyBJZDOh9qF8Azv8vvEVI72y6Q4u2lsnwaYzT9HQCW74pjkHwzPyNZgLFbBkR+DGDZxzYZfAHcFZwT72aDrzhPjL+bxCWwDOgufJfO7q2sHCzHmKIeYo7wTHKiaVD34X17mb7cOzIRenWLNc4AjXulNjPsl1jDkKlHC6Nq1SvfdtoXrOyDB5ktedbufeAe7Rta9/WexjoS61OwxgGWCwaOAjuccExthTO5gAXWuSjFCWAFOOWzbp/lsZofue97Bw7vurda3u+U/KRcp3Svcyd7HZMZ4ShtUTJMiUTfF/Qdbt6l348ODQG+iq32EvjSGgH7nEt4OAbmNNcsM3+iHjlUSazRvC+uoMBXgbVOE58SJEwkUSWNksxphdj5z110t9WedZVVNtelumqAa+qd7VcTrDG14s5mJhDHxcN4+vNi/fCe4EjkB2y13tvJYp+HBIqnzay3Iz66p20ya4K9+IKYx5Ie8uyrnL9opBbJDZKJRbO11MYr97xOYLno65DBMsw7aogMliPZFftx1Czzd+63kaTjnoB/2ZplbpUYAkl8Nu+S7wEsNlJ2/Rlzm2O8HRg11LDG+iMvp0p7/WhYdZW1/PTKx+z6mxfaN499i81Sgvz8J6RG+P1ttvjRZ8XUs8HCGqc6/ZjxIW1nyGknlxNfBWaZZLrmkO7r7q03teM/t7ftpfW0U+fx0i1KmAp7Z9EcM7PxJP8oD/Bcvv4NxUVxn4l5yJxLZQfEXEouRHlcpVp8vbwMO4Nh5tyjjz5qb3nLW7yd1Lof6ok//OEPuyQbYOizLSbZa/6syyxng6/XCzpLfz9fZ2arNyRrzbmp795yyy03aCLhNQ/oyC+OjMDICAwbgQ0KloNZlgzbwbKAcaFvLOYTUbtFTTCBco0yjE/0lNuyCbX2ps41YpYx4gnpaTiWFgMIB8Iwt9qRqKcJIylYzQDCXQoYyOa6O7YWXWq/kM4RBLER9DjLOWgT9d3fHjfF3t7TYXOXtgo4stEr8FFge1ltk/3X5vPstEUP6nrabY2CRjZ1+je/PFhGjszmnGuW1wXLbKDJJCrVQ7n5DJtaidSYTbZbQeMkgfllYvSel066XmNxy2PP259Pvtomyviob1SNS9G8lpEMNL2rqXWkDYyDAbK2wZq9BCy7fAvQIOSn+tyDf/heO2STsarZlEwZ6aFON6y3qLMpuGF7VBsGX+uAZQBhtNYIZpXAASdnfy76UCNH8BlgOZIE3qIjG3wRqJe6lCdJnPeO9tZRARrdyVX3FsZrPF8pENQndBNd36YbzbJND/+JTVjZabcfvpfZsXvZzc8+LdM3yWkxXhOYrxSbed6JV9u1f3tSRjlIHCORgAS0jJYba9ptu102tY987gBb3cOGrbo0Gc1Ua352p1q/bA6T5xY/e+Zfh+PQyjOl7VMYzkU5QZb0Eax3KUkAkxhgOWTYSN0K8zrJRqlHBtzzDD3IKxlzavnos1wnMM8xDnwFlu+Vwc5PTr7SJt7/jA06EKCPLwFQMMf8HJK+ALmAHAARQTBzCFD32f94m22z8ya2VrXDMBQkdwjmJwBy5cD+vSfa7K5v/t6md6otCDdNQFdi3gVTPUqs0pqyGvvGD99tW0yrF1sy4O8zb3E40YayJEx6IrnE/MpJgoaGajv9+Kvt739dKCCioD71e82to7yncO6zrEQHpbodTdX2za/ub/M2VUC+TLXpBMCZMdFc83Y5gGV9WYDl3H82+rEzZ7kd1go3wNGAd+qavWbZHZMBy302XQZfZ597oZ106quD5crR6rO8ceqzrHt3ibW3WAqWz/sRU/ed3Mm9jnu9MmzmenK6ZqxTHTGgPmTY1DlzXyQVYj5HW6j8XdGzmOdOiyieGuA1ZNiJWc6Sb7+eCJqjnVOpmVjxPEWDr2Kf6wIL6YwwygP/vzTPSmuWM7BKUtJ0zaX10cxZ77Ps7a7CwZ+EH2C5pq/Lbn/37lb2g09ICzvGhp5eZAsXP2rLBTiGSMyt06/dZdgOliM5wjrCh7nobti+T2TWuLjWsLqGrDf7N2it1juHJQDPDyDsCdNsJkYSy9tLwSxHWU20fUOGHSwkc81bw6UkKnMOMyaSM5mpZMwAwrCkXK9Lvl8RLHvWr2DeNRwsp04KCTQBqN2zQ+tahWTYi8ePtxN/+4B1nHOVEruprpoElINl7REOubW/eMun6PfNeoPTtTulUzLApNONOFhWcmNQvgF7vnOB7XfQtkp6y0F+qp6RBmNAf075DfWuBTNN9xOI3r6FcVYSDe+AYWC5lFnWvZT2omfNddZYDwx1ACZeuQQm4o4AYCjaXK0Gs5zAMlJ2wLJ3ENN5hxtY5iR9dD3g46yxnqlL4pNRJw+6RSUkqI74b54p+12X9rRJmnftShycfPcLtvCHf7FaxTdjpzVatToOPPxMmzVSalYZjvGspZSZeL2/f8K13hM4vkaUqkTCh4EPgHpQ0qfP/fg9tpmS3r1itL2tYW5ZyN6pe2cMsvmkl1jhEu+eILEm+jEJLLuXTDomq7tijoUsn/fpA0d/TAZfry7DPvbYY+3000+3D3zgAzZJHVEyswxAPvLII2UqunVSnEW8sCHBMkx2Bsul7HUa4H/pf9YFy//SL/+LBwOWYa03JOv+L17CyOEjIzAyAiUjUPr+Z7CMJ8OvfnWxnXLqqXbLzbe4Wia3w/O1TAfy8b/gpUaO8sADD9g224iRTZ/TTjze5s2RDFtBN313oxVO2rS08QMU6GsJ3dSvDbibPsFidzsViZCdprerg+W0ibItOBjVZhiSqZBORg/ltNGoPNPrXlOdcwRBAstIjXQImfyoWQ5H6gZde4+CmmUdkfl35kHnXbsGJ13VG2kjEbZ21jj3JAywTF/HYFbYNJBZ8cEcJNpZxKbainmXajMxGCMiyAZfuYcymw41ZY0CcgAPNtlubbJrtcmqVNN22m1fG7rlUZv900utbNkKq1+60srEJnptmMurQlIdLYjYZEPm6CzhepllydHFynS1ddn2b5lthxyxh9UKmNSJBeIBlzqBEgAFoAmna87r2XlPYmAQUww4PKvuwUQcU+qGzbj0CcjRA9TBcgo8HVC/jBt2pSKRtbqelRi0vIwbNqCnT+M+qKx/y4Qx9t4Fu9rQH240mzTO9qjusR/0tVmFkH+PBr47yRVxy/7G7+63J8+5JYHTMFeiNnNAY1Yu6XaFMvSVChrHqnZ7yTMr7dNfO9C2nTPJHXWjdUtmJ6MMIHqYJjdsBV51et4EaLS76dRzWS1pcIMUCYylt4DJYNn7Xa7PDTtM1V7NDZvrCSOhSFIMas4s0Tv0ndP/arUPPae+JrReitY7vGwEQxhBEXTBynr1IYwfDs2AUf09AP+YzwgsL5iu/wL4I+UedLUGTILK7eyaGx6zEy6616Z0d9ggslZAjbeawVAvGOC1CoonynTmU//nAL3TYbjT7RJ6se7JuC6MjsKkJ+q7szx2wB6+7xm7+OybHNAV2hIlYOh11wXnZ7E4CuxXrOiyvfedZcdKdo9E0mvoSWIksOz9TDWfqt3pOoJG1BBcS8Hgy2uWE5OYmOXox55dyosGX2fLDfufAcsVo0rBMskIACMGX0hnw0OAZxHtk5CzkhjUMV6zTOAdZmokPMJhGBfraO+DVBOwGwmEaAMEgPUzkfwpgGW+K54RrDGidU+cFNyww6kbMD6A07VfTzCIAZYD5GYzsYHBKv97NwLTJQFeHZiz9viSmNpCwaDrHN4bQNeHoVh5uXwpWFd08rV9ui/Jsov1yMEaez9vHOkBDnJZ5+dRembCDLongJCeY3+X3fHHH1nZjnPNnnvOblz8oJvW0Y5sMCXmwuU3QG2A5WzwhYw2WL9cFpKlv8MMvjQfSEiyd+SSGdrJeeJV3hv8Tp+SY/16cbLpFvPHEz6+15GAQ84dhmWUHxTBstROWXGk+yShVgqWnX3W2lKr0hwvXdL/9SrBvC6z7OyhzssBDvTwFPBe8AH++OLcroi/5zhUPu4fIbBM/+gmnf+qR9vspJ/92SarBGpQB7r8nkSKexAEgCmsJdwMyVj9D881ZPw6AFmt5tiA1tC5W02xz3/97Z4UZ0ZQjsPaGWVHUipJZUZ3aFd0SO7OCYJZDv8Av3etj3h6uMFX6osdSQm+Hrl7Mt3yZxy9mHm3gzXm91Tepb2VNn4kZUlQsnexlxfaQunqkGG707VUMnxXwSvF1ynfXVVmFNJ2Pi6JT32xAcfEA8x51uwmJdPdPErHdClBW6lYo25irR2udlDlZ99gDZoro0mkykiS0ozK0Tjt074xelNHP+u0Zsfj8ueA+qhM/asxKvOnqv3K1Qx66XHB717eY+OPeLN990iZzXXRf5kkvPZkzfli20WSVyR2Ug2+nkUHiYvC/ppqlgvJ6NgzGOdip5BIlvOp0xw79N9eWYZNbAhb/KUvfcnrhleuXOm/+0Z/SpnlDQmW3+jr5vw5fstgmeRCqWnZf8c1jHzHyAiMjMArjwBrTFbDXHLJr18fWD775yfZVltKhi2TnzXqYYo0DbDAAux1QUis3Q3b9wlrReaMs7A7z4o506ZKRrUGF2sCLh3jhhTZuRLHSYFwzLOiFy6sLfI5jgkpFuLCkKGFVHatvkzJdM/A8139iWXqVE0wZl4h05M8VPXIBHnRCzeyvrARLrNiQ9d9wIzyd1H/FDV3hd6PaVNF/udu2N4Fo6SfL3W5SAS1MdEeicw2kSfZ97VI+zQ+73qrwN8Tq2yLD//Iyp9vs3LJXpFecx53tlXQQksOZ4AIQJE+pp6pLs1WdOmMJzXLnoDWpqt7X6us9eotptu71JPx7e/f3YPRMgGuYDgiO1/sVamAo1X13Zib8E2eeU9gmaSFTuysHM9umBs2SYwwVXPpu/Zp2HzGqhAwph7ZyBE5BgdwWPUmneeR2hprUiKmbnmXVWHCpHnA9XlLL10Ejp78DsY5uHzOUF/o3zWMs/+atYkNrVxjf3tikQDvKOsl2gC06vqYAyp1tPOrau0X1z5hM397k43v7lIQrmcOaNT9IUcGuBEltYtZnnfgVvb5w7a16jE13soMczbvxQzgJxGjYIPAK5hlzUcFUc8sabWndeCzlVW2d2urbaZaMua+3ixv69GeZdheoxctisjo07+5yGDlNmoRCBbdsAkE6TGOPD7csEkA8YCRsT6neuxTj/uj9UqRkAESoIr3y8GZwA9g2d2wCbqcyYz60lG6viUbT7T//NAeanfUKOCRpNkC4Z0Krht1vcvUP/Pc7/7eFt32nNWMr9G4ReAE8OJL3JFZ7y7tZfY4bDc76rDtBBbUIiYF8sxB5JXRSzZqiXkPK5RFw3cAWeCJ3/+jPfXEi5o7zC/e45ABBxsLYNA9kGUSG1Ihc75VlXU2c3yDvf+IBbbVdjPdLAjFSQMu9Q4gg/HHN6DKwXKoWlZrXrsbdkpSEbTjAQBbTyIm3LCD+Y7gS479LXLDlgz7fPVZPu2MV69ZrhxdL2Z5f/0+4Dexxpnt9echAJmYZYcVJE9ezuCLVVD3AljmwGgvFWPiTsUkEBJYXpdZ9jWDRAnfBcglCF+HWWbdG1AtJPMj2MPwDgi2N7f+ge2NhMv6W0fF+h7gnfN46qQEdHPNCWx5PX2W9eZjkvO2w4b4LpeXxw6gfzQntHa3bzrOnjr7P61s00n2mz9fYzNUftIt1QhrNoxeeEcEWGbiR7/2kPXyB4BE1vPcucABtZtQRj951k+vWdY/3rEhqWEAcd4GTutwkyz+jxs/xX4zc5bdcPc/PNkW56FsJUphfL1052TtEy4LjyRqHENNcLyXuWY5DMeir/KKVZh3CThp74hjoi2UJ+u4Mf0LewhQ50dfv/Wu0l4qfBUAuYDlSB5zbfzrLfBglvVn3gte37VqaaedecIVtryly2o0jqyrqE7wCogPRnlJYu2JqjCojB7tub82a1ClWNcO23GXWXb0p/f2RCFX76VKnrATiNO+3tTMHIrrYQ1gMSLpXGjRBcvP80IJ4EA45jpJyNjx4t45bxWGoCQl2Dd1ueFmH+/r+pOO0VKpdK1FWl/BM2OtTV04/BjP7KQ+y972MOTcKBcicVqsWY6kchh8MQ81VewalZ89v+g5e+CnYpS1rvTQIcANF+PeYeuL6g7fYYvt0lgxdEyP9rxa6aAnNEhtt/1sm9i6xpZKGr3sqResalWrwLFq9z93uJV95b121103G76jnnCg7huDOL3LjCPXx/cWEg48C6mTXIbttfyYd6HiSIC6UK4Se9y6LD97+aHqs7xkycszy5lleeqpp+zNb36zffnLX7ZddtlF54o9k+e02WabWVNTUwEk+ihw46/j80aB5Vdjll/vdfublsiOERn265gAI786MgJvwAi8XBnHpb+51E488cTXziyfd1bIsKNmmVpAWn6EDA5JpptxKPAgWcqe1E5P0+RASUaZzZAet3UKpL35jY4Pt+lsoBXSSZdhaxP1eh83+KKlQ0gn2W28/ZDLviLo8PZSJTI9l0IjR1KAkTcEd47UsbFhAqDC3TIko6nWWLthlYA8zDYfNs+2NX3WLMdnNvRoHSXzLtoPJWMzD1QUoRDwOOjWcasVpDWSoQbX6Q+oO33ztM2tbGu1U/j6GbbbCb+11ZMnSgoMKxMBPSwRGzkBcjYGAixXpHq/ITdbSa7BYge4G3xr2tQgdCv1Gz72LZt6AS1sBZt4gfFXosElg95iJwxuWpVIaGqEPYp76hJzFzV4ei66Z3pjhhNoBtTKxOt5Y/4ibOWgLOqRI0ArsivUp2bgS52jAlQFhADfN237JhtqWWHX3b/QulS/WplcynP/azfHAtBoDDthjQU0qwX26nUtbQpyWxSFulxag+zseGIw+W+Zo9rVy/rt4jOut1GPP2cVcmseUKsQbz+UTIkIdjoF1D74rXfZ7huPVU1xn88bWmBlZpSJjMtygOUI7rv1DL530Z22/J7F1qaM+s5zpth+b1tgj6hl1aP19fYtFcr3qCUVyYkw/EGdEUFKmPlEbZj3ttYzQMoO4OgiuUQgSDscfw76bgVDzHvAMoFkhSTpty7psF//9HKr7NSF6r0Y8BrUCHi9LhRFQkqyMEcJiNcqYKuuVoJIjMTUSWPtw58+wMZNqAuA5POaRFG/TZo61o67+jFb8bs7JSVHFRCqBj6cg4/Xu2ok1oiNnn/47vapt87W/KD+usraFZhRD98o99VRehk7lFmgxnuCHG2ffmK5/91yjc1l59/iwIiAj/MO6N5ob8Z9+1yHYtRUqxHyWKF5uNm7d7Rj1XqmQUF7rzPUSpCp1h1GOJhlWCitJYrOYWMyYAFAM4f9GE/EhEM8CTK+a301y8uW99mM6c120SUX2+lnvjpYrhjVYPOmvw3HLV8TSCowboyaA7tk8MU1eKDkAITa3qhHdsBI3a63yoqsIuUVwMcqkmAwsLzriaHmvwvPgzpk/65IAHpdsyczisf4vOG7MO8iUeRtuWDY0jHUNZOXYC74MQA2FDiAkUCibroFY8Z3ZfCuumaume9zFpl8jTPdce+srT4XMfPyyQn7zHchmdVYEddrTLivMNwKRm1QSaCqZe12z2feod7KxwiJvGAXXv8PZ9BSuaPX7AIGm1LyiT2A5w8Yc1d9nYdjSKA1aTEogiaBKK+TLYJlbr50zgBA6lTeMFrMcrn+buGoavur3J0/277SE6/53eW7qrU38F2oMjA4cwCbwbLOQweEeL+1H2pt8f7Iug/mHfvQakzJ/P1OXRLWdcNOSQC8IqrcKCw5ZqeEXqE23w0Gde9xSDDLBVY9Wiz16JmukmrpxB/8Resw3gI8s5Do548rl1IbOt5DnjktyrIMO8CPmNLBbrXoabYvfvMd7pjdIRl2I10uXNERIC5c6OPeo7QGg6/UF1v33ibDqpD+xjHeOgqwnPxLyHl4xwDWSJ0HVRYybJQONanEKerQw/shS+J79Mx5E4eDZYFBqXCytJ6kKMkRYobcjSIURJTbJBk2gFqJedRVdHfg47JnWH7aFcrh+qP3rbJnfvwnm6x+72P7etU2T2uZ1BQkFwZIWvn7nnuLBzuvp+RGfDj7k9jqlbP17LnT7LCj9rSJSm5X1Ms4S4tTm8iH0x9ear+XJPrgzlbb/G072Eo5PX5c/b7VGGkYWC5z479wwyapQIlQCo0kwxZYdlO7mGPrumEPV1wEiO1KLvFjFQu9msEXzAvA+FRJFGkbtb4PjPMHP/jBDdZn2dc/T5aMskWLFrmh2IaSYa/3BjbwH74cs+zL5OtMImzgSx053cgI/K8agQyW+d81a9YormgXUVtpl112mV1yySV24403vjYZ9nlnnWxbz5+rzLrAsjYprx1KgcgwpszBMkCY+kBY5AQ0FeDAGBN08PdsXMiwnQ2A90hSNfr/Rs1yAGGMmEprlgtg2TPZtDCC4Q2pmgdKvvFmqVHaNNxICnAS4NjrSulJqOyug9yUta5RAgBQyJd7KwZcjQtmISEn8169WUpXMPhKG5Z+k5rlcNGEBxfjIfZ3v+128+8f+tIpttOVt1tP1RiBIQKXCBoHxD6FDNshjwcSg0goXRIXjGCfmweFzJGeq2yQq7Shf+NHB9sO22wkGXlv9BalRUdJDZ7L1BJ7EY6iw5MEw2u6QlqLzBUWhE8YfNFeJNcsRxKjwPinuj3Oi+EbEj0+BLAkMZo1FksVFGPetbZV/TZT5pvMQmzmETRF3Ws4eIYDucYLGZ0SMWV6Fh54OlOnMWVu4TYNUaCvK1eQ8TfVNp/182tt/DPLnLHi2MzWeU21JJfbLphqn/za253JFGGpuuokPyfrrn9IhpBhJ9FBENOnZMS3//KItZ17rWSXapOlbEGbzjNaTuvvOO5IO2x2o7UsXWODyk7QpsYZ4STxbyqRqOd2XeEGG8zzaB07rrlGY9Tvc3aFy7CRtooNk/P1s0+22A9Ov9X6XljmNdbuMO6ya+qRizJsmMxwUQ8ZdlmZAlnVgNZuNM4+pXudXqnkgUaEoIroGkWAJ6rUAu6/Tr7Oeu572obq6t10y4uFAbVJhk1tMdLtTpn6HHTwTpL572g97V12t/peT5Q8ftqMZknbl9lzz66yfQ7YxqQstBseeMYuPO3vVtndo2+t8oSFuzF7sqbYushlwLonEkVVuvblGoTZh+5oXz9wng1JEVENq8OD0CezaVxblAVIDliQYReTXVFvXlKzrDnmMkXmDcyyz61ITAHeVqc+y9Qsn/hPtY6SG7YMvpBcBrMMACkCxj4ArACjY2WehzP9AIA4PlpHBUvLfzvIBCwzh92NOjPL/A7PONYH758NgHVVSQkjn47hPG7wlerVw507ZNijvc9ymI6FDDv3Wc7nQapN4B2KFeqIo+69pO+zO29jwhZAIsu5vaezg3fAcmoLxcLtQAvJKQmiMCXjGqNmmXNE/bN/l1rr3H/CUVb2zj3tfDFpG69YI7M53NkD4JPQYq2pd0VAJEK85VNeRzivEjMwvrk8wp2u3TG7BKABCnQsbsGu5mDN17vMnqDlSQ3mtM5oXsGwDjWqRZ0uE+FPiwNqAFpmlklGAL5K2EzV5GJK6e0C9S3eUhA3bOptE7PsyhHaq6Ga0rPocRl2bl2XlC1azwHKcUzqpFAw+Ir5wnnY64bJsBNY9vIHHdMlRcwNV99vf/7NHVpLopYd8zdq3vOzwIwOEJf3II7x55VrlnUiSgYwp+tScvHTSjRuO28jtVvrUrIVsBxsapbEDzfvGl737eNMAsTHMOTBPAv3E9CJou67pL1eAsss8DyvQr0tx6C+0froSUclxHIXjpwk8XIWuVeWQ8Lq+kI5FZ064pgwf6ulqwVJCU0WapbXZZbdkC31UP6DGPXrrnjEei65TQqcKtP25/EJ7HyFSg981/R1M8Y697lnCqOmoL0jFMFyXdQ+R+1lR+04U4ki/ZbmLYmMHl3zoBKb3arRnyh1TdWqDmegy9W/uj/Xa6Mo8LEI5h4vF2+J5cqouFdvl1ZQ1JUqtwTaddEkx3gWQSRksByKC9bODx71MVvywqszy1dedaVdJFPEuro6B8W+3OkCANOf/OQnvf1SBrj57/yg1/h5JbCcT/k/FXiOgOXX+NBHfm1kBN7gEQjMgTFxuf3sZz+z448/XvH/WLXPe96VM3/9619fG1g+67STbMt5c8ReqnWUNikYG2p36WMZ9UVJepWYZcAybTBY2T3Apf2QjC/odRuBc6pZdjAawQutM5BpO+D6p8ByymTrWwqGIgWwXGSWPXtKoOQtFAhQke0Nd8Nms851Zx4QApbXwz67DPtl3LAJCVdrU2uQvNtrnTiPMtu77bi7Db242nbZ93PWq98fWFut4BhJW2yy1Ibx3y9fs4wUEtMfwKUAmcaqVhmQyZKrHvX5faxJ/RzXChUzxjyXYWBZzyM7kHPvpWy+G1QlwxoP/nRAhcYG5UClmJxygDoSeiUWwFoiFvyzvpplEhRjlWwYpfkAcMNpGrBMxnq0zjmERD07evpGHT0fSSnk3tYujweolzD+SGezfBJwTOBEn0zGmG3akyMt/TZjQo398Lxb7f4/3CU2oo7Wv56QGIW5jQKT7p5RtvFGDcrmV9oHPr2vTZW5VSc16ciIdd5y/T9q0se6MZzAgtiJJQq4z/je7+25p1YIfiugov586kQ5odbIAXVPsQrMuzHWIPBUIdUE1wOzjAS4SddHYFN0yw3Tq1EkFBT8X2c19jUFnhdLEj+oOdHQ1u0O6uUKuHmBj/v6H+3xhcvElqkVFhJMPQuSKt6eh3o8fVe/mB/mDMyMZoUGtUKAsN8mTKyxr3znYJsq45lly3sVxKvkWcFhyD1Hew/na/50h/3p4tutUe7WPd3RzilMpxT0+HzEcI5gGgZNQdjYRmuaWCXGQ89RhmM9lzJGAAAgAElEQVQTJjUrMKu2FctXWeuqXnvbodtY9cbT7cpzrnX2oRL2U+AoZMLBWgOOAH4RTMK76BjBlAGtKfP3nWfHfkJtSATMO3R9jannKfONINCBsDPLAZYrlcWpLKlZpsWP2mT6e+elBAo2WX2yuR0y7B6M4XAp99IQapbl7Ks+y+ecd4GdfNqrM8vlMvjadmPAsoJb3sRs8KXv8XHD2VrPx5tBAYwFEjmmHKmm/n4tagDMshzkFoHngINTp2sjAYhjLkxuyTHB5JYafMG0hwybNAhyb0BuZeqzHO2bcs0y5w6pdq5ZzqZkPCN31Wb+kHwCWOFQ7d/FOgaTCkM9/JoDUNPTmVvTO4SsF2bZAX6un09gGaUGXhaUllRSs6y5QCmG1odlU6bYc2d/1P7S1WoTVWP7ovwmmvC+SGsEsXj2rXC2Tt8VYDmAMONaAMtJpRQgLgy+Cgy1lluMkrz+NzldZ7Bco3F8tLbOntGatWvHGpVp0H0h1BAAKzf40nvLzz1ajwAwRbDMd1HHS8cr5rTWJ9rx6Rh3ciaZqN9tx+RKC8aoYWC51DMh2Mw67X+j9a9/l8aHZDDqq1zeRLKY9bEAlnHDLvS8D7aXMprTf3qFPfbwc2JrBfxRLGQ3bHIZzNWX9LxmHQxTyfxMSbZUD/XYUrnpf/S777a3S2W1TO9ek9QkwXSnnteFZxHrfrcY1PAGSEkAQC415lycTu4ybJKkpZL45F5OPOF7A62j9Jwa9Sz6HeQmV22989GjnKQEkvgiYAxJfADq3KYqZNhSAuBFksAy44O/BmMMeM/eI64W4NXVrGpV8ldehDauocY+9/sHbemld1qjnh/JJyTozvxLcYEihNp63+tJEKUymDL9wBvO3o7ao0IM/zPN8jx4x472pe2nmpZuHz/elVbt280o9XjX8BrR9VJa1uisejI3cwNDrR2KPbhPnjntLqmrzmB5WOJCZ+5Eyq73dCyu8JALjE+ez7w7+jlaqoWHxWH//lHJsJf6Hr++Psv8eSkIjmjgpZ8s185/83qB7Cu5Yb/ec7/cPWyoPx8ByxtqJEfOMzICG3YESmXYHTJa5t8qdU269NJL7aKLLrKbbpLPzmsx+Pr5SSfYvLnztLGoZlkbSS0MZpJ2svlAjyAhc1dK/QMbiTkWzCgLNQCMbgowy95iRzsJUqtwFoYNCiBXJZaO2tgyBZq9yqpjkOX1ajmTTWaUzDobnbN04VZGXZlv4GRPW8PwK6RhIdGjJQ+tRBwsawMKR2XEk8n4QtfrYDkIVd9YqZUjMOHjoMz7LCMjDQahR4FB9OqNBACsNEYcDclFE2a0uqPH3iwZcpki+Tn7f97GLFllPeW1CoQjI+vtW2CWPakQgaa3VCGo9l6niUVMfUwJWntVEPz0EXvaWQfMt1ky2enRYBI45uAv9zH2JIbul/t2phawDPNdAkZLW0eVa0N/sqrGBhXYza3st1ZFmg0Evqt7rENBF3XDnMSBsK7B2R4wlsbG5eeppRI/+zG0/SKw8ntQMoRnl+WT+nkYs5zUBrke2QNj38yDlcw1ZwQGSNCaNCdqdA1rNV9ay2vsNgG4P/zwjzagieQuu4DlVN8drWwECnp77b7NJ9vpn93H5gjotbb3WO3UehtUcNdbW21dCuqaNYfvElN6z1UP2gt9qjW8caGNWSvWftvZtlzRRvu4ZjvkyJ1t1ImX22Uzp9mP95xjk8WU1U1vtOmKXnoB/EoCNKVgEdDEuzBOPw+IEVEhot2oAOoKtW167sLrxLgP2bb7bWVHHbC1AIRAdmO1WnJ02jEn3WhVdz0taXYkopgXgNjy1DosWNloE+KtmDSevYD/pkZJJve3GTMniUXu9WDIW1sp0KIecOkzq+0HP79JkdQa61ne7r+XW8SgeyR8G9Y6Kj27nl4gmUSBQt41us5e1YDjUksPapzHuwRy+0ZVWkMVISJIB0YHppf3nz9DXg4bA2CKn53V0nNpX9VuH//83nbAwdsL3Hc6Q07P5AhKS8EygWJmlqPFXJanujSXPu8aj6JMkR65wQCGS3lqQ+frRIDl6QLLZwksn3TKP+GGrT7LCwSWB4dUQuHMcnLD5m70zpLQQtrqlZgFZjkZrjl0j4RHrhH2ogsFs/0KjpFqh4okEmOwz15HzG85yC06XUetdxij4ZgdiROY+OxQnVlj6poFTnWcf1fqYR2KizATy726M7OMKVmpq3ZcD3XlJGUcaRWY5XDejkfZX6J8iWsGfAVY5n1EtcA1AxzkKOklKuQLO1W/+ehvv6r1scJue3KRrXbfAKT9UdaCQgXAE7Xmmc1cl1nG7Cn10HZ1RTCeAZYDkMAcevLTOysgKSexKTNLybAnDfXZ3Nlz9IW1dvsDd1tvvRzbOYZ1LRlP+Xn0f916t7kOkjdDXvuMmkgaCm8dlfaFEmYZUJPBe5j8BRD2VkR6vMNAnEAT+0tuQUV7vj5vbxfsoe+juT7afcA053QM8xpHaspU/H1Rku+CU660RYuX63xVvha6DDu1OWNcvRwgt47y9ZH9kz0H9tlP4+qmAfVUnrf1dPv4F/dzI01AbFNjtHKMNl5JYu1oDPAKyx+qrdgbkjN56oLANfOscnI9A9gw+CIBEnsttc88s8bG3HGB3tnRaQL2vUz7HWvboL4v2opFIo2E7JikenNmGdk8fZYL7twpKaE9kViEZ0pd/IBk2OFfEQniDu2BY8Xs3vbIC3b5T680qc8FZJWg8z7UEXvwzuGLkZ3teU+Z66OkuOhRxrpBLHFHf5XKz1B3aF2S2ceqqRPsnd881D40dtA6MEkj4cA1Mz6prCDKnIpmhF4brrnaQJ9lf+dR3cV1E+dkdVyr2gLy7pAs5OUZUGxCDJBbmK3f+C76atcrEXLI4UeJVXl5sJwDxz/96XI788yzPCmawTwuspToUcdMWymO5e+jzM21Nq/pU2qGtaH7LL+mC/oXf2kELP+LAzZy+MgI/DeNwBtWs3y+ZNjz589LNctJ7uuZ/ZDAOSjLTteAMgwyXuJ0LSmvS6iyxAz2udQkqt/NK6gdhuVg0+h2iXWA3Fjsg1XwvRnABTupH+oE5Nh4IzAJsx9vacDPCsDY3JF9BViOwMkl1kmS6UGI153Fwo7jbwaWyCNz1hqGzsFy2ohhPgDdMFf8627YCSx7nZ423YN2fLOVbTLFhk76re307V/amuZmqxAA4+PghLZQziwnOa2DZZxJI7BEVYnEE+MmNstygcQn1U9z7/e+yT63zQRr1ReVA+TEjHrA4UYqwUwQZBE0EogTTCl5MswNm6w6TDu1YeOE/t80Zwsr22hju/SmG22mfr61fox9dtIMu+TJx61R10eJ6QDsAe2RJMcj6eFsRnIpd0bdayrjGbvRVQL8rauj/UUG8ziQk5PPBl+wsq0KiMaPz3XsgGViXcAe7AjPTt+l+TZe7NM+cxXg6h6P+OU1dsdNi6xqyQobrfm1VnW54bpcWpsJaxvAe5z6L5erhVe3JNA377WV7a6a5JvmzrRZLb1W0d9hj+m6Z9+2UCywJMIKPvrEKOz9iX1s5f3Pq+j/adv/8AV251k32MNbzbB6NXeuX7LSPiaGf59ZzbZCEkPY+iYFecy5ulqxMSt6FcB22HMK7P581SPW8WKb9T7VYhOrB22Vxm/ijPF29Ef2sOZx1fbIPU/Z46s67d77X9AxKz0IRzrLexa9bDVmnl0K92UqXssFXjHA6xlTZ586ek/bdpvJSjzpXpQgYl7XKhAqU3R18V8ftYW3PmGrnm0TSEBij4etAnfq45FLu/4C+SXfBxOO5oNPMKKM5yjmI8eAdvTsSEhghge4oaa6WKNK3SYMWOrzy1n0TOhjynflud+hexgzf6p9VcZr4yY1eCANQPLEW2KvAgjzLgdYRiIJ+09dpANqBa5u+uS1k4BM5PyROKPGsVh6kQLHxCyvlgHZ1MmNduGvL7YzzjrHr2mLLbawhQsXFpwRcX6FZeFDzfI2Gx+g6wIwxTuKrwCX4OOon6u8RtiXr5Bh64XhPR7k2h20IWmmrVWMtdeK6pioaw6gAAPrMmRPnukYavD120i8c59l71nM36djeB6j+NfBDmPFd5E8YPwx02L8GS/Gn/kSiTrO4yZgnIe1EWbZ353idzE/cs0yVw17xrn8Wad7h6kcJfDMOADEeZf5O945oQw/f687A8c8c08HgZhqHXPnLcdb2cSxdu2119gqve8Olrlu2DsBCoAle4AnjQCM8l0IZtk3BW9TB7hqTjXLmUHDzMvZZ/0fwMt9KvC/4Pnrz6ItVNS39uu4HnrF40HhqpBIurh5V+6R7mxmJHrd64C1LwFY3xdc+jtK6g7qiJV4E6hkH6FciVZErMNh8EU5BPXrkdR1ptvPo37TOGYnEzDKi1hHx2gv4969jZ+O4RxR1xwGX7wDUYbkf+SdHc7860O28E93W70MvmBmqaflecUrHiy/qxk4TQLL+RjvG67/K9e8fEHfs+M+c+3rR+5obXo3YXOjxCTeM3eo1nuYa8NdCeAALYCUj7MDWMmRdS720UiAUKYV5Uu5DAoPh2xORSKdS3VlCEkJrS8kg72umaSE3g+XYdNhI+2/jKGDZWeWi3sg7HOWYece3KEiixjC90nGmXZ6uiB0NYPa307sr7R/fPcSG790lQ2RRNYFVeEZksCyJ7Uop0gJTMbP1TNyd3/n5w+yB59YaQ9feo8DfhK1Na0ddv+sGVb2k4/YNdUdAuBZeYRyJpu26dkAlt3YNJz7c/IHgy/3H2CNYA92r5boMBDH9HkSp1w/eGsvTeI1kvs3J5WOxzAuiYfoiLlCsqVPiosGJYgw+HolsIzkGlB83HHH2Ve/+tU4wTqfyy77jR1yyKEFsOyzjYt7HZ91meVzzjlH86DW1/X8eb3f8Tou7xV/dQQsv1EjO3LekRHYcCOwrhv2ySefYrfeeutrY5Z/+YuTbRvVLK/p6NJmTP/DWG1ZvL2FA2DZ++UmBhMZtoIOgA6ZToJ2arFqqaFCapj7QybzrmCMYJYVOCrwYJGhprQbGVqqR2ZHaHeDr5c3FPFAyYOpEhm2Nl4+/5QMmyAEoK5AhlomD0I8OxpZ9OrcIoS6s0LNcrBXBEFRsxzukDDLa5Xt/fGEKXb5Tjvb0B9vsp2P+Ja1VTc4czaaIk/tYANqqeIMPEwSEjOvWS5tHVWUYbNREqSUixVtrxtrnzvzA7adrrk7gXvqXtcvw+ZRhOM4Emb2GQKHDu/FGGPjzq368102X2A2YZydet8dMjTps0Mmb2pXP/2Y1UtJQNDf762j4jwhAYskRhi9MCkCUCO3Q37n7bn8GGrJo16KYzB6wWs0G3wRhKJSQIKbjdfIjPPfBJrMsV79vzrVPr93i5n24jbb29BRP7Ctzr3Oyqc0SD0Qcy/6twJukJYSOCRG02WiPFsFPJToqr63fKjbWbfRChiQNVMnPlpsdbnq3nqpQYNhmlRnk1QTvlr0AgHa5PGV1qp70w1qPKoV+PbYjG03sqO+/k6bqhO3KijHSGhIAfOvF7day/WL7J67n6D7k41q7dLzEXilh6yCLAcEUh9Mmz1dJQpD9tA9z6ourlaBOk7BUiu4yRtPKFzTvWdnSj44GEX2C3Oo6+yV/PwbXzzANt1snJIivT7OParnXvLcSvvt+TfLIEVMk2QmZUoCFGoTYagloeW8xXZG0TYMGXYkqYI5dCbKX3oYHeTtmoc+xsFc9qkmucprHoPZhLGWBt/NbfiEYiJMsXjHYCrb1Ut6o503tm9/ag+v3UV2Sn1dSCKLUk8PJvV9BN9eHy/gQHKrYHwkKWwkyOK7/x975x3nZ1Xl/zPJ9J5MeiGhJ6EkgdBBmktTbLjYlp+ugN11V0VdXSuWFV0LIiDiUlaaFRSkg0iHAAtICSEQSkifmUymzyTz+7zPuff7/U5oUcbX+seMy8LMPPN8n+c+97n3fM75nM+Hec2xAZZDpRwQ40F8ep9R60YN+/yf/9x+fPZW0LAFlnebcYyC5VTxFZioEK04gwuq5iQz4Kv4eyxASUIDOx56E7kQF8LSmGSLJbSINwkMZy9Wrrlf56lwr9ScvIj+bayZHCxrLP3Zp2fG996znBIRrpwMpTMB6iIQDnDC+GfQPSyhwfXxvtBX7VXISDYOKCHkYm8FYB5V6pwoYFI4DZveZ5I5sFGoLDslNc1fKnFUn1HM5vckD5SsemiXHWzThZ8Vaja74547TK5h0WtMBU33hVAg62wGyw5Os8CXP2vABRW0RN33dyOUk9mPAFmcx2n4CIVlerDmD0wXmAcTxAzh8azS83SmUEH/InmFYx2VE6TZlz5bI+kaWNdgNpGcYmlDwC/3I/s6657jqN0HjdYTmfTSYkWUP8vPI2AuVlUlDBSOERgCWIbPct6D6GtWj7X2IaZZFvgCWAGOagRKL7ngbrv2/uVWvq7d20vELUg0bKr8eTwATFm9POj3YYUGDTvuo7dHSadZ4+yDx+9pRxy4vcQh+1xMjF7sqHSncU57Le+4VzMBwm4hl6rhbvUVbRRR5WfpjP0jdEZSz7LT3eOZElMM6ndQjwtq2AksBxBOfvW6oWwdFdcT4xw9y5wHgS/Acu4xV0Jba0UtDLGCBWT2WY4EJ0mk/WfJxuyz59v+199j/S2NAsBwI5Ts15rtW4cnEJXU0bFoO/AFK4NE0dBgrx31b0fbf1bV2dzP/8JqlQR9aNdZNnDcwWbTG+xGscEaNPbspV411n3hPsH4uD6Ji5bCAFMyOtGwvVc9MS74rKwJUsq4aNO+GPt/JPwHsAkkYQ3Dr1BIKPby8yyIc4hrOObd//yBV6RhZ9Da1tZmq1at8mIEFeQ+JQJ+85vfuCjOXXfdpeRAs39+BrCvBciWVpaXLl1qe+yxh8D42+zoY46W8Nw2GiuxndI4+of+nX2NguW/swcyejmjI5BGoDTZFjpa0b98yaWX2BlnnPFa1LABy/MUqHYJLLOBBzJxO42khs2mVQTLRUXgVwTLCO4kwZWCGjZ0XzYEgQUEvkrVsFnYs5JlUKyjmlxQ3/QMKz6P2doqguScpY4qEz3LqrAOE/gSJS9b9xCoCBQRfOTM/9aBZWjYokslsBxV7c2i6Q7YJTOm2mmz59jQjffazjc9ZOVX3WUbBZhqBMI2Kfiv0UZYpYoPoNnBsmxfyisIXBLtCgojvqoqx3RIkaZbvbKdMybYf33idba7Ms69UMuplLwEWB5W8S8R+HLqNtRyJTDI+nvBUuWSAVXDD160UIB5il2/+E82YW2Htcovqdr9r/H2BCwHnTuD5XZltV14xnd8BYvZ0svpk0Ww7BVCDwqGq3Vmaj40P2ckJEBTpGEHWCZopAI0NK7SjlygBIRURBec8C0bK5XSIYJ1xg+fZV0pPd4ZLHtVNgWHfLZ7/iq4KU89ei5Q4n18uvBcydX3gB6SGt4fTTeqVKoxseI+Q+FXAZNmV68+8ZFj97FDlH1/x0E72oHbjbN1Clb+/dTf2dp7VsheBb8xhVvKUNBDF8mKUIUloKeCjlhXlYJdSm6ALGpwQXVNYBkatu7B3zsCU6/mJWE4KPQzJ9sH33OgHTa50mrUx041ukxg+VcPrrBf/exmmyGP9D7dwwDetoj9+FtG8KreZ68yRS90sYe+GFx7IkFAuACWBdx5iFlwjCtCrCv3zDpYTj3LQcMOsOwVak8ACIwLFGxc3W+z9tvOvvDFY6xCfqU9AgdUVkr9r4OCSLCtT2feiCmCdVT0LGc2CVTU6It0sKx3nucTrAqqtwocCz7LATwcLE8bp57lC+Wz/OpguUI07IVYR2k+AInxpS0vD3AB0B8SGCwTGHSwTPXU2wFK6dNBbYWmWQDLOmZAVViqz4WWC3qNqfYmISxUiun53bJnOWyh8jNDuZdEVFzPi8ef6mSpwFdq70AETM8nKN+sAVGpKv0s5jhJ0TEuAsf8CD/vykTDjvdACSDN7/ysh9OwY/66wBcetCRXsP5a32N3flHiXp88Tgp3q0V5Xey05zqtER7ve+IgKe+7SGGsG4XeTKjR/myVVHUadhFcDAPLOgyAtlH9/OPSMexJrarSTlNf6h7bzLTDFPR/Z8UKW632gmbEA3NVNPssaxPlsx186UK8LQQwqPfPQe5L+Cy7FVHqjx4u8PVyYBnNDgHhlwXLJArUzqSk2nCwTBVSPsua41Va/3902s12901/tvETJe6na/RafknPMu/IIFZfqvoXesypiMJU0Xx28KrnO3Nai33qE2K8TKj359VPn6wnLoZbNZGYDrp7BssZCJNMj6QECZC87gdYztT6vDcEKyrOE3Z0KGs3eX90UZAtH+PPQgkxGDUvrYYdiaYQ+Cq6HvDet0P5drAcSYkeAVPsEN2fWQPWp2r8oZPFWvrgD2yfx5dZvxrSedYkFJyGzbrqSaTwOidJ5O9FGsPysWqNUjKxWbZQd75Z4p6flRXUtAnakAbsxlvvcD2F+kLfd7R3oSuS+9BJRDPPYpxTz7IfQzI6xQOJueVJpPxeuKgd+1zsDwDhoGGndhW/d50n0d3zMdC56UN/30kfsudfeHkadg4uXw78EmieeeaZ9oEPfMCZOdCw+RopsAzj5/DDD7fzzjtPSSFV+vVgRwKQ+0X+jb5GwfLfaGBHTzs6AiM4AoELESkeAbB85g9/4AJfXV3qX9UmBf2Hwof3lQo8U7HAPgfKHYRCKslQcAEFZHDdfqhKPVmq2nFhZKi9HwsqVur9AljS1+w0bBb7RMOmBzj61aK/h6CYgIIgrVMBEMAl0y3ZOPis+kaBEA8aoaUlNWwFElyPg2UH/EkhkyqDBzyx6bPGk90l+ID6lLPo0JyhyUEDYzcKKh2AOvVw6Zqdho2SL3G9/sHSpkwnnKZKzYryalvd1GATVm6wPz650n41faoduXq1bfP0GrvyqgetU72blapohnrv8MoygSaCP0MCVMe+ax+bvMNUGxzXZPuKeogoSNAKJSKjHjw5GaX7RuSn6OXJ2LhnLT3LTvuOij/PJ3rJCQg0XhqLGXVDdvD02fajDetskmjB+FGprdfbTKFuscG6snACK9h1ua92DnJfwtIrgtyizzLK1y7wBdUuJzFQtS2p5nuig+pBouwRRFF9nikv1t12W6TgRkHdW75ikx99ygG0cyEV9OGTisAX1G2wZilYJnAPX9pcScnVllD05Tv3u0V9Wp8d/tdBZRwQUEAhNio0nEdjoPNX67OoqqxR9eWQdx9o2+00we755d3WrkRDr0DUkIIsf36AU52HuQl4DyCs20Bcx4Ou4LXH9UFz3hIsB6hySq8LLyXbHyzRZDfSqXm9cJcWO+XU48QA0Aum9/HaW5bYZRfLkkflfoAXgmE1LrIVoG5rwfJYgWV/Mx0I/2Vgmfvk07zPV7ZpfDOonurOpmb7108fafvMn+qVELcKch2AxNbwqpOqKqiz68ODYj04TA2b9yxo2KwJVLsByxFUBiOBe6T6GH2AQf2UmrzUsGcILP/sgovUs/xTfw6vRMOulMDX7tsco/EP8Sv3ruUZ6sI88ARsOA2cO4VtI9aIjsH7nOODSi9w6n7EudquOaXKcqV7qsd7W/RZjnWL+VLmQLi01zj6mnOCI7yxAZmlwlwCsFv2PutKuZ4IsJlDHBNzk2fCO7GlGnYwBOivjOsZ0rMPa7YEzH1OKwmQVLUZi1KwXFTDjsoyL+Vm0V9q9G7c8a6jrOzsf7OjHl5s31m7wpZ3jbEmdA1SQs33gFSp9OeWwTIWOXzDuDtYDop9sQIbtOcQAQMss+ZLnV/PPwSj1AOrvWQHJYneP2u23S62x8PLn7TnpFMwzttzStSwk+UTDyfcAzJ9OixtXBxSx9Cew7sRHsp41RdbjEii1hTEIcNnmWsq0oNJtOo8bl8YeyRrLNaEXsl1KnKs115ZVoKTLxhaTqNNlWXo0P/19Wvs0YefLXjwumib+yzntUTP2FkQoUru8zKth1WwIMSgefSYRXbu0bvbDhOrPBFbofFgz0aF2ddn1v1UWcYJwP22fU2CHi3mmfZf1xnx8dG+hBp2fl7aUBGnCrZAJK6orsI6QuWeJLVrhrggX2IZ8dyV3HDrKCWV/ZnS8y6g25x6qBmfEOqEgaNjdN+881Dwi5XuzX4ekhuAZd5KhLDY09DXgFlABffSW5+xG06/xmrlWEAy31tIdD4X9GIJ9ASMroV33feH6Av390JJiAoFN/ftN8/Kzv13qXApc7/6Obv/3ntsjdbsHuYG4m/sLYlRByUcTYlYN6InGTeRaC2LCn4wt4IaQOuBMy4yENbPaDMgNnJKPO+F5gXJjdKeZeIcmFwISfK+c78Blivt7epZfvYVepYzcF+2bJk99JAS/go0BslE6DwPP/ywfeUrX7GvfvWr9qUvfalgHfVae5Z9XD1ZMsZGe5b9sY5+jY7A6AiM8AiMKFg+96zTbbdd5gmIRmUZYMQiyUYXIhoS5XGvWQoH2RYKUMYmouw7/WDa5GuSj7FbPmmDgn7ktEgHe2yGIZTilQjv3YnPGqa+6b7GWWU7Mq/0dfEzeiIBWPSdgWLI/CMaRRBDD5v3EaasdfT7ZOsZ9YsJLFcoKhjDJovohwcqUHrjmHVrRQFXoCAmq39xbVxj9humv3iDRFoIAthM+YcKF5TRsViLkLnQP+ul+NqirP9YRRNsOL0auwcfWWEXXnirla3roNFPm1CmMMZmSV9jp/BC9wcOt9/uO0P0KlWA9U9F9rP0wAVaIWrDQe+CguXWUTwXD4QVgOj6cgBCsINqOSJNKIgC0okS3Udb4zdRVdIuXV9rd5lNgJKr8elVYiI22CI9MKo9Asv43CbaI4Annl2i0XmwwzOIQNjtnLZUw9YF4KGc+5w5zsVgAMsINXEPHIPatICR92oruXDO0g77var1M55dZS1/fta6kO3W549V9aBe4JnnF8Fh0LBDaCkqy4R4T8kAACAASURBVFn9lR9jp0JACejwvmsBO37uoARomXw0A8DGMSQ1UP9GeMup91BX9U/v5n4ViOlB1Ofrs6GnZsGmADaAugyQVLWBnuw2PxF4xfXlqmQALQA1fcNlwSH3Si7gDDoz3cVuxSOhmkp5W5/8L6+33XefaevEJPjFL++1+2551OoQ4BFYHtRx1apA5l7oQfXmFdWw+exQZy9cH4GXV5YzDTvEu+iLCxo2sFvzQuMVleU8NqGGnauNZTAipKb76IFzbdvWDps2c5ydsGi2zV00yypEZYfW7d7lSTSv+M6TtEoeyj5nh1tHuYiQ6xREAo05jy0dFRaYFs5I0LNwK7hkHQXozgJfF0j58Mdnb4XA19hG9SyrsixOJrWbqCyHsm+A5SzeFcDB+5FLqu2epKGSmyzgeM48MwS+ipVl3T/Vd6/kxlyAzhxV40RxZ21Mz75YWR4uzOViS141Hi4U5t7QJfOXJFyhspzAclF5O55jP4re9GamKna2jop3J5gkgGV+X1TwxoqI+ZsTBUEdh7pNBZoXcVDr14OfPN7K/vn19o2lj9tR8ph9vqvMmhTMF8Fy9GbCjsFGygUcvU82tA/4gvLcI4Dm63my2oMa7b200VHga36o1Ic3PBLyA0qWLJ463r4wfZrd//hjtl5Xxl7h64+O8f5WB2jRS8scIv9EhbWUqk0PPe05mdaLwJVbR5X40IddUahzswaxNpJciyRggKY26TXU6L6w6eNn7tfsLIvk6az7pWeZfmWYQOTZYPkA9GBAsfcOCiCd9tVrbP2adjGGSFCR0IvEDomK1Pbtc5VkSXhn0/urOax/Ngn0r9X53vixw+3Nc6Zpv1Jbiit4i1GUhacKYBn7NRhklV7tZvuIxEUAPYaZ98xdENx+i0cR6uVYZ4W4ZwKDYjOxd5EoYP9y1wMSIIUqdoDlOq3p3mbEe0Hbjt5pqPXRhx5tUIwzCXeeGXMnbKFSf7QfA1U7e15Hz7L3jwuMcm31dZV25oWL7fZf350o5wDYYGVUQZ9OSS3XDeBCYPswzVLCgT2kXCD+rhvUi6+xeeuK5+2T3a1WzdqlZz6IFZr3I0fSBkYd6tzMIb5IgKD3UUz+hCgZCW1/7g5yg6Yflmoxhu34LHsvfxEsA6hdBMyvuUSQrSSJRPUZ7+x/fM/L9yxHDCLXB6F6ADHAeMsvjlm8eLEtXLiwAHA5ZqQqy/gsH3LIIQWf5Vy1fdGF/B39YLSy/Hf0MEYvZXQEXmYERhQsX/BT+SzvLhr2xkTD1gZV5tZCVHoUJGn7qk59XCzMePUGKAvf09KeZeKrPm0YZDRDUbnYm8gGGj0o0Y9Fn5mLsiQp1OhZhsoYlaMubTRcg4v9eHUy7KQicApQVmodFYArWUeVqEKT/SYjTU8Zfwdlk54pgnTP6gNGVT11EbBkHUXWloAnB05s4QRyBApcHAkAhMQq9B8AcTLJkCup3AJgOYDP6lLA0dtYbT/8r2us/aGnbYy4eJv6ESAJyq2L4QgodShRsds/v87+/dhdbV2rzDSFDFzpugD4QwCF8WZsSGIQBGF9QlKAYMYtvUg2AG8csCJAI8CFirRv+AIVrmSuIF6/r9JP1yvD/87d9rSPrllu72lfY2sVPAPUg94VwZ/3XRX8PzN9MmX0U/U5qn+MS/SWouJKrME1R2UZJXMpR7cUBb7c49n72HPQy3wTLVfPDixRof/X2jvW2lrq7V6pA/36f+6wAyY12goJk0199gVbcv3DVtdUKxFqncPBHuNOBSRUs6GFevUZKil9uQBYwDyAJAmvuV2TgxbAjwIxABKiKpwHuyCCTvePZfwUVOqfaiob+ihnUbhAUlHoyj9bv3S1bq++MF5UtQXw3F+W6wvg7f29fDYDpTnR39dtmxtrpaJNFZZKfvbnjuvTdwLp6onTMdNmNJmYrrbi2XXWSOUQCrjeqR6vLCu4TJ7iiMeNFYgJ+jBMxAjauKe48wA6UBALfYc6hqPDNzeqSP0aT4LJPDYE5AA+hMJck0BV9wkCJ+855UjrFx6fPr3F6tZ2iQUgAIAPl65R7W/O6oiqU1QFOwSOoSBSpWJ8EIEjEHaRpcLcwjoqLNvoV2TeUHUPFXWeLeeRSrnEdrzaoVOvWx+V5Ysk8HX2Vgp87TpTPcuiyUOLZi7Q2+vrjIOASIr425W0B/gZVWPUskl40LdLrzHVZ4pSVPxI8GXxOV/3UAwvzBfaA3iuIagVn5V6lqFh6zkGcGA+0/tcrD7jA+vMA45hDABNzlZg3sX8ZW4yphzDA3VPZ69Cxrzz9yAJhaVWSJ9npecZ0t+78rmLzaV3RdfslTj6o/0K4zyVzG9Nr7ESKXxmUou955NH2ScaB22ZPmmzkCQqxFVi8yCuxZxxixytE+PHk3iN8yCERXUsV40BsV6pTFU2AIirK2d9hASW8TfPa9aQ5s+gBP3edOghNiRf8rseWmxrtIv1aj9BkCl78kILb2DNF0hhXWW9IwHqrCTfX+J6ql0cMhgpVMKh9UZvb6IQI7SXmEsBlgFxJDJLenIdEMHy4TmGfRAgjuqz95wCrJRwpLLsXsMsCWh/sAcpGds0rtbuuHWpff9b1/ma6jR+nikzskDDJllJTzUK57yXad2ixUSg6YE3L7R/Oma+faQRgAZbLHvyJqZXVmnOe6KzhZKfNfMyKTA3isqeVZrDpSEo1gVAndhpPp91I1lg04/JCe2U3HIvZq8aC+R6ZTmS6bzTnUqmwuQCwPJ8XLRN+/hYb2lizsfzak46HYhfYe+I1VeuzkPDhq7uughKCIytr7LvnXq1PXz3k1aT+n15L9C5LyjJ8y57Eim1QhCzwKpjDezrsDt32dF2+drxdm67RBo13r111b7n+vMipkktTFFZFgjFUtC1WmIMAfkk9jJTolPHMAbEH6y3g0klPoPlED6E+RYVc1+zvX88s2kSE0AxDLFHKeOiW3EMnwVYflZ7Jl/ZOgo7FcS0QhtAbTgJEF9//fVOWfS4TF94Lh900EG2aNGiAnWcn78WoBw7z4sry+eff77GStT4rGg3Qp+TP28k/z0KlkdyNEfPNToCf5sRGFGwfL7A8gLAcu5ZVkDjWXyty27TgUesMp9skAAfV5Jmw9Tizwa1geyp032j9OjZUxQfE5WXIeA8BZEoFnsFzQA+pw0HbzAJfJWAZYFRFmSCg7jh6GOOfuQI0gvKmn5MVBn8mLSBukqki7QAhGOBdwEyHddcApbpl65iMyLTro0vKsu5ysBthTooYDkDfsByla6B/koXLfPsfHx2poPi/9qlYfnymTfZpjuX2Jj6WgmKEBxTSYpNbrO8cB/Zc5b9y2E72gn7z7a1CvQYj+wjWxA3USWt4DFZ8FCOYIttLRS+eXaR1SbQQ6EcyxIHjVTHNRb07RHYkDlfL4B91OxZdn7nelvY3WXCKp7siGcXlf0QKYFiHXU2AI9bvqQqDT9zH1FXTo3KEQEA6rGliQ760BpKgt7oByRYTQGSJ0NQxw3An3vimvhcBTlPaxOdLsGsLglkNW/usW/95DZ77E9LRP/PfaDsrND8AA6pypbev2x/w7jyfN3SS4PiwkYkLBzYRIUGRB2V5QDL4ZHN+FFhhXobwkZemXObFgBaAr7ejwxoKaHeOlAXzTniHD8Hn8Ex9EmPVaCyZlyL9b59b9vlgSet454lNlghSWsAioJiqryuQuw9svRVYoeCRYu8Uj0IkzgZgemE8TZNUXq/vt+4odefxYBAeLkqQwFNI5Dmy6/Pb4rqHdcHyIvxAwjzi1C2jnfNrVS8p1oHeWUT2i3iT/3qW5SF2ut2sreqp3rbbRr0MyrhSnRoXaCiwhzkeTqt1MFy0Sqo0LPMc2HeiIaN4jsqxdEPz5xFy4DeWkC+EkX0tesyQmCOa4kEmAepDpZRXu+3aVNbknXUq9OwQw37SI1tsA+GVWl5Zjxn2AsMmO6f5wFVk2pqTI6gYWew7GwFKssoZou6GVU2lOTp7Y0ecr6grjsQpkUgzTu3jvJAPT7LqdoK1kMELM1NncfFxLz6D8E/1r9KAVqnRheso5i/USGnahxAOOYmczs+qwiseA/4DPrnvWJFcgcaNnAiU1Lpj3bBsRLqOLoBWIkl8E4i9M/fOdG+u3CynTJxG8qidsud91hlg+yO3AeXaiZVtmRB5886GDRO69Xc5RKdYq91I1eEAaPDq89UxVRZVjsOVUislBr1zjwpZ4C37fc623fNU3bhiudshdoY+sV2yZU45lgbFkJ41+N/7gAtW5AxjwDQMfcKPcskKRGn0t4RLTwBltF0AMRBf3WwrLU5RMCilSX2IAS+IhnLQVHxDBAXtOeSynJyjPCEsvQjxk2st4dkFXWfFLBvuWW574eakZ4kycJTmZnAi+7JLxI6zA1/8cfaupXdNvcjr7MvnrCvjWndYG2q/lbTWw5AS3tX2Hjpvl4CLHOWbFe0JVgu7TV2MKgxygltPp57Zx/wewcMuiBf2mPSXlUAy1ROfT1GoHILsOzAnPcwFi6S566CXpI8p5ULIbUKVbE9OYWQKIl71gpZbZ37wPN226lXWhOJ8yzeNazfP5IiJErdM51WZ621G+UZ3y8BijbRwvf/1Jvs2zs32EqN6RjtyQ2+f0XcA1imz5tkiSucvwgsx94Z/top0ejHwCgQw0ITOITvEjMPZgLncRYb9pw8+2A3wAIkmcD8jyIGGiW6d65H3/NzADVg+b0nf9BeeGGlX2epzzLANPcfx0L2yl+lvc0jUf0tVcM+9NBDC5XlHHu82vX8X/5+FCz/X47+6GePjsDWjcCIguWfnvlD23XXuQI4PWHToey7VzDJaGqjwxsZ6lMBLONRTO+X/kciGFok9OrqJF5Cv2+fNhjoSLk6ScWQ4MF7/tjQsUco+CxHCTMANf1xAdLYCAlGQlE5qFnYSXmfDsU0bSJUMNkY6twPmSoTAU/arHXaCFToOyOwDUpl7jujOkCFmR9Ct2skY+8VhGR/Rc+yBzP6gU4Obc/Bss7h2V5dX7U+oFJUPs8aD1N3TRVrqvDaUK9p67YLv3y5tXR0qa9U/ozeEwgNuMzWqPp8/IcPsncet9B6N/SIJk6wgJBZAgxUvvUc6B/bUg27KPCFGnYEIFlAq0OgQkxmq9Tz4zYBPRzDs2PQ6BXCb3qq+hX7FYR0C7hRnexVxSertDpY1vhRsc4iJdkrspQmFp6cYVvB+LntFz3LubKsMexSFZG/yUmCja5ADv0ssu6KM1ycbZz3xEUgShUJiyUCpBoqTxqbAebNeCjYZXbJuX+ym6593IMohU/+9mRPTBdEIjzzwOHFNGzvBH05GrZ+DiBknLL/sQMkBVaIH6X8jisFl5XQsPlsJhQqqg42FAU7Ddsrt1Hh875maOaADQWXqIB1qOI4452LbJ/mKvvlGddbLXNELQEEUUOqNPPuKaQKqnZMfgfzg6qEjtd7Vr/dJNle7W/l7T32mx9dLZurfk+s9Om+5aiq60hq4VJnB7h5lV1XikJ6X4GGHQmyzbrvzRr7MZt6JTongMdDFaW32sGaw0AFheXW39Vt28+ZZAv32daOeONCr+h7G4MnGLA7Y+3Qz9A/05fTsFHDLlhH0fOYadjBQPG+UX0GojjoDzB+BXsprkkBLIEj72AIfFGpD7szD/RTAAoNe7p8lv9bPss/OvNn/vmvbB0ln+XZWEdBw0791ymhwGdFQiGqLzzEUBgWAPDnDF0h2X95NTgqMjABQuCrtGc5WUcVfJazeFei/3tVCwo+yYvMeigFuYAJVS5d54DnFarmbmuTK4xeCyfZEz3LXmHkuSX6f/S35mOo6tOzHO8OSRHOlSn36CgAlvU0/Dzc/XBAzfWQYAmrnTHOPtD4qC/nAalhm9bGsp/Iiqap3uy55+y6px6Rt7kSPTAukvbBcK/YbB8Y6Z1M641nG8nTLJoUFbTwWXZar9YW/OSflkDiu2btYkNPP21/GNpo4xC/0/oDhboJj+AEzIPWC7By9BV0biVrqCwzB2LvGCqoYXMMdPFuemn1WYA+3jHfX8SecOsogLCrYWv9hhaO365XTotq2EyhqFCXsJv0ikVyM/ZavgBViLMPSjPhu9+51lZJ8LCipk7PRwmlPH94MsOE5gBSJC7wkg5bs7G6zklvP9A++A872BStk6zMXSSldF1UzVkfi57XWh+00bI3sCe61oeD3FQVRQ8kJ0lJXJDI0jnpKQbgkABwQTa38YrqvCdAUqI3EiA8rwEBPdYiqs/srVSNAdQkmKJNCv0Ud8vgWXiSRM+L6nOiGbs+Cb7PTkVO/dGMM9R63TfrHP9sUOvRTHna/2rSNPve6dfagt/fb5tlMVjGusqT1rvgXtVu8aa/1WLbrVVzSKKEQ2Lb1W070SafeLh1KuHSNLPRPlvWbz0aE9rPqvVv4iP+B5uORME4bM7IU+iZdmIH5oWEiBF0Sq2DWeArg2Ud41RtWsuSvZTmh9PvU/IPRl251mGq5owH49MrxgVrKXMOer9rOWj9IXETWg6IgEUy6l3vPVlq2MPBMpVlqsbdakT/2te+pjnR5eOIGE68DzEP+IfPOOmkk0aUhs1njIJlH+rRr9ERGB2Bv9EIjChYPssFvgSWtWiy4HpWGPp0oicDaLw6hHiLNhd6YwMsU5ljk1cVSpu8g2V9kV31nuVCP7KUcV28K1RHCc76EfBInrUAI68sQyNyum+AZaqMBO+1XrmNYAYRK/e5dS/QCJJCQCOyqQTLBOl+jL7n+jxQKaXS6bPZSBqVAaYSRdXFxbHwfAboAJZ1/QPqEW122jV3FT3LTsN2oKnrFVB3sEzlNmVye6S42iixYg/ICJIERhH2+v6yNnv8jGtswsYeqRajfh0VQ0Ve1r1orp36oQNsus6DeBXBFucnAZDVxAkUXA07g1ECKQ1b9GpH1djBcvKX9mq0xg+wjLhIASx75TbGynuq9D12FGzU9GW7uEiq+IfPclijBFgO+iTUSb6o7OXAk8CqQUETNEwHywWBLypV9NYBlumBK6phh11XESxXK9IaIPjSvGlVGt3pvSQJ9DnEj4NQN6naQHFMtNxKPfx//dJV1v74M27fRCCxNQJfXlnWsVE1DoEvqKVZdCsUh5NidvbaFDiP3l3ARtwnIJxqWqGynHuWM3WbIFPnga4n9OnPabPOQc9iWW+Xde82y6pXtTuFt33BdJs/d6qNfeoF63qmwzrWybNZyZXN8nPuV+RVqTGtGeqTgquAiQZh0+YqJQ56ba68l//jM0fZA3WN9qErl9jc2x+0iqfWCJDoHkRjL58kIRuegRJYVarAlUkRthyBNCJXAi8BaMAzQWKvkG2XKqa1G7qsdttmW93YZNNXrLb2XlXVy2RZpf81qlJdW9tkNQftZJ8+ciebNLVZgLbHmSFN6o9zqzSnDmawHMF2gOXcg1nSnuFq2DGe/B66NroEuYVjOFiOdgPe0UjEhCJuVsPme+Zsq3pWAcs/E1g+/Yyt6VmuV2X56ASW6asU+OE567oJhAEg0bsea4HrI3AMolssEMwXEjKuyh4DGz3Lw9Ww6Vn2ipULwgWAfbme5dI5BTgvCMKlnuUtwXIW78qK2a/csxwVtOjFLmFGePW59LOispzBMve1pRq2C+ZlsJySMO5LqwRpbX+X3X7wfCs774tm8o//0IN32r+tW2OrNc82066T+jcLAJZWHFcPLgXLYQuFPgHjz3xwC6otwDJWTRP0Psybt4eyTLV27yP3emKpS4vmUAIOjU69ZX6GFzN7SwUlO9YN733Oa2gCengxA+K0RsbzQnshMaL8BaIfWSJXYlBgb+dgGT0JaVXUNtALncAywlOoYScBSYAVwJt1LFS1g4YN4K5gsRMQrKyssjv/tNR+8/M7oiVK7gr5eYWeAO8uSWzGIlPrYU3pmeqXldLowG9+ktoRTvny25y63i+gxu3yDjHCAHNn2qQkQLYrYmzb2oIxhrhn7G+5fzyJcrL3F5KkHANAi4RX2DIGO4L4gEQv+3X4dLNvk5TI/chR5WcvozrPfHQRMGjzDswjOe26HZzHwXsJ06wAltVnrRiCZ8pxMVe1bwt0z5Bo5OJx4+yjZ/3R5v/uPrPmWjGLQh+C9w9tgULft8rCD+w9147WXGlqqrKDF8ywvbeboP1effEaiw4xyAqCbIBlLCn13GFkEfdEO0hKqGOrqX2JfY7nRVKC4xqVKCD543uc9zWzB0OvL1K1izRsmFoBlkkERGK+xFINZoIXF2Qk5sWFoMnHMUrs6B6Of7do2FsIfG3cuFFgu8HWr19vEyZI0ftVvs4991w78cQTCwJfHP5aqdijYPnVRn3096MjMDoCr2UERhQsX3BuomEri9qhzLErhjo1jIBXgMbFJ6KyjJ0DitQOuPQVQbHsXvT7os9ybBoEJgS8hBRsvG7/koJiMuv0JRV7E4f7OgZYhvqn4kTq90FJszuDeQe5Uj1VVRaRFqcnQxbUMWw+ZFOjghnBFWA5KMxBsYbq1ORgLx4DgX3Qf10fJoFlAnJtpNp02MTI/HPfgFxiOSrfFVDZElgO/+ZINhDY+Z6uIKCzutK++N+3ymx0iY1Vv+kmVdXpY2Sj7u8bsBkzp9hnvnaMAk5tiAoUujW+TvVLIjLZ2gqBmFDDDq9KeragfAUNOyUxSujn3hOs50K1L2jYeg7iWY8fF+Js3tecWAF+DJswmzkUMAUpTsfTALa29rvNh/fQ6vOhfzk9XuOelVNbJZDWLMVqqNo+Nng865g6jklJjC4FaKVeuAWVchIt+qyLm8fbT8ZW2zHNlfb5Z55zle51Gr9BRZVl42qsUeMDuOhWVaJG6us1ij7vv3u5/eynd7i9lGdGvKJGABSKsBk40OOZFWKdWkoPKkkPVWo95FWwFH2qpV7CiYadgS9BlWi19DUzI5yuVxD4ygCJCS5o0a9qlno3awVM+9RTPShqdIUGj0C4W4q0c3eb4WPzuqPn26CoBM+LYrjn0fOsvqNT1aNKBTD99nxbpz2iCnGTgPFS+VvOfeI5m67n0KH7HtJ5mbNQuPfefapNb662lZqPV6zqtecksDXwh/vtEIHZzaqwzt59miomm23V82121UWLnfUBpditrQiUJaCkBnbr3dhtkxZta/N3nm4blq2x17//APVAm9tSXShe68aODls0o9nmTVCNX0CxedZ4q5dIUK/KJR6swVpIyZCsZUAw7nY5+hz3WXZhOJJUzH58QGl1CC0DaLiRaEsCQRxE36i81T3R5qCOuRX07NIkmveaemAdQB0AM21ys/38kkvsJz/bmspy0LCpLNO/yDwLun2A+F7AMjRjB8LYK2mmQcNOcyGCd0AL1xaLSggOEoSTZIwe4T7oncmSBpAN3TeqWuHpzBgwx8LuK/ql6XtG0JBnVvRQLva0R7Is1mc8nP0KAbDMca8apwo1Iw6d2/vV+azoNfbkJGOrv/Oe5eShHL7PrEXJGzkJ1FHJ5L5gOcT48FkhFAY13L/0N5iRwY6okjL2vfvvYnbWv2mB2WjXPf5I2BUl66gmgcpgapAwxV4qeoi5/7COSs4KCSy3tyupqr2E9gceDvvIRirL+lmFmBqv33uRDa1utbueWGKrG6pdfJHecOjcBUtBr1QGsCpUKqH+ltJ6AeaAZQd6PoVTnyzU1tg7WA9hVkGPDb9mEhCoRofbAokjgKcztJJfMyKB2CZuWVkmMUiy07Gy1r4lj62xH337Wn2uEln6fFqeXLzLe96DpUKCxJ+XK+AXn6mTQQb6NJbV9i///iZraKrz9Tr0LABf4R9do8RbrkICrCOZkJLB2j+c0UMW0tdMWbQVlK7T/oF6ve6bPZrPzJZGVN4jAVJSEXaWTCSqe9yLOQB1sc0oepYZQxfy07NgnDPw9Cq2rkUFXr+eooZJTsAWnyn7MvfF35I0niphxC/M3tb+cNYNtuc5N9qQ/O7HaE32MxWE+FAQ156sVp/jP3SEHXH4HOvH9lF7dK/2HNqu6nXNRAmFZKCSG1Vai0OQLRUJCv3sKhJAsYY+nTzhIxkd9ltFGnYWAcvtXMMFvmKfhglAe0piYWmO9THHSpLPzsTTdeAv7q0ziYbdIrbSS6lh555lKsiPPfaYV5JZP+vr693j+Cc/+Yn9+Mc/9jHad999JVJ6oW233Xb+PdVmvkbBcvR777rrrjZ58mSPOUdiXGIRHf0aHYHREXitIzCiYPm8c04v+CwTiLLRsctsCZa56OjLScFLpspiUSTAUwTLadMoEfjyyiN9r9qMCMwIbmNhz9ZRQYV2+yGvYEbfK/9NsFLoWXaKdWwGBFQbXP0SClxktvMG6r3Q+j5npL2y7BtxpsABfKM/i42XDDlenlAK+RtAb1hHERhGdYnPCpsbaF4hKsSmDJUtZ3ujX0sbKtlz7ZL3DVWbGMN21gW32+Avb5OCZr2ozvQVRUXT1VIr6uzjnz7UdpHCcZ8WXirLUEvJtLOh+n0igEK/Fh/MPShjTLAG9dmrlboNKF/RK5arGQrQknVUIRuN3USJrRZjzLg4zR7ghJK5V5ZF3sUjW58FRc57lr2sRoVd1TM9IAJNB8v6adhLQdmK6vMwNWwd4wqoyS7EqWWexEClXCMrMNWizXnh9nOtbCf8qu+zzy15xJrF1V92+9P20NIX7O7959gRy1bYvBktduQbFtiU6fX24P3PSvDm9wo+ygU8IzDiWhQjeAAE9TlBWO/jC0Gt3LMcFRWSExwTwCZEwaIvV2Oqv0HgCEGm0KTWXBC4qJKok5MhdA8hBKPzct86plvVNKhvc3eZaDO3abHFT7Wq763a3rz/DFvf2mV33/akNbc0SdH6CJsypU4brcZSGRCE4Wo4L7Q3XQ+q7zVqP6gDGNOXq+C6U1Ub7yVPf0MATuUH8EPyZ0jzdYyAerWqe506ftKkBtld9VsDSqy6pRZRD3/641vtil8sdm/onMhaAi3/WQAAIABJREFUueMs2371WnvTm3e3WfOm22RdX48+YwLvh8CHCBZ+fePV605FhfGlgoMoGFoGDESuuOX2jHg30QHQ3EoK+A6WExB22xTdJ4AllNajRQJBIyrQrqTvFZNIUrmHN+CRSoyvHSgZZ7u46DWN4DsC9FaB5elTx9n5P/+5nXn21oDlZtt1xjEak1AVRlU8W8nwPHrpA3VbKEAlIJeAnvmSRa6Chg2A82CfGVMAwiGmxnn6UMemsowYFpU4QLcAEIrZ+RgALGJaCInxNyFYF4DaQTH0Wn1W+MCGXoF/Fh7K9Jk76KZaqDHz64ntJq6HY0Q29b5m1rh8DJ/F9VDRR7U5kinQsJnzZS7kpnF3gOaa1+FLmz/LryeOgaFCddp7nzlG87t2TZvdedmXrez1+9gfbrrKmnVRmkLWT2KOBGSQi1xTgUomNH6+DwXmtGY5WA4/WcQPw7c36KYbdcxsUazvqWmwDy3c205YfJ99rLvN+gVkCsAqteewWEavsSrCSVSKNYAeZACHU3+5L9YobKHwWfbKclQzvVUJGrbOg+Cc04Odhq3r8fHReWBfaS3mB1EN1/6n+cpz56q79R54fzW6GfyHrmdAQPTaR5635+duY+/s2WDf+NIV1qF5XCsKcbB8gu1CP3qBWo93tsZ5mHe2K96j8D9gH5bI2sK9tlPCs0cVT6qZ0SIBiCORUuPvEHMlVJo9wZ329XB7KNo9Rs+yGPVOZQ9mkmsM6P0nkcv7GmA5enILYFnJhEK/Nsmf1Ifua1kBLKeqcfJ0djXsJN6VRS6dXeW94T6bXxIsuzJ5svrKYLld+87M6k22cO8Dbeica2y/Uy+xngl1uNKn90LiirSQ8F5o4101e4p94f0H28LZzfoMJU9dmj0Yaw1KVpYxhiRAktUXWifsPV4xT8yE2ONSz7LT3eOYYcytNA+jrzkUs+NZvBgsw8yjJcUry7qawvMq8cUOvYdivMR70aH2lPF1VfaO9530Iho2tGt6ljPNOlYJc+B8yimn2FVXXaW4rtK+8Y1v2Cc+8QlXy87U7HzsawHL3GvEaGEdVdqznEEnn/NaPiNf59/i36M9y3+LUR095+gIjOwIjChYvlCVZdSwO7MathZgL6Boj4h+LAV4qY+KDZWFGpVoNrSgYStozzRsRQJZ6CKEfIp0S1ekpIJEdVJ/k5Wui8fg2Ui/XgROVJZD4CsyrgGES/rOHETSdxbiIV6pGSbwVQKWS6w9qGqzYXN9AZbjHprxfyVABSzjp1kQ+IpqEvYWVEGKAl/qMfOe5VyVJeAQgBWoaFQ2esFu821opXa+ux+012/XZGs/eJZVqArQL4ufEFii6jDW1q7ts6PfNt/ec9JBNgZLJ4FldkTUSiMooW9TIjKeSIixISDhd8We5RD4KE0SbNRYVYmKl3vg/Nkped4I9S8xB6gwEE9WUb1nExZQKdCwo9zjQB2wTGtmhTbsULrWppyeSwh8Dadhd0MJ0/9q02cRyHfr+lzgCzCfnh30tLEKNibIl3furgts6NFWO+Ad/2HrVRWEdl2+osuqUMeVj/AmTZweIbfG9x1q755UYb8852bvr1bYrnGhupmCqGTzMcw6CiGjEp/lv4aGDUIAyFRUahABtQQ2Cu6HCNypPmi85u+3k+iP5Xb8CXvZFNGAn1QP8RgF8ttPrVWSaUDPsdvp/VTFq6tJlhBg01cXQiw8eK/KOu1OVR0lEug77EP4BcoqczYFs1TqieNCHTcozBvVT9nSpMY2gJheGO91Fxit13leWL3Brrziz3bLNX8OBVmem6p7E9QG8IX37mmTJjd4JaxN4lhA/1q3JVNA44Fras9AvZZ3XgJK9OHRr0cQWADL3jOfadghmuc0RX0Bguk3b9D7ASvCwbL3wxdp2L52ZCX9tHZspNqY3js+O8Byic+y3uFeVPIVyJLg8WqfGBQTJjbb+RdBw351sFwu66iFJdZRRRo2gJFqGDRs2BLU716dhs2Y0LNMVTgq1AGagobNuhbrDqCMHvHQMMjU6LANK7WOKqVqZ+uoTMP287yESNFfQ8Mebh0VSaMXW0eRLAjBt3zNL6JhY8eTemmp1JeLHXKvgHLZjz5lQ2ufsYeXPW5rJNTXh7UNYLkgKpXAckqekATqo9fYxduCrQJoCnupIlhu17uxg6b93GmzrWyb2XbDDTdq3VDPNvlPB9RB1S84KZAETHZ80LAz2HGw7EkXwLJ8e7MIYUr4BIgbcFo4VfhQzC72LMe7EJVbhB6Z51UCeLQo9GjSTlNFk0L/5p5+tzdrEBtijCZ1vcDSsue77HNf+a11653ZTi/dutVdsnaiNz3NDX0Wz9TZAq6GjTCZ/uU0bPQZgtkwIDvAfv39xz59uO1/yFxrlSq9SC6RlPD7ChYI70kkoovU3yzKSVKM1iQXlaKvGZCb1LAR98zUaIBepc5XlQQ2txT4CkBdTIy7pzEMMRdtA5hHHBB9zTB7uKGgakOJh+UGSyvaqUJsrZzEOL3cxAOugh7J6rCX6vf+cWezEDNogEhqT9a9rxTN4dhzbrf5V/+vlUloDoHHghCfEkTslf1qBG7efZad9NEjbRuU7RHUSs+UyjKJZs7L/ZPYqRTDiRYwtkq+QgQ01mOuB90QNBvimACHkVimIJHWSR2Te5YdLBcYakWbM289obLs1pawMtReoDV5vPqjs00VbWusiyQughIfhQE0aP7fSS8t8FVTI5YQ46vJAB0bYPz973/f7+X444+30047zWbNmhVrle87UVEeqa+Xo2FvCcpH6vNG8jyjYHkkR3P0XKMj8LcZgREFy2fmnuUuCXyhsMjm4/Yj9FGFB6BnzfXlAa/7QwZl0ANT6L7YYrjSJz3LQbkElBWAsI5pUPCdwTLBhNN0BYSyCJgDVqlNDgPLugb6j14aLCMQlEVaAuy9GCynnmVtsl7F1PW5LZR22mJlOZSk+Z7g0GmXWHu4GFEC/L4Rqv+HTY7quI7ZKEAYYDlVlhVM9OvctQqAWtR4OXev/W3o5LNtr2eescEdJ5nd9rgLjyAcVVDDhlqnnsDxAk43f/hou/Sw7eUpvM661QBHT3Ux+EKBPNueCHgClqk+Jy9r9v0twTKAi8pyBsuuRox3NNWMQlZbFUIFai8Hlos9ywFouH7uG3p2sAIiGULlxHsNk0Ba7lmmT86f3Uv0LG8QxZokTKWqNvU1FfaJh9bZsq9dYTPHqi9Xuz4VKoVHOj9VkKCSDimo6VBQWC5LGHy9x4ifOCCa81jRp2OGUh0LkaKKMUngS7+hbxjwHBAt1LB5ht77R83Ie5b5m6g2uNCVKjRefR6SrzK00eoa61Wio3qw1zapp3eMgrK1c7a3HdeusZWzptibd5lkbzlcwkL6Y3oPBwTkq/QhrRI2A7BSGaBnEfEzgK3T7J21Gt7lzlooAcshDKO/0RijHNzuPfTMgeh1g0kATZJglqiZQLVLnzlOInmZHt+uytSUKbV2/bL1dskXLtMLovsWmJehim3u7bdaneutJ/2Dvf6YudavAJ7AFTVfICHVXG+90Od7a0Npv3lBjKgIlkM8LqpazuigPUPBZk1aO7z9IVmrDDD/dGSAZZSuoyL80ok2aNhp7QCoU/FysBwig66u65XlYlVso4Lmcc3j7H8u+bn9cCt7lnffRpXlYWrYzB/AMtUwQG5RodrtZrbwNUbsDTVsALXzVTSfAizzfYBsQGWcJ81ngAFAvCJ8jamYsz6EbkPMzUHmaqF6SLYMWnEIarkaNiPuwlysxyHcFlXZAN2IzfHDIc1d13rQe5DbCOIYxj78ZDfrmGLvM0Xq5B9d4qkdgDpb7UTFsxQs+535MaFI75+tdaFyRafd9a5DrOy098p7/n7vWx1SMD9WFc8+jQ74BqaBz/m0l7DXRKUy6MK8vrHWhKhUAGG9PwLds7WX7LrjPBtS28CfHnlCE0TK46m/9dXAMpccVeMMlkvEIZNvb1QzEZgL5W0AUqYQZ4GveBYhQodSsV4hWyNwfcZP77Tr1OtyhFoial9otUli7hx+6O42XkB47bqN9kJDva15cr0SgH+02nXrZb9GYrRC65ZSgVl1XE9tEMs2p/qHMr2rYTujQJVHWhjo0a5rtn3nTbIPfeIwH69s0+htRp58BSyjVYF4WSlYDpG00NsIwA+TCU0Q1qkAudh4IcBYZHnw3FDVdtCt8cH1IPss8/c8U95t9gfGj9jAKfEpcRrXg0Ufa1kwxGC9bHTv7Eg45FaksJeKhEQkzyMp4RVK9iGsvrTPM3+cDSQmBWCda0bY7EoxvG68ebm3L/E8eTPLSGDrn+pK7Y9KZtYcvIu96+TDbNeuTk+EZrCcEyB8X6U9i3VIuYwCWObz3JoRQK3/jsoy9ogkrJMVo36DVgvsMwfUnhiNyjLPgrFnnntLiwtx5ucVLB1PbqS1njjGExcQm7wPPVeWgy0QatgDkgqAhn2yepZX+PlKraMAy3xdfvlv7VOf+rQ9o1hl+vTp9v0ffN/eftzbvZLcqwoAIJkqc6ly9mut+L5UZfm8887TPQaAz1+v9XMKJxrh/xgFyyM8oKOnGx2Bv8EIjChYPvesH9puu5RYR7lIVAoWCF4Q+EqKmAG4gj6GTyabIBsUvZjYFlAwQbxouMAXQRABr0ANW4TTsAOURtXYi9jySES1OqqnnDfUsLPAV/jTUm2O6il9dtELVurPSFYWgRFAhVciCK6xjvJNloA7qr8DgGWnesbTcTqoNm+u37PhVE8VEEZ1NxbuqCxHZjXooIilhIcigUu/qn8bFQRsWzdk350x0367w842dNw3bdG9D1tPfY2DQgS83DpKPctRrwbcCbxImXLybtvY5//jGFPc7MClgs9OWe0QLYuNkvsmY+xg2Y9JG2yi/jE2+D936T7pRa4SHZwx5vpIdmCZBYXQqwds1EnJ3L0ikwCJVzCd+qf7piJM9dKfC0IzskES3ZeKvoMyGAj0lSoZEpQuPDIToCaI0jF8HoENlQIorC5Yo7Fqgeqrz8XH9GkZB3/7S1faUHubKirMCPr6UCEOAS0ninpvZtAf/blwX6m/lOfiKsAeQAIKQqCJTPyg/IZRn46NV+ctCHwFSPC+NZ2nWjRsgkLGtFvPe7N6+vrGV1vzc+vsYYm+fEL0vP03d9rZl91nb9hrljUfvNCmtK2zwUnNNkHvwMCaLrclQ82Zz2Z+AYTHQY/nDvT53enZuYK7PgtAFh7ZAfez6AtiN3QGLKlS8CBq/Mw2VZpaqpwGWDhG4+Y9/frfQLJJcdDoz07gWXPgweXr7D8vutO2eW41zZCqqlTbgo+/3hrH1dkP7nnavnboLnZEvZ4Rr6aei9ux6eIza8HvIfuZErgmdV+vLLvwX2oDQMBNzzP6NMd4cgnRP5JoVGfdjq2gMB+EeCpBTYDllIDK4oAFNfb03jVonvu64O8d605UtelXRaegk57VknUL+uy45ka79JcX2xlnvXpluWJMo813NWy9fA5yod7y3wHI+pU4QeAr3v6Avpv8Zzkhw3UgcMe65vU+rR8EsqF6HtZRAA7E1GBmxMLD/w8brhLROLdzSurpfBYiYAUvXZIuEndzpWvmUyj6AnKphmL5xDmhS2cLquy3C7BygO9V7FDDHibwpetz0P0iVW2SGZn6m5JR6Z0L8klS8Pae7uL75FZsniiI97KnrMqa2zqs9ejdbcnp6l9GjVgChzc887g1SXhqoxYYLIVIGCBmyF86ZdctcoJREaKT2PMAEMltkgiD/kqSV9VBrevkZp7V9/gTcwyTOezFUp8s64cW+ja9c3Xes+zLiCdqALlFK6LspJBFwLQepKRkqfBUCBXituCPNEClrnGMKnoPagFefPZN9siVj1qD1pFetZtA9e2prbHBzx9nhz7ylC256VFVk5X00/VV9wiYUA1n3cfP2i26PPXiP9wkjQR/7sk7m2dF5b5S87Z95kSbrjXokMPm2UGLZnvih3WaRJuzNbz9RmOod7OQaHM9kCTwpWPGpWNibwAs027DAwyxsu5kC+X92qzhel5B/S1pRXJqfYBu3B5YBzgPifH8RUU4KvixloWYZwLvDnJjD+adjio2leYA71hDjaH/mQo+jJIkagm9HBo2VGWSkrgI+PMCLGutpU3sgY5e+/Ypv7fGDW1iHQQwZ3ayH1TJBg43iree+Do7+MiF0oPo9ySyz96UMAwgnECu07BD4CttRV5cKLpNZOsoBL5CcJS5uFH6FPWJRVSgajsNO5hkPGoAdHYP8b3SafOJhp0q28RQxFQZmLvAl8dUEb/Fu0MFv9J9lp/fQuArq2G3t7fL63x84dnwORMnThR1v9V/Bv2avtxLL7vU3vqWtzqAzqD5tQDZUrC8dOlS22OPPeztb3+7HXmUqvozt/G+6dgXivOmcJF/B/8xCpb/Dh7C6CWMjsCrjMCIguUL5bMMDXtjpmGT9WRld2ESBL7Uw6YNii+ovAAqqEbe/5R6d+hZJnBmYeuTUjNq0k6dQ1U7UecaVQ1g3csgrdhfQ39VVGrpa2ZPIRh2GrZWf0S2Mq3Ie4JUYXUBMoCc94tBjaXiEh6XfCaVB6erJnGVGh0DRQ1gEtZRIcBC1tore3gUs+lyfWSoUbF2FcvUO6mjChSrksoyIC96jQKAA06mVW+2X7dMtm+uUbD968W24Ma7XRQkQK02VqpU6k/N1EyovYi4TJraaBPetMgumzPbPtJcYyeY1JJ1n5yb+xwPbS2BeWxFvGc5WTN54ODUv6CJUQFeL7oXFU6SGA6WAcKp4h/Z+vgbwLJb/ugLSy9o2CEuFmDZRZiGCSzRvQsNO4IIF1RqJdlApTfEzwiG+OMQ+Ao6nIuzubgTVYQxtuK5TrtnyQrrEhDtk6gKFZKlS9YpmSCxrsT2cn9bFyAKkSSCw/CKje/9ml10K38HME89ngk4cIxX7+hhBnABLFWhZkbT48lYuWCTfjYktatyDUbLpDqbu/MMW9tcb30LZ9mBy5WVF41i1o7TbdLEGvUcEigp6Fzba+VCtBV6fjCqu/sigUDfpQdH+iFzCaogX4wNFYF+BcITqySEp6voByTw7EqU1qm00Mu9w+Y+m7/rLlbWMskuv+Nea1JVUIVqTxa4eq7+TSWFl4ZeN+ZF7umHhj2mrNrOvOkxe+zi29S7Vmk92BkJoB52+A72jo8eZn/WOzZ+bafooFWa7wTk2DDFnKtLzJBSWqlXcPydUmCvNYHKCsfy7Ei8uECQgtRS6yiO4Wu4dVRKxGAd5QJf4R+MSj6AuWgvFfZhMCi8Z9YDdK/36mfZ8ifU14tVMXyWB0Q/bLJf/vZiO/un/+2f/0rWUeXyWd5t5jGap8mTWHPBfZWZF97bSz9y2G8FdZPe3lDMdvk/gEzqIwbsRVysJE0S+Cp91+lHLlaWYZpE7zPj6H2p6Tz8t6d2dA4+w0WcElWbY7x3NYFRjuEZ4Puck4+IiXllOQErfy/0TxaoY9J4fzS03oJ4V1QrvULtibl4dwIsJ4Cf3i9PApCU4Rgqnl7pDoVhmBoOqPJ76T3Uel4IDq5vs/899gArO+uTmmTVNqSK1+UP32/jdP41qlzS053Bl1fHoNo69TdooG0SdWQ9ojLKF1VjkiUTRNVnUejXe9qZaL2FY2AfyJYuBL5ye04S+ErCjy4qWRAhTBRrzU+YGyQ6PSlRqBoH0IMFFRZUIU4VL+KgPTe2zs67b5n9+Rd323i9mDUCUVok1Ccb4zWkd7NDjJhqqdK7N70uHDo+vr6RAIl13P3NfdwZ6Eis8NxdxZ/3Dh0FJUoqB7tt/ZQJ9rWvv9m21/336uFFP3Lqb3WwnAXwwjLQWSmllWWt+9g5uUpzAsuxvzELw8+aKr+LNDpYVnVVi5ED2EznTsnq/C5mQM17wz5O2wnJhCJYjmfapevJyXNPEEN3FwPHGQX+vEh26ENZl5IwpytmJ3cHpxJzPVrPYErBTqAfOsCy1gqtrc3648+NqbU//tsvbNeVq2wT9+6LNAKMmvNyGqia2GinnvoWXQvsjmK/9ovBclhrBVhOFGudKYNl1zZIVWO/Ho8jmK1hpUVCM0Au/eMSf3Q17Eg4ZLBM4tGbyxJYzgJfniQmRnGrzfCT9oSD1l93DxFYdhZGAt1NeqbvOEFq2M++4O9LaWUZ66gNHRscBG/YsMFjEkAq4DgDYv49qJfsBz/4gR15pLzoE1j2veA10LJfqrJ8/vnne2WZdz1/jYLlwlCM/sfoCIyOwF84AiMKls8XWJ6/+1wttt1OffLglcWWKk6mxQG4dJE92lAH+qGDagEFCOtnLsCjQMXFu/QDgmIPeBXgYNnhYDkt7IAFxHzYrDnebQ60qVEhcg9l72NK2WYUlXX+XH2OwOmle5apwvHZVJXpZ6Jql6nGudeJPiaOKYLl8EolwgIQukdxopCSVY8+oixiRYY87KWKPcsCTE7DDjDq/VoCQvXes9xv65sa7dCnem3Wf1xo06SO3E9kpeMQaSnSsOljhCKMx6PAgnpcH/2HPa3sZ5+1X/55sW0reyF1vToQKVL/Us9ypmEnQP0iGrZTZWPDB8gNpETHcBo2PcvQsJNwCD3LL/JZjp7lTMMmm597yQs07II4W4Cgl7WOUqKDykrL+Hq78cal9u3v/EFURaIjzQE9iQqpYVdJ/MzVkgkOsWZKVS3fXFUBIByvTEE5/bxQZKsEWtxTVAPsar1YPCUvax9zvGsR76Ke6X2YihQRMJM0OQkEEkNdqvjvftiO9oF/3MPKlFxpaGi2agGNavoAVfkZFA26VdVv2gs87UIiQYC1oMae5hbzLid4yL44fd+Do6iQUCmrUUD97OzJNl1exeOl5P2CAECVgkmeQqbv1amv7nuruuy3j6kijC+NbKTOeKOqRurN7NMYYrPVp/Nl65KiB6wqAfp9XWONPb5kvf3g/Nusb/kqKY5DvhZgFmth53kT7AtfeZs1qOqrj7AaAY8BrzpFbyf11AhKI+D0KkayHKNah2qxi3eV9Cx7wklVjEIvngeTWTyuRC22pLUBNglJqujFx34l285FZYovwLL7ieoY2lQJfhmnSKwlumGiYRcTZFJnH99sl1z0c/v+VtCwvbK8DdZRqtpSSSr05Hpx2Suwlaqaco2AZyjPCF9VetKLyrl+BhgU6EV0i/XARa4Ayw5gY770IZ7lPvJxb/5Z9MH7eWLOAyqDzs3fhJAYn0Gyx5+MU6MBpyQl0nlSEikrVNPT6pZPJWJQBcZFaRXbgTBAI0CuvzvusxxezJnyzYx3n2XwqK6H66CKTfbJK8teDee+ggZOdX5A11zpx8S+wHvqauKaN3VSq771jftZ2Tmfd8Bs69fYbY8ttk3q7e0XE6aBdddxJ3ZFKfGawKmvzQXhwnj+fdo7TIr5qzU5d1ILTGtBQyFV9H1/KSZa2YdYz8NnOaqFTsPWuZsB5jwL+pELPcsl7QZa/2ItDhCHUFh9le6fqc+4CGjcN6bOPvzr+2zfC66zIbFOEIgb67oKMA78Lfc1yNctJljyzvbnRXVeA8Z82KS5MBaNBB9nvfOMc6LNx5OHxq8Egp7NCf+0nx135DxbqUQRbKIAubx3aT+G3ZKSpN6PnACaJ02USI1EW1EN2y2NCuJUWF1FZXlYz7KSVJW61tyzjIREL9X55gDGXhFmv9BneNuELpq4wT2vsYfjvfDKcrRhoIPBRXrbjp4XcUYkiKOKzR2xLuW2rFAvL6phEx8giFivRHgRLEcislYP63YxTs4+5ddW2d4xvLI8VGHV/T22at4s++6/H2UTdSNljI+Dbi4Jl41IBvqo60JgoyFeCMMqRCUVR2AvCXWcuIf4ySnW6DtEQp3r7nA3kZTUdpo67C7FQgLUsABcCRw2l47xujZJbRdbA1BzLZH0d3cO2Ei8kzovbAGSHCQuMtgMB4+xduKHPiyBr+FgGYEvgOnWVm+dQbRF3/JrBbKlPcuHHHKIK25XKVk92rPs02z0a3QERkfgNY7AiILln54pGvaugOUeUUQRjShumChAh3VUVOKoOhb7Xksqj14diu8LAW/aeMmcvwgs08ekzaQg3vVSYBlqls5XAMuF3sRi727YSaiiqeAgwHJUO/BrdusjbTQZLLMhDQfLAGruKleWActFiitg2YEmG7qOQhDGN2ZAGUApqWHTr0UMGGA5etX6dN4mgaw7n++z02RV0bL0eZrP/FyZdhnRcYBlRIDKBXDat5loH/zkG8ymjLdFslkZq42RahIZ/HGqYOYAzXuW9ecI3cQmFhtzqcAXG2UGywRW9K69uGf5pcByUUgqepaLIkzct1PU9b8X9yzTT5fAsoJX6iVeTdD1YecETWy8AjaEfX73xFpbKirzxkeWW7lE3Qg0PJBKFbxM74RuGkF69GZmsEyVDWqqiy9RmaPS4rGhgjr3Ok40bAItfTcgT+LKAaHCFOhshEIrldDGCVV20P7b27Ya91YpR++x7zYSyKpxcbf169VrjAozlSfAvIAPFGoo1Vlky9V7lSwZ69Up5l8of2dLL0DOhpTo8OCWd0TWUb+rH2//ee9yO0Tjc4gCudl19bZgcpUgTlC116ztcd/qf73+cVt7wZ9sshR6WsVaWHrCfnbOITvabAXCDw/V2B6iJzeqJ43+414Fs94ioblfrvfhyYees9MuXGzdT65w6iLzFo9nTxhIenfuEfNtzrypNvhCh83ce1vbe/sWCXD1W4+eE5ZRsBa4F0BrlwK8KROr3N7MqyzMLa8s5756gAbBZKnPclLDzv7rPv+KFE2Gw9+pgsBXgGX3Yi4o6QdYdl/tBJbdlkx/m1kVEXxHsis/l3Zdy3Qpz5/zi8vsx2f81J/7K1WWKyXwla2jHAi7CF/YiPFh7rPswDN4kuE1TB9zAockaTRXsXxyD+UMiLLPso86FkuprSBVBrmTUoEvzu1zPp0H5Mnqw5pRmUCui24lcMqlqouOAAAgAElEQVS7wbzivQB0RfXZ9bp1zVVegcx+zSQAQqGa9oTUH53A8vBj6DUOqjZqVAU6d3oH6XumbcEVmOGYcAy9z15NC99pfs/aWvQtj+qzq4DzPqusWSXBuTvfcKCVnftpem3Uh7PafnfnvVLK1rusuc9Qhxp2AsvOZKIqmv1kg3HUq/6BOvl877vLTlY2aard9b9323rtL/WcI6mBU30eDpYjieU0bK8I557l0OzIDB7e7xoBFNg3sc4GA8oFvhy8i1WjPbJe7RqwPHg3qrXoXnTVY/a7i2+x8ajtO1WcREGmskdiclBrUO7pjnEuSW74GLK2JRV/T7bAiCkFywGGSVy97V0L7R/fe6ANSigxABqWhqE54O+v3pmg7AajCCAM+Cq0cJSAZY7nvsL2KNwe+FlYPm0BlnUMVOtQww5WCOyu8AgOAVDfL3TtCHgxrgWNAfdZDjo3z4b3jOfBfkHCnfc8wHJOnkcSgfNEAMQxwXKLKif9wFSfAeYVLoIFo8kZVyTzdcAm0dy/8vkrJWLY4/aDYYYRVmjVSlK0Ctke9y+vt8NnTzAt09rjeA78g2VmCJvGGJJgF7MHrRZnbgXtO3qWOYZnnfq+k89yTv5xDD7yXKe3q8gKDe9oaOoOXHmmHANY9oRZ9F17ZVlz0avGCSy7dozGD+YDDgoKGNwdJI6JtRMmwD+d+AHRsFf6z7bsWWZcco/wK4HflzrmtYDlLSvLhx12mFFZBiyP9iz7oxr9Gh2B0RH4K0egdA2BGVOumOPSSy+xM2SHd/tttxcScnkNU4HYv/wXUGvIJD700EM2f/78wiWcJYGvefPmKLvb69nbekR6yEAr0HB7hGz/ooVbSXvfhKD/FCo/3o8MTTIsS1zgS5sd1SAXClMggNUMwWzYXkSPEv+GbkcGGDBFvxpZa9Z5pzApmOHf2IQUN1k2R51TGwf0WY7BTsJ70wAryo4TGEV/Vq7+hc8yGz+bdo/uAYEv+koBok6NSjRs3wiphCsIoGLIxkzfGIe16T4nQa/Vf9PCTdBU6QqV9I0pINF+L20ZBf/0mukaBBIuf67PLj3tt9bUvlGaN4jeRCWJipQDQn2eKyyLojegCxu30yT79JfeZlPVWD3YiG1QBFsbECxy7+iwNKEKz983iG7uoiAAGBenyRWPsLZgI69WooNqWE5iFPvAwq6L/q6ggIW1D+JmmUbHRGrzqntU1B0sey95enY+xlngqwQsa2wcLNNT7QAg+q4mKIh6ToHFW793o82960mnjFEF25wrKW6jo+oeYwMoGFQASXCdhIwKYNlFi+K5QBOFNuqhI5U4gRiuCWsQD4Y0YH26h64dJlo5cqKd6v2ta7D3vX9/W7RdszUpiVHmNE3EYQB0AAxodqo8lVjU+D2g0Ep7gWfYY4wJOKMfHrDMXIYiHBQ/5nIoXUdVxSmYenY31TXZlV//ha1/aIV1NNXajBlT7PCjdrJyBd0zNZ+2nzXZJunf/3X5A3bP5fdbA9TeIZWuejtts6LyWgWDK8ZU2cG7Tbdn58+y90hcbDs9xxdWdeqQLrvj1ifcNue+qx63uvEEHyGARoWd+Vslevf62jqfF1XPdVjbfjvYl9+zl22eNk7zs8z20HxspGICMFQGBFrrk63tNqOx2ia01EnJlyTalmA5VaYKathp7SgRBwQs+9qRAj4CcpICjMuwRFtBSb8Iln19SYE+lR3AsgNJtAI07l7to9EeoLCuyy7Zfif77vXXmX3yFF/rXhks19vus47WMwuwV6qGzd8CWqAiA5gdLAOoBVARhItUWqhGA0Rz1Tj8Wwlko6+Yo9yP2AWakjAX60GpGjZVPlgQWQ07gWVAUhEsI/TEexG9/Hz9bdWwY912izT/rK1Vww7wXqryDWAsIxGg+9oktkTlqo12z1v3srLTBZjVY24rVtr1j95ncjazbpI7JCCTJy9zsVwTxT1nHaAV23N6uyVaNr7WVisRt4NYPCQyq/U+hMd3qThVAD/+nkRNBsssE25vx7taEFIk0SrwK4BCmxGLTVbDHu9gOYBnq4QKqwWyyvXOABAbGmrs/LP+ZDdffZ9VN9Q6m2hAYMwr724Z5jPI1zbswOILdpX2Xc2NTIl3sOxzLKj1DJqzDjiGASRRKBX+/Q7b3f7p/fu6rzt3S49uFp7yaqZ+Fswpfst6rfeZXmPtmSSEXVOC/VeJZu//1fdBw6ayDFiOVhr3vJbSdlNTiHIWVbVTL63mBe83CWP3zvbed/Yl5rsYOLyv+sPoH08CX4iT4Y7hPcsCpzCc9FmAT+wHw88avYKoapP6BFQWwHKyI8xgGUDLu8Z9sEZw3aEHoblQXWm33fKonX/G7VatlpTcX89zpS2nWnO1Xff73n89wg7YabKPZwMaDI6/qQiLYeUChrmFiTGMyjJzh4fklVxdM5Rwb1HT3wBkYW5lGjb06cYSBg7PIqrGkUQh9mL+NuPT7a0Nw32Ws3jjBvU+l9KwPYmEOwL9/lyPP/cAy+/4f9CwXwyWa2vlN61r9V52FuBX+dqaY17tHKW/z5XlbB2VK8u5Mj7Sn/eXXNurHRtsoVGf5Vcbp9Hfj47A/+UIBDsSMdxyu0Rg+Uen/8juuOOOvw4su3XUbrKOUpDtNGwFs3yFgBZBscBd6gkOga8U8PqCDKgYCA/lRKXsV/UZMR8WaYArCzcWHJw3RKKKgAtxrqg8Joq1V+2iF9oVs7VJelDsG3oSchGg5jMIP9kIybZSHXCwgi0Uis/03JJtdkCNSBlCKQGWlXz3jR+wHM5RQbcjG85/Z8sHgGG5AoVagadKnatLdjRdE2qkjqygV0HGBm3UUKvJ4NcILjcKqNM7h80N9OxHZff01R/eZpOfW+n9oGz10bOMwFfuUUzVVA9EN9v7P3ao7SCfzU4ocQU17FBLRhmU6pAHDvQsC9RQLYACBnKOnuXwyPbMtyhhXv2DZsh9K+uPNRSbOcCPoLWLvte0mZM9p++VREc9CqMcQ2VZVkKIi0UyJIIxtlWqfV69J7mgIAGbKOYMx0DlZW7UY/ukUj+V9h49hwnqGWzb0Gdnf/86e/a5LtmAcBSestHjWxybRJcmOMx9lzwqBZ2DUFKTZ7IHufRd8r1v9hI10XPBL9cUbKBGPaiq04I9d7C9PnmkNSjbswFGgyjV8xTcYi3DXOhLvZHNEuWJwCv6chVL+FwkjIGi6mq5rkAaYkNtqgowz6Nfn+cCjU4JniQMR7CKfYhbjvBO6RK7FNjXVFXbt+9ebivOEA1d4m+6RCVThjTPBq1Xc+eII+db8+wWu/rcP/o8x9e6T+emb7YaZW599ibNY1SlBwXwlh69p+2zdJV1re6wTUqgDK5ss85dZ9nEp9Z6pdMrFPr8Ad0D/3bRNBId+u8+UbM3D/bYEJQ8gfUOpRl2f9f+9sZF00Tt67X659fbDdWNdt3Z11rHMYvs8jfsZEPL250RUK3cA/cYPX2RZClaR6n6rHejMgkfqRXOkzFUQ1zkTf9rV8DXpAAUAMAXv3efZSXaojdP803PgZ7DAKGhkluVbFRIPkHrr9AcrRJLoFXRYr0WxkcFOD967DE29K1vm33hc37uVwLLTsMWWIaGHcCJ6moGKcFeCOuouE4uDbBc7rTjAMuhuB5ezPFKQseE5hsA28daAk3lWgsc7PA5nAcP50TDjvNkD2V9nleoFZCVUL43I/BFEslBU650Q+tljYu+Tleoptqre/BjAF4ujpf9miO50598luN6Yo4DvAOY6wASVrARHCzHe+99py7eRbsEjB4+S/elX1IR9zPpHfAqdqEXm/csjh2r6hewjXVrQC9g/cZ2e2HHbeyF8z9nZVr7AMyXPXS/NetZYHnUC7DynuUAua7k7PTgAE2DGmOYNrBWKkStoEX+eWkHsA7VOPUXYJoBWrbjYU/SmuXJsGBHDGre9BTUleNdbdeaD+03qNqR1CVJCohz9fJE1cbbV/jLN+R7Fy+3c398e/J1j4Caew+2QKDXUGqmHSfvA1yj3oPUh87ccIaDC8QxXjxUwDLn0frEJiRRNCly2b+ecqzNmlLtvcBZ+M9FG/VuOobTuaLiGWCZ9RoAS4I2kq0sTLxnkQTnvl2XwCvL0W/r8xIVa4Bw7ll2QI14V/QI83ecKlqlEqCmKqq9gFUnmCA5cUFLU/ZZznaEYYOXK44kf1vws9bfRII9kjUujEjMAFsAga9Mw06gm4eJnkEkkWP9Hackd2V9tX3xjJvs6SsfspqmOl0RAn7xZvLOVav9p23VBnvDhw6z49+yl21s7076DzGOwdzKzz1ijX69wE20fEWJOiUligKp3metn3sfscdLW8QaXsHX+lXS8sU1FQW+IsHqCSJlFbyXXzfFfumguxBTBU2dGCx7Z8dnRRz2zvdKDXuLnuVSGnYGfj7Af8FXBrOlVZy/4M89iOW+nnjiiWE+y1sL3v+SzxrpY0fB8kiP6Oj5Rkdg5EZgy8oy68zFl1xsZ5111l9fWT7vnNNtvsByh3oiewC5VHV8g4rKY9CwI0Pv9i9QKXNlOS3aubIcAl8ET0msywM3aNhsxAGkogcnNu2gOUXl0UV6ZB2FbURsjlkBMnpE3SpCdNAmRFpSVo/rI7Nb2rNM82ttoWc5q2EDsFJl2a2juAcqhBG0svFEz3J8Nj3VQwo4ZigwuV0iGDfX1EkMacge2nFb7UZC5yhird+o8nEdfhdWteQhu+/pZbZModoMAc1qIYT3XfmYrfqv62zqJImmeGkglG0JNotBEkq7qkipGtI7b7qd9vljrU7VAg2xB2lsnLHhRzCYqxlBW6PynXuqUgY9A35/dqHWWaPKMiGs964l6ygPPBV8tWs8oei6NZg+y8EKImD6LIAYATCsgFrNAZIHPiegwTqtLoAl58JDebzuuyKyD17pEyHXKXzPV1bbeCk3tfYpyTGt0WaIrvar/77ZrvjFIyHW5vJFBOUK1GCSeQAZYBlhpbBKIVCiCgK0prc5emmZT30CmmUkH6iI6IJnzp5m285otN4dp9jd1z9mOx+4vZ184BxrSsE1SuHrNbfUoqzeyGSzQbIGpddUWXEVdSrLqKgnarkLCdFHh4iaFzmiOlXjlmR5btFvp/Nm4TUNB71tVJYjUA1l6RqB0suvWGw3/OY+JSaqXeV2SBZVvQRECk4HW9W7KWZBowADlZfuth7rXbC9KSa2J5assRkbOmxzpTxbRXGopJdRrJAB+YiK3+qVecA1nGyAMAAqigYknAK0A7oD+qRkDb22qBMDCKRJ0KWy0zJRs7d5YZ3Vr+qwZ6pq7Q37zbADj9/fdlFQuVFJAgJbTxL4HJW6MGPjgSxe6ugdqHcSmiI+tvqoXiWd0DtoUiIB71Q+PRgn0A2DtYDCPmr6ULM5J5UV10RwWzJetQrr1Tvf2t1nkybVa01QVVmVsjfO2tk+vm6FvWftWtEpN9uC6dtamar1X/jM5+zr557v97nVAl/YiGH5lPqRuUEqwrRK5HEExAAYq7AsI+DWtVMZpI/X+4wZ7dyzrLGN6cLaCQgPSq1DJqpaJWDZrZqSwFcG1HEMSYcAVsOPCaE7eqM5jmftDAZ/d1Th4nMQ+Coco/fYq5nwPkIcz+nT6RgEybhujsnvoNOnda0IkzmgLtwX5wn2jlfM6aV1WngI5jHXqkhi5evBD5jfZqEw76HQQ61R8qOt2zbMGmdLLjnVynaeZV++7Y/2lo1ttkJ/sYkErvfbJjDolFSqkAD7qAiz3kzSvHpW6/I/T51iVy99WpXrbLWT9g4Xpyq28GAXyL4WVeM4D/uSVzNzolWVQZLFJBRdxM1VmtVOgoo/c9jBjkCl1sf1qi7f+1SbXX3qb2ys5nlVFcr88e4FfZr/pqrOaAaDABq/f2nObskWCLAMayqO8TVS7BJ0wms29doLGpsJb9zLvvgPc6VmXO2/9+vRe0cbBsyPqCzzs6ga+xpUoGFHf2tURWMP9GM8oR0gjtumgl8Qp/LzSImdOQPARghTx1R5UiKs4cR0ToA6PivadlLSW/fkKs3eh57BchLz1PkyWI4KfrgIRCySqNq6A0+ee8ywBVh2xlXMddqTXFBT3yKEOEF+xNfp/bzq67+2rsdW2VjNk7FSsvdRJamlzQCbqJ4dp9nb/3GRHTu9UR70ESM4lZ1kueads+WYG5pbA/TJI/So+6hUVqdHjB+3ACwZ54iFOE9osfA/H+cSNWwSPexddYkl5s+ioIZdBMtUgHmmKYeofSW0RJhgWVXbnxeVZY83wjYTVfh3Ow37pXuWMw17JKq4LweaS0F1jt1c/yH1QI+C5VgGRr9GR2B0BEZmBPJalJOvf/jDH1wToa2tzW644Ya/rrJ8gSrLC+bPk3hRpweJVImzyFaH6L9RWY4gG4ouNFUW6aIqY1SWC9ZC2jAIZryPKSk1bVCFOlefvbKMwBcVvrTxORAhY+8CX6GQiQ8vGVlUO/kqeCgnRVOn/7pIC2A502BRw07+w2xO2pwJFIq9RpERpheOgLyghq0qg/dH6dros1qvjXGaSKg3TJpgn523KHrq8teqVhvq6bRjetrsD0vb4N3Zz2o32r0V1Xa2QMT5T/zZeredbjNUefu2+qM6lj1rFQmU0TPqYE9Bkm96BFII8Sj4qZ3UZJ/5xlttgjZd/HKD6q44JtOyCmA++rB5LoARDwoI4hAOSVQ7xq/gs0xfKYH6MLAc5QRX1HSBJTZXBQDJfqhFY1EnEaqNGvz1iaJeeL4lAl++J2ssn1Ilp1qB6DM1tWo31Od19ds99Q22SIHex2eoErlqhe379Bq764lVdtjVd9uGR5/RPAogV9ovmfsuc6BeSsP27R+bLc2/zQoIBhUQDohhYNMm2fYdrV7lHy8q5okfP8rGyRapRudeuabD6iZKYKe9z+djsToeFZHw8E42G/hWZvq+V5aViNHfcJyDBA+UE9U9z1HNawfUef4pWHMatnuaIjYDDZsex1B554FjA/WAKuY/++avrfypNTaouTHQPcam7dBk5fvsbM9c+6Aqw/Jx9sqhQL0SHC1Tm+3D6mUfmjPFfgy17oo7bMnNT9kEJH5TVd29ogFwrtDsj1djFdVFgvGojkfPfblUeH3y6aLolcQWCdAE9IKqzTtaTumavxKns7O13xbtO9W+JFGwTg2EsI1XGnnPfVHS/7VrbCYLRFTrZSZIfg4rHMAIVSedKdSwoxcvC8NFEo0KXRYHLBX4iktswyt6cp3dcuMj9hu970fLR/qyW5+yxu3G2XbLV9qD20yz/z1wbys77kD77QO32wwJpq3X+jK9scH++7JL7HtbKfC1YPaRuq6gVVNNDZGrVIGldxSww8gyTu7LrXsr9DUDchnrULqOBTqdB+AZj0OxNf31AMwAkVv2LBf7UjOwypWvl+9Z5lGHLRR9+qWiW0kNO1WWHRPp/fFe45yMAowlCyo/T8EfmZ5lMpvRH03F0xWYGQEXARtOsUZ3IXqWA9iFxzTVZ3yWU+KLz/JkabRMwBChrQLq+iYlVKrlcduuBMfjvxRgFkha/PA9EkTTvNI0HJ+so6C3AqJYo7NiNu9bhwDHVK2Xj2oNPmHvg2zoyWfsvmWyZBKwG5uov96znMAy5wH0hpBdgMFgR+Se5Uiass7yfjtdOe1Bob2gnlh9T0KQ5Nd6VXlPP/cma1uyWkAW8MNcKNqBDQfLkVxxav0WQmo8C8Y5sE6IgJHY4gdD+l2Pkkt9E+rsKbVpHNPRZh/90pvVUqH9WQk7xiTAssA7lm1674piUKFn4WfdAiwXxKBcmT4B6qSGHeArEpReadeeTEWYvTfOI2Cu/4ie5QBoJLA9HkjJVfptPblaamnkzwINjtyWFeJdtd4alfYzesMVD2Tnhmxp5wJfuiD2cJ5psKnivviescMNI84Tybbpk6vtN8s32K8/9XMluNBV4PpJCJEyCqbE0ECv9bzzIPue2lHqxMzpVzIit4C5eJeqtLCKuMsaJTGfUaKH/W6+/JnvVgvBAc+vsQ1aq+rcQzmSSC52SvXZFapjz12vRKiD5dSSRrV+gNanRP/nAxBgYw/x4oJOhAsJPeM+Pt4WxvUQw+h6dBDvHkJ4pOXo1Y9noX7otj5raam0kz74YXv+hZEHyy8FjrcE3fkYWgFhXsT6EGJhfFHxgYZNz/IFF1zgPcujlWUfmtGv0REYHYG/cgReqrIMDfvMM8/86yvLZ/3wh7brLjur96rblTUJXjNYppc3wHIIT7hXqjKu40VXjQU5Muv0aPJ7V7qmBydlOKn8BKjlmNhAXfQjU4YK9g0obeO9WBTpIZCmPwlhC87tfqquohlAxCvU2jCoXtIzykFhqRTWUWyUdDABIrleNlGqU4DlPm2040rAMpuTV7MIDvGWXN9r10hN94t776u0uXxuL1bv49X3qDw1zey+JfaxhdNs48zpdtXvFtt29y+xPd68p5299252xLoNtujxpfaz5Z32vtk1du89q2zdulbvC47qRdCkoWs6hZQKkMAK3/eqorzTkbvZye/eX2rJui9Ahe6B6ybTnNWw3a5EIK1GCs1YesXGE1n+YQJfop9JpNV7zvnynmUBL0A440efML2owQqITZnNfVOvQLICsm81TbDT1q20bkWr9LFzDH3iJDrYxVFAlROiTVZVc5cpquQtUB98R6cNrZB6s8Sz7Io79QcKngVW7YLrbdpqiarUKJg5ZDebf+09tmx1v1dJoLKSpPBEAtVst8MJ4aDBfgE5gkX+YZPVMZ2d/XbSx18nkZRae0I0430On+82TA4CNQ8GKBnrDARwBMVDetaI8OQsPI9iAwGc5mq9V5updmxStYOKSFI/1yC7h7fmn4NlKhlOw5bQmvrN3JYJBoICKE2P4T3LPv9S8KhnFz3LJJsCeA2oCrZWd37mpXfYC7+7z5qk4ot37IFH72Qf+eg/2KnXPGLrVmy0nTo2WsW0ZpupsZ87Z4aNl61JtaiTLepX/srKPrvms7+y7brVC+9+s0EdxgKlBpEn/cCVoplbJCQAgVC3CeLpQ9C86VdChvaCwbE1UtzVe6O5BuinmjXI7wTCx2C/wjveM9bm7DnZ3viZN1vrI89ajebjnAXTbDLVXSpFOn5QgdlaVclvGddsA6qyHa8kEbRu1g6eCHoHAzquLiUSCOyzeFwo6Ue/vDMbSgA1we7ESTV2zmlXaUo9beUt46xljZJUApybdY4KrVuPHbCHNf7wPXbVmufkFz1WwWa/1LCb7OcXX2SnbwVYrhwTPcsBlnk/QsCKcRwL8BPIpR3AIZPmpVOs3dYnRK742SYSE65iHdVdT8IAiKgIpzp+P0Jh+DVH/kU/1XyDwqwKtXsfZ0GtYT3LSmKVUrX1vgxKvAtV7aFs1YRNla4ngBXvcghG8T2d5z4/BJS9auziXUmh2u+L17nY+wzwLh/bF/fAejhUpdaT0A3gsp2G7YrZufoc90nlfEg/i7Zc1i7AO58FtZfKafSRjgFAA1CcFk6lPUDlJnqMV/XY0mP2tPZLv2a2ZoX96cH7HSg06J3D0oj32W2GdCKs62KMoearsqyqX4/u6+C9DhBYftbuW/GU9Qosj2GOOw0bYJXo3NCMAd26kgBWKRmb2BEwH0JMLCV+XWG4qA0BiBsj5kZZS4N98d51tk7rW3m7ks2sf/J1c6u6EtXxF4Fl3T+V5cr0LCIpEZoP8IBYKDYjUNWj+a0KNTfaM6HBZkxosakai52O2dUWttTa5MlNtnJdj69JubJMxZFxKoLlYMm4EJaO8mov9OmCpVEGuWHjFgAm1JZRckaTATZZTvy5BaTG3yvLBZ9lRBCZL/mdpuUqNEzYszkWqjrjPCDQR/LcXTfS9URFmORlTkokphngFAZRrizrPM6mcrCMuJnWYzW459YPKtase1FZDmtD2sQmqn3qf37zgN0pNk+VEir8ziv2KSnhzA0lEDdpw/zst95m4yXSRjwSsRDXpD1kvfZgAU9SB6SEjj3oULWjrLQTfn+j/U/jOLNdZtjl7a2+Z3jlXf+DJePe8p4ECHBIu8r4cTQLkCgWEHZRQ5HUfO+JtRw2UljqBQMPhwrEOd0+MmXZaZGLIkV6l7V3dykZCYvJ4y59AvHbuGaso16ehj0SleXSwBTrKQBwqXBYzClZmkmLBf/mqVOneryRhXdeqbL811LE/8oYe6v/bJSGvdVDNXrg6Aj8n43AiPYs/+RM0bClht3a3uX9lg3KtHvfMJl1BQsu5APCIODVpgmgYgPNPYX0q7paLYEQYIoNFAsDep0U4IQAVFCY+PIMcEHgKwU86iF1awbvTYsN3St7ClJCaTgHPCGg4RuoKm8boAh7ZY8zRwY2CyxxHnykQnSjqGKp9VoVt7BUoJLOpkW/Ft8P6LonqnH3ippx9u3XHaBIQeJIF19vCz92hspCClyogqjftFOVzS4FMo1Q1BVE9ssnuLu+1poVfNbMabHuB5+xTl3k2PIaCZBFMMJX0ByhSxYDTfoGoRV78KF+1h0OmGMfPukgq4Uqy586WA7A5fliAhL1ekZlOYJyQgToZoA9xEIA1Bu0KSPwlSn0PLuxqsDQv7VBgIKwqDXdd4BlJRIUx1bpGm6ZMcm+uu0c+9Uj91t1qywmRCOLoFrnleCOwg2bTL8v6sj1dbaoTWeTb7Jde6ft+viz1qkLG792g4CLrqyuxmo3dAqgltmc9+9nnz7xIDvn+kfsT2fdauM3K0rwaZHseHQv0StaBA7RKxoBMgHvm961n73j3Yu8qkwwtl4y0YB5r3ZQ/VCvOMI0TjEsSdbkagfzukNVC8YIMZToe1SVQnTuQiKG+0Q8zivLAb4RpkFYrej9Ge0FpdZRLvCVkzWJ3khlOQt8OcDWMyC07dO9n/6DG2z5snVWo3dmZUu1fe27x9tCVVxaBdyrBVzLVSXAmqWrUyq3BLzeC6jqmu77zM9fYU8/vV6ggSQCohcnog8AACAASURBVFMBlp366sACb2uNgSxRugVq61S526Qe0cd3mGoLXlhtTRMbrE2Z/t7n1Tve06FgulaViE7vs23YfrLejX5bq2f3QkOd7fhMm1WKvtI3c6LGQfTVZett4V4zbOIhu9jgqjY7eO5U0d5n2oXf+q3dfMBCK/vIMXbzPffaJtGmEVoiAmTdINHGc2CMCJRhj7Toe70CHuQOKSDsVZWujqqTx5bQOsvsTzc+aJdfco9Uh3WP/bonZePcr5jxFAXy0W+eZPfOrrBu3SMRvlutqdpzyS8utjPOOtffva1Ww/ZKU7GyTNQJkPF5mCvLUGS3EPjCEs4ry/42Mp+jugotnnfUe3vpU83CXP7eAsQ5pgTAqh85FOBTj7CvG/RD6xhWOb+esGpydW4Hp6E2HQAgJZqS7ZqL4/FZWQ07VTO5Tno1QygsAnkALMdVkgTwD4M4os8isE8ie1FZZs2KypwDcz+mWFkmmeD3XnqMV5aDqu1PNiccHFRqXQRla594YI8drez331LZVmdc/rRdt/h/rVwBPyVG17KAhg1YdjGoALkdeu+2UUfMJ6ZNt9t33t2+efOtdmBvhw0g5JR6lnk3YTVkASuqkIxlqDSTJNqsPTCJSgGWWW+01rE+hKp/VJ+pJI9DT0KWV59ZO2hPfP13tsPzq6xMwJwT+ruYVKwjoAbYRR+6+1V74iL6ZH0M/U2AmQDLhSScwJPs3Sqmtdgzs6bahJ5uWy6mzkeOmWdH7jRVC3S5TdQ7s1HvEvsYqtFurabPCkYRVkTJso3qve6/XYJ8zeO0WfBItW92uXVU0RpxCOE0B7C0IrmlvCeyKmHfaA1kAsE+Cu2RLMiXE+PRP14Q1ERjQC1XLghJ9dn3+gC5vPdQ2knsemtFStIClnk/nOnD2sA6rmuknYUEQikNG9DNvGTUmAul1lFdWluZFPVKKIYWitZsKt1Ta+wnVz1iD8qZYqyEKMoU52Al6OoCLsSn8VLCsEuJ4r0+faydvMcMtRb1+Xg4fVqHeVFAyfxaZV6WKWH3j4PjbPZ7v2NTVq/Rmj5gfz7/U/bHJq3bJCt141xzr+Zcv+ZVk/ZPRCG5akCuj3MCwn3uMAJBrSTBmmjzubLcpzVRufQA3alIERX8YEsVqthu+8hnReBQFPg6+UVq2Lln+bWA5QySc+/x8uXLvUK8Zs0apznydc5Pz5Gt2Ql29dVX24knnmgrV660BQsW2EUXXWRz5szxOQtYPuSQQ15UWWYO5c8YCZq4X9AIfY2C5REayNHTjI7A32AEtqwsj4ga9nmiYc/ffZ61CxR5v2XqR3aBL21YVC8rBczGasfoVha0RwHthFR9ptLYjQhKpgxBA9OmUkXFRxnoToKOXMHUQh8CLyHSAuhzRVMCBW0E0OJ840uZ5Db8KwVmgrmDfUr0DTVLbCr3NUOTqxNwH+s0WIlIQVfSTbhwiZdGkg8m9kTUO7TJUljDh5Y+okLPMhV0bYRTBZSvUpb4s3vsY0MXXmt290O24KYH1YMm+psy0tCnva+WAEybLLsoQRAblrSZrJeeUPWelqtnmeCRHkX/vYdEoYrKvTggTBPE+wYR/dE5Bnt67KHjDrXLjp1jk4bUh6pIASEmB8seyESgiEI1KtfVsr8IemVkrKFU43VJII2wCUAF+yg8iCsUCNxYUW/PttTbyevWqD8W8a4QLSFoYcclw83mPR6RN89gq8CjZIPb+3jlSOfb0GsP1DXap7bdhiYzsyXLbbtP/4+1/H/23gPAz6pK/z+T6ZNMS+9AAqSSQOi9BAQpooiALIgCKkXRVRHb2l0VQcCCujYsLNIEBQsqIFVaKAkEAqGFQEiZZCaZZHrm/3zOuff7nQkoyIbfsn/n67JJZt7vW+77vvee55znPM9TS6y3XpVGBUOIr/RIjZkkAEWrLn2vp3OQ1Zd0WPmE4bZYlefqZW02ZLUqhHq+PJgnWNRpRD830VAI2tALSYDHY7BS9+ldnzrc3jRzpAJkAG9Ue93iSSOOIBzPFhVSVMoTXg3xGq9kJBpigf0QPXFUR9e76m4kYghqCTQIFHle+XgbgNMH2SYSOm5Lpm0QwnGBL+2DmMgFvrgv6d7Rn+fPCgAWYRi9R5O3qrXrb3rCfiLRmbJBFXbQkdPtuLfO0XPUZatE5y/YkujY9JJvENgcp+v8W329feLJFttTNO7VBNVezeQJAxgrkdW53tZKrKtT1NadDt9JvqcbbKcxgxWsVkgsqdse22GKzWpdbXXD6m19Q409pnMYurrJZswaLwXfBbqeGpuz3zTbKMDapkqFMxVXbrCHbl9of73xURtMQC818Y4NbeqJVgCt+3D2mfta93Zb24+/dq3VP/G8LTj/PfbzbUbYMIkGDkLtWmOBrQzPV60E8PAh5W6s0nhVaGxGocwrkPuMEh1dg8psosAj1i31svG65ebF9uNv/VFMAvVlaj+dqkZSLUSgiMFeq3Pb9QvH2Ak7j7FSgWX6uAkkGzVOV159mX3/Rz/2+/ePBb4abOaEQzUfJBq2A9ioEHuvavI+jrob9xVgSXU1vI+pNjkg0nMT3sdQ8EN0q0wCX+zHq+v4LtODH3txb3HEn3J/NHeR/Tgwzx7K+pnbozGPkNzT71DvDTEovRtOZw4qaZn6rBHB4/ntcG/f2IYPidDoRwZQ8LzSUgP7IkS34hkPIBwAPz/39JwDVJnHUO+mKpxUvtN76j3LPrdHgs/Px72qoxodImChewAQ82vnNKjgp95wT4gCIDVBP3TIbCs593TPzl3/55utUtXDTtSVdT1FGx32HElUepa3qtlou87cnonE/nDfw95DioUzg+9qz1SW0UhIvc+uwEzFkzWI+6mftyth1uiODMFcct9eXfuQ1K5BVxFgZ9qwSvucgPI1X7ratl/Rap0S6cMBPhKX0UPO/YruddautA7wAKdnivvOu8sAhRBltx3+ttk2fbux3hI1YfJo++XYCWIv3WPfHzHIZuw/Q+0QbQ42oYXzXGY9EBLIPrexH82HNVqvEeaKPtmiwJevgRlQu6VRsHmiCilA7QrMeY7UPKrxDzVs7mECetqGZ5Oxo/Jerv3hEZ+T51hZAd6zO4aDZZISWNExriTJWNu1RvMssF9vy+JeJDDIdTQBKlMbFtsUBL7SNox16BnEXBw07FgM2bfb3unvzUqobzG2xu665XG78Lw/+PzGMxwMBzZHn0NilEoQrRFA3lmCaafttpWSk+1OSy+C5aCp0+L+zeoGe/GcX1jzguetYkSNb/voZ4+zL8/ZwvZUSxB93Og2YKMVYDm8gxnovj3LweYKsJyPxb0o9ixHH3qHGHNtmjO5P0UP5T6CbDqeU741x+b9cG3BKCiTGvbrU1nuS7GmcvyHP/7BDjv0MHvTm95kEyZMkP1ik5111lm22267qUVqqNqjGu0LX/iCve9977Odd97Z7r77br//jz32mM2dO9cBdKZhM15v1KpyPDfx/uEyM3PmTLE8Rr1hgb0/6AOfgRH4FxyB0LeIFhBo2N/5zndeOw370h98y2bNnmbLpP4I4BusyRWBqRpFEG0KXutc5Eg9xAJeparIKVKzzkYtOFqMuhRRPKN+y2GDFWhIFKhKi3G7gEibth2lYHaysuKES8vVWklPq4pWWlwVuOTFMfvwJppc9O3EwufWCFpgpVnkAcemPcve10xlTxWGEPjCB1ITrNYkFDNZLCNQCHoyH/ZL9bmv6AbRyxoBrEmqAF9f12Dn7LC79d73lO122EecXtmlgF1DrWgqZaOxw1KwALWOgMH7PwmQiDKSP2uEiEkhF4BNkMQ1vAwNm2oTIJzgolP2USN2mWZfOvtgq9Ni3i0gsl5jHH2v4bPsVWP60hIN28XDNGawAMai+qmq4tqKShd6qU6VZc6wQdWJWWNEl95ytD0y725bo2CSakLfDD99zVC+WGBJnHiGn6Al0b3KdR1PKjB+51QFpWO0ODzxnI06/vM2XhXOXgW0g4hc9R0qc1xyqQIQfuAiKgoYSwSCNmrhV1eSQJEy/AIkWNJACd+o3xOUQR3NFatCJU5Bcpuy9/vOnWlvPXZXZfiTiiuZ+kRZy/c3lENDvMbbCXQ+7sftgD+qHVSWCQRDjb0/WI4WBD03CvqqCtZRyYdVYNM9Vn2bvpXlpMau549xY0y9QkKyxlVUAcuAcFXvtY9Buj/zbnvYbnl6jS16RAHXC602dYeRdtWJB9snJtbaEWvW2gb1ZNcq6iLchgYJXc8tUXRyp7aV21P/cbXNePZ5GyTKfBt6A7QXjB5mz08aZluPrbejBFZn6F5vtVW9lYuzWKIgG6BRITBSJtomlGjSLy0CCNU6PwR2B+k9gsrYqWptg4A51+CWOirYVo4QlfHmx+3FWx62hxavtTF6ZqvH1dsTOq/Td9/KRk0eZxd9+RpPRM3eZ1s76d37etBY7FmOfmSq7N3y46lVsufa3y+0xyTW9ZYpjfb4A8/ZjQ8stYZxI+xDJ+3sQfjK5c224MEX7cqf36YgV1kfTVBQy3vJrskOa73E9w46YpYdu880GywAgyhd+Lp3iurYYL8QDfuiV0HDRg07aNiqCvEu91HD5rWmaktFNPImiFxRSSsqZns7hQA1iZ6smB30fpSUs+Ix/YtUbQmyEjj1JBFeurnCKBE0aRg45RswnLCV07BdAZ7XCQ9l3S8qz16lDbZKgK9cxY53sL/PctCeoZf7s6hrgRbOXFaeaNhQy1G4DnowFTyYOoCj0Bbg8qksu9J1n6ox+/He59xvmyrL7oeeK928/4DlVFkGlOfzibYLFP71nmjOqnnuRbvjE8dayRfOsN4lT9sDTz4ilXjNuyRak6VgWEfx7ur51Hs3TO/GWp0bNmsoaHfzfosS6xXGAg27qFTsvbQaCHpgo2c5BKMamPv0c69m0nIC0ON91n6wsmpSFf1uJdfu+ujPNTdukNCeEDkJykQnZ6an3SHbinHNzH18sLgDjQKjuc9U8Nk/ydcVneV2/OePtHftONZa9P6hGfHbZrNPqVJ7yZTBSnC12os6v2q3+uvb5hGK8txUZ2RpPgRMVwowu3+9DlAU+EpAOFWWvR/Zq5AhhOk0bK/+J4Evn0fzNrgesBaw7qVtdD6Ax8rkapH345VuXbhTvl0Nu+jbHgC/P1jum7jgPri1Fy4bWAtGB0v4CDvojgp17imHcu2OBYBlnQ/PRGavsA1uDkNHDLHfX3OvXXHJ7VY9GLAc98KvPFX5e+VX36rk48c+e4SU8eWzrHYf129hI50U/exc12Ctu9s3iVl11s9soib7Xk2cJVq3F+w1wzp+9An7yWP323at62yDEt1dDpZxGNGa4QtqVHtJbvj90lgQj0BNJ9FNEYA4B4DPvciVZadhQ9Uu2O6xpoUlFtfNh0QtSVg8nLk+B+ZpbXzP+06zF17obx21OSvLmU79jW98wz7xiU84CAYsjx492s/ttttus3322cfOPfdcO/vss+3444+3yy67TNXupTZu3DgHy1SWv/Xtb6kAUOmMtcaGRqduD1SW4/4OfAZGYGAE/vkR2Kxg2W660f6sRaF62SpbK/Q9SotjnbJlD6l69LAokCUNUuvVOZ6oauRfq2rtnrIa+9HMbVn6I/qHA60g01c1zBtpTpSIhviSVv/C0+pn7LWrliz1nrJapVDbVHFskuooC2L0jGaKtRZ978nZFCznfkYqtamf0RWzAcvKoitw6Cvw1Rcs++JdAFOxeLdJyIlKIhV01q8eLWAbBcxvHTvcPjtjjqtb994y33Z852dFtcODl8oQC3QI1vT3Dc2AMHr5CgI6Hh5QAQog/GrAcgSiUjotq7L6Dx5mv5861kpmTrK/PP6YvHPlwYzAF2BSu25WwDiGaqsiFfrriPC7WzrtEVH3fiNhrW+sWGrPov2khb1GlVuvUKuy7JZb6pENJCzqtoPIIh2uP1iOzGkGy/Ryj9GKfe7Q0fbTHXez3kefse2O+w+pJTfbupohVqlKuK/QCSwz9vRnejyCABHBfAVUUgIFGACidpOGcLAcNNGg6cV4F3qWVZnrkIH13gdMtX87ZX/vS6eXvUhHSzRE7TX68UJ4Kgd5XslI9mZFsAxNGbCcbGPouxWtvr4u0wnpWaayHP3IfAhi6L9DoTX7LOPDivZb0WcZcBnqzX5++r+gYRPMkkyBeFtq19/3vF0uK6ZaBcQ9+m+DKOqzdx1rU4/azbaSiNfkdiVK6KnW/c1gucOrsgJt4uOVqX95pwfXWvWXfmVt559oZ19/uz351GobLZGrmbtOsJHqd54pKuKzq9rdNo0qB1cB8wKIMMT7BwnWUsJJ11mhwYMK6xUc/T3bX4WirKinqrhVaX5QMdLuuHeZNY5Wn++YGvvxdfNtwe/m23CpdT9x9+Oi+rfbuAkNdua/Hy6qt7ixWFdpf+gdAFoaNF7f/tNj1vpck72gHuSmiSMwqLaSR56zSlXoqLI0zhptw/WsNTUp2aYDdnW1RTuGxqpFzI8uXdvxu0y0srkz7M2jaq25CcpkACO3vdG80NhQb5f+Sj3L333lynJF6ZBkHbWJz7LnuKgMAgZTrzH1wkzDdsDINiGExfNeBMtB7+xPw0YoLAl88RYAnF7is5y8xZ2GnRSzX8ZnuQiWeb9IJmJFlEWlQgshKNZ6xvwd1N4E6KGf8iwwdXd4EgDV+6wJwHPLNvQsIyQEC4Dqc6Z8w5zQz5Q89LmQxCGJAo5FZVngL4jo0U7jNGPsyrR/B92ArKQ/EKraqWfZ50v65vFf0hS8odXuOmo/K7k4PLJ7n3nCHlz8qLWIsdPhYFkMivTuZhr2JK0lM6dsJ2LPBpv3yCJbJWE6uQX5+kJRL3v7epXfQVzQ3LOjAM85cwetLNxSgFab3gXmJqqizLOSRrAF8hr+xkW/s8oFS6xSnso8r7xHqCsnMpODZXpgSQJyzQGWAXXYFfldjZ7l9Exhdde9xQQ75+MH2WS94+0CT06pll7EYarKKRNmTz4x3xbJUaB6E5sh5he3X+PgOgzJ4SINOyeMUbEuAmq2Yc7KCUVfJx0skyCJa3+JpZHPo0qeS2CvAJZ1bFfDTklHToHWKGfxFMByCLq5dZRTrF+msuzV5/BidlFL7Qcvd2jHPncBlt0BIoFub+sO8S7Ac1SoAYzoCShZqfNBiJS5s137eVbz5TfP/b01PvSUdTOpe2W5qArfoST3OjGuDnnPHnbcFAFlHQsA6z3UxCPaT7OeDemE2R9UIb3oa9fZFFmE9UiTwe3ZdGKr13XY7ue81T6w/Qhr1lpLBb9d660DYWfr+Qrv55wt9liDcs8yQJxtYHC4pZ7mW54rrsvFEZOTRThrYGsW3tlZtJLrRn3bbTM9FxfjAxPqxFPe/7qoYW8q3nXwwQfbn/4kfZf02X///e3666/3/4499lj72c9/Zse/83j79Kc/7cD53nvvtZ122smeeOIJmzZtmliDDf588Lnwogtt0laTdO0d/rMBGnZhWAf+MjACAyPwKkdg84Ll+QusZItJ9sObbraJrW32+3HD7cKGYVYyciQeTIpcMMPVovHCUtmxSOAKIPx3P1FBLXxognV1lXbrlVjU+5vX2HYd622G/GA7yBpS7dNqRJ/kBjwTnQIXizULhmeNwx0hKFZaEdznkaDYwTJ9zdDSYpF3MCBQkxUzocHhNxziJuw3FhD6eKHp5t6e9drPW/ffy2zkCOt96AmbdOK51rhqlW0UxduVbbF8IvBNQjxecaaPUQctSXQuqjKAwhC1QYEa0R+J7GDl45WkEOHhAt36yKs7eBsT5Eaw4AAbxec1623hgdtbyS8+bTfffYt8ZFXakz2Ilg1XH+0QMD5o8mQlMgRGVKUkYutVVrlknO5ZuYKB1VK+HERDM4cNKuA+i59WxbLZdqsQbVnVv04txE14M7sacdyxsI4q9j0RqLhisYIWKkccf7/ZO1vvsy223Ts/Jxp1i7Wrr7VX/dxcZ+7RYyw4JgCDU/DKlwf8qTczBYvRd5l6GL2q1V9l1+14FOO1SDjnlDP2twPevIM1rZSgjaxAUkuUC7gQCPKMkImHwkYgSBIliib02oUtSu5rplUAAZ/s8+12JniIQnVXtAb1jcx9IRDTtXR5GwACX9HHlivLBO1UcoKGzfOnYC2Js3llOVWrvLqvH1y6scr+6yOX2dRnnrNVCryqD5hmw9UD9x+HbG0jdc6dupcreUZVQYIZUKgsu8dpVLUJDhcqKL1LwKZj/FD7WNtqa9Hz2a5EwggJAnVoHBVfeRUOgE1Q5u8Q1Zk+1TTOGTGZ6M0uBqXcL1cJppqm61kH/dz796JvlKCsguqVKj9PL2uxCz9zra1Yti4UXXUgei5rT5xr/3nUdq4cu1Egt1tV5fV6tq/+5S3212se9O+qKVstG3omtE/AMNXRjeqnLxGVHCBZpvcU1fRKBNx0LhvWttsR79rb9txvqo0dXiXl71IFsR2eACv0kmtsUPFvVOD1S/nqXfjtH/qz/Q+to0rrbIctimrY3o9cULqOnuVCj3ACy9HXnMCyftaNBRzVV/3nJBN/5vEsLlaWnUWSK8Ke4+oPlr1qLcAYnrxxr3Lly5WTPRkVwDy/O4X3i2pmoWocrJbCNv4eJCsiBwlMPlFZ5r0GePuxmee8ahygl1kTkBvKvbmy/NL31HufvdqYfJbpjxYgiTkh5u8ut44CpMf7zruOajTzZcyOWShMR1a1rlKCWX87421W8pmTdUOb7OGH7rVWJVp5v71nOVsIIRil+z+1eqNtM3m6r0/33XefrJwqVJmM+VudDanNIln/6PtoaxRAHIA6VZb7iiTm6nONkqZleobvF9Xy/ItutKFX3WI9amPoFch1O0CaQKgSe35M83w/RkHQshlPF2DzZIKuHxsxUdA7tMC1P7/Kyt+2u33l5D1ttGQTu5wtIICE24PsFFu031qBpRZVKt1yUQmwVBB2+nZBxVq/c5CrBGml5o+Eq/okjGPe8oQiSQmtgegI8Hh4G4/eeQaFuREVet7xqLzHTQz3BKBheEwzrzLXZiAMNF+jqmu9BDVhLITAF/MywDPAYIBczTnQsBOdO3qWmY+jis385looTrGmahzxAXjTFaqd9RRVWhwzchsBCRHWgAatlWUATa19S5e22vjx9Xb9b+bZNT+/U8KZWjP1CgzSs+lzjOaeNWs6bf99t7bTPjRXveBKXvr5oGGBWFawuZoB5hV6TsQ0+/n3/2r3qQe6XMmSshIlQDRnbVSSsGzuHPukdDnGiPWC5yDzcZceLBIMmT4NK6wBSyqGmsqy1m1cKKJnOd4VkpPowMS1a92FDedgGcuyeIYQoAwRsD5rN+yjpPjOT/v2LP89n+XN0bOcKcnnnHOOdDSeto9+9KN26623Gv8+77zzbNLkSXbU246yX176ywJY/upXv2p33nmn7b777vboo496r/PF37u4QMMeXDO4UFl+owFljyr0cg3QsOPZG/gMjMAbdQQ2L1j+yw1WMme27H1WWMkICYgMH97/ulsoUSpsuvYWmbw+a7brdmZTJ5j9XBnEtWu1ikvVYm0LSDX+G1Jn9oG3O3IpmTKxuC+43QDn9lb7+r0PWJMCn+M6m61VC40whqhzIWIVVhGxMJP1Ly0AYSoP6qESBqR/meiqVYsKQi+AZRYNrxo7WI5AgcV7nap/UJMQQHF6lxaZMlHUatiPtnEXSIlEHXHgPk4Z3OYtn7DBi1Zbt0pgpSx6BJlapaEfFrxXtV96AisBoqlHEbJZ9KpRTdE+9bseifV4tSn1H2afW6qnZIjpAaRnmR5FD2d1TV2KYirUF7xx1jib/5uvKknxgp256Cm7eFdRn2uH2HseXmDvf3ix7XrAPlai4M1VuTSuvaAj3QcH0BqM3jXygZboGBzakilbKoiMVbX3mWftigUPe/8xvaiDRcnFS9irvVr32wSWc98TwGgNfc1KYlTqXJersnjc1tPt0D/fbUv+6wYb1KRng8DPFX2LoIDeR2qZUUVKQjy+TfRCRmAcKrnZ47XoFasqlPdUEuSGeFuHVNlm77iFnXTaXFf1FvvWQRx+wuEPGqUFAiVXsC30LDuUkKUH1hwRWGSQSy88PfHcB2w5ALqeiEk0bKhwBHQowrIP763zZzS1ClAhIZhNitn+/DkNW5XbFGCCQdZom6ENJEr0HKrSf15Tr934les8MbT36Do76oMH2SCo7gKNwuwefHrAyzVg++XPCP2U4TebrdU6FTwS7FZSDWY8/RqU2BCYJxov0s9JdERgBlWPTw5K2QavYwR5aLXw3kD8Q7UZ185EQ2VkjaozjQraPZ9DIKtEVqWA/RCBmhdVWv/CBTdZiSjaVSPVV0xPqPa7UsmtnqN2tj3nTLAPTKyRfkGZfVN2V4t/frM1ahwIjtv1vNEbHE8/iQadqA4vC2kPNKnBDZJ/dI/QDs/D247dyXbfd4bfD3UR+L0iAN9U6RjGCZXlK+hZ/uErV5bLpYY9e4tDta9Qt3alawenocRPj3BUciOhFQJW0JWLKtbdAvWaMJJYFtVnWg/oI9Z1pCC4HRDllmDRx+ygycWgwkqOccMf2cWgAJ8cjaqxg6+g8HovP++Sg5EAOrGf6IEFlMW7k6jjKVnGd71n2lXO++8n08L5ru8HkSJudTofrpvqMl9jvH2e82MFmO+mX9urxnEnZXLsc2vWH/DqKj3L/E732+82lWXmPp8TAiSgIs1g8c6VqKLUPLrRnr79Yj0QFTbhoQft0heXmHJl0WaREpkA4dV6L2cM2WhzaA9RcvfmW/9mTaJzDlFrDftGnM8ry66unCjWfXuWvfqMz7IAkhgKPPckCknQ8sxD+R6qCee3rSX2XxfebGPlWdur9QvxMCjynDviamzrY+jXVfS85t/MgxWyGSrRc92reatT/UXdsmcbv8e2NmfkYNtSDIsJU8Z4Ltor9iSHBFifHjPEpotWuJRwkwAAIABJREFUUq53TdqLTgX3+YWZgSkfIazs465jQEmnIukCaP6/AJ7YDDmUT2CZebUaLRJuso5FhdrbbbSVJ0mdzo2fdSSnHaA5QydXjWOecs9rQC7UZp+7AnSzlrnAFwBW3/aeZY0xYwVgdCtJHkP9Pxdb67NNgGVt06eveT0tYGyja/cYAfAugUDmY45bqrYV5eQVR3Tag8+vUbJlnVsJbiGRtBZd6y++/Rd75PZF8lhWs5hXcNParp3ViEX36a+91YYOG6wEiNrISHrqOcnexz6X6nygtg+vr7Sf/uCv9vvfPqzvVWk8Q/G9TLHCk2V1NuOMA+zCHUcoMaikIRRrB8tFlw8XLmXccRjRfvuC5Yh9womBOIekvleW+7SOuTgi166EYI0YNrpsv8vQtHE4YO2OyjLhmdYrPfPHnUTP8utHw+ZY/s7krHsc3sHugQceaB/+8Ift0EMPtUsuucROOOEEp2JfcMEF9uCDD9rs2bMdLLPdL38pa69kHcU6lwHpG7F3eQAsp5s88MfACLyBR2CzguW5u77DPvr5d9lh+wssVtZZ7+0PafXTig0IQ132J9fZqKZ1NllAuXdNm7XX1Vnn6Gqrf3K5+rW0cIkaVqqA0FnZ+l+3hJzWqdqFSvT8I7VPN8VUEK0qgVaNGFakhwVw37r4YTu7abmVqUdrjYDuEAE30quIgqHGSWUZNUzPwGal4SRAVqRhE5gUe0Z7ActJcZdM9Gp8FpWhbnOaKSBSnsYCIuUCSi6ZpcWHgGPBpLH2fv058cz/shESbenVAuxejL4QhI9pXxp2p6qeVJYCQXDaVJahhKUKkL75D2nYvsJgISJwrEDU1zdV4XqhqGuf9114mpUcd4h+SCTGL3Xu9z9s57etsNUShJouqu1nf3iLbZCXcOP6DtuIuFPXemtTMFDJQkPfnhbpuuYWu0u9sDZpvBSrV1rJydrnhDHW++RjdvuDD1tXXaUASYjvdAlwt4k6BuBiHDcq4l2tgIReKXpey7Ug1kjMZP6woXbyr+6x7a+6UwC+RlWSqAj7R/vxCro+ZamKxLhEtSXR2FPFiiqTK/F6EA5IQcyYRTIC/k6q7tDcBDBQJ915ryn2zpP38eBskJIKnaIkUyFyNXbAOQkU1HKxPEHgi8BC/3OLokQNjJ5lKqS6FqzLPJiGhh2Bsmf3SdagtK6gzz1WFRR3dEQ1CtAdwCb5sHpVNoJ9ZzbooQv1XCLnqNw2ICykf1Yosrl7Zbv9+Nw/2akf3s/2EJWZYKqJ8wPk6hN9h1Rs1B/nHqeIiKiXXEF2WCqlvkP6/rUNPuPsnG0Q4GtkG49tuQYlnDQ2UVkGVPKUZbojwY2AsBIJgGUUxPkO18g22VLHK+auOhv9Y97PLbZGpYJx6QPZer2gb77hCdvitsVWr0RMF0GiDjNWatSdWzTY1FMOsJNVafrBT++0v9242EbU6lz9rkCIoPIKCAuRIWjaHfpez8oVNmmLkRqbHntmyXr57JbILmyu7bzn1uq9a/XzDj/RAMxUzH1s8G3Vg4ygW2NjqGF/9/uvBizX23QJfAGWJWXr73K56MpB1A3RLeaz6A+kCslzkkCuzxD6NyC3T88yQluoS0cSKa4PISwXveJ6C8CqmEQK1X+Uk0PpHVDL3QCsU6HmO27nhHiXgCmgO+6otqNS6QA2qm68by4uqL/7DJVAt8/VMZukbTLojmvdCFUbABuvsgPYYlILoBxA1yvmJKx0//x8cs+yvhOJApKY2iC9ywB+rzamxKD3fTvAj35t0pb4qrMNyUNnreqZfvCDR1vJWUcpq9Nk982/25bK0x0qO8+9V41Rwxaonag5/vxho+zyqbPs1Afvt5PWrpQadqXmrPCoRawLex7eQweMqZc2s0syDRtwEcylAHGM1mhd4zunbGuPLVhtOxz/VSsVuN2oBCXvPAwD/lIu0OTPgbMxSECyDsS9IAFBfrdn/XpbOnmsNYjBNVxWa016h47/2GF2yj5b2pIVbZp/oyeYbWv1MsyaMFWsry3s93f/1UYIjLVofkZXhNYZr1RqDDMNm/vJvNUuCjC2ShmgcQ7QrpnDGWauyz2LAYOskxxMn2KFOo0PFXzNL7hh5Ap19CxDw05zkJg2aAtUJX0I9k9iMnqWAd1hE8m58b5yrzxZqf0wv/gzru+7laS2Dxp2gMHVzIlefWY+pmc5GBtRWY75g7l+tVT7WwTK1r241kZIFfCWWx+3e/76iMcXVI0Pe/tu9vyy1XbHjQtlvVTpugGI4rFOe3uIwPU7TtrPDpW4WrvQNlV1xsfp3MmD25OKOp8Rw6rtyl/cbtdedZ/Avp6BBLpZr7BBlMu2jTxlH/vhflsYUy3CXDCSSEJkNhJtTYMFlssQttRVbNB6izAjFWHuhRcKND4IeKL3wAcRMLd9RLhM60XQ5EkqUTwIkVQ87NGECDVskm2RzKgU4D7plNNsydLnfV9Ueqn8bq6e5QyS29RK8/a3v9223HJL9zJ9QUl++pFPOukk+/znPy/tjK3s4x//uH3961/3/uRbbrlFa88arY0N3rNMZXlTn+Wshj1QWfZbN/AZGIGBEfgnR2CzguWth+xpG/bb3V6Ys5WQZbvt/ptbXYiLz0ZhZTLk9EPRJ9gp65kSBR4V6k/tLofmqwBno3w4PUurCVoLTJdqkBXqMXX1Vlkqec5Ygjt3n3ygqtKqCm09wUr22SEO0Kn+ZijEzy+xWxc+JoqrFLRVaYaWSdY4C3y50nXBlidX/0pdyIegqUwgpCjwFYE+hdYyrXhlqzusZ2il7TFNx6yt9Urrl599QmrBg+xpgZvn1Cc5Wgpks1avsN/Lh2f+N663bZ5Ypn4khHai6lEAy8nmxJVkJcjiojsZ7BEX9uK1GkE2lQEHy64ISwgb1Sh+jjiOYkn9XTQ4D4SpRmu81AN1304zbNof59mjCNz8+3FBYf/NHWZ3zbe9/ni33S5rFar5+8xfZOuXyrHXi3EJqKtyQTClIQwRIP3GrTckokRgW64xvGvPbaz7gjPtqrXP2fBVG1QNrJF1ULsEdBQ46PeDdB7SclIlUAGvAgcEqvD27FIEVi5VzyXyS/7qBX+xTnmZUo2kBxklXgRt/KPrciEzfaBh8/HxozrXh4bdI9oqlNVCz7LTsLN1VKqOKXh2kSI9S50KPGbtOMne/++HKPhtt7Wr1tk4VWNWrFYfXVaDBSx7taMoTPOyPctpm/49y4ninzP37rOcPLwd3EfVdSgCVSmYpsJKgFfoWVaE5NZRycua294CwFa23z86vzKJtv1JPtzbT2mwkVQNvKLVt6cwqdAj5EOgymuiIIj+t3q3VApFdBc6IpjFSoX3TtvgDQp1MNP5sGaqdduvCKRdsEgfzi/sm8LTk6QUit5QAz0o1f4IpAGfgCPGlGAug2Xoffh3u9K6vgQz5Kw/PWlj/nKvVL6Hq6+4xg7afpJN2W6M1etdvOeOJ+wbX7xe4oFDdC8pj/HwB3isoBqZSq+DFOwumDLJTn3zNnbM9FG2Qu/9gsfW2E4Tq22U7nW3KmyolhO8eoXJK1XBQvHgG3VoT3SIhi2Br19e9uoEvspEw95+i0M0bvSU8jwD4qAHBwuiS8+hJ4MSXZnKFL7FIXIViRJaBqDiAvYiwYZCdVbMjiqxzwdUqHOPcErC5V5jf3ewfPLKcuojBmRB8U4CUqEa/TI0bK9QFzUVYLU4dTol4galSrfbS8Vb6a0kPBulHAvwquP3ch1+7V4oj3fZQQ3zWAAntz1yIMzFh593UL6LyUWfE/qIiVFBj17X1HYBeM90d38S0TGI3ufYDw4DWmv0btx1z3cEGsfY5+bfawcuW2ltooUUKNbaZh0CXzznAhK77La3vf/++XY2HvH1VbZO81qAZQHIeiqgyUMZgKajhghYaBW0SsSpL1gGxJXxDtRW2YE7yr/5wmttpwuudKV4XgzAXog2ph5YKtScN+035fR9hz83iQscEt561Exbv/3WNlhV8yv+/KS1X32LnXHucbb3Lltak5K4DKeLSulcKvXfzpNm2KkC/R9YudzWY/OmObBojQhYRvyxq0/PMuskInhyHvAKI7R4BL6obsY7FwrMrF9QdqO1wgG1GFjRs8z7xX5Y2wMw+m3W/zhWP7Csf6N1UJlAri/1SQ270LPs4xxV2gJYfjk1bB26L1gGVDIWBVYMSbwMqFmTSXDqvfjajY/Ymiv+ppYCPTNaz7mWsJciGSP19DZV2fWsVmB3SSLDW6FIrJK0UjVaa+Oc3abaaR8+wBks3queLSjdH5khQRG/xO6f96Rd8t2btK9yX/OCzRGMDwB9q+bbXd8xx94rBgyJj3axAFQH0ByYk5wBhCs1b0v0P1WWmbtDPMyFy0gw6H7hZAGg9uqz7juWlzybPMvO+MI+UkAYsTfazSQz4xVoF/hK7AnuO/P0GR8643XtWeYZ4n4Dlq+99loHvgsXLrQXX3zR7rnnHle+pjd53rx5LvQFRfv00093UM1n0aJFLwuW00T1hvxjoLL8hrwtAyc1MAL9RmCzguUpow+yOqtXf9QGBXJaYKUqi6gFWdxOgT8XIWGVcsoZk3wKnFLACyUQQJgrrJFph7bnK6wHDyxQNepVLhV4XjtxpC38yvvN5OVbshNCYSl0e0pU41VLbYL8O8Zp5n9ei2MtNGz3LES8Q9leX7wjSEZAoxkqkrK05YmuFD2jWiCUXR0iStKTNVV27KgtrGR4g1Ya9fMCPB9fanbp72yrhc/a0/DaRPupUdVSuqY2VerdtaqmU2EliMzqrg72FJj0qyy7eBchZVAmCaBDHKdYPfWgVgG1Q54MIrXw8r1wYy0K81Bdf3r8CJt6wanWI6Gkld/+nT0runvj+nYbtXi51a1rsdbGIVYuwNAt4bUeJS/KVJngw8JdkpRuvZbqVM0IunXmtlEBgPuslohKK5ugHXaZZJ/6ytvs1mWddqqYAd/bcrDt37Pe6bVL1QO9YFSD7SxO4lbiZa+UeNLjKrtuteVw61m+2s79/l227G+LrFbep9itUPaGbhq0tggAPAjXn6F8mzyAPSkQPcvFABtxlFDD9r5wDROCKVngi55vr7IlUSDuy9zD54iiucGuXdxkX/vcW6xR4KmSSoaOFAJfrwIs4wWuE+wPlulRS9VoB2D0w9F3GWMcAl+qWHrfcGT36WtmH1C6vbKsc3l5gS+4lVRIwl6qkgBTtl8h5BOV2vAhj1YBrMKoGtRQHddPXQ1bgVCdg2UEs8JuBfohdFT2zTawAhrk91rwQKfHMINlnR+9gWycewzLdNJrFFBxnRWwLnjPqDppNINKTqWcCk4E0gGWA8wTqGEr5xVzXcTtsrOaOrzcRo9UW4a+tFqAFfBapXPsFKr+yoU32dIbH7PBWL956VtUVKf8ci8Ak722QmOzy8E72Ec+KEaK5iPoDu2ixlbq/Lok2EMFP2idRRVjxp37QFBPYF0Q+Gqsf9VgOWjYqGFTDSSRwHmFrzEvrieeXKHa31h/lwrb+PNMDyogM3qN+Z6LXFFdxUJIcyfnSY9wFviKbXjedKzka8yThjiUV1+T+jTvgle2U7U3C2HByMj9v9wD7++vyP7tzNUp0VQA3ZGsY35KU3OhZxmwTOKuW7/o1n4quXZOBpDgatgAKN5lnlG0GNASYBzCq7go8NUXLEPtD2oy44P3sI9fH59l3vmowHJHk8CXxqtMomROzGC+UgLl/s8cZyXvP1rK2I/Z/IcftWViKtVln2W9Q62a92nhKdE7uvt0iTQOaZCuwiJnNc1btsTWa37ckKwJvSdWz6tbGulavCeX8Uvvd9ETPRSYAUobpZR84FYzbfzbvmDDn1huJbR0cIsyWGYWJDEIiPM5HWX0+DeAmnEHzJx8xp522Nzptkxq8Ptet9hsuTzKP3igXfzCEntBug+cSLY99IRXc5velwo5IgRo3KCqMeyLUGnmYCG6RRLNjwwDS8AKtwdaTNiGzVzoKSldc79CMEpzharEXT6HZ5shbMKCNQOgDisixodr6omWnOSM4JZGbnuUBay4clGISb4JmLMPV//XvYEGT3U1fO8R7xLjJfcsa5v1ml/4OcnJzAaC9hzvdPQsUx1nm6iq8zxRtS2zX196u93x54VWNxSxtWA0sV5k/QyeZ7dq5H3xRE+wkPBp51q7dXJVUjT/xJeO1D5Q2g9qNJoYHJ9zp8r71+da7aovXqNSABaKPC+kwGFPBBOKpMqq0hpbcuKeduOeY33udG95PZ91xCz+LDC3R1W9MtGwY5xjfqVS7cwizdtQvgG63FevLCtUGSqGDvvxNQJauPYRqudUlsPLnsQx40zcBFUbe7CTTj3NnpVzAp/NXVnmmctgGRul888/36655hpXwoZuvffee/uzg40UtlEoZR9++OFeZa5QewWWLvgsIwa2aWXZT/gN+hkAy2/QGzNwWgMj0GcENitY3nbUXGU+R6o6FJlqVDwTM8speFFRyTRCRFrIogea3pgogbEYRfUEMRwCurLk7wndLnr38GzVn8q4dosSV1q10R44971WcugeirYlM0mjkjK7vatW2m8XzpdtVVTtyKIS1KynVKyFy4WHUlUML2G3PvJqBBlh0Yj1u7Ha3apB5Xb0zruYjZLa7spm6/3ZXyRlush2+PU8a1c2tnpjhwJHXQ39oFoCKxX8dYHwdI5dVATYp64hBL4CbIZgTaYIYwND/1mAPx8PzzQHWGY8PIAlYPSIMcYGiOwCX/zNv5PpnNqFqux7nn6wfW/HqVZ/3jU2Zd7j1i2ri7ZSRI6otND/DM1Vx/GQPBQ93bYKCrNTPhNYLtjdxLGhkbsWc0+bVQuUH3HCrnaD6LOP/u0xW3HO2+2E8ar6qVI//4Fn7UHR5QeNq7PPdLTaF8dMVH/6TTZt/ynq5V5qLdc+YLVDodOH8q5XzOnRSxUrD56Tv3R4zkb1EZpohcTFCmNDQKkAHEDNmAAaSKzknm+356Lnm0CeANsrBaFyWq0AZaWC33e8czc7/IgdVUkP8Pv3wTKgMXrtgoadwXIEGi7wBQ37NYFlAHW2LkuV5X5q2NHnHNUH7M2oAogu3UgXOJU8BRJZiVb/9vNzsCyKte55f7AclaCXB8tBocePuz9YpnoYYD7AclGZlkeXfkaCVFRt+4PlENLxitvfBctJiEgTRo9XNSoU1IV1F33DVQLyVQRzqqp96as32DN3PGm1EmdzL2sCVeYKRacEWd2aF7bcd7q990OH2BZ6RtVpn6ju+ImG2A33OMAy4msRgEZlOQJQxhOAgPDQUIHly6681L5z8SvTsP+uGnaadItgmfC4jxo2INfLdfGue2KMxJmDJirUSkL0Cdw3BcuuYl0QE3NM6SrJ9AdTWfZpJYH1iqR0DUqjAvtSNewAaFHpzmrYVD+DUuq9tC6opep3Gv9OHdvVsNM8wtuK4GAl7RI6GX83MgOEd1BzIKCWJGBU1Hz6cdCNzzLK264A7aAksWr8ZgO6EX1ieo1KHNDbqeypOg+Y2dgjtpK2hdLKrntQmVbSZZH0CjZc/w19r8MuvvlOm9KtpwP/bu0a66hW90jXtnogkGbYbUvRl+U1jsXYPYsetmbtrF1rTn6/od/CUOAsBmf7OA0Sz9aQJAyYBfvKef5llXjsrrIUPPl8m/1ntSkJPAPMvVVEY1ICHTcJuTEg9ChXeDKB2ZG6X5nUi9vs0KO3t3e/e09rEUD4zHUL7Z6RY6xElch77rrXnu5VckMgJ9ofop0DVorbxQHwtTzCHME1LQB+NAl4zzJAmJkYijXgFDEo94MPloM7Qrh1Hg9HELqweHOLJW6Efu77SdswL7QLfHWhwO92RSQglZwGLJOUYK4FUEP9TZZ2BZ9l9qM12sWptI17xKvajeaBM0EAxxpn9utWbPo34JTe80IV25N4YtugdO1rcrSQ8G6zb6qr9POuauq073z9Glu1cp0SsajPw9wilMj94klvgPcpVhlnhMQ22HbpXnV027Q9ZthZaovB+hAFeMQeYdTU6Vj4JNfJo/6L9y63h756lQ1TEqLL70+I4cXzG3RydC72OGuufeyQqW5DBQhGb6IfDVvXxZyoKdHHh2pwh9YDT0qg0q3xYO6sVE98JYlQwHKic5NIoWUoaNhSIlf1GUDt6uq6p9n2EX0Mnyu1DTTsdwksvx4CXzxzXHv+vBxdGqAcLAOupfjheyEYWfp/vrI8Y8YMTw7kpEG/C30d/vFGpKW/Dpc5sMuBEfgfj8BmBctTxxxg9dXDnMaET3D2iyT7SjBFZdlroF5BUNXDq8ZZBZYMqxZ5X3iiD69Liz7BLJZJTrhTMIESaojhRJDcoW0qN4bVUI96Xh84Yk8r+cppURrkK888Zg/Nm2+rG4ZYrYK0di2EbVhHpMpyX2/IelHr2K8DJYHlKoGpDgUzB03bUalYAWUJXfW+5yu29x/usU4JfrSVD3GABlXZfSj9/BTUpwpQ0AFfqu5a7FkOWyP6aZ2KSMaaIFPfyT14Qd+M6m4BLHsWO4KaLPBF75RTPlNADVBar2pKj0BPY4lUflX1Rg+nQ8FXlY4VomCRHXfdM6eFch1UjejjTZSwdCyqTw74+R+KrC5SpvFUsNGF366csSU66f7O67R6d5ZWWq3+Xt/Zbi2imnWKE9ZS32hbrFuj6owCFCibElwikMjWG1n1t9izDGWNIFyj4II/VB/p6aQXkmqdAkuCcK80UR2LgJKECqA/ixQRJESvqPaRgh+ugUp2p65zlx23tGOO28VaoRwqeOTBIq6C0gx4pZeLgJIPdLQMlnn+WgW0XVEX+xkFpdGzHKrpQWEL1XSsVeh74+N+w9p3pkJHhVVew1C1ExgNgblgP0TAGyqzXq1iJLQrAsdePXxlXe3WpKpZxdBaq1EwVOXK8ATFCtpFB6UPH5EXzg9wTSDkwms+9qmCrgPTm00QSLDpit6IgHluISh/+Et7lcePHRTYqCzH+biivM4XGjYf30b3oUY9oMGWACzHsUP4KHogvfKBQ5w2V5Fc/ZQCsFAduU6NjR4vD9SYP55/drVdqD7tdlEZ+TdVcI6GgvcIAeyDD5xqQ3aYaFMapI6t+1tB8O/MFanZK5HgQTzPiSYYxpNnwy1SFFzyDAH4ARBoHZSJ+bIGb9XGRrvymsvsB69K4KveZqpnuUeVZYAP76T3GnsNiipcAFGXSCIvBfh0X+MQ1OI8N2o+yD3LkWCL9y2EnmL+dME6EkhJCCssn0g0BfU95gwdy5/5QKL8nPe9UnNEzCshKsX7xbsd738SAUtezJGoCwE9ElZeE9Z1MZ9zrJiFECkMW6gsMAi4571E9d8/7EfX5WrYzlLh6CEwxrUzVtC82Q9gGZASZG3AWCQBOY7PWX4+tKCkOSuNMyAzsgKRcEAYMarxGkMmac37K6eMtBcv/ncrmbalvfcvt9oxa9dYFwr4eoi71TMEKBjaGMJGzKGVslxC/G+QANkGDXy3nhMX+ErsCFdXxl1BJxrWUVQS1aag55z98HHGh+YEWnnK9WwdvN9c6Xk8bnOO+pxtHA4QD3qx6zPoWhhXXnKujrEfhCAbcx3baF3dqHe9RPZ3e02WgKZaWu67f5l13C3btc+fYH/ea4JVrVxrzZqRG1MyGGDIs077A9kl5hsXg9L1IujsBWEdj4Sx6zHwtOoddpFBPS9YvTFn8YTgsxxAOK2/qbKMi0B/n2WfjP1+haVR6qUlQacX0J0Hks+yg279nv9CyTnGExo2lWUXDtOHyjOAGgVoRN9izkk9y8ybui6U8pl3otUjKrBroGGjdO23I+ZA5tesTzF4cIWd+9nr7YH7n9K7r+tgLXe9Ad4ntUJBtSaZ0c++MRgOPcwTmoec7q45tG7yRJsxa4wdfaTESzWhwRDicqp1LyoUT9yvvtofff631qXkdbkYXZEwY3xjP/7mwhbTvP3g+afYhbOH274rVtgq3SuYblkN210+kt0lAo4ZLHcW7KUi6b8OqrZEECswsWb+ofrstplRnY+qsYAwYDn17kPlDiZAMaGKcnylquInnvI+VZblkKHP5q4sx0QR600OTPv2GgOSc/U5g0m2yx7K/P7/YmW5bzV95syZNkpiqzlxsLnB7ObeX75nA38OjMD/30dg84Ll0ftbfc0IAShCqkSL83VPWVVArlf+gj4FWPaApw9Y9ioH2VUCKgI7r0Qo4KHK4HciMr7ZZsXtkvw7qeoBDUr9Wnd+RP25e0yTx4to03U99v17H7HT1OvypacW2jEt8mQVTQ3xoLCySNQx9VnV1ycBEvpn13faOp3zYXupWl0/jEhC1YCv25433mvrRtVr4VMFi6BWFSEAER8yxNFbGEAuqjL/CCynyvJLBL44D5INJBKgelGBIZGQe5ah6IaIE4mEiHWCGlmpMfYEP1TE3APnlRvOUeeHbZVXo0E4gO5ku+HVHoK9CJjj2Pka6GvMPYJRueU/AgkiKPd4hF6q+0TAK4zh1R/wKEH4ICEulurudgWDVeEl6QCW7D1PR+pHjH7usMzykyNAIUng3qwBzvr1LPNtjqWx8OqZA/4AFlyuVwXizngFi+ckwi4qCwIJCixeaKyyo9+2g51+2Hb2lCyLhkqkjIqWJ0wEaKFZZp9lzimCvLCOAnStA1Dr+msSVTEqy8We5cjuY0sGuEhg2StYsv2A5pyCV9RGOU7RZxk1bMAyfYeq2Ko6sILA0MVc1K+swKVNgSqU52uvudu+94dF9o79traT37GHckrQqxPFTkEOleVQ/E09yw6WU88yPf1JBKxIw1aQR1DqwVLcCoJSV531Kg8VnbgfIY4VFPA1ugZEczwpAKBO2zigJvjPPdXu851p2EoSKJgrRVFX5/mggPHz9z9nb95tvNTU1W+ngHLhPUvsuvuX2PNjGqzi/ietZcHzerYq3Lt61Jh6gRRVaBqHWoOekfe+b29RrSvUBtCpa0h9XN1yAAAgAElEQVRjnINvvwaowF5gchsr3i5E1NwunOtMgkE801Diue5h0LD/+1K74Ds/8mv+R9ZR5YPqbZb3LIedDEkvdAT6CnzxbjmJRP85W0aAyLUG0nuxkbYHt4mLynJWw3YhLLYCXAgskwwBoPKQ+8ygRFgwQvw0k8AXSaRQEc7HCuAZ72CId6X9+PsViTgHbHkOI2GVRcB8bo65xivLHIh5zvusqQgn0K0fwwohoRYfQGSiYRdoxmHxFOJ9/WnYAPiA+FSbQ1HcD6Urob/ThcLSvMu+o2IPWI65j8QrXt9lyYbJQdIg+c4vX263nX+mqNhHKZG61O56bJ71CiBFa5C2kdDUCCWJJP3mz3oLFGsNHm08wRwJD94Ay1GBZZ7gPF31Xc8a/bRUPBtgl6RtNohRQXpgo+jKc+fsZb0r1tn0Q8+x2jWrrUMmzqVauwBNZFA8YezzMM8lLIPifIjyP2BT9AlbL32Ncr3LgjkStmy1Uq158/7rDPuWfOt3URKgu3GwqtZhLQjIpa/YVwrmawFKYTdnWmSwDF0ZS7ks8OU9ywBq1yVwzewElsMNwJPVDpYZj5gH+BR8lgtgOUSjXHjKmVwhzJXBclSNM4V4U7BMW04Gy9FCErZ3gG72kzQGOB+GBbCcKtSuVq4fNqO83UcNm/7fLiUzRg8tszW6xhtEvb78kdVW++Dj6u0FUfPehQJ9Vrr2yv8mYBlA3ZVaqqLXXAB2ebvVbTXUvnzBsbLeE+tAoBzq81BpqFSp8vm0tv/EJ35jFU8t1bGi97kXVfOKahe448Nz0qmk3fzrvmL/OXidHbpsma3Uu8Q11+lZLbTu6LqYO1HzD9o8fc2IgEUCkw9WVrgNUDn2pJb7NZMkif0xti7wpX2QkORDnzWspVp3TIhnnOeHpObpZ55uzz2/+cFymiT8j0xL/keV5r6/89llk8oyatlValHI1WifO3hg34CffC3dmlxeb7C86bi9UcfkDXibBk7pX3wENitYngINu2a4FuEAeVnNmSkq1JyDkufqqQQBTGAu5hQglZ+FzUqmYSMsg3cnwWZQjaEa5v41p267Jyl2MJowyS7TT6uAp0YNig/P2dpavnW6lWwnz0xl2q1tvZ238H4b1bLBRqtxhyy2K3gSTGBToeCGoBNMgwjUfgh5jR0rq6u/ml1+k+36uwetY2yNlQooe6Driqt9wPIm/YevFSxzjax1AGFCC66dQJN/Bw07xoHzZryi6p6q915ZJhwh+IKGF/1+EXmqkqqA2itLqfcRqia1yhICWMbQKWFkuVO/tMY0fKCLfY1Bcyb5IfEePxYCSxIuUh9x0POiqhQ0yBQsaz+dCmBl3uNBbCF41t8QaooAXxUDZdhD4CvAstvW0Nte6JfUHt06KkRvPDCWMBxgmaQKAN3Pz8cmxsKBuZ6Tcp4TBkI/6tX4URWoFAW8W6DqXZ850raasaU1drd5/y6LyP+8ZzkCylZVNKs26VkGbOLnWwx8ROMUoC0tqLEroFOwV1dNEFZqv3t4uY1QaWSvGSOUeFIrwep1tkqB0NV3Pm03LWmyrRa/YB/++EE2YuJYAeu4B/Tlhm2LAKECMyCSV5YFSKkaZzXUTXuW2QZlVcA8kTaFWQA/PX4Fn+WX6VlGdZZKOACedzF6loPqSeAKIKWy3EBg7RWB8N6mX65OgHe9WgdO/8ZNtq3ux2f+8wgBDgkOKdD72SMt9ssv/9pGkcBRhN+lQL9cSu2nf2Q/mz1nkifgNnYJ3CjgA0AStKPoHdWRCOKDYh2Vqkyh72dFozGNCnoOvoPmyb+hYSPw9a3vbh4adrzH/tL6+xP06cSw4Zl34FdsuXDGSkEROoFl71kONWwPFlMbRgh89UlyFWjYQR7lfS94Or8GGjbzkQN4koCJ4QOY9KRg7kfmmnx+DO/jgLy0FWg+9wo1CsqJzMo6kGjYGZB4Yo5eY+Y+ri9pJkCzd0CUjtXL9TsoQDVac4CuHbzRTWVOx6JYzrzmU5/Wo07Nh5U97XbfDltbyffO1sTTY3+ZP88raswXg7VuXTqozi7UenHLgvu8ct+a/HZp44lEAkAYgbwAdSTTWvU8ZpVm8GJYR4nRo2ePCii95W1ioHTpptfrWMulyHTknN2sd2mzbf/2T1ulGEtdsg6CFg1UcoCfEyVoVRSSnUE397WBdhEAHcwkzavMxbwb847dz0r+4xT7z0fm2cFyNKAFwde3TcGyC3zlvt1YA6keus+8rwdZ4EvvZhLxYxx9P/jM+6kG9RewnJWT2VH49mr+J2HnIA4F5vwukrKFGp2SbyQdAaKqZra7AnMG1PIjlsgVlV6er0zVbldrRr0SDmF7xPwmUUZVhgF0nrTRe9+m44WXe1zHatnVkbAj4GDOr5LP3NLeKlshsc62a++xS37xNytRb3qVPNlDpT4SxrQEwXrwN4z1FfaE1iLd+XjndB1sU4mNl/7XofaP3rIqO/ND+9r07cbrnSBJG20lN4nZ9U3dyyNWrrRlF99izYuft6o6eThDeBgzwkoeX25D9WxuVKK+VBofd57yVjvnuNn29tUrbQVIVvtypf6COGL4IyPKhUUYJ8m1w2hoSFoOZdo5c7uzckiy6gGm351EKAwChEC9h1uxT6Wq07FNqLBD+457ESKQWeDr1NNQw379wPLLAeW4I3//k6vNubK83377FXqW8/5eaR//m7/v27M8ffr0fpVlzut/AmhfDhz33d//ZN//m2M2cOyBEfh/PQKbFSxvM/JAZeAVzCtL7mDZKYEsI+EBXKlF3+sVHkiRIQe/BeUsqIZ4HMZ3ANJUHgmuCFp6CB4QwnBaY1Q9+SIgkkpNFgUjsHQasficQ1attfv2mmE9e4tGPXGolRwvFW1Zbjg4X/KsLXhyoS3TSkMfF/TLYXWi06oKCrvvkrph9t1ZO1ivbJWGHfsV2/bhp6152DCrUq9bRAphjdJLxQWFYM6F4MVphQH2qIb+48pykYZdUMPWN13YTB+vuntNKConERxH9bSvGnbEi8mv1WljjHEoy5KlhuYcMbXAMjRxp7UHaPTAnF8SnHMkjW8h0eH3Tn3X0NH6iAAVK8sBlqEQErB59Uf7Yj9UlvmLq+OmYzlY1r+hmeV7x7ZUlgMsv1QNO+xv+oLlf14NuwCWURjuA5ad9Kbnr7NZiutTxtlDV3zZhrSvtHueXWyrFdy0pYprlQSA+orFUGlhYXYqb+pZhmZd7FmWEm4KpnnY3Q8zKV1zlS8v8BWV5RruhUAk1atSBV814+rt6WUtds67f2pbqnJ09r/v6x7LV9+62P7w2wXWJds1xGTOPufNts2MCbb8xVYxJCKREj3LYQuCwBd3IsByqs6knrVXFvgK2yqq3MkVygM3DhLsDO6Pglsqy9Cw9Y+CGra2GpwUvR0sK3hDZZu2hUFOARSA1f1dWVdt771+oVVcdqdtt90E+9zHD3QV2KEC0Vc92Wq//Pp11rCqyQZPH29TRtZJWG4b23WvSdahfr4ImqESIlLD00gvZRYV6guWkzWYzo9+VK8a6k/vWd4ULJN40+9gEjQOjcryRd9+5cpy7lmGhk3gybscPcI+aUQFNFk+OYAkudentQRwyJzmbAreFX0vWiOyfVKcV/QsA/BT4A4rxFXii37NHMvbRFyQKCj2bi+XGCsSWUg9y4CKeE+Dzp17lpmfmMOywFdiajggDLDMS875BFiOc/Z+ZB3Te6+VQIsJM5IAGSwzNoB3v1bOhxq/HyvUuUt0bnyPRM3GtA2TRPFYzFnRi83PewSWERxzFjZJAMAye03MpdwKVCZgU7Nkpd3+4bdZydc/bCc8dI99tukFe06ODCPVf7BwwyC7bOIY+2STXAzwR9b7w3tendoNmKegapNo9blL6AqxPgfL3iOcfZZFKRZ9uVFJ2RlbT3XAf9+ih2y9VLVrhVjadP177bK3A+bZR3/Kala32jpZCJUKXZP89WsnUUXCwdfEYGRRVXcxKE+A5ntKi42sGMeNsEdPOMBKznyn2dLF9vDCBfYiwkfaD3NQvVvKBYDk3wD/qCx7OsF7jXk3fRsdK/p/qSxT4Y7KMu9vtKHEc9iO8JTTekNdGXDYLHHHBqwbeTYB1NqmW/vKlUrGjeRb9rT3eypwBpMED+dCcgvLPeZaX1O0DiXhQVpcWGt5rgGMMS9xQqHk7AKGGXRrbWbuYp7SZViDMoVPjhxu3/rjY/bIjQ/ZxKWrpXmC7ZNiDj0b3rXruJK1PNu1MSWHzVoFiXuSqb5WuqKKWp3Wq31A4HJkrZ3wb3vJlm6ykgjtDnJoy+lSIu8v2vjCPy7UhNJmRzSttWE7TLAb/zjfPnTyHrbNdhPtyGseNdtqjMq7ukerWq3kg2+zSx+7z7ZUvNItVhFtNbgWNOgehh1ZzHnV+p37afPce1IEQB2I363vCtZRrE/Rf00CMObgqBojFFYplkK0GxGL6XlxZXSxM/wdinYZervfder7Xxcatp/wa/x4m4WPyaCX9Cz/X6osc/mIlPHfK/Vvv9qhykCccRg8eLDNmjWr31cHwPKrHcmB7f7VR2CzguWpY0TDrh4uGjbBGTTB1Fv8CjRsbkJUA5NybFoIqYIQhLBQObhKtEb300zVkw4qo1rAYpu0H/0J5btHldRBsp4q1QIySD2bd198lpUcc1Dcc/o9H19o98v6aXmZKnzKPq8YMdhOHjXGbm5eYS9q4W5UU+XjK9fYRV+4zmrl50xFg4w+AZz3mBH8UWNNvbwOlqE5c37OQY7+OtZxV8zkGmBN0luM8qX36aFkTD9m9NyyCHfSP6k/y9mvtt+IsqyAuVvjeMhCP3cEm2zD1izcnTp+sR8x9xFG/1+A0Zy0yB6q0DmjTxaaJZvQo4o/bE5aONAko061R1l1Twro/EhuRBDnYUPqK4TLGqs2gTsnynhx31i+O7xfEt/TdA3Q3AiDqABzeh6E89wEACCIInMfXrFx/lxHWEdF5clZCj7G9DXHfjdqv+wvrpsgKvouSxPNzUdOYwWNeVspuP3uvW82u+pes/ccZD+bWGET1q61HmXlCYrJzle7Wm5cN9XSggiOg7SkNu3iPjwTqsqqhxEKZlZfJaBz6ygslXReAZb1fLk1k8ZKP69s2mB7TVHFa/Rw++uCh6xZwdeRU2ZKUG6NbXPJDdZ45R3WtsV4Gz6i0l5QAHzY3Cm2x6wt7bw7n7G3jKm2N28zQjFWe3jAii7NPfEgR/RPPd4KqrgDClxVfWoXNdBtoQDLTsPWNQg9ViOgxbPlPX1R5YnqTKjOEqRSDSbYDg/loqI8bIwmBclUn+lZZhH2nmqNM0J6UVkOga/6AoWV3miecVWnpLT6KSlJd11xp63+86P2sY8cYG+aNdqel2rvT358l8377f02emKjnf75I22SFNabW9oFcuN55RpQ18X6DSEwAr5cWSaw92dfz4BXlhHx8woo/rhBG0aFPGjYIU7ENvTycbegiw5tqLcrrrrMvvcqe5Znb/EmjVsIdgGWSSJFjzCKuFTnkye4tiiqYUeSi8cVcBggN6jQXln2Klfx/ccqi+cbijWvnFeoXek6PHnZkn/zzAcASHMJwNPbJ1L1uY8Xs99QAL6/X318lrPInvYRqToqavEOZiDs8xx0bgfvISaH3kAob8ebGv7IPJcBvOIcwzLHvwXARrWe80jzJecDEA+aehzN5wTmIxdNjB8iJob3epol/NoBTz43Awr0C++rFiCqlDfxvAN2sJKffNp6lz1jNyx6zBpU1p0vG733VtbbB5QQfUvL6gCVePvqxnibhXOqN7o1Ev2uBbE7lK55jrLtkU6oeY2eIykOj1K1+n1jx2tOabczm+RNLwAibGkVSiivWtllJ7zjINHBm2zG0Z+1KgG3jeot6BULhXlxo+YeetxjfACwzGMxt5XpvqJT4X3fsAUE2NbO2spO+Mxb7EtbqAWpa53dIbC8Ri8/59+i3vtGVVJZUGgbAZhSWa4DCDvSYh4AaHk3vQtm0dcLVRtxKtdN0G+wInLvYwZd/4eychdtHZpz4rx07YBlwJjOl6TUIL3DKzX2/r0EzJsBbAjpsfbAOhKYRghsiGsMxDzuc4Xm0dz6AVMES0KSgX11EuKdjvXCfeQTDZtx5h3uFDAfp/0+IHeGyyZMsOtuXmjT/uNKq9MYdcnlwvvVXQwv3CbYT/+kUTzRXb1KoOo5aBBrjWOUax5eLwbOUUfNstqx0uOYNcHGKukiwXE995FNYD1oU/8x/eutGqcH6+qscWWrTdI1LF/eYhNHyJVCjJobyhvsk7OUVGHBl3PEfk8ts6+tUcJGgmDM01wvdH/YSNm723uW6Ud2J4HE3CmAZcaNOa8o8JWFsAJQO6/Pxy3UsJPAl88lzIPRwsIbDwh1gS8d512nnC6Br82vhu0v7mv8bAqW586daz/84Q8dHG4u0PkaT+1Vfy2D2twW+Kq/+Co3BCwPGTLEdt11Vx+TfLwBsPwqB3Bgs3/5EdisYHnKaAS+RMMmgnVfyAjcCBILPcuuaBqViNyzHFl0Fu3oTWPtdgpz7lnO/arapiDw5SEblRJlzn2RSxUW6LU6JlReAHuvgqV2iYBVyU+3R1nYB/ZRZm3qllby8RPj5i953OY9scgXh/3321MnVmZ7X/tHq5aQ0HrRpGoeFJj+60JZKynI8d7isIEpqMQqoHV7lkLgm22hgiJMJYfAw62j2KrfdabKsltSeOgYC77A6iCq632omRybbfJ1MlbskGpzwJbwWY6eZQJhaHYEIwEIIszdtOc7+gFdfdavgao2fcCAhaLwWgjs5OA9GAAcPypUhDWqzkJzTrRQVwpV8MFRUweYBz9eDUvWYA74Ffg5WO6j/loMwnPwo7FQYJiTIZ4wIcB2dkEEz1HV4j7khAnU1mzFEbc5X4MPmsd5pR5I7DF3sr3rU2+xq9Rn/CYpnY+p6LENoklSQSWbXoqStKjQvChYd7RrOwKN8FjFLzTU2gmmnaaZBL6gLrr4FAFLS1RgUaHlQ5CKz3L4GGu0FIxUrG6zudO2tZLtZ9tZd9wmqmaJXb67ehvff55td/nNsiyrt3XLN9j0ncfavodvbzMFHMt0PmtUVhg6rNp6lMxBiIhzrnUv5qxiqmBHYLnGBV5EJSwEk5lGGnQ+RMCq03W6lyxBaTo/AqqmJlWdFOBxDd7v65Vl9TwqkAZoes+yAPUQAmJtxHPcUehZTmrYevfxn6XywXPD/UIAByA9vFpB6pAaO+aKh6z0mvtt/BGz7N07T7AF856xW/8k78y529jM7cfb9Jnj5CPb4Sq9HjTrPnivIF6hAvuwALgPAH4qWlkwyKvETsPmnYt+bsAy7wk9z0VaZwLLPCOApQSWL7vyMvvu91+5skzPMgJf3epZhovudk7JLx3wABuF551HgaRRqNgnyzwSY/oFvb5Ulr0fme28TzcJP/mbToKNd4m5NLYhKRH90TgQRILIBb6YM1KykUffK7kFpWtErbIXc1BJAWC8l7B3vMXCAVr0LHsPNU+RA3MSarm9o+82AZY9UeBgOebznFxkvEMoMN4pxPr8WOm6eP8BuPQfO2TiXnKtLnIVe/bknYOstA3vt4skBrOFD1VA10/QMxY/oQKqa60UWJaV2L37Cyz/8JNCdyX26ztvlM1dlZ0larRJaZqK+/WPzrNaPa8tSmoBJJgDigANobjQLCDpgjczYJz+fRJhuBo06Z2aKvut6ZOmWMnESfarW27yynWpeubhfHdrm+5m0YO137323d96n19rdu1tMop9zmbffK9EETWfqtWipkQVcrk9ADI94eA07HBByEBgo0BcV9tam37M7jbrtIPsM6WyNqzosEVPP2YvCryhjA3VFuo4g8G7ito9/ddOseYG6QYEDTsYQeGPDPMgepaL1eeoCDObcNEdAGohaujbvEN8XEhP8wDwuUlij7fJBunQlasN44MWtEz0cyrbQ6nEU3nWHEuFukcAdLgEx1p1bJSkmTepasPc4n1pp7Ui60GkZwrA6L7ofi9CBIwkKOdYh/Ck1vzv99baI/r+jQfsa713PGwz/+2Lsk3UeGruKtFkzFm7NWNiHoWoVAhdZp2AMiU3nhw91qpnjrahf5xno3bfxt71ppl26+1P2tHHzbExYxq1NrS7PeIQUcehVzNI3r/uDgAhnDZYA71S9wLBLYTF2mkrgZmztsOGI3yov0Pbb9I2XUMqvZrra8QrguUQjiSZEUA47vNLwTJib9yvLEAZ/cgcx1k5DpYB0BI2FFgmtvCk6/8DNWw/6dfw6QuWFy9ebHPmzHGf5oMPOdgmTpgoij/so0jgvhE/fannr9c5ZrCMR3Vf0bQ34ngMnNPACLxRRqBvsi2D5XK1xVx22X/bd777Xbvj9jtcFyGLD3LeYgH5x3+BPUu17DTmz59vs2fPLlzXVBf4orIcmWmnwHkAlsFy9CMHla6ohs0O+leWo2L4imrY2gaQRo+XU7W0oKhG5os/P/N6pn7e4TQ+RGEldqRAif7Gu4+UcNfWY82O3tUWLX/Snm0bZG+aONlq3/tN23rxMtlGaZFSdrhcPUEqYLn1CMGWUyoZEK+CKGsvcF8AaYWe5b5USAJfto/KSHimbuKzrP1UUT0A7AG43F+aOG4T+xSuyQEhGWsdmyqBACv9gXgjQ5eG6p4rae5HmvsIY/l0cFzFubsgFkFlCPN4z3K6D07DTn6tpCSo3lPZcdIfAa57RQPMOx2YD9LPOrtFBSz0LEdViwO4Z2gCqG8kGja9fwzlOgWdZ3/yCNtn+ihbvEp97PIiDfpmf5/lAMsK2BD3KfQrho8xoLm/z3JR4Ct6ZVNl+e/4LPfq+6WrO2y3rScjqWtLH3/Yxm+lKvPW21nvqV+2vX/xZ1u39TivqE89anv73Cl72KLbHrWTrllkH3zP3nbCcPXl6SHgvF2t2+1fXuqzXKRhR2W5b8/yID3rULUdnPTpWS7auKhyq6AZP2Wem5fSsAVYUcpVda1evaWqh4idMcg69N5EZSrUvYs07CQ0pCBsvao7l9ywwNpvlGq9wOmaJtk96fncS0mB447YztYrAJ08Y4yAlYCgAn9XztU55iC+aH+Cn2hU7/8hDdufywD8zBtBw2Ze6tuzrMdXw7hWQmFDhzbaL6Bhf+eH/o78I4GvonVUvO997ZwieM5CWDnBFm0OlW7DRK93qLsD8vpVlnV/vbqaEol9raP8vQXAFqyj0vzZzzoqmCj/k55lzTox93kbCCBb/td+Ppv2LAf/Bfp2eZnaVvyDvkRlMHE8+ZkSUH16qHPPciTvioJnnihMatiemkuJ1hD9S3RuvKCdFs4JwWyhkZPKcgbUYYHluhlCVRWtG+yun35adoN72lsX3GvXDh2FwpHdcdsd1tsgv0BdFHMAzznXV61qL4lOjk+fvfv/+rwuqrbTsMNPHKsdQFtF03rbaZqA8rTt7O2P3G8flZjYWjGVah10R4JntfYzQoCkVVXsuTq3kqPeoZ3LmlCaGvb0M/a1W/5mN1z3mDU9t0LKyVFxJQkJswkKfm/2pta4lsm08P7dp9vsdevtoZOOsJI9Jttjjzxoy1T9LNU6gf96AwDJxzYrXRd7lnmu3KNdrUhcY97GK8tu+RTMBIBWULUZ+gCvXQKEJM0CKjM+oq1rjhyqav1Ph42yiyZsa4fK//Z3w2rs3qXP2nNKTGDn1C2niaFKrE8RZVmUF1umNWzF8FrbqaXFQfQ60bCHaD/togj3aLDpe0avADVsqsad+vk6+poF1F0ZnjuuJIAJQDcMq7CzJmxhtyiZOOOr19qyexdZ0zH7287fv8ZK1NPcXl4tSrV0LzxzGurp2Wat8D71hs4K94s1/IUXO+20M/e0YWMbbMutR9jIkY261k7pQdBvzXqqthKNDxZiobwdLKJQT48xJAHXoutCwwL1bE+AaJtVSvbBNCJ2CS9otQtovwhzZQDbqrmSXmxvYWE/OhbUaZ63zFprdUVzUjfsJ5KnfX3sqVI3K5nRKNZDdkOATUMlvMor1HE8aNiMsyexvK8ZQF1qZ3zodHv+dRb4So/RP/VH2CAGDbuvz/L/hZ5lnx25756kKf75Tw3AK2xM3F5bq3dLYLnv5/UC55vz3Af2NTACb4QRYI5BhI82icsv/5V9+9vfsTvvvPO1gWV6luvUs8yi5rTdRIOl0EHFwKuKCSxD9QPIhRIqyfaojGRv4QDLCImQaQ0vYXq0XA07B42AZe9ZJgCLqutGBRMsOIjoeOrbBVCwDaKCR6UvqNKV61SJa99gQ3eabHM+83ZrkYfGostvt6Yf3WylUrvuVK9WOYqrChD9DAkIvbKcwXIssIDMvmDZs9FeHY8sZvT2EXClyrID6k3A8iZq2Fm8KytSe5WoIPCVFmEX+KLCAM05flbsR+R8CRijep+VpAtgOVlxRXU8epZzz2L/nuW4cLbB4xWqM/chJzYqFSxTxXKqW5+eZb7FsaNCEf18VAo86OV++72KY7OsZ7o+9QPGJiw0CEQB4VTHij3LAHW3pFEQDj2V9AjKt1SR6I/2hEQS+PLKtwfljA091fRuU41jQSoXxbbDdt1lvJ1y1pvEHCgXMKJPC2nRCHijlxcl6dgHFVfoyTkrT3USmmaZnimvPKVtwmc5BcUOwGQdhcBXto5ytVyo2lQ0yUqF+NQwBUcoMKPG/XBJlb17yiz5Zet833uu7XTAdDt7+mirVYA3fkSd/WTxGrvwp3fbL84+yKZXi+oXBcYEliNYCn9MnV/qWWYTQCZVnP5gWWOn42Y17JcFy6kqW6CebiLwRe8mlOVy0amvHj3KlqpqctITz9toBcylBF2aaKiOYGUFtTKCAop4Slw91WQXfOsGGyrKebv6Nqces6cdPbbaxk4eZvXD62yNEgk8L1SNWdyzAu/Lg2UnHTugdoGvdOwAwlER9CSO/lgHDVtPNCrGgPDcyxmVqgAVVIkeoh8AACAASURBVMAaJfB16a/++1WB5XIJRM12NWx6daMfOT/fGSyHdVKkzlzp2ueDZBujn/UHy1Sfg4btlObcotIPUIOj2E9i5vjrH8yc/j7LWUQxFLODfRKiW/H++5SSqONFYO6OA0koLKaaoJMHWE7VZ5J3PmZFNW6+V1EKIPGpwPuIo20l2kLivYy5JXpyA8wXeo0dSkRitaiGHQJfMa/BKIrkSLgiJIYRc5/As9OwOZ9UUCqITIr54GD5U++yktNRxX5Crgn11isByHsfmG8bZDtW7nNiCNJRZaWNwjU1dCzAck1tJFx4rrKqOkrwwq8ubnfNoFo7f8+97J0L77MvrXzenuqM5FxNsnNy6x9Ro4eNqLfHH3zQTjj9o3bMRRfZ1L33si/KAu2u5UtlV1Vtn7r4b/bC9XfbEIEZ95LoI/CVEye5z7tX9N3Beodu/8YHreQEJdTuu8dekBBepa6F/tbBSvyWaj9RNcZhIbyPSRTxM7evUxsDdnlefc6K2SQB1FrFe0MVMtOeeRK6UHvW7+rdzikyJ2sFBkfKLm5Yb5dN2nq6lQwbrUcGeouSEM1r5IigPzX+fnNpTZFDxcHN6+yGqgYrmTzeep9a7CyTXlVblUWyC5a/YDtsaLW1UnFeq3V58PAqq9CxtlyzRiATmzntSPthfDcoIbHXDLHHmIyV/LRf32Y7/OD3tlFV2+p17dYuhXAS372wmgrUflgQMOGiFcrxs/4Cu6Zap1pJS44GZNo2Y+3Y43dUFblOv+vweWi9tkHpOgAsbCU9G+5qEPMxY7wBuzz1r/vSo/03N0fyFMZCCPNJvIv9IMyl02btQUOFdQcQ67wwKsspUVHcJo7l87a2gU2FwBfUeta9ooq15g5Vsh1004+sfTfAEtK64LoWCSznynIGy/WwIPw9IwlAX3OZvft99Cy/cWnYm1pH/V/oWY4n5fX95MryznKFiXk+QPnAZ2AEBkbg74/A32vjuOLKK+wirdevubK8rdSwG0TDblPat0CTc0pgotJ5MBOhU/bTZFHmwyROtcKBsC8qADCApoIr3mmf6LWoaX/07uZ+3068RZ0KHYsKgRRhX6WOBSRzoImFCWDZacwsYHC2sKtRdlu9j8tVtVutIH0HZf+7lUp3wSqnQnIeUQHirB3wQxn2SwrxFfYfFkXRUy1+nW8TtYZEhXQKM3vQVu4BTOY5B6NBu4ye5QjQsOvg433OfXoL+1Iq/Rr08b5mxk//Rf9f9Bo6LTxRGrMIkINl7RtqGWkAt6hIdE7fhiCTeIdAOFnQeLCaadgOeqmW6diMe6ZqQjdXcOoeryyu7gusCoi29wqIn01fddEIsLkGrgLwkDZySrX3pDN+6d75daeqe+wnRJP89urYCJlxn8r1HPg4oOit31SSFEBpCuEXB/PQRgmgsVBSxUS+xP/xtSPVT1arwFBWYQoIwlooBxFS19XGId6Ve3mh/xZp2FAXeT6dgulgWcCVvmG2IQilAkBvmX4fPcskWQiyUMtVYkf/9m0UYLrPsh46xrBE1mXo/Oy5r1oD5OdtolnedOddVq3Kd5fegzNvXmzzp0yxj06ps3evWW7N6k2EbtmivjYsWRhQ9zFWgIXAFxRlHkFsU/AqdQ/NNBYESwDqwnUKZELTLCjKalF1P1MFxEU17ABX4bMc1ZB22ba9uNUo+7fRU6z3iaW27+CN9ollS6NCwS0mUHOv6BAMil7Ecvvjr++zG665Bxtc22a/GXbGKfvacI3FBinf8kWo0DUSvilPtlntOrfs2+o0bMaPQF+VpgoSG7yrukYXDCrY1WRF72BblOtFQw2bN6cK6yAdhw69VaquIUgWYInr7rQGwLIqy9+++Md+za+6skwC0C3WUHsPsape6MF6TzychaXBE5xcAJzy6O9xJAA9webolPYJ5pWgPRcqsM4aSYwQD7qhWOvBdnSYwDLJKu9rDuqzA1g/n9gPtOwsusW77/8Bst2+iIAK9o7G3veTKM28Cw5Os3VUqix7kimugjexV4yZstRD7SwWvdvu1+7vss+gSQci5uWc2Mw2dXHtUY2PRCtzVBzLE3w+PtHKEsJpYbnEeYaeRIB3ODEcsmCJpUWnRBmtdVtPtMVXfy68qqvr7LyH7rXpy1ZbuYAVJBAHwnpPYVPUuMgf5wi4IOmSe5YDoPToWZmsOXPa1FlWIj95qtS9S5bYI4sW2hIB1k7NE1yzi2XpwgCnTU2dNk69rj+//L/tBz/4sU3QeT33+GJXbb73vrutTVTsP/QOtq9++y+200OPq79WtnYCi5wEiYHog4/52XUfBGYqBDrnnXyE2b/tanc89YTaNETl1cWvhvItG7by8giSUYwOWyiSxzFXkLCr1jtWLmCVrYhoPXGvdzEbmKe5dldXxopI494hPNslyg2tH5Ho1D0VSD1s9gxNsLJDGi5KeL241X0/3NeWVs1pAsyD1UetRMVLNnBEmIMD/ZZtWRxF6+694VarWb7aNuy/Pabs2r8SI9xT5tfn1Rc+Xgr5H/m27fGHuzVm5dZWNsR798mtDgpVLk9is375ZMFaRKKJNiKecZKZrZ02pL7OTv3AXjZW9nTtSlwMVjNygxJpVBfQNOjV2KwTyG2kasxbqoemRRVikm99bQJhHsBG4nkm2dKsORmA61Vj3vdkqde/H1n7ERAuB1Dr95mGjW1WiFnFnOzWUWFa4Pv36rOLdwVYxkKvUglMqsbu/KEjsiaQJOHgDoQ1v1Zo7qxMQpbMU+ugyfdZn9gG66iTTpUa9pLXTw17kwfhVf8zV5YBy/vt118NO+/kXxkcDoDlV/0oDWw4MAKFEchgmT/Xrlsr4leL5sFKu+qqq+yKK66wW2+99bVVlqFhN4iGrXbM1AebbTuSrVGqGOZKaQRFRfpvUeArks7RB1v08vQKSx/lWAdyTjUk+AxQ6zQ1/S3bDzn10IMth1FezaICGz3BAC5lmCVA0kHmf7CTshJQTxXXFJBxRg4aXXk7BZquhk1lkZUqqjv0eEWfUwDeLMwTMIkFLfp9y90uKfqYHLAmsRyv7DgQJiAKmqGfee5rTLexGxCoX7g9UtqGYNBVtTkXnZMrjtPv5UCYgxfBcgbhfcGy22UAhKFhJzDvNGzvGdQYE3B7gB395VnllyXffVa5BhAZx08CXwRPDtwBBQBsgpYcqCP4o98We5ZDgRQVdc+VE2BjCcQ1+H6yKBDjFaJJDgrcKzqEg/hwHAJ2V2NPCIQ+xxBIoo9RAYKqFrvsO81OPWNvOYoJmOor0e9b7Pcikw94ddEoHadb1coNomU2yp8zgzQqy6g/R78vFcBu96jE4oPkDlX0Vqdhk/jhfBHWoV8W66gMqCNQrRJAVMyi4Zc/p/ZRJvDLz56pqLFKlSiqm9fbOFWo9xW100oUiE4Yal+/+U7bsadVtGX63Hv60LCjL5deRapJNQq6eP46RBfk/BobBdRdDZvACLEaXYOLY+k5974/LJ44P89IeO8b4l3RGxj7ZeyjMsV9UfCtQPEOKbmed9Mi22PeE3bn+e+106p67XhVF5u5mYr4pLenMUb1nuSK2jQvf8B+e/UDoiCqeqMAfuxu29gZb50jcSRotCRSwq6GQC28QlUZ1/mpiJZUesO+B5sZtqH6zAnj2+pWNLnfUs/lWhdmSgJf2hXC+Gw9XqJP7Xool1ZWW53Ed2oU+K8T5bCSwFJBYkNDg13168vsBz/6iZ/TK/ksb5d7ltN7G2J0fPQOUMFCdCslz7IXM9uEDVv0/xLcR48w7xMK8NGzzLvj71tirESazEcqWarlJFyulilBCUjIwNy/p595dB+K1V6lJSHFSepeMj+G40CAZVo1SEiG6BaIn7kwhLlcBg1Aje+zM4Vgn5DCQuCLe6b9xCMUAl8AWIT4dHzmKN7dinLPpAQQ5tr9fHh3oy84jhWsJD7Rs8zaoXH0/WBdB1U7MZeYb5h/9CeJtphF8344jvbbJR/uMSPtid9/zSS5bhffcovN0WL4pNpxGrPas94faNiADnUdOWCh6se7imgd8xJMpbVKjg2X7/H+06epdWKKHSPbqYlS2H9ze7N1C8ww3xQF8UgUxepAf+s4eYefeMqpNnX6TFvx3HMSoaqw6y6+yMbq/EpFT/6uBMd+eOU9tuMv/2Q9jXVhL6XzKIBl7QgRsEpdO61Gbes3WPkhO9uXT9xV7RCdLgTpPf0CP4MFmhD74xpyz3L47SYWheY/wHKZ5gsHy+7JKyzqGgipB1bvIok3BAG5CNodvCWC5JvAGOvrnltNtZIt1FISJr3We8WfRStfpsWKZ04bHLqvlYxQQqGhNh5dqdz3PrNCk5O2v/5G6YistDFSjF42XtT44w/Rz0XVUcLBBROWLLPd/vNntlbKYgs/fgIKg2Yjh+rmCjQ3NdvES/5oVSvX2/BVK6xdyQWeT+wSOWy0BJFMTRaUejZ5Dt3KEOsxPUwdOtaokfV2oFpAho8cZrvsPlGCiLoX+t5qzTEkPKuUPOXZUleI5ukQ3YrqfPR9oyztNkz6uP6Dg+XoRw716bDLq9Qc48nTfmA5xpnkH/Rp5rToWUYUMtOw+9+LQtVYl8Fc6b3pJFKczh3zYgX9yNpHVI1jP3FPmeMQeORYrGERqbhlHmDZE2AhAlal5+fEk994lWWuoy9Y7kvD5uf/yiA5XjBiohD4Gqgs5xEZ+HNgBF55BIIRSTtXqX3zm9/0/+ok0rh06VLbY4897IYbbnitYPkA9ScO96pd0OSCslyqCbgdyxLvQ4vMNhUNgiz3lPTJjsocYCFVPXxRwz+RGi1zPyArg+Us7oSwlPq1oEL7qgcYLXc6WNCw+ZEAgPvyZksl6IBkxfFTJviMgCeohqKMAvScup2Frwg0NWAetClLn2mFgMaXoWEXKNYeVCYatoJKr+zwo1dLw2bc/BoSBbhvP6L2E1RtaNiJJk4AW7CF4WuJhu3Vp6gC9qdhR2BTpGFv0rNcUDJXsAENO/csE4gm5fKXo2Fn39d+1lEE/Q7Ei36yuarlYPmfto4i4BfqckgdY+yBa7pOt7bS76gUeKVc/yoKwXE82ZuIAnnMUTvbCe/bw16UUi0sAih0eKN6cK9/O1hWBaHKgTDAXRUZeQAXaNgoSUPV1saDoWlqoxDHIsCMfwMsoW0SXBPrcb2dUBcFVNmPV3USDbtKlYRKndtQiUO92FlqahRQUUaVHlWrAVLLFZSPUWz457pG+9SU6XbRfQ/YbupxbJfAF5YzvGvRs+ypBgfLnF95ppJzbEAkStdecaWCTrVXfRheQY9+tQyWvT/OBzCqGLXQkwFeugiqJRxviCrLXTq/2iFV9uiz6+yr51xmVW1t1qnvzP3AIXbAPlNteJeqQtVKpuh4S5ZtsOHDKu2umx6xRY8us3vveNbKBChKRVvuUDVu/faT7NzDZ9n4yY0ab1ocqHwAlqEtRgBKNYvryOJd0VOn6ojQAp653l/uNOwQ1sniXQWBLw0P/q8kLKBzXj5+tF08uE4B/Fg75/77pbtQau9oXmUrdD5c99DGBvvvy+lZfnUCX7MmQsOOyl+0luRe30i4OV3YpwcmrFCf7qvwH4JaqbLMM+6tB8IaJJocrqI+T7KBIwR9O9pYqD4jQBi9tXGsohezA1haPtxeKmYEr/ZCC2d+9Z8EcyPOJ+bxqFwWt/EmCqqI3iPMJYStDu9gJMeirYb3MubLxLLpQ9VGsIo8DOuAM4WcixPtEv72Jn/kXr1bjEe/Y3HO2tbbNXwIo1UkqNpem/c2EN5j5oBUD49tUlJykJBOe12DPXzTd/RsdtvDd91iq5QxbqXftaDSjHVUeDvzbgRYjvc59yz786mEWb30MH4xYZyUjXvsg6tftOdIxOj9gdXhfc1JPR4GMqyKSlVINStYT2er7T33cLv611fbjjvtbJMmTrTxo4ZZpaqt7Xq319cOteannrHppdva0JGT3XKqV4i3Vy0bBgOJ1hgliNuxy9J5D3lhjbWceoide8RM20KiljQwAL6a9Y4PEWii+vlyPct+XQJWKOIHWA4LplDD5vmDPk+SMd5FABrPCiwVRLV8TtRcVq21cqcdxYapF4DVTnq/e5Xt8skf+ZoxqFxJSdZjKX09Pn6ctRwkS0daAO6YbzvPW+yMoFIpkdPSsVHzYEeH3me0RoykNnNwCN314vOsf1evbfX2H1QkPZmjZ6pNA9wjtsogBAOppOraecY5jrcA6UMCsEvCaTU9G6xbY1khxfK1SpaTWaWKvtX7D7SPHTLD1i5t8WRl9oTPiRMo1Mwx7rlND7WzdIg5NN8K0KLRUgMVWs8Lgo98r+DLrTWjlT545k7EET2xHHR/1h5nGuna6HMmxVyje+r7oYrt1lHYkwVYzj72zMEulqfrcvEub3OJZClzO0lRxMRwHYhWmAS6eVs0ztDNN7qNWFifcbwmuQvQJuQJNL3XuDfwFp/54dMVKCrxoc95551nH/3oR3V9613Dhnfhf4veOwCWYz7/e58BsPyPx2fgtwMj8HIj0LeyzDzX2tqqxGK5XXnllRL5uuy1V5anjDpAgUamYRerxlglURFGxMbrgwRg7qeZt4ngq7tQcWUZBvyFwEaAZbBhHzVsB0G5sozAl/7BgqE+ZxagoNwGJbPoGxoA0YGmPt7P5vsJ4SuCrXwsKOB4C+dqZVSNUYAmARCeoK4kW+hZpmc16GoEdgRwAZahVIa/Lz8LP+kiNTP6cuU/TGKBlckBLMFgqnxzDQAYp2qGZ2lcN9sAiHIv9Kb9iFQwoRQn71O/4tTzne8D+4G+6EDzpWDZv8J1J8VaH2LdQQfLCmEqJPDFuAQNMqmSJ3VexpxglTGMREf4QHsl3IPwdH6c1T8Cy64eXAT8JBtQTi/Nlfm0H68y9QHLhN4kTDgupZjcs8wliUgnS5VqW/6+g+3sXcba0T0d1uTBYqi6cuu84uogsg89GeGrrMaK6AvBo2jPVC1q3DoKMEL/mfqREw2boM7BslOsYwTZBz1u7suaqlWrdezhYiSuVe/0QWMn2m+efNZqFdBXiVLtIlvQQFzRVqDW+wcVqAk0tmqQqYShSJ23cf9SxpUEQEG8JfrYsHlpc5/lUOLO4i2eFPDetwSooWGrdzJUcKEwQ1HPfqYBlrkaAD72Wk89utT+dNtz9tBDT1l5S5vGt8QOf8tO9p6jd7SVzWvt8kv+5vT3B59eZ9UC882PviD3NiiLg0Vl7LQxw6rsVHlFV6qaVC8LLER7CtdAgJ7UWvkZti0h8BXXQMWeID4rurJNBPHFbQIMAHLCyu3/Y+89APS8qjP/MypTpBnNqLpJLrjJTS7YuGHjjoFAWOouhJA/JcQ2IWBnQ9ssoSRkF7I0h9AMJgaXdUIIJYQAhtgYG7lgG3cbd8nqfTRN0vyf33Pu/b5vJGE7RgZlmS8xkmbe7y33vffc85zznOcwNlOU/Tt8/qGqk9xLAzkQBy56KO5WpqjtiGfHyXffEv97xWIJESVY/srlX41PPgWw3D6RmuXn674kRmaw3NJnuaxtq/eDcxx4orSkrG1HabI/OgJ7VrHn1TNjZVe2pWGXXsx+9c02Vdgdzr9JdqWC7kabIYPTXOt5rexrXHUNOE8thcjzpB4BegBNW5PP5f72TI/yXM72ljXoIKWPKd0DgMMVLFvHIHPi2Y6vWZLiY8q+wKmxmYDlSsPOAF/JPjfqo8nySfVZYMyPVQKZLH33qk9SSkN7wccoRbuxe1rc9d2P6SKr4qZ77or11KZqrcJGyJZG2SKN+UKJgoNfOhHrmYBUbWlExo89ZA5AmCyh6NAwMXr0HdY891xFwOaoFy9rfuny5XHVvy+Mf/yHK+P+Bx4OVHz33XffuPJrX4uvXvKVmDljhmIkk+JLn/9sxJnKrp77nohlK2PPj1ypvsmqbxWQ3iwxQBg165cMxVkvPli05MPioouvifNfd1K8/KBd3EqPUotapuCaZYNl6pFplyTAhq2AYWLNAZUyCAhn1lgBbjE9UuArNQdqDX+C5QzIpX4A4zE5piq4dfGM2fGxAyT6CaD//D/FCf/zotjY26t3XTtdoECtfWNQDKzBAduETbJ5I6KL+xgFM7KHctbT67cGfQRTRr2369ptGVBHGDHnb/oRni+UOTU0QXKNZeeN7JXMZ5MifhPFLFq3z/SYs2hVPKw+6ov/+KVxysqVcd5+vTFBfdxnyCbBGJghISyLbun7awQgGYMUc8ye0u4aYCEsGFylfl1/ZgcF9mTYSAQTtPcKkGKHmAvMR0pYKCcjeEIwBdBtfK91tFEgnLXIvpHXUnu8VdS4N2nYvEPsn1vzAbp1LgK8FSzznof1fvg5wNwZah2Xx0Bhas4F98p2eVEGuzYqFk2rQM7r+YJ6ulheb30HraN2bhr2eGY5zXvrZxwsbzsm4z8ZH4EnG4FnrGZ5Xwl89XYmWAYXUMtr4ivtkqzU7Eq2rLOiLpZjiqIpNhowhZpzk16b1Fm7+c6U4lgCWBMg4nABcrmOMyPenNLAmwqN88m13AolaYa1VpZvu/6Y+4MaXem/dmKh9UHXhGKdw4ljAUhsnhdlNG3CbnOSGwzPSeslK1KX+zPQdDYDgJMiMWSbJsmxq/V2w1bZbqnJK0rN6YzmRpg1VuU7OhtReFOKS80y10vhq3QkcGQs3uOWSgVQIw6j69NntUHDLgJfTTr81hn+zCxnfWI6DYzDJjkuzhrVMXZNMC0aSg11EfjCyWbgd1Rm2c8NTbyR+U4GAs4V2QWyVVXgK4F5AlSDZbMYEiDSwOQeNd+e8LbT45yzFsTpS5bGJgGuLjkMsPJwECzwZbBcspUIfLW0VKqZ2/+IGjbj50i+vBbqo9nE3D5FzvVUOaHHH6OsjCiH3/zxj+x8dtK/1GCZMr+kbvvdFYeXbE5SofOdP5EaNoeQkU2wDAhPBziFzJKG7axsoWFT+8y1J4lWuE7tmtrdK5o1mfTUEd07wsHdqv3+xyt+Gp/+6L/HvLndcviY7+SD2uLEEw+ISVK9/dEP7oph9RVt65wanROUPVJmDRri+jVD0XnA3PjvUpmdv49shyjxq3RuqI1V9bVJW8zFuD2BL2r1JkOdLvTHIWXFLPDV6BWtexZNfJqegehGp0DEgj3Vqkutff7ktp/Gm1Yui2H9fGj1cLzxgH3jrr2fFd/92fUxaXV/dM9UZvnSS+Pjn3pqathH7PkCvY8MmMGmaC/K8pnlKs69QSUerq6puThWDTt7x3stsfbFo7btMTjM+n0H81rAaVXDbtTtGizXtlACp4Ve+VTVsF1SUewlgbDsDZ12BCfbwoXu15zAnPtxZpnn8j3LWhisy+v2fC1BgAYwTzCRAojMlwJkKKtpgJ+ydp01zmP4SbaKS2DetHUCy9xPWmKrYUOvnUgQ0Ma49GsGVOkktAJa190bd//bR+Pvlt8dx69aE+uY57IB1Niz/p0RbmSWEzDyrNSlUqOboL5mCtU+zmrY7kaVNf4Khrlft45D5In1d+NNP40fSuV64cKbFJ8ZiOOPOy7e+ta3utUN5ydqXT/v+LM/05r6mxhe+BOVXOweoytXCWX3xwuuvjVu+fnDMf+2B0LdoOPWow6JT/zu/Og9cPf4gw9/O171/CPjrfOmhhKsPif3QGs1VJotPMU9CwhPRQtAgGiNjEnWt8r+yda1o9KsBx2QZgBUY6jaAHxsDmsRBeZ2F3UnewOb0qX1uotaNR1+gAS9DlSf50XLYsGp50t7YaN61utdKAuepT2pBzHEHueliG0js8k+TOCtBlOh8WdG2JoWBJ60VgCXE1USxJrwXk42GmsjMTHPIPZXfqZjymR1CZMDoPIlNsM+WbkhFu23dyz7pz+P0e/cpIdaFn9/1F4xbWC9BBRpTaiyLIS5BGprUBH7SH967rnaSQIjDozCXtFENFtFIJc5WrsjoNo9iEK17Db7BFR5GC3MZDoH8H6a/eczyIlWAhlrBn2qynccXC7B27SL2XavZpbzmJJZhuVgZlFqfhBY5N3RupA9h3ORoZ6mDLXBMsEwbKU2EPajGhyFzUPgOPfLDK7QzeBN554TDz20cwl8+bV7L5sQWwt8VRr2byrj3VjMv+G/jIPl3/ALGL/8f/oR2KFq2PPps6yaZQt8sTm11CMDclN0y9veVpll9ksyy2QQqvgMDpiylaXFUWZBqPEhY1jBMlnZrJXNTbfQufUXU674EQ7rNjVveAwpkpKZ5UKPhC7t3YrzFho2vGydCKBO5jh7lFbxqVIv3XKM65G1KQtXZVTbYDkVofkQKthkETAyHulEUjfcTj1toZJ7c8encU9iouWFZkjmpDgtmbmt/TbTLwCYd7TU8nIe1weW8xpEGsxnb+akWOZzttkhKZH5UrPMSdl2qVluPIPvB2oajk2OhcFoPYZz6SfUJ9KmhFpxzoH4GQGJdguHMX5QSeVM8pwliOIerwQSqFku0YZhRbMnKrPcyArQJ0tnhF7q7ELJIjFW9RjoqDxfguXMgNTzMqBDcgI3qjZw9sbhuOlzb4u23z0pvvhv343palnUpVpe11XqMtTlWviq9u41WE4158zKSiRKzgmURAS+sr0UTgwiYFkjhtO5RuJdRP+TkknUXlF6/W6ahKWU/IxOvdT+VSNx9qkn6R8d8e0br42pG4bUk1Q07CKgxbOu0f1M17X9XnSDZB/olUoGALBMmIJ7ptVLDQpY4EsJmk6KoXmXuiDPYDpfcTBwjKhlnKLME9kzaJXDusfdZnQKyKmkcNWGWKFergcrdbZpWK2dlHUZVJZ2dl9XLNMzrLhnSXzjs1fFY48PqV7PKW6XMhAUGpQC7SQ5eB3UD+p7KNzHqH4msZwB1WROE930T971wthv/iw5cVDr9RFgmTS9Q/eaSsRk8shmaWg8z1WumAJfUrZuiKhJFdc0dj0rx/B7vV4Bn0IN5Dn62+I1pxwfr3/wvnjH4kXKKh8V0LukfQAAIABJREFUzxbd+ktLH4lF7QJb+iZU7d1E4VyhQevRLKId1vS+3rjiHy6Lz3z+It/eEwp8SQ17QcksV3V3Z07zyRIsG3iW9Wa2DAr6aYtqZjnp01U1GhCGsGHzPNSpQuu3HkFZX2RyG90EALCFzl2P4SYAmhnw41rMn1TMrgwaVm/ap7pOU/uAemUAqr9X16nWsvv/6lrYEWwItiTtLmULVUQJYJVMnFprnNYRKqvWu4UXbTAFoordZf547eZz1GAiP3EgE8BbhAGpq6SNX61ZpusB4ovJqqkk7LRJaVt0NdnFYZVi3Pm2l8RHfufAOPmxxbFKNOy16hXO2nArwpaaZf3KWWOeNen8CdYmCLTBQAFQQOEFULi3uksvqK0Gdat3O2JyQjzf/NbX4uJLLvFzXXHFZfGqV/1X/7069fSEpT7qSqltvuY1r40L/vid8eoXPC82rV+vnsETY6WegYzmdw7YIz49eXbEfQ/EF1V7O01g8SEh4T+98Kq44OzD41QFrWDkZGYwWRVklifpZyO6j9nqBnH8vP3iYPVw/uLiR2Ot5vt6jQfaCmSWDbTooVzaQmFfqnKya2BTUkCZywzAAbr7dO+v2WuveOAItadZvDQWnHlBTFArq82iPLOHNaj9rGFELvXOs4tFZkUbfY09N8l8y2bIh/CcglpPGZYCSwTLJ6/tF0BO7YI29VIenl4WPrZf50q2QvZUh9XGGmgXLZ3vPXzk/vHYpR+SWIHGb+2K+MkdNypINmiRtimI/eFHyI4DfBtgWQ5NvmdRrBs0bGqWN7u2d5PFEnUMTAQ9EarnDt7XmmX3hC/ByRYattlIrlkmEJp0bt5XP8Iv+l2CXI6Bqq1uDS0CX4Bljq8MJQNhlaPkMRm04f4I4GTnAJ1Sv6BGOXsxA5Yr3X5rsMx59N58PwLLAtTY2jedc47UsHfezDKto0477bS4+OKLxZTSzmpVvvz8Ntcuj4PlxjQY/8v4CDzlEWjNLGdAEkww6Vfvs3zgLqeKEjpbYNlNU+Q8JfjEaWaT61I2MEnM2fMSZ7C2CXKdKWAUsIxfoe9tGs064gpgsw42e/cmyB3bZ9mbnCiNzdZRmYvYloadG0XzPJk9bdKwS+bGmYPi/BPVlqOfGc3SLmW7raPIfPMMVfEZGnZVAQc0AhayHrmZ3YWGLee0UBgza1x7FOM/J43dY+PfkE3NqK/rcqE8moaZbav4tyWXtqJhZ8Y1ne4mfbq2jqo0bEBfoTlzLYuCZQ1jvodCw66Uea6lF9aoCXbtI3TvpLqTDXNvZt6DhcJaFUjllGp4J5Q6QmfHXHdZsgI4OggHWRCpgAKYAwQ6NH4cnyyFVE1P0STGhpmBumkBIOUYAhKb5d31HbFXdD9nftx4x+JYesS+8fZXHBGvue/BeFC1xrOUVWJTzbYxCsIAluUcVtodQLO1dRRtY7gsYizcIVlZaHbuY1lozqtRopUTJnZmguVKn9O1Jit1Q13mafOPiTa1Nfnmwh9Hr2iKy1WzTLxnqmqWXUdmRyjrnLkXHLMKluv98PQ4dFUNO+uu5cQh3qX7IwAxIBBJS5jp00ufTbJFqGHLQUbchw8xrmXKBN14z6LouHdRfOEXq2P5brvFu6ZtjpXrNsaP7l8huvjUeLHqir8nQDty6yMxc8VaaeRM9by2bA0AhqCPPGx1RU0Apb8PDk6IuXOnxEqJ8Oy1/+x41X97bvTOnOrgByGitfLMrmrrjpeMbhDdUuMlJ5VaStcsW4E3AT9OOkq+pmFrLNbQT1SAphPRHF2LdjZTNup7cvg2sJb0s9Uam7/Zf168Qe1r5g/2x5Dqu9EiCDIoFQihVKuMYBeAH5Ah53O6VHH/75WXxYVSLObzxAJffXHw3BfonZEqK1muwmBhdN0KzWyPnKuuR6Q8gWOMp1Lgy1oNjnlQQ5iMFYSwsoS8BLncki5rjVmnKZZV6pEJ+I3AppCDXzNzOO8G1CnehaO8iV7xgMrSKcA0bIKLFviqdg5wyjEFLBNcLOuUx3DtcQXUJTDHi0qhshRE5IN2RGYKdW2dm2Car+X7S7DsZ2dfsLghscHcKwi05nnyOw3RP2wLVG2CB7Yj5bl0HowLU8bq0/qNW3LZtug5lD2drDl4wx+cHW1/85b41DU/isMl7rRWIk5TetHTSCBBrSbghXY89ZM1y/Si532VzLIGoluZWwNq/ZzWP7SSsnq8/t3vms/R2H3XGcK3D8ZH/o96NF5/Q5x//vnx7ne/W+tRgle2H9optRm/4AUvjNtuuTH+6cp/0FyWaJcehPc+IFDFeXZRzfKCI47zeC686sexqaczHpNg1oWf/1F0nnl0vH+G1gZthwrYWasA1BQJNE3QotpVKnv7CSi3Sbn72Lt+FhcJLK+R2ny/lJM7ra7MQAOWUSvPzDLZz1ru0KxZbrI8ulXW0acg5Bt2mxs/hYatLPPoBy6KEz7zz7Fx1kxPkkmFPp37NuuAV5olCclW0hy3zomO0O+2qGYZLYM23fcWettp3Y8KMHZKuOy6F+nZ1e5RCmkSD3ssTrzyh7FZNm5YvZ42t3Xovautod76RKWsRwX6eZCbTpEw4pnHRpx+dLTtoZrqVSvj+rtu8VxaLrvOYxMsqPXIDnqi3F/sbbONGBluTjm2ZplSlvXaM+jx0AqWeffULFcVa87DGBjkNsCygnKadw2wXGrca0bYFGvAMpoa2GjsP2BZJ6BLQZNijcBXC1VbxxCY5f0gbwAtHyZRjwXHcj8ahJJPZhkaeFHMJoCaYDnnP4ET5kCC5Z07s3zKKWPVsH+bQXK1WeNguWG+x/8yPgJPawSw36wjg+XL5Q9eeOHTbx1V1bBRq7VqbkNQI+uRO2tfXpwkMiwY/dLuw/W+jVreApah/5FhcTqVG82McPYfbgXLbIvpXG0WwE6xjQL+cOYELHG+2CiSupX9fWudU9YsE7GuQA7wV+riDMAAiESKa8/UrNMlm9EGSKs0bIt3EdWGDpiZPGc0/Qy+O7d34R8Jlku9Ly1WcOIKIIS6yScDCSVCXbJPCXLTwQakOsPqo7fKUOHsV7DcoLoTkCgtlRjJ8h6yz3JmrXgHCAplTTDnreI5ReN2zHsABGWGCBYAQD0VQQiQlLZahW7qjNWTCXwhZITIWxF9Y5wsHNTaZ9k0+0rDzvptAgfb0rBrdiHXxYiyFF3KaD4g8ZwPnnOi+isfGG/8l/viLft2x3FzpgTiztDTTK/03Niahk32TA6kla6T0lZp2NQ1V9odraNcx1ZqgrO/rxzVlvpFfo/j0eua5S1x3IFyLiXa9Z0br4k5ou8OaDGOKLNANoEMllszaVhpOQINmww8E5hoP22oyCSTPeAD8M2aZcoDAHsonbaoYbvPcqUnN58T4S76avYL/C5aNRizZ06L9/31N2PVdfdFp9SCN29kDauvrqamcKv8rg6pUks0SD9rk6MNKB5y/fu2wS0YHJt0Xe515eqRuOBdp8Uuh+2pceyKORPV31o9S3umSTxPgYOfd3XHH8w/PK6UE7uP+qAPK8vGezH1syHwBRAkE9Jsz0WQwO1PUHTVG2xT7fH5fXPi91QqcJxUjgd0fxuU4Z/boeeXlz4C5VYvHUeZ2lIyZ84auo8s7aXMVnVbFWqWaR31sQufCg27WbOMvWCdNkojCP4gzMUYEQjQS82MWhGeyrRtKZ/gmAyN5XmYz7zktGGtNOy0UFlHjO0xyAVUulMAzjtgUedAsdx9jRMsN7LYsjvus0xAg4AVtu9p0LArLTyz1qWvetFZyPY8iHdlWci2ehJNe9Rag5oq+vlcBU+nbW7QsBPYUXKS3Q1yDKFhw24gMJG7SSr2Vzq3bYvup10q1je8+7XRdt7LhHDXxOjiJXHz4gc0R5JWDrDAFlgRn8CevoeyNHbC4vb6rwJhalCrsvRass8W9cuAA2UL3AMtfNqVpqbO/7Irvh0f+djH4l3veld86EMfcka5fr75rW/HS178O3HRZz4bBx+0t9aOpLo0hwcEfsAzfQBxWCLUWWvuz9H+sU4t8F7ytdviPYfPi+fOnuIgmdkt2AHRwjvVRmm67PGRe+wt1e5D4syf3xx/u/zRWOT2UtDLJfAlYJpgmYxj6cXcCpaLMn2H65pL9hmBv6KGzc51/KFHRcwWiCUo8c4L44RPf0t1yYpkaTxGRGFBtd+K64R1XaYDZMauk4lPXY5JAtvreqar3rkzdnl8eXSuXh8bZk6PB/baLdYetle0feL8THWvFzW9py9G3/VpZdkfjSNveTA2r+hXFp3nls1Sp4uFH3pzxNFSKp+rgATg+vFH43s33VwUqnWbsgcbtM6TYp1gNDPCsuMtLQABuVCtafFnx6lknzOznPtegmX6cmfQLkXAdJ4S5MyscZZgwEYyWNb/YLd7ipiYjxF450amqvuBg80GywhzJZhH4bxf/2ZlT5FtHJEB43q1Hpm/p5Abe02KiaX2heav7GCfejrXrMmQ6sdHFEzopmQl3ShnqClhqSUUpnOLHfD2C86LRxftXJllniMDEROiZpb//u//XvtFu53bCpZ/m0HzOFhumNbxv4yPwNMagR0KlvdXzfI00bBp2VJpcnbvyCIgjlWi+mxKQ1D93HpjOzRCb5eZ4UjF13SAcDz5pMpxoUI765kOzag2YQAZYMKOUwNoprCUOcz6GKgXQSiyImDUrOUrNYE4tYUumS2LcrN6KpnlX66GzUOVbC9YpzWzjEKtMye54TYFyJ5MDVuZE92z9zcyQk+ihm3FcY1m9h/eFixzGsByA4waQGyrhk32BwcMtfM2xsXOOzXL1cHPDBGA7olrlsUuYLvHwWeYlUpzdpwGwzwSoGw7YDkFvkqwwYEMUfDkdNELFpZ2ZtAVMEE92KnDzHw7oy4UhHPx0tecEM+TUvP0GI6NCHfJ8VqtHrsI9zTBMvV+qYSbFGui8AKnhYZtsIwDBTWvCroYLIs+PS0pwgbLalk0ZYqCH5WGLQeGWra95T9+YOaucfn8w+KDV/84XqIWUKu6dJ8aEzLYCL+4x+lWNcvpwNQ6sq1rlrM1E3M2wbzmiF4Fz8wQAzLJGE1r1CwrG1IcYHqwfuHTP4xb718Vpz9nn7j5mjtjtWqIWVvQdVmL4RrQBFRZs0lG1ChLDqMyOqwzA7Gs6cep26K2LjN3maaWW93KJu8RL3n5AjmBHVa7JltCAIjsCFn2R9o74xWHHhsfv/eWOHn92ujXzdN6CxDcVMPeDljWM7SLjgldFrDcLnrLMQcdFX+8ZnGcu+zxWC7HqZ8+ssoIYncQNCLDTnDDtePyEmtgA7CcNNwMPljg67KvxCf/9qmoYXdL4OuFemfJoTFYhu2R2EIBNtXxoixvPJJUYwQQCQomyCTLg7BhCZ7pOHcBUDlCljCwJlHrb9YsJ1hGUKtFRMlzPu0cgSQyzyhIJFhuoWG71KWAZWYN9whdutR8VvG+sTXL2aZqorLYBrC6x3o/rHeuxTocUbYXdW5/CjjFAnnO8NwED5lXulZmzHmuZLoA8tNap7BiZpqzpMMK3gUsO3gIiwY6OXoX7imNYy/BqAKWzT/RfQGWk8pehB4J6Om7U9etjR9f/F6VY5wiSsWS+NGdN7ttGAJSBsu696qGTc/l1VXgy2A5M3x8EGNKsCyxLLLPBSyzfhBw4vApBLYksse5ezpmxMtf+ao44fQz4u9FG71ZSuxfvuTLcdaZZ8UJx58QBx98cBx39LHxwb+4INavXa0a5IkxJNCNbZtalIt5+gFlhO+cMz1u7+yKhTf/Ij6265QY0OSdLsBGVtGZbgH8yQLL+2wZimc9S8DxWfPjQ9dfHS8aUK22ImBbg2Xe6YACTghLEYzDbvAcpnMLTE+kb7vGiIzjoAAhSs7DQmVafnHCwep/vOtcNn5HFwxkJQA475FHY979j8cmKecPqY/UFgFo9D4mKps+QcBPBS0WaZsogcDrXn9GxJ++Tmybnhi98qqIR5eAwqPt7BOIIudWPjwQP/znb8Yfztsr7jtBGWPm7/dvjN5/vDrWvlBU8P97dcTufdH2ntfFyRJQO2FAIFpU8SNEaR8h0y5FRcDhZAVjYQLwnlOoESCcFOaqYu3gqYS6sKnZJpB1kp0EZtKGj0CKgXDO0S6BXB+j87vPMp0FSl/7fmWsWTjZQSGPIYA6XQA22Uj821OzwSwiUMNczKxxZnu5FsdTNsD7Sqp2yWIXVhP9tAngGyzbNPOsAssKAriGWmNJAGaTftmNRoUcAx+jfQM1bB7Ce43eM99/83l/tNPTsBH4uuiiiywe+csEetIo/fZ8xsHyb8+7Hn/SZ2YEdihYPmDO6amGLf8oa9MKlc40QsS7kpKLozRkqh8OYda4pvAVNW5JI+RnpiyaXotTwgbGNoRQSItwU1FK5TeV+sn3XWPrZAk9nlH41AbD7ei+Wml86ZAlMG/Xxo0oDG7cEPciZ4vn4EPLChyzZq0xThsOA4AqNz+AMs+RIE1ndVAgKZbG3IjcmIpIvR0gI0EPgQNEwRz5xKnUv5351nkICvjcZbzsf3hsqrBZtmDBafUxrv+t39F5KDfk4sYztZ4re48CCKA5U/vn+miczgKWa01wfQ846vXF0AcaJ83f8fBUGnZpU6OHxynnnVkN27cHwGrWGuMY2+ltnMd6oo16yfJa8v5Kz1mfh/egcSI7B4ggMwEQ5s/a/gYwjcvSbC2TmW6zFJhHymRumDkzXvfhV8Yje8+JdTrvW1avik1SR57aQ3lAZlxTDbu2VGKscBpKHZucCtMSrYZNZpmMBKq8AsulNZP7jgJY3WeZZ88adeh9rINeZRY28C6VHepcKSGc7vbocgCpZgSg6rWCZTkwZCj87vJecJDc2sWvuNQsk1nW+Z1Z1v3ROorMLN+jvhClaINleXimkeo5u3T/l33p3+MH375NjnhX9A9LibWDtjnMtqTrAo4y55TMBj6p7IxAEA6e1vnwoK8FSG6TgBoiWwRRXvn7J8bzf/fIWCNF16lyNslkMLYAVgI39TkFzeP7E7rilLZBqYEDKmgdJTo1ath49LoB7r9VvMsqvYBlUVW5tsNbavG1WPPrVQftG9969KGYLfXjVQRDSq9oz2syc36fqH5nP85U/a6KzNlferrVsC+VGvZTyCyrZvnwvWkdlYJDFviygn5+AKITBNiqTXNmuVCjcyUlIwQQQbYXW+bMstZc9m83SdVaDV63PqY45lbMz2v5GIPuFArjJ25thtBdQxeiKm/nedJGtKhhl/O0Bhf9HC6XyOxzgvcClgG5RQTMz15KW3x1MsuoGyPE52sxj2Hn1J7OJXhXBb58nrzvqphdhrDJ+qn3zLoD9DtAWgQkG/YHcEzEobUXM9dC6VngQGuvR8JZ1/3pq6Ptz98Q53zvqnjzprWxWsEVkqdk81gjU0pmOdkHCYRdjmwadtqVbq0htylzJreCZUDKZgMtBoq5D4DtEhpbPWlavETg4+1nnhEvfvWr4/TTTquPqEz2FM3zQdmVrvhn1cvzCLxTspSAltoSbbNuokuZ1OcdcXDEHcvjpdffFOeecpDW/VBZ4wm+VgoM7i6T/KDo2m84/rkxumRlfP1nP3PwqFGPrIwjPYTRGGN9IASIJkIPLY50TQIUI1KE3izQrf93QITgYddGZb1ndTqO1iemyVJ1invx8cdFW2+3xl0zeoMcAl7lz+7WDayO+MFPY6Yo8Pvc87Bo0iOxbt7suGvfudEnG7jm9We6lrjtxEMxbKZPu/m8oyQ6Cc3RBXYNwlcujYvveiQObhuK9xy0T3xf4IiN7Z9UUvOyI/aPUdUhf3Ldqjhy0Qrvd2b/6B2sAXjqfUwXYOR9gb3XC3i26x13q66bOU07vMws1/7ICUSrGnYC6pI1hmKtc6JJgXhXKw2btk39qGFvRcPGGk9VUI7AB8HGzBoz8En/r0yEpjBXtsdrim4RpKEUKeuaTf/X/wHeLSynk2TJD2C5tIXiYI6RPTV7hjnloAj7dekcUFoZWqBOKuUTiCfxnmEx6Xd/eO658dBORsNuzSzfd9998exnP9uCec8/+/mx57w9techPJot3H5bPxUsH320gkhYSYIgz9B4cN5n8vy/re9w/Ll/syOwQ8GyadhuHZUql1sLfHXKmakZTWeqoBVqhwUwAaQQ+OoQbTIBYmmXRH1foWHjNLElQKUrdr/0CcZZYT8m0gq5i+xz0rCzfjZbUjhKimOHo2lRm5JhcU1wK82x6fzZnmiPoZ4KsOk62AJGcYSdcSlXyvZSzQwQX6zZcYN57tAgI4VNsiawAOqiHM5xI/JCuCxK10lXTGBJkIAPZzAIN/jLCcQzA7JTvKfQu6ntGyMCVMA8lHQdz7WGdL9A/obAl2pVaeHRcIS5n5q95050vS0OWqTADsA8a9DJxtU6Sxw6CHm0V+Lu08V3H1h9h6fI9i58V/daapTJUpNZzudkJwegZo0nIJMfbdF3cg5ksIHghsXFXHcJXRlKZrZJyoBEOrS8B847QROHsvER1cONdnfEXf/rjdH2O8fH3/3ge7HLCtXJivbn+kwNLGItFvgCaJbMcqphJ4BNMEpmGbCMk5XOJWCZViG1ZhlBIGh5BFU4L04XvzNdWn/ilC9VJL9bzhx+oZ2cEsmv9DncnHVyeIn2M6Jck8wCAJ4sgQW+dP0Ub8mMGU6XRcpcj5zvDPEu6NvQArnXdmVsCUhcrpYz1/37naJDdzmbxBjSWzsBP99DwZ0QRMI+AkV8qKMlAzUgh3mPvXeLffadEcccs2f89YqhGP7c1XHGSfvFK1//HGV8CVZMNBilnps5SvkCGXS3P6l0c+aAFLLbZ7S7g7Cz40Xgi8wyM8kCX2qJMmaMaZElMA3N1XcoEHynahfPP/LguPzuO2KWlIBWyMcmS5Ytf1DxRS2WtjfpEDPurjW1MFMGNtaImkrN8te+fnl85gtf9DM/Wc3yofPO1vtIO2Hl+1Kz7PXvVmhV0CrXBQE01q0zz1CznZHPemQ+jBVrJ5WCqw0jkFiPSTBIjXirAKFV9g26teZsxwDiRazPNcOI7JHJ1bqoAn8GwnX9p33yuycDWJT3fS3uUQG0NFFk+hFRqjbBt12Cd7A5bAoa10pb48p2gWU6FaStTttcWvZhW/wiqyBi2r5stYcwIIyUzOK5rtk2qs7PFJDkWGxHsSZFe6Eptsh3eMftsukbRUm496vvjJcPbIi3Ll8c/QIKrCKDH6/vZIpgg9aLKeI+y/p7tl7DyJTa3lqzbLDMPNKTFiVlbDlBM/jcIzrXC44/OUbf9KbY4/v/FovUv/Gs00+P8//k7bIPK+La666PhTfcHD9deHP8j3e/M848/dQY3LhBdoGgRwGwZA/1jEqYxu/M2i3mvvXCOET04zPf86o4WCnebgkT8vAjQoMTVVrxkLK0/98JzxUPd1XcuvC6+GlHTxyosTe9XLdFwMk0cWsD0FO+MC+o49XL7RVz64hdn6V63z3i+7deH1OF2tnr39s7J/5qaEUsl5DX/5g1K05bvi7evGFFrJoqKrhOPqpa5iHZs57ZXXHSQQuUdp0Vo0tFn/6H7+VLP1Kq9KfIiV8vlN0jCo4/+t5d90bv8MZYK2r0aRIWvEqZ87Y99ipy42vjEd3D3Zp3bQp47CJbP0mIHpu2ROt6D55dzw2dfoVA5WRU/GWjjYT1vAMClWT5WXQW5jLdPu24VaN1B+uVfZ5Gr2H+D0o+YJnAKAyChthbttQz04q5oWsZLJM1boBTAGxmcnlc5pRrljWuBE74Hpl/VK1RKwdsZJ9lss8JhAk+5jGcJ9+XFdY1p1yzrA0AhtMa2VeeoUPPDjPLtH3AcktXAFTPCf5Mlr3kPppgmZrlVE9fu05BTWx2S/36zqqG3QqW77777jjjjDPiS1/6kns/b9KEGKdhszcgODhVe/MxZU95ZsDyOFAu5mv8j//nRmCHguVmn+Xtg+UUaUmaD5mqRp0uvl7pP0z7D/YzlC6HVGfqzJW9JCKbpV+igWambg2EC+U6aY2lz3ILWK4OWc1w4EhZIEZA3WCPrIOzIM36aNMB7ZDlxrY1DTsz3Vknl4CVbCGghftBiKs6sJmByeTOjqBhp3+RfaoB/M6jZUboadCwq0ItNct2UcbUBOMDboeG7feQNGzL3ur629CwLcb2RDTsdO45/xP2Wd6Khu3Mt2mrzJNCwXyi1lG400WALAMo2f5lZGJX9EnV8+r3vz7a3vX6+PDCa+L4xStji9ocQQN1Sxg5j83WUZltGNs6Sk6FnCOomWNqlt2jMp2lpPYClgHvGd0m2k9mokeiXzgnjeyzHHJocW41QwZJx3QXNWy8tzVyjqA71jqybOeRjlAVZllfqOS8S6vXttQsk5Efps+ywHKfnpMa37VrNsT3/vXuuOHa+2LlslWupQQoV/X6hMYKAog+TLDBlF79JOvEdZ8b+uO4kw+Mo47dR6WDvTH/0F3lGLbHp795W2xRL+VXvf65zoYM04amqL426u6cQc/Mck+p32adraV1lMD8JOiGutiqDaPboWFnlrjZK3qkUbPMxBvC0VdWe66UrdcoYrRZtmK9VYwB6bwX6RS4jVYK2TgooGtZxVjnzcwMtYSbRMPuja/SZ/kp0bClhq3WUVsElrPeFiBcesDqApsAlShL80KxIaVEBUaIe6ySgSXIVdgUHn9a71G20qBGp1o/9NEq8OWaZTNLikK9z5Og2+J4NQBpNezUZtgCkOS9FsExX0vHWaG65VoAaqvNWw07A3h5DLY515Ntc6FGc24HKaE9T5LQU7GPZH8B7oBzn0aXc91w0Uto0Mu9/ppaDEOMYa3z1nfGUNDzpnUeSgBSABHwTtuq0VqzDGrQ+RAKQw/BFguhQotMotgv1XNJp+/2/v8Wf7HnNAcYJmgd8h/UV9gNHdSpEiDTt1PgK3vU1tZRBJGmkClsWc8IfAFymMMJfhSZMt4/AAAgAElEQVTE1VqdpXrcg/eZH2177ht7n3JKPHjtT+I973xbvPTF/0XBrn4Fv3SfUmdn37njLmVftW/uo9ZRtGqDUUEd7DRdS/GimKkg0MF7q11T14w44GXvdNBq/vteHX+upO4EAaJhDf5szcWFmgtvPFmZ6/5VcZ/aV+13wCHRNnv3+NbPfhwzVQ6xBQZHa80ye7TpwQSTNB/JfmodnSVRsdGli+OmRx+UqrYSxVIcfs2zDou3q8774/seIMOHmNeWOFiaA//y2MOxUQ/P+luhNT1LYoXTdK1DDxFNe96zxjpTyv5JfUzf1Z4CyETWfsUyRbemKaIrgwpSE/gZfeQxK7NfrHs4WDTsFcrIdureJ5tynsGUfinjd1MqoxHUyla/ZAXSrGKdrZqcXS1158xds4hK0JP2WmYHFACLZkTN0kKlr2rYaduzRVgvCtqNuZD+irPGDSCc3RA4D5OBWmO+O1XpeeaL1cobrcbs7HjcmTDOGnMt/XSN6PZTp+Bz1Ixwli8AoCt9m3p6QPfkstf0K5BJcNFiiJXppMAiYDnLglLIjX7ald3Dfa6SKGWHSmAmtSdPTdPKFO23vv3ceOyxx/3uPvrRj8YFF1yg5+k3MGVsflMZxdrZgZrl2md5XA27ucQIGvT09DzjYLm+/9/UPBhrVMb/NT4CO24EdixYpnWUMssIfFXRKLsyVrrM2r10vskEZGZ51Jll9teW/r5EugE0cqR+mRo23hZbSNYaI0aVojZPRQ07aYVEdEs/ZH33P6qG3RDHKU5cEyyTHUxFTx7WKq3tvwws035EDpBr6djpM+OUSteAHWiFmdG2Yq6e08mNApZda2hHlOABAl/NHtQOHLQ6sHWMcSBc8815AEFk/Jo1i9uC5VTDhoadeb0StHAkHbCcuZ1hvU8rZpdsWLa2IgmQz9V8hrF14c4a+/d+YmeWxwh8ORPHu6qUfuusN2jYgiNWTUfgDaef0zT6LFthGM8iqdo+ry40Qc7VZjm8D+yzS6x9+8ui7dVnxIdvujaOX6RsRx8iREk53Lr/8LCcBQS+yO6mwJcczCL6ku1EyO5D35PPqNZRzZplgWWAsFuybN1nudQCQtVWZrnWNacwy9Y0bLW1IWvsmuXMCBgsj+mzrO+4z2ZTgAx6IJll3ERAJAXTU9Uf+ZJLro9FDy+PO25fJkDbqfsXXY3xs9AagnwwOAw/DJbJJAKOTEEUTbtfz//cY+fFH/3JWXLqOmLpMqn26l21y5trE+15i5zfQVGd5UdlQkf/oc7dqgxbBYsMlqk11U1Cf58hKvSj6sXcJkd7ulLCE0SPrD2U3dJG41ydO2f3XLNcjtFDuM8yz4lgW3E2CVokfTaDGIBlhGuoAzTIcWBDzqZpjOl4Z03i9Ljk0qdWs9w+kZplwHLagFYadraxkyPrACALkDHJ+u9sdcNyB6QAcpPamzG2pGEnO6ZkV6Fu+znKnOfNbFfgq9YsZ8Y97WUGJEfJOBPwwwYbCLMGmxTreq3t9Vm2WJ8V6RM02NaQ8aI/NCU1tlGsOcAy8x52jFoBUS7hOve8H9Zuh1SSa1lIrVlOwcEMLlkk0YGuBA2t9jt3EzLUCnJRwsMxgHc9F2ODbUtgDvsFleQafE2xM1YKQduN64bizLedGc8780gBLMnX6RxtymYOq4Vbn1DjDK3f5ajbKcgC0KpgmfsbFGrdzHxUhm97YJn7gQkxpEDVngqaDWs+/gLgJ9v7r5/6ZMw/9qh40QvOiMclZMW5YJwAiOnJOyAGTPbRTR0HAk4SchcDRG3Z9Exz1X7tQDLUX7oqTv7TT8XV73hZ/OAlh8amVQOmGXfr3q+Z0hN/dLT6t69dFbffekOs1YlPPOw5cfwvHojPbFga66U0zX5LyUEV+MIxcJ2s7JsV+LHOmo9rFYybrUDOiO4JIN6jINhtQ5Pj9Sfr/D0CtuZre1OK0QfvBWHFtyWoNVl92qfQkks/ny46zEH7HxZtu++VQFg25cpbFsYrdt9P398Q7xHN+sPP2jf+5pafx/nqd/6a9Svi+foZ9ubAxWtinkD3agX6NtPOCUYJZSaynbVH8GravRFULGuMjgWTNDllTprZXtlbtCe86+i8ZIRZ8yiGJ1jONnLYUo4i6IH9IGCCnU67CIAl+6x5xHzRf9DkOb71mLWit/dIw8KlB/oeCuv8CculqqfToq5H4Bm/BCYPwVLWSNY1M+9LtlfA3Mewj8gOcj8AccS3CLquVvsvAL7kG7yWqTXmTpNKzz5PWUvZj0p3Bqj0zCuChKO1NEfBDewrJTxWYTcNuy3OE1h+5JGdSw27NbNMn+VTFICqAl8VRPtl/RZ/amYZirrX5jNAw96a6v5M0bx/i1/j+KP/Bkdgh4LlfWedpTrMme6zTI8/HBUcdAw5/Yepy630X/qEkr1o0DpxngBKrrn1cja1t1GzrJ+4ZrmcFxGvrO9L8RcAFA4Z/8bxcpbYx0DBTWo0FF2cQvfpVFYm+4/WtkbZHzk/0BNx0PJ4wwXdH3fbaFmEM1jalTRaFgEcdc3s75tRW2eSyMhx4whQVRBJdtzXoiYPgJhOL5sggJF7Tdpj1n+QNWK82KNTdKcpUmanumaWS5Ymne6afebc2camqYbtq5WaQU7KqCVNnPdQM/weDTm9ZH/tApENwzHWX6m9bPRZLgJfdmihkhbADxj2KEMlbRXmqj1ea2beDm0NChQQ3hCJKtkx30u2jmooouMYwxSwE17mm7PjRQjOM4zxSkBiAy5QtnrGjDjvvNPjgheeZOXWT/3suliweEVM6lVGR4ckhVlZY/dZLq2jTLFOsRbEt6Bhk7kl+9yaWcZhqoA6Bb5Ee1P0vyHwVVp+pLBU1hSSEYA+V3sxVyBc1bB5Hq6VNcuZ1bJAlV7bmB6a9GJGxEr3t0X3vlHnnYgzqWeYKNqkpHTi0YmdcdE/3xj3fv6qmDpdqFlZ9jb9ropMNVScHfRJUEfpAgEdVsEknfv0Fz8nZi7YM47af0Z0oS6t1AROYKUbugf1+hR3snCMxhw/mgyOqeRei3Lm9J1GTV0By6t0zIG6rQP23hckEzfeekesExjvKsGG4e3ULKcatjKAtTa7HtOozUbtV06rAI1rTQHUAvJDvM+WzLIzPLrfbAsEgBhWzXJvXHLZZfGJTz2FmmWB5QWAZQULMvjTEiQE+FUdBqxXTkUDagNhxOgK+8Trjd/b+KSgVmZ7M0CW2dUEwg6oeW3A1snAoQMcLQJfLEJ+THY3mThlLZM1bpyH68keqf0eavjYz6qYbxZLAeZcz7ZZLCAYMwawRfAt+9unbR5bs5w1zJTdODhnwcQW8F5tn9dyUUku9hFbl4HWBAmAZzgltgEcY+q4wLGy2Al/0v5gd1K3IMEbgQKLENqI1qBaBiGGlXnZbbcZ0X72c+LBvs64fZ95ogbLsdT8G33o4ThVdbHvW74spui7KwQ26PHN/PV5a2lDiwJ+ZgqTestni45Zr7n2wqMPj7967NF46brV8YjWc6eCVNOULezvH7Bt3qhMINRfE6f0vVXufQz4abav20ivd4E4WAndmmf/Z/a8+OpXro4Fn/9O9J4wP953/pkxQeDmvlk9sVyBqz8/ZEGMqlf6neonvEIZW2bLZM19i5dpPZRhNvCkp/wkaNgaItYlYBllf+7HdgrBQB0DK6VXoHeRMssvX/AcIWApTVeg7M1BB/dLkUFpzct/en1MUmlFl8A7H+zmRNUTn77gcAHmOfHlhdfH/lK+X6wgwCwBWObUJtmUYWU3lQAVfToz5LQbe1z2olNrejJiWbBFrMnQJvo4exuTXPXZK0di5kzx0K05QvaXcpoJKZaVdWCxZo2eSwHNZEhlUMDiXaU2nZsALGNbCUxy3IC0JibRhk/HFKwscEo/YgJw+k/HmLavPy0Ih43T86I+jXAkwJN7dbtB3Sg07FThF/sFtgK6FganMBEyME2gxCU/+t461SxP7WJtJqPBNcs6v4OGWnZ8j2Af+1VS6VOkjTXtfYTMsr7r/Yie27Qj01WejIZtsFxq5d947jnx0EM7F1j2+tKe1KqGPd5nOZd1/VS18MkIEuygTyvgJnM9f/78mKUyjKr/MQ6Wd9BAj59mpxiBHQqWD1RmuU/1SAOKiuMjJEU4+/KSP+5wD8V0ZxogMn2JAhBxgAr9Thvf8CaodZkJ4Fs4SeyGgNGsTgNQZzY1kSaKvFVsI502/hsudcQ4FwanrsHTF1rq9KgJTLq0tg+cSpxT1/K5xMlqJu7bWJRkEwhr4zI1NWGvVb+hSyLM5Z80a5bzMRPcGxYCzL3jQiUnG52ANmt5iyKzjyn5XOr03Ps0N0X3HzZ9Uv8wWM6aZYuLGZjrHggK6HdtLizEz4ZeK1XhqqDNuBdRMN8eDiTDRgsP10fmu6GGMuuI08lsvb/M6KM0m6rkiF3ZUec5NcYNgS+ccI2h+8m6ppqxgabIXMEtyBvI+s3awmuskBlHEFjguIYAGWPh4AfOU3kPfldZg27xIwAICr9WIUadeXP0z90tXvWhl8SHj1YNnebnl268SRnMDdE1HWcyxxgHCiclxbGgtabw1gz1KGbhmOasCDzOC7S2fAcSdJEzm2A5a9yI5KOOmjTspDaahg0Nr4BlWs04+1wUs2skvxsHj5Ss/p82ULSOqmrYAHfqvqndxU/lHgeU+RmVquqLjzouPnDPnfHnXT2kueP7D9wVN+rPvkWr4x+/flvccc0dMXdETAXNn6FhKIKA1zJra+19oQ8z7rALOqSWPTIwEH1nLIj3/sGJ0alxVJmin5kxWL06KZvUvCWVPN91t9ufVOc7Hf0cP8BBZrDIjgCo+TstsmbKISbnREZnYPVwdMj5pJc1GTeyb9Qbm1rIeTSo1BxORjFbDiCzYES/twgY2RucVo37WuiZZIrsR8ouGCxTX579TXk31AWSISyMSWeWqVm+QiJLf/f5izxLn7hmmdZRVeAr6ezuHWv7lMrOqSztlaXrNgNEqEgzVy1WZWGukhX1+8ABbrIyAMuTC8hlvWZdM+u2pXWUM9TMwczIsoLd67y1LZT1G4omALdke5kU60afZdmaur4SnGKLOU8yXwyWtQapRc71XrLGqGFznjQjXtvZak92gewz86rSwn1EdjxwJs/BRDJn0pMo4mY1lEmGi/usNgqnjIy9y3rK1XI8yjG+o6yhnlACl1ZSsGhjrfPm9wo+aT13iB2xUcGZ+/efF3GslKP/4g00jJci86Nx9U0L4/F+2QTNkQ7sLqVARSguW8pV0ELNcgotYYvRFhgWuHn5UYfG+xY9HqduXCVwqLUrgJTYkrmNkr5AnOdjliCgXOxAW5q9hkozdgDacYcM9qjG8C9veCiWf+GqGFSt9St/78SYf/LB8Wffui2WwZb5vVMidpkV31izSPoIGaTFziNqNdMthPKeAcu0yGp3f+Zcr9DHWdPeP7gHrcUJEjLrkS34xaT2+L1jVAPdhbCWTujAgA5Ur+ZE1iswHPFv6he9kdZIpS0flO+uVRvj7L33ifV7zY2bbv5JLFMLuUH0Fshu6izYE0AuwBwQ6bmoX7j/LwBf/8h68SJgaJDrHVQ91zkmucrZEWDENctTCxWZcXSrJv3bZUCcB6FG3f9URNqMYNMWTKvBNbA/NGyAsOuROb2upaBIn8Aqz5t97WFpZOuoStUGdHNtvutxJoutZwQIV8o3wVLAMzXLXJwgomuWi8Aj5yRrDHV7DFjWmDSAMM+l83Qp6FrBcoqAoYb9ZGAZe1prlqGFt9QsQ9Uu2hJvElh+WOVLfHZGGjaZ5UrD7pAOQQVuxQT9Vv9RM/A7ahBawTL94RcsWBBz5szx6ceB8o4a5fHz7CwjsEPB8nzAsjLLGxH4svOdoMc0bG0PnXIaLfYCiBzOGshROWpsHKYeO5sq56o4HL8OGjZ3AwWczTjrYIv4j9WwK4DYfs1yOrVja5bd+qich3OnU6kNFNyr/8la46QrplNZ+yNX8R5o2K0iZem4ZI/iohQOQGxkYIp76Mwy165ttejpnP1icboZdjK7BpHQL4HUBvc4kJU+TV1e0r6hgZYETAJhU3ATkFkFXP/A6c+sDWC5tBbyzC6q35oDk+1QQo/P+k3GAuBkmj0gvNZUcn9k0Bp0U5zMDDakMFa6ylmzDKhsngdHmVrIbPPFMfkcBuZlpQ0B9oozPYpjs3wgfnaSav3+71/E6OMPxl133R63DLXHbDk1PFxmG/TeBF5pu5RAOGnYdpZwxHVf6wHLOrZmlhHQ2kjN7fRSR2aHlwxB7blKtJ/5lFnY2peVWlmcnEly1BnbPCZBZLM/Ju1FEgwm0ExBsSp0xdP3A8zlSL9497lx0cpl8aDo5x+YofYpBx4Uo9+4JvZ//6XRtm4gpun9bhL90oGOogVgFoCuzbNVGrYxHsDSmU3RltcPxNxT5se5v/9c01R5hupsr1xFlpb57i/Z0ebjXqGAIy3sDao/hv7Idxg3YW+PQYLlfGac5Bl9cCYza79CWSCyOWSPcBTpd02JY63D4xgCCfRhFj5RrbPOoSwKgBpntynMVGuWm2C5tec0AB9wYpADwHSgg5rlnrjiysvjws8+ldZRfXHoXDLLtMJJRk3OVc0X7IEZK4BTwmSsdajaqWKfczVrjS2opfVjTWjWbWHduKpB30XgLxWzM9Ps/shFmIsTYWMshFXp3GUhWMW6ZGSBJa5HtjiezqNjap11CoUliLJ4VxHQc6BP16JbQPYs5phSZ41dK6war0NfK+noDvmxdvVz7ps3kMJcdAIguJhh1FTjL0r7nuep2O9gXdk73PPe41GEHnVcBcuJKTMoOaI1UktO+C5j784EPCd2CaaN7US+H8aV7DPvZ6LowxMGh2PS2qG4/o0vibb3vU4FwgKFWlM/+OG1MWG6GCgyEh5nwDLZXq07GCdVp4AgEcGezRrEbtXGf1B74zckgnfz3bfHevFk14vCS70pATI+m7AdAssG3Zq/mU3kGDLrGexw/18Ada/uU2h5ve7h9HliYFzygzj2o1+LjUfuHX/8ByfHxL12jTf+7VVxwr9cH/cctV+s+tqH45JH74gDN6xz73LAcrYZqmsx62aniobs/syoWOs1Yd/ILHPtbn3pvT1z4syRwZgrjsorjxL1esNaTQktOnUXKNM3J82AalGkVh0zZsW/qMQFGnaXaNhMKoDfiMDYNTNnxL/39cQHl6qdlL5MUJH74eM6Yq1FAm8dpJdL5BYw2AezRzOGde8gmf7kmFr2Ag27T/aE++Bd9CPwpT87qv4D1yJrTBbbYBk7noHeKRrrBFgluFYYBDX7zL6VrQTThqyRsjT149lKMdtEQdwmi41d40SA7h6zDDKIyLg7s2z7n8CitWbZ59ExrBXKRhyH0DNmzTJrKgE+1+IdVfZRBleaDCXGMYOu2MoSvNVBFgFzZjl9C/Y0BOdsK4uYWB5TBceKGrbWypvP+aOdTg2b56yZ5XGwnMtw688zQbveGiwfdthhBsvWtcAOO3Ey/hkfgf83RmAHg+UnV8OuGVfUsHHkoP8abpm2m/01GyDtqdQsm1aourgCcpN+R0YTMbHiROJ8OlNSaXzNmmU7bQbLbEhbgWUcWmcryXixQTaFpbIfas0A2Vwn2MOJs4OYlLPNOHoFaOLuQBnGhjQCCQbLpdbYeyttHJIal3V6Bai5ZnksWIYaadGdovfqesRGFguHkZrPQmkEBNU+yxqbVMdNCnOKlKWB+5UEvlx/nE4t58X7pvcxF+ItJ+BvZo0tLoZwEFnw4ky7vVTJfLH5p8Nv+SK/C85hVXLXbwOoM3AAC8DPagACJY9jqjPd2lrGieSYKMfshtedHm3vf1Oc84vb4y0rl8Rj8u9mkAGwA0UmFxq2siAlawxIs6NaaYk6Tzp0mUmgfozaL2jYeUwzWzlW6TQVSnFOKlhGddk07Ja6Znp9ktWxOqv+oz4aFWsemixFZpY5JjMdzGGcazIvMxTp7ZeHvUVO6jEnnBSjN94fx7zlf2m5KePa3qWsGP2Nc34PaR7zDlxiUOZA1RjIOiS1n106FK9903HRJYfvnmXr4g1vPA1OekwhC1YVgMmCWdE76+cQsmGO0RM2DU0GF5o0bHzqWpudx3BPZIuyn2gCVrI1tI2abGVWmJ1inTiz3BT4MqjQu1ojhfNhfWe2QP0Gva++ApZ5hmz5U9Sw9X6hc6OGnW200sfH2aR+utY102ZlxvRpT5mGPWnitDiiZpZL1ri9iBZy956rDSFBrZOSEU6bkZnlUYS5xtQjA24Ka4Qx0VtqilzVoBs2lLKVlvVVWlCVHnoeO7eOaghqZfskapZrv3vsqNuslXv2GgT0ap5YwZ+T6H/cw1n3nNAmyzdIPdbyCI6rNGwfYnAqkKNfZH12MmDyGBSz02KmdgUsDCj8GPBS++wsdtNGQVmvWXQHX70PNHs615KTvFaC9Rp8ncA8894A66DYa9uSDB7YRpWsMQeOCggPqdxgb2kcfOcT/10PNhi33HydFLOzhnkE0TwFfcaCZTKFZOQTLO/ZvzH23k2qz/vuHj9b+BP3D6dGOO1CK1hOGrYFm5y5TECdYJkMetqgHgHPqWJ2PPsgiWXtsWeM/vOPYr83fDQO2m9mvOovXhETZRs+/Zdfi8ElaoPVPSVOOffseNuC2bGWAJReavbkLfXIDlwlYGvWLCfLw4BaGeEh/X4v1Ufvd+TxcdYyiWvJvnxc173m9pvjpMOOE396RlKwiICB4DKyEW++7YZ4y/IlsUS0YsaHV4htNWND6xUJhlWib7GLoTLuOmL2R43/etnoybSDAwh73gNgi21oBcsuMyl1xATKtM57S9CTNU3QE4GvTpSlMTD6tIJlbhmb01DDLkEi6NMoZsNCA0gzXtx7rY+m1nlVySwTOEkbg+4DdebZczt7XCtIV4OlRVW7AZb1HizwhRJ5sW+mWGvOcae0GqsihlbDBnRjk3XePIYaavpgJ1uF5yKY64Cl7sQUawThYB/ptbjNHsdI+HCyqP2cm8DjoObwtFIuk4KTmgvKslM3b7uh+0QI7B1/el48tnjnFfgaB8v5vn4dnycCy+NA+dfxBsav8escgR0Klvefc4ZoZbNleOV4QyEuAMyZEVOhi7CNnjBbKiVQtjGmXk8fsg5sEvwcoJQK1fwAoNQ8hh85myKHJ/uGZrukBKOlb6iPgeaYLYsyU5L1qynwlUBulEyuHb2isFyOcTsip3LY/9mMm85g3nOhMJbaZzIpfAz4HXeuYJTr4ABQY5pNLCtYhnpJRpj6v7w/nDple0qW3fV/ZEK4VqlH9Nj42tmvNSN5VQ27Cai3Vqi1Wreu1+EWXjnyOwIsc/U8T0vwo6hhu50Ujic07IaQEe8q1WmbAl+cZWuBr6RluyVUIWpn0KK+B6htpV+zM2wZirHAl95A1o7joBE5p+csyrbKMEjB+foTj4i2r/0V6Zz412u/H71yIle1UAWdSSj1yJlJwJHO2i2AMI6knSyBPfwJ0+50TFIpcZy3EviChl0o1la61ku1GrZrrdIJbK1r3lrgqwLhMQJfcl5GlY2aUtqCMJcBhNNQx5ZDRVYf4auzTzktRt/92TjxsqtiY1+3AjiwCyqlN4FGtnojaIIbR4YhGRL9QwLVeu4TTj0s3nSehIQAvapDHFRG0DTBqsRaHXs5c+2alFA2N5L50Njg4AH2cdYY0wTCqQK7PYEvjgHA1mN4JtpGUY/MZwgatrJ5rWCZOuc99dYPP+IotaoZjDvuvCMeUu0t9dutQmtNNewq8JU16E3l8uxTOhYs98ZXLkMN+8lp2Ah8HSE17E0W+MqaZdab1wgMC+a8AhW8c95p0rAZa2wjImzYCABtCt+lkNAkZ2BhdzDDyfO5D7zO4b7GnEffTaGwYgup02+pWXaDN68D+j5jC1kvvHsCTZmhTpua9dEE+LjpDN6JSVLtow9KdW76bteSANtmQC5sE56VwxCFaxdtt2CnBMJlXfo8Cd4T4Of9jGH5eNXnmAGMWd5mpLTeDxMNW6JrTZZ9xLZieWvQL/vH2yo4CDChAGqzXXzPlbGT0cMMZmRv6kamXfNo0ogWtSSBRxbsHT//yocUodoSN99wfQwKxWqJFDo/wa+snaw1yxiJHtUVv3uXPeJfDzoyRn9xV9zy2APRL77tegXIzGIwIKE8SEB4kH67GUQDwFLLyhoD/DgAQW9f+v9qfXQJ8V44a3ZctIeEsVT3PPqD66P7fZfGa197Yrz8yD3jIx/6x1hx+6IY1O+e+99fFuccRolUKUUxEG7WR9sGlXpXACqTijUBQOzRtXqlYr1QQmFvOOJYCYPdHRcvfkhK15NirdgppyAe1tObw7x6uagufb7Zt992Y/yhgpBLRLHeqPKQXolcWW9BQw04JdM6QcFBqqF4zwQeCQamJgM94zVXtF26d3opRUG3AfvGx/XI+g5BNAJ0zurr5zB5qCkHUaZaOT3dsR/spRnANFh24DFZGOgt8F1sDNdiagzKJu8mGvigEOOI6Cr9tAjTy1IjATFvaMeWYm9VB6G2BWTuGCxbdGuLwfI0BUUoh8p9JX0cvpf9q3UMQTr9m5pmJh66Z7xrssaeUyVDjS3lWRjgxrxTEIK54iCEwXKW/DCOUMo3KLgyvdq4cgwlP7xn5h4sLGjoDvCWzH/SsCvLII9hjP7wvLfs1GrY42C5mLtfwx/jYPnXMMjjl9hpRmCHguUDdjk9pqlmeVBKuSmWhbeVNMJ0CFOFGZy2yeJYCaRwgQHPfLKmNYFcpRqm+mNScr250U9T58EVBxA6E0CqAMoedXqOOhfnTz8fBiyLQkpWrUlhzEwJ9+hspWl9cmp1PIIeroMtVEiuaYEvOWbN3r1JsXZG0+Fyoq/QWhUooLdwiSpnLS/3p5PovHkMey5OXAqQGZjoGM4EBMm63OxZyjG8JKjPVfysjtc2devYoeoAACAASURBVLpkScr4mRoJXdpR8RwLZ7H0HK3vITNWTRVrHOPM3JY6SzLfDRo2W3yqYaNwCwWdjx1+FLNrjStOvo7hlVAjt60adjrhtJvCubZwEPNC4MKZ+eJw8z0LwbkELtVw3Ufbmadam9kE/DnfEixzjGvb/aOSedL9bhb9ceqSlXHtea+Itg+fo16et8ZNSx6JASmf4KzhQPF+TAOUY4bTsT2wDPBLZ001YnKwUGL2ezJYzizKGDXs7YLlpOElWKY28ZerYbeCZf7u+0PchoyJsyqepaYyun8zY0GGV5nlE1RLFBOmxNGnvNXzeJPncTItDD78HrJdzyalEAb03EPtndHTMRq77yLw95x94qwXH2M1WeYVTi7ZXsZpSq2pM1jOFikNsCwn1WCZOsQGWG5SP8lgDNIHVAe1qmHjTFrkqADqbcGyao2hWJesOw4xdc49cjQXTZsSXQp8zFo/GHo1jWNSaK21ddR/BCxPE1i+ND5x4ZPTsNuVWT58r+fr3beqYafoVlLcYbVkkKtZswyABXgW29go78iae4JI1jWwQGJmYMdkljk3jrEFrGDZpHDPGLDs9VUFtYrythkzMHpgR6TuAavF9OmWumaYGpk1Lt0MTPnmmLxnwIfZHLIVKM5bJwArjBAXQmGeKZy/tPUzWPfFMuBYnn17YNmBgMJ+Gbu+m9dyRrhFuCzPg6J7sktse31Mh8fegbdyz01blza3EcQ16Ma2Ma4ZbKXWdvLqdbFy773iF//0wWibuil+fPMNtPQW3bVZDgFYhikC9ZaIxmxpAxx6gNag5uTdD90llXdUwRF+UmZZYJnsXdZdZ8s4l1WwNnUHAL8pWlNFc8sgemN/oXzrmGmiiy8TEJ2kY6ZI4v6bgxPiVFGkJ2l9XPg334pf3LM0Nqtf7pmvPSledvKztKci1JhlEdB4vYYKQAL4IQTIOve4a5jWCSDNEfv8RgHldz5PDJWHH49v3HqLhK40JzWm3QpafbVzWnzpJLWUkgCaDEO0zT8o3nzddfHG5Y/H0nYFOnQiiVk31KcnIMylOuIOlVVY4d5Bo8wk8+wOeJCB1Xdg2nQKnNpv0H/YgmTXpJ6B65q17gmceYLrf9ZiP8gss5/qGIJv7CEWAauZZewF4l2sLtv6Leo5X0W3dE3ZnkdVU/6Kww+KSx/9Rewr6rk0ydzSsr+30+fZVQGE5XoOWkcZ4+oWALCpjN60/9ZBaIi90dee9n0EDdXYyn6CnsPzBQZcrhUCJ2YoEQgt72eNAGy3Ah812zsiw0mv5T4Jp1G/bhp2EZM06MZHcm26svik8E0l0ryDqq2xQKwMu2xKvuZCdikomW5YDzpmArX6Pg/16xF/+Na3SA1756pZrrW4VeCrtWa52hlbtnFasNfNjvqMg+UdNZLj5/nPMAI7FCzP3/VUqWHPtho2zkUqtSZ4yRpIZan8E0DFE9Gw072ymrNBJaA6a+D4Cw4PVp3IaWYMlVEgg+jMcrYMwfH3lUqmxFmZoiS7deuRsTXLmfUEyBHjdoYJUO56X4BAs48pYjmZTc3MJzQ/ni2VrfMZXOtJnZx/k2CPT2afdb+06THQrErXCXI5PrMipWa51Psm3TzrfTMDUsZTUWw7ftT2NSiFKfBTwTLAmIxyE3QLrAiMUjNYPA1vruRKU0QtPxXwpztZRbYqmMdRJmJfRMqgLVIT7aAA7U+aQQvExegN65p0ByTI4GX/VvuzjfrN0v9a38+ACQ5FAfxF4Mu1mNCToRRyHgckMtCRAkBJW+VN8NVhzcFJ1L0uWx03vPS4aPvSe2L0ltvihkful0PX6QALdcMGy8Rd9D+uh5Oz26HsAvMNkR5qwCrd0vQ5RKPsCBXn3w5vActkMXRm6l7JGrv2WoPYL2cXB8UtYuRIWoSGmmXXLybdsApfkQltZFVanMmk0ynjaqCejiSgEyGd7uJM4ry1rRqO63afGR8k4/r7fx1HX31nrJfQV5fWDMEZxpaM5IiEeIaGBmK/A3eNo47cJ9b0dseUOd1x5p69MVHU5tUrh7KlkkXKspUIDh0tbJIyihOmjArtr0zDTnEg7qu2P7HzLcA6vU/nkZOPX7iWFqr6ucV3eJ86fgPZcTLLwC+deH19TiEGE/Z1PE5hn9p8OafKMfrOJDl2LovUeeXDJlW79rvWkavXZJuXDL7Ri1k0bN5VqS9n3KmpJmiBsB/zYL2v0xtXfu2r8bkvfMnz/4kFvlSzPO+FeibWd9bONsSyAKIqy2gTwybXEs9bhbnyeNs9t0tLISwHkXwMgRRXMPu+HESi3t9iCMXOcS0Cfj5LdgFgvWVLujJHrGJdmS+s06T1p7BionXWbtYs57vO9UTdcFOsq9qEPC+sEY1ZqTU2C1cPiDCg9RCK3Uh2DgLTOgA7o/eGKCFaAtkvoGhDQLGuyv8t9sen0ckIJqK3AHhPSAtAUdbY10r0nraO4GsZH/2c7gWd2FTujaflfkrtcwZJCdAiRAliYD2n3c+6Zm5YYyOQOGnpxvjZcftG2yXvjq/c9tPo6x8OdZ4SIMnzMffXSCWZMgsCSy5CwbYJIHXCStFLhUq7SplLAFtmCnmuXDNu1VQyoAbL0Gp9DLR1CQiSWbZIHj8qAoLKFE7UwM+e1hGPPbwq/u5HD8WNK9fH3tfdEcvn9MVj578srtm7S8A+94wGxbqIkpmGrZIDSk6weZyaOlDpcMUhnWr1dMjR0Sbl7huuuiY2dmuPFajG/mLTJ0jpesPs7njhvH3UO1qtnn5yXbxz3fJYKZE0VPkT5GIT855rILJd1+pyfXTOTYPlrWqWyX5ify107WNKzTJBO2ypvjMRQF1qlhnHpGGzgHMNI8wFZRr6NAE4flFp2K5a1nmys4C0JQR8J2sTnKjnerYo56Rev3/LddEte7VOYooz122MZz/nKCZv3Hv3bXGX7NcMSju4GX2yj31mv/P9pOhWMgjyPacgXAkI1hKWQrdvpeT36zzUZ9fAu2vKVVNdj9msvWaDgHCf6tcrbd9UemWx9XqcHbcKu0D3dB3TFJNM1fPJmsv2bbR1cp7MLBewDOtBNOwJFVBr2Jh3bz73j3Y6sMyYbl2zXFtH0TIJED3+2fEjMA6Wd/yYjp9x5x2BHQ6We6BhiyZJv9WxYBmnqLYaKv19TdVOmnWt03XvTvYYQK6c+Anq08mOk04bGU3aNwEIE5C6Bs/UQzZGjtkaLCeYSoc1N89t+nSatgtwyBphXCnoitATq0KwxbFM+a7KtumgJVhOwY4U3ap11wUs43gK1Npc+/6yljfFsfih2mKgdOuxKRl0XZttDFpsAyw7a1T6SZdMChTMbLOSKrJJT05qZGZSsr0U2W/GtNYDVmEeBxJQAXdgo4BRUxObdHMDfl8bpXAGsLZuqdlxzptOorOVzofQ17iMRQmYZFuoAqjthFNLlePX7LOcx9T34OyzqfgmlBUHruU5dW8+r8eYgElS8ZOCSQad+YVDJ9puW2d0r1sby/bfPR781t8IVa6Nn9/y01gxbWpMkpPEqwDUosaaAZmSWUYNuypdmyaZNcs4mwkQszbRAFEnGcGZbdQs53wj+1GzxnyH7JHbJcmBajgwVZiloSTd0lJJDhVDbzVsgHAB86i8ZrukmjHJ7EzSC/UF+klLoOiWadPiHaecruLAddH2yv8Zh9/2sBSzFQwS+h8SSF4vNewDVes4Uy1z/usbTord95wl3Z5hiwgNDCrARb00zynn36q8uoEhOSGDcp6ghfsZGmOBSjPTWpkrty1ptjYBJKxTBmeWHP0Vom+++IBD4+/uujsO2agWMz1at2Q5DJaTHsojOCBRapZpHWV6L6Abh5hMiP5dFW9pr2MxIH3oJ01rqF7V4VVVWtcOUpOuQwiG0Gd5oNQsj7qlTDIFuullypyzozsicN8bl15xqWjYT55ZnjyhNxbsiRo2dqwK1iXDwevUQDipsP7o55U14iwy68LH5Lo2oMb2GNRlFt5sAMSqyvzmGJdqmAGSWdtk4iA8pIBVDTTpGMBxDczxvKj32woVUGlAJlCQbarI8mFbOLBoCfieU8Hf6vKsZdky7g9blpRqAotZEpOtmtIkpXhXtvXzk/Hs1AiLzl3wtW0sz0u2mfEjPIId4zvY5dwroIUX++hxBAhrPrsVYbVjaQOa/atbMtQe+sw+15rltJlp25rMlhQBS0ZR066Oqvfx8l174tGvfSC+tebBmL1kVaxWacMc2Y6RAoSXb0CBOKnU3GKH6NXrBZA6JAxWFXoz41hp2Km2XwW+yPiRgUVoibpmZwr1sX1xNrEAJFO11QtcYLlTIPZuAd4L3/tP8di9y8WG1vf0ncc1nse+/UXx3mfvGv1ijjD/a81y2rJki0C9dc2ys5u8LwUQVbO8j+pbD97rkGib1hk3/fj6WNHTFVOLOBS2dUR1uktn98brJPj1xvtui3PufzhWckzqeW0DlllbrF/3RTdYTvuWAl8la6xJA+2XuT5FoI1Ad4JlbCCspQx4IU7lfvTO5OZ73RosZ9lGYaKwNlrBclmG6CAQPKM/84B+f+qRqsNumxTfu/namCEaPbR5RVKifcNwHHfaKTG6ZnXcd/+dBssz9X7IYPv9VGX07YJljiCzrCCd5kIP4PSXgmWBU82ZBMv6lt7ZagS+1DoqFbNL5wVssCKETbAsppP2ow7dD2MEEGY8alcAd3BABFKt+SY5RV0zyxmAsZ3C5hKglLGfINVzzwUtP4Qr//iCc2OR1Nz57Cxq2NvLLH/xi18UI6wrB6p8xjPLY4bjV/7Hf3aw3Mo6+JUH4ymewGVu3p+L4XmK3xs/7Dc3Aq3zhBZpk2SAL7/8srjwb/82rv3xtbKNGZCr71Q4yR//Apl4DNFtt90Whx9+eOMpUMPukeLn4BB9GLMnKx/qRkdM/61gCgou9Du7kz4GcMqnQ4DVrhS0NDtJTYDYzIIUlW02HkStCljG2XGGAZqjMwOZ9agKsPy70TfUNcup5tqaWbbHpA8gLcFWZl3JLkAjrCJgdiILXTIzyy2iVjyDfW+eISmN9nsbNdWFVowjIVgMTdxj48dOKrkVs0uPUL5KMAGqpmnFdurk0AMV/ZwVIJK9LBRLU6GhYeNcG2LoGVARLQqxHhzGi/sTVdI3CBCp9dslAKHjh8UCoG0NIQXejYXDdBNtZPS5usYl+0BzbcBvKvOaqm0adlLroVxmHXGtl+woNcuVFjrJjjkBE9+cnjOBQ9Zm5rvaCizXGksLALWCZR2ra+EATSXMrizOyoN3iYev+LDawIzEj6+5NgaU+XDLJ6tjkcEsWR2NhTPAAnZkGBFMcc3yVv1UTf91y49mP9Xt1yyTrcQ5Sce5WbPcApYB1GRla+uo6gQWmrOdSYFGwGnNzgBgO3A4RWVMpxSwjOBXAohsraJnk2P7/EMPi9htrxg9/xNxwsXfU8ZAQ6JFf+hLnx177zknjjlgdsybPcVO10bJ2Q8oQ9LX05GGXWPRVGvNINAIdHOy7KVeuiFG1FqzvF0a9mjM0P2t0Us9+6jj49233ha/u2pFbBJQp9ezM15PULPccKw1XqgG55oWMNdYTFaNnbqF+IMzChgmw1OpjuvFAnALF2dbEywDqhG2aaqSJ1OANkg86QYEfKb3xaWXfyU+/hRrlo9Un+WsWYbCWzKyubwk3kXdbAanqJslW5lru9g0O7iA9ayb9Xca9rNklvUz7GdtHZVrkGxq9j5uZoSzxY7LTQAkvDfbywzMGSxXnYViN0wXJ1j3JDRsl6AAhBl//UdgkwQ06tOAZZ7N2edCsc5ynCyPcFDN6c181kntqPrmPHMf9ZI1TqtaKNY1mOhn5ccEAmWjOIYxGxbFWnYMeA2zhfOQ9XRgAMYCtqShdE39OByFIpzmAGiOdaph5/vh6s0gaelf7eBbR3QOboiFR+wXL3vH2fFnslePD4ptMaMzOrUuNilaNHvp+pigABD83OmiPi+Yp7piDdBti3+huU+JD318MzBT9yqATfZxT+BnWm0J3rRT2sMz6Bjo024dpU1mojKfqCT/a2dXPEfK1Hf8fHF8/ZLrokusioka14E1G+MQ1S//3pvOiL5ZUz33ci+glELrV72GeXQryiub2CrwJYwZnfrZ8UccqtTr5vjihiWx95I10Sbw2gGg1hcZ4xGl1dfPmhb/5fDnxJfvuDn2XrYmtgh011rjBLljs8Zk0AmOden5DYT1f+sk8JVq2FmzTPYVm2shROgn+jAetNaq9s3rXGOe69w/brSOskK1btOBMwsCTtacJLidrByy+rVXtjPCArHTFXDYIjt08rxnxefueziO0npap8JpwVpR2zfFCQcdFW0SM/u4ekMfNbQhljKGaBwU35d7AZxbWboErRrlH/g0emYYL+g59KkFodWnDU4RcsO/yHno90xm2cro+AITSuso1mauDLHAs01hpe3rhwbC3kfS3nhO6ZjpomrXDLWPUYCVoAjsnbS5Gaiw7WBulpIkVS15fvAs/eqDfd7bz9mpwfJ9990XRx11VLzsZS+LF7zwBbHnvD013vg37L3jACVnxY75/GcHy62j8EwD5zr3xoHyjpl7v4mzEOTmP4PlKy6PT37ik/GTn/zk6YHlfWedJRq2WkdpM+iws6mPKbnUs2UNaa0JppUPdDx+k5sD4CqzleQmU9hFDmGL8wetkI00qcb8vzbqRlbWeCfBn/sjJ7UX48/3AHuQy2rGJfv7tgAweSJJMywZYdElofClw5rOBRkPH1Myt2RFnEkpYNlATn93dty+KLW8RQ3bYDnVsPm6s6cFLNeWTwmWW5Vuub9frobtet9Sd+1r2zGvme8CaqsaNmNaMugdZILy4r6fmt3lBzi97mHaUhOMY+5e1i1CZiz+zHyzkbKhFwqoHYRKmS8gF0fZYDnry5tBgSrwlRT0bQW+mBdE7asY21iwnN8BmPMMqZ7rekXAhRyNXffpi95j9o8Hr7w+luw5Nxb/s4R5OjbFXVKyXTTEu1Q9ssByKqRmmyCrJztQkT0zybg0apbd2qUKfGXWaHVtC6K/c5ZGzbKck1TDTseMzHK2/MiWShb40rVweC3MUpSkk+ac7TyypVKeh3PjKEKnSxp7iuQAlmmZlGNRnBz6kOLc6Vyrqc3THOiU83r0wc/W80+N0cckwvOhL0ccsXd899S9YoYyQ/3yyDLLQ4BCQFgOZh81dSXjSobV/YfJlNXndI/ikpkqgYNU7s36XBxCbpyaZYvm4JQVRW90lJ93yGHxwbvvj9PXrhYnvUvPVcAyx6BQbbGkpMNzb+2iWddNDQe0UjadWVZGzZmqIgKG0rX7LFfxM9NVNRZWw873snVm2S1cDE5SAJB/r9dz906XwNflX41PfOrJM8sIfB0usLxZYBnqstkUxYZV+1TBsgm6BPMAyw4QMQ1TkbmKTHmZVrA8plRDIIuASAHZWVubATXbMABkAwhnyQJg1gGrUsZiOvIvA8vlvD4PNcvA0LLenR1raR1l+4gNwDY37BrHZGa5Br4yS9vMLFf7k4yUBAAE3hIspy1OsFzbVKXNsgr+VoHLzQroTSjgvQJzg2XsVgkUZH10VQtvZo2b+gwZtM3McrmfoqMwicAgi453xrXataaWrIif/Lcz4q/ednpcLXLEd49/TqIT1aSO3nWvVOMfiMVdHaptHYqDDztWNb3r4+5Fd8YyRXRoS1jpuax/1rww9TZgebWCfLSUm5xs+YbAFyAq2wHne/74t26Je7/+U52XscOuSFhs00A8stec+MDrT7SStyKapt6mnc/2RLQmopyi9jVOJeXaxk0Z21WDcfzvnCHjsyp+cdvNccumLpVw0I85qeJ1TfcIwH5dwl5nbFwfncq+DijTToCwZv3Wi4Zd16vtm4IL0IidEeY8+m8Dx0AvZyfQmt4oBW3ALcEDgGEyPYrAlxlVyiwLmHL/9E/PzHIyeVj31kMxWEb7IoOIJSbSEPgie29tDL3eIWWOd9d4/MvU3njR+tWxDIExBTxs81gHutaL9t0nPta/Mk5asTJWqvacMg1a2KVdJLBMaUcGXTOwnUEAxpnAK2PrPQIqfc0I6xbQe8igaz4DYJlgpLPoCJexH0mjomcq5Wtlvug8puTrPI29Bg0N+ixTwg045xgEvsQkqqraBHgJEjcYBJrunJtAbLM+WowG1LBzK/G6Zb7sjDTsrTPLp512Wlx88cWao9SWl0nB8hkHyzm5dtCn7sWMKwm0Qw89NHbZZZfGHv2rjPeTgddf5dz18VuvsSPO90TD2jpW44B5B03AX9Npts4sc9lLL700Pvf5zz39zPKBu5yqnoPQsLNWLOvHUFPFsQOAZIbR4lPunVnBKE5c0gHdvsbOWSoho6BdvwOoZCO1mivJkhaw7F9oY8xaXujJCZabvXsl7kQ9mR0OOcxspKWelvo2ZzyKMwoFetj05FJrjM9W6n3dG9qbYAK52scUTO1+tQYp2SqJzC81cAQFEmIQOCDrQr2vvWDXslFPC0Xd4QWA5ghUZD2j/RrqtbKdFHXXzgL4vNlnFVoVdCt645q+6NpsIupyNIYBmhk4sJPJ+JmamLW8uSlnUKA6tKjc8myMjZ1uNkqUb92jmPvDySkiWEVplgAI4+xnKA4ClNAtevd+Tlxhg2Wcvub7rH1gk8GW9Zs4eRZEKwEJ1zW31F2n+Fmhe3pEk2Zfs/d2aqByyoGaOrMjrr/gpRHfWBjxkT+Othldce3VP4zBzvZYo40fmpmzsgbL0NxEuaXolTCH7onem9TM4ejw2SazrGNQ0J6mSP7E5CcX5yQzrjVbBg3O/VRLvW+/nEAcF1PjoFsCut1zNR1Vxp+6N0RVAG7N1lE4T03qMU4P4DAzOOmYcs9kNRjPrA2UU0n/YWURpshxOuYQtZrpmxWjq1cqQ9QVV9x9S3TLiZ+gTAOiL4AWnrO/UBJNAdT9tGaWPRY614AcXsR2mjXLrc9JRoN3rZ6jZOZ1HtM6dT8eY92rXBnVelLyIIGe8py8Cp7B46djGm1V9Iy0j8KZY1xRyrWIGqWk+jdttch2cQxrcFCAX6LdFvopeN8iatRY826ZctSgu3VUzT7jjPOuqEEvDjIBFGjYV/zDZfF3n3tysDx5ggS+9oaGnTRigGYyXzIIAhCmBMOZKLLLWpNZntBk3Wweof62lCfwJl2SUsX7Mhhl8b4CKr16WDuUjpS2UAbmpb4/s7sOFaataaj1l/IN/YYsda7CtGuswQq6N6Hqq+tPKOwN1qbpyqVveVXM5hoE8DiHbS+g39/JOWQRML2MpIr7p8X+0N87hR4Zi7RRxc7qmMFKOWdO65gqVOjsO/XcJRvvlnPlKbBH2CXbZ2woe44DtBkgZTSyrjntTWbUmBOsU1273A92lUAArBnsqtlVgGX9e6Im2C2H7xsfed0JcU3PtPjGVT+POHFBtL1KJQ+M5e23x8K774oR2cAT50vgS8Gb6++/I5ZJZEDa1QZ1tFVzYIb5qGuhDm9xOwfaEvglgLWRdF3tBtkPH6OxpDThuscG4pIrro+u2x+JUVOWdeySDfHzlx4b8Zd/EN++8yaDuikCWpRH8ZZ5p9C5vRZZD7qHfq0pgFinzoFq+RStoeeph3PbYQfE+396XZws6vFalWxs0T1UAauqpDxdYHWuWkstlxrXMgl8qgu1QST2rWaWaw9l2zete6i92NaqVcCaRsW6tqujRGJEoHsmoJKNSM9F2Qs2x8Fa20m6IYjSXOwHz2Y1bIPlzM7TSx3hrT5l0cu2l2J/As+2BTpwQAH+Kao9P+6w+dG214HxpRuvjnlL10a7ggDYUezBkK7VtWEoJk5vj35NlnZ9b7WCadNKzTLzhyBdineVTLdGu9myLi+PABi2k2CpvRjdwxrZf5fzVHo7NnibmuVhsY8IDOc9+zyaLz3qSe/2fcV+TVGGuh0dEPsoqKdT19xeymUysJhCbjX406xZxt67f7XG2SU+pRacn7NvvfncnV8N+5RTTolas1xrmccBSjGNO/CP1rEFLC+QkOjs2bPLvt0MbD+dS/46MrGtIGhQtgvWbOvnVwHQreeGFTJeEvB0ZsHO8Z36Luuf3/6Xb8dnP/NZBXwH4/vf//7TyywfKBr2tClSw5ahB9CyvY+WdklsStlDOamyw86epEOYjkJuHNkDNNVUca7G0rATyOAkZbaglYadIDzb4LRmXKsCa1NAK2nOqf7LZ0xv4QJrUZvlXjIYWWnYleacoHEMDRsnqgh84Qwn/MraPlMscfOcWU7npNYsMx6ZWS7Ocs0s1/vD6aNNhVtHNdtLQY1GuMt1jQ5IVBXrkqXlZ6Vm2WrTbNLuUVzUsHFnAfjUDDpoUejwAH7dn51uP0RpJWPn3aNVFMfZVNM5Rbxts+jSKaJWnF6Eg/TIScMmc5DUbIuL6bwG8yXYkLWZ3F9TcKcBluW8TpCD11D0hg7v+snMWjbBctZ3cy7O49iJnmkj15XA1UM/vlAZ1YfitltvjcendMYgtF36c9JOpIBlqHA4OX5qTViyoErSNDItBstklguljTm9pvbQrM5sQ+CrtixKUatsC5WgwQJfgGU5fVnvK6dL4lOANFql2JkUdc5guUX4CuBrYR/dn9vKyMGiXhmwnFQ5qc6iBFtqlrmltW6/QtsUlFz1Azmga+T0zZKDNQRw0TtaLScI+jeiL5yILIyFzBrZkaQJ4timSE1mLFpVv4HZa+SkooZNAAcKZEPgSz/LEo6kCU7vKwJGOmZA1wYY+DlrpmprNewi8OXMt9cidc2Id6XaLUEIq9kKKHMMAzSk7B7ZotpeKh3SpG5XB5n2U9A4x4BlZbHdi9lOdNaxT++bZrD86c9e5LnxRAJfk1SzfMjcF8l5TTEs1qWpwP5mAjaAcMbB9DQCLbZzPoaxFevApST0DU9GQVK1s8OABet0WNYa6/kd6Co0bIHKzslVeVvjVI4h0EVtvXm/vwAAIABJREFUMSs8mTgAyLw+gS8+nLt2IbDytlv2lbrHIpiHva55mlbFbMSqAF+el9h9X4vrl04AvDUdA/uEd2yBL+6e96RjEPhysEzPVcX5HJT0E2ZAL0FuPnvDTriu2UbJ5RoA2gxZAahZ1/kcNQyQNdRp10YtnpbCaWmT4AGxPAjEZaCXazHuo0VcMVHlJotTuoaaQKV6jU+boXZsSqP23/2oKLrd8bPfPUEosDva/uJNMfrQffH4vbfF7mq5BLi9865bYskk1JMBy0UcMF9laR2VVGSr5GvMNvRne6mmCBhZyc2xh+aollK093bF1755R/zj//l29M6dHqMbNsbD83aL/c88QnTU3eLHh+4Xn3ns4Vgru0XWubJkEGWEOdOnumbGw719afWmv8MEadP6XidUdtaC4+PZanV15aKHYrHs5rBsIkGv7qIFwPEbULYWGDtltz3jGyuWxK6rN8RqDU6v7hHQzYvNeuR8O81gYLZPqmCZtdZsHUWnLs132VPYINhCMz9gegjAsjK4Z4AwNcD1PJzfNcsFUHOt1C8gcNY8DxlqstFeS/qfqSo9ee+0OfHdE0+IV6g39P+QkvcjUsPum5psIMYOttIa1ZVjg4nAWcXaYDlrlpmJtim6p6ZNqbazWapDoDHtDiyhzBpnZpl9jWBfAbmAbh/TLIVB4KuyjwDLVjQvPekt+ki/ZkQfTbEeC5Zdm+59LfdtBBv5WavAF1shxwCwqfCaUnQ1EizTOmrnE/j6ZZnlDm16rRm9YhrG/9hBI7C9zPKcOXM85r8K0Nz69rb3DnfE+Vvnze0KbC5dutQU2x35AYD39fXFkUeqbWChtYyXBOzIEX7mz7V1Zpk5cqm6o3z6059++pnlbdSwIVM761lFrZpZxSdWw3a81eAzW6FkViZphUS/MfZJqTJFmP7DiL7Iwdyi9iA60vW+2p6ctbICdEtvUUTAhBz4rUfa7VNwGKDxaedicIaV3Wlv9IqGNsvP2fCyF7MBqmuW4Yely5YUawR1Si00NEwd2+52KqmyzTF2xLemYZPdQJHVYDmVk5Oivj0aNhkhbZoNwJ9iNWNrqhkLBH5wumptdtYsd9BCiTs2gIHW1axZbq2XdgadbJSOwcFO2Z6k/e1oGrYdXBgFRaSswUB4Aho278zzZGsadoPuqWACaqw69w1/+85oO/XQuPjWhXGY2oCsUGa5vYh3JVhOR6OHjASjDu1t6z7LW9cs68DV1L4ZRDYzy9u0jioU6zE1y3K23GfTmeXS8kP0uTE1ywbLmbnlXdBjFPolY5PUbWjYZMdrZrmC5bJOcJ6s6K2sso4BbkA9xplrpTn7OQslncHC4SOr0ycKoscG0A1Y1r0446rz/LKaZYDmZB3DEqGtCSM7tnVUZl1q1th9ljXN7ewK7D/1muXWGsiSCSn128wlqJetNGzm6wbo8K5TbNKwM7P8BH2WEfj6D9Cwa2aZmmWynoDlZpCrKLcLaCVEpY9ysz9yKbqQXVFrIdcsAzwxeTWgBlgmX50aBrwHdwbwmVJV27awsHfGajxkaUulYduh0YnQVOB8Da0DByCT9uxrO/jUui75WWoxNFs+lbWLtfD3sM3UDYtubFp4zqEUGIQZVFS1dRxBSbfNytNuE7hkhSedO+usDW5ahLmK/yGgmcFEAEw6Qdj9ZtlHCh7Sv5osO8aeP0qruiLaaLBT+9eXewZUouPg53C0sNyPW1AB8Akm6r0oMNPJPEIAZP1AjAocLnztc6PtC++NXe+/PR6fLLEh9Ru+895bYnkBywC2rFPl2WFbZX3pNPUjds2yANg6AmIt7Zy4ljT74qbdZsaJyvTOlQDTD+9bF//rI9+J3UWBZhDvnjE9zv7L18T/7t0k5stAbOxSJlRBKe4dXYSkTwOWBcx7M1hosCy6LsDWPeMBaPqPWtY+gdxBPS3lFbUvOuvcpRUEPCQMNjSzO1588BFxttrwnfvY0ujSOHSxpkut8TrdGn2W63tGfZpnhL7dyCwXtX/ulCBev2jP2BlALgwSl55oPACQW0o2flD2zDRs2tNlRKoIWqXgigG1QKdp2I2e62pdJduJXSK4ynFbZAfuH22PlQp2nL1qZaxWY+vlstt7Sgjr6zNnxAefdWB898aF0Tag4IUCAzwXvgLtnPpQMjNrCIV9BWitLF2EubCdei4HGk0nqSJgLe0Fsf+lnVNuyxko3ajss1W1S10z7BnaemHzmZ7UP/NeCQyQXefj0hd9eIdm8+i7CKW5Hpn3rPsE9GLFp6qdIe2nFFeMjdoDzNRhjZVAJ4sWKn0ymwjyRlzwZ2+NxxbvXK2jbP9csjMh7rnnnoCG/eUvf1n7YlNMb0cDuJxpv92fVvBHXTj6RWSWn6nPjqZNV6FF7vfOO++MJUuWGCy3ZrWf7rNwjrSzJFd6XUffCs6f7nnHv/ebGwHeJcGPycpoXSaBr0998lNPv2Z5/zn0WRYNW45D0rBJiqTYCp9K2/OG0aDENWmF/NwUOG0EbMKuWZZSaoK2rEcOHM304nzOBrXXPymto1zLS/aEbFUCCbIFbCc4oM5olr6ybDoWqJKTkM5fVkynEwcQ5irbZpZrFjt7DZP5LNlx3RuURtdcl5pF1xHagU2FWNPDWsFyyT77qfR991BtAGFogIxFFe9Jp9ICX84sl8ytwXIF85yIzHeqYafAV3FWDZZTgMzvoaE0m5njsYreHIFDmzXLqZid2TGc0trCK58TR72pFO4sks5X+1AzG9JR515wNBBRQ0wn3xWgt9kfudlDOfvJNjPf7rMMDdvtwvDtcBSgpLfULEP31DEwAzYrNTxl+eq49vd/N9o+9db4wMKr46UbVscDUrSlFSfZ1FrWZDVsOSd8mmAZCk0avmwdlZmfVurxEwt80ToK8S5o/q0CX/QWxlnPulz3x9waLJNxbQh8AXypK6uZoAqWU+ArnwGBL9pfbR8sc4iBsNtfNWuCnwpYRpUXQPsfAstkqnTNrLsGUOF8bw2WaZ+WyuAVLFOjzP1tr8+yE1X6n6xZzvrLrGsutMFSs7w9sPzL+izjfHNvri8vNcu1jhTKIjTsr17+1NSwa59lapYN2ACe29QsN1tHmRnhmuVkRkA3HYXmi/2Cpo0doW621UbYHpVygdqf2ZlUsk41MNfaFqqKh+X6TnuUJnTrmmVQpAG+6cscIzCi9Q0Nu9FnmWPIthaQW+2w141sZs1i235XIErQtIDlpuZE8348Ubgfq2EXzYRi45u1z2mO8xjuJ9c8X63H5K6QwcNUuq6Ch63HJEW1rUXp2vbZ5ynPjkXSDwgUVIbTFsAXYHnrmvJGXXMJXGgzQASsZ7lqml/1vGj77LvUn/iB+M6dd8RMzWstwUaAjKxxzjV9x711K9AiKJw9ggnuoAjN2SdLiOpelen8/lmnxYXKUh86OhLPu2N99H3h32Le40ujQw2fh5SNnvPCY+P9550YE/sHnDkdFNBirFwSARirmeVG3WzJLJf1ij3BxkHVRrWZTYj2SP26n81azI3yEAfxUrV5jhzmA45Wv+XFK+JnD9wTG6ZPEZmqtI5iTdeWdnreAes2yP7K5hno6Txmxcgo8z6xMwMCwinwVTLC+jm21Da6gNwEy9meDtvGOzQNu9C5XdesY5Jlwl7q4gK19tJ5RMuuLBNKx0al/D9D72O53nIH4WS1y0M8654pU+M73b3xar3PTQLDdBtoVZ9OLQdPPKtuA84b5Sn6BVT6Tu0zgFzvI3qRzixX8S6rg6fGBIAeu4cyOlR1BwpKMINeyNRYs5ewfhk3eh9TC85chSkFEwF7yHzhWmhi8A5NC9e/M2tcAie0yPOCQexNxxTGFPOOjDVrgmx3DYrAiPqjt+18mWWeYOvWUVuD5Xw7458dOQKt4JW/d4tNU7P5v2rmtzW4AUCZoqjN/vvvvyNvP3cKB4cmxB133PGMZpaPOELlby2fX3V8dvhAjJ/wl47A9jLLv7Ia9gG7nBE9XaJha2MiKwvozEg8fYNT4dIUa4CSNnycJvYY0+9KCxPXMdvJTOeKGtxcONl2BXBlnRW+p9PjyDlrXKhKFg5r9O6F5kh2V9FYaIbgSn239u61Sqw+/z97bwKoV1ld/e+b5A65N7mZB+aESeZRBsUBwRZxrlpsldah1qqt2ta2tn4Ota1DnQUUFdRaRUQs2FbUWhURZJB5jDILgRDIPNzcIcn91m/t53nfk8sgkhs++f95MSa5Oe8ZnvOc5+y119prN+W/rW0cDCYQNVCndo3sunsCl/OxjDj3AYBHvsj10uqIn9qh1m1YUuJosAzg1w6zf3QiVqSQ1M2x/5QnA3pr6xgYEiSNSHSrXDABq2uqyUQzNjDfSAolRfSAOqir9chWcjoIhSGHJQaw8qnb+J3p/ZQez0Wizr7cvkn7ra2jqDeHmXdLGicbYJq2rC+HfSZR4lpIAI7BMsFr/p1jDbs+ELCY48C/Zx1mMhxVto6JGax8VRcYCFcHdMDGGGZ5pDBhsEibxeL0LlkWF73tD6Pjg38ao7f+Im6+65c2vhrqFstfMvAEH+sEjABOzDUzkWMMvqj/Qh7tIKfIp6mhm4oxi4CwAxjqyDB4aYDRdDpNCTP7JftPAiTBctsN1VLtYvDFPtwSpdbiaee0UCIoZbRcj0xdWYNZNljG0KvUwrlNSOkVDbNssAyz3DC+qnJzjkuLLHZOgGqDr+owq1uxAlfohsHXCHJzB4WNtiXuJ829IfpPloMxQe7H82kTH2qqSz1ymvjArhYjM2di07hsBgC2AGFLC3WdXUVuznpgwyDXbxeDNH1nsoLFztLmi+vkVzJXmZxpg+UEJ9kuhmvIer7cBiOzVH9kvfRwzJzRH1+T7ObTp/z6mmUMvppu2Gl8l4DNz6DdsEs/YD+l1Q07WxP5Wa6JMHs8eHXx2pK1/JlQsxEfYX9tzeQ1c2z3gEz8VNaYXZGwqs77Lo8YY/DFPl373DD4GguW7T9AMrFRI+x6ZNcsA5YxE2t2M8gEn5Nh2r8NvZy5rGCZNSFVSPgNbAnMy7V7zPhkEjLBcjvBkNJoKWQq6HbysJg25lJnp+tsm8c6zfsApjuTpKn8yZplS9IBSwbLqShqtbKiJIZkBh0OnDwk4NKzxZrNuuqll4Ss1hEBpP6lK+KiVz4nOk75mxi98bq4+P7FsU4voU7tnOcZgJPlD7B8m2IdzsXF1MkJO7F5eE70aV4zAr2qk/5y3+w4Xe7X77j0mjjvrlVx71lXxnEvPTDmy/36B2dcKuZzqsDgxjjwhIPjhJceFHPF8q7SesKp8Xya8cDUqdXTmTU3ezyzLlFKwWLBM0HrqBlmJanppm1VsiVWi9g7jXVSz4zAGPYUS0V9ThCzOkWIsDpds0+3g7OLNe/gZHsBe3UtYBsSfQbULP2AXCUmbfBl1UlJkhksl/ZS3k96LJDAtLxRdy5rlmvtM885btgpw26X3KQsnHvMLzp4YPC1owCjXtnRpeOdMHV+7Cwm/tNLF8uyRH2xFaMMqrYZGTaMrR3EuYdStFA77jmmdRHAzHUwfln/q7mk9wP30O8IK3dShs1YOimidTFBbl4b2zRrlr0fHcvb8M7SflAZcA+R0ldXbd5ZJAh6SVAClhs1yxV0A575kMS0DBv22YC6qpaynp21taUg0P2HkX7Dm3/7a5af85znPIhZzhXgyc+2HAFAbRNYbM2xxoJl2NnDDjustf/xAJtNZhywfP/99+tZTD+E8fo8nAx7vPb/5H4evxFIxc8mqw9glk855ZTHQYbNy6D0HzYzRJBiKTRAM02iqrwWWSF/5w2avY8VMiAt5sQJMBwA1VrelEIDrMzMAKQcNCVjzX7ajDC1Qhl8tltHVYOYCapxqq2jMgubIJLAPOsIeSlXhsEv97INZ+o+0PrAbJgRarlsKyuvIAqJqo1wLFfMuuZMCpT9GCwTvJdgjLQDhmhsY6CeNXoYX9VerNTe4QhGYF4rJKkZpD4yR5MTQniuDDf9Wi0vZNyzXjLBciYt+HO772q20cptfIJp8AXzXUCtkxbsx9fQSApo+0wK8E3qXAHzdRuCnDQpy+RHlbqnmZjHQhc6UszOUAL4PtBaRvsyY0SMrcmTBl+6Mgd0ZRuCYJIUavcxNK03fvmsp6qG8MSI7WfG6C03x+tuXRKHb1wXh2wcDHnWCFhNzPrAWZIs6khdsJUKcpAwZ59lAg9qidttSgDxqwXa+nphBRKY2PjKgLpds0zblHTDzsDM9ciajAmWM4m0ciWywOynyn3fsCGZHQJXu2Hr8jHHct0fY1POr0uscnWxBmiuXLEpZs6qwSRS8qxHpo6ND4zretWszZqNKUyOFy2yAPuwHxwIUx33HwaMekwFllcOO7gz4H+I6zSwVE0wQVonMgvND4JvPg7QCcq0r6wBbrPGBLvcx8mSBCagziRF1uEVN2zdB6TmGM44VeXAGrCcL7XWWLhmOZmpEYCwaxmLpFTnY1fa0i6Gb2Z9YQJ+zo1xT0BdDAB9TemGfc65Z8bnT/+Sj/dINcv0Wd5/p+N173gOs0432zDlmFDbX2uWc9a364iZ4jarosxBF0mdLgoQXABcW1vqbw3i/JxSs5xrllns0qaOASB51+wwAIjkWKyPrBH8PUtk0jDORoB1nfWx8t6l2oQ5lyC3/NRrgPsa+zvpEwBYbj/vHD+7GRQE6WtgcxKBBsvIwMvaMsEW9HgvMFdK14E8g1bNcnLIsOE8j8WYS/vBGzK9F8SqlTXAIBdTMtab0svWrayKwRfn3DJXa63P6aNA+yv2yRzhmWqZq+VPfF3VKIxzQtLsUh+vW0bLBs/qN6Qe7htjpG9yLLr4czEqF+Ubrro07urukbon3dlJGPUy95kHAjYTlbCbLPCzQYPDPUT6iotyr55NpQJi1vqBOPxAGXf94No4+O2fjBElcqhN73vlUTFv8b1x++W3R0+vnOXXDsXVhy6MT7znRfGswbWxdCDnt1vl+Z0HWM7+u5gJTFAAADgjETmzW4BPxxokUepnMRNiJNQAgihAahLP+3ECLJ/XHp3zOto56f7ASnIsK0FaNcttYy7aQRlAszbo+gGDPIt13mU9ckqRAXR83LEAkGnlVTK0jJvPh6R62cYmhzxyJMc5H2qWCyPspBhqHycnvVuD6Ylilp910AFimAfjntsXxQ477eV7eeO9t8YDneoDr7UiQW629qL0Zq0SBZNaHRNy3UG5w5jh0cB7nAQm2zL2xCBOqHqbNObivWAFgX6HaWfQrDJoGXyxH4wPVVqmC8pWhrUeWa2jxJAnEIZZBizDtOd4JBDWei/p+Eavp1IHGCzzbkn2mcQJ+85+zZmIhVlmANtgOWuWfxvdsL0mFBn2zTffHE+C5ZzT2/rTBJvbUuYOQOnv749DD1U3j230ASwjw0Zi27yurT3cEw0sj1eyY2vGbTyTFVtzHmO/O65g+SnzjlHrqDl2lqxu2KOWYbdreZMpSdOoBIjJ+sB4sIBXY6k0+AIIU7NM0Aao1HdgGAu4SnMsQC11eqXHLvXIBSwDbzHPcrsSApkSECfoTgkzsY0ljfoDrVFca2AgvGWfZQJR1zcVkPsggy+dPYEoP2/VET5aGXY1+CpgPqXHJBESdLs/qQPIdg/Vlgy72TqqyrAJvfQ/1yMTrBJElOvMmmVk2MmutFpHEQY7MG72ePZuWlJtKwW8jQJlJImlXjKdeFOW6ftQ9gsT4WswBhuzDfJO95Mt8m5e2s22MYnLZbiD0RpjkcFSMj0E7gmo+WltScU9TNaN+lyZ2YwOx9K+KfGSD7wiJogu+ORld0THu18XokryORhSJCod2+h998Rnlz4Q9yjoPKp7U+yinw2ILUAWOKKeLVNKH2PkcxsG0wTMNX2wQ8h2a5/lmskflPOqW5kwXxIgWmIN0NSwUxtIIDNVZi1Vho1ZF8FbguXai1k+QcjgtG0Fy+mGnaZgyB9pl9RTWj4xFkj+KqAG2BKkilxXX80ClmGWBVCni0Gp7AggXCV6raSA5eYFRBLFMlU4P4CnAb/+a8m5K7OsCAt3bsB9ZcfNLBNwuQYymfK1Yqqy7jqZW5IPjBP9Zt3HTv9gOaalnxncwY6TEOAXGIuWQCQyaisagsMBDNt0rzBs860FLMMmlfvAWTMWSDEte21dA+NFbTbrEHL4NPhKk7J0AZ8pGfbXv3lmnPSZ07zvXweWD9jleZqTaWaI2mNicfTnDqSpXQa0XmnMKFZnaZah9DXgKkioOawt+2ENQ2XCd63C0H92zfcakcoNjsVzwCyxwsLblMShWdE04stPMtTMpzTm4kf1fNJE0Qkr1s2yn8TGqSQxUGfd5Lk0SCSJVfoR8zNMCG04lmtzMrkkREvrOkZAtcYTVWpTsHOD7U2JNaw63QG8juWtzQRoKcXIdwPJV+q86bNckgB4WJh9rg79bEPZh9Yokq1ctZ2uM9GWMuysR84+0BwhAbX7ThcWO9dMZPKlD7bX1Ux6kcDLhAdJyDRKZH3rXj8Ul/z5K6LjT38nPnfP7XHQgPpM6cPz26kHSiRxJnKVvPlW57Q4VO3t9hxYHxuR1eJQrZ0CkAAyoyowXaN35/ET+mLh334x5q9ZI1DbHTKg1j8Ox2S/v1K2v1n1poe84dj4s2csjLXLNxiwYfDFxwoOAfPpaik0MrU3uqRDHlg5GJ3cn+nd8TS1mRtV8HjZL26JwVmTBfozcYXxE+eK9Ji63Qq6p/bLK0SJAboCrNczzQ2tcmFm2zoloarBF2sXjtG8mCcLsG3k2dN/gMoWa6zrAZiaNXZNbq7/JB6teClg2W7YBssJYG1ypWcWGTLO0szx2jrKyT+vOwm6vXZqXdyoH3apFvl/u/rjPc98erzmpuviHSuWZjs67WO4VzEF4NSMcK01Lq7RvocyinQteNYjw5q3wTJJAMCykiK/Fiwns+zELOqeYvBlYK7lEIDP3fNcKKBbJemS9lewnPJprpr9VMNEgDBrMAkq1yxzf/QXWkOxHwA7HQhwRm/Vr7sbg94JdCBwQigTr3/5jrfE3fc88WqWy4L35G9PkBFogjYrWfr6Yt99922d/XgAqiYopj/3smXLtjD4Go9jPNHA8hNkevw/Oc1xBct7yQ2bPsvU/9jxtDCjWV+XLGNO0GRBsr9mBjtN864EQU1ZIdtkb8+JYpazPigBxEabgKWJDC+JBJFsky/XVp0cx86veT9uP5U2Vw6YYAfSiCfBitlUy7DTGTVNrdJBu7rGVnMsdutAqwB+6nLtdAtYNkuT12mnZgA1f3atISgSQE97mQwYWwGbTYiqMVfW4DrQc1jRqFn2dRK01JpljsXLsAarBLSZkPBY6NtmTnwsbeMWXiQJ8gfZViuZJgcW+jXkpIV5srINiYOsT8wx5mVd5abeq172APXids5lFpY973kGzwbLltWX84XOgVGpdYa+TuaJZ4MTEa6FZixqrab+xUFws88ydc0aW5ICazsmxZH/5yXxnf5ZMfvvTo9Fh4stmD9De9Z9OEHyyCP3ybQ9H0n+YsUDcpRdG19atlhIaSj22zgUw5Llmo0prEEFy4zBSgWBU+WYmgZfRfamYITa4gTU1Q0bp9MChC135HsVLDcNvhibdN1uyrATLDdrltu9hdutozD4yl6lnmP6jUAtXb8d+ifz4YCv1izXbWCWM1Cz63eRJ7utlq7BraM0DrXNzbBdv7e8Ttx9Acuw8mnwlfMexjyZZWqWUzJZg1ZqF9s1y20ZdtYsZ7Jhla6BhMDk0jpqqgCDJfPahgPAyNwttn6iwHIvYFn3ftDSSxy900CIubOG1lEKmAHgfLHNLDfNeGqf5VxzDJbFLON++KlHAZbbNcvFKd7JvDSnYhxTjUKXaf2F+QwjXFo++abxMyfvEmhxz5AmowKotb5eI7RmsY+JXhN4vmCx8TVodxxwf3sdxj4BJFx4nooU2SUfsKTFnb/2feck0+Ar1yevzTyXZo2Lk7QflazF9inzxLv0IRNoRcfi57KWS2RujjriBJWGRyTQXO6S/gPsqO0fUVls3HplpGiFSq7FbuFUAGx5naR5V+2zzHjonKkMpxSjeT7ZLzmX3jwf1ue2R0KuN64k9wkZLPva69qbazhu2mnkmKUtZp/LfTYbb7DMO0/gc/X6uOz4I6Ljq++XTnlZvGfR1fFincdSgZ/Jmt/dqkGFyd1hYEPsud0ecbgSHv92792xXGUiGC+xtNB6DvBDp4l+vVOukmPWv7z327GdWNAhNaKaaNYwy3S8lI3iuD0UayUt/tDHfj923GV7SbPXu0SDZxFTJ/oGK1cRp/z01tj5qD3iRAHeB3QdL501Jzr2PTBG77o9rrnk57F6u/6YhKSYZ7o+r8XFmmcLVrQqQVxaAUOt+Zo9lAW4tK4uFxjrE7vJfba6xtug9EgJMbffYBkfAuYR2wCWxcJOwwix9H/jeWTd5BHmF2AZZjnrmkkwKbFHr2GtFZ3qFMABk6HGTEzvWo0fz7U9DpyAS3k76yLlYyMzu2Oh2Pv1kpNXmTxrip8d2kJpzPoEjF0+42RkMd0iGelEE32Ws0TE7tMwwrTvK2CZ71H6QX/oVL1Qnw07394Gx5ONUvfACM+UCodr592xSiqXibroXr1vDHxpjwcjLTXUBCczkjVmzcTILZnlPP6cGelMbrAsKT3jQmkQ98dJTK3d6YyeSRHuc4f259Z7vMf0H+VEf/FXfx5LlizxHPvYxz4W73jHO7S/9W6Nw/G3JcPogz7Eh2PW2lMMvprMchN0jQf4ebhzePLn4zsC/19hOJ9oYHnsuNdnqxqWjcczNHaNGLvP8TjG+M7G3Nu4guXdZj9XYHluDGgRbztJKyZBkubAobYn0UsFSW7p72s20NsosLPUMA2VCPbcdgXwTNBmZ2QAGHDLiekE3Q1ZYdbyAg4LHCTDrm2zfYtRW6tOt7IHVbLnmrOC3od1fpgLMlGMAAAgAElEQVRaORLkRYnsEJjHOZfArvZ0BtSa7SkMera/ahp8ZZDJeW8WuOfa0ojHQsqUQrfq5uTcSZDZMLWy8y1sUfkOiYCtZpZ995MNZ7+cm6+zwSxnfF8MvjTGRQRbEgfJxPOhhjBrM6txUNb1uQ9q2W/2WW6707bl8NzPIlvfwnU3WWK32lHA2TYpA9CVekXmBWHtQ7hh29RNMuyJG4bj7jkzY3DC5NjjPmXEdZ8miSLeLJOTdTvNjN45fXHZQU8RXbggOl7/AlLyecMHlbLX/t+06Nr46+VLYr30eqs1lwjgap0urZmWYzRFe5GGG/bYumYCkR5JLVtO1wrwCICmiVUZsXwumQ7YABgIB4oCoridtg2+EizPsFFL2w2bzD8SZXvkKNBJsJxBYq2X47h91CwTxCPDHuOGnYA65eZOjuj5pWZ5ZnHD5nt27rUbdj4SNpdBSliCZlqrrGAbgWUkpuCrsW7YeAcQ/Nc6RYKyITEh/Jz2Kzz5BHcDCu56xXLwFPUCDCUB7+jRv2t8eqWnPG3G3Fim8ekWw3TNpK44ZuNwvOiu+8yeT5D8cJImbjX4wuyssiVZ400brZQfmgUa44bNNkg6kafb8Kvlhq2a5ZMfDbNMzfLzdT+yzzL1vnafT2xcTPcAQExegDByYRzEcahncFkrJPkkL1WSUewDqS2MMPsguYT6hLvMM5hgWc+F1TqlJEX7T9+AhwHL+jmlLAbL+pDEsjS7BZYf2g2b4JoZUMFyyQHoOhO855qQiyaJAat+8itOqDF3a/IwwUUCc6cAvT5mYqqCU86oumH7H7zeJFhOp+1cyDJxmQmKVJcka9wpUNoCy1p70wgwz2dLN+xcb+q6yppul+SmY7avK1vyMT9QOdXzsZFbEyzbp4NEDu88WPsJceVb/yA6Xn2s5dmn3n1THH730liJJFtgeYpA7bnTZ8T75+0QVyy+Ve7amj82+Ervj8nMf12s4GacdfeG+OSKdbHPF38UvWvXqbRG4JF3kxO5jEgxXBToHhYq7nr2vvF7u86O5xyzXzLtOL5qZ/g2fOkL/xtX/ddV0XvYnjF7jx1i8az+mP7Dq+Pyg9Rf+Qv/oNZXt8aNt94Ui7u6gzwU4NTu9cUxm/lgsIwPgc8BkzLUZLSi0whoIb6luzc6VwzGgj7c3EnwpOs3MmwAo9tk6WeUogCw3VNa92JwkDghpeIAYkafxBn94GtJxpAds9tgmXcFbfiQM/eIOXY5iM5nUOvMrFlp5Jd+D9lqbpLWjGlyCBsSOF2u/czRsQZ4v+g6AMs9SsBhoMioZg9ltd2bqeQa73DND9Q0rCmTlWjkk4qb0n/e2yBx1u+655O1H1h1vtuWYSdIbnVeQCav/zAtQ84+oyX5Ttk8ic/pcui+u7MnXr7vIfGea6+PPxxR3bpk4j3a94BKiUhGJEPN+x03bK3l9GIGLBtQN1tHof7iOkiGYlSW7x9vo587ScOY6We05HrdG98c9z4B3LBrn2XASiZHn/w80UdgWwLobQXQnqhguQLa1atX2yl8WzxDKAb22Wcfu4U3P1t7L+q5j3eZwLiC5bYMG1knLzdaa/Di1IsUkDKmd2+rTheWsRjWTOxIR+qs96MODRlfsjwGrHZPzgCJjD59MBNQFwkuxireJsFybpP1fiXWkrRXL0CCmCK1g/1t1cBZRowjNQA2gyE7VMO4Egy2gHnWDU8UIONNyiuOwI/ABibUAVw5P2qEkUnCRhhgO3HAz9i7XDy1XW5DIKxA33VzOj9kzNoizy+ZJb7CaxknaYKjdi1vvYZ2X9F2jZ653FJXmH2WqxATsy4YdLO7+lCfaMaqJC18HbDs/HutGy6JjeyTnUkLwHI9v/od93et8mkYNH2Pe1VZLa6B41Tg4OuEDcLszOxCmoBNpM8yg2zwzDZlLGrgbmf1dp/lrHskKKf2UGOrwJOx2Kyg1EFySWx0KiKZsGkoJiqgnKQ+m5ced3jEGwWYd50XHXstaD2/r7v60lgoWe0z5apN4AWQ46IJIOgtPBVXUaIi7hX9h2uw1AoyqFnOfsAEJq4N1L+lDDuDNwI8pHJIB80sOyhtu5Fy+bQOcR9SEif6DsFcypNTYkeQBYtAAMrfklnWs6gIezLbaB9b9gFNFoGAnOO6rlnbACLpcdo0+ALMYwjTdMMmKK4Meg2mkJK3mOXSigYAbSMZnSPyaSTgmTBKBiPrt7PGjutYoeBue41p/6aR+JUYi+N32TM+Ian8y9euiHfuumuctfsBY977m+KPrrgyXrX8/uhTAd4A7XxqiyzAsoPEMhau3yYZx3pSeqLaQKiwJ4BlXL91D6qEfoYW87O+9fU49Qtf9HEfSYbdpZrlAxYcp+tNOXKCqDa7me3cNO8s5SjMslhAQF2ta96iJIWtSqKptlxyEgkwpus0OOX5K8dim3ySk/1lwpuVBWDqqc/a3nwGeaYA4kwM2NRRHJsAy2Ubp8o4lp3JUHPUNTTXYhuOeX1MWXjWNddjZYKx+jWgNskyC47F8SWTLolLEqsuWWY8nNys+8m8ZK5j1bgQp2nGVfO+MNReb1CyIEFnRfU563zwgijman7mSwcGk9we+7JNNUXke/R1571QuiewTTVOzF7Muc6zB0pl+LDWDCsRkGs486a+C3JcN2ryTVo7GHcoIbfmgo8j59HCsTJGb74r/mfxXcoUdcVU1UF8a/ac+MSvhuKEVffFidv1RrdkzTCOjO8USWaHtQZ1a7sPXnp/3Hj6/8R21PDrnrVVWSnJdzKj3h89mGu13syd3hcHHbYgNsoMYdP0qdG746y4Z8mGuPXHV0WXfB02i3rFJ2GiAphusYndqzfEZS97enR8UYD5pkVx5e2/iAd6upTc4r2bjDBgl+vlHJEdkxRgfVijbUj2zFQ/ddywj37qUTG66Pa4apXY8h61E9NZwvbS35eWSm2TQ5ICej/RK93bpMoFdpNBACiaNRZYpnd8bpMybLfho/7XzLIYe61l9i/Qvcya5ZpERPVGEkzvHf37TopJ/mL7HWOK1qq/WXxPjM5QstQAK2XhXTpmt86JtRNptGuWKSNxPXKWwli5U8wRszVfJg9c5814aN22DNuMdK6vJEOnwxp7/dc7weZdSKyz24El38i5UcbwrsHgi3pk3Vs8ICbpZ0fsvX/EnB3iM1deGMeuWRnDSujev0HnCljWOux9Wx1DjXkmWFNKzwoBs0ySO48PWO4TY08NN7EWcnvmEmVAnDOvN/w5Xv9nf/Zbzywfc8wxcfrpp1u6+ySzPOZV+QT561hgvLUA6tFc9rY45hMNLDNOtSSNMV+5cmVcddVVWr+K+vLRDOSj3Iaxof/0zJkzW8d8lF99xM0qC56xSRKv48GMjy9Ynv+c6BezPKSXSrYeURBEQOFaXuRGhXkEuNlophpzEVxISgSIrMGfwV3ts1zAMixyMfhKsNyW9bV7i4qVKTXLvFiopa3SvwqWsy1UlVinhJCgqM3u6uVqVgQ5dbqIZp0uL5s26K71vlUeiMSRYIoaW6RUZlyRd5tx4IUvOVhp1ZTVl8SpVYadMnF+TpBrAEl9tn6GDNN1iGas+ZIANoEfpjwaM7PugHFfQ/v8qtM19V0TtZFdq7UNMmwz33yvuL86LC1BL8esTuGuhYT96aR2PN1DCdT5nbpvO2xre4Buumwn/5wBLoFehm/cA4CuA0pfVTL8vgZku7BcXAiJjUbyY6iAeYNuzlcBlt2wcazNXWfgTh1mSZgQKMMsWxnA+eh7QyQkiqQ+A3AFxXjwOChGdCngIVOcnk0b4o69Fsb9++1stjleqIBx53lkMWQMdmt8/7obomMGZikmiJxtr07XnMtGMSFSU2bPSgfOhZUVMK79VFt1upYOpsHX8mVppCN/CScFchtl9scafJnB4f5gmkPPNwI1mDYLVAtYTpM29yUFLDeAsFubtExqmmAZqXa5D/R7dXupnL/cw3SJLm1utHf2Q02ynVhLUoD2J9TTZcCV7WG4R30K1AzmkATa4CvZcTvwKtA2WC6yxRHm56rBuHiH2XFFZ3d8d6HuwY7bR9x7f7znpxfHP10rdcAk1UdqmxhYI8O2uREvfoYzSB07zY3/veLCQBuwUjXqI7oG6qPrfWAsYKRIMPAZBizDjjOm3CsCS4PlrMlnELN1VL/A8pnx2c//erCMwdc+O71AxywS3ZbTfd7XERz9Nb959WTISlKwPLc8kJqPJOb0hBVQCcTVjdT1ACpZEXjChpg3AN7yHJh/NPtcVSz5nAIM03QrJZLNZ4X1yKofEitW+QCKAcICJn6esiSAOcqfs0aZkcvEV4LTLAvJber5MHblWFbnsIUAGS0EYe0AxzkcVhjRqQD3bGAyZkOMjhN4MO+s4SURxwyvQNjJMEA/SYAyrtkLPndswzEAjZKZNv4za4wEn8A/E4pWMDUM2BIIk4BIwMu1kbzh/tS687xW1C7qp1zWNt9DXUfLmJDWgVrn6QYA+7xZDyKgcd306XHLqX8ZHQftisRDu++Os268QhNxQ/zXFXfHzDUDcemHvxdrn7t3vPddL4qFgwOxXM8QvXX7WD+0qM2SNPuVizfGXf/6rdhNTtsjSoKRgAEmWxaucYTFpmaZ8yEJBFFLgnhQtdPuNiGAtBH/BH1val/WWJMYarUjo4uAekJ33bM8Lv2j46Pjc+9QF4Eb4vp77oz75BrNtfSpJIPfue0801P5u9+PqGIA8AJjeo441pKuydGxaiBmK2k3QQCVMeS5YxtUHNW3gfWMhB1gmW1SYp1KHn6n1AUpcI9YdifjtVEC6raRHwwIzzAybINubYTseVjM8RT6LOuc7WKtY83Q+vOd+fPiA/s/VWD+xrj0tlslw1aht9bwyvZSj/wgsNySWGPwpXnQMPgall8Lrtq02wKI0nN+dQHLUwSoSSynooUe11X1MsGKG+Z2T2mhx/xGhu02gPpOyrnTEM4GX5rbc6Wo2X2XA6JjwU7x9huvinu6JsUb715iV3ISm4xvAmHtR39vg+VMlQOWWXv5uGODjl39JtINuyYzKljeLLD8pt86Zrkpw6b2lJ62L3vZy+L45x8fO++0s+7HkJmxxwNweTCf/Dw5AmUEtiVY3hYM6tiEAczy1Vdfvc3AMr25Z8yY0UpqjfczWvc3HuUh4wqW9xJYxuBrQC8Ct45SoMCCi7SOFb9di9qsWc6XnnvuWm5bHKodREo2N6kYfDloate45n7bxirVRAY5XtsNGxCZmdraZ5kQCUfaTgVRCZOyTq729iSo5AOzbECdV5ABktmmCghpfaEseamBS7YnDb7shq2DtvoskxRwRFJNZtrSYzhTTMhqOxez2tTjKVjT1flckv0pNcuwG2YuxKSQFGjVhRPqNfosk6MofVfZR15nJg66FcxV/vnBBl/NpEDWXWc9cjJlZpJxw0au1UpsbCnDznrkXy/Dzm3GW4adwSzngLogkwvUkyvxUnpi+xrsmk4w0Z5vm2D4mLcqXuuSydfaKdMVvE2Mn7/xedHxt6/1vRi949ZYdMdNsVK6ujSAghHOtlCMspllSQxbYFkHg8UwG6CoFQYWdppAxmyImYUEvkj5WlLtso3r/rQNc7hds9yWYcOeIMO2+Y9l2An+DIAKO4KssdU6qmVAk6ZWySwrCNM2yCZTnpw1y9OLDJvJ4+u0DLvUzJtBb0vSU8qHhBlJca1ZzuffbWYKs0yf1mSh8vyQYdN3lqAQSfpUMVznb+6Lv3rG00SzKJJffH+M3nZPxGfPiX1vuj36liwPcBzGb2YtJZNcK+no4MTuuPWsf4wO1e/99LbrpFkcCZEjDloJ6ttjUZILOrEta5YbYNm9b5OVWUvLrJnT4qu0jnpUMuz+OHABBl+SQ1KTW/wIGAcntWg7JKBF5T0fknTZx7c6wGtdafVQLtJoPYPDLSY1safnOIC6JcNmP5hVpRKHGeA6Yn22bB3FmkqSMktZan10NeszECZZ12hT9aA+y7oQEo61RtgAknXC58M5ZwItDRrzWMbhjcRlMt3p89Ba+wxyAX4CwuW6nMhyYjDlpT5WLdeYoHeD0w5ZR+yyDy92mUgl+UbCDDxglYoNIkvC09feTJImwHei0ttUPwacrjFcLDXLJeHJ2puKGBJByO1zDec5TEd+2o/BtJIw0vlN0N9XqOfxnnPi2h+cpGya5vbqdTH66TNi/q/uixnfuVyAnLZLm+K6lx8eH3v7cXHs0ntjqVz6SY9N13N1jVy8brl/Xdy3ZH385PP/E/OGh0LeZ3m/dD2UKA0DDHVagwLiMzoGxZ4m2GJOUe86sfSjzxc/c1HzpWQunMyA86f14QRtr9rdXxy6X6w/718j7rkrbvrF1XGnDjhBAzpPKp0VOmqvxmwlz71kvxNK+yTAMvsHfLHOYbKP5LtL65uTgfpUsOw1EDBY1lLWQJJ7BtRK6pHQmiYgnoAaIDziNRnjrQTLaQLG2sQak0AYsKxtSlLMJRl2wwYsl7pdrbda7uN3DjpSboz98f0LfxST1ON6ilh+DMfMkNvgCxk279Z0us5EY4LcNFCEWU6/Bz4wyxg4tlrqsR8DalpHZd0w89G95FvS9XabQtrjwSpXv4SaoOS9QZsoxol1mmQtz++kFUPxrMMOio7ddldN0APxk/+5IB5QQmW6lEyU8VjxY4d/3hmpbFpHzTKO5iQPeG8o/qAWHICdJU+p+CEJNEX7qT3oebe8VTXLS5f+dtUsex0t84OaZZjl2mcZsFID5vEOxHMmP/l5cgQefgS2BVgeKy8e7/Fv7n/VqlVxzTXXbBOwvFHtZUhsTVcSeVt9xlMtMK5gmT7LU3pmu+axW5nfzFkm64jM1zJslngCDEvkajun7EuJKVgaqxD4Z8Z8YgXLSCsbNcuAoQR/WZOXYJlAU66ocDEYR2nRtzOyXggORr1jAofOUkeYzs0JCLMO1iQIL71HcMM241D2U91fk4F5ZDdsMx42tUL2nPXRDwLLDuq2dMNuBYe1ztksCUZmCQjZS9vgK83O+N8jumEXFonEAQF2ZVLG1iw7yC+gu52QSKfXVkC5Rc0yQaeYhWFkkcXp2vezumHDfBHowLJTQ/hgsDyBOkP6rQK63WrnkWqWc15wDYQPCSSQUjLGZQ7S99RgmQA4ZY0PBssJWno0T0b4rqKSTeopBbvVu3ZNXPxnL4mOD78l5+YdN6uOb1GsFuVDnW6/yIgtwTLMcm0dBVguMuwmWC7S4yrDXr0620upnDBZ2ZbBVxMsC8C2emFmnXMbLDMnNz1KsLxlH+htBpbthp0sRwXLHAuDtAqWN2gbnmGbhymwubl7cvzxvocxgALJi2PPV703pt68LCYSsKr56SY05Zq7Cdayp2/HqOaU5PCDO8yMG7ebGS/402fFP8+fHCvEPs9UUL+WvrZadjj2JEsm8/l9qJplxjRrlvM+rBEQwODra9/4epz8qAy+pggsH6/5lgZZgD9qls0+AhhdJlJd4mvboWYtf2Ul00DPtcsCJYOi8LotX061AnMeSOFe4n7cAXUawwKWyfMBVvmM7bOMNNnfcEINP4T6LHO3tKaWtlDcPD+DrK3FWTrXUJQtWS6RKaJM6I1qwKz80b97VXJdMc97dh3AUAsA617HyJtR0RTzQOPpRjkO4JQPXDHqF5J1rOcABDweOMZEgWVDhvI855pfkhAtsOz6BP8cdtVguZTXZAuq7KFc1zb2bbDcMlcEDAPEs/a5Wddc1TdZ6lMk5yUx0ALL1KBzfphIaqJ3aG5de9a/RMf+u8Xox86Kg9+tOviZPTGptycVBEry3Cq59KlvPSYOkGx3CeZQ+vEsKUwu7OyLt33l0jjotgdi4s2324CJsWUMUUJsVhu8BQtnxb5P3ysekBnUnT//Rdy/bJ1LLFD6AIKqusvGcdUcsyhybAhneXlRGWh0h1Q/f8N7T4yO1zwv3n395XH8kgfk+bA5PrbbTnH2rnvFl6/9eexy3+qYMIXEZya+8WzAwLDWu0KLrtM6icQ65dPZVYAEcq9kx9RVZ+u50jWgrJP0g7cxlxU4mfByz3WBzi7XNdMKD9Y420IBmrnXgFMAbrdbzSWAZZuplIPo/tBucNKqofjnHXeIn+y/f4yqfOO7N1xvnwM8GADo6SORShQrbvQf9dGA/FZfY9hedxtQorF0TEDh5dZ37lqQTLsNvrSu98krYVMx21y5QmaNkmHz8NWEJZJtt9nzhJV4RqU5rJUkpikLsQkYzLLWNMD6ZoCvxnVXdXB46gEHR8eOO8a7L/hZHLtudWwS6K+lQlY/0aWARGcB3dwDd1ogNlLCtXZ1QG1lsKzEAe/pNJbjZ6ioNsYb3vTm/ycy7LEsmidR45PvkwlB66ijjz46as1yBdFjt/9t+ftDAZ+mjJTz/G0G+WNl7k8U2XuTaWzeA7/eimx3PObIQ4Hl8bqn43meY5+leo6A5SrD3tp5OHZuMDZ77bWXa5ar9Hs8xrzeQ6TjPT0yeGh8tuYatgDLIk9O+cxnHnuf5T3nHSuwjAwbg6/ClCBJVoBIRhV21xeCtNdyW17NyXAMUd9mEKmVmUBPP6RPMAFZ1vJmzVm6JycMb9bytmuCaQ9C1j95Y+rNyMIi9cujl1o6ADbskfeTdaCulS2LEzVfli/CJvMdZG36nVo2Psj/0tQqXyq8zJBPEkx1Kmiw0JltFFS6Ntt7qdJEMsSF2wVEcu2SNNaXkmuzWz2UCWizBrcmF3hxOfih3texR8oOqzTRx6qSy1IPWFvJ8Hu6kmfQQr9WS/P8dAD4E3AahPtWZMIhma+2nLElSXfigHtMq47KjmXtn/dbpIoerzoWVS5NfaC24Xo4GLWRBME4W2dgmvecMSfYddVliw1KuSknnm7Y2SKLLyU71GSW07jM0k4H01lTyD0jwE52KNmXHvpUezel7pDAStfeKRnhJa94dnR85G2KzISO77lDTMu1cecG9ThVwCcCwsGRja+UlbdjNi9wnY8lbqW9FNe6ntZRgGUYE5xgtR31aNPE5AIg+M5g0+CL69L/MLeZ0ZJhp1NzBcveRP9HoNiv/ToNY1YDqTbBHIF1u2bZvYX1A7aB5YD5yH7SWZs3IClhk1mGZaGmrRp8uZ90kTBXA628TgBS3hdk2pw3zDJBGdvRosSMCsfWMQ2W9W+T9bN+0T8X9U2Ntxz5HCUk7o3d/+C9MedX98a6yf1WWbg3uR8/2Beeq1Izq4cYx/Zu1YJOEht26Ulvjsk7zIi3rN8QPbvOilffuziWdXXFoFmgUl+ovSCZHNR10jrKksUSEE5WwKxOtX621qwdjrkC7v921jfio5853c/MI9UsT5qIwdfxuqasoU9Tu6wrZkwsmS3qE8Au48A2CSpz3iHhZVuXXRQgzJxOk0IASZEUa5esI+zadc3eptleLm+E6339OBdDrVbv4wTm/EsFkC3TLbecK8+Xnrl03q5lIG1jLvafhlpZKoLLP2USPPbsO426slREzlJ+zjJpmp90zC5dEZj9JN60cQLYXKOqwVcmMjMxCJuLqqe1TriMpyhtGGeSpAbmjTXJbG+ql+yCoJNIVr+WB6UChfISkpkG/SQ8GiU6JALT4AuJdQXmMJZprlZbysHYV+UK5+jOCJK3TxSGueacD0iKvUeMvvWUOOxr/xPDs6fI2TgTx/Z16NoYb/nHl8b2T9kuhpeui15k4QKHM8SonnzudfHjr1wS89TOaYSHinUTwA9wkinh8151ZLzmpYfGKskqzjv70jjv29dE/7TJliHzSZNN7mt6UeQ7zulfJxm5MazbfDbpAeheuiGu/MdXRcdf/n688+IL44V33h/flGzu5Bc/N0ZvuCF+eNvt8YCeaZhlwLKBljwbSAykV0ECRtQ1tK2qrfHsyaBDw26SSEP2vHyZ9iOQqUfV7yO6arDO2DUasAyTq/0AlmGo2QYzLdc1l/7zPN+rG63m2GpIzvjDYuWnwqSa5dc1rhqOr2w/P8448qh40TWXxXvuWhx3iMOfjVu+33+lZhlPCK2fDBmyfuqP8WlIcAYQ1vue9VWJAP6dcYUBzn7RZX2tNcs6b47PB+CJyzfPBuug+yzruCQPeAdw3iTqUNww73Odpq651j5XiTUGkxNihhKl++6lGub+2XH25RfFQs1PFaq03j8ofloybPdZbku1k8Ue9tqN3DtNwHL9qnJujp8GX9Qs3+fvP95u2BUcuMWgflWAzPnyd4LjJ5Ib9kOBNA9s+YxHnWVzf+P950cCnON9rPHcXzPxsi3rW9k37CnMKbW5fOqcHct4bs31MffHzpvHur+xgBawfO211/rZGi9w/usSX4/13JvfY9znzJkT+5MMLWsu92PcwPI3zoyTTzo5Lr74Yr3H0kSwpWDRAfn4H0aU7qVVwHXXXRdozutnr/lHR//kebFBL7juVgsTguEavKfk1SwIwYVrgvNFbabIDrQVpGWw1apr1kG2kGEb3GQwWBnrbIVSZNg2mkmJdTLL1fwERrO2jkqWsekIS5BFENs2sPEJGpin6U++7Gxq5Z6lGdC63k0BEueAPC9bRwGECVZT0gSLnXW6VQCeQa6NcFrmNDBeuU0rKWAgTK9o2HQ/cmao0xk8JYYAzQTLbJPAHBAOwM6wogBh/laNaRhT11RS10fGvW5D0Jvf4zk0WK59qtnGSYHK0NRtspUM9YFpZKZj1+QHR3eChCBHYwHDUs3OnPzIazLTQ3DPse34k/sBuKeRWU2QVHMhwooi0yz9U60mAKiXY6fhTunXTH20MxJptOYa+ZL8sHtuYYdSSplJFbveIlvXYjH53hXx8xc+M+Jlh0bH8U9Xi6llcd6Pr5aMT/NbwSx14SnDLiYwjZplgiAAKVSh65F1Gu4/DNOhYwM0Z8zI2tms+2PcqekrbIi2AWjCfLCPGry4BlclvAmW00ALUxhGBmDrYM4mYPmUqnxLZjJyhp2NcUyRYRxbCkAAACAASURBVIuxSLfWKsPOti2WkovR5F5n66gsD8ACbhATMAFd1x+73pcAMNmkrHtLF1oecMzNvHboGgh2+Y5blBgsp7tunwJZjIaOPUz1g6p93u3ED8aMO5fESH9fqHuXZdGZAOOjOn/c6gFdSAt59pgnuoaJilgfmEbfWMkMtfH1r35mvPf4feK45Uvj7gH1mXX9dgGOBsulJ6rOjWd3ha5hjhiX1ZJxDolmWaUAdfnceXHtmV+K//jc5330RwTLGHzt/HzN9TSksqN/SYR53bDUtT3vuGcArVa9q+4tz7aBVnHed10udc30WS5PMzXC/FeTdwZ+KFKK6VY+77k+Zs1ysuled72N0auPzZNlgOQ5VNbmh9mPwXp55pBqA4rNnJJkIwnGus++nRwrPYy5abDhMML6s7sOsBfNG4yxalcE7iNrBLJQAH52h87EQBfrqeceEmf+P1tZeb0hOSkFCsoiSnk4HPM2TRvTXDFNtwD9Orua8CxlPNyfBOYkPDOJlmMG6E6gWw0ZkamSwMPLootEsLfJNbILs0deO5yP5qeZcJeC5Do1QYB1RHWqv/zJSVZN7PPi98ckMbLuBlCeX98fNYPq3UUKrSk9Maz5eNzbfidePrdLXSbkXv3xH8TlVy9xv3AtNX5f+r5rfAckyz706L3jja9/ekDen3HeNfGTsy6NqQ2wXPtyc+9p3edkZc6ONEXTJ404NVJ6PicuHxRY/uPoeNsrIpY9EBdednFcLuOks7afFV+6+65YKdS6Umz4VBmQUcrhZKDWBcakOvmbNdb6Rp/hThyqdaxUzgCEUyZubweXolB3n8CefvAjijdI/sEsU7OMd0J3ccNm8rV6KLvFUSp8AKLuEqBfTEXYYBL4VRrtdnTaZgeN3ZnbzY0dFc8cvma1HPYpn0kFQAsse33N9Yt5zfdIWPIxS4vEWoOP+3bGrHLRpp2g7s+vB8tlna5gGYk1vY+1I+YOayVeDhUsr1FCFQVBGoXxXstt3BdewzpDA/Dfk6bGXqp1n9uT622u3dSU8x5NKbbbS+nsAML0r669qStYZr8DGHzpmlH8VOM01nfA8r33Pn4y7IcCNmMD3goWCFibMuwuZV3GK8D3Dd9Gn7GguR7miXjuY+/XNhqyrd7tQ53neJ+7SSQ9yzCnBx100BagbasvoOyAZ4E5v3z58m0ileb8wXv1s7Vgs3ndzXriXE9znR2PTwXLBxxwwLiNe03STZL888wGs8yxSCb8RmD5KeqzPHWymGXJnrrFMhrYYXDilkq8hBsGX2YiS1sNWFmkZK063TR2sRt2yfp36G0Ku5sGX7zUeSFnG6FqoOXAQa6oNqIxE0nGEVF2g82oIJdgDOMVBQ2uRzZQT/DJ59fJsM0CWEJYa3mzBiyBTKl3g01wPXJhSZzNHz8ZdjIgyS48sgy7BlXVhKUGhylHfqTWUWZFWj1NC4vkmuDaJiZrocezdZR7tfqZQWKNNDkTHZbel3vOOTvA9DYPlmFnzfJvLsPOGsdMotjdXFONOcdn0wTdXwWGM1Yti/P/91PR8ayDZXxze1xy+40GuMMK5qg3S4Ovh5ZhVxBJYIUDNOwuABmpdrPPZTIv7dZRXOtqyfmmq+6Oe5IywaYMG6CzZeuoDPhwphdjQV0z87o4sU6bVvssFzdsbZPM8sPVLCsoU0D68G7Y1CwTuCF5LjXLDyHDTjfshgwbMyCdWK+C5l4xy4c9S6zyO74cz/rKf8fqHebEJOoyy9qQjCDkTRrcVRkwzxzt1ngeXGssFzjmhdUDA6vjqredEB8+Yf84Vu7DyyXLmYIMW/uhBnF96cXcrXZim3TemyXPXDWjL1502FEaEFmFrVwttkaS8JM+FfHOd3oePBJY7pzQH/vvDLOcoJHnwrXVPvFUSihj02Il0+m6Ou+X8oRSawyT7qebpBsybBt8pUaFdc2Jwtq+qADY7H1cQaa2QRmh/cCy8j3WupRBO8NnAOuerTbHSoUFyTAnAYsxFjJsjPe8rvIpgLrWNVudU2qWSWAkTEiJN2tz6lOyRpjz8M9KMnxEEmcbKQKYLMNGYg3AT8CW5RrFnbysz7lN1t/CELe3STUJeTZlt5zQ9LGsZMGHIjsRWE0Cg0+CjPZSjfKW9DvgXFKqDoPd3KaaNJL3mljmI3ck+0XnsUiUco65TSaE9RTGxjUblO2eHOdfcKqN3J7/or+PO365NPqmK6hHVkuCgTHTOG9UEmeC2EIMyNbNmRZ7fPCEOFF9kz/8d9+KDhQSYp/b5SwYS6aR26iUEju9Ta3Ljjss1v3gilj+8f9Wi7VuPS+8DUn4lnZbVifAotP2kMHPRIpl2O7mkNcxsno0rv/z343fO/GoeJrMXg5dtkpOzDIakxR4uXrY4wi+RvLpqUoGUijPmoNahCQg7Yuytldt98Rc1npkphBOz7yYezGiKuwzzCUJO8AyoDv7LNe2UAXUWYatZHej9lmPrnsoA3KdRHTLJ713i5pGsUw6S7vvMwo3gW6t4/Rln6dnSvZPai0IEB9273Y/GgXAVoMvXw/9omlrJ4NHD1lhe2HLK1hm/Ux1TylV0mSyizXt+3TeFdjBGpPUbMqwXY/sVk08L4B+JSEwToMJ13igAHIPZWqfa4Kymndp/8iyO9ZovUR+aOO0XCtcj6x7kcxKmjdmIpb3dkqscRB3N4ZiejuisURO36u10rXPXKu2efPb3hL33ff4geVccFiuUoEFIF61elV8/Yyv26n3JS95Sey3335m8AhiK1j+t3/7N0swx1veWc9nPH4fy+LVYHys8/DWAJTxOM+H28dYYDNW8v5EOe8Kapk/Y+/JYx2/CryZl7g9A5a31QeZ9IoVKzz/t0WCpfZP5/y35p6OnS/bYtzrGFewzNrQ/Gzt+UMWjwXLj5FZfo5eminDrnJWByWNWt4EQcXgqwSR2ZpJL267O5eMPgFZC4zmTSJoelg3bF4vZk6onZLxC4EKQZyCD9c1u2YZxgNQm8zyJpjiwlyQsc0a3ETLDwbL2VIkwSlBFplbWr60691aNctFUlnNeyyNJLg1C5BB/SjtrQDuxeCrLRfM4JAgpPYfBozajbYmDgoQQK6co5nBczIgJRjSvqlly1YuGfxlnW6C3LYMmzrHWutX5clZw2i20mC51Ow56MzxI3mxRZ9lmOTCsrtmmVYurf2WgL+AghoYj61ZrkFwNSBy/SQJkqIKYDyyTQqsUrbaIaC2sZHHIt17Ld0GOPl7SdmMyIyNxEZeUbqxu3a0mrHxM+pLde8AsA8Flgn2RzrUz3JkXVx+9CHRcerfUFAXseSu+OktN4pZzjYmDzb4atcsGyyLTQWUNMEytW+4o5pxJeAcU7P82MFy9lDe0uDrwTXLGIv9pmD5wQZfY8BycVRtGnzRpgrGOgOfIsPWn3sk8Z4qkHvQvIUR7/5mPPOSq2N9rxJf1Jvb2K/KZ4kvs/d3NZjiwW+D5URhBmaaPz2654MKgje+6ND4g9cdE8cPro0BMe1U/JI46BwYkqlPd9wkx94lYsnesVA9t2G2Joh+lqz17bfdHMfo2TrrW9+IMz75Ge/7EVtHSYZ9wC7P0/Ep6UhzPPcaLmCZa2EOJMjNUo2NGMt5PidbxTY81CQXXXxQ3I1tIGUgl6xxs69xgu72fjhPG4Vph80kZcqeAdQJkKprs58Dfup1l/URsJzPQTUYnFi7FwDqWAPMLOcaCqBkh9nNIBMzrI8uj2gB/CZY5ltIiMcafAHeEywb9BvUtcEy52xFEdLjUrPM+oc6qENrFskSXwdSbfbTesfkuFawnC9qzqfZ4z4Tp1bN+F1QmO7GNlWG7TIP1nEriEiKykzM8nJuUH6Pucu83ax5zjK8evaMuOVjb42OI3aP7954WQxcf2/882fPlzGTAChg1f4a2ZVBg+v9b5Bc+IZXPjMOmNkVvz+rO844/cLoUS3rBIHlfFOlVwajOalL5y/J8YhaPN0ze3Zst2FdTF6xRkNFssVwuryvGNoClilZ0t1KVVHazmVrLwFAFfoumrVdPPNTr4qTYm0obRTLNU0BWr2UeliZUphLMaI65VLvmmUmMJdZipKMMIASlQsfTMAAagA2JzU0RsuprRWLSz0y4JD2dRUsmwGFbR0DloekDqEmGYY6y0GyZnmywHJnAcucQ/afTxUUZ8A2qHImCXiicOABhdnOtakBlsUad+mcOnWt35sxM6Yv2xBHdGyIDSSPNGbIp1O5k5JzxjXdwWtCuRooKvcmRjznXfaCboFlfWe9TLcA6JZz+7nLMYNZZkJaJUQbMe6LyvDare7EPtMWymqeTI7yaGd3gUxSwQijCmKMiUFQu8Ec96uFX5fUCngNrNT3etimgmUSDLpH9GdOTj2P/+a3Pr5guQbY9fcNklw9+9nPjiuvvNLziGu+6KKL4sgjjzSQvvHGG+PpT396nHXWWbrmKVZCbk2AnGtirinjLdltXhvA/pZbb4lPf+rTlrePN0B5ONZua8amJjBQmd6gkowvfOEL8fGPf9xjXhMbHrjH8BkLWscCra0973pfOXfAJoZwnDssaoshrMzZVpw/5829nTdv3rgCcZ5t9nvZZZfGySefEh/60Ie0DhY8sBXn/VCXOl4AvN5Dzp1n86c//Wl85zvfiQ9/+MNaazaM67gzB2frHThWhv0YbmXrK5x/BctfO+Nr8YmPf8JO4Y8JLO8xWwZfvZJhawGmvq5KclMOWDLf/lNTnuwcto2ckEojc3MA4Cx71soWEqIYfClIIJjRVrAtMEjZDxlrsJTjuc7ZEyaDUYKvrPfzjxRYw/bWBRD5NDl36oJKSxPtyzLsZs0y8mzkeQbYBLgkAVJiaaZPR8fFGqYaMyGCKII1M8u1FZL+LeXmRWLtbGmyz9WADJYEZ3BL0gtDncEhjB1BlN/rLUY4F/E2a8N+MD3iamutH6PP3+2I6kAwDdGA6q1aXkbZgXqj3YzBfKnHc6CcTE+6Yed+OBleyQThWS/JCbHNg92wUybarqkcLgZfJEj4GsErALjtml7BcmEUAQmuV+TeFABi4AtYTqlITapkzXIyVnzGumGnQRrBVdsN2zXLjwSWC4NOoNq9fE1cor7MHaf9gwHz9jddGz9c8qu4t0P3U0EGwVJdZJoGX8xY5MljwTIgsvYqfUSwLMaaOd1mlnFrZY4TQD0Uszw+YHmtDIN6JD+ENebJAmgCltt9lpNZpk6x1Wf5IcAyEkC3ahoDlmeL1e7pnxxvuuTeuOe934pZtOdSNN0yVPqNwHIbCAHWgHHDawbj6j9+Xrz/5QfEq4bXxHLNa2TfH+2bHbNUs/yZBbtH/32Lo3NQDrhyED59+X2xx/BgrJCpz6TJU+NMtY762Clf9Fz6tWBZBl92w/bzTwKmJKf03Lcc80tS0OUJOkPM57zyFRm2/REKkwvwQ3Y+yWxiAtgESBh8wa7yGCYwrwZfJBRGBGDtoeA5Xth0ACzPICsnzzeAGnDgtkPJAbv22SxpAnOXl/i5rIk4nY9bE+H4nWtxdcOux9rk6+hOVQ0bcY6FWXaNcpE9oxpAGmz9j9cx5kY5VknOtcAykmYnHFlgAcvJohucumY5wbLBu2uWYcrateAJlhuJQCdUSu1zPZbNsjIx45qzYv6Y6qB8gZCUYM1iO66NdxXtEZlrmUrl+IWhRh1AwN4/JY591yviYy96Zvz7tdfFIcPr43YZCH78A9+JFSo36BJKybr+lK6zQKhLU2zcc2H8y58/O3YTUL78pqXx0U98X4aDAuG0xAKs8w7R+eCKParkzkYtzDOGBuXor1rd2fJWsBI5134+zXpxj4fGMJ/oTK6kSVtNsApUyo37Fe97YTx/r9liuzda9uxgR8mtVo9eerALLGfLOK1vWhd49wH8MMtKZ+lq8EVTtMJuNpQzvO8mLhuKjVO6Y5NALtdGKcqIYonpYnthN7nW2mcZl2rePABujMFmzKzzOOXcNvgSiM1kqoDwKimCVObidwTAE/MuQG5ZO/k5zDZ97Pk4CcB+dJwuXcdkMUTPOfyo2FGO/OeuWRwPCLFCbsO2Uj/djSoHhlw/g6WdKtDtZ4Nj0cdeoLtPIBfpPJLpNWLfp2EkWI61tuF0XevemzJsnnn6I2MmNrW0fOJnKfkGuPu007RQ8nXeJbWlH+czHYf/0psaT4o1ukd7Sqr9th13ju9vt1N896c/szoAKX3dD2w8THvdT9Ysv/lxbR1V36GAmE4N9DnnnhMvf9nL47TTTjOrPHfu3Hj+858f5513ns8b0AZwPvvss5UwmLrVYHksUGgCZ68GXo9zzH7TTxM80BOassZ3Sr10zjnneFd13491//V86n7Ggv6t3S/7BygAfH7+85/HP/3TP8V//Md/+Gd8xmP/zWuo+9yaMa/7qzXvzBFA20c+8hGPexNwbs35N8eaY8F0bs3+xs4txhh5949+9KP4/Oc/7+TQ4KDWfatHHtt8bB7joebMbzq/H2r7qp6gjhugjBHfmWeeqaTjuta5j8f5s15Qs4wMezw/VT0BWP7Iv37Ez2yzL7XnqAaPjx+Eh6tZHivDhgYZ1Ys3TVMAmkVWSEAGQDSbkTWHgwRkztZnFpN/50/pdO3NGgZfNQAAJGRdmqWBgGWAJsFGmS+AK55dM8ll1ADvAPNqLjaM06v+rYJlXueYdXm/uWylo7f2mQ6osC8Z2DQNyAggOWxtU1WNzNxbGCyqgGAIl+0Cls2+lFo/aoub22S9b9aTpQEZNcucj7uRppy7BNPJNPGyzrEoouVSd53X4LpO5OYEgg2Dr6zNrotb1jlzDWaFdUzuQ9bjVdlfbkNSo82OwVxkHXGyxmwDG51gxyMI81XqLnObNClzP25vQ9Cp61QCJE3Tcma0+sImJHCCglHJIDgnBsF9yj0zEMJcLK8zkx+MIceqNZZmyxgL9lTqvi2ltGS+SEL5DnJPfVnahJx/+nfqqrvkzLtJfUh7718VFx93RHSc8pfaeGXccsO1cYdaxGwYUKsXGAoy+64rE7Ms2SKBCNdaa5ZhlgkCCYwJesbKsM3OWJaXwGaVMvvTkGEXsIwsr8u1eQmWAUAEZmYjChhdJ3BqAxplcKoM2z0+MfgqLVLYZqK26RLzQW/0jWJr1ouhmqF6ylY9sq5prpir9dJ0y5xc46l+0grKCC4zmFIrGR0bh1VaxSCkoIUKn3oNPDOc3wxqoStYVtDWLTb+vPmzo/eBVXHJv5wbv7prXUyRw6sXbH2fulZAkLvJOgdWPQUo1sj5RaLKMuwyl9xTvMwLevhO3jgSSyb2xl0nvT6+PmdCvHr3PXVPNU7KPo4u+kWc96s7Xf88bdl6m42t1nUiy6becXLXlDjnP8+MUx9Vn+V266gJbinUNpAapfadJA1zsqhYeGbdW7oY6lmV4YQVShJKRbiV9M3NNkheMRnfyixXFYt+Tqu9lhs2zzu9cTQ8XktIPuovjFN11TbIdVlD1oOnNhpgjkqk1PcjgwZ0O1k3XBKX+Vzids+89JzJqypt87Q+FnWJvSvyyc1yDa6VZ8zrYZXPk7RK4ynMtLJfPIaHlVmuqp4ETFageC3JJER6JGR5i2X4rI8aV9hel3AY0KehFeuW1UEk+TgWa39de72OtktyWM1r0rZVU85+rG5hfcm5BzM6is8EBocEK1wrbuW8y3hY1IpuYOH28ca3/W68aLJcqnXcXtXufnq4J85XYmjhMvolM8bppYBCp0Pa4uueuX+876WHxO9KcTJBUuqTT7soLv/utdHZ04uo22sTz8NGPZuxy6zYb6cpMWnnOXGGOhGEJLQH/+f5sVkJKO9X8yXfTTX5XMcMcxLGLN8zXJd7d2vrLhkcXLHzTvHK9780/m5kTSwRGt5Iog+QW0z7AGmrBFZbXgXluQfEGng6eMuSEWptAY18aE1XmWUGcEDU6QvmLYiPr7wvnr5hfazD6Vs/J7mWLZYESAVsWUtxpwbo8jPOBRNDSjsy6ZPyZUButnxKJtct9ej7zHquc8CwsFv3INvu5X3kHOuxsoQlDQEBwr0Kdg8+WO3sBCAv++WVfi4ZtHWA5eKwX9lewDo1wlViXQ0Ua60xx1oJgLX/RLLx65Fq65gp5yYRku2cLOcm4aFthpWoGKCln4EwC4HOWV0UaAuV3RjwpMj2VlYpZbgQ63R/JkryDamP+gnZ+sjAcPxswXbxj/ex0UhcsEltzLQBKiQ+gO4twXLWgr/+z94igy/1utfn8TD4qqCjyqwBkx/96EcNivfdd9/Ye++9JQu/T+2slmpOyLldP3/a055msDzezDLXXKWuTUC4NeCtyvJhOGHF3/Oe9xg88Nma/XoHjX2wL869gpXKNG8tMGF/vb29ZvphCL/2ta+1EhRbs+963+t1jD33+vPH8nvdN7+TpPjZz34Wn/rUp+KMM84wqOWzNefeHPvmnKmgajzuK/MPoP+Tn/zEYBlmfDyY5bEJlea4b+24NJND/Spt+973vue5/uUvf1lKl4FxAfr1GIwPYHn33Xff6oRZc46xX9YZ5vnJJ59s87PHxCzTZxkZ9qAylwRJBDsszkisHVgVBpGXmuXIlkYzMZNxNcNQGBekgLCpbtnhoClrSB9Whu0oui3D5kXyYBm2Vw8fG+aEF17KsJu9NXM/j7Zm2Y6s5fyQJvKCTMdRgjEkjDpW2cYOpMiTbd5V6pqp5yZAKWyLJelFhl3HgoCbwDul0elYbEbYvVAzoKQlSzUBqskFAq/cJgNTs6kEeQ5MufgMzgDLFXQYIGqbbB+ioNMtTwDCbUYYZpmRS3OsrLVLJ95am1n2W5h578l1jwRrRJYJqBnjlN5nbXHWRqbBV4HvWT9ZwbwBANtkMM11UqdFEJy1mp5MCeYNhEtEwffqdXJ4rhtTJW2eRmaAYMByKhBsLGTAXxIk3C/mLGBZ44PrrYN0AarOu1fGVSe9JTre9MIYvfaGOP/Wm2OJKKFZBCsGy5n9TzfszEIDpmGBLUG0gdDmWLUSdgQXrpQ2bmHwZZkg0sHqspogHFbDYNnsiLnClADagKYYfNHaRNtgasVcGdazmb1CSz0hYF777dO5zRQYXieZ+QAmZQRctD+x7nc0nn/wkXHQXXfGV+4Ve66dwU7gROvepRybk1bPz8liOQY1LsRuMCGM0xTJBF0Lq6Hm/GwKZoCmaxJ7NF37f+6ceRH/5xvx1EW/ivXdfVn/mbczkx+sDTrHqhTIeZEyWD7cK1SG7mtrMMkxaR+T94rwf/PEnliy746xrFcgcvuZEbcvjfirE6Lj4IXxZcmZ9tg0GIvXddhdtlMHBkRs2ADTPC3O+a+vCyx/ycd65JrlabHfjjL4ct00YEsBOawk9bHan+XCOmfKLBzK6+dpcpXbVw8Fx+JlfQTQMU/qc5CJr3wGqxEf+7ERFkaByDgtqy1sIgZ+jL++R4mC1+Yytoyj3bl5Vjy4qgeXOqdL4+YaZp4DjeUESjzq862fJ6BGCsy/FXMoTNIazv8kzLo6tD5Sw870c6kIAaeORf7Jpls1gZf6ISccdb+cPCxrFIZ9afJX720mjDp1rKzFBpwiXddaUpRJrJOWYXstzlpwS8dJHLQSeJn8mqhrdZmL18Nk6WoJTLYwTBad+8Oob2bMtF8UQmh4LGTGpLF0gLCyxmaPXCOMgs537VDc9owD40/f+/x4hWotydP86Kol8ZnPXRA7DK0VM5zP7Ea9H5j7zPshsayH77F9zJo3NXoXzojTFy2Lud+/IkZ7pmai2YmjjcLik+LeI/eIM//k8Nhd8ujddt5NoK4z9vvzT0en6vQnCszxTmHzloLBc4gkdrbuS3WS01Fl/RWwlbv8XbPnx9Iz3xlnrbk79li3NlTS74CbWlqc/9O8S4EbNbG0+LM5FMxykWGTSNODDvCj1raad+FEP6I1pg8gjImMBv3opxwcf68uA69evSxWajyQR69TbbHZzQqEVaPr1lGdVTVGAm5YTGoWMZtthcWmz3I15tJ318o0sL8/ZdjJ9qYM24C6lWhsqF60gHl9FXikP3SPgugL+6fHX81fEBfedoNKzjVSui4MvgyWlQioBl8AemqoORfm+Hqtr9wDzMvwoeBpWKPE53QxuZsc8+j+tOTk1MhzjtTmCizTOkrXBRh2v2jW7sIaN8Ey4+4YiXXZaze9qdPRf7nG/oVHHBHvvue2eOXKFXGf3ulT1w7EN3bfMT41Z494rZi1N8meYcPkLpvWZSI7Zdh+T/h8spXWa/8UN+zHr2a5CZZhll/72tcaGNAiarfddoujjjpKUtTL1GZrlcalv8Usf/Psb+q9Mz4ybOYVcx5gdckll0ihMCP23HPPFpPnifcYP1wfvwCcgOV3v/vd8Y1vfMM/Gw9Q1Tx3GNT5282P3dWTu7KQj/G0W1+r4wJY/uAHPxhf//rXx5VZrmD8ggsuiJ132Tl22XkXPQNDWw1m6/iSUAEsf+ITnzBwq2ZW4wGW67mff/75nqs77LCDAe147BuAxnyvYBmGlnHJNTAxzNZ8GB9k3pz7U56yp2Tk81uJhMe6X86rJmtgxQHLzBf8BdavXz8uYJlzq+f+4x//OPbZd5+YPUuqqHFg9o3ptA7w/MPk//CHP3SS6DExy3ttJ7A8eY5qljXQBsvmLvSiLvXILWYojWbaDGKpOUSGXbgLgkyD5WIK5gXc7FEJPjD40jZuD1JlhgTWOlanatmIs8jYmlk2AEuGA9RhyTDMBROLoAHpG0FfAbCWiRemICdGMQGDKTAbni80AiLLgb2fBOrso/b6JGADfKaEr5rVZM1y7oegPrPmTUObB4Fl17/BNGVNgll0sfVZ18ex0/jK7VQcYGfgmfXbdRsYq6bBFxGhtsE5mn7I9TuWklfmyxjNdY2WYFYZtlUA2doG0OPaTLvsplQxgXC2hKmBacorayKhvQ1BOhJMH6fe85bkMeWerp/kOkk2lOus7XgMSHx+trq1OQAAIABJREFU7XqNrDtMsx8Pl5kVglAkhwmWs71UuU7AVJlLWbOcQZcl6b5Ozg9gA8Bk3pIgoXe4rl2B0FUvf3p0/OtbYvT+O+Pq22+NJdJEunWIHiy+j5wOI5t0iaalUkoZ3TqqyAsJ3mhhtEXNcovBSbBMS5RsW1KDl7bBlxMHBIXFXMYMkYEwhgRIIqGhFIAj0yvBlLPaCvhGVw/FhZLF/MNee8aPF10vJ+mNkl9mmyqenSkKyA+cszA6yOT/8tr4yn33xIZiAEONH+1NZwscfq5nVuyq8XvmwJoYVBZ7UGwJ50RSwKyhjpc1y20Z9madHx1mP3nBLXH5mRfHNJ0P6os0j2rXjtc2XwmW0+wPdUga+Y0xb2IuFRnuFgZ8mpOjG2U0pHriCQr0JwmpX3DG+6LjFUdHPHBvXHXTVbEUZh7JooNGmGUF5939cebZX49Pn6KeuPo8sgxbbti7HGcZdt4TkmUpX+Y8WWsyGeUZ73mUBl8jlgRXd2PmidcSo8ysiW23WKr7yRZL7Ly1HgFoGRbmeOmznCZX+SzXuuZ8TitASnlubpOJLyefShKQJFEmLqvxXibrAJDIs3Nt1vqE4qHUGpsBLs9cLlIpTU6DpQTCKQ/OfvEGlTzLrXUszycl1qw3mVRjEHOtK+NhQJ1lH4xXmvqlDJtnum3w1a59dnmG50hdM6kXzzKbdku5rJlurjcJ3ku7LZKiNu/KYyFhZp2vN9pSbf3FCU7utwDRcupSj90rPvOHT42d1NrstHOvjW+dfWXMV23xpqKjdemMkqsMaoeeqfVD9JmW4ZfAT690vD1qjbZO4HhiDFvBoRetlCATY2C37eKY9704/kTfnTgk5YuO//nvXRsX65ma0t/j1oypaEjQz4lWzwjXXjNmGmdWzGw1BrM8GAMdU+LaH34oPjm0JJ4tE5kHODUn+rQ2FCflhwTLGuA+9/F9MFj2c6EDoWixMkV/l6glNq1Qs6M+qVn4i37GujIgsDxd1842yJdxdjZYtpqGNbmseTIs5DuVWQYsp4t15oAAepguMi/t/kwv5gKWuWhGgLXSjtls0wLLMMvI8TtiRwW6C2ctiI7ZkszesijWSA2wXsm/rjFgeTVsrxJujln1a0jqFNp89XvM8tkE0Gdng1TlUHtNz+ipWhtHtPbyRcYVsJprgfbDNpZYFzZc/7B6FdvwLvJDZlMuynymqR6ZsYcoXqp67Vf/7nPirTddF39y/xKVoEyKxXpHveb4Y2L0piXxrz+/OPaeO0M3Hm8Xzg/lyCYroKirJrFrBYGO9fZ3/EUs1T74PB7Mcg1ECXYBy69//evNRAGWd911V9cnX3HFFQbLAJ9as3zuuee2ZNg+2a381H65AFlAD8dtSkcf6+6bYPl69fp+1z+8y6w4n/ECy/Xcv/rVrxq0HaHECedOQmZrPxUsX3755fGBD3wgvvnNb44rO1vlxgAqzJpowQSw2tpzb4LlCy+80PXKnPt4guUKaL/4xS/GU9XlY7999zODurXnzj1ryrA/97nPmRUfT7BcmWvKHZ7xzGfEnnuMT3Koee6UTsDQ8ms8wXKtiebcjznmmNhll/FLsLBvDNsY7+9///sGy4+JWR7bZzkDEGR81JdVuW0JEN12KSXDlsnCXgJuzCwnk4L0L02t8sWTAIceyhloWraL1M4BGqFJsqe1tte1YwpWeTHDegKC+GzROkp/t4STPRSQhsMqbEoypW1W262GKsiFuagAsaw4SAErU8qbG/CK9LiCPYNT94p+OLCcjOZYsJw9TAlWm+ZdSkC4Zi9fvr+pG3a2l2oD4Qpqmyy7FcKEsCQTWuZierETGOq+4urrgLfU8ib7TIydwSv3pcUau+6Rl7ECv8KGG8CaIclWFma1qbtsgOV0w24rEB7eDZusWgYWyFi3hRu2ZaRm1ApYZu6IiZ2qVhoXv/fE+JM/OCzesOj22KBgA3ZSamcxJgpkVwssq3yw9hil5RIB2VTV/VWwTPDWBMLVBKy2X2mD5ewJPtYNu7IjSACpCWb+1fYn1eDLgjuB5VGZu3RP786MmALHTQpAb5jaF3++6y7x4ztviUkK2tYh91PfZwIusFLfA+vjkP33jY5dFsa3r/xZzFEP41Vi0KcqKJsmI6APzN0+vrnvofHqG6+Iv1MwtVp2tUMCyzxyGP0Q2CLDxhAne1ArzhdovbJ/Vrxp8UAc9MaTopNAWWNXE1UkDjJpsaXB10Q9C4OP4IbNrG2bN5V75XVIAEZzVkeJjVj9S4p45SF7R8dXVHc+sjZuuu6KuG1QiQ7du4wjCE5Vtygm7xuqWT75UfRZ7pwwJQ5aSOsoapYBp2JrSK7wuABQBGJ41mo9PasfYNlyZbP4mCMVq98KfKuBlEFvWVPNXGZtr9c0s7b0qq8JqwTUjH8FwuyexBLrYyaNMuHHNi6Z8MOb55PGgDn+1XhvAiCOb+oekWTrgH1O/Oo1HrCbbYdy7OxbYNVKux45ex9XBQprOuyzrtnsZratsm9zWfcBctXFOt8NWR/NLrOvO0k/eh/rWJgmMugGy2ne5bpqJw/yHePubewH0M0d0bilAVoqCThWvmNSiuyWfIxrqTsHVLrOGj7ZF5/eGiOAS6/P6eScCbvmfSb47Va7udUxe8HsOPiwBfHj7y0S0BUIKC70vo82YEtzMY8iEnjtcJJcrDerXGGzkklTlZWfucu0uEHvlik33B7deuYvOUBs8t++Iv5lx644fum9sWxCT/zk+9fEf/37RQLZnbqurMXtrOquciySLcZ0Zd3crPWqe7NAcrdSWN2dsejPXhYdLz0wbl10bdyjOt0RfAg0nn1qB2cXawAbbsul3tXvA50+JocYamVSJo25cMOm5jbnBsoTJQhx5dftYD1cKVDXJwVMl7bh/QSbu1rH655Gr7fCYks+Pblb7x+BZQtuisSapB0fZNnU6CLVBgwTFPPeR4bd6iSg+4KahvIVlDmOHrSdDb5K/3kAtI8NENa+eMpmKQnxtF331sV3x8U3XhOr1bNvg9Y4PllqwrVt9n5IJliGr+lJDXG2rkolA+8mzpE+y8k+l20EqmdMz1ZuPEuMGXJu7j/7gjii00iqefJRTLCcPZTZD/cEwDxT6zJ/5gAjMol73r67a+3eI170i+vjdSseiJft/3RlMaVk0tj/3h03xF/dcVcMquVeN+es/zBWoyMDyQzeUeyf/tGvfcObJHl+/MFyrVl+17veZbkvoHifffaJBQsWmCVdvHixZcbXX399HHLIIa5pniovkRHNIcDJRP2qPa6Zs7/JJ9s7qvRA+/vued+1WdPBhxxs4FP3+5vu03M1F0rPUWTYi25aZKOmL5z2BT9Xj/V8m9dWzx3J7re//W0DhwMOPKAle30s5133733rF6z4NVdfE5/85CfjtNNPazHLW7tvj00Z93PPOTf22GOP2HufvW0Gxbg/1k9z3FELXHbpZXHqqad63KsMm31v7flz7n1T+pQQ/ZaNpjj/DfKVYD0cj30zHy+68CIrLU499bNaG5Iw2tp913Hv7ev1ufM8LVggwKn9b82+65xnXJiPMLPf+ta34pTPnLKFwdfWHKPOd8797G+e7cTQjjvu8JjHJg0q81n0u0TZzunTpru+nTr9a665ppXUahnDaUM+3vjhapb3nHtsTFGf5aFi8FXZg6ERAgBYrJQDArGQ8VHL65BEJ+MaYf7dwU6t5aV3agZ/PBpICGv/XF642W8zZbsEmsRNyG0dMJZnKXuW0n9TR/I2SO04NtA6pZDteq7qbko7IgUoMK4ZD2XPXYIfM6EEbNkWptbpEnhiUkawqHgjr0E/hAHrqfI8gq/SlsXCUAI2JH3a1v1AC4gchu1F0lZYM2plO1xbV9hxbed6zGLKkywSgV89n1yEAe9Vhi0qzYFxZVPT4AsJc8or67g3wbJjZweUbQDLa2ZYAIAxL1VjZnASRNYg+MFu2DAvjCUAmiRCtnsB8KcM0A8SqEzH2wIs2w27zSw/GCxXZrkmDmqgmsxyxu0EuADz4sxbQEMGs9Xgi6BALEKLWU6Wqdk6qt0iq0jvteuh6I7+tWviZy8Ru/yJN8VFF18Uv5KTcp+kx1OUnd9JTObdGxT4KZgaVdqeuTSoIBEQSv/QalyDPNm1aIwAMmyzz/QfTqDJhawSOzIDVoGAHCkhrAbsSDGX4fnEuAZzGb4As9wyoBFbg0KV/si3jnbF/t0bY1jbV/a5T8/FPEkbl6vhMsoQagrT3MXTxAHxPEkNl6th81RFtzb4EvMwVXLz6Qr4vzpzdnx4s174K+7UNt3pZqtgk091xTWbVMAyy/o8BZ9/vXC3+O4vV8eRb/xIDPfoWdUzagf0Rv37b+6G3QZLTWY5gSpgGXCmJ1By85HuKXHD+Z9Ue6gJcd0VP4vFA0oAaMyRiCdYVmKhpz++YWb5dF/PIzPL1Cwns8x8Byy3nK4L0GI8mffMywRkxX3aUTL3PcEyc9PD32CWa9lF9nQv7tM8O6wJhd2s6wjb8GmzxgTTmDol21kTkJxPGyznfnjmDJ4NqDNZ1wbLWfqAG3aCZcojUL80zflYkwRgq4qGKUzPexJmxcyMfQOWUdo4YVYBm66s2c6pJdWu64STpEUaXdZM9mODL78/UilipU0rodhWH7TAsq6TZx7A6HeMAXWqUrIMhcQB590+HzPdui7eYhV4gpGYo90lkVrVAbDOTq7mcqwko7aRMdewTORoDTWpp8+ycWzGMuWQdcQpt+dLpe0i9fr0d9bgTRaAfes7XxSHPmVW/PXta+PSvz8zJi7cLpZ94e0CP5PifLGHXZq8l6uc4Guf+UFsvumuGO0VyCVzpw/vlZrMcFmT1nGvFs54wGbr2OrTe82H3hAdLzkqRhcviVdu2hBvWXZfDKhmeYTex3q/97WYZdaGbDsE88tHy16sV53stFlIrLVPnT/qGrthM7V1KgA56nQBeowvJSq4NqOAmaRturTBT/qmxhS1QnqGuluskBdETwGZMMu0w0u1T9YW97PmkYgR0Ma1mb7yaQKWEtq2gSLPleTdOlanQHCv1s9pMoNZq5N/oJS5MA869X362k/Sz21UpvszT4Z/+++yf3QoiXjz9VfGXZIpbtJ9HNFihslWlWFz/BkCqx5X7QxmmfUShhyGmaGGWZ6u9d+9w/UDS6zFHHs8PIqAZVpHVVftBMqWYcN+lwRQs4cyI8JxAOfIsGsLRGrKd+/eHHvsvnccPLwh3iGFwInb76yboKvaaWGccfWlMf/+NepbJYNL3EmZCoBlybBJbGafZbHWuo4/+OM3xv2PI7PcrEEEDJ/33fPihS94Ybz//e+3sddhhx0WJ554YsCasu2dd97pn7FtDV4By+MhTbXhX5Fzjgc7mE9LfqpEFeAP+KzX3dxma/88th/s1u6v+X2eMSTGSHfH+7Otxx1Mw7mTsHhy3Leck2A95vq2mO/Mx4olnwjjXk3haO0Gi3/00UdbBVId9+sYPSqDr5Rhb9k6ikCqJcOuDrBIXseAILd+eaSaZd1DZ/0J0DKCLOxBu341gxucZYs0mkwr0ksHPxm0EMAMCaT1WAqY9WvVGZmXugOJyghXRpOXB8GZWYl82blxR2U9izxvREkBWNA0GSoBbDG1KunirNMtdXNcBpnmFuCvYBkA6/rWYvAFsDWDni09MjMPyE0w4kSCvktPTsBxphuou6ZeEqlg/n2jpFe8vF2fyF4A/LoGZNg1wM76RP2irpDEhn4jWEYFkLFzMaHhJiBVZT9m0IrZmfPSmIggV07mmR0lyEWGnfXJTkA4uaBr8H7YRj+0dBJjrkxlcH5pWlauszFe/BBjXCcgOF/2zLwo5jpuHcWYCmxi4tZJAqKEIsgSbTpXxgIlAwmHTOCk6VxNkNTxYhuuo44x2wxpflFysALl4vteFp/brs/1YTFvjorF7o+j9PI+4fb7Y2cFybNdQjAa90lGaRm2GdeUE8Is17Yl1KetF6gkoCQIhC1hzFp9lvUXtiEATUfXrOHMPsswDUgSqfFN19cJYk96Rc7MFDg94nCdmzKSP7zgQrntknHP9ifU1MFwuf7U9cjZ4onaXwe7MEM63x6dP+H9kE5uvcDyHAWJKwSwTzjy8HjrZTfEiwdWCYCmozpMhJMCDu4S/K/DpMzmZ0ogaA4dO3V+bPfOr8bcOxbHZl60mg55r7LvrwErcx3AoO1z5pJsS8UBW1RlSio/SrKN++l64fo81JZnWfvsWlsFn8tmTo+7v/cvityXxwW/WBT3ykUYVUBmrmvN8tT4r++cFZ8//Us++q+rWW71WXYGTQmSrjbba5DJOdtEKesu03CwJIR4tkt9KZJmPxlej8SCaQ7xEBrU6foZB/oje10ryTtqlq0a8XNQtnFdvr/aLn/xt9MwLz0TUuHDNkP2H8jvGMABlMl1lmfFTtuwtDYYzHpgO+R73ShdB/x8C8DqO0jovQYUo0L3AwZEQRAXs8CUArMe5vWmoVZKtV0O0dqP9qSH3n4YrQSj1hutJdXgiwFmXXX5DQk85rCujySka8WtTAJolf0wzj6fYgLGVeGloN/zmW8nKg3odQ95j9gkEvSvZ5FEbiZtYfjScNH3ua61+jPrlI3cMEckIab1uPomJAPLNpSU6B3nscc9PVUimG6RMwPcPfMNx8Uk1TDP1JeGNgzFUtVQvUCAf7rY5zWq9e2Xs9OpHf3x70uGY+93nypDPs2ibhWl6owoa+IJ4QlljWaOMZ8ohVnZ1Re3iwl51TMWxvNffWSIA4n9b7tPJmFdMSSliFljyi+0NtBSKBnH0l9dkmvWpPR60JpCTa6lwCmNTrDMc11SrPruaiUNZ3itwnwoHbN7cMLWLxJpe+19oOo75sX3Lr8wthdQXSMEO6CkXXcBy3kPkVRT15wu6ulirbWqUbNc150E5sx1DL5kSiZgPSoZ+zN23jXOuHdxbH//uuhSz2ucsQjQAbmbdC29Sp6R3JuvPvB7zdolOg7cNz58zaVx3JpVsQxvBK2XbgOoa+L616g+Gp8GM8vsRwAXEIvsmnvIh3PsF+PPXEkZdpM19htSY1aZ5QRTtMhq1iwzXyz5lsFXrVlmGxs4lrpmWOnlegfMVGJggRQDKzq7Q7ciZq3cEJ/ea0EsVND3e2tXxG2S++s14d7YzMWxBl+AZZKjf/iaNz6uzHJZhPz+4EOA/epXv9qMFJ/58+cH9awY+dSAG0ln3Z5txsshuO7Lq2Jhhev5jcfv9Tyb5z4e+637qAmDJ899y1F9PMZ9W4x5c25vyznz//dzr+UQJB8LfPAEwuiLBMvY5+tRgeWWG7bS8XZcdQDwYAZxlIy+jpCSvWQZH1ynmw6safDlsNAy3ZSNFTCK1A4WotbbmalIJidfN4UF0P7NAhSwzDY4shJ6Z81y06GWhZAs8Vh2q912icGpPZSbzBWBTq2by23GtlRKt+5kxxPcZc1yZWTaY+HWUS2zM73Fas2gV+qsPWyyJna1BVC32Oc0MmvVLOvFndLAdm02wA/mBOYbF9pWvaQO4dpDwLJ+bma5to5yAFeuocX0MF7JRmXQV7dJtsiyWLFK/Bv3KmHQmG08T7jnjEUmMtxneQsZNuAd06TSaqsEHpa2t5zBH0qGnRJvJN/1fNqto0pSANCi/XpetOZtbS/ltIaBsqX3hUHn0pDw92i/61RXuOjzb43zZnTECwYE+tSqKJ6yc3TsJ3nkamXt5cbcueSueIV+f9Pd9xrAT5LDrbYqRjZZv2ebLrL4yuoDlreUYcNOJPPwIBm2AROBWpp3OcDGfMcGNB2xk4Ltvfc+OGLudvHPl/wsjtu4LtYLLBO0A6iViDer0wqUFOBNLwwGUb+DS4Flzo27Zzdsyf1w/d6gsXvuDjvG6bcviaeIBaKHDOO8Hjds/RvtpCzDVqC9TnWbU8RGz1TG8vliN+7Z7+AYPeEf42k/vtwyQKYU95wEjl8G+mVg5qCyKgVIbAgIw7wiUdQ2Q8wTKwUyqMp5UkBovZ+FWWY7g0kF6wNzZ8Xsz74uPje8KlbpXElIkMSoMuxBtcuhZvmb/yEZ9md/PbPcOaE/DtgZGXbWGwOEUahw0+q1ECBXUM8aYbBcgCfzzO7fXh9zbtpRgKQRZSv6O+DGahODn1Jba7BcE0sJljeJKcR4LQ3zKGuhhYXYzcaxGEdGLNs3MW0yEZFO17kfpMgTqEkmkVSfuZK45PxIIm7ZvaB8D7MsmMtWAqOsAVuoS6qHA6ugzs/eBqlAsTwIIC4gjAV7gu4EsGTJMOaq7w/WJNbL1rEK+5w13bmfylAn25tvCBv2ed1KcGPGnnlUpdpOZlFewzslkzdm/s1i89DlJOX9xdqRn7rWAsxKNweeGWrBuS5AFICE+6zv2hPBl5bvq7que47Sc9vJDJIQJBOl6OiYHGv1bwfuNzc+9c7nxXr1Eb9f5z8FUyc9Yyg/zps4Nd69cKf4q/edHnfIUPDmK+5UT12xBALqmXhMFpv7I2wa61YOxPznHRL7/dHR8fJeyaphQHVO9+gZx7yrlBFnH3mVkTgBRuIGIyoB2Cnaxm7/2reZZYFlamvN2ANgBfxYXzoLcwno3rhuyOoViSpzPaMeWSfjemTeFRqqI3beU/LhHeIcAebdxf78SsqPPjG96dqcNcuuNXZ/5AqWkWpT15wybHDWWq072UmgKG6QPGstPuKII2XbPSPOvPyimPXAWpen0B+bdQ4nfM6TNXhE+54lldB+c/eIjt0XxOnXXx4HD66LlQK5yOO3BMvZOtASa/0ya4wMewxYni6wTKLYxwJQW2KdoJsv0mfZbtjeD4A6wTIGjvg/sALYPFLAPBMVmoctsJxdQCaz1qwajCtkTvaGHefGBXfdFd1a047cbkF07L1nnH3JhbHDZjH3Gh/eAb30gmbNtRs21664S8kAlDYDellh8LVMKgM+j0fN8kMF6owFdaarVq+KZxz1DBvuNJ2Gx5sFKw/1k789OQJPjsCTI7DFCDTXp99Iho0bdr+Y5Q1CYK7TNQCTTKklt01wCrDCiRpW0dvARBK0OCAudWlICLcAywo2AGSl3s7sgevSGkYvBFI2tVLArgUVGSGyQ976nQpu8ui/zg2bOKow3w0pqFuKEOSUdle8z9IsB6dbZAq6BjGGdnqt22D8omvADdfmVQCuwrakGzZscDqQpnkOwdMmMzuAGBvIEHxQy+uxGFuzXB2DGT9MX1L257BXL3zXDBJx+N27pcGXg07AqG5ENwxJyaY/sgw7a8epf4MVpM6QT0uGDYPmuksB4hFJcWH+SsBfZdjU9cH4PTiJQo13ozbbwWNDgcA1YKjlpEBKMLmuLQ2+MmBoGnxlDEoQ3K05AD+QdWRpdtaUYVODR1sdatuTEUj3ddQHpcYRYME8tcGXuUkDmy7d8w0yi9r9ZYfFn7z+2fHi/1wUR3zy7Fh26B5x274LVBR2bHQ87/D2Q6aasVEB6CvvXOSgVXYVro9zK5EWWMZRNwM1u03rQqiza9XdEVwKwGb7kwwux4LlNLLZFPPFOB100FMFlOfHSZKJH7Z8RWya1WctZK1rriZg7CMdVds1yzxryLCn6PxSnqyxIZhSII2RDG62sxQh362gvFvSQnoxg0+QYTP+SMnNwGk/a2n9IjZ6Oznt7vWU/UV37xDzXvzOWHDjbTGsWkCSCNX8L+tFxtQsezcKXgUEN8OKKVCFQd/UofnGjK4O7aVm9aFl2MnQruzqiRPefny85uC5cZ9qkzFgY0ypN6zsI+xSrVk+6VEZfE2Jg3fJPsuem2XNylGDpU3jJ5jLfHhS9sw6gjScQN1gzAxYjp/BstnnBHlWZViGDXBW8hBJOaC77MdsNGAZ13r9m9cWA6322pdYMdswcWZVqs2f3bec0oyyTdMzwYJhfdkSa51zKdv1sVkTWz2UffxizFXUJGnw1d4m/Rmo/81nLGsuBfi0/3x/JNjYqHV1gkoEOtwLJ8t4Rkk6dpUaaifekHwXgy9ur2hrJNZmez1mHAs1CeAtDftcxqMkXvtdlUaOHShAktr1OWSbPpytGCvqo1POj5O0x5X7IUBPwoM0Bz2macPEfU437tyXa53dm7q881hWtM/6HtTs0LhqnbIXRK7ZHIt7mcoo7ZG1FWn/4PpYvd+CWPWm341/ndYV+8iEb6PWgQreh4Ti5ihn1zF3etx4/eL4wLu/rWQH1w9YZ71Ic7XJoyOxXF/bc78d4u/f9BydX1d0qB6ZJGqHnocBMZc9AmM8G1mGlUmwGchzC7NMn2N6/3a0wLIAteqPMdTiPQ9zukpJuz7AspllPbN6bq+V83ePGOp9BtbHJp2bAbXAcqfAMnd6orYZlQz7qGeovrZ/Wpx8/RWx/73LY9NknTf1yLzLUavALCtRwDCznmEcxvPbK1mxk3Q6bxQ3JP8y36GkndYu+qx/YeEOcfTatXGEnL7v2jAhZlIPzNhrP8NaE7QMCginSmGG1qwD9z7U2aFfXHVp/Eps/SYBzxHLp7Ovca7TmHfxjsv30aAALG7X09xuy3uPB9T3eRrMsmOKNO+iNRSJzgqWV66UWoC2YcQC+g5dRmD1KzBnbuHy7T7PquPmyVA+xC2fpmjsJ+omXjelXwmPiJMOPkQL8cb4/s8uienrh+KIPfeJjoP2i7/58U+kBloZS7RNpw7Uo97LfDaqDG2DkiKoA2rrKjo0vO6Njz9Ybkqoa3Da/Blj2gTI24oJy6f4yc+TI/DkCDw5AjkCD1Xe8aiY5T3mPjem9NA6SmAZNsUSzjTdSgfoIqUp0r/sdVwkrw4G2zXLBDIEB23HbL28ilyR953BMlI7wHJtM+JFHsBKbWoyBTaD0VHc5gOpKkESdWGwg94q5bZmrlruyQK5ellYesx+yjbUjbVqqi175ZwL8w0rUVy/q7M0L84MhJuJg5Sb536SpTCzU5kUmCUzEIxMYckMItPMJ4MN8v4LAAAgAElEQVTeAtSry66Pna6yVaqagU0GtB4vBxYNgMjeYZa1rx4DxDJeDQkox8Hp2uC0GNywL9jUNGPLoA72ue2GDYsjYG45YQGa2iZbgWVt5BbO4GZ7cyzaQXk1CaLVRrNmmf00WPYShCaD/jA1y67NJplQjN88wXO8UrZLMiFHOl3Si3MxSQGklY26cDPLW4BlxoL9Mk8UVGrM7zrusJjxw+tlkqP2BoosO9cNxpDqYq88QQHf3guj45XPzYBter9aLd0X5954ffTTZmj1oCSAMgDSf3jg4ES6BVjWlwByD3bD3hIsExTaZdugQPHR8g1x8P4HRcfCXeK0Ky6Kw1esil9pPs0xW0KgpnZTsM9CwT3qBe17ruAu+3livpMgF7Dco4AUYoja52HXtBWpNkEi+9E2kwU0u0G4GlsYKJ4BQHbbOVfskQLrWQqH3z5vhzh/131j9EP/Hk877b9jqFeBuva1EY8DWMNyrwBUsIrcqwRQAjRiLXsO2C6uVb3mXjfdGQOL1GcT+bcTODmXePa7Wq3nUkFCKEx7lDUKcvd7+dPi7S87OJm9XFIaYJkfIHMtBl9nn/mo3LBhlg9SzfImu2HDbmeCL5esrJ1P8znDzgRjfp7aYNkJPq8J6emQtfKoHrJVkcFyeU6R1bJCuX2R18dkQA2WS3upJlhmvWm1DzJz2QDL5SzbbelyDAyoWYuryR/Ht4FfcdFvbVNAdwWQLjkBeOaDWsFyZXJ5/nDNt3y6lZDasq7ZyS+k641EKokB1El1PUwli9ywC1h2UkAQ3H3nW6C7DZYz4QkrybFItlaGOn0K7LzNOft9kftORthX4XWCbVhvi3i9xRrDxrvdlpMZmbwsy1RZg9K8K+dC7SqQkvNcp/BWoMhH51eZZc99jN/yubKqSMB6U+/kWDmwQc/B7vEXf/rsOEKqFkBXSpE1b0vZxH0Ckx/4P+fG6AMyJOpNQMe+R4f/L3vnHahZWV39fafdO703GMpQhzJUpYMCiiBFBQVFRLFhiRpjEmOMPYma2GOLiRpFEYyogIoNVKS3oYP0NjAD0/uddr/1W/t53vfMZcplGPSPL6+Oztx73nOefvbae+21pZkwqCduP3y3+MGrpdCt0OIsiUGNL6XdUphL4oTUiLeXLMEy4oMGwoVizbOGiWKN08rODZ0NS+U44xpyX/ksROQQGraAMCMwVrWnD9h2d9GsJbBz8w0xT0nGy6BqGyzzKPawnq+85t271sae0+RYE0j9zeUzYvGoLtHRGa2kYZNGUqPYsGkoWUcbnG8rIGUtB8A7kWXsDc2tS/PpbNt6sNqqsV+uQVuK+rSj4VTYUIk9AeoBKFOP1p6RTTNL4PjMgw6K9916a5y0cK6qcykdhRxuR5bbCtUWWZRDkI9VrBHmMg07HZ/Juska9dU5ik4Ejrla0s/CaZTA0thTmooPTsyVyhcfLao480DqhFNoNC6IpzHSODGJiHdJOG1rdXLX6XKSDhur98uCuPKBW2KoHE63Dh4Wr99TztulC+N3qm7AsU8a0AA1drDo9KwP5yzr/KZes0tQQcPWuL7mzLdIDfvPF1l2x70c6i7Kf9f8wc3JR94S+cu1XRtqX/P3PG9LA/jmPTenP31pz3PR7t7j0nsc+/rv57L9fe335ox7X9bLhsagr+1a3/efTVub9+vLuPd1Dut1fenXptr/XLRrc/rBd/oElqdNOkpguZaOqvVqa2S5AMQSOcGEsPFXzkDKxQxsgFHURV1Pt+TAOZKLeFeTbiuDmShqzfcD8LTq8vJ1Xriuv0n0KSmhPA5aH1Radwzjw+JdBcj5YAYsZ83SCqhduxdbxQZi5tZZvKfU3wRu8SyM4LZxmKVH2jVUE5ibXgmm5HXvvLnM0eNhvMy5xtRo/ysppY6yt+p4Fjq3v8O4qi3qE86IWlfUhlfJ5bWZg0HpSE/No0tDmXHubOQsZ64d45VUwYxqFUXqEqHBCAf0ci8+4Cno5MxDM9+XPLuavw3IhTKHw6FNA0yBGY+X75HiVeSimm7qsaDf6TTgXtTTZVScx1zBMjTsEkE3RdXGNXVZU8SN/+baIZRT/u3oPXVZ2zRsK5evk6euNYDgUsnNdjkaxqIXDbvSuwG6GFiDVFIko4LkiGeu+BCJgPXIwntyyvh4eOyo6FGpqY6tldc8ZpiUu+bHp6+9MY7tWCoTWAaYoi9LyJfTGqtGmCMWipiYpqd/DFBHEfjqdA3lNNToWkaopVAtAK5gXEybKhrjzrvFP15/dZyx4Ml4UGZ2hwDgUBmSAxQNHiW6MPdZK3GtLkV+ViqMQE4bRqAp39QF1ZjOUVR7stIzAPJLJHCwWlELcpYtSlYiTEsUYdqqU8an+r/GxlVGNBH/qUbiAt0c5VgHQvT8w16s+tTX3hWHv+R9sURRsH66L3PMGsgNWlWMk4bdT4bjonnL4nmH7RZnv/sFsVoG/l3X3hdf+vSvRe+W5LhN8XVp2Lnvk3bKuiB3ffHiFXHEC3ePV73+8BT/81mQuYRQKOvarjTsC35ybnz1G9/yvTees9wU+GpHjflejx5gx47BcuZSZ65x7h3DZ4PcFOaquaukQaCZ4NrwjChnW8llzTrL3IeIFFHSdN4lWK73IZqZ9Gbn1pZUjVp72MNsgGbTPa/xGk9NBzvZoLgWx4PHl1JNVemaUbfAV1vF2or4jTq+fMc129WGNoDlLNb5DMXao5EVDkwnrxoJ0Kd1tlkIqwBqwDv6DIBu08sRwlJ7yDk2W0RrYDViYkWwzywQ7WHn6DbSW2q6TdaPzvu0xOQKI8bvC6t6t8UB0UQgiZs1kvnhRTehBagzap1q5fUdl2KPPu/8lZKL7WsSLLuknbUUdI3FsjI6X4Ul7SjST1OYKx2VXau642Gpcx7xz6+Kd3WtioXaP9TtNUNCgG3osC6xRFbHZ/7j9/Hg7U/GaJVVXE3EkxWvHO4F6se+J+0T7z1xT+UQQ72lDrqitDxLY0VO7FCBXFSs09EsRx4U61KaqNZZbtWRZy20AHVGJblmrs6GEYr0KvU516tA7JNUipJDbphSWPDHLBHrJKnavO/y/Z0U6wExVOiwW+cKDjjo3kOUa1yVT+s1NJrn1RQWqg0kqEo1bFSkmU/oxtCZoVgPkVhXj4AhvSP6TfSZccUhePDeB0aPyuTdPOthtM/i5iEj4q177h/vvPf2ePO8ORI8U8UD7qPvQ5e2+rQ+qWKdLKzeOcuc3aybpE+nkz7zkWmTHJ2U0irnKY5PIvGcywawAsvQtauYGA4Mzu4cj3wvrtRcL9W9Jun590so6rS9Doie+x6Jux+8I2aNGBYjRCV/eMDgeMX4reMqlTocqEavVFR/iWpVD5C3I8EyeyXHsSnwRc7y6Qh8/Rlp2DmiG/4kzT4dIplitmXEvDb13E39HtEfPogBtXIerdtRbJleoklcXw1+vtPML6734mf8zvun9HdT7ejr7zO4km2u41j/Xmvj8u/eYk99bfdzPS8ba3/v39UxpD/r61udh7qu6jxuCrD1dazXd10VjmvO75aejy3Z/uaY1v7UtbG+uajP3tB4mx3X2B/NPbC5631D6/a5Xg99BMtJw15RadhsPB3hTYEvG3IlZzkjcmkgPl3gi2gGoKzmLFcadhp1zudy9Kgp8JX0WtfcxSCwdzqjqRgg5V2WStJEHADINloyL6jWWbZqqw2bjAjZm28lbl7GNdqL6A4ALEvTGJwSQTeIzGvWiew0rjG4cqS7RFt0bUZbigdZhmDmv2GsEnnK6C6GcctgokyVHQeFlumICAAxRZAAThllzyhKzSNmLNp5fXj+5ZWWcBCGR0as2nl0FbynYmw7924llMOmcnk1+AttPUtH5VjUklQAcwxll4Gq+YGtayrjYF02gQXbaq4mB7UaZEBdGAe1fTmflU2QhquBFRYPJp6eR78Mlr3g0nBmbT5d4KtKi5EHm4I8VixlPgHLduAgCIQxyTWoryeFtAIUfodTBydHj76Psd0xSHOjX1ADFaCzSobf8imj4oF/Ozs6XrAPFlb0zFkQMX9u/OaJhwy6FeBtqWFzT4AwgloI9hB5eFzRmyECy6Zha3CZw2UIesnYPXn7afHqebPjfJWJ2E81Kf9DuWrzpaS7RjcFiG8vUZjfDx8ZH9xlt+hZLquVcI6AM+244c474kEpZg9VlKVDB9hqvdg756yIywTuu2VovkLCNvO1JpfLuKTUCQag9MOUT9gv3rjNxLhgwVMxUnmTi9UH1is5ywbLiAHNh+ZMbW8JVumao7dTSZNx20bP+74UB/7sylg6YUz0CKi3HCRlf+IoGSBQtWrpilgs+un7Tj04dttuiJwZHXHrzAXxoc9eHtsvXCjFcXv2cq58NmSaBPPAGmRNUEt0hWjzOxw1Pd5wlnLeiNL5HCrKvlbDTuiIAdupnOUf/fQH8fVvfNP7emNgeUC/kTF9yvF6FkJKKTJm5Xh8MhWwwdfAk8HaRCDI51y9hj0oB1HZKwbUpHMU8bm67izwxfllIb4UgEuQW9c4II8+pBBW3SuMgSPNzIciUqjYmxZbwBeROtd9LqWsOKc4Zzksff6UM91l8pqOQZhARO1KP3AwrW05D8uZ6XMM5X/tiTLelKAygG1qOOhZA5yPnN44i4cBTkuE2jobzG1xHiblHEBdxcSKM1PfJ0WiVWWgiPql8J+7pEhdjpkdhKw1zgUEuADmegZvDc4yj4ebUwCsRbrsnvXJRDpGqmGDkADdCXLJj8dlZ5BrnYlikDqKXMptNZzGdmjq/WXHLHMKI4f7MNZ5CvldSfS5n8AN6rkDjt4/vvDa58Ug5fI6lVdocJ4ixEPU929e/WCsmbs4nly2Ku675uEYq9JV1HSmv6u1x1eqlMlex+wR71VkepVoyctE4U0l5XwfkEecQDj3A0JzOMGqgFQFy44s++EZsV1CVNKRXQVmFc2cryhpt0oVqcKUx2iNfsH5MUJguTqJFpGiIdBXc5ZTmEt5uwK0rDwwNBRwVwmguoBtCTm+cCLqWSxO2gzIo/3D5JxcU0RZUviwABdyhHU2rVYbzMIxyk0RQ3KoWeNDdTbtt50cjaPGxJW3Xue5WCohwxcfeKT+sihuvemqmC/+8yrUsHVsjtCZlgJfjBl5xemA548FvmQTWeCrAGGiz5TIor98ss5yO7JsAUeND9UOcIbSJmjaWToq1bBdzsnijIDl3McrBahXaQ4Hq9zWoUMnRccO28RPrr02RmkEEfm6XwJfvxLT6e0PP6qzdpidoZl+sirBsuYxwTKU71wLdphCyUfg6y8UWfYgMUtMeuPDv5sU7ApGm8BgS4KEdR6+nvbk+hevBY9M+X0FAr1zqWt9VtrcBHC9+9hsf7Om6/oo6b3bt6F/N5/R+/l8p1Lbe1Pca//oy+a0u9meZzMvzfZXx8H6qPnrcypsaNyb/eaa3qC6d3s3p/21PRsa/+bP19efZzIfzf2ypZkIG+o77e+9J+t49/75xsa7917f1Fj33jPNPdj77Oh9r76sh/WlevReW/W+fQPLG1DDXkX+qiIVNR8ZsMALEqqTPzIuDKjtrS+CNc2cZYCJ0AjGRX/lnVpGRP/NfLtaGkUvC4ClIhX9B5CzjMGJYIxe/DI2Osn10u8dNcYYbBl+KfxSSyrlJBVhqUZ0g8htllhKYGyBL4HqgfLUZ65xRkCcs1xyedv5gAkaqliNla6J5OBNkXHUzFl2dAWKo0A4BidDxH2IU6y/znJ6VLMPSe9MqnahYZfc3hTvwnHQdgpgpCPegzJ45ulm1KJdXsowu015NMgtYjamYafh1y6plKq/7ifRGMrPgNr1qTRsR9AqWO5VOmqdetL+2tNV0zdcOirzF+1csKGapaPoAaCVSFPmJmY/PRYYyM4dzz7Y8VKp7foZpV4qJRJjyf20IFAVkCtltArN1s9y9Aw6ahr7GSnMGrA1l32NEB1RuyEq0bJs9Ii4Zd+dI44/PDpe+2LdcFn8XHTpjsXd0aUWjhKoQpWWtY3Bt2TM0HhCL+KBmqR9n5gXi0RdHu56orRP0V6izcphfOGO0+Kzs2fGDk8ujgnKayWqbWeFagv3l8E1X1TGY6fuFT3X/Mn0xo5DBdiVCxgjFJ197JH43U0zYqho4cvU7+F6mV+pPfzuI18QPY8+EPc/8Kd4SFTo1Y48pCruYK3bGSsGxJv32ye+d/+dsXv38pgnUI6V59JR3sMZuSV3sb8QKwB4qOjn03dW/twOUjN907/EERdcHvMnTHBqQA8JeGpbAiG8EStN8T77Qy+L7beZZFo2BuNatfvfP/uHuPfSW2PYGBnWMkyJxkJNtjI+g6eN5Lx5zgKtCwz+295xfPxWyr8jnEefHnWDg1ZudtZZHqQ6y//7w+/H57+yabAMDXvv7Y9VfxOke03ZiVTzVLMNWa89EVst1ZRcitynzlMtFOJ6ZuFAM/Bi/QJyLdCWEc92+Tbo6ynWR95sCuYV4Okzs9KX2V0ZoeauZooYv2fus9MaEhm3tAQoHWURJZ8BWYLKOZfs76I3ECWNoX85f9hfXMMZHCVnuTre8rwpKTo+93kWoIcIUTq/DE6hPZvRkw4GrjF9uug+cN60qdHlvKEfGnOPWdmH6+Qsl1cP7x2o6wnzcnxMsdZgtNJ2XPtY7fFFJYUD4aQiGsmPAcI1zzrbU5yXgOV8XZUxS9q8gWeLhl1KAvJ8516rPeVZKSaW7XEUuzpltX7YEt2iCd9/3IHx09P2jTkCzt+66JZ405HTYuKoYfG9b14WV1x6Z/RXegKk8H79B8eAQZnKgOOmR7ngCyXMNf6k/eObL9s95gmMLWmxRZKxZGG/BliG7UJ9ZBglrZxlsUWGC2SRs8wHsLzUQn6KbCvMfM446ZgoR/c9y+bEHMnyA+tM1dY1I3QNgBdwCM2XcaEsleu7GywLwBq8E6VLCjhn+BCD5RT46g2WV2jP8nOXtzJYprxUGyw3xbuy1n0bLI+GuUMEj/2nZ0PRHkS0mfbq3H3RIUfrEJsXM265Npa5hAhgWQr6cmLWVBPK9SEuRnkrprpb6tRVDbuOGUCYOtBUMuADCHbOssaV6D2ThMr3IDQpLIqWQJh71bzmLPsnpoyWCE5T7IjlAt1rdO9fbT0uvrRqsJS7d4xz/nBljJfDYpnG8eQDDo4eCX797OqrU/kboKZzZIHmGQcstO8q+gp1nmoM1mrR/EBdf/Pb3hZz5/75adhle/r/qkHO3wFtv/vd7+JaOQSm7zU9jn/p8QarrN2W8Zqb6Tn9VGOdCOFATcj3z/2+nE+r4vWvf30LPDz++ONxwQUXuF0nn3xybLXVVm4roIyarb///e9j+6nbx8mvOHmdiPRPfvqTuO/e++LQQw/1n2rc1w5tCkisr+O1vRXALJSj+Wc//1k89uhjse+++8YxxxzTAszUsKbdOABOOeUUK5DTT/59tdYRYms77rhDvELtbn4u+PEF8eADD8YLXqAUEVUI2RLtrvdvtp+/M4a0/7Zbs872S17ykpZjhbrMP7rgR/Hk7Cf9c2oe1/Y/8MADceGFF+qsGBqvetWrWmJxrCtU1q+55hrX8z7xxBO32Lqq67c6UWg7dcFRVz7zzDNb4/7TC38a9/zpHs/5YYcd1vr53LlzXbKI8kUve5lsoe23b/XnlltuiV//+tcxeavJ8apXvkrnS6e/19wPz2Yj1HtRauvXv/l1PldOxFUSS9xn731cx5ux+9nPfhZ33nmn550SS3Wdz58/P374wx+6zvdJJ52kdbNj63fUTr/kkktiwsQJccrJp7RKqPVlHzfBcgXK9913X1x00UWe29NOOy1GjRKjE0eg7MoLtB4ee2xmvOhFL/J6r+vhEQWVfvKTn3guWOsTZItWoMxav/zyy2PnXXaOl7/s5a1h7N2+PoHlnSYeFcO7JroO4yAZ+QAwDArnt7mkUkYn25HljDhgt5ieXErB2NAjClEjQzZsiIJCjcZoSg++DZKSy2ZbDGNQoiEDByaYSYMkBXVSNbYCnkJptIFc1bCJrlQhnBS+atf3LfmrBn953xTUwYgqYk+OPqf6dL3GAFGfltqpIyBtNWzHHBqUyxpJAbDa8KKXpkE2ha/y4G+rYbfBcubg1ghw5lDbyPNoJS0zaXFETdLoTLBcKaAZDecJNYrNHKSgVskX1e/IWXYJFGLYGNOOuDJ/mftH9CMj/O28a9MrNWatOsb0waraUKNLZJlISxUyq2B5HTXsokith7Zrx1ITG0cGYDmpb+6DwTI34TsIrWW0PqmlBSxrvNpgmRy8vKZm0hONTqdKRoZwiqSjJdkEgAbE2JKGnc9yJEifttI7YyGFVV9TnAuABl0DHbgHurSAMfmc1339XdFx0iHxQ4nHnLrPftFz76Pxm7Xzlf+s++rFO+bxhbHvC6XeOm4bbZjueNfV18bZS56KuUMHixWKcU/pKKm8CuyN1eG1VID0KUWf+8nQGafQ7yj9/pNbbxffmDI19v7Hr8fMy26LaXMXKbokJviUMdFfILvf2BFxx5ffL+sr4hbVHV4sYw167SG7S9hm/IToeeT+uOP+u2KWfray0PQcLdGgkrM8TkB4tZ5L4JOcN0dpAMumc5OHp8hyVc7FAaAIz4Tly2JfRcA7tt4xej7xrXj+Fy+KZdhxoqh36kU3f9DwGKuaoMvV59P/+tg46Yid45EnljmqzXkyRJzu+x+YF5/5+EVq0wrVT4UmDlBtz5UF5QpY7tI8LFJ77nrHifHb/SfHUEc6s31tga/c5yuW094R8Z8//3F86zNf8dxuvM7ysNhbAl+tnGX2ivYFxn7NlWctmXXBmaW/0y5qw+cuJVc9ayizNr0NANQtZe+k0OL8yWvSQeWdZlCXOcu+pq5Fr2lveV/TYsxwJuganlEjnkRTcUqSu1/BcltgsH3Wcbawd7OUXn1WOTMLECXdhch3SyCvOkkd2S7q00VZPx2pRNlrznLb2ZTUaBypbedXKxfcRnGl2OvFnRu1OL/a4o/JXkKwjz1fzkg7GXPM6hnJuQqYI685g1ic2Xp/KdKdn6TS8/vq/OWnOA/aY1bOWrWliokxI6lFATMqQW/mNVcdh3zWqjVdmgucvemEsKaFxgZHMudwaoDgWC6OSDVyme5y5hmHxX4n7BWnv++HMUkRyyE7TIkVP74yOiXklyrjmqWi51H7Zb0FOSkGkQ7x9qPjxKN2j+VzlsqoGNQysNgPCGUhAGhBLb1Gl2lPjARU4v9TBxZQ4kh7ep3IsqK9w5Q3O0ZFiPfYAUXrXeM9UpB+/dynDDLXKpqLEBfRZ/YBs08UmbYhsNcGy3mNwbKetUxnTgLhpCsnoE4gXJ2lRG35Hekf2CBMI3WVKw2bc3u5QCdloUi5sKCWruJ75DXnOtR3dDZRi91RYrV3hdbLSTqj/mv2Y7GL6hUvN1hOUS3AcrJnsroAqt+mnBewTC7xSEWxV1uMCiBMLWii6LmqVnZnBYRRo7NeM+ONGOJAM4dy70LDBiwPR4Ss5BGTi00Qswt2EYBa8zxCLIIXTpdq9x57x8tuvSHefffDsVJn5NzhXfHaqTvEz+69J9bCPPCYMa5yVAj0DxKtnEh3dWwuACzTd9sMjH1PvO6ss/+sdZbLpmv9XzWKq0H8H//xH/Hud7/bZze/e9/73meV7iYw2xww2fu5G/r3+iKEl112WRx99NGxxx57xO233+69NHv27Nh///3jiSee8K0AnAD8KVOmxIUXXWiAXD+vfOUr4/zzzzfoOPvss+Mb3/hGq3/f+ta34qyzzrJxXyOfm9O/psMB8HXEEUfE3Xff3XrO3/zN38RnP/vZADxQt/rJJ59087beemu3e/LkyQEYPvVVp7baffrpp8f3vvc93+MNb3hDfOc732nd71w5D17zmtOfdbvrw+q4V6o05cQAYYwJc/8P//AP8a//+q8GRtTjvvTSS1vt5O8AuD/96U/uG6XG+EybNs3Af+zYsfHNb34z3vKWt7Ta//a3vz2++tWvPut11YwsV8cKIP/EE06MPffcM2677Ta3hed9/etfbz3/v//7v+ONb3xjADYPkm7Cvffe6+uGDRtmRws2CU4jwF/9sAZ/8YtftFgOfQGdm1rnlU1wq3Qb9t5bpf0aH9YL64b9yL6se/LLX/5yvOMd71BKz0KDfkAxH2py44zAeQEQZQ1WZsjhhx9u0A9o5bMpsN9cD9WB9uIXv7h1P9btTTfdZPALSL/44otbLWf8jzv2uFaN9nmqQ88H4E/7Jk6cGOed94M4/fTXtvqEU4P1vb5zpk9geZcJRyvnaJJuoDI5rgtZPOhQ9jCqSg4p+WaYPa7DW1iDWVtV/8aIchSIww9jp9ZWTUDt+qugYh3eqxAQM0VNN9MN0X7imqyVm58WhU/3QXwl6+kKtEHP87NEbYJy7UhO1tgFCGEIpKBOPoOaxaZTFiclkaisa9wAp1ZNRfiFJ2feGh/nRBZjmZ+Rm42F4P8QWdZlqYiaN4eGybNzleRYMC4YnjVqTNTIUWwcErqsG4Co77gsDv/VrTxepoXzvKSJ4zF3xBXDmSg7nnO3r0ZcAZptsbMskcU8tCngUA6t2GqASBMKddORsGoEZ06wrynPws1h6r3HIiPUSSdMELnRyLKuzzy/pjAXty55oDZ4+xJZLg4IR9k3rYZtMaSW4bphgS9LhNmxkeEEhJdatatXK5rifMYESO3czWQBrBX9rQdQO2Rt3LTr1Jg2ZWTcfbAivd/8TcTL94vD166MP8pQOubovePXohzHNttFx/N3E5d4ebzn7lviDQvmxGJyoPRSRh2VaAA5djaF5i2PzhGdce7YcXHj/KVx+WWKJM9dEXtfeHkMVZtXiJqNqFCngCjSOx2Ll8eiadvE3f/7qegY2RE3XXdlrJWn/Aat7RUjupzDfcDSJbFEe28FYFkCMBUsz0fNVkYs0V8MrN5q2AbLMsAoR6iVOrEAACAASURBVOIyM2ojOYgrtGZ2F6DcfntRsneaHj3nXxrj7r8v3r3T2JgyZ17MkSrsFZ1dcdkf7ozP/+0xsY/a+ZRyIHl27pisxXz/nY/Ht7/yK9EHWQtQMNlrDYBXSkfBaFml0l47Hr9fvPmsI2KMxNjIse4Nlok4daptM9YOi7/7+Gdi4eU/89M2DpbbOcuscxxUOL7cSj3XUVK1N8sXJcgFNFlYziHIEpUsYLkcAln6zPdJIJxq2GWd6ac+t3AaNYTucPYwQDXVgD3O82FPtM+WXK8ueeftTLpLiaTWM6E46zLam+MNW8LUbdZ03btuT54B3gslR7ju797VC9J5AJMlzwk7saro1jqR5ZprnGdOMkU4g0r0mTOyAFjTno19EC+skfdss6sp4EQr11B2zBTrwiahIzhgM/KP8F+qX6/S/s3SXlQAwMGZ5yh951G1rCEsBs+O20O/2AeFzeJx1XknlgfPMXg2vTzHDO0Ns4gcRS9lqTjbrPWQJQF5IxA/XK32tK9RC7XcmYUjjpsWM668X/TmFbFU99Z2TcaQ5oPvshZTV8Kvz3T0KQVnjVIb1uwwOf7lH46Lfsp5HQL1Vt/Lkk8lZ7lESYl6Et0drlQFR0nVl4UCh4iAQefNMczSUaMUNYbhPE55sodO2i7WbLtt/Ozm62KA9hWgbqnBcjq8EAdbIgBJW8m1hkbNPC8xVTudxYBMdBIAy5wh2BcYV3wvhblKVQqdlW2qdupWAGCzNB/aF4BlnJjShEBPwa+oApb9LL375XBAfVo+R+cIEzUGVPbXeXrFxHGxz5rl1oXQ0SQ2m87cAt7JNedZ0JkHC6Dy9FpneRRguZSlwmlYI8use8S9UgQsc7EHKI8YajTt6Cx1u4hOk7PcosDjbFTfOUuz7J/OQY39YM3/OSob9tVp+8S/ykHxwsefjMUSUJukuR4up+ss/X0BjgHKUgGE7cRMGjYij34/6z+LxRgYor6zDjgbEXQ8nTrLTybg+3OUjioHTuv/mjRrIoaUjaLG8lVXXRWve93rbATPnDmzFbV9rnNlmyWriPR99KMfjX/7t39ze4888kiDNMbuE5/4RHz4wx92tJLI8yGHHBIf/OAH45//+Z/d/lmzZsWjjz5qgMe4ArLHjRtnUA0Q/PJXvhx777W3mE+LDFyJ6q6P1tp7vDb0b75bwRpgHFAOQCSa9tLjXxpXXXmVUzzoC+0GzBBNJEr88Y9/PD70oQ8Z6AM0ic7y76985Stxj1K+AEHbaq8DNvk+70tALMC7UtGfbXkv2l+BGxF7HBNvfvOb49///d/dRiKAtJd28+9PfepTBpuMJ9FO1stb3/pWR3RxEvDn5S9/eXzta1+Lt4k9AQgFNN9y6y3xzne8M84991z3c+rUqS2A9EycFM1IeI0oMzcAsx122EFn2BKDRdgFPIc1UeediO2cOXN8TZ2rn/70p7HLLrs46s048/ODDz7YwJn1AbjGYfCb3/zGAPrZOlfqOq8RYiLbRGt/+L8/jN132z0WLFjgsWGeGWMA6Xe++5045OBDgggve+Oc750Trz/z9XYEPe95z3NUmT7iYIHJQFtxJnFvAPfFP7s4Tjj+hFbUd2Nru+n84e91THEE4QABrH/3u9/1vtlrr73in/7pn+Kv//qvvYZpB/vt7/7u77z3brzxRrFn5rpNrF9+Tp/o+7333Rvv//v3e7wB/Yx/MzXCFpQawMe/wFtDMebe3oVpomGjhs01ru3pQ3fdnGVu1qZhJ0jiBVbLxVRQmbTddp1l7mQKIWU9rI5Vy3wUWrEBol5qjmaQsyxTkvJJMvzIoa350euKNCVd0QqoNhhLpBvwV3JlW+BPIk0G9wUIQwO0ME+JuBrUFhp2BZGAXNrtqEDiylRYBpzWvGbEYvSpIjP8nbw5aqHSmqTxQkEt0V2sEebBQj0l/w3giQiODHAEtHyQMKYG7xiUSeNqR41LP50LqbITRNbAenZAQPhuGNh2LpT8QF9T8n9LeZWMK6UwjR0HxQFBH6z6Xaj25BozBOt1fvg3aTiD8mtOsOecHEuLsRXVdBvgmZvttYRBiZo5FPnSh6bAl/utNmWuMYYW3v80ZnvnLOMYIMfRIiy698ZyllsGZyNnOR0kRV24Rs9KnmozvzOvSSeK51htWqmIGrXJByxZLpEt6PnkW8pwWrVcQjIJCv909EGx4813xVol/j247aSIlx4ccdz0uOaG62KuXlDMOznLw6ANau136dn/O2pChMqtfPWHN0bcq5fKI7NjsKh6a8cNdu1Q3FY1vxJQtVbhm0ELlsfcrSbFQxd+RPnEA+LS311hg5iyVTY0EfiSgUgOG6WjEiynYT1ERiNq0+AlIhGs+1bOMpFbC3yxrzNKtlxOAgzbLrV5ooyfz42fHN8fPDQuXfyU8rsFIOUJWytD8krda7AO5APkSFgia3ypnQK5pnj2AoHn8eOGxQ3X3BPf+drvVVYIxdiidOyIXFU6ToGvZRL4OkBg+eRTnqdxKqwJwIHAPJEk5rJTeeWLRFn81jkz4ne/+pEcBPd43jYl8LWH6iyvVf63BaTIP27t09y33NvCT9zMgDoZM+wdzgXrBtAvU485fBXtLSJ7XncGohkBswOtnC3JsGg7aVLpmrOlCEixX8zU8KpL4FUqE7Tao9+wd+0YTF9fy1lXxcS8pwzMc38b5BUGCnu37SQtpddwkhpkJjDi+TXSXgWscPTRV58TrMsiumXwpbxmR5azyxZXbF5TqeuAV3LSczw4w8uZlF/zuNppW52XANhyjtac8iYrJWO7RXSrpHRk2Tko8DVnOd01KdxIqBWnC2kombOakeVsT9sJ6hej54JrrHSdjyosmWQn2bFWdBLaOdwZRc+zP+/TozFznevupdE5GCcGfSf3OhW7+ZjEzngUcUK+R9+h3/P3IaLpvuqDJ8fO242X3sAyuaPUUe1R6rYPVSmpmsPPWQrIHTM6pa9z36doX9EeMrBsUqwNWBavjLk6x8YUMOYSVM41LmsCcCrHGWtnWCmx5KhxyWs2oHZ0E6+42muwzIJJJed2nWVAnd4X+jnpFKmGnaDSYBnnssaH3GfaMKLkLLOOyTWmH1XVu+Y10x5TrIkkL+yOow45TIO+Kq6546ZYVspCoXRt1WiPGbnGOr8VFeZTwbKj8a2c5cxHNg2b97cixlDqLeDYKOmXYDnTbCg/5ZxljRlMHfoBMB+gCDZ1pTmHEW8bNL87Dtlth+gYPynuvOW6uF9RaxFn46PbyVmhPtw28xHpS0jAsZS3MitIUf3+VeDLA1uFyqqjinHtidcAlmc/HSwDkKqYlVd7jSrkEbLFPk2QBM0TkIRh/cUvftFAB6OYaNqxxx5rO7S3UNAWa0i5UbM9Dz/8sAHMxz72MYO27bff3oY31xDlAjhDP4Uai9F+1FFHma6KLQ09+Je//GX86le/ctuJxE6aNNnXfPvb33akFjAIoH02oK32vxkRB4gBaIhsDh8+3KARajLOiBNOOCGIlAM8GU/mmZ+dd955BpSAIq4F2Jx04kmONnMNdHhA0amnnmpABNiEzk2Er3c+8ObMSRN88n2APU4I5oA2Ae5YH4BknBJECAHJBxxwQMyYMcPzQKSfCC39ZAzGjx9vQA1gGjNmjCP4RPK/e853DfJ+/JMfm35bKbvPZI03I8o+j0te+/HHH+/28HucI2AqaMA4LSqLoIJ6osp/+7d/6zUAU4Eo6YgRI+yYuPnmmz3uRHtZc9dff737imMDYFjbvLl7s453vQ9j+slPftLtGYKQoIAzwPHnv/i5AS6R5b/6q7+K9773vfGFL3zBziAcQ0SZcZpss802jthCkWbtjRw50sD1rrvuMnAl2lzZAX0Z7+Y+fOihhwzcmb8TTzoxFqlMK+1jfD73uc+ZfVKdCETfWd+Aef6Oc4Xn4QRifTMPRJD5OzR92AukRcAEwRnwujNe97T10CewvKvVsCfIKKAUDcYilF7ELdo0bCYLoymjjLzI02jEaBogz2eC5aSoJSW3CnxBD0zRrTRPoKhlFMClQBwsBRTJWCCPWG/xfnjPSp1lcpYxSPBWJ2U4jToMz/XmLNs4raVqisBXK7K8KRp2vmwcKcWgbUVTU8jMebAlspw1VVP5th1ZLpEdeqQ2cx/aWlW/GaMsZ9JWaM3yOoDIGunGOKzX1FzI3kJmRF/0MlZ77NjgWQJtGGltsTNewrV0VF5T6dO1jJZLKuk+VaSsiolVmmZ7LDJP3XF/0z0zgp6mO3OThlPmWKZlnBG1NAxZS6Z/lnxkuwS4j4WNMvKDY8C5mo4OpQEOCwDDFLCciydzHJOVwPdSuIuxyDFlvIh8E5liDvLZXJPU3swLbRu3GJylfXbylEg8jxJorcI+NoBpj/spwRqcKMVINgsAoTVYBroGlXLGAGDBOuZZPaqd2k8AkUj0wJlz45q3nRgXvPHA2Gn2nHhKL4rhUpp5QpRqDLfxAmsf6xwZP9pa+dAf+HocfLEixBNHRnc/Iq6ofNeIVzIO6liwcqH4Uqf2thfvFfHXpyvC3BN/uOrGWDFakWW1D22qbnlZlkmICwM0RWsywmQgXCIR0DVZ07VWtCPLFgyiX0mVx/jFKOYaBU6kjKtI80I5u0Z3OneQ+y6mfJN+N3xMp16KGaWFxpiRogTqGMxEctaq3uxH3vtDgd4Vqs0LXTXp+TnnrB3Ew2TMK7J85LF7xCmir7okHDNT76MozXBRT5+UMNLn/vnnMfvhFTFvzZ3xxILb/eyNg2UJfG3bpmGzpq3czhcBjAJ+oEvWVVkeXq8pzEXZoUxBYQUmNZq8zIwwVpDpnGEE/1rXwBLJM5R9UB05OPzsBLTjDVSVTkBU/n32AXrJsdeXcSDk98jpoc3sFRYdlG+Nn59fz8w2OHQNVr5TIqAtlfoCxnCYscc4e0m/oZ12FpqBkurTFu8qWhV5Tc2zLmcSUWxydBk/3hc+b9qsgRTWoyQXJZ9yv6SoH+rLfKMARqK2ZsQkgO3fpJx7NnrrOuSbBkduvxKx9/iQ2qNntst/ZWQ7z2erPGgORR/TXGYt5tz3lUnD79kLdghzn5KvnQCWNUvt7Hr2AwoB4tDiE0G33yFlTflcGhCDNT+rcAYyryVCXd+VdrtAQ7czJRvkfHHdl/XUIxA2d/LY+LuzXiCl+amSTlgeA+SsWoDzjT0Nv93O8sxZTuBX6rQL9A7SQugECHu8AMLkI5P/yvtZEWJFo2Eld1pACjaQrhFdGHBIi8nJhmVisOwoLecCkWVdg+hWActQlfk7OctEYNtgmUhbnhdcY0DtknVpUyxBwZtnIbKo9iwVOIUKXgW+OLMWLlIuNCJppImruyt0vqH6n+CdV412k5xnP5k8MT43fd/47Q2Xx6DlK2OZHJsjiT5zDhaF6k6B3IECuYw/YJmoMUrbKHDjzHBecwHCrDGx1RU1froadhss4/QltUVnrJ6Ved6oYTfAsvoGt2GwqgUctOc0OTonxc23XBOP6Z2wjTQU9lZuXvTrjDtnXBt3r1BNafWLBlooTPnZ/eWYHEzuc3qy7ARxfnQpHwhYPuvNZ8dTf8Gc5RqwAQQTHYTWSVSTiO4555xjUAnQfPWrX9OKnHoTP0efJugEgGFoY/gDYgDON9xwg59MHi0UW6KDOI/4/W677WawDIAEVP7gBz9wRJSI9Je+9CVFxyfHK5V3+qMf/a/zgQEmn//8500n3WeffbaIM6C3cNF5558Xr9HY1Ygf1GRALkCNIBl9g7oMWIamSk42oO63v/2tAT8Rt67BXXHm686Miy6+yKAZSjE/p/84N+oznwnY3ND0NUESTgSihHyIeJKz+853vtP0aQApEUUcEQAlwCb9oC0AbCK8gGWANo4O3vFQivk7+c6nnXpa/Od//qejuJvrhKlrpQJlIq2ME+Py6le/ugXwa/SYPpC7S2QTkEfU/v3vf7/BNOAeVgVzwH0By7QfwAd9GdBNLi6AFeDK3LFnNjeiXyO3jBeOHpgRAEsi4IBdPrQBoIqz5X/+53/M9ICV8C//8i/uI46L73//+44eA/QZY8YdhwWOApwZV155pfvJ3njTm97kCDlt55mbWi81eo5jhPbRX8YEoI4jCAcCbQG08xzo7KQ8MJ60CccUrBTWOg4UHEfsRdY3ji/mHmo8Di2o/cwJ0ene66FPYHnaJEWWBytn2WC50nYxJJKyV2ugtiLLvibf3BgkRBPsLMf4aUaWmQm/YPGEt0s+ZU3Mou6ceMIGgCmNtn2rEdWs45nAqA2E0xhKSm7m8mYZlqzv6w8A0SJD9rcbKNk4beWvJvWY+rD9ZZxlTnUVIEujN50A1UDBYMtoqWuP6m81x9UvTtMyMbxKtMX5vkkptIkNWJYxlrWZuReRJ8TPav1Wd6OIztSc2zSgMtqR9EXTsFHZBbD6PmkIQmVsta/mLNc6yxjqGKGtnOVGvmKrDm4ZCwuiJSio+ZNE+O0ewXCvdE/bgBjuzdxsvsWLOpWCHUNmjClZQzTL+ZxpFK/1uNc6y7lOnLPMs1FBd3Q8y45l1KkYk+U+NId60sx5OnnSmLUCeikH42xSjHQ7Wgq1V3dKwzVzN1s07JaxX9bFRmnYOZ+5bpmrFCdJRwvBnYYTpUd0UMS6oAOqxbMHDo5d33xUTH7J9Dhn1+nx/jtmxCkPzDSI3HV31SWV2NROx/x9jJ43P9ZIyAZri/67rm9D7KztgADUaJ2pjMgNe+0Saz90kqLSC+KLu42PvR6cHf2U0zyQyBlrVMbfMkV825RAKV3LuIIeyTXgq6fRsBGkASw3cpbJa8YWG06eoh0LRDlWxxgbtsxz0v9Wa8MNl9HuHaG/E72xAq4+XJOUxf4ybAfG7397e3znK5fL6NUeGVQie8VxxprAQbN4SXcc+qI94qyzj9ZuhmpLFKJfzBdQn6B+PiHw8OUP/SgefXCuDs1R8cjsm2LWkjv9vI3SsDXme21/jPqktW/ARv5vPbMyugk44ayxk8j7gPlIEFPzf3EzWkPB51ERJfT52E5zICIE3T/XbzJd+llFGjwOyM06PaxPflgp320qbmomAGQNzMvZ2wJj7C+Gex3NBN+yBcbyNGRK0gFqYMycADwt8pd0ZZ+Ijiy3o8Y1h9sMFFIAODnJoS77xwcvZ68pzYXyDeZDvE3XDPIZwGrMM8h0bpxbxviiOddz1Ps5z1WfbS2HYupedFLj2s+qlRGKE42zjx1phg5pFHQiRSPpU0ozZnQ4yzm1319VvAsgnK+4XAtJpedWydhp6XJwc11ISsQA7fEamCPJxmkwgFwmym1kH9Zr0nHbpvLne8bvolotwa3Osc11VlKLinCZj0mt/ZWKLo4dPjQG/NWLY+j4UfH3W3fFYglzDRboJIfW46zmV4Ev3oHsvaXarxaHKgrVAMxlilxSXipBXeYV8wEIQ6NuK2an2CH3SfGuzEdOI5j6yEWhWt8h4rsUHQSixj4vcCQ1rimAuuY11/rujIeFyvQdU8X1IapNO0eIcl4juYhcDVOEFqV+1uZynW9QyocXinWPxqh7QXfMHz44TjtQQlnKv75uxi0xS+sRWrqdhiXa26l60uQtc5+qdF0jy0SEFyyUAQiLR7nGfGrpqCrexXggSpbRZ5wOPixi/gLyqttOwiXKWe7vyHLSsIksD1Dlgq9N2zYu3nGn+O21V8YcqTROFFf/hc9Xag9iUjfdGHcu7h8TxuCoSmcjImkD9DsFX9wP3kELFigXXWfsIM29o/qa0ze+9W0xZ97TBb7+XJHlWg4GQxhjHfGjCpahWRJNOvcH58arT3v1ZkUA83Tr+6cJlqsxj6ENGABoYqDzASwDYADLtB2w7Ejcz3/u/F/AMtFXwDJGOwBn8uRJBssVNBERI0q3JcBys92AEXJDK3ijXeS/AjQAt0QCATWAEdp94EEHxvnnne/oILmbFSwDRKE1d3Z1rgOWoTXzc2irgKAtAZbXN+6AHMYYgAsgBrjhdACkAZaJVtJGgP1TTz3lyDJAh/5Bu2XOAHpQb3F0tMDyjwSWFZmkDwC4vkQ6e6+g2t7adyj3AE3o70RoAflEs6FR4zTh53Xeq5MEUAlY/vGPf9wCy8wBABigCuAELAPmGAfW3Lve9S6PAcwAIu9+92wG66M53tyD8YR6zVoF3GIT4ah65ate6cgybAjWRgXLzD39hHINbb6CZebs/vvvN+WdSPgVV1zh+7EGYVIw5n0By00nGnsO4M3aZa8gREZO+A+Ud/z4zMcdWQYscw1gGUo7zhPy2CtYxvEFWGY8Wd84JSpY/uWvfmknEI6r97znPZsXWd55wotiaOdEvbgxPDMfmShKlteBslc9/DIAdEC7/FABL6bbko9cDLZVWNvk95aaoG26bb50XfIJSqPuMVCGlEEThpRpdRg2GFcZTapRRr5nSu46dTyz3iXQpIpaASJ9Ta25izGkaItp2IarKRqSxkeKPflZNlAKcNLv22rYhSoJPQ+auNWwsx8Yq9wrI8tJ26JfBna2FfGwV3XnavgXsFyUcFn8TTVs39d5fe1cyL6qYaehnIZpNcKJ9lRFXfZZGywnhS8dG03V3U2oYdNAOz9SbKjl2HiaUf50NewU+4HtaMlQz3urXBgmKO2pYHm9atjFGbOenGXmgnFPZfAc0y2Ss7wy1eDXn7PsbtgARgiqJUDWYiWkAc5AI8iDEFSxvWONjJdlUsNeoRIgD59+bHS8+1Xx4ct+F9+ePDoe3WqX6PnAl+OA86+MlVK+HiTaIKZ9W5iOZxUQIQEygEayCWR0KSI8c/ep8fWPHBe7yghburRbQmECwqJ/Y/gmWNaze4Hl+c5xI2qNiLWMWAt8lRxElormrQ2W05BcFyxXA5lcRtU/FTWUFwFgmahNjTixYKCHjhiRhmaCZdEaUY7Vw4cN7VKpp5vivP+5MUYPWunKyxn9BOQoD1l/VsoKHjNhdLzx7S+K7bcbGQPlTFipqPVSRU8QOvvlxTfHJedcKSOUUjJd8cScGfH44rv8vI2Wjuovga9tRQEsYNmCcEVcMNdUm/WQ9m86rCz8BMgz8EO9WGu5qGFz2tU6yzVKbuq8+j1AysmmQXNS4NCT2rHBT+kvd4TN0Y/KAL43TpmsHc7PEiynUJjPXubWJY5Yd6CPBlguYmJ2NsHgKc46gD3K4wmWU/cBB8SalTix2G+sg+JswulHlBbfEmeJn5UOxszl0nloYFRLwVXmDyupOJJw+DTONqfAlNznVnkpwDKOioaDIdWwU2DJQUm/L4pz1fCVXFoYOihNJ2vFgmucOS3Haeom+BrdK9lJCcxznnMQKbGEynBLTIxx5Wwt1Ql8RnN2WXiwMmlwFhXxrtz0+t8Clus1avhKA+oqrsZ9kk1DGUPDcL+vtBZwVvonhXkg50kyLTLvPRlf3ZqrpAKvFZsEoakBonMvk8H7ji+cEbtoXwyQk63W+kXgC8A6GtXmEqVdJMAG/Z3yUXYim4aNI63kA2souYbzzznCtIfyUr6mOMX0fPYe8zJMtG+/X3VmwEQZMzqBMeO5SMBc5kXJWWZtZvmkzFnGeSRQ5xr1FeRid+CkyzxiK1TjgNOzOQNGSoRsrahHgEFqQSNUNlBnCGOGCBiq3eQs42gcqp89uqwjtg/RnEV37BBtsOdPD8Yv77k7+ov1YsEzjQPCXOQZUwKLtQmdG9XsUaOIdKcDcLEcA4wXecuZn90UKqOJpXSUIr1d+sO4cF6Tazx2NAwJdyNBrvpUadhriPDPWxonTNsl5k0YF7fcdkM8uKJ/TF0rnYp9FFke1Bl33HaTfrYuDXuRHCXkLA9Rm2AMpH6D5kuOgprXrHTnOPWMNytS83QadqUWV6N6cwxyL/hNfJqRRCibGNUVEAAKMF5752k+V23p3dSaTw0AA/gAlgE/fMh/BKQBWninAVwAbhjqjB00bSKClcYKUJogQU0MeKJ0RHABH0TPK421d67kpsau+fveUU7UgQHmxx13nPO+q3gYzwfA8yyoqlDGX/GKVxj0QKFFJRrF4UpNhY4NnZ/I2/k/FA1bAmBQWQF4lTq8JdSZm+Bt4aKFccftd3i8AV3k/RIR5PnzFSgArDMPRJKhKZOfDM0WsAwww7lBni+0YEDqpz79KYmHjm7RsIluApSIlAO6agTzmayrJo2ZuYeOzLqtIlh1bg459BDlxP69VK5f3qJhM/c4ghDIAsBDwyayTF+ZDxwQAETWEdFzACKOJKKr5MBDZ95SNGzayb0YL57NOudD5JfccBge5F7TP6L6pEWQHkF7SU/ACVTp+ETGccggtAZjAXV45gbgT1QcJxjf6YtzonkuwBQgElxp03VuP/KRj1jJ+ozXnmHqNWvk0MMOdX4+gBzgD1uF5+HUAizjJAEss9YB1uRTQ8Xm54BvGAebFVmGhj1UNOzVzllOeqVf3FCsnd/m16RyrPSi1euI+rT8m6hEzR1rGRvwUVvUv1xKmZNHdDdfQuSyUROz5mVx94wCYBDgnc68ZlPmimAW+W6OLLfKQjH5WR6h1t/EciDnbEDJ76IP3XrWIFEV+/Gm1mGHMYT5RgS9RiUoW2WVUmPeFPjipZ95uoh0lbw5FL1ti2UenxcbUUUnriXFspPfYdBi9FYDm3w833rdvDUelxErcvY8NOkUMFWxtg8AS84pEasU9HL9ViI0Je+x3seCQIwH98GsKk6LnBtKWNQ6y8Uw1FgxZi2apnrrfDgoxMXoSyonNW5laNNNDMVCjc74TI4X1jmq6KbYYXL7mozCYRxAV8bYTWO2REygjVb6KYZqqcsKYEswn3OO8BsRbOeF4gDgnjX3megMOcsNITPT/n2PjF9ZUMbCakWp3MY1UZ5S+5v1x7rV1aag24GTwkIDi4hRrneo0EnDNqxhPk3F1b/t1YcKrfVi4y8dTLTAavCOFmXkrlv3oY+DJGc9SJHSP37iTdHxnlSn7LnkIScr0wAAIABJREFUmjji1H+KeePGi24qg8oLLvvQEnUjvxwqrAECEYbcn2tUFmqNDM6d9pocL33Pi2OaDEhEthCEoWQVPaw07FGFho1BSnmYsV16iA7O5QKuqxWhZuwHKHqDmiwG3vyFSeskWoGTZEWhYZtaKEOSKDMGIFGYGlmm9iv7doSi1kSYWRkW7KniQFAoFYHqQoFWBuoQUbz/OHNh/PVn/hAHPTkrVslCJmLfpt6n9sJQ5aEMlHBYz5ruOO0Nh8bzD9kpZt6nQ/3Cm2Pt1ffaaCZHcED/IfH4vJti9pJUcdw4WB4R+2z3Eq23jLBCfc2Sb4VlQF6+Pux3zxNzUhgz6QRJ4MdkZVoDKw8V9gTUGbUtjjiGGoCmBcNeZr1mGkFS3HM/kR6Rji/uzxhQ+gwmBbs79G9+k45CzYEdelyjXenzOZk4fLlVyor1WRyDQB8DbJ3hKcgIyAZ8IZyIcyfrzpvf4qgx52HRs2A/E5G1cyXzdHEUtFJOihMyRf2yVBJImtPCDgVYIwBzvwvI0YViSy9LtBXKeevsQLUY8aySI0zPANRlTyXAZ3wyvz2rJ9AWtZUIufO8DeGSoQOV3k7aPINWArqdR5z71VUO1C5YMTmHOPVIZ8l59zWkWvhdVKswpKMPYJ5u0zxP6njknYvuBXRzXBAAf85x5p7zVvuD90Z9n3rIAMK0s+a0t3QlUtE81b9xpHAW6fnKeeha0R3XvfT5EacfFb95amas0h7m3rz3lguwjrCwH/VhU7QPAAio5NymvrfBsgS+eC7RUYS5GD5SMGrU2GCZmsHMBTRsK133ExDmvMaRIEAtJ9go0bA96zhX5KTDwOQ+Bqca44XSLwBguxa0/kt9YEef5dwzVdxtRNWbszudCdyHCGqlYWcaSUaW+zmyDA2bMyNipM6dBRqle2Qw7TRrfoxVHsoPJk2ML0yYEjF5GyHoB+Km++6IlWbUQI3GcVdzljUXyjVeoT/OR2bM7Nxr07D9qtOfhaKcUybLr1m1JyPLmbNsW0qX4SQcNiztBO7DNQN0DWCZe6/Wz7rmLo+P7zI1LpmyXcy4+WrV2NY7Ql858gDNpxbDzTOuiUdUBmqUIu2pdJ1sngH6Bw4FO4v1n6RhJ3PCbCcdzqe97q0tReemwBeRSUBApWtuLt2ztTk28JcKSPk14I1oGn+IhBJVBthhHPOzyhB7JqBmU8/v/fumc6CCQIztJljm+UQ3P/CBDzjvlVI70H2JtAFkADtEDQH/gBvAMdE28iQBcOQIE1FGFAmjHTBQ+7QpleAN9aeCC+YJGi1t4IPDgbEDQKJuTZSVnFcUg7t1JgB8oZ+Sizp16lRTXKHYEkEkIgqQ50MeLWCF/gBQAUKAovrZ3HbX7zfBEeAQ4Et0/tOf/rTbglMBgEz/GDfGGVow0cbqmKhADgEoxp7cYKLrgCmAHAAQSi+gj2gtII9+bE5kvK6N+l3ycsmtr2re0IMBn1/44hfi8MMON9gjn5lcfNrP/sLZUIE7gJloNM6Mqlxehc3I1QbgsT+JoAKan63AV93XzBsOH9gQ/Iyxv0lMFRwtjDuU8UpfJiqMqjXAE2E6yqkxttDiSSOgXTgyANM4VygbxVoCkJJrTY4/ALYvzonaPtYHf4cZwD6hlBaOA5wdOE/2lcOQ3zGnOCtY90S0mWei9qx3nFZz5jxl9WtE61gn5FMTBed+7OMfiW3Avqmlr5pCgn2jYU8mZ3m8DCDAcqW8cshCxwPAJhBYV+Ars7x6C3wRvXR+YRVI0SFv0FEUWW1YPU1tlRfsulSzzGXDUK+0Z2hgGBZZzoVPK6e0GDpWwy5A3fYRL1dHGU129L+tNFsMUdPaAIiU9CBCxE0x4BwphQYJAIEeCMhOAOtJBZgQlfV9GpFlogRWYU7jGZBEf7P2p+GVnQL9XGqLMW3QBzHgDBAz4uC8WL/6oA/y4isADNBY2gNY9lWlXwZxGeby84h+eB4sQIS3nfy8Wi4JAzNVRpN6n9fY2WAhsxzk3gJfLYpqNWZ1h6Zxn4ZhAdQAfrXNYB4xL/5extAETqL+OCAMhDEK284P7gJlE0O15bQASDCm+l2KbGG0poFmgS/9PAEhDh0MUsdbbUxCAUV8DWMMQyNZEzhIuFtxkOh5tAevgIWlLHaWFFE+rZzlXk4URJ4SCmRkyo6D4uxgSrqd/5rrOMci6XFKQ/Y8DZ6zKK79wOui44Ovjp4v/ST2/uj/xGq9cFHJtsgcY1EcBynGliJbKKkbsBRqsJ02mvOnVAf6mA+cEO8+cLuY+diiGKpo70pqWLoPqYo7khxqDZDiKnGNIuiLVarm07sqT3rwkOhZtCx+eN21sZ2cAAsUtYI+Pl/UPuiR5Miy3qRnZkueiHQPNHHyFDHGoVirUwzrEkVBmBRUcl3mRT9H9ZtnO/ipbUaZk04B9C7lHJqOqIjQud+/MW743e0SPOsyxXsNzjUDmEINZv1LNryjpzsGSCH2uBP3jAfUk4d+cYsNMWT27RszWL4hnuoDWB7Yb1TsPkUCX4rke7+Qf1xyhg3qWL/MrJXtE9SFBeqSqsyZ5zVeASzDA2gr54ZPS/Z3EfiqzjCexf4GeFWqdl4jB1lxsPDzdLjgrMt1nfuyCoUVirdV9MsZUPYui6cpJtZa08735jxkHAGD7b3hnNiixm/jxuJdWTKN88l1gl2JgDHOHQ/QYgfgMPPceh9q3jReA32Gein47Cf3OscDRyCGP+slkYffKZxBZgfxr6LObV2qHHvmAcHF1jU+t+p9CsjVz9aS+lGjtrQR52XjWQB5RLfsaKvq4FDg1VDSQxIsa62VcU11fYQEC4Opim65XxozvZsSDgFcco6SYcX5DYAj+gxVIwE8ABddBr8z/L4i7xzwUp14uc56cIq1SotlpLtD71OnI3Py0B7yo+VwYTpmi0byircfF288YOtYqgoXCGgOlPPoSb3KxxARLrRj9itrkvQKnzFaggbC1FBmDh1JTbV1qNB+p6jBME+GOx8ZZ43AqZxkrGOrYeve7PVUzIZlklRt/s0RQLpHVagm2jqUXGPKYqgdCHzxjATLSY1eqPSKLIGVIoUAc/KHm2AZADtUwLSC5W6dOyt1zTiV0btbKS+vm75ffOPq62MXsTkmaoB+N3RUvON5h7Ix4oMzroqXLFyQLBeB3i5AblfJdXZJv6xJb2O5V86y14ca3AbLOLTTaWiw7DxiXDc65xqMmgEadGjq0MYHd2V+9hq9EAbNXx6f2mm7uFAlu36metBj5i2JOxUlefP+B8TH/nR7nLBobjyh9owRa8DvNrUZxwBsoXZ+tu5tscMcLyaY8T71tW9ZL1j+c0aWfU4UgaRqgHu76AMoxeh9tuCg3q+v/990EgAmiJQR6YSuSlsxtAFpRM34QAkm0lyBPhFdolt8ap4pfye6Ro5l/RDFBTw3RbI2xxmQ78isCQ1oIBLY+wPwBZwTKazlfoj4EbkHTAIqalv4bi3bxd+rsjB/B0hANyen+dm2u7axN60ZqjIgvn4AOPSJ5xGZheLOByCHY4V+AKYAY9C1+QA2GV+cFET8cQzUDxFTIpObW5KsGQnPIEB1h+YTyFvHMQL4XN+80x6i+IsWL7KQGgCfDw4LIumAOZwDrDHAKZ8zzjjD4lS9n7e564V7VgVymA+kOtR+kf9L/j3RboA/Dpb6qRHYxYsXm5VAVJcPDhXmAscAIBTKM/uED2NPXvw6IJSXzAY+TaYErAicZjA3EH7jw70ZQ+a2CuXxc5wQgHKAO/RwlMOrUwcQjZOE1INLfnmJx70661jfAOvNLh3lnGUEvmRh1pxlGtSi2xZDb/1gGSNBkRNH1lIgJUuKVE+8os8Y9eRqcVMDu3YOWk4kVEBojw1qNAJaei6CRmCAFGmqualJn17pHLD2swyWHVlOelxVzDZd0C8O6IuWzrGx0SoRVPLE2nm6BVAb8GPk6+WJIVzyCi3yRR1NbZ6mwBd9H+ToTwJjRMAS8G+Khp25vHUsMje7tq+3eA0YhYgVdZaJ9KQR/v8PDbvhRMEgxbiW4yLrQG9hGnZfc5adU51rrC0O93Qatie4OEjsOHDupgwqgOD81XHDa18QoXzcHX56VQy76FbRiuXcsKxapWFvOGe5vY+0t6TEPX2fKTH1BXtIyXZQ7LP1sHje1HECL2uUj7zKEZxRo0Rf1kLdSgo1O++1f/Tcp9JW37wQhBvxwbOiY5pqM0s84bzHH4udVy6LJ2XsQcWkJqttRHIHNf4jiRRp71PLFMMyjWhU7DOX0XVTS14gWylp2PnCsTFeadjK70vlWkXAJAL2k/OuiN//8japbXcaGLGPpJOdZwF5tvrTJXBAxHoVgkbjJ8a4ZUsFFlT7mnWhvvXrN6TPNOyB5Cxv+xK1fVVSk4ugFm3OEkNMmHC4o6JMY8lHthMQYx8jPsUsoDkb1LJPnTpSFfIzAokLDLpy4sM8s1L9PqNQqwSi+JjtUijFqaSs73joal3wLB1l7OV1VZxhFZi3Ske1ab6p4VBKPun5RJZ5qtMWDNgKy4c+FABLZBnHlWnYPlcLpbnQsGkRwA9HlM9DblIALPRWItTVKM0zEgDHIioiek4lSIeUc5afRsMu7wu/C5K5wVjXWvR2dlm8iyh2pniYaWFnLxH8BOIu78SznOqTkdKWeBdN1lX0E0dJOkGZ/FKSq7CrDN4BjTh369zjcDUNu4LldGiyRmED8P7gXsmeKu8i1nI5xzm70nWRmhEdWi8WByzjwXu3zZZK3QYE5WC9uGelPcmOgumh8kZyJr3g70+Klx4xNfot7457OofHrjNnqbyUyg8B0AU+AbAAKqKSvsc6ati5P5cJLDNXQ3WNUwZ0zVoo1na2qS26z0IcZ/okEC5UYHQQ5FxLnQru0xD4Ih9a6zjBckaNDZYdWU6hsFSfzpzlIVyjKDfjs0LMmVV6BrWPcdxwf+pFD5G430BpH1T69GqLgFFnWToJ0kBYJeHAYYRpJSY4Wmfet8eMj8/v+TwfFG+569Z414LZ8ajKtg6VvttAnG289nHutVS9swRVpo2IYk3U2GuF2sspnOb50v0WQOeGKUPdeA4itXuh6OwjEebixHdEOAW+uAZn4yqNcfdTK+LGbcbHh6Xa3XP7LXHlHffG7cOGxtuOODg+N+PmeP7SxfG42kh1A+5DiTNKaVG9wBoURdAL6jqOC+aWdc5YIvD15Jyn5yw3I8u0f3MM8pz9jX/WBzqIChKRIspDhLFG8eqdnqu2NFvabBfPx/hnTKCJ88HoJw/y0ssudRACkAYQreARwHbd9dfFZClgE41rgm9A0EMPP+So2M4777xO/za3b80xAhxA8a3ApAI5GFS0EfAFqOED6ED9uLb7wQcfjOtvuD6mbD3FgKOCCe5BtO6RRx+J/ffb33PTfObmtrv3mDfZA6hAE5EHQEK5bkb9AWhz582Nww49zFHR2v4FcnDxu8Fdg9035qxGf6Fo49yo92uWLducNd57jdT78XOiwYA8Ip1Vwb3OO6WjiIbWduGM+e2lvzUQPOrIo2SDjWr1B8B35VVXxjiVCoVm3IwIb06b63g3217vw9zfcOMNYp+M8HrG8VLbiLDdAw8+ENP3nO4+1fHGQYOTiL1A+3C61N8ROb/8j5cr7WaM5+KZtr22sToH6liMGjnK92NN1vYBpmfNnhUHH3Swc+9rGwD0rIcBYiMefdTRVtCu32Ft3ago+jZTtnGZrg2thz5FlnedeLQ8s5P0Eso6y34DA2qdgwsVMV/wbbDMCyBjaQlOqxBWBXYFIFZD06qg6D3mfTF0TJOt+b8WfiEqUgWYqvHDCyEjtaZ3lQid1TP1/aeD5ZIruxE17CwxQk5as55u5rZVsLyOGrbBcjOCnlGCdXOW03PydJGyDYFlHAmZx7duznLSjttOgYymtAW+CqDeCFiu+bUZdS1UUtP3SpQdy9rODIDdujnLjpgrsoFh1h4LrimCVbyiMVQR+MIBYBtHhjtubnIaDf64qJ3P6aiKo/dqC97wQhmujo1aIqsqqUNTxsDGekshs3ZuoAWHWjnLJXe8sAkQY0onRQoCOR8eo5iVauG3ur7SgHDNaf+eRdoGH87FZohYp6uUE+w8+hKVLYDAqsDu59NF3YgS0opURM6xSMGitrpzjgUgImPhRLuWLorY822Hx3vfcFhccukdce6HLhLdTr8TnZRnZd3s6izK9pmGbeMr1wVGPpoBRNCXqZwJNYiXD+iKLkVq3vtXR8aUCUMlDjPCNUZHUaeV9ac/Z185K/r91yUxdv5CG8aLlRN863mfiI59dopvXfnb2Ld7uQ3JkVLNBSwP1gA90E2ahIxg5fx1yWDbWtHsboxG5VkPEJV5kcaYCA+G4GCo2Wkzmsa4IbDMNYDf1Sv7xSPdy+LTH7lYZacWaqd0eh9UcFBBBqDL1GWi71KJBWOuliE8CGojrJGOITGLnOW+CHz1V53l7Y7R/pPTBQdMC7DVNZVJ35nbi01eBL5KPnA6CnNMyFlOsNwW+PJMG4hmubsOgK+XeQp8teos6zrKkfFxLq2BX4JTKyvb61fXa+65PK9JswBQ597lKvYOYLufAVtSVE17Fh01JddINVgPWLbzMLUjuHnWWS45y75PBcs1HzkdninwlWcAUdi1yn3uZyZC7h+fehbE0znPT8jHtnOV90VGqBmzlTBDGpF2AK2j2Bp7dgM0bNZ+3odpKSKIUMcB3Q2w7PxsnubIP7oJCZYz9l1SLcq5ZQcnzgn1JZ2gCZbzvCt5zd6LCZaTRVRB/8bAclXpL6W9+IrHNRlVTT2DKkiZbxSe1T7H8yfphMXB1gLLGgGfk0U4jbN+tXxec5S/fNyHT4rlApHfu2N2xMmHxdv6rYj3LJoXizT2C0Xz5fxA6ZqBpF9KCRRVO1WbUxxK/AiNA7nPQwTC2aN/HDAs+gsI84VtJUA1ev6ymCOazEg502raBhTvIajna3kZLAvkck9+5mir7k1992Et0UAA5BqXYhpFXjXpHxpbzovBvk+O4XIpVAPIh1sxO8HyQq5R+5wiomsQJeN3Bu96JjgbYN6pKDbU8pUaoEnLVYtWAYIfHXNIvPCWm+OrjzwQN+u8ly/Biv84+Zj+BMu5tlO8K0tHoT7NSUBfFkq8a/QY2GhEyVWDVY7PTsaLvgJg9bGT0CCXNmc6imnYahP3wAnUKaX//955uzhfkeRjZ1wfH3vwofjE8Mmxne59iuiFOCu4z/Dhdvfnftb9TTn3eEDLz1KAUOJdNozIsvrymjPfYuotnyYN+88VWc69nWPhde1UgExlq/9uArEtAcpaN9/IXzYUOayGdv3/5i2a1NxmH5rRqt796x3JqmCxL21sXlO/t7Hv87vez2+O8cba9ly1u/ah2f71rYM6ThVwrW98e7exOYeVubC+dbU5a6r3OG9ovfQGfPX5FcytL0+9+btN7YXNXS/NcV/feG9s7DYWja+/W99485y+7uVNrYcm8N7Q2qwgu7lPmiAfWn5zPQC+1zeefQLLu0x8kXJn2nWWq2DVSvJ9Xdon7Q+iq5gZpvoVM8V1Kk2lZYAQH0kqLTTZfE8khRD6qO0hHeaZv5q50Bz6ST1OxdECbxyB4dXiPFx9oKESTSV/Nbm9hfZoFWubZ+nNr6WjeJnop5RcseGXvfDvM7KTdD3aQK5fRlva13BLHAeVRtyq/Vn6aYVlXZ6K2RUsJ1UybazSPnvWk1LNB2OISDwXGSwTVWIcSs5epfiZquj7ZIkg56Y2os+AgSzlktcQWUaMLemEKZqS+ZI1yl7yrgsNMEEllOZUwm1H4qtQDYixRP0Zi5p3TR9smBXBKsYU496GcilvYjXsVCW3MVuN69oH7NmWYnaW0WLwAQ2phs2z05hMsbMyFl4H1QGRQKINnOqzSj/tjMm1sS5YznWBIJBZCabnsy7IVcTAqOOe6rWmYReV9DWiaGJQ1lJgNNsOklZkGcOngoY2jZNIWWcpYVMjgDWyzJqgpNPjEqDZ6t9Oi/P3HhffuOzu+MEnRZlytAKI0QYsNU3iaWNKT0v+K+NlO0nfXNHdP7bab4pUJAWEFy2Pg47fJ27r6VK0aUlctf0k5bGsiqlfvjQmaL2tkigWe6BDNUnXjB4RM77zfkWYJ8aNKlkyS5EQ6JFbrVUketsdo2Mned7nLUzMoZITsnLjnGuui8tHDI6HdJ/PrVoST0jpeo28luNFf1TQyOvdatiuh1zKS+nfqM9aiAigrL4uVlSqSwb87KUr448XXBt/uOSeGETuJTAWQ6DkAreYFbrb0m4ZsGr79MO2j6vvmBVD5y6K/oNHxKMCy7MX90ENW2B5L+Usr1apFtqGIwkwbmAMyCUqCVDT+rD7Auprpcfqn+xPRzc5s3wNs1bouqV6AHOCI8dmf0lLcUTPwK/9LNfz9jprp0f0iFIcRKPZQ/olz+LAr3Rufkb+rQXHPPfQYblPr/JxpisnqDSANViuzsPsq6OtjvbmuZWgLkvB5Uum7g1+WwC892oyiJw+0gKnOIWqVBvjmmJVlZa+1uk2Wq+OCCfxOqPGhartcwql/5IOUezttjAXvahCYYCF6qQqYoqlTJ/Bu56FoyFTG/JG5ENbvKuc/TgY0zGQ0XiiwqbJO8UlZ9VndKFdewP4HCil8gzEMwUGzQgU+Dv4O+c4YB16O63AUadnkRbhFI3Sr1qLOd+wPB8BuMJq8mmdKQE0t9YB9zor7ASPvc88OWCUkrBUqQygs855i+P23XeO8VJSfs9rDoptJg6PYaL9ojI9UnnDKzg7lnXHovmi+Y5L5WvKpBEBXSzhva1Fw/7Y2IlxhRZxx1bbRowd5X4qrBn/8Zvfxf5ytK2R42yhuDA4AufJIweghT7NWqiR5QSw6TiatwDQi2I460URPGjYWkdoGlisClBZBL5qzvJyykJBwy5K185Zpk68Nj82EYYQDCMcdc7FNp2bGsoC1GKvcNawf6lVP2D+inh0igSBttqORNr44+13xpIhXTFcZxHnNOsRUEtqienkT6NhJ4sB+nbNWYZajXAZwH1QzVlWXxFIzDrwSdXOOvVEgJNy7re2yltdOmVifHTfg6LnobvjEUVet9vnEKH+zrhyxtU+P4mic35m7ijNLjWcXSoq9y/Pgs1TGaOA8VeLhj3zLwiWm8ZpNdBr3qfZOGpsb9GkzQE3uSj7/ukdeatRp1p7urYJ45tPE9Tw7wpMax+aT679a1JS6++fTd+awKx3+7l/kyr8bNvdBBbPFrDV8eo9O73XQfP3tf29x7COe52T5tpZ35w0f/9Mxn5949u8V+/1Qns2Nu/r6w/34zvVCdOcv/qsZ9Lm5vjV9jfvU5+1vvXc17mo62Jje6CvbW+OcXMs1je3fRnbZ7JHeUYd2z6B5d0mH2mBL+hN7ZzlpEu3SmYYOGFIZMTD73aMBKJ4vOwdjStUN8BfoYgZLBf1ZLPhMBhLXnPWu0yKtQVKGgrVGKcYGDVCxzUWaWpEsVegRGyQmQaKo28IS9V6pDwLsOzyV9lg6va6hA8RIkeoU0DGit7lGkcHbcQk4E/l5gS5lbpNW3hyWwgmc+IAy2ZDMRY4BVo0xMQV7nutP4wRXiimLSEzR5oyPxrDoebOutSWv5egCMcB7ct6mFW5vBiLajsmGWPmnLkSWSaH0IAaAI/BQJQdsOx8RUROkgZog9unLiCy7SBxdFAforJ2WjCiNkITnOMQqQ4SGAf8OxdjdaIUQTSNj+nTVQGdefFYpKMFY4vvIA5l8a4iZOZIUBF+s7Caoy7pFLCTws8in7EIfDH2NqQTxFYHBG3q9tpOwzUN+4wIWxW9RKZs3FrsrDpsUiU2c9fT+UHuM5Fcm7b6kcXhylgAhGhfc7w8FnJCYcjUvOa13SvjtpceHp89c++YqAe85fzrYupPb1Y+Lsq89CrH2GXIms4Y1hKQzPnRrFNKkVFSTGOhxbxG0eVJo4bHP37m5DhlxhMx6DO/jE7RaZaL0Nyl6NHgTGoTZVONGZQRJAztFf0GRafyqG9+1YFKxDo+/vDYgzFTYH4b7b1X7LJjzN125+i54e6IncaJuv2biGvvjfjE6+OTc56I+xSx+eYvb4/XqaTDE8o3XP78XeP9L9gmZI8ruqRnQxlUhIVeJQ1bhqWiNJRZITKiLEddo6iMoidDuwYqz+qO+Ma3boixneS153wCVsi17Sr7E9s2FEE/7MXT4rAjdogvnnt93KZI1rZ3zImZi2coZ7kvdZZHxPRtXqq1lM5B9nvWNc6pZm0yNpkrjy0NqEuBOu8vA8jMa2afGlYBqtROO92YJ/3MQJi+F5XmFJ+DZpvOFX7LHPJxrnG5t7UO2JfsXbUp9QaoPc019bxh7yajItd9gmVSOpIGknn4nDV1XWV7UkzM65U1DPAq19BXK2/rl5n7nOvcEXLdr4PvlfHw/rWSc41iA8JzPxMJ5f6ATM4kImlCk4UpgsAhD0+AiIMzKxok8EuxR50YOE5xcGpM0AHASYXjIfUYMq+9qnozfgk8c29yTQ9jVs7Nwg3xeeL9QnP4T2ufFaeZz5fMTU/3B06IuheLQ6yMB/NOt+oaZc/CTKm0dJSua+35BGPktOeZw5y2zkCisXYwpHcZgS/YPqxFtix9zZrfXJP50QnMuSbPUF+j/w7sAfTrTv3FklncrWeqhNK242LKuBGx+gV7xvwJY+OEubPjD9tuFf84jprvcsAo2ok68xjRBvc9+NDoufPxOOXSP8YF01W//Sbt+5sfijhsD50ZesCu20fH4XsL+c6Mty+YG2+VSNOSQQOVN7tS0c2iwg9bRTTszH3OqC1Rz/mLVpmGDYBlj5mGrWEe6rSNjCwj3pU07FxTRLoB0iOGKSmDawyWS2S5KFQDxpe4dFXmWfMsyktBnUaHCy0IFQKK+YpA79q5Jj49Yat4TDTOj9z7UHTLIdgpgJ8RDSLAMGGKmJ4ldRD/AAAgAElEQVSeBeimFjOloxwo1R9ECk3DZn40JES6UcvmTGsKfBERrk5CQC5iZbXkVAXLF207OT673yFKi7ldOXh3x4VdI+L9Un79xi3Xx/OWLPI5PBqVb7az5jnvk5H2KswKDZucZTvNbLdFnHY6YPkvp4bNGlyf4e7FWT5bAow17/ds/t6MeK0PqPT191u6fxsao02NXe/2bur63nPS1+ufyZhvzj370v/ejpm+gra+tn1j7V7fszd1380Zh03ds/fvN7Re1/fsvvysL23uyzUbamfvfcO/m/uw9723xJz0CSyjhu2c5SLwlUYLwLOZKwV4q3m6BSgVcDpA0d3M2cSwaeeU2tjBsKtK1z68s1SKIyQ2tGrUrEG3RbmUZ2mAOlW7cq1edgj2GCyrxApGBtS+vwwNO19Sz46GndHUp9OwayS3RoQZMNRxybXLiJUNn0LDTgXoNF5RsEXgCycFwQ0othsqHZU1gZOGnYqtafQR7UBBNqNTdocUqnbNRSzgT9ekgqyhuwGtFaCLwc1P2yI9BYxicDLnNK4YxZmrmX0y0AREAnBLlD0jyw16IYI8rSh73sdCYUU9t0a0Mg8RN3tGz7hPOlraEWpHpogUcY0uSoCSKunJFKhquuUahKbKmjQFvfQeYA6YL3Egj0WqCyf4sLPI4kwZXcvIchmLErlbs1Lt2mWHOPyE3eNrt82MXS65ScZYp59QFeNbTAGehYPEbSZKKIcSlHP+UynpMD1EmeSJN4+fFP90ynTn0N35h7vVZ7Vt4rh4+E+PxJN/mhWdilosg0FSlcGz6xIJGhTbfOrU+O74/vG4DPqFijBN1H0v3nHb+JcrHo1D734gPn3yvvGOX9wWy//tp/Gyvzs+Tjxid5WrWRGf+OCP4/6H5roPSnmMbU+YHh87bf8YPmpwzH5iuYBwgkFHmhWF6Sq1TUnpu0d0zj/eOCumD1kT+zx/x/jcD66Jm/93RowALBWqbtLzZbACTmQZLxw+JF7++iPjjEO3i5VaPyvnL41/+NdLYsEDS2Lu4ltUOmrTatgD+42M6ZSOElhOanRRas+JduQO8OEIo/dgrjucFzaAoUbDTsAJorGs4nNtpgtzmc47M1uqs8mRQxToM6KdgJr/FRgShdlPIzcU9gvzWiKXOC59SrPO7fSrgnSwYZJJw1rsVwQP7RjU9VnhgCitb2xHEwAScGyWCg4yA3NKLNH5zK3ld3wPR0VNDSHyjNpEGSKNh84Or/PiXNJ9UJzK+yQ8tcigU3vaolek48gN2zoXVorBYSFCl8LJyDLnBik5yZuRs8TOOMq5JKCuVO0OvS/qPuMsI93GuByQazYA75nUxmCQcPay9j2nBhZcnCynyhpNIcmaU55RWzuuSjmn3NMCozA6hPaQJhmgcRVUFuVdQlxl66+wAj/tAWihrl8o34iQ4QTQ98w8AHAbLDtZR/9TSwAWKn+hYWeN7YxuNhk4jHVlOdgJW7wgK9WvTgQM5URbjX4BInaiwvaISt0xdlhM+8ApsZeca6eOUUQVGvOgATF9sSLT/3BO7HfvA3IeoU5PVLZTTi2Nh1T+lmjP3/71vxGnekV07Lt7nHbXjfGBJx6PR5QWMVpeLETbPf5oJWjRDadMFWBZm2G+lK4RFyOybLBcFPYzZzmBMEwURLCyXrTOUgktoHRPtDfLOXFNj8kteQ3vKKjY0KdTP4E67PMEqEeLWPDYsCHScegf+y5ZGvMFvMeJrnzL4GExQiXjtnlyWawQdRoVa79b1E4o3dR0rkJl5CdbkNBR4wTURJa5xvtaX3VNaf0CZ0GLhk2ZLCLLfEHXKLPF9taIQp/mlYN+Q5dE0Y7adc/oWbY47hJYvnrA8HjTgcrjJDf2yZkW+BolsGyHFPdRCowkG0zDpj2MY4JlBp2zhdJzHXHGWWdLlfcvC5bzKKunhadqnc+WBjVPf8LTf7Kx9vTl+5tzzeZGCev49Y7A1zZs6Oeb08b13fPZtLt3G/qyDp5Juzc1Jluq7c/FetnUvG3Jtq/vWX15/rPpd1/a/2zuv6F18kzXRJ/A8jRFlp8Olon0lHq6vKYMhAG5RIQKrU7nXm817MwpzRy0FMdKCmPm5GUEJu9TDD39LPN02znLfAmKI0bIwJbAV0YHm9HdDYFlAzDeG0TxiF46EpgfogQuwwRdsERciUCk6nGCHnIP+X6NanO+O2+tCNxAx6N99lo31bBrfq17mv021bxG2X2fBKPpXCBClqVUcrwSCKfxmtRovpv3wZDNfiWtGIEvXoTFoKSftJ8/vqbm3rVp2BbOcR8BgLRF82CQW+qF8izlLK9bc5prsvxMCSy3aZJljDEebbC38jdLJN65ve0xdYWQQmU0oMYJgMHJmvK/E/x5LJpGIOCjOAXSCMyceANh1zMlmiqxJ9sKpc5yg8YJ5Rvwk8wFgAXR8TJerfaxLmTe4pwxaCB61plrveRcAlDoDWDZs6V7Ydwi0FOJ9qxRg55igNvAg2ZbaOt1feVYFEeBrlm9XIBUhtpY0Ro7pDIDpXYd6n0BwhXMu3SUHQdlP3q8VG9VYzFEQGylwPKMt50YR+2zQ5yyalG8cKwUr21s4vTqHyuWLYpPKid4zsz50a9rqPvN3s69BwRS5HnikPjAh06MqZNGxswnlriEyxSB63//1R3xnfNvjpcfMlVU6xUx/4o74tbddoiPvfuYePSqO+PSH10Xk3SHFbBFdJ8Vyjve86CpsdOR02P3nbaKXScPFj1c4j5DBsqwU46xJgRj87ezlsW3P/OLeOqBBbH1SNHHp46JO+6bG8NET+xR9BnhwLpHAD5Ql8GOy2QMH/vqw2PbMV0qe7Us5go8L1D066rfPxpPLugbWB5UaNg9omFX8JH7vY5JnkeVDZPOiyIyxTVE8xwBbVP5WXewGprsHFIfLDFYQB3uHJww6bBi4ZX76Oct8UA7zMjtzcgybXJ+tB6bNZPzwHEklcg35wl7o9CwXfu4dU0By8YnJWdZfal6AxnJBWTms7zOtc4Y+fbaS4aHa3zbUcPCSXFHi1yVZzm1AdCdg+j/NcXaub5sH4C5nKt2+FQHbGEruV/FKWQaNn8vwFw3Yk+lwFeC5WxP3VP8hfQaNAdKmofBMpFGHJFVSLKIotWcZZygvSjn+c7I92COYYJuHJHuawG+3aqJO0iJwv0kILX4uP1j4dylMV6Mi2Ga51mjRlgAb6Lq6A6ABmG6ee5Xzi5KJjrzRLdf5bJybbBMuTg/y23m55lDzcxknesCluta9Eg3wXIF1LVMVUb1kZnL9UEpLaVgSARrsfbh0EGD46Xve0m8cIzURu99Ki79wq+jYxXIOenCHg8cs4Oks7BwaZxy9guj67iD4pLjPxVXnXFUvOntR8bfz54Z9wmcjlQC8EjtJ1InbtN3tpOeQIfAoAKhmgOU8DNnmagxn+VSuiYKCshcP1jONKqFikiPKiWwcJaYhq1o+EDqGtN7vQhQ9c4azgDzfjFX1OTtZBfsvdMu0TFyfFxzwzXxsAD9rnLK7b3znq69/O3f/D62VcpIBxFz758KltsK4oB3KIiD1H+/S/TABeQ1K7JsOK/pXU69aC1fKOfW99KaIYeb3GfTwvV9SnSt0riOVu1lFMb5zBUQ3qNzdexHXWWVALrmljtjtsoBvvwlEs2ZNy8uv+OWeFTaFqNGcX7gbJIuhM5zEQAMjqvWxmIJJKLErdLMdkoQaX/9mwDLf9mcZXfy/+PPMwEEmwIwfRnGvoCUvtznmVzT1z5uqG19/X7vNjXH69n2e3PbUNv0bPv2bNv/TObr/65tj0CfwPLOE6SU1zVJ3mZ5wbPyiz4Jatu0zyzbY6+3QVAe8I4+tyiwREAyOmjgiV1nb36ho+E9x9go15CrayhVIn81P5ovut6knlMjnI7kyPCkTI9L5xgIE9lJ6mg1/DA6kjJngp7Ll5hua2MrSz5hYqTyNgYbUaSimprxoMY1mTdHpAEjF+Os0uVqZCdzXPNlnwZcpR4TmUw10Er5NmUO0GZaZFqUrhusttlYxFAuBhTgz+Vp7FwokRVTx/lqCjl1AdJsQKmfJbKceXUVUDdE0wCIUEsbYLm3wJcNTGqTrieyjMHvO6tNLSdKMbh750YSgltvzrIMiYyYpKGRTpS2Um86UarYT81ZJp8zxXbazAUMjjRe22rYRL1SidWqwIDTGlk2jRRHCzRE+/8LWC75yIyxI3Vap14XhUZqNWzyGZOajUOnVUs2t4jzmjNPPXNFa0mx/qV9jIUFvgyesYiLYU8rSkSftSDZGLMoqLcJTZC1xB4axJzY0K9Gcx0Lnt1ZcjkLYCLiBTzt6FaNzlXx6N++Mq7ee0L0l2FX5cUozYSQzsRJQ+KR+5+Mz/7XH2P+vfNjMBEnVmQB4RAPF4vC+ea/OS6mbz9aEbIug+UuRXk+fO518fAPrtM6Vr8I16zQ3WVsDxwxTBGRJQL+qDYXCr8Ghch7t9qzRH1++ZkvjKMPmCzV7CFxryLbD8hgHrRwSczeeev46h/vib0v0n1HjNI+Wx7LFXGHptkdXW5XUw3b1HvXQZZDSZbpUl1DULBr5dKYM35MTFQOYkf3wHhs7k0xa/Fd7tvG6iwP7DdM/TxWZxXzlIJwnkOPCetD86E5hmaZmLapht2O9EPWBsD6bFHbnC7hM8HuIO93Tot0TpA/WUSviLayPFhDhRrdBrkJzAE1tCWjpDpb2Ps1R5fzx85NnanWgtBVRMNrzrLuazdZjSz7aAEs0xqipG2HYq1xT/5vgjqBM0cDi84DaxjHpR2B+j0RNkCc1bhzpbVy6jWGADzOOqsnQ0V26Si7ZTyunAmpRZTUVp+1RTvAQo4NsOwJYSR5N1WhMN0pxdXq+YKrAGeS9ofnMOfHTtlSdcHhPcbMTrM8k5gYgKkFqOxwTTWMdg51mR8idv6eypRxZgiQrJ6yVQyQev11KnFy6ev3j2v/cG985bvXx2KBoUOO2SsOkuPpmutmxmNX3uWopGE/wNzvlQJo/X6So4KVU+ajOmVSVTvBmJlGuLNYAAXg2wnrXPDMZ3YqEe+VMo6OhpeUAMY9U6Zq+cNce3xzmQDkEu3p8dpTy6Vn0CPnKSWZvPc8YlC8eecj7Lg6Jo0cEvP32zXmXHtfjHv8iZhwwvMFzF4QXYu6leaxOi7cenJ8bfSo6Ji6c+xz/Y3x2ccf9XpYQbR3qWjIch4AZmkrZZBgkK2jhg3F2tFnu3807wiBKUeYslQGngh8AZaxBRi5zP1bqiosmWvMNR0xd+5KUcD1+yEqlqdnjRPCfFKAdYxA9xKB11ccfkScdeWN8YYl82PpEL0D9T2ALcyXpHPnfZYp+j1A1w91TelcNlyDeBfCcywrFKppp8Eyr3U9D4XskSPImSYFR8KLqHorQu78bJND9Cz1Y4zoNYvUj88rP/ydj8+KLw0ZG5cdckD0PHh33PrwffGIadh+8WotKB1BudmrFD2uFQcGWIRMTA1F2a0Dga9L7fxLl47Kfft/nzoCNde1OSJVTKzmrGbAIBmIG6Og9r7nc1Ure3Nmj/bXfm0OCFzfOPkNUMak/n5L9bk3jboC5w3dvy+U5Y2NWx2bzaEsb858/N93NjwCfQLL0LCHdk3Uy1MF7osSceaOFcOGd3J5uQJmALkGuJgkNn4aolZEV6DnFbrgOqJbBSxb4EvPqddUepxzsDDeLN5FtLdEUngOz3MObjuXN2vlFoEv8m31b0ejMRgxPH0fKI4ZackXPaq2maNnYwXD055yGVWlvq7zTnV1Cpmlx5aIXacpsNhHKd6VQLh5TbuebuYs66nqJzRZG4s80qCtTfHDMCY645w9zAFTQEtuqs2eIkCGYVqoks5Z1nXk2vnOAGHmASdBAYiMe+bnVdVvcnmzDmuKWhW1XKLYJRfbYF33wflRnRRW1LXxWJkC0IpRSc/okGnYOC9aDhF6QW3SmneYaydzJQEJGOUlGmKjqzIOSl6oI8tpSjuiDw27UJrbyuBF7MxgGcGYvIaavDVan2rdRS4OMTbTsEtESXfPyDJgmcXdUMN2dDyppuuoYbstmQO3jho2Y+H1n9R21+jWXVsqxQWYV6onz6pRMJeOgg5aIkFek/RBP7HStfeRExUyH78Y1rVMVVP4DQeAUp9jiUqkbLX/1rFi2jbxpl3GxLa7Kl8YmrMFATV3Cussk4GFqM/Y8cPjPNGcz/mva6TXg/HJusAgVT/VCMBZf6xzGbOnnXVkPO/AbeWUWRMfPefamHfpn2SgwjqQA0L35fmUxuvszDlwPxsCcvze9UWXqdarciNHjRoa9987O5b374pBGrslowfH5HmLYq3EhFZJrMt00XLO+D6637pguQKqpCOukoI2YkXk0AKends+gDrLN8bsPtRZHtR/mAS+RMNW6agO6t/aqZX5npn/S2RZRqjXptZqCzDVNIIyr02w7Ohz40zQfdwurnGZIf2e2ceJ5T1oEraBGKsg1xDnVbJLHO3VemCBMPeOCrZSAljTaDiQr16cfjVnuYiH0XLO61q+CIbGKvauI8vFyQZYF+Ub0J0l74rz0OuedQ7bZa0E24iscoYn5dRri5rFHjPanOPRfhdguONwTRo2jienOhT2jZm4gFU7oFKzIbUfuA8Ra9ZV5bYk6E/Ktx9tp4S8BEUHoIyj6yyXs98ODxy3mXbCucEXu9WeTpwQzIP6w9nKGVxLYJkGjogltHCvhfIu4lzi+RKh67/N6Hjlu05Uzc0h8brFuko5wXHdQ/EOgcfhGp/nHTg1dhw5OC6+7L74jJxMO+JQEhW4Q44roruc2+6Zxz5zr6uGRWoy5BrKUS7MLHpQ3xn6ss9A14jnvdeg8pcc+3TUAkyrU4yoPvNUFd7pXTLFOkWxtntHjmio2/0EGm0X+FOp/KRF6O+rtF4FIAcKhPaQo/uUhMSO2Tc++7L94rBJg+PA8dtF3PaYxmRixHYj4s4Hbo8vDR8Xr1TN4IHzFMVFKZ8wMw5DTfgyCV9ZfbqocQMgUbquFGuOKLQPRgssc95nZLmd10wLoT6bPr1OzrJqKMtJMVqPuklldd40bc/45tU3xV5dma5y8B7764v94+rbrhWLJUt94dxBrGsEEtmMNyC31nkm9zpfU+vkLDP2lLdqi5DlqBl06zseQejTgGWB3OFi1EAn50bzdc02oqnvs8320TF1p7jgit/HyWOniGM9KO655854SqHiRRJN5NxViWivk3bOcjsXHLA8kDrPlKXCQaUxO+2Mv7wadllA/9/+XzNiuTHguD4F7t7f7R39TGdOsXIz2rXZn41FtZ9pxPvZtmtj49QbYD6biHAzBaDep7eDojmgzeuXqoQAqvJVWKovY0T5KFSaKdtU+7G+5272JP7fF5/xCPQJLG+Uhm2wpee2qIBpRPm1jdfS0ee2gnCbho3hnzRZDJCk+q6Php10wTYNm1uT85rU7VZk2WB5AzTsQivm2Ty00hcTsFZBrQpK2jVM/eKqEaKWajTAqQKeQiNuXVOdAhh5KmfjMiQZNaoRkRaws7Mhy9pkWRTyyjRmGIINoTDnEFbqsa7CcRAAO407Rpsj5lZebecRu826D8aaKcMGy7VsjHtVBKtqvdAEFABqxiZzCFPB1YZyaQ8AKfOI2+rmAHfMxKqAzhx262eIKznC1opQNKnaRWgNAGtne+bpcpYnWM6IsJ0xROEwDm1sQ7UtzAV7xHPOaY+XIAZvI9/dkR/nNRdBtFw6MuCIlOkbMBww99VeX1PHnb5XVfLWfTMig3Gd0ec67iVPlLUMiNR/GIsah2uppOOksKMjeQ5mNxTGAU6KToMYEAHOj3S0dBRRI/fOTh3EmbhPFcFLqqXTKC1Spn7JIM7UtHbuM0B4kWqp7jh1Uuywy1bxfIHlbXad5PGeq9qdRB1ctgtATa6icvVGKKLyP9c+Gucrd27a96/QoZ1jZSYDRrT+7pxZmqbvDBzQGROmjo6ZKj3V79YHo4OyUO5nrgOvb6/t3Pd5H8PCkp+bDpK1gCPFihETxOhD7Ky/xmGgPEmrqW+KMiwOmxJ9tD5AcYJxnR0HrEnSEBpOum5yjJk/r7mM+vTrGBwzBZbn9AEsk7O8uwS+iCzbXWEF4rLfDVBQNC6gAZYBXbbSflmbtKxGhL2GWDANIb6yNteoLFLmLJc4HYDaooT1bGEPJnDpr/FnLN1r8og5d6v4HUKFXq95jR1Szj3X+JR1D+AnAl7LOXnfWYSrOBi9d/VvtYGf5TmvZ2n8neZgBlGeWc4RbzpFOUsQGyuOLHKju+3MTGcPbXYlAvwmFYjrN+yhpKUXpgj72QKMCRh4Xub45xjaAVVyqB3F9krLszWrJ5QzqDoHDQZTK8NOKUTAiu0IWOavNT+bhjo3ne+Uc4n3EH8GKUqLgyqjmcly8qlFe3iWvrdKWh2zlQM7/4g9ouMfz4yDn3o0Ln7kwRi7l+r3aj/+8f57nYO6dNlK/LBqU/84/6ZH44rv/i7+X3vnAW5XVW3/edNveg+hhg7SmygKChaKUkQQlWKhPBuWp9j12et7Kvb39KlYALsIFkBRnygKRnpXkBZCgPR6E5L/+I251jk7l0ACH4J/2IcvJOecffZee66y15hjzDlHS02xtJe6pxrHkv5aMaT1wYoSxhklE/mMdVDMfidmmnnl5JepWLKtS8bulPKng2GlfsPN1pAp+h4WPdUJZZ10SEBl4+0uSMeE7MFKR0/iTGHNGsy4qOPMTH85DwqSVQKuJAfFmaMY6L65i2KywPGrlPPgc9feFfPe/R3159D484kHxMFH7BrnPEkJwaRaWTXz3jj7zptigua+nTLqhkUCy7CtCRgyoVZvrcXsY2CWVedZ8b8rCttLgi8zy0XOzTOhW/IpZdhzJd3uFXgcrmPuGDw0Dp84JX544y0xWfG/1F3+2uQp8ekpW8QFl/0xhvRmbhYA+0JJmrsMtYCwEhRS3g7W2PNFf+Y1smFnHHEjY3fpQ7Jqk3SLHwBqlotFXwZYVr1orsXJZgvkbjNsZWy1w5PVFX3xt8v+Gtf0DI2JxCjLvqv0cFxY6tIPoWa0Xn19YuRhqEs2bBzSNQlZBcs4iI48+oS4887HPmbZjX6Cvpos6ymnnBLUjCU78vLly/WMHukasK997Wtjs802s4Wokcz7t771rfGyl73MxwLEmmyqs7/rc4AXNasBbk9+spQIBTzX7MGcj2MroK7n4nzNjNlNENjMmlx/W4HdA33X7Fpq8wIGzz333NhpJyUvnTKlAwzXlgmd8/B77ps6udQorve5TKqxk08+OV71qle5Di/nPf30033u5h/OUWsfNwHpA1272rbahjrVBx98sBVpX/nKVzpt57y1Lf/93/8dp556alCfGMDMdbhmvUYF0NXG/Ja++v3vfx8vfelL449//KOcrBt0zt1fRfAEnSqPyW2vM1gmGza1DWucnsEMjKslw2q7N1bEU60OlrN0Tn1IZwyYk7E4+UgyqQlyC2MHi1bkti4L1Tkms7bmxrvIlfHmFzbB2YBhXMkKamhFuSSkZ1VKm3LGLliu7GCXSUmWogLhlFg6ZhAmxaxjgvkuWM6HOKCnxizXzcjqYLnKB7MEDK+UhZc6uMWbn1lUU87t8+i4KsPuZgbPmqadkk/aljtesWOLZCMA3lk6p4DlEgvISTlvloTJpGDZZmVlLvLkBEXlmMqi2O797xOvdDcDtA/R8WxCLY32hjdZrhpfm/2XMmyO8daVjXyJKTSb6vNwTMYR+8petJsybJwo/EFuWViVslHMePcav12SgHnTnpIlYrOd4Ktc22W+PAZrHe+UMtoZ44OSreH+m06dFZZhsyksY1lt8Wa7weZlbW3rExp2T2Yqb5Rs2N0kQh0ZNk6BIuE3GHJ7CojwuMi5hiqBTMI4TpB49y8dRTmTniWLYoU27B86fu8YrwfiIGooiUFmez9PGzDKrMCK0ECYZWLcJm00Ok773l/ijB9dGlMVN4zk9/62yHvgp0tJ1rRimUE+CXmQjfMdsvUc7V15fho+xw7jJZ1Xtq7BGfO8xnoyJolHzURV6V/AUeZ616uNr+I4wFaAA51nmPoz6ynff3wZLA8YEXeodNTMdSgdNXgApaOQYSfraBVLyVhNw5j/diDUdlo9kSV9vAHW/xlTzAdnrUaa7PlUSy4VUGcZNnHNqahIZ12ufThbcC6kNJoHfQLoymwzHnC+Ye1MMtVllus8tOzWzqciTYYJLusNtl1l4OnghVzTnZ+hxixXW9In1VFJW5jzCU4Tma8+5w1YWSMtw+4m2DIj22CE0x4ZIpHnKYmxSukobjaPKXHNHAJ76bUDQJ3g3eumn02ZGCulyCXvRS1dxfpr4FfGtX7jZ5HO2WXjs19rdQfDxRJqwZqT87eAzJoAz6NyUCxWvd8991g/TnvnK6Nn06mx9623xysXz42ZUka8fcJ6cdW1V8StcgQg4eWiLjukkIPRIwbHZ874Y5x52YzYdcZsxTLr+yFkAxfDvaJP4TVa6xmBpdwW7e3EtJeZxr0bULMO2WaMoSx15pAgy7kJG7g/WK6S81TBoHJgzcwcJDwxllnRQpbxdEyg7MEuhAnZ9u6zTCbJdRzVXnI5pOQbx4vAqUpQbbr5mJg8dXRcMf0W9ZWcBnICDVQugqWbTI6bv/4fEVMmxKqbboirbro2ZuPxE9OOzBmbJVjOUnPJLCfQBCwvVEjHeDGyHbAsQD1SrPEAACRriJoGWDboZo3S5nWe1rgRAsuDyH2gA0YqxOP2papzLKdhr8DGVcNHxsu32yOe9bfr4nOz74yZQp2D9GOyYY9RojDmGuB9qdq3opR8ytrxkoE7GzZOQJvRrLb2+aV0VR4zX6B7FBkM1UBk+0s1fpYrG3bWiwYIa97fsyTOmzopPrWXsmHfclNcfcllsd0OcrwMXxV/ufLymC1meZGYZeTVToqmiy0TWCaZ2Vg7GEDnv/EAACAASURBVFh7sqbzEDPLaQ9s9ooTXxWzVK2A12NVZzln0xP3VQEmYGmfffYxYJo4caJB1r2qHgHbOG7cuLjoootiq622Msg84YQT4r3vfW+ceOKJBtVDlLW9+QJE8tnFF19ssP2pT30q3vCGN8hhs8zn7f+q5YkeLK62Auj+JXgeqC4w16jfVXaU6/D7t7zlLfFf//Vfcc8998SECRMMgJugvbavtqspe+Z+119/ff92vfVw/ifY557f8Y53xOtf/3pfY/LkyYrHv+t+ALWeu9m22q6mXer3/Rl9+oT+qeFbFUR7mmsBBUzTX/TNl770pQcc2P3Py3n4M2bMGIPx733ve7ZLk5l+4s6Sx+7O1wksbz3lWZIoTbZ3OLP2ZrIp4lddE9ijo7JdxEoVXk0bMcriIP3LY2pN4G4CJpfHMLvRBaNshnH3G1DzuNXDtsssm68yoOY3XWa5ss81Rpj4vwcDywX4FmbZYXN+2CJzy7qiuVlNkN0BUnWT7w1tFyyvzqCnB971kc1IFLBs4ESsbMKH1Vh2rGomtGY2zbjYzkawsi8Gwo1s2GrgCjMLySxzGxnXXGTYhX1JIAwzSVRegi3ul80RnmUe9JRLGsrmVbJXE9iAP8uwFVcIu0+8qmw61H3FJknviY1Ehl0k3/ww49SrDHv1Pu+A5ZIpmHHUqRUNu2l7IZPXtZEFVmk0IMl9U2XYHAMj3F+GTUKgyuhj00xkBmBd8TiTYQNqHLMso65Jhr1CG+seHj7a2A8ZMyKOe/PBsdXk4WZicj4iUdRGUjFulE/hNUQbwI/PuC8W3X5nbH3VzXGhNrLLFU83sMMsJ5PGw8AyXGMjxkHGb7tgkTekuVnNzXfCxawHy28KA9eQpFfnUF/JmJwby6wPjkPA0vsClinlhgPOsbf6LNm2/jLsErNcJPOrOWxYu4ixFVieKbA8Y+G61FmWDFvZsM0sMxYBHyUB2yoxtVlnucSJFjDb53J3CcYG6AbJCUAcoSW7bIDVtmUCVsOKY8fAzwClJAFzrC/XIhGVYqyrosHx85k80JJg2dN1wYmd1/Fku8a5AiNM0j+uz3kcs2znoXfxnjsDKrMsO/q+fEwmcwN+wBzSdzCF/oQ+IcmU1givJ5zJcx4WvRsygUPKZd4A8MWZUyXWudbmfDZDXd5bpaD7GKbrWxxNYik7Al113cDPwNwxy43QHjOiuXYU/Jq5FbR2GHMb9BMT3QSMxCxL4l9yF3hs4WSRoSh7Z8k7dsV5WR2KrNkoIfSZ1zvWVrUIZxfODdub1Usa2IWzl8RxR0tqfOJzBFaWxIZ3zVNyr4Fx7pRJ8dZxE+Kiv/0t5pGlWDLjCvwAXqN0r9+6ZV78VVmnV37p3FipLNKjdpgacxb0xeA/XytR0TDJkpG613mVbHw60vK54rVd92wblcggYtgJ9XCLZaeMa+465ACe9JkZYRutguWaO8EfFck7MeSA5Ryv9J/HR3ZPGWddpRN253mUSeLSnXGf1guca32Kax6uEnAuD2k7LomBChW5c6dN47ZvfiB6eu+LCy+f7rEJY+tMzgKVhISwMaau8HAlPhzick44ASqzLPkyALaTVRt1Rg605VLCzJ9X5Nw+BgCb+SxGOBu3q4Mrrnm5a9lj2bFq5yVaL84aMSo+On9m3Mt6pvtYRF3jIuc2WHadZ7XRMmwGldpoZrmqOPJaK8QajxubGbsxHGCZbNisE8infB5KPun6rFWsG6ExcIlKeb33mc+IVVIl/F1s1eZPkjxc6oTLrrw0Zgn8LJLzgMoGlK8yWFaSMMDwWDkhuBbrPJJvVe9y1m7v4zRGXnLciW2Cr1yWHrNXk1l+3vOeF7/4xS/i6quvjic96UkGtx/+8Ifjgx/8YBxxxBHx/e9/P2apDNt1111nphn2kfH7pz/9yb8BpD3lKU8xmFywYEF87GMfi4985CPxtre9LU466aTYdNNNfU4A+e233x6Tp0yOpz3taRonYw26p0+fHuPHK0xr443j5z//uYHas5/9bMXij+gA31tuuSX+/Oc/e2zu9dS93IYK/FAp/O7/fqe9Rm884xnPUFjVWH/XlCBzXc554403xjk/O8fnACAyrznvDTfeEBtusGE8/elPNwPd/H1leTfffPOYMWNGzJkzx21rvgCrsMrYgGtUsuSKK66IK668IiZOmOh7HqU8Ek0nwWWXXRZXXX1VTJo4Kfbee2+tL8M798U5z//V+U6gB0O/0UYbmRWHOa5AvrLK//M//2N2G0Z/u+22i2tVF52+2HXXXePc886NPsXFHXTQQXJuDfP98x57oCLABm9/+9vj4x//uPsH23LeNdXkfswG7BPswusElknw1Tt0qlmVwcRtebuVckxkdd57aeOUcbqwSUVCyEPHDGKJJTMLkDG4yO8MTs1MJiCrsaCuWcpGy7JKHUU9XTZILu2TG5SUHtfY2SqlBSCWa+v3XelxfoZc0/K0RiIayhHVGD23B2koQKDI9ZxoyiWyGmBe98QD3/eOJcympjQwNwzaiBEP57IoKbHmGehjuHYFy5Zh45HO9jnOEYamI8POeLhu3VM7oX1cMohVOl42wZVlL7I7xywXYALocPKuIic0Y6RXevuTZe8wAmvIhs1DH5Ygs3XXbLE1llcPXm/cc7fERszZYXkVpsEsqDZvWWe5m+CLdzUBmaXAsEhs5NXfgFzYoUxklpJ+11M1i8TYkd29AWajtvq1+Z7NtzODq+21fSSPsSQX54MBwerXMhOpNmXMcgINl92BWdZvYb1qYjVK4SSjX1UStW5nnpuxYLt7LKXDKGMxEwzlzh5mObNhd+2VSd0SjOaJMuNu3qfHf2GWB5KdWayLs/QWttPAU+NqyWLJu9cfHSPunBV/2GS9eMPbDo4jlQynR38KynXm2JFiL0SohEiRGCbZ6LfOuyHO+uRZMRpZIgm0BNboz5Rkpi2QMhsI+x5KkiW9T3km9wmzmTXXc5SyGc/YW37j8xSwbIdNtUWR4Va7L+2A5SoDzrmfCo3c1FewTHkh9pTYGJCXNs2ySSS4c6I8XcvuGDPLwwuzvPYEX8Qs72RmOVUMXQaU/XAFy10GPEFdAcsVsJUxlPVvGZySmat/c/wWVs5gmbah2ElGvpNV26tOAhRelamrc7dKX5NJLXVdO47KdLwlWM4NuktHGfgls49CgUzXZNV2GIDHGf8HRMHkF8CkNYAEZMiss/trhnmOqW3E3pk4kWv5PjrMcp7ICiLZImdEPkZqErBkKYvTEQcfwNzUt+ZUBX7FrjUpWmahr6CulKDy5ZECZ6brzFqdVyObvZl/3xiyWpyy3aze3Fr/BF88r7L0W3XKlrwXejY5n5bmBQB1ruSxN33h5XGhsilTu+cuZbMfpkR6E9QtwzX4ZsruxK6SJbmCZSS9gwRiRmvOYZNbFP/ac8/iGKbwhq9+/tdx9R9vjL6NpsbY2+4S8Na17CxEUVVK7BXHaDcUBbl1AuhMlqhx1nn2ZP6OfM4lK+tyW449RjshR46eu3xjWbrtmqEn1Mo246zPMvwgS6Z1mGWel6yJVd9e1EcZD53rWZb2yrhmJ4BzSE2pF01iwNtnx/SXHxA9nzg+3vzX6XHo3Nkxu0cSbi1SYwUy66Z8zhwl+VN2bMCfE8Lp2bxA9ejGCXgypnECUIKK5IN5TI4hajYDTi2L1DGLqOEse2aGauZPMsA+Ri0mv/jfpZZ5xS6qKz339rjk1htjsXqJmGUY6pS1ErOcdZ5dFspgGfY7E3w5wEL326e8b7DPgH6k5Tz3YHuHkrFbXh/GUDdmuZTAIknc3L64aOLYeNuee6vG1c1xrbJff7t3QsyZ0Bsn3D0rFiu2eyHMskp6DU1hj5lll9LytZK1pgQVtatd3oom6s+LFLM8QzH0vFpm2WZ41F8VLANM999//zjvvPPi8ssvjx122KHDVMK+MvYBuj/72c/ikEMOMYh+5zvfaUn2F7/4Rct4YSJ5AbhhP/fYY48OUH3hC18Y//u//xs777xz/EMlx+pr2rRpZq05HgAJwOV6gG9enOP88883oP3GN74Rxx9/vNvCi2t+7/vfixcc9gK3G0YUhpcX5/vVr37l+3CMvAY9bDe//9rXvtZp19nnnB3Pfc5z47DDDnO76wtQ+uMf/9jscZWPM0e4R8AyYBLgjoOgssAAZyTnAH6A5k033eTvsBHS6OY9n3XWWbH99tu7vYDb0047rfM9rDHXhskHlNMvgF5eOBJuu+222GWXXexcqIC7stN77rln/E1OURwHgH2cHD/60Y9it9128/G8cAQAlrEPL2yE/B4b//a3v4399tsvvvCFL8SrX/1q3y92fjiJ0B71wfw4vOA6geVtpj4zhgssE0eUUrd8dHZLPmGZsmEEyBR5oNlBJHyWTFYmN1kgA1b9Cq94ssZdz7QBLFLA8rDNbNiwjJXJIl4hE3NVZrnGpmYiJ5qTiabMfNuhTFwfj/6Mv3NdUTbsBsvJtvLQ5xjCsLJeapG3OpFZnpffOJOok5oAgWAgEmQDujm/E02RiEXxgjWOjpN3jikblm6Cr7RnJvgqybvqBtsbD6jbxjFOllVkb2x6xbQN1GYt/eZIdpEcanNGRlLwsTfzsEPqueKk4Bjbwv3AY5yEVWyoQBF8kr+x8LM6DnTP3rg7iVqel/MwHnKThQH1cNbmKJOd4REHMKaDBKVcbmdLzHKnFjPHwJakoyU36boTGOFyLbN3JR45j8m40z4YdF9L73HGEM/I9zXRkhPgYIt6n0iGAVIck0ODa9v5gWyd+1UbMzlcMuxm4rlP3SKZmxlrNYmbZaS+VgHd+mfNbty1RVFW6Ci8/IBuJ+viVzreCdG8affAcGx2JrjLzVbWt85wgbpJtdNJ7EHPBMU13nGvslETFwjDwiaVkmP3xbRJ42Lo6w+IH1xyq3ZDe8TvF82JuwSOYTTcf/pvrjZXvQLLU+5bFrttsY1a1Bv7v+w/Y+aMeyRJRMGRSZdwYji+tNpCf+ME69jCrFTGEWLpHBc8RPWZ47Rld41b+iHdEYA+Nq41njz5Tu7d8ff6D7sTz419cz6mk44+hv2ryf5cd9gbf9lMF7LiQOd2fLT+Rpq81O3LRFVun5mu3ridmOVFV7kvHjwb9pjYbuMDEyzTLYB6cgLwQwB6//rIXrNSht11AsruXltq3zMPyAnQBSOdOWcJccr6c91IoJFx+dgkHUvEHJOwy3WW7bgpEusSP+/Y5wrEi+zZpK1twDpW53euHZknIB163Bdr3QBsVeJ/OSoZ6socYgE5VGoCQa8LYmSdgDHzMXAPnMzndiKqAsQtny5sfDkmQVQyoF6DdB4AdU1W5ezPPiafH9UezkLfeD64WkI9D84D2Zm1uiZuZP5iM/rH6yZLF8DP83f1nAN1HfDaWp1SdtymkWo97VXa5PLJ4Jlz469feUuc/KRRcdQ/bo0FvUNi4VypOwROhgkQmduXzHapYlcz23Gym8StZpbidK4OUJvnayEcL0C9/N4F8dNb58UXLr4zdv6/y2MVSaV0kJ/Gfj5lXDOruuX+VmbxnCuO2FrRgTnKMVYWpQMzP8n1n7HoRHWen91kc3bAeW2S44xSVqVXHZKE46zEUHMqlB+Ml/psdphSCS/KVSdVTOmMzBMbtOEAdHUB2Ugsy6yn7Bj/+YZ9YyvVZl/GZ3qULxaoTRl2xva69jCyY7GpgO6UYUt2TOko11nO+GRqQA8dWhz9Ok/WWW5ksXbtY2XaLvWIeRYv1GeAZUAvCu6ZShJ46O77hNJNxxsv/UMcd8/dcfuSgTG+kXBsmWKWl+vB5MzaBYiSUAsFgeGrztNM8AVrbAn+/FVuHyB2dbCc44PFd/m8ZfH3MaPjpL2eGXHPjLjs0r/EbwerwsDYofHU+fOjT7/FHr1at2GXeZENm9hnwLKzuHuc1QRfJXeDbPSiY04S6Jjh37Rg2WZ41F9rAsuwnDvuuGMHBALaAGAwqbDIBx54YHzmM58xWwwDCov7k7N+Evfec69ZyX2esU+88PAXxgc+8AGzy695zWviTW96k0qVzTMAAzwS90vc8yc/+ck4S7895JBDzcYC8j796U8H4Bqgh5T7kksuiS233NLAdNKkSfHrX//abCmgDuD305/+1GwrwBPWG4DH8QBE4m+bUmVijV/wghcYjJ9+xunxvIOe5/heZOXcz+te97r4yU9+4ve04Qc/+MFqMm3OzTMbINx8AaBvuOEGOxQA/IBswPQZusZLX3q0Ae8nPvEJs8EA9vrchwn+t3/7N4P197///XHhhRfaPjDBgFtk3Z/73OfiXe96l233oQ99KL785S+bwcfJ0IwVB6iPHj3aMdM4D3i98pWvjK9//eu+t3e/+91x3HHHGRDjWPj85z/v+z377LMNnPndrbfeGptsskm86EUvijPPPLMzBlqw/KhPzdydaILyckcgv+jt7Q1kCkgL6mvr9fYVWF5Pa73Ypab0mA2RN4M+U7+YZTatFSzXRFP9pccZkwcoSmaZE2mDTgImbUZ4sLDkd+ss12vVBF88kOtmgEiumpG1PNjNpACsjAzMTPKqNYqd0dgy7G4mVZdl0YPZzJ9eZnItw25sevGUcy0fU6XaBZjbFkV6DGv8oDLs1etJZ6bVZrKzB5Fhd2LvcuODDLADlgub6mQ+5vTyPKgCklku8Yr6V5axqXF+pbYwNrVTgPIzmZk3t9f0McxyZZlKTKNtkYxiOilKBlfAL5uuElPIJtpdrB1VzYZdRmHK6sGgZXzBkoYdJMm6eeNeZNgwWtyDHSSF0fdp2cx5087Y0XYb4GS2PkGke0t962y62MbAIhl/gJmdAoXJNaOErbwfLnHqOl9mpE6w5yRzzjAOIEn5uwF12WxzfcYX13Y/lHugn80SF3uZca3vceA0s8GbXcTu3aztluSpLueN2jDv9Opnxc5/uy1+dfaVikUe5vsadPe8mLP1+vGmtx8am2jTdvAeT41N7vxHnHnDTXGLxspEsRzJOEmGLbBMgq+h2lTPHD8mXnzZPbHRW74T6ykjtVxjdhx4o1skvigznPTJ8yiZK2AxTLxZy2p3WDp93gGGBhXF+eG+QhmQDhuHM5T21LFTx4XZULbz1XFGfxUgRP8BjlMKmvHbdI2z5+MQMZitcZRZ1i5DO1J6OJAEXyodddc6yLBJ8LX9Jgfpd1lGxxmqS6y86wEDtHQ7QzwPcmzyWYap4JhL5Y2dT5b5MmRoJ2C5G+9pIMwxxcGY4ywdJfybkZelozL0AbOYEXYcd85t2mPgh22LU9JjTw48Z2qvDjOD5RyLySwDzEsCv1xM7HSAwawl71JRhGomEwHmmp0J1QxW8bUBlpH54hT1HCoJDg3Eaw4CrkWd5eIUcsuZL40xYva3OgHSycY94VBxHgy9t5NP63Fm26/rkoBFcZTm2k+oAm1ISXWuZVmbepBj6vN54XAffVdl115P6tykv/TeSiOfpySkZH2TLJ11a9j8RTF4saSN7z8+et56bJx68W9jn4XzY4kZPwFQObd6BZi5hz7Vv02wTLZjOWsFhgA6taQPxuhTzOoSZXamVNKqcaPinMvuiO++/fsxUfXHV+lZzH1YJVHHYn0OFxm2515OdIfPIK+3M8nrGTLsmtsh1zNL+Tt5EVLN1Sm3Vdc8nafH5b6wWln/cUJRF5yBVdQA6UxJtpl78fgsewVszZqXeSOIic5mkqQOBddKMciDliyNS5771PjaYVvHTuOGx0I/iEnw1WWEHbPs0lE1G3YXLI8TEPYchzUWQ08bRmBHP88zGzbSaO84OEbnBRTDCCfIpYSe4qORfNNGblglqV41af24UozcPtdfGV+ccXvcvKzHycS6zDLrGsxyiREu2bhHDmdeeaS5BBaMspllg/68DxFMBssMNAA1SQ5HO2Y5AfXyeX1xhcbByU/bL+Ku2+LWS/4cG22yTfSsP0HA+ZJYSqkoxV73yTlDHWVuRMnINYYkOVcSMO4vmeUClqVgoDwV1ztOdZZvF3PGqwXLufY92q81geVLL720A5ZxDgE8b7755pitutpIlQHL9BdAbkPVAkeaDdDl88NfeHgcdOBBvg0YzcooA9p4AXJ/8ctfxPnnnW/Qy3kBrS8+6sVmZAG8gGrYTGKAAduAxsWLF1ueTLwxAJsXccPIh2FdAZfbbLON28R+C9YbcD9z5kzLopvJrZ7znOcYHM6dO9dsKpJy2FruD3ab1xZbbGFAzDVoV2WPKxCHHT/22GMdg813gGPY9iWqRQ6onzp1qhl0QOk555zjNtI+XvUz7h2wClsPsIY15oXzAaaXNgFaAcW0jfMSB821dt99dzsR6n3RT7DdnOPlL395hz0HHH/rW98yvoJBxmmBo4PzY08k9jgGkGTjOJg7b66l4igAAPbV0fBIlcF6tMf3/+/XWyewnMxyEyzrttk0dEAkz4DcfHQTfLH54CHSP9N1Mss1Yc/q2bBzA5/xyJlNM735a8+GnUCYh0ECMpdNoMatZYcJelZP8MW5y4a2yL3xrgOsevSwZkPgzZkf9FWGzXd6qNIefeckJmyNHbNH6aEaR0esnSR+nZjl7maxW1IJyVjDFpyJh3TxricbVYCc7ZWbvLRFN8EXOwhLdHEK1Iytghc8jFOGnZuRGrNMP7FVJM6ZV2ZVJUYbeykpkr536ic214AQtSmTUaUMmwQzZILtlE8yoNZDnnIv7q5uIqfEuJnwpY6LBMtrr7NsR4s3wN26xmuus1xAi/s8M+N2sqSzAaOPdS5k2EgsEyyXBEEAO7WmluvJ5F05Br1xrPGdBnYlwVejfjMMTtbyLSCmSo8LQGEnlgnusHGC5Uysti4y7G48YW5Ks0Y311q5RImrdtwyXnvYjvG7MSPj9P+7ITY+74rY4J75sVzJu27bZcu4a5etoueNR8Tvr7gklmhzzeAaoaQ1C1Tjc0zJsIotkGE746r2VmPlLJsr+dI7vvaXmH/un5QgLlkVZM6OY/WUYUOakvROcji1aZnzA7CJNgrU7zJmsBuzXGrf2hY5Jpu26Ni9SHXrtboxy+mQYEwR4jCEUIDafw8as1zBciPJHHPNoG543EnM8jrUWbYMe9qB6occIys7iahyjJMwCWWDHSyeyzURVbcWs51GBsJIwQvIrImxyvjtxCwX2XPXQcX8z5ivKl/vlB+zEyal0Vk6qunoKrGsOsZqicI+c3XWkk6dZc/LwhoXVtDAHIbca12ube5/sYsubcW1/Mp11Kwgs8fgrIQSlDhifuukeSQqQ3FS1mPLvXHE+O7ymMzrkJ9k0shknxPEEHqBeqQ4+VivHF9MuEoy/axHJFgMxXlTD9dreGHpMyQIFnKF2G85lxxnnfeRoQM5ZgHi1QnUTQaYTLvl3IBsnABmPImpXhWXvurgiA2mRM9xB8UJl/wpTp5/V8xWYq4hshNxosTMApZZ50mkB1juyrBVv1gMaH+w3CewPHjU0HjWbk+NVV//Sezyru9Gz0RtIq0q0H3YMZJlwzAi90sSLvrJ/SGglWMmgbC7jGe1wXI+h52F3vOaeVVCBHgOY1PsWRJ80R8ck3Hm6byxykrPGzsP3Iu5XqSjMZ8jHYk1Jbk8zjNEoRkSwG8ziSG1oHHyDIh7Z/XF84/ePV56wj6xfO4Cf75YzG0tHQWAnSMHw/Be1nd6MJn/efoMJrcC2MUGyz2ObXYWa2fMXl0+zTE4erKGM/2juGYx/STGqtLPRQKdU5Yujt33f26s0kb56uuviquXDo5Jqo/MELIMW31KYi7UAbDfAPG5BdAPKRJraihn6SicTAUsUwJLY0O4RF2msdGIWYblBiwj5x4rp9lHN1hffuQB8Y7bZsQCjb0RcgyMVc3r34wZF2euHBafnjMzVsiBwP3Q3SgWRo8qbbRTppvga6D6okfnPvb4k8QkzvQ8aMFyWdYe5b+aYPmAAw5wAq8as0xTAJRImpH0wlz+7OeSYR98iGORAbOANxhTZMQkn+IFc/vDH/4wvvXtb8XLjntZfPaznzW7DCtNvCzAFyYV6fd3v/tdH3v44YebFQUkA/qQCQN4YaoB74BWQC4MK4w1IA7gCtEGGwvwo52AXAA3TC/fffSjHzVwrXJl2gcj/bvf/c7X4Tsk09wnIB1QSBuQYQNGkUFzTDORGMwrIBwWuX/CMWxEOwC0gOF9993XTC7Al8849yte8QpLyokrJvHZBRdcYNvV+8cWyLCvv/76OOaYY9yOOXPnaJ0YKQfXfMvUK/PcBMuAc4A/yb2QfbPmAei//e1v2+EAACZjN7J52oTNsCWMNv2KkwNnBu0nZh27ry352qM8XJ9wl1snsEzM8vDBGuRwTZQdMQhJEJm1LNlQZeIfy20tySVOjAU7ZYYdCTNSWgE7xzWziWFLgkS4lDnKEkHJbpgAKQwUD8GhJZbXElgYRJiUsmHzxo+Hk6TPFSw77tSys8I4dRjhmggmM8sm4ClgCzkw/zWynVpuXkAbGyg2A659XGOzvREssj9vBhIgZg1Ryiwlg06ys6EPluALNkobtsx0XTadbEJ1vrxWdRw0EnwVINWVReYmePVs2CQXqhlKS1ZmvfeGqmw62dRkzHLDueC4x8wAnfGTFfw14rdLbGQyWIlmMgN0tWlmnc0Nb9lw08cNZg57JSgqsZqMrQKWu4nVkqUFjGWN0ZSRslkbpnHhkloeg2y4cqPmcarPYUg67VHfOht2Pcb3xKawmZW5OhdK8iGYqYYqgWHp8/oe2Nx5T9iI02W8pS3M5uFEKQx/ByAWNo8ES8jWM2M2YyfVDoCDtFeRSDLmJEccMFz0g5iDK5Xh8UPvOzjeetWdcYiSb03WBvCrvZMU/HZ3nLnd+HjJHnsqY+qdcdEtN8ZAxesxS9nEwVSRmZWNXAXLw/V+hNq3QNTHvhtsFnHW9Nj2K+fEyMVLXI4ESS32SgC7ui3sNKmgBqYIp43BJCwd1SxowwAAIABJREFUioOqSpC9mrYwWKosajKb2ALZNU6nBIbJQGU27GRAWGcAhmZ13cfMR23g9W826Om+om52xqeafdTn3azaGXOcSe3ELDsb9tpjlsmGvdO0/QtYzvjKem+ZQAoHQioj/FJDmhmIuxm5EyxnCQv1Syerdtox429L6IrBIdJoOSKqTejHRqy3x0dJ2JSxxsyMbI+l7CUW3rYk1htFRWMtASzbTsaLOXers8kjD7CsNQlnSUJKwBll8dSvAF0v9ekYyHjgXEdrTH1nzvsYxlHOl2TjEwhjm8raApg4hph41u2UYRP7XEAuIM5x7V11C3PR9elLG2kTY4I1uyZFy+zghTXWuV3TuZMNO+/Miaj0eToGcv114raaMVvvq8oJNcAAASqPyEUR0z9/cvS85Lk+z6sv+UOcoAR5iyeO0JxNiTVZmxMsJ5vZJ0ZvKY4r6gELnQFYAMuAq6GSFXMQzPJyg+Uhsd/Tnh2r3vrFGH/RdTH53rkxatliJftCc6Exb4a8gFw7oXCEkkHbC6A3nanuqWB5dWY5M2RnPDLKg+p0XS2vhUcHx5C/gMSaCYxdSmu1fUBTyp92JVQgy5+VsAXGMPPaOT08yEu+jlLZwKEBkisvGxijtpoYw/feKt7+zM2jR1muZwvkwhqzcSSZ831iWynD3CeHgp0i+m0n0zUOMWwvRwUKqZEoamQP/ixahKOiZsOW5FrHYPORdiSmGgu2l/ho7IOaaaHqxI/VpvywHbaMBVM2ju9M/1MMJaZ8DI7xDNECCLPXAWTXGGGSKMJ+005OTKZrZ8NuguWFAtjy7xBHPFDxSrDPOFRwplRmGUaYklBTNH+HC6DcrUzp94rZHifWeIH6+IC9nxWrbpsVl10/PRaorvUA2QibuEwWzgP9x/hynWU9bIeictABjI8jj0aGfYf7qwXLuYQ/2q9mgq/nP//5TqwF+Nxu++1i3tx5BsKAK6TCyH9/9GOxxZJYA4CPPvpo99teT9srnv+85xsQAshgQZkrZ555hiXIyIhhUKskGGk0WbIBwiSUgtUEqAECAZ9IgQHLyIYB5UixyS49bdq0ICYXphWgCrs6ZuyYOOP0Mywd5jsAOS8kxhMmToijXnSU14189uW4Q25MCawKhInBRopc5eAAS8697bbbGtB6PcHBg5NScwCmHaDN72F7K6AECMMs01b+IPkG8MOOIy1/4xvfGHfccYdZe4A5wBopOrZEjg3Ihc2u8eIw45RyQgqO1BxG+szvnhkvefFLDHQB/M1M3QB+2lOdFbQXlhlHBsAX5S7gnP6AWUbCjqwbZrmC5cpcMxa4Zk3w1TLLj/bMzOutE1jeesp+ZpYVyZlxi960ksQK1ixj6fywLXGLBg4szYBlbeIHux4rm/NMhtJMfGVArWMMlvU7gGomGqlAOB+kWcuysDY8pIsE1nwnmxikibACVQKrz2oNZUfVmhEp8sUSI8gDlJrAJBqpUuSsgwubmoDfUl8nmkrPMyB/mePxSDqjc3Lv3hhnDVmOd4wwMYw8QBuSYTaeHFOloUgOAQJRkpJx7W7MciZX4by0iI1F3Qx4Y0hcZ5HGeSNUGCNOlyWo5ATQfWXpKDYwmbzFEXNuX42fLLF3bHBLvGLGkaX0uMfOjjwGi9RyYcky5bXYx7rmK4bQcYDRTGrFMYyTwrLXWE02vAU45UEpPfaGo8pkSYSFDNulyRhR2CaZlJRCM6bwzHeBJi3ITMmwLCX62BvnLFOVss0Ex94Qm2UvMl4ASlET8FlNApbqhprIrB5DizVO5bAZUrJ1s5k3wNf16Cuz8wbqVdpYxm5JEJS1be0OcnuGETtYruX+7Ej4s80LlCBo/MGS7uy3RQwdMTQOvU33qM308c+cFm+/8/aYPXxE7LmpykMtmBmHa9MzU5KkAYpxW6VkL4NhGbCDNuiLJf8cN1Ib9CLPnKdsrpQnAdo+fY+nCGAvjJ2edYpqiep+tBlnvHRKsBkZdZO6dSTplhg3k8ylE4PDs6xXuX7pqxIwnWVnUA8U4AM76JhzpPd+AR4LI2ywVGxaJJ3EcjO9AHiAdGq9coxLR+m8VlbkyNF5hub3gEXdu2O2JcO+ffalcffCtccsr84sJ5OaScYA45mszCxcSTLFhe34KoqQpt2QYQ9wG2QnAfuUvmaMrlUOZnuKygGwbFDXzXZfE3ylXJi1tzKwq4Nl5o1DC7iWgR+ginGfjkjmDkAmSjI+Oyodj1yS1tmade2lZBZrUnUElnrsxkNaR9VPOAIZaMwZJ2brxDXnM6MDliug7jgU6dfMhAHQq/HRZAZevlyyX92DE0L6Xlmncq1ljuV9ZNZ+HGuJutMBlf1PR5eEZ2Utc2QvYBmG3MwyCQML++znVU1EWJh2raNkHLdaSameIFqHLV8SiyeMiiEq53LZG14UPW84koDaeOX0S+L4O++Kf+g4YeV0EutysHnE1Q4jtpY1UkBomUATcbOOrS0xy/ztkj5ey4hvVYZsyXUP2mhabDZnYeyja3zj7Cti23Muck4BLsBaCnj3Y9jrdiqWehXkS1Rwn040YNBw2bHECPP8tKNKbePZl0p5O6rsLHW4Ds7wmrOixtTjvIBZ1nm8dKXMmprSGTNdHHtW99Qs5xrLnqOE1CADZwOBIyBDArLGdsr4eYYPGbLMz3sY8j4lSVs1f0EM3mJynPTuQ2O8+mAiPho591Ar362MXT8bMT5uk/3eIyeh5eU6HUm2Jgrkkj0bthfWmPHXW5llfW6JdY1Z1oA1s6xrjlTprow9zKzaeQxDSs/ThX1x+ujx8Zltt1S8RW+cfeVfYti9C113mcRs2LPGI6cMu9ZwJuN3KefE3Ogwyw0ZtoDwMPX7EMmnGR+MDcYIgN5guWSxZgyNlNNlz2lbxrGSaZ54kwDuuF719fJ48lbbxSoB4WtuujJmjexVaasKliVdL3LybjbsBMvpNB0QRx17ksDD/WXYJGKCyaxAoI2XLI+mf8JfzdJRANgKNpuXIpkUya8AgGTEPuqooyw5BgATQwyTCxvKC+k1IBo2swJrADBAEfBJ2Sn+hgFGfsz1q6OkAlJAJKxwjdf95S9/6ZhfrktJIxhaWGXY5n//9393GSj+BpCSARqgDeA98sgjHXdbM1JzLQAtYJK4ZIDld77zHQPtGqNNLDGMLi+k2rDQTcDIdZFqU1KrSrRr4j/aT9uRhsMSA4gB1SQpg4kGZAOgOZ4aydiCjNnEH+Ng4Hve84KVP+boY8wAw07zoh/4nuzYMOfEkTfjsQG0fE47OI6/673CTuMAqKw2EnjujUzlOEToq8MOPcygmljv973vfQbRbYKvf8KkewinXCewvM16JcEXzHKDTU3ZVGFpO+xGiYPiUdqRYdeMy8TqaPNjljGZZacs8oa5ZrrOrKnJbuSddGOWYTR5jtWY5W6tz4zjW12G/WB1lu0nN5AikVMmQuF6Bt2d0lH3l2ETrZxMVjKlPFYTFBWA7/YViXVHhp1MW3qoS4bS4jiwVLvYlE2CEIoAYjJtbJ/TA9/N+m1bGJh3s7HCtHSPYdOnVhZPfpW89hkIs3FMQEvcKVdwvGR+ZEBdk53x5IcNYDNk9QAAvIBuwAwbI74luRK37M2rQW037rBurmG0GCf13rkuG7Hc8OKRzw1wM5M6sZIoDmpiNc7rGEf9AuUCbXGynxKznPI+Ntdkwc2YZUvC/TuB5Y5EPpULlFxaaecByX+S4ezp2D0ZzS7gzxhQbhSgw98ZOwlY7sqKHVOt7/onCCIZ1X36AuvcJ4CNssLseAEabFLT6USXFMeBDq4MOpuZefeuiKe/fI943Ut2j96Zs2NnLeqg61VarC+44dqYozj/EfOXxLBxQ2L+AAEXXYNyJNQfzYRBOEzYzyv5jTPwYq8BMUcy7IkjeuIuPbiOO/D5seq8i2O3Iz4SfVN6BQrcwGTeYYGKEwV78SKONjF3OsE62elxpjlmFqVHSiA5kx02MKQ5uD12XLrIiZiYR2nTVKtUW2SCO1iyZD/TqYPKhDHADy3Pr+MCIAAnWeLUsTqJ5WBllmugjxTSGSZng+OxVb5mxuy/xqx1TPC1/UbELGepNeYg/VrHuOeT2pNzGZkvMeywSToCW+tz7MgYcGJCbKJz9JW5zH0lEKUSQIk17twvORMyazQ3nHMu5y4mwA5OqgQDW0JK3Ef6DlVPujNrH6XTgXa4XI/agRPS6xjzUOPTYBnZM1cD9DupXwL6dGwJ0OvaThhIFzQcil5eSqK9mvwubyNj1mupQeY873EUkquAE3kGlBCcRH7Mu1xTnHjQQ0JAoiQB8yz0ml3WVscsA5aTuXSby7pgx4zO5cSIOkcmBkvWuHsewmtKpmv97TI+Yu4Gr1wWS8XEqexujBYbfN9gjZ8pI+Oa098fPYrzj7Eq53TTjXHysoVx0l0zQ1WDY5XA10hiWUsGYuaicvAJLNeQHKS2Oh/sZimDBOPHXB3u8kUZf7t4MYC6J8Yo+NRSXN3Xu2atiHlv/LKcPzpOg3vJ4BH6t4qQKcwCELtKjjUcSTMF5nt1ni03HhM3X3231GGysOlNQnfkKJBxal17rGz5dGWo9T4l1kjOq/Mq82MMkNzfLjxMzRpcYrjr+DAbT1I2xod7Tc8sP6MyCZltv5qcO9eHjgy79E/Wyi5KKP1w60P2iKcep0RCKxbEyvmL4yMTJsWPL50VPQfsLgXNlVpbpTBSm11XmDWuOG6aMmy6tJvpukq1tS5SCkDfkVkbpp/24OAYpf7hC9ehV+Kwi4cOjzdtuhFppuM3d98R96m01wABbMvANRi72bC7YBmHJLWgs3RViVnW/RCPjBwbADuvAZY5Zrlj2tOZ0smYzfgQwBX5HbvvsbfONSh+8psLYrLrM6uturHtN9o6Xrfw3jhxzj1SCuXziFh4rsU94XRCgj5Y4ybBMvueAc6G3T/BF0AAsAOoacGyB/I/9VUZV9Z/pLvE1la2mXjc3XffTZLpFxi88oJp/epXvxowj8iiYSJhRmFq6TNYWkA0Dg+AI6AaoIb8GsAMMEPqTWwtSacAv3s+ZU+zpe95z3vM/PI3zhJifQGsJLwCXAPcaCOMJ98TD02yrAoYybZd6wMDlEmIVYEyba8MMPG7yLNhYgGElHJCes59AbK5FhmqkWJXoFw7gXPAdgOEkS+T4Kx5DRhvPgdQI1PHrjDQsPKwuTgXaDOS9wpEYeSpiQyjTww4IBogW79Hpg1Tzrk5JwCa+4eVrteux8LUY2OuiVMB0D39L9PjlFNOsdz8Rz/6odrxe8uxkWzTFzhCaBMOA2wIw13Bda213Dqs/qnT8AFPvk5geev1nqHFfj1t+rpgOTda2vwQJ8YqbHajym1zY1OP6cSCWjpRE4QkQltjzLIT2qwlZplMpsS/mU1Kpuf+YDmlx92Y5W6CryZYzrJCJaa0xCyvVme5JB5JyWnKPlNW3N3kZ1xzjaOjhid1lot8kPu0xC8l390NAwxAcRxgL2+ga53lBMsZO1sdByk9zuzhKdX25tkxpdVeFZgnq1evlTLsIk/Wr8w+yHTZN7l59DGW22b/pQyvsKkV8Lh0lBjL8htin1kkOklxeNDr3JY9Ay7NuuFcYPNUGArL8nLj7N7zMTCIHJ9ywqzNCdjIGLa6uU175eYfNgJbmDU26wTLksCCfxsQmNGqx3g/kzHxtkWJWUb2JyhiSbrvuMiwO8lukoXjfizxNkZL6Wm9T0s2G+WSctMOQJVNG4CaEkYODYDhK9Myy0uV2FJ9CjPPpoYxllNrVcwdPS4OOXnfGLLZenH32N44RuVjBlEveajspqOWiYVYpDIhY8W6rKIen2WdJA4So6KNGudBhk02WY4xo6BrzKNuqeSAtH+fHXePVbOWxmbHfjAmyFO8kjIFMDywhGalit3VPljwKldNVUnGNbOn9MbX8bAp4U9blPq4Jbwhpbopf9coz7Gizd0KwFqj/3Ba1DAEwAvY6T6xjSQC8ovPzKTVuuz0OaWj1D6NJVi7xYuWxfa7bh6bbbtefHbUiBh32u9ivGL8hosluuNuybDXMcHXDhs/V9dKWfkKly8q5b7KHGSdyeRzySgCGpwxW21kbOd8ytCHPCbL/qSqJnUGKaHFqSZgwd+MRatosnRXzvfuvKxlzFaWpFsurVbmLi2pVQawd59tW5KwMR6sWsmQEy+jfNZkhD3OGdfZt3Zscf26hltlRJNKUj87QphjNcFhlo7yqd3/NbY157ydos61YP7X58r5omslFksgbABbEkDW83Qk38kad3Jj+C5guqkZ351TrAGOvSYWnDaq7Zngq8aUozgALGfyLhot/1P8Y9T4mC8wtNX2U2PkM3aIv45UqMPY0RGbKDZ5ojatS5fESVdcH2+cPysWjVSdW8awFBx9AtXUyK1xq2uOWV4dLFuGTTZsy2OzPwBaxN+uoANxQigR1f7rbxVxxc0Rs+bENt/+ZQybsTB6NIev3WhyDNa4XrDFNOjVOHTH9WIbybyfudMGceDVC2Lbz54VvctVt8j3XmOWs7qFHbP9wLJhqscec637rMlkkunE6IJljjH9nyqTooTgPX1DP8L8d559Hq819rmAZV9L7fN56A95F9Qjg6RaWkGppw3HxW0bbxSv3Gv9uOY316j8Vk/cOf2OmPSUzePNb35ObKy6zfL9ZTbsTsbsZI1rzLLBst4u0jGjGtmwl8A+az70StJ8n8Cys2hrbexVDgj6hBm3UHHEPdqg76K5OWGzJ0WPkhX94oILY6yOWSK0zDHIsGGCm8zyPJWusgy71HlmDaaqzmjiozusMaWjlHVbJTYSIJGELMEyg4H2MBYQEwwUu7z/rnt5z/Xz838fq8bL8aFjhqht+22xXTxdMZX/Oeu2mAvdrc+Rk48Qq86Q4tk5b56uJRbbcv8Clo9/9WseMGa5GQvabtRzXv4zXtUh4RWsMkVruFCN2W1+tabP6vdNAPlgn9Xvmudak5Pkger9NmOR+7e/Zopufl6l2M37qECz/21XoFjvpSl5bt5T//ur12tKv9d0bpwLD2TDZox0/7jops2qPLqWjoIVJ5HYad88LY479rjVLtv/WtVh2jwIBwjsN3+afdjOwX/G7Fv7OdcJLG83dX89wNfXYrvUG/0q0XV20QKKUuZc4nTNuAL8AIlFMlyINEtMkbV5e5QxTzAsrlsJSALasoH0Jip3DICiCsy9ieBh3yhPYULWpZDIvtuIWa4AkbMWkMQzHmCZW8q8VsogeWWmXzytGeuXsLHGZJlFMWucSU7YxFuIZoazW9ezxieyUQSU+U7ZrJnFQRqVknTXGe1s8gF+JcbbiWpyM4KUnM103ShbutkAy3nvsEEJlms/0EcGdmYQ6wamAOG6cdf9ZCbcjM/LDKW5ee1viwTmTRm2kbDtTpfAztN/yfaW8lKd+0yngJll3xcbkpph17vtvDYbZNsr4zmrDNvXlgHMLOscLqVFXxXnAkDTiVuK4iCBHdmu2SvgPc/SO84czJizvYgrThlnBW01YVXaFNapy+ZxDP1sFq5cK5MRZfy2E+2wadd/zjrOMT43m/YiGdV5l+LYwEVU5kj2cSNrcrWFEx9hL22U1I1Lh4+K2ZN747ZxYrI++pK45K5ZIeyjmqzcaWbXhdUYOxaJNTGQYhCUMZvsqmzUGLt9AtPIOseMqTHLJA1RXU5tqDe4ry9OGzsp3rXNTrHqY9+NfT7xTcVcjomBAt6AZZi9OmcryMr6yHnvKfHtJn1yAjmkVpak5xyxiqPmAuA3es+mEAauR7u4hQvkhMFZVJhlRpbBsmxBnxfXQQnB0LXYRHrc5vhi7ntNwZEnKw+XlHzchJGx21M3j2123DSevPMmcYOue8GvrokZF/89rrvwtrhj/mUxY+4VHtsPVjpqyMAxsfO0g3S/JSQBm1jCWwEkNdzp11yznDSpKGYyEVMCP9rnfAisjwbUWSouj0kpPzMkS/rknPO6asCSkCXl01nOyXXB63gtGYg5LussJ7PfiXu3wsMrWjKyMIf6PaoBA8gCYFnbsj6yT+FzVadasr2wi7DPLC6sbekIGaa50Qn7QE5uZU0pHWWQkjV6E2jhXOUY4Gmu+1aLVMcMx/NbxojXqbQRcxpJL9fK2ZsMbBP0+xlCm6sD0W1mDqBgSrktTXCWcb03T897OyJTtbNMCowNtpwSP//0a6Jn663iZ9dcHNNGDIkPjZgUZwxTgq2Jo+OPSuK1qfII3LpI1xs+xDJaQMsyAeVlJdO1N0EwwgI6q8/FlQZWYzUXAWeOWW4c4zAJvQBaY8YAGvVex6ycsyR222Z7JRLb0N+7j/5wnYo3ywm92bj4j+uujc9NnBKnLJ0fR9y3iEiN6FVh388NmxTfPuUbsdkVf48VUlZUdYhLqbnvs8QfihQD1RypHWcOw6E+a8wa5wprFQf1wgfj3NFJLJ3vOIq5h0zAhiMi5fUZXpSlo9KZ7Gt5vmQsen1lbH5xyuncK3QzK8XALhX7Cxs7rG9p9AwbKaZU0tM3PSt232/b2EDs+jwxpxMUM1wl8IsFOnkBhLkYDrQ5WhudDbsA0UVi8Dl+jAAs8m2cKYBMWH6SrmGfxYt1b7LKGGW2/seAQfHSvZ6GJyu+/6eLY6rGwQryOwhQk/BtpEE3c12qIPUr9eqH6AHHUwGJtcLdBZZRiZXxsUAxy1IdiAQscy6l4smQJ3gnwdcwtW9Dzb1Tp64fX9xi2zjn3N/oXonux8GmfpyNTQTCldeCUlo8q7i38eOSHWacLdZ5UI70ygmUYHlgvODIY+JWyVR5keGYTMcwyzCaMGfNsjidDmr/8YhaoAmWAVPN91wIkAQgqxJp+qQpS+b4+r6CQ0BgffWXCfPe64fnQKoM+Js/tU5zrevLsRUE1rjj5vk4R/9r1TY3f9ffYDUpFp/Xe6tydN5XkPhAcbrNdq6pM/ie9lZ1RH8b8ZsmAO5/7TV933QgVAdBfxCNbbgmydPIZE3CrzqHqk3rtfhtjcGmvSgBKLuFjJ3a08SgN50FbczyIzrt1vlkBst10lE6CikDMgiKdNfXvnu/MCaMW08TcWnGjullRoONWpEQ56TLbZATtvgDHg5ZNiUf/Qlearknl5nxuaixW2KfyzGWNBqUJABjS8rv8qHNRhMZcJnsBkX5IMqSFj5aYColvqXJfgjx8kax0x72IHxRNqblGJggbxT5OPcp3vTzxkBOf3c/yzg07id94vlb/p3XSrDA5/n454tMgGZQ2/iNWSVvIPLCnfNig9LuWiM6r5We+7rh49R18+P7LreWm2psyj1Vm3ItNqrJ6nBNExjlPjNpVvZn977yPHlifuf0abmQe/vU3xbZvuY5+K3vQSe11JHNbbVXxzbZH7UfPKYKYK9OV/dPsXH/9lXb1Puy1NOb8jresv0cxzhxMqSycfORBYTUsUP7at+kEyVjppGi5liij9MW7uPSXkYoicu6/VAeeqUtea1i49LHbo9+U8eF74V4y8WLYuXWG8YGO0+z5BrWeIJKyFhq7k2gnBZiHTIOLZlkNlkuWYKtdMx9qrk5WPREvSYMh0va6CwXCZB/c9yE2Gn69bHd1f+I5YoJ5MAcb0CT5hzJscOrbnZrHxvAwFjaWeJDit2Zjxn3mmMOBnBlTFpvtP69Mu6ZucAPLoOnMm9t92KL+12rM5ZXH/++Ny1UkyWVHT5yWGyx1WQlSMGpoUQ7MubIUb0xa+6SuGz6jLj8qovi6uumu43EKeEN5sHEBhG5FDFcvMaPnhwHHXCEvssScjSqo5Tg/srYrOsNfeI1gDWugmWPMzYFZV5jW87E1Pa6luPOY6msSayQnAdHBeseV86xKODnMVbnc86xOk8KHvSJyc1Q57yvVUdsY35ny7JdrLll5vuzXJ/rKOeYLNVVnZlcq87x7O4cM91rZdxqnVO+jhf+nAucJ8FZHlOBeranMGKlTXzvKNcy9jwmyvytz5W0WZ7X7bGdUnJew3/cTA+y+iQo7WOtwsEjNDNoypjYdfuNxdANiA2X91nGP1ZAeA6bL+UCwOm1AImqwA8xtAARXoBf5uMQfWjWlrkoR5XnYmrOHSdMfO1gAWxADeBsuQA2wDrna55rmZxgQ6ETsQ7OQLHWI9SOE6aqOsVgMdt8pWROHH+KYk53X7JApZIESikjpDaiy+nVT6/vGRy3XH5L9M6er/CTdNx6nSrO5bRjfubkhKUP+9uMZ5/tXNbTzrO5iP3zPI3neRnYde32TdEfAGH3T95XPpvps2SB/awj/wefFgcU73DZDdL9m/WGaZejZAjAWevewqkTYs8pI1BIa/6WPYi+W4nMhPW9lG5KICFm1fHjnB/nu129TnyVo4bQBpx9mXuEubdSC7PntPp1opxmd/QOj3dLTnmEato+d/7cWKxjV5VjcIzUjf4y9RmA21Ju3yiOXomCxCK7C3RXS3V9ruVjOAKng8YgMcwcwf+Xqj3USR4uu13aOzK+MHZ8fFwAd4yY9/uYRzpmiXwNjEVClaq6iefAID70Jzi4cSgKnEuSnzH9AxQX+eG4u2RQ/tSnPuWyNsSCsg42N+ctq+Xu+ae91sQCP9SLrYkNrud4OOdf22+a3/f/t2d13QQ8wI08UHsf7D4ejk36s9rNtvW/xwe757V9V+cvf5MYjJhkEoIhn19b39RzEwN97bXXuOZ1k7FfF3s+VNu0x6+bBTrMMh3S9GqQrrx9tRZoLfDEskDF9U+ku66ecta8q666yt55vL814Ub1uj+RbNLe67++BYofqtPQdF21r0fTAtVJ+2hes17rkb52XedOPfVUJ3SCPKlsYV0j1wZ8Hgs7PF6uWYFSf0Z5TfdX++PRuPeHcq2Hcuyj0fZ6jbW1a23fP9S2rmm+rK1fm5Lx+u/+QLkFyw+1Jx654ztgmVNWuQSJAwgwb1+tBVoLtBZ4oliAchlk1aybROpRkgykfbUWaC3QWuAi/90UAAACBElEQVSJYgESLpGciMzKSEJ5rY1dfKLYpr3P1gLrYoE6X/pLrR/st/3l3Q8mX1+XNrTHPLIWWA0s1w4mtTop4NtF8pE1dnu21gKtBf51LTBFCXve/OY3e2OIHJx4od/+5rf+dzM+61/3DtqWtRZoLdBa4KFZoBkXyjp36KGHxj777NOJk2yerWWWH5pt26OfWBZYG3tcrfFA82hdft/OwcdmTBksV1C8to58bJrYXrW1QGuB1gKPjgWa5Snah9KjY/P2Kq0FWgv861ngkYwZ/de7u7ZFrQVaC7QWWHcLdMDyuv+kPbK1QGuB1gKtBVoLtBZoLdBaoLVAa4HWAq0FWgs8vi3QguXHd/+2d9daoLVAa4HWAq0FWgu0Fmgt0FqgtUBrgdYCD8MCLVh+GEZrf9JaoLVAa4HWAq0FWgu0Fmgt0FqgtUBrgdYCj28LtGD58d2/7d21Fmgt0FqgtUBrgdYCrQVaC7QWaC3QWqC1wMOwQAuWH4bR2p+0Fmgt0FqgtUBrgdYCrQVaC7QWaC3QWqC1wOPbAi1Yfnz3b3t3rQVaC7QWaC3QWqC1QGuB1gKtBVoLtBZoLfAwLNCC5YdhtPYnrQVaC7QWaC3QWqC1QGuB1gKtBVoLtBZoLfD4tkALlh/f/dveXWuB1gKtBVoLtBZoLdBaoLVAa4HWAq0FWgs8DAv8P9yjy+7PuUcgAAAAAElFTkSuQmCC" width="420" /> </p><p> (Flooded areas in light blue.)<br /></p><p>OTOH, the study refers to the loss being "fertile lowland," which is likely correct - areas with the least elevation differential to sea level will have the least erosion and highest accumulation of soil and organic matter. To the extent the settlers could actually grow crops and not just pasture, this would have been an especially important loss. The paper doesn't mention this, but it also looks like the flooding could have made it much harder to move from place to place on land. People could move in boats I suppose, but moving livestock that way wouldn't be easy, and boats were likely in short supply as they ran low on wood and iron, and apparently never acquired techniques to make sealskin kayaks from the Thule (pre-Inuit) culture.</p><p>As the paper says, sea level rise is a contributing influence, not the only thing causing the Viking collapse. We'll see how much better we can do better in modern times.</p><p>Finally as an aside, it's interesting to think about how the gravitational mass of ice can attract the sea to itself, something that rises and falls over time like lunar and solar tides (although not as predictably). Seems to me it could be thought of as an "ice tide" that moves at the rhythm of the climate cycles.<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com7tag:blogger.com,1999:blog-16612221.post-81665976125900910642023-02-14T19:02:00.001-05:002023-02-14T19:02:18.916-05:00What do physicists want?What do physicists want has always been a useful question for killing a few hours. There are lots of answers, tenure, a job, escape from the incel lifestyle things like that.<div><br /></div><div>This being Valentine's day, and ATTPs Willard having opened the door with a rant on Post Normal Science (which, as Eli has pointed out is really Pre Normal Science, the point at which<span style="background-color: white; font-family: Georgia, serif; font-size: 14.95px;"> something has been observed, but no one quite knows where it came from, what it means or how to understand it. </span></div><div><span style="background-color: white; font-family: Georgia, serif; font-size: 14.95px;"><br /></span></div><div><span style="background-color: white; font-family: Georgia, serif; font-size: 14.95px;">Science actually has a way of dealing with such situations but t</span><span style="background-color: white; font-family: Georgia, serif; font-size: 14.95px;">he initial flailing about to reach a useful understanding is later used by those who oppose action to obfuscate by insisting that still nothing is known, what is known is wrong, or at best that more research is needed. Oh yes, natural variability.</span></div><div><br /></div><p style="background-color: white; font-family: Georgia, serif; font-size: 14.95px; line-height: 1.3em; margin: 0px 0px 0.75em;">But sometimes the initial flailing about for a scientific solution can produce long lasting Policy responses. These can be pernicious, and involve serious denial of reality.<br /><br />Proposers of the discarded theories often still clutch them.<br /><br />They attack the scientists. They always point back at the initial confusion. Choosing up sides happens in the Pre-Normal Science stage before the scientific consensus emerges, but persists<br /><br />Vested interests provide the money.)</p><p style="background-color: white; font-family: Georgia, serif; font-size: 14.95px; line-height: 1.3em; margin: 0px 0px 0.75em;">But enough of that, Willard's rant soon turned to Sabine Hossenfelder's Ode to Beauty which she sees as a pernicious disease of physicists</p><p style="background-color: white; line-height: 1.3em; margin: 0px 0px 0.75em;"><span style="font-family: Georgia, serif;"><span style="font-size: 14.95px;">Sabine, if Eli may say, is very confused about what physicists want, which is not a beautiful theory, but a terse theory which can be used to understand most everything or at least the next bottom most layer of most everything.</span></span></p><p style="background-color: white; line-height: 1.3em; margin: 0px 0px 0.75em;"><span style="font-family: Georgia, serif;"><span style="font-size: 14.95px;">The problem is that nature may not be susceptable to a terse understanding at the Planck level and even if it were people may not be able to understand that description.</span></span></p><p style="background-color: white; line-height: 1.3em; margin: 0px 0px 0.75em;"><span style="font-family: Georgia, serif;"><span style="font-size: 14.95px;">Eli has always worked on the theory that quantum mechanics may not be harder than we think but may be harder than we can think, in which case one takes what one can get and has another carrot.</span></span></p><p style="background-color: white; line-height: 1.3em; margin: 0px 0px 0.75em;"><span style="font-family: Georgia, serif;"><span style="font-size: 14.95px;">Shut up and calculate.</span></span></p><p style="background-color: white; font-family: Georgia, serif; font-size: 14.95px; line-height: 1.3em; margin: 0px 0px 0.75em;"><br /></p>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com1tag:blogger.com,1999:blog-16612221.post-39505226583746811642023-02-14T17:42:00.001-05:002023-02-14T17:42:25.837-05:00Look Who's Fighting Ocean Acidification<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://upload.wikimedia.org/wikipedia/commons/7/79/Sea_otters_holding_hands.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://upload.wikimedia.org/wikipedia/commons/7/79/Sea_otters_holding_hands.jpg" width="400" /></a></div><span style="font-size: x-small;"> (<a href="https://upload.wikimedia.org/wikipedia/commons/7/79/Sea_otters_holding_hands.jpg">Source</a>)</span><p></p><p></p><p>(Hello folks, Brian here btw)</p><p>I was doing some light reading of the 200-page <a href="https://www.fws.gov/project/sea-otter-feasibility-assessment">Feasibility Assessment: Sea Otter Reintroduction to the Pacific Coast</a> by our friendly government staff at US Fish and Wildlife. It's actually surprisingly readable, unless like me you need to plow through the legal aspects.</p><p></p><p>Anyway, one interesting piece of information from the study is that otters can create localized reductions in ocean acidification. It's the identical process for taking carbon dioxide out of the water column, which might have been obvious but I would've guessed there would be too much water exchange to have localized effects. The process is that otters indirectly promote the growth of kelp, in rocky areas, and sea grass, in estuaries. For kelp it's pretty simple, they eat the things that eat kelp. For sea grass, they eat crabs that eat slug like animals that eat the algae that grows on sea grass and limit its growth. All that removes carbon dioxide from the water column, enough to have temporarily reduced the acidification in the area. Kelp is the ocean equivalent of a forest and seagrass the ocean equivalent of grass meadows (surprise), so the environmental benefits from otter reintroduction extend far beyond carbon and acidification.<br /></p><p>It would be helpful to get some quantification of the reduced acidification and its biological significance, but given how bad it's getting, I'd assume anything is helpful. This could also be relevant because one of the few adverse economic effects of reintroducing otters is they reduce some shellfish levels to low (but healthy) levels so that fisheries can no longer rely on them. With acidification coming, however, that might be the fate of those fisheries regardless.</p><p>The point I'd like to make is that the study underplays the benefit of reduced acidification, only describing it as "locally" beneficial. Yet for carbon sequestration, they acknowledge otters can't significantly contribute to reducing carbon globally but local sequestration "is important as all such changes are cumulative and collectively they are necessary" (page 77). Well, the same holds true for ocean acidification, anything that helps to collectively address the problem is cumulatively important.</p><p>As for whether otter reintroduction does happen, I certainly hope so. I think it's mainly a political problem at this point.<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-38999893755092400542023-01-14T17:06:00.002-05:002023-01-14T18:10:01.822-05:00The My Pillowfication of Twitter<p> Some, not Eli to be sure, think that Twitter is going down the drain. Ethon is of the contrary opinion and points to the ads. Ads, in case you don't know, are what brings in the money, and most of them on Twitter these days, are, let us say, of the but two and get ten free school</p><p>So let's take a look at a few</p><p><br /></p>
<blockquote class="twitter-tweet"><p lang="en" dir="ltr">This is the most detailed tutorial video for correctly setting up and turning a regular MIG welder with regular MIG torch to a Aluminum welder. It is a proven solution that guarantees working.<a href="https://t.co/UbZbvG8FwQ">https://t.co/UbZbvG8FwQ</a> via <a href="https://twitter.com/YouTube?ref_src=twsrc%5Etfw">@YouTube</a><a href="https://twitter.com/hashtag/kickinghorsewelders?src=hash&ref_src=twsrc%5Etfw">#kickinghorsewelders</a> <a href="https://twitter.com/hashtag/aluminumwelding?src=hash&ref_src=twsrc%5Etfw">#aluminumwelding</a></p>— KickingHorse® Welder USA (@KickingHorse_US) <a href="https://twitter.com/KickingHorse_US/status/1572241025334386693?ref_src=twsrc%5Etfw">September 20, 2022</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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Not even NFT, but NFT adjacent
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<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Japan, a country once known for technological advancements, but which has lagged behind in digital tech, is aiming to position itself as a leader in Web 3.0 with a national strategy to boost its digital economy: <a href="https://t.co/bSWLIafZNA">https://t.co/bSWLIafZNA</a> <a href="https://twitter.com/hashtag/DigitalTransformations?src=hash&ref_src=twsrc%5Etfw">#DigitalTransformations</a> <a href="https://twitter.com/hashtag/NFT?src=hash&ref_src=twsrc%5Etfw">#NFT</a> <a href="https://twitter.com/hashtag/NFTCommunity?src=hash&ref_src=twsrc%5Etfw">#NFTCommunity</a> <a href="https://t.co/K5osarIHDH">pic.twitter.com/K5osarIHDH</a></p>— The NFT Newsroom (@ingram_llp) <a href="https://twitter.com/ingram_llp/status/1603058658706857984?ref_src=twsrc%5Etfw">December 14, 2022</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Get it 👉 <a href="https://t.co/D6aEYtdv3b">https://t.co/D6aEYtdv3b</a> <a href="https://t.co/9n1wU4vziD">pic.twitter.com/9n1wU4vziD</a></p>— Unimeow (@Unimeow_co) <a href="https://twitter.com/Unimeow_co/status/1613492716444454914?ref_src=twsrc%5Etfw">January 12, 2023</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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and, of course, crypto
<blockquote class="twitter-tweet"><p lang="en" dir="ltr">Busy 24 hours making and taking profits over at <a href="https://t.co/0N90O1qTRz">https://t.co/0N90O1qTRz</a><br><br>🤑🤑🚀🚀🤑🤑🚀🚀<a href="https://twitter.com/hashtag/BTC?src=hash&ref_src=twsrc%5Etfw">#BTC</a> <a href="https://twitter.com/hashtag/Crypto?src=hash&ref_src=twsrc%5Etfw">#Crypto</a> <a href="https://twitter.com/hashtag/ItsWhatWeDo?src=hash&ref_src=twsrc%5Etfw">#ItsWhatWeDo</a> <a href="https://t.co/RQp2hRjtPy">pic.twitter.com/RQp2hRjtPy</a></p>— Getting Started In Crypto (@CryptoGetting) <a href="https://twitter.com/CryptoGetting/status/1614152189659983873?ref_src=twsrc%5Etfw">January 14, 2023</a></blockquote> <script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script>
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EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com1tag:blogger.com,1999:blog-16612221.post-69358399969759331292023-01-08T19:28:00.002-05:002023-01-08T19:28:32.754-05:00Posturing <p>It's 2023 and the latest on the street is cobalt is mined by children in the Democratic Republic of the Congo and cobalt is needed for batteries, thus we can't have cell phones or EVs. It's like last year's this is a big copper mine in Chile, therefore it is a lithium mine somewhere or other and therefore we can't have cell phones or EVs</p>
<blockquote class="twitter-tweet"><p dir="ltr" lang="pt">Escondida copper mine.</p>— Paul Farrar (@PaulDFarrar) <a href="https://twitter.com/PaulDFarrar/status/1609271911648739328?ref_src=twsrc%5Etfw">December 31, 2022</a></blockquote><p>Children working in mines is something the world needs to confront and do something to stop, but it's not just cobalt, but pretty much anything of value that is mined and it's not just now but it is historically always been something that needed to be confronted and the solution is not to stop this or that mine.</p><p>Siddharth Kara @siddharthkara has been trying to stir this up, but in a very, one sided, cobalt mining by itself is evil and Eli has been pushing back </p><blockquote class="twitter-tweet"><p dir="ltr" lang="en">It's not just the Congo and not just cobalt mining. Here is a place where you can really make a difference. <br /><br />Donate<a href="https://t.co/QKscRKKsUO">https://t.co/QKscRKKsUO</a></p>— Eli Rabett (@EthonRaptor) <a href="https://twitter.com/EthonRaptor/status/1611568601441484802?ref_src=twsrc%5Etfw">January 7, 2023</a></blockquote> <script async="" charset="utf-8" src="https://platform.twitter.com/widgets.js"></script>
<p>As <a href="https://www.unicefusa.org/stories/mission/protect/world-day-against-child-labor/6203?gclid=CjwKCAiAqt-dBhBcEiwATw-ggBTmJn7HtODqfXMGNbbkjfXfOVtI_5yGYTOZsdj-a3DHXJ8ArNfWFBoCy04QAvD_BwE" target="_blank">UNICEF puts it</a></p><p></p><blockquote>Parents don't make their children work out of cruelty. It's out of necessity, to help families survive. </blockquote><p></p><p>and that is the reason why anybody who points to children mining cobalt, lithium (or coal or diamonds or gold) needs to support funding education for the kids and better jobs for their families so they don't need their children's earnings to survive. You can <a href="https://www.unicefusa.org/stories/mission/protect/world-day-against-child-labor/6203?form=giveprotection&gclid=CjwKCAiAqt-dBhBcEiwATw-ggBTmJn7HtODqfXMGNbbkjfXfOVtI_5yGYTOZsdj-a3DHXJ8ArNfWFBoCy04QAvD_BwE" target="_blank">donate</a>, even small amounts, especially monthly, will help.</p><p>Or of course, you can always be traditional and claim this is why we can't have cell phones or EVs or why Tim Cook or Elon Musk are awful for not giving their bottom dollars (to be honest Elon is awful, but this is not why).</p><p>What Eli does see is that the denial whiners are using child labor as a cudgel against renewable energy (see copper mines above) and this is getting through to others who really do care. It's the same with homelessness in cities, the people who rail that Democrat's are awful are quite happy to do nothing to help. <a href="https://johnquiggin.com/2022/12/28/why-the-us-right-is-always-wrong-and-how-both-sidesists-help-to-ensure-this/">John Quiggin</a> had a nice recent post on how the right maneuvers</p><blockquote>The latest iteration relates to housing policy, and the claim that Democrats are the party of NIMBYism. For example <a href="https://www.theatlantic.com/magazine/archive/2023/01/homelessness-affordable-housing-crisis-democrats-causes/672224/">this piece in The Atlantic by Jerusalem Demsas</a> states<br /><blockquote>liberalism is largely to blame for the homelessness crisis: A contradiction at the core of liberal ideology has precluded Democratic politicians, who run most of the cities where homelessness is most acute, from addressing the issue. Liberals have stated preferences that housing should be affordable, particularly for marginalized groups that have historically been shunted to the peripheries of the housing market. But local politicians seeking to protect the interests of incumbent homeowners spawned a web of regulations, laws, and norms that has made blocking the development of new housing pitifully simple.</blockquote>Demsas is way off the mark[1]. Biden’s infrastructure package included provisions for multi-family housing to be erected in traditionally residential zone. These provisions were vigorously resisted by Republicans, following the lead of Donald Trump, who used racist scaremongering to mobilise opposition. </blockquote><blockquote>More generally, the YIMBY (Yes In My Backyard) movement is now ascendant among leftists (AOC is a notable example), as well as moderate liberals like Biden. There are still plenty of left and liberal NIMBYs, but it’s Republicans who make NIMBYism a majority view.</blockquote><p>And it's the same with child labor and slavery in mining. No one, except maybe the mine owners and the parents who have no other choice (and probably the <a href="https://www.oyez.org/cases/1900-1940/247us251">US Supreme Court</a> and recently <a href="https://www.cnbc.com/2021/06/17/supreme-court-rules-in-favor-of-nestle-in-child-slavery-case.html">Clarence Thomas</a>, who have an awful record on this issue) are for it, but too many are willing to tutt tutt and ascribe the wrong to our need for batteries, rather than thinking about the root cause, deepest poverty and how to help rather than ostrich the issue.</p><p>Few also appear to understand that life in the mines historically has been exceptionally short and exceptionally brutal. In the first century Diodorus Siculus wrote about life in the mines</p><blockquote>… the slaves who are engaged in the working of [the mines] produce for their masters' revenues in sums defying belief, but they themselves wear out their bodies both by day and by night in the diggings under the earth, dying in large numbers because of the exceptional hardships they endure. For no respite or pause is granted them in their labours, but compelled beneath blows of the overseers to endure the severity of their plight, they throw away their lives in this wretched manner […]; indeed death in their eyes is more to be desired than life, because of the magnitude of the hardships they must bear.– (Diodorus Siculus 5.38.1)</blockquote>“No Time for School in 1911,” shows a group of young boys, aged nine to fourteen, at the end of their ten-hour shift in a West Virginia coal mine.<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEg7thqk4yf1n7nse_qO9kCjOBKrnFVByWIS09rgVj_afTYALeT17VneWB8LqAFYjnVOKU5JUXYuwL51udKvugBT7GUnq4XG0EdWKYMGxFf5OC97jkP8KdKkNNM9-CSA2JlbUlvu3QXm5EM1u5knzPRdOnTJc7Js-5XdMZ7Qf-2UzBpstim_YA" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="799" data-original-width="1000" height="392" src="https://blogger.googleusercontent.com/img/a/AVvXsEg7thqk4yf1n7nse_qO9kCjOBKrnFVByWIS09rgVj_afTYALeT17VneWB8LqAFYjnVOKU5JUXYuwL51udKvugBT7GUnq4XG0EdWKYMGxFf5OC97jkP8KdKkNNM9-CSA2JlbUlvu3QXm5EM1u5knzPRdOnTJc7Js-5XdMZ7Qf-2UzBpstim_YA=w490-h392" width="490" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;">Kids working in mines disappeared in the developed world not so long ago. Although he can't find it, Eli remembers an interview with one of the kids that the Supreme Court condemned to a life of toil and poverty. Having grown up poor, illiterate and his health broken, he was asked what he got from winning the case (the mine/cotton mill owners brought the case in his name and his parents). His answer was one Coke on the way back from the court.</div><p><br /></p><p>Step up (the answer is yes, before you ask) </p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: left;"><br /></div><div><br /></div><br /> <p></p><p></p><blockquote and="" are="" away="" be="" bear.="" because="" belief="" beneath="" blows="" bodies="" both="" but="" by="" compelled="" day="" death="" defying="" desired="" diggings="" dying="" earth="" endure.="" endure="" engaged="" exceptional="" eyes="" for="" granted="" hardships="" in="" indeed="" is="" labours="" large="" life="" lives="" magnitude="" manner="" masters="" mines="" more="" must="" night="" no="" numbers="" of="" or="" out="" overseers="" p="" pause="" plight="" produce="" respite="" revenues="" severity="" slaves="" sums="" than="" the="" their="" them="" themselves="" they="" this="" throw="" to="" under="" wear="" who="" working="" wretched=""></blockquote>
<p></p>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com1tag:blogger.com,1999:blog-16612221.post-28288033097308942702022-07-23T23:59:00.000-04:002022-07-23T23:59:25.091-04:00More Hydrogen Less Methane about the Same HO<p> Recently a bunch of wanna be paid attentiontos have made a grab for the majic ring by selling their view that the global warming effect of hydrogen is gonna be major. As usual such rumors spread like lightning on Twitter and the like.</p><p>Uncle Eli is here to tell you that this is finger on the scale stuff. The kick off was "Global modelling studies of hydrogen and its isotopomers using STOCHEM-CRI: Likely radiative forcing consequences of a future hydrogen economy", Richard G. Derwent, David S. Stevenson, Steven R. Utembe, Michael E. Jenkin, Anwar H. Khan, Dudley E. Shallcross International Journal of Hydrogen Energy <a href="https://www.sciencedirect.com/journal/international-journal-of-hydrogen-energy/vol/45/issue/15">Volume 45</a>, 18 March 2020, Pages 9211-922</p><p>It goes like this, Derwent, et al. modelled the effect of injecting a pulse of 1.67 Tg of H<span style="font-size: xx-small;">2</span><span style="font-size: x-small;"> </span>into the atmosphere and find that it has a global warming potential of 5 on a 100 year basis. Their model shows that this is because the H<span style="font-size: xx-small;">2</span><span style="font-size: x-small;"> </span>reacts with HO radicals which are thus not available to react with methane, CH<span style="font-size: xx-small;">4</span>, so the concentration of methane, an important greenhouse gas will be higher. There is also a secondary effect where ozone, O<span style="font-size: xx-small;">3</span>, is produced.</p><p>The TL:DR or as the bunnies call it today, a Tweet, is that </p><blockquote><p><b>H<span style="font-size: xx-small;">2</span><span style="font-size: x-small;"> </span>is introduced to take the place of CH<span style="font-size: xx-small;">4</span> so to make an honest calculation of what happens in a hydrogen economy, (finger off the scale) you not only have to pulse H<span style="font-size: xx-small;">2 </span> emissions but also decrease CH<span style="font-size: xx-small;">4</span> emissions by a similar amount.</b></p></blockquote>The simplified kinetics of HO in the atmosphere is an equilibrium between HO and HO<span style="font-size: xx-small;">2</span>. HO is very reactive and once formed finds something, anything that is not totally oxidized like CO<span style="font-size: xx-small;">2</span>, to react with. It only lasts for a second or so. HO<span style="font-size: xx-small;">2</span> is much less reactive, but still lasts for maybe ten times as long. There is a constant interchange between them and regeneration by other reactions.<div><br /></div><div>Murray et al. have a nice schematic of HO atmospheric chemistry in the <a href="https://www.pnas.org/action/downloadSupplement?doi=10.1073%2Fpnas.2115204118&file=pnas.2115204118.sapp.pdf" target="_blank">supplement to a PNAS article,</a> which Eli will borrow with a couple of additions, adding the H<span style="font-size: xx-small;">2</span><span style="font-size: x-small;"> </span>reaction with OH and the termination reaction for HO<span style="font-size: x-small;">2</span> by recombination</div><div><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhtjc_yi8tyjZbAyEx-nCPHiOWm1hhvPjHh-h53Nx2GM2LvEli0xWgTTfLkaCif9DU51nypOaslV-ym7Gmqod8zyeCdwxTLEceqaECTL8Gfg-gsZ6nrMUEspAVNJqCNnnNiTni37g-Mjqg1flJpDqC7peW_Pd9xw7Q637thOs77EWTn7M2Qrw" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1137" data-original-width="2000" height="364" src="https://blogger.googleusercontent.com/img/a/AVvXsEhtjc_yi8tyjZbAyEx-nCPHiOWm1hhvPjHh-h53Nx2GM2LvEli0xWgTTfLkaCif9DU51nypOaslV-ym7Gmqod8zyeCdwxTLEceqaECTL8Gfg-gsZ6nrMUEspAVNJqCNnnNiTni37g-Mjqg1flJpDqC7peW_Pd9xw7Q637thOs77EWTn7M2Qrw=w640-h364" width="640" /></a></div><br />Sc is the reaction of HO with CO, which accounts for 40-50% of HO reactions in the atmosphere, methane accounts for about 15%, the rest being ozone and other hydrocarbons but on a rough basis Sc is the reaction of HO with any carbon containing molecule except the totally oxidized <span style="text-align: center;">CO</span><span style="font-size: xx-small; text-align: center;">2</span><span style="text-align: center;"> </span>. </div><div><br /></div><div>S<span style="font-size: xx-small;">N</span> and L<span style="font-size: xx-small;">N</span> are the source and loss of NO and NO<span style="font-size: xx-small;">2</span> respectively. NO conversion of HO<span style="font-size: xx-small;">2</span> to HO is what maintains the equilibrium between them</div><div><br /></div><div>The basic reactions are</div><div><br /></div><div style="text-align: center;"><span style="text-align: left;">CH</span><span style="font-size: xx-small; text-align: left;">4</span><span style="text-align: left;"> </span> + HO → CH<span style="font-size: xx-small;">3</span> + <span>H</span><span style="font-size: xx-small;">2</span><span>O </span></div><div style="text-align: left;"><span><br /></span></div><div style="text-align: left;"><span>Followed by a series of reactions which eventually lead to </span></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><span><br /></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjCFYL-seb0Xw8ypV7yfWsZ8r9aUU0SVDMXyVJKc2KlZ2upL8ZhgWH_mpkt10VgUvzxv_hPql8hrhVSVO0GDfs89Mc_TTbgSuzloVeGKqSqwurNRfRuIM4U479dxGlHnOjlp4oQRc2EKZbvGqu4wi2wnCRj8NRpKme5KQYl_FG2AJWYlB0-Aw" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="746" data-original-width="1600" height="298" src="https://blogger.googleusercontent.com/img/a/AVvXsEjCFYL-seb0Xw8ypV7yfWsZ8r9aUU0SVDMXyVJKc2KlZ2upL8ZhgWH_mpkt10VgUvzxv_hPql8hrhVSVO0GDfs89Mc_TTbgSuzloVeGKqSqwurNRfRuIM4U479dxGlHnOjlp4oQRc2EKZbvGqu4wi2wnCRj8NRpKme5KQYl_FG2AJWYlB0-Aw=w640-h298" width="640" /></a></div></div><div style="text-align: left;"><span><br /></span></div><div>the reaction of CO and HO</div><div style="text-align: center;">CO + HO + O<span style="font-size: xx-small;">2</span> → CO<span style="font-size: xx-small;">2</span> + HO<span style="font-size: xx-small;">2</span> [R4]</div><div style="text-align: center;"><br /></div><div style="text-align: left;">For <span style="text-align: center;">H</span><span style="font-size: xx-small; text-align: center;">2</span><span style="text-align: center;"> oxidation</span></div><div style="text-align: center;"><br /></div><div style="text-align: center;">HO + H<span style="font-size: xx-small;">2</span> → H<span style="font-size: xx-small;">2</span>O + H </div><div style="text-align: left;">followed rapidly by</div><div style="text-align: center;">H + O<span style="font-size: xx-small;">2</span> + M → HO<span style="font-size: xx-small;">2 </span>+ M</div><div style="text-align: left;"><br /></div><div style="text-align: left;">where M is anything that does not react, in the case of the atmosphere nitrogen mostly. It represents a pressure effect which confines the reactants. These two reactions are often put together </div><div style="text-align: center;"><br /></div><div style="text-align: center;"><span>HO + H</span><span style="font-size: xx-small;">2</span><span> + </span>O<span style="font-size: xx-small;">2</span> <span>→ H</span><span style="font-size: xx-small;">2</span><span>O + H</span>O<span style="font-size: xx-small;">2</span> [RH]</div><div style="text-align: left;"><span><br /></span></div><div style="text-align: left;"><span>In the troposphere, conversion of </span><span style="text-align: center;">HO</span><span style="font-size: xx-small; text-align: center;">2 </span>to HO is driven by reaction by nitric oxide</div><div style="text-align: center;"><br /></div><div style="text-align: center;">HO<span style="font-size: xx-small;">2</span> + NO → HO + NO<span style="font-size: x-small;">2</span> [R5] </div><div style="text-align: center;"><br /></div><div style="text-align: left;">and NO is regenerated by photodissociation, which also yields ozone. This reaction occurs whether independent of whether the was formed by oxidation of <span style="text-align: center;">H</span><span style="font-size: xx-small; text-align: center;">2</span> or CH<span style="font-size: xx-small;">4</span> .</div><div style="text-align: center;"><br /></div><div style="text-align: center;">NO<span style="font-size: x-small;">2</span> + hν + O<span style="font-size: x-small;">2</span> → NO + O<span style="font-size: x-small;">3</span> [R6] </div><div style="text-align: left;"><br /></div><div style="text-align: left;">These chains are terminated by</div><div style="text-align: center;"><br /></div><div style="text-align: center;">HO<span style="font-size: xx-small;">2</span> + HO<span style="font-size: xx-small;">2</span> → H<span style="font-size: x-small;">2</span>O<span style="font-size: xx-small;">2</span> + O<span style="font-size: x-small;">2</span> [R8] </div><div style="text-align: center;">NO<span style="font-size: x-small;">2</span> + HO + M−→ HNO<span style="font-size: small;">3 </span>+ M [R9] </div><div style="text-align: left;"><br /></div><div style="text-align: left;"><br /></div><div style="text-align: left;"><span>Looking at the scheme for atmospheric oxidation of methane HO is consumed in many of them and only regenerated from the reaction of NO and </span><span style="text-align: center;">HO</span><span style="font-size: xx-small; text-align: center;">2</span><span style="text-align: center;">.</span> The reactions scheme for <span style="text-align: center;">H</span><span style="font-size: xx-small; text-align: center;">2</span><span style="text-align: center;"> is much simpler with only one HO radical consumed per oxidized </span><span style="text-align: center;">H</span><span style="font-size: xx-small; text-align: center;">2</span><span style="text-align: center;"> molecule. So on the whole, per molecule, less HO reacts away.</span></div><div style="text-align: center;"><div><p><br /></p></div></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com1tag:blogger.com,1999:blog-16612221.post-62259899877601791462022-07-18T23:34:00.004-04:002022-07-18T23:34:49.926-04:00Empathy and denialism<p>Anyone still here?</p><p></p><p>Anyway, Brian here - been off, doing stuff. Like everyone else on the planet, tracking what's happening with covid. One thing I think I may have picked up from the doctors and medical professionals trying to get people to get vaccinated is that empathy is the best approach. I'm thinking of doctors like <a href="https://twitter.com/MonicaGandhi9">Dr. Monica Gandhi</a> with backgrounds in HIV harm reduction, before she switched to covid. Empathy, as opposed to pointing and laughing, is something I could consider doing in response to climate denialists.</p><p>One response to this is that when it comes to the small number of paid denialists and the larger number that are deeply psychologically invested in their side's tribal victory, nothing will work. So why not point and laugh instead, and maybe shake a few fence-sitters down to the rational side?</p><p>I think empathy can also bring those fence-sitters down on our side. At least that's what the doctors think.</p><p>Eli a long time ago said something to the effect of differentiating between those who merely visit the well of denialism and those that have drunk deep. I suppose that's kind of similar except for reserving the verbal knives in a few cases for those deserving few. </p><p> Anyway, something to think about, and a happy to summer to all. May the climate denialists at least go get their covid vaxx and boosters. <br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-70191479532359409092022-05-29T16:17:00.003-04:002022-05-29T16:17:46.659-04:00Give a Man a Solar LampSo how many times have you heard the cheap bastards proclaim<br />
<blockquote>Give a man a fish and he will eat for a day. Teach a man how to fish and you feed him for a lifetime.</blockquote>
Of course they do neither, but they belittle those who help daily.<div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKuajfE_dqb-aImwc9mrtgexF_bfkuAKm38eppeSGstiZXczj8HmVIK6aiPnotrXWOGRGclZWeRte6NDnX3neoPY97exGg-YOhLofdfDU4ML7YhHXV-BR6YCUvhCxK97uVzmC1z1DifxbVfj7OilnGqWRwsmN5vWVRZEBRbUMdD_apBUSd9A/s730/china-icrc-solar-led-lamp.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="410" data-original-width="730" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjKuajfE_dqb-aImwc9mrtgexF_bfkuAKm38eppeSGstiZXczj8HmVIK6aiPnotrXWOGRGclZWeRte6NDnX3neoPY97exGg-YOhLofdfDU4ML7YhHXV-BR6YCUvhCxK97uVzmC1z1DifxbVfj7OilnGqWRwsmN5vWVRZEBRbUMdD_apBUSd9A/w519-h292/china-icrc-solar-led-lamp.jpg" width="519" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div></div></div><br />Talking about getting useful power to the really poor and isolated people in the world, it occurred to Eli that
<blockquote>Give a man a kerosine lantern and he needs to go out and buy more fuel forever. <a href="https://www.cnn.com/2012/01/10/tech/innovation/solar-powered-led-lamps/index.html">Give him a solar lamp</a> and he has light for a lifetime</blockquote>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-46335406223039101512022-05-29T15:33:00.002-04:002022-05-29T15:33:22.514-04:00Eli Rabett's Simple Plan to Relieve the Burdens of Student Loans<p><span style="font-family: inherit;"> Student loans are forever with us, many never are able to pay them off. Recognizing that this sad situation is a result of shifting the expense of education from the public purse (yeah it used to cost only a few buck to go to some pretty good places like the UCs, William and Mary, etc and even the privates were a lot less expensive) to the students' pocketbooks. Especially viscious is the cost of professional education, law, medical schools, and grad school if there are no grants around to support Research Assistantships.</span></p><p><span style="font-family: inherit;">So comes Joe Biden with a plan to foregive $10K of student debt.Well one good thing that the Bidens have already done is to turbocharge the <span style="background-color: white; color: rgba(0, 0, 0, 0.9);">Public Service Loan Forgiveness (PSLF) program after the Trump, deVos disaster years. Eli's social media feed is full of former students who now see $0 on their balance. As one of them wrote</span></span></p><p><span style="font-family: inherit;"><span style="background-color: white; color: rgba(0, 0, 0, 0.9);"></span></span></p><blockquote><span style="font-family: inherit;">After 20 years of federal service and multiple tries at getting into the program I was finally approved and have a $0 balance. It feels absolutely amazing to be free of student loan debt.</span></blockquote><p><span style="font-family: inherit;"><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service">To qualify</a> you have to </span></p><p></p><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service#qualifying-employer"><span style="font-family: inherit;"></span></a><blockquote><span style="font-family: inherit;"><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service#qualifying-employer">be employed by a U.S. federal, state, local, or tribal government or not-for-profit organization</a> (federal service includes U.S. military service);<br /><br /><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service#full-time-employment">work full-time</a> for that agency or organization;<br /><br /><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service#eligible-loans">have Direct Loans (or consolidate other federal student loans into a Direct Loan)</a>;<br /><br /><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service#qualifying-payments">repay your loans under an income-driven repayment plan</a>*; and<br /><br /><a href="https://studentaid.gov/manage-loans/forgiveness-cancellation/public-service#qualifying-payments">make 120 qualifying payments</a>.</span></blockquote><p><span style="font-family: inherit;"><span style="background-color: white; color: rgba(0, 0, 0, 0.9);"></span></span></p><p><span style="font-family: inherit;"> and meet these requirements before the Republicans get back in and tank the program again.</span></p><p></p><p><span style="background-color: white; color: rgba(0, 0, 0, 0.9);"><span style="font-family: inherit;">But it looks like Biden is going to also foregive $10K of student load debt per person. That will zero out loans for the third of borrowers who have a debt of $10K and more than halve the burden for the 20% with debt between $10K and $20K.</span></span></p><p><span style="font-family: inherit;"><span style="background-color: white; color: rgba(0, 0, 0, 0.9);"></span></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjAlCRuSPQNXfuhEGZFfpVSuQbUdM_vgCoy3_kpsgZo0vKFy25Gfm9Jw_rIhqccqadVJFikKv0-68Gxr-UDXqbVIDseBMyqbNANYbQqMoKzUwm_Y_F-tPuZt9coe3mComhLh8nk1lGr_0_QR2zw1zacEPTCyT-wFYSNI4Sn8fu-qJHF9f4f0w" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: inherit;"><img alt="" data-original-height="601" data-original-width="1190" height="325" src="https://blogger.googleusercontent.com/img/a/AVvXsEjAlCRuSPQNXfuhEGZFfpVSuQbUdM_vgCoy3_kpsgZo0vKFy25Gfm9Jw_rIhqccqadVJFikKv0-68Gxr-UDXqbVIDseBMyqbNANYbQqMoKzUwm_Y_F-tPuZt9coe3mComhLh8nk1lGr_0_QR2zw1zacEPTCyT-wFYSNI4Sn8fu-qJHF9f4f0w=w642-h325" width="642" /></span></a></div><span style="font-family: inherit;">But what about those with substantial debt. Well Eli has a plan. </span><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">First, inflation is going to help with a bunch of that. </span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">Second, how about dropping the interest rate on Federally held loans by a couple of percentage points and allowing those with private loans to refinance.</span></div><div><span style="font-family: inherit;"><br /></span></div><div><span style="font-family: inherit;">Remember, Eli's simple plans are always best</span><br /><br /><p></p></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-27212645868702736412022-04-05T17:29:00.001-04:002022-04-05T17:29:16.735-04:00Dr Valerie Masson-Delmotte on the WGIII report Part 2 Know your nomenclatureThomas Kuhn wrote that scientists could discuss their understanding because they agreed on the meaning of terms. This goes back centuries to <a href="http://chem125-oyc.webspace.yale.edu/125/history99/2Pre1800/Lavoisier/Preface/discours.html">Lavoisier who, while creating chemical nomenclature pointed out that science consisted of</a> <div><blockquote>The impossibility of separating the nomenclature of a science from the science itself, is owing to this, that every branch of physical science must consist of three things; the series of facts which are the objects of the science, the ideas which represent these facts, and the words by which these ideas are expressed. Like three impressions of the same seal, the word ought to produce the idea, and the idea to be a picture of the fact. And, as ideas are preserved and communicated by means of words, it necessarily follows that we cannot improve the language of any science without at the same time improving the science itself; neither can we, on the other hand, improve a science, without improving the language or nomenclature which belongs to it. However certain the facts of any science may be, and, however just the ideas we may have formed of these facts, we can only communicate false impressions to others, while we want words by which these may be properly expressed.</blockquote><p>Those who have been here to Rabett Run (and gone, Eli accepts the blame) know that denial of science is rooted in distortions of definitions. </p><p>Dr. Masson Delmotte start her analysis of WGIII <a href="https://report.ipcc.ch/ar6wg3/pdf/IPCC_AR6_WGIII_Annex-I.pdf">Annex I of the report</a>, by looking at some of the terms in the glossary, to establish what is being discussed. There are many more, and anybody looking at the WGIII AR6 would do well to look for them before engaging on any topic</p><p><br /></p><p> <img alt="Dr Valérie Masson-Delmotte Profile picture" class="mx-auto rounded-circle" data-action="error->twitter-profile#error" data-controller="twitter-profile" data-twtrid="54886635" src="https://pbs.twimg.com/profile_images/1326492393156341761/X0imL669_bigger.jpg" style="background-color: white; border-radius: 50%; border-style: none; box-sizing: border-box; color: rgba(0, 0, 0, 0.84); font-family: "lucida grande", "lucida sans unicode", "lucida sans", Geneva, Arial, sans-serif; font-size: 16px; margin-left: auto; margin-right: auto; vertical-align: middle;" /></p><div class="mb-2 d-flex align-items-center" style="align-items: center; background-color: white; box-sizing: border-box; color: rgba(0, 0, 0, 0.84); display: flex; font-family: "lucida grande", "lucida sans unicode", "lucida sans", Geneva, Arial, sans-serif; font-size: 16px; margin-bottom: 0.5rem;"><div class="flex-grow-1" style="box-sizing: border-box; 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box-sizing: border-box; cursor: pointer; font-family: lato, sans-serif; font-size: 1.7rem; letter-spacing: -0.003em; line-height: 1.5; margin-bottom: 20px; overflow-wrap: break-word; padding-top: 20px;"><span style="box-sizing: border-box; vertical-align: inherit;">The glossaries of the </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/GIEC" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#IPCC </a><a class="entity-mention" href="https://twitter.com/IPCC_CH" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">@IPCC_CH</a><span style="box-sizing: border-box; vertical-align: inherit;"> reports are valuable resources, which provide precise definitions of the terms used.</span><br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">For group III (attenuation), the glossary is here: </span><a class="entity-url" data-preview="true" href="https://www.ipcc.ch/report/ar6/wg3/" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">ipcc.ch/report/ar6/wg3/</a><br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">Some new features!</span><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">🧵</span><span class="entity-image" style="box-sizing: border-box; display: block; text-align: center;"><a href="https://pbs.twimg.com/media/FPlBofnWQAMUSG6.jpg" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;" target="_blank"><img alt="Picture" class="b-loaded" src="https://pbs.twimg.com/media/FPlBofnWQAMUSG6.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 15px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; font-size: 0.8rem; margin: 10px 0px 0px; max-width: 100%; vertical-align: middle; width: 700px;" /></a></span><div style="box-sizing: border-box;"><div class="entity-url-preview" style="border-radius: 8px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; margin: 10px 0px 0px; max-width: 100%; width: 700px;"><div class="d-flex justify-content-between align-items-center" style="align-items: center; box-sizing: border-box; display: flex; justify-content: space-between;"><div class="border-right align-self-center" style="align-self: center; border-right: 1px solid rgb(222, 226, 230); box-sizing: border-box;"><a class="img-cover" href="https://www.ipcc.ch/report/ar6/wg3/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-attachment: initial; background-clip: initial; background-color: transparent; background-origin: initial; background-position: 50% 50%; background-repeat: no-repeat; background-size: initial; background: url("/images/loading.gif") center center no-repeat transparent; 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display: block; font-size: 0.85rem; font-weight: bolder; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"><span style="box-sizing: border-box; vertical-align: inherit;">Climate Change 2022: Mitigation of Climate Change</span></span><span style="box-sizing: border-box; vertical-align: inherit;">Intergovernmental Panel on Climate Change Working Group III contribution to the Sixth Assessment Report</span></a><a href="https://www.ipcc.ch/report/ar6/wg3/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><small class="pre-url" style="box-sizing: border-box; color: #1da1f2; display: block; font-size: 0.75rem; margin-top: 5px; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"><span style="box-sizing: border-box; vertical-align: inherit;">https://www.ipcc.ch/report/ar6/wg3/</span></small></a></div></div></div></div></div></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311326278209537" dir="auto" id="tweet_2" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;">By the way, what is #climate </span><span style="box-sizing: border-box; vertical-align: inherit;">change mitigation </span></span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/att%C3%A9nuation" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">? </a><span style="box-sizing: border-box; vertical-align: inherit;">These are human interventions aimed at reducing greenhouse gas emissions or enhancing their sinks. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311333916090372" dir="auto" id="tweet_3" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><br /></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311333916090372" dir="auto" id="tweet_3" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">New term, "avoid, shift, improve": <b>avoid, shift, improve</b></span><br /></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311333916090372" dir="auto" id="tweet_3" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote>Reducing greenhouse gas emissions by avoiding the use of an emissions-producing service entirely,
shifting to the lowest-emission mode of providing the service, and/or improving the technologies and
systems for providing the service in ways that reduce emissions.</blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311336604639234" dir="auto" id="tweet_4" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Carbon footprint </b></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311336604639234" dir="auto" id="tweet_4" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">Measure of the exclusive total amount of emissions of carbon dioxide (CO2) that is directly and
indirectly caused by an activity or is accumulated over the lifecycle stages of a product' (Wiedmann and
Minx 2008). </span></blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311336604639234" dir="auto" id="tweet_4" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><span style="font-size: 1.1875rem; letter-spacing: -0.003em;"><i>Household carbon footprint</i>
The carbon footprint of an individual household, inclusive of the direct and indirect carbon dioxide
(CO2) emissions associated with home energy use, transportation, food provision, and consumption of
other goods and services associated with household expenditures.</span></blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311336604639234" dir="auto" id="tweet_4" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311339762982913" dir="auto" id="tweet_5" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Circular economy:</b></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311339762982913" dir="auto" id="tweet_5" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="font-size: 1.1875rem; letter-spacing: -0.003em;"></span></div><blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311339762982913" dir="auto" id="tweet_5" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">Circular economy A </span><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">system characterized by minimal inputs and operational losses of materials and energy through intense reduction, reuse, recycling and recovery activities. </span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311339762982913" dir="auto" id="tweet_5" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311345379168256" dir="auto" id="tweet_6" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Ten strategies for circularity: refuse, rethink, reduce, reuse, repair, recondition, remanufacture, reuse, recycle, recover. </span></div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311345379168256" dir="auto" id="tweet_6" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"></span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311373531238410" dir="auto" id="tweet_7" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Climate finance:</b></span><br style="box-sizing: border-box;" /><blockquote>There is no agreed definition of climate finance. The term 'climate finance' is applied to the financial
resources devoted to addressing climate change by all public and private actors from global to local
scales, including international financial flows to developing countries to assist them in addressing climate change. Climate finance aims to reduce net greenhouse gas emissions and/or to enhance
adaptation and increase resilience to the impacts of current and projected climate change. Finance can
come from private and public sources, channelled by various intermediaries, and is delivered by a range
of instruments, including grants, concessional and non-concessional debt, and internal budget
reallocations.</blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311376316260356" dir="auto" id="tweet_8" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Cost-effectiveness analysis:</b></span><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;"><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">A form of economic evaluation that compares the cost of different mitigation strategies developed to achieve a specific objective, e.g. </span><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">emissions reduction target, global temperature stabilization target. </span></blockquote></span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311379130720256" dir="auto" id="tweet_9" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Decent standard of living:</b></span><br style="box-sizing: border-box;" /><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">A set of material conditions essential to human well-being, including nutrition, housing, essential services, medical care, transport, information, education and public space. </span></blockquote><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311385891905539" dir="auto" id="tweet_10" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Decoupling:</b></span><br style="box-sizing: border-box;" /><blockquote>Decoupling (in relation to climate change) is where economic growth is no longer strongly associated
with another relevant indicator such as greenhouse gas emissions. Relative decoupling is where both
grow but the other indicators grow more slowly than the economy. Absolute decoupling is where there
is economic growth but there is a decline in the other indicator. </blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311392846057486" dir="auto" id="tweet_11" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Demand:</b></span></div><blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311392846057486" dir="auto" id="tweet_11" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;">Disciplinary approaches use the term in different ways. In economics, demand by a consumer is
willingness and ability to purchase in a market place. However, the motivation for purchase may vary
and can include economic utility, welfare, Decent standard of living (DSL), or for the good/services. </div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311398541873152" dir="auto" id="tweet_12" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Demand- and supply-side measures:</b></span></div><blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311398541873152" dir="auto" id="tweet_12" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><i>Demand-side measures</i>
Policies and programmes for influencing the demand for goods and/or services. In the energy sector,
demand-side mitigation measures aim at reducing the amount of greenhouse gas emissions emitted per
unit of energy service used. </div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311398541873152" dir="auto" id="tweet_12" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><i>Supply-side measures </i><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">Policies and programmes for influencing how a certain demand for goods and/or services is met. In the
energy sector, supply-side mitigation measures aim at reducing the amount of greenhouse gas emissions
emitted per unit of energy service produced.</span></blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311401125621763" dir="auto" id="tweet_13" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Energy access:</b></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311401125621763" dir="auto" id="tweet_13" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><span style="box-sizing: border-box; font-size: 1.1875rem; letter-spacing: -0.003em; vertical-align: inherit;">Access to clean, reliable and economical energy services for cooking, heating, lighting or communications, and for production purposes </span></blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311401125621763" dir="auto" id="tweet_13" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="font-size: 1.1875rem; font-weight: bold; letter-spacing: -0.003em;">Energy poverty:</span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311405525442563" dir="auto" id="tweet_14" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">Lack of sufficient choice for access to adequate, affordable, reliable, high quality, safe and environmentally friendly energy services to support economic and human development. </span></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311405525442563" dir="auto" id="tweet_14" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><p><span style="font-size: 1.1875rem; letter-spacing: -0.003em;"><b>Fuel poverty</b></span><b style="font-size: 1.1875rem; letter-spacing: -0.003em;">:</b></p></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311408025190400" dir="auto" id="tweet_15" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><span style="box-sizing: border-box; vertical-align: inherit;"> Situation in which a household is unable to ensure a certain level of consumption of domestic energy services (in particular for heating) or suffers disproportionate costs to meet these needs. </span></blockquote></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311622589095942" dir="auto" id="tweet_41" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Fugitive emissions from oil and gas systems:</b></span></div><blockquote style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311622589095942" dir="auto" id="tweet_41" style="box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;">The release of greenhouse gases that occur during the exploration, processing and delivery of fossil fuels to the point of final use. This excludes greenhouse gas emissions from fuel combustion for the production of useful heat or power. It encompasses venting, flaring, and leaks. </div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311624870715397" dir="auto" id="tweet_42" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Just transitions:</b></span></div><blockquote style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311624870715397" dir="auto" id="tweet_42" style="box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;">A set of principles, processes and practices that aim to ensure that no people, workers, places, sectors, countries or regions are left behind in the transition from a high-carbon to a low-carbon economy. It stresses the need for targeted and proactive measures from governments, agencies, and authorities to ensure that any negative social, environmental or economic impacts of economy-wide transitions are minimised, whilst benefits are maximised for those disproportionally affected. Key principles of just transitions include: respect and dignity for vulnerable groups; fairness in energy access and use, social dialogue and democratic consultation with relevant stakeholders; the creation of decent jobs; social protection; and rights at work. Just transitions could include fairness in energy, land use and climate planning and decision-making processes; economic diversification based on low-carbon investments; realistic training/retraining programs that lead to decent work; gender specific policies that promote equitable outcomes; the fostering of international cooperation and coordinated multilateral actions; and the eradication of poverty. Lastly, just transitions may embody the redressing of past harms and perceived injustices. (ILO 2015; UNFCCC 2016) </div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311627248881665" dir="auto" id="tweet_43" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Leapfrogging, "technological leapfrogging":</b></span><br style="box-sizing: border-box;" /><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">Ability of developing countries to skip several stages of technological development and move directly to cutting-edge clean technologies. </span></blockquote><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311629849444357" dir="auto" id="tweet_44" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Materials substitution</b></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311629849444357" dir="auto" id="tweet_44" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">Replacement of one material (including an energy carrier used as a feedstock) by another, due to scarcity, price, technological change, or because of lower environmental impacts or greenhouse gas emissions.</span></blockquote></div><p> <b style="font-size: 1.1875rem; letter-spacing: -0.003em;">Offset: climate policy compensation</b></p><blockquote style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311632194060290" dir="auto" id="tweet_45" style="box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;">The reduction, avoidance or removal of a unit of greenhouse gas (GHG) emissions by one entity, purchased by another entity to counterbalance a unit of GHG emissions by that other entity. Offsets are commonly subject to rules and environmental integrity criteria intended to ensure that offsets achieve their stated mitigation outcome. Relevant criteria include, but are not limited to, the avoidance of double counting and leakage, use of appropriate baselines, additionality, and permanence or measures to address impermanence. See also Greenhouse gas emission metric and Carbon neutrality</div></blockquote><p style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><span style="font-family: georgia; font-size: medium;"><b>Organic farming </b></span></p><p style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><span style="font-size: medium;"></span></p><blockquote style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><span style="font-size: medium;"><span style="font-family: georgia;">An agricultural production system that aims to utilise natural processes and cycles to limit off-farm and notably synthetic inputs, while also aiming to enhance agroecosystems and society. Organic farming is often legally defined and governed by standards, typically guided by principles outlined by the International Federation of Organic Agriculture Movements (IFOAM - Organics International). (IFOAM-Organics International 2014</span></span></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311634756734984" dir="auto" id="tweet_46" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Prosumer: Consumer-producer</b></span><br style="box-sizing: border-box;" /><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">Consumer who also produces energy and injects it into the system, making it an active agent in the system and in the energy market. </span></blockquote><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311636891643904" dir="auto" id="tweet_47" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Rebound effect:</b></span></div><blockquote style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311636891643904" dir="auto" id="tweet_47" style="box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;">Phenomena whereby the reduction in energy consumption or emissions (relative to a baseline) associated with the implementation of mitigation measures in a jurisdiction is offset to some degree through induced changes in consumption, production, and prices within the same jurisdiction. The rebound effect is most typically ascribed to technological energy efficiency improvements</div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311642142953475" dir="auto" id="tweet_49" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Regenerative Agriculture:</b></span></div><blockquote style="font-family: "Times New Roman"; font-size: medium; letter-spacing: normal;"><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311642142953475" dir="auto" id="tweet_49" style="box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;">A universally agreed definition of this relatively new farming approach has yet to be established, but regenerative agriculture broadly refers to the implementation of varying combinations of agricultural management practices, to ensure the continued restoration and enhancement of soil health, biodiversity and ecosystem functioning, in conjunction with profitable agricultural production.</div></blockquote><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311645653581824" dir="auto" id="tweet_50" style="box-sizing: border-box; cursor: pointer; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><b>Renewable Energy:</b></span><br style="box-sizing: border-box;" /><blockquote><span style="box-sizing: border-box; vertical-align: inherit;">Any form of energy that is replenished through natural processes at a rate equal to or greater than its rate of use. </span></blockquote></div></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511311645653581824" dir="auto" id="tweet_50" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div><span style="box-sizing: border-box; vertical-align: inherit;"><br /></span></div></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-57085513989165338302022-04-05T15:37:00.004-04:002022-04-05T15:37:51.752-04:00Dr. Valérie Masson-Delmotte on the WG III report Part I<p> <a class="css-4rbku5 css-18t94o4 css-1dbjc4n r-1loqt21 r-1ny4l3l" href="https://twitter.com/valmasdel" role="link" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; cursor: pointer; display: inline !important; flex-basis: auto; flex-direction: column; flex-shrink: 0; font: inherit; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-align: inherit; text-decoration-line: none; z-index: 0;"></a></p><div class="css-1dbjc4n r-1awozwy r-18u37iz r-dnmrzs" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: center; border: 0px solid black; box-sizing: border-box; display: inline !important; flex-basis: auto; flex-direction: row; flex-shrink: 0; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-901oao r-1awozwy r-18jsvk2 r-6koalj r-37j5jr r-a023e6 r-b88u0q r-rjixqe r-bcqeeo r-1udh08x r-3s2u2q r-qvutc0" dir="auto" style="-webkit-box-align: center; align-items: center; border: 0px solid black; box-sizing: border-box; color: #0f1419; display: inline !important; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; white-space: nowrap;"><span class="css-901oao css-16my406 css-bfa6kz r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline !important; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; text-overflow: ellipsis;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">Valérie Masson-Delmotte has been tweeting long threads on the WG reports. </span></span></div></div><div><div class="css-1dbjc4n r-1awozwy r-18u37iz r-dnmrzs" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: center; border: 0px solid black; box-sizing: border-box; display: inline !important; flex-basis: auto; flex-direction: row; flex-shrink: 0; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-901oao r-1awozwy r-18jsvk2 r-6koalj r-37j5jr r-a023e6 r-b88u0q r-rjixqe r-bcqeeo r-1udh08x r-3s2u2q r-qvutc0" dir="auto" style="-webkit-box-align: center; align-items: center; border: 0px solid black; box-sizing: border-box; color: #0f1419; display: inline !important; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; white-space: nowrap;"><span class="css-901oao css-16my406 css-bfa6kz r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline !important; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; text-overflow: ellipsis;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;"><br /></span></span></div></div></div><div><div class="css-1dbjc4n r-1awozwy r-18u37iz r-dnmrzs" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: center; border: 0px solid black; box-sizing: border-box; display: inline !important; flex-basis: auto; flex-direction: row; flex-shrink: 0; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-901oao r-1awozwy r-18jsvk2 r-6koalj r-37j5jr r-a023e6 r-b88u0q r-rjixqe r-bcqeeo r-1udh08x r-3s2u2q r-qvutc0" dir="auto" style="-webkit-box-align: center; align-items: center; border: 0px solid black; box-sizing: border-box; color: #0f1419; display: inline !important; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; white-space: nowrap;"><span class="css-901oao css-16my406 css-bfa6kz r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline !important; font-family: inherit; font-size: inherit; font-stretch: inherit; font-style: inherit; font-variant: inherit; line-height: inherit; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; text-overflow: ellipsis;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">Here Eli has unrolled them and provides an English translation </span></span></div></div><div><span style="color: #0f1419; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, Segoe UI, Roboto, Helvetica, Arial, sans-serif;"><span style="white-space: nowrap;"><b><br /></b></span></span></div><div><span style="color: #0f1419; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, Segoe UI, Roboto, Helvetica, Arial, sans-serif;"><span style="white-space: nowrap;"><b><br /></b></span></span></div><div><span style="color: #0f1419; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, Segoe UI, Roboto, Helvetica, Arial, sans-serif;"><span style="white-space: nowrap;"><b><br /></b></span></span><div class="css-1dbjc4n r-1awozwy r-1hwvwag r-18kxxzh r-1b7u577" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-flex: 0; -webkit-box-orient: vertical; align-items: center; background-color: rgba(0, 0, 0, 0.03); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 0 0 48px; font-size: 15px; margin: 0px 12px 0px 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-18kxxzh r-1wbh5a2 r-13qz1uu" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-flex: 0; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 0 1 auto; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; width: 48px; z-index: 0;"><div class="css-1dbjc4n r-1wbh5a2 r-dnmrzs" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 1; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1adg3ll r-h3s6tt r-bztko3" id="id__jn63u0w42u" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 48px; margin: 0px; min-height: 0px; min-width: 0px; overflow: visible; padding: 0px; position: relative; width: 48px; z-index: 0;"><div class="r-1adg3ll r-13qz1uu" style="padding-bottom: 48px; width: 48px;"></div><div class="r-1p0dtai r-1pi2tsx r-1d2f490 r-u8s1d r-ipm5af r-13qz1uu" style="bottom: 0px; height: 48px; left: 0px; position: absolute; top: 0px; width: 48px;"><div class="css-1dbjc4n r-1adg3ll r-1pi2tsx r-1wyvozj r-bztko3 r-u8s1d r-1v2oles r-desppf r-13qz1uu" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 48px; left: 24px; margin: 0px; min-height: 0px; min-width: 0px; overflow: visible; padding: 0px; position: absolute; top: 24px; transform: translateX(-50%) translateY(-50%); width: 48px; z-index: 0;"><div class="r-1adg3ll r-13qz1uu" style="padding-bottom: 48px; width: 48px;"></div><div class="r-1p0dtai r-1pi2tsx r-1d2f490 r-u8s1d r-ipm5af r-13qz1uu" style="bottom: 0px; height: 48px; left: 0px; position: absolute; top: 0px; width: 48px;"><div class="css-1dbjc4n r-sdzlij r-ggadg3 r-1udh08x r-u8s1d r-8jfcpp" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border-radius: 9999px; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: calc(100% - -4px); left: -2px; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; position: absolute; top: -2px; width: calc(100% - -4px); z-index: 0;"><a class="css-4rbku5 css-18t94o4 css-1dbjc4n r-1niwhzg r-1loqt21 r-1pi2tsx r-1ny4l3l r-o7ynqc r-6416eg r-13qz1uu" href="https://twitter.com/valmasdel" role="link" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; cursor: pointer; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; font: inherit; height: 52px; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-align: inherit; text-decoration-line: none; transition-duration: 0.2s; transition-property: background-color, box-shadow; width: 52px; z-index: 0;"><div class="css-1dbjc4n r-sdzlij r-1wyvozj r-1udh08x r-633pao r-u8s1d r-1v2oles r-desppf" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border-radius: 9999px; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: calc(100% - 4px); left: 26px; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; pointer-events: none !important; position: absolute; top: 26px; transform: translateX(-50%) translateY(-50%); width: calc(100% - 4px); z-index: 0;"><div class="css-1dbjc4n r-1niwhzg r-1pi2tsx r-13qz1uu" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 48px; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; width: 48px; z-index: 0;"></div></div><div class="css-1dbjc4n r-sdzlij r-1wyvozj r-1udh08x r-633pao r-u8s1d r-1v2oles r-desppf" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border-radius: 9999px; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: calc(100% - 4px); left: 26px; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; pointer-events: none !important; position: absolute; top: 26px; transform: translateX(-50%) translateY(-50%); width: calc(100% - 4px); z-index: 0;"><div class="css-1dbjc4n r-14lw9ot r-1pi2tsx r-13qz1uu" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: white; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 48px; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; width: 48px; z-index: 0;"></div></div><div class="css-1dbjc4n r-14lw9ot r-sdzlij r-1wyvozj r-1udh08x r-633pao r-u8s1d r-1v2oles r-desppf" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: white; border-radius: 9999px; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: calc(100% - 4px); left: 26px; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; pointer-events: none !important; position: absolute; top: 26px; transform: translateX(-50%) translateY(-50%); width: calc(100% - 4px); z-index: 0;"><div class="css-1dbjc4n r-1adg3ll r-1udh08x" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; position: relative; z-index: 0;"><div class="r-1adg3ll r-13qz1uu" style="padding-bottom: 48px; width: 48px;"></div><div class="r-1p0dtai r-1pi2tsx r-1d2f490 r-u8s1d r-ipm5af r-13qz1uu" style="bottom: 0px; height: 48px; left: 0px; position: absolute; top: 0px; width: 48px;"><div aria-label="" class="css-1dbjc4n r-1p0dtai r-1mlwlqe r-1d2f490 r-1udh08x r-u8s1d r-zchlnj r-ipm5af r-417010" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; inset: 0px; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; position: absolute; z-index: 0;"><div class="css-1dbjc4n r-1niwhzg r-vvn4in r-u6sd8q r-4gszlv r-1p0dtai r-1pi2tsx r-1d2f490 r-u8s1d r-zchlnj r-ipm5af r-13qz1uu r-1wyyakw" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: rgba(0, 0, 0, 0); background-image: url("https://pbs.twimg.com/profile_images/1326492393156341761/X0imL669_x96.jpg"); background-position: center center; background-repeat: no-repeat; background-size: cover; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 48px; inset: 0px; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: absolute; width: 48px; z-index: -1;"></div><img alt="" class="css-9pa8cd" draggable="true" src="https://pbs.twimg.com/profile_images/1326492393156341761/X0imL669_x96.jpg" style="height: 48px; inset: 0px; opacity: 0; position: absolute; width: 48px; z-index: -1;" /></div></div></div></div><div class="css-1dbjc4n r-sdzlij r-1wyvozj r-1udh08x r-u8s1d r-1v2oles r-desppf" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border-radius: 9999px; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: calc(100% - 4px); left: 26px; margin: 0px; min-height: 0px; min-width: 0px; overflow: hidden; padding: 0px; position: absolute; top: 26px; transform: translateX(-50%) translateY(-50%); width: calc(100% - 4px); z-index: 0;"><div class="css-1dbjc4n r-12181gd r-1pi2tsx r-1ny4l3l r-o7ynqc r-6416eg r-13qz1uu" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-shadow: rgba(0, 0, 0, 0.03) 0px 0px 2px inset; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; height: 48px; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; transition-duration: 0.2s; transition-property: background-color, box-shadow; width: 48px; z-index: 0;"></div></div></a></div></div></div></div></div></div></div><div class="css-1dbjc4n r-1bimlpy r-16y2uox r-1jgb5lz r-14gqq1x r-m5arl1" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-flex: 1; -webkit-box-orient: vertical; align-items: stretch; background-color: #cfd9de; border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 0 auto; margin: 4px auto 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; width: 2px; z-index: 0;"></div></div><div class="css-1dbjc4n r-1iusvr4 r-16y2uox r-1777fci r-kzbkwu" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-flex: 1; -webkit-box-orient: vertical; -webkit-box-pack: center; align-items: stretch; background-color: rgba(0, 0, 0, 0.03); border: 0px solid black; box-sizing: border-box; display: flex; flex-direction: column; flex: 1 0 0px; font-size: 15px; justify-content: center; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px 0px 12px; position: relative; z-index: 0;"><div class="css-1dbjc4n" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-zl2h9q" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px 0px 2px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-k4xj1c r-18u37iz r-1wtj0ep" style="-webkit-box-align: start; -webkit-box-direction: normal; -webkit-box-orient: horizontal; -webkit-box-pack: justify; align-items: start; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; justify-content: space-between; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1d09ksm r-18u37iz r-1wbh5a2" style="-webkit-box-align: baseline; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: baseline; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 1; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1wbh5a2 r-dnmrzs r-1ny4l3l" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 1; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1awozwy r-18u37iz r-1wbh5a2 r-dnmrzs r-1ny4l3l" id="id__425wkbsed38" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: center; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 1; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1wbh5a2 r-dnmrzs" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 1; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><a class="css-4rbku5 css-18t94o4 css-1dbjc4n r-1loqt21 r-1ny4l3l" href="https://twitter.com/valmasdel" role="link" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; cursor: pointer; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; font: inherit; list-style: none; margin: 0px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-align: inherit; text-decoration-line: none; z-index: 0;"><div class="css-1dbjc4n r-1awozwy r-18u37iz r-dnmrzs" style="-webkit-box-align: center; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: center; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 0; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-901oao r-1awozwy r-18jsvk2 r-6koalj r-37j5jr r-a023e6 r-b88u0q r-rjixqe r-bcqeeo r-1udh08x r-3s2u2q r-qvutc0" dir="auto" style="-webkit-box-align: center; align-items: center; border: 0px solid black; box-sizing: border-box; color: #0f1419; display: flex; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; white-space: nowrap;"><span class="css-901oao css-16my406 css-bfa6kz r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; text-overflow: ellipsis;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">Dr Valérie Masson-Delmotte</span></span></div><div class="css-901oao r-18jsvk2 r-xoduu5 r-18u37iz r-1q142lx r-37j5jr r-a023e6 r-16dba41 r-rjixqe r-bcqeeo r-qvutc0" dir="auto" style="-webkit-box-direction: normal; -webkit-box-orient: horizontal; border: 0px solid black; box-sizing: border-box; color: #0f1419; display: inline-flex; flex-direction: row; flex-shrink: 0; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: pre-wrap;"></div></div></a></div><div class="css-1dbjc4n r-18u37iz r-1wbh5a2 r-13hce6t" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: horizontal; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: row; flex-shrink: 1; margin: 0px 0px 0px 4px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1wbh5a2 r-dnmrzs" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 1; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><a class="css-4rbku5 css-18t94o4 css-1dbjc4n r-1loqt21 r-1wbh5a2 r-dnmrzs r-1ny4l3l" href="https://twitter.com/valmasdel" role="link" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; cursor: pointer; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 1; font: inherit; list-style: none; margin: 0px; max-width: 100%; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: relative; text-align: inherit; text-decoration-line: none; z-index: 0;" tabindex="-1"><div class="css-1dbjc4n" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-901oao css-bfa6kz r-14j79pv r-18u37iz r-37j5jr r-a023e6 r-16dba41 r-rjixqe r-bcqeeo r-qvutc0" dir="ltr" style="-webkit-box-direction: normal; -webkit-box-orient: horizontal; border: 0px solid black; box-sizing: border-box; color: #536471; display: inline; flex-direction: row; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; max-width: 100%; min-width: 0px; overflow-wrap: break-word; overflow: hidden; padding: 0px; text-overflow: ellipsis; white-space: nowrap;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">@valmasdel</span></div></div></a></div></div></div></div><div aria-hidden="true" class="css-901oao r-14j79pv r-1q142lx r-37j5jr r-a023e6 r-16dba41 r-rjixqe r-bcqeeo r-s1qlax r-qvutc0" dir="auto" style="border: 0px solid black; box-sizing: border-box; color: #536471; display: inline; flex-shrink: 0; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px 4px; white-space: pre-wrap;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">·</span></div><a aria-label="9 hours ago" class="css-4rbku5 css-18t94o4 css-901oao r-14j79pv r-1loqt21 r-1q142lx r-37j5jr r-a023e6 r-16dba41 r-rjixqe r-bcqeeo r-3s2u2q r-qvutc0" dir="auto" href="https://twitter.com/valmasdel/status/1511274721077256193" id="id__05vzd8pmhudb" role="link" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; color: #536471; cursor: pointer; display: inline; flex-shrink: 0; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration-line: none; white-space: nowrap;"><time datetime="2022-04-05T09:29:06.000Z">9h</time></a></div><div class="css-1dbjc4n r-1joea0r" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px 0px 0px 20px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n r-1awozwy r-6koalj r-18u37iz" style="-webkit-box-align: center; 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align-items: stretch; background-color: rgba(0, 0, 0, 0); border-radius: 9999px; border: 0px solid black; box-sizing: border-box; display: inline-flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; inset: 0px; margin: -8px; min-height: 0px; min-width: 0px; outline-style: none; padding: 0px; position: absolute; transition-duration: 0.2s; transition-property: background-color, box-shadow; z-index: 0;"></div><svg aria-hidden="true" class="r-4qtqp9 r-yyyyoo r-1xvli5t r-dnmrzs r-bnwqim r-1plcrui r-lrvibr r-1hdv0qi" viewbox="0 0 24 24"><g><circle cx="5" cy="12" r="2"></circle><circle cx="12" cy="12" r="2"></circle><circle cx="19" cy="12" r="2"></circle></g></svg></div></div></div></div></div></div></div></div></div></div><div class="css-1dbjc4n" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-1dbjc4n" style="-webkit-box-align: stretch; -webkit-box-direction: normal; -webkit-box-orient: vertical; align-items: stretch; border: 0px solid black; box-sizing: border-box; display: flex; flex-basis: auto; flex-direction: column; flex-shrink: 0; margin: 0px; min-height: 0px; min-width: 0px; padding: 0px; position: relative; z-index: 0;"><div class="css-901oao r-18jsvk2 r-37j5jr r-a023e6 r-16dba41 r-rjixqe r-bcqeeo r-bnwqim r-qvutc0" dir="auto" id="id__pjbbprbdvqh" lang="fr" style="border: 0px solid black; box-sizing: border-box; color: #0f1419; display: inline; font-family: TwitterChirp, -apple-system, BlinkMacSystemFont, "Segoe UI", Roboto, Helvetica, Arial, sans-serif; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 20px; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; position: relative; white-space: pre-wrap;"><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">Bonjour!
Après avoir un peu récupéré de l'intense session d'approbation du résumé pour décideurs du rapport du groupe III du </span><span class="r-18u37iz" style="-webkit-box-direction: normal; -webkit-box-orient: horizontal; flex-direction: row;"><a class="css-4rbku5 css-18t94o4 css-901oao css-16my406 r-1cvl2hr r-1loqt21 r-poiln3 r-bcqeeo r-qvutc0" dir="ltr" href="https://twitter.com/hashtag/GIEC?src=hashtag_click" role="link" style="background-color: rgba(0, 0, 0, 0); border: 0px solid black; box-sizing: border-box; color: #1d9bf0; cursor: pointer; display: inline; font: inherit; list-style: none; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; text-align: inherit; text-decoration-line: none; white-space: inherit;">#GIEC</a></span><span class="css-901oao css-16my406 r-poiln3 r-bcqeeo r-qvutc0" style="border: 0px solid black; box-sizing: border-box; color: inherit; display: inline; font: inherit; margin: 0px; min-width: 0px; overflow-wrap: break-word; padding: 0px; white-space: inherit;">, je voudrais partager quelques réflexions.
</span></div></div></div></div></div><p><span face="lato, sans-serif" style="background-color: white; font-size: 1.7rem; letter-spacing: -0.003em;"><span style="background-color: rgba(0, 0, 0, 0.03); color: inherit; font-family: inherit; font-size: inherit; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit; white-space: inherit;">D'abord, sur le contexte de ce rapport.</span></span></p><p><span face="lato, sans-serif" style="background-color: white; font-size: 1.7rem; letter-spacing: -0.003em;"><br /></span></p><p><span face="lato, sans-serif" style="background-color: white; font-size: 1.7rem; letter-spacing: -0.003em;">Good morning!</span></p><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274721077256193" dir="auto" id="tweet_1" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: lato, sans-serif; font-size: 1.7rem; letter-spacing: -0.003em; line-height: 1.5; margin-bottom: 20px; overflow-wrap: break-word; padding-top: 20px;"><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">Having recovered a little from the intense endorsement session of the Summary for Policymakers of the </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/GIEC" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#IPCC Panel</a><span style="box-sizing: border-box; vertical-align: inherit;"> III Report , I would like to share a few thoughts.</span><br style="box-sizing: border-box;" /><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">First, on the context of this report.</span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274721077256193" dir="auto" id="tweet_1" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: lato, sans-serif; font-size: 1.7rem; letter-spacing: -0.003em; line-height: 1.5; margin-bottom: 20px; overflow-wrap: break-word; padding-top: 20px;"><a href="https://pbs.twimg.com/media/FPkXVcfXwAQWcym.jpg" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; letter-spacing: -0.0816px; text-align: center; text-decoration-line: none;" target="_blank"><img alt="Picture" class="b-loaded" src="https://pbs.twimg.com/media/FPkXVcfXwAQWcym.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 15px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; font-size: 0.8rem; margin: 10px 0px 0px; max-width: 100%; vertical-align: middle; width: 700px;" /></a><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">🧵⬇️</span><span class="entity-image" style="box-sizing: border-box; display: block; text-align: center;"><br /></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274723686162432" dir="auto" id="tweet_2" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">It is a report prepared for 3 years by 278 scientists from 65 different countries.</span><br style="box-sizing: border-box;" /><span style="box-sizing: border-box; vertical-align: inherit;">Here is the list of the authors of the report, with a variety of affiliations (most from the academic sector, a few from private companies and NGOs):</span><div style="box-sizing: border-box;"><div class="entity-url-preview" style="border-radius: 8px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; margin: 10px 0px 0px; max-width: 100%; width: 700px;"><div class="d-flex justify-content-between align-items-center" style="align-items: center; box-sizing: border-box; display: flex; justify-content: space-between;"><div class="border-right align-self-center" style="align-self: center; border-right: 1px solid rgb(222, 226, 230); box-sizing: border-box;"><a class="img-cover" href="https://archive.ipcc.ch/report/authors/report.authors.php?q=37&p=&p" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-attachment: initial; background-clip: initial; background-color: transparent; background-origin: initial; background-position: 50% 50%; background-repeat: no-repeat; background-size: initial; background: url("/images/loading.gif") center center no-repeat transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: block; height: 130px; overflow: hidden; text-decoration-line: none;" target="_blank"><img loading="lazy" src="https://threadreaderapp.com/images/sticky-note-regular.png" style="border-radius: 8px 0px 0px 8px; border-style: none; box-sizing: border-box; height: 130px; object-fit: cover; vertical-align: middle; width: 8rem;" /></a></div><div class="flex-grow-1" style="box-sizing: border-box; flex-grow: 1; min-width: 0px;"><div class="paragraph" style="box-sizing: border-box; font-family: "lucida grande", "lucida sans unicode", "lucida sans", Geneva, Arial, sans-serif; font-size: 0.8rem; margin: 0px 1rem;"><a href="https://archive.ipcc.ch/report/authors/report.authors.php?q=37&p=&p" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><span style="box-sizing: border-box; color: #2e2c2d; display: block; font-size: 0.85rem; font-weight: bolder; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"></span></a><a href="https://archive.ipcc.ch/report/authors/report.authors.php?q=37&p=&p" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><small class="pre-url" style="box-sizing: border-box; color: #1da1f2; display: block; font-size: 0.75rem; margin-top: 5px; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"><span style="box-sizing: border-box; vertical-align: inherit;">https://archive.ipcc.ch/report/authors/report.authors.php?q=37&p=&p</span></small></a></div></div></div></div></div></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274726315937792" dir="auto" id="tweet_3" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">For each scientist, you can also easily access their list of publications in scientific journals, for example via </span><a class="entity-url" data-preview="true" href="https://scholar.google.fr/" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">scholar.google.fr</a><span style="box-sizing: border-box; vertical-align: inherit;"><br /></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274726315937792" dir="auto" id="tweet_3" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This makes it possible to differentiate a personality who expresses an opinion from a scientific work (peer-review) </span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274726315937792" dir="auto" id="tweet_3" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><br /><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span><div style="box-sizing: border-box;"><div class="entity-url-preview" style="border-radius: 8px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; margin: 10px 0px 0px; max-width: 100%; width: 700px;"><div class="d-flex justify-content-between align-items-center" style="align-items: center; box-sizing: border-box; display: flex; justify-content: space-between;"><div class="border-right align-self-center" style="align-self: center; border-right: 1px solid rgb(222, 226, 230); box-sizing: border-box;"><a class="img-cover" href="https://scholar.google.fr/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-attachment: initial; background-clip: initial; background-color: transparent; background-origin: initial; background-position: 50% 50%; background-repeat: no-repeat; background-size: initial; background: url("/images/loading.gif") center center no-repeat transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: block; height: 130px; overflow: hidden; text-decoration-line: none;" target="_blank"><img loading="lazy" src="https://threadreaderapp.com/images/sticky-note-regular.png" style="border-radius: 8px 0px 0px 8px; border-style: none; box-sizing: border-box; height: 130px; object-fit: cover; vertical-align: middle; width: 8rem;" /></a></div><div class="flex-grow-1" style="box-sizing: border-box; flex-grow: 1; min-width: 0px;"><div class="paragraph" style="box-sizing: border-box; font-family: "lucida grande", "lucida sans unicode", "lucida sans", Geneva, Arial, sans-serif; font-size: 0.8rem; margin: 0px 1rem;"><a href="https://scholar.google.fr/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><span style="box-sizing: border-box; color: #2e2c2d; display: block; font-size: 0.85rem; font-weight: bolder; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"></span></a><a href="https://scholar.google.fr/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><small class="pre-url" style="box-sizing: border-box; color: #1da1f2; display: block; font-size: 0.75rem; margin-top: 5px; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"><span style="box-sizing: border-box; vertical-align: inherit;">https://scholar.google.fr/</span></small></a></div></div></div></div></div></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274728752828416" dir="auto" id="tweet_4" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">We note an increase in the participation of women scientists in the evaluation of group 3 (18.5% of women among the authors of the 5th report, now 29%). </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274730917187586" dir="auto" id="tweet_5" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">I also recommend reading box 5.3 in chapter 5 which highlights the importance of women's empowerment for climate action </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/feminisme" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#feminism</a><span style="box-sizing: border-box; vertical-align: inherit;"> - this dimension is mentioned in the summary for decision-makers, Besides. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274736478785538" dir="auto" id="tweet_6" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">So, 278 main authors, 354 contributors, who review the factual elements of more than 18,000 scientific, technical, socio-economic publications, in 17 chapters - more than 3000 pages, </span><span style="box-sizing: border-box; vertical-align: inherit;">fully available here: </span><a class="entity-url" data-preview="true" href="https://www.ipcc.ch/report/ar6/wg3/" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">ipcc.ch/report/ar6/ wg3/</a></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274736478785538" dir="auto" id="tweet_6" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><a href="https://pbs.twimg.com/media/FPkaVYvWUAEV0Cv.jpg" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; letter-spacing: -0.057px; text-align: center; text-decoration-line: none;" target="_blank"><img alt="Picture" class="b-loaded" src="https://pbs.twimg.com/media/FPkaVYvWUAEV0Cv.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 15px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; font-size: 0.8rem; margin: 10px 0px 0px; max-width: 100%; vertical-align: middle; width: 700px;" /></a><br /><span class="entity-image" style="box-sizing: border-box; display: block; text-align: center;"><br /></span><div style="box-sizing: border-box;"><div class="entity-url-preview" style="border-radius: 8px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; margin: 10px 0px 0px; max-width: 100%; width: 700px;"><div class="d-flex justify-content-between align-items-center" style="align-items: center; box-sizing: border-box; display: flex; justify-content: space-between;"><div class="border-right align-self-center" style="align-self: center; border-right: 1px solid rgb(222, 226, 230); box-sizing: border-box;"><a class="img-cover" href="https://www.ipcc.ch/report/ar6/wg3/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-attachment: initial; background-clip: initial; background-color: transparent; background-origin: initial; background-position: 50% 50%; background-repeat: no-repeat; background-size: initial; background: url("/images/loading.gif") center center no-repeat transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: block; height: 130px; overflow: hidden; text-decoration-line: none;" target="_blank"><img loading="lazy" src="https://threadreaderapp.com/images/sticky-note-regular.png" style="border-radius: 8px 0px 0px 8px; border-style: none; box-sizing: border-box; height: 130px; object-fit: cover; vertical-align: middle; width: 8rem;" /></a></div><div class="flex-grow-1" style="box-sizing: border-box; flex-grow: 1; min-width: 0px;"><div class="paragraph" style="box-sizing: border-box; font-family: "lucida grande", "lucida sans unicode", "lucida sans", Geneva, Arial, sans-serif; font-size: 0.8rem; margin: 0px 1rem;"><a href="https://www.ipcc.ch/report/ar6/wg3/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><span style="box-sizing: border-box; color: #2e2c2d; display: block; font-size: 0.85rem; font-weight: bolder; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"><span style="box-sizing: border-box; vertical-align: inherit;">Climate Change 2022: Mitigation of Climate Change</span></span><span style="box-sizing: border-box; vertical-align: inherit;">Intergovernmental Panel on Climate Change Working Group III contribution to the Sixth Assessment Report</span></a><a href="https://www.ipcc.ch/report/ar6/wg3/" style="-webkit-box-orient: vertical; -webkit-line-clamp: 2; background-color: transparent; box-sizing: border-box; color: #63615f; cursor: pointer; display: -webkit-box; overflow: hidden; text-decoration-line: none;" target="_blank"><small class="pre-url" style="box-sizing: border-box; color: #1da1f2; display: block; font-size: 0.75rem; margin-top: 5px; overflow: hidden; text-overflow: ellipsis; white-space: nowrap;"><span style="box-sizing: border-box; vertical-align: inherit;">https://www.ipcc.ch/report/ar6/wg3/</span></small></a></div></div></div></div></div></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274745244925957" dir="auto" id="tweet_7" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">and distill a technical summary of 140 pages, and a summary for decision makers of approximately 60 pages.</span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274745244925957" dir="auto" id="tweet_7" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><a href="https://pbs.twimg.com/media/FPkafswXMAUrMTT.jpg" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; letter-spacing: -0.057px; text-align: center; text-decoration-line: none;" target="_blank"><img alt="Picture" class="b-loaded" src="https://pbs.twimg.com/media/FPkafswXMAUrMTT.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 15px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; font-size: 0.8rem; margin: 10px 0px 0px; max-width: 100%; vertical-align: middle; width: 700px;" /></a></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274748545748998" dir="auto" id="tweet_8" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;">Several successive versions have been prepared, taking into account proofreading by the scientific community and government experts. </span><span style="box-sizing: border-box; vertical-align: inherit;">In this case, more than 59,000 comments have been taken considered. </span><span style="box-sizing: border-box; vertical-align: inherit;">This step is critical for rigor, completeness, objectivity. </span></span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274751796420608" dir="auto" id="tweet_9" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This review process is at the center of all </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/PeerReview" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#PeerReview</a><span style="box-sizing: border-box; vertical-align: inherit;"> scientific work and IPCC reports are the most reviewed scientific documents: a scientific publication has usually 2-4 reviewers, here there are hundreds of reviewers for each chapter. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274754350764034" dir="auto" id="tweet_10" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">The summary for decision-makers is also the subject of specific proofreading, in addition, by the governments (42 countries contributed to this), and of an approval, word by word, figure by figure, by the representatives of all the countries. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274756586278912" dir="auto" id="tweet_11" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><span style="box-sizing: border-box; vertical-align: inherit;">This process, on the one hand, aims to ensure that this summary clearly and in a balanced way reflects the main conclusions of the in-depth evaluation. </span><span style="box-sizing: border-box; vertical-align: inherit;">Each finding is traceable to the corresponding chapter, and to the review of publications therein. </span></span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274758914068480" dir="auto" id="tweet_12" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">It should also be specified that the IPCC does not carry out new research, but, by reviewing the knowledge available in scientific publications (here for group 3 for publications accepted before October 11, 2021), </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274764375109635" dir="auto" id="tweet_13" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">It participates in the maturation of the state of knowledge, including by formalizing the systematic way of evaluating different options for action, their potential, cost, limits, their benefits and undesirable effects, with regard for example to the Sustainable Development Goals .</span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274764375109635" dir="auto" id="tweet_13" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><a href="https://pbs.twimg.com/media/FPkciLPWYAAAQNh.jpg" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; letter-spacing: -0.057px; text-align: center; text-decoration-line: none;" target="_blank"><img alt="Picture" class="b-loaded" src="https://pbs.twimg.com/media/FPkciLPWYAAAQNh.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 15px; border: 1px solid rgb(225, 232, 237); box-sizing: border-box; font-size: 0.8rem; margin: 10px 0px 0px; max-width: 100%; vertical-align: middle; width: 700px;" /></a><br /><span class="entity-image" style="box-sizing: border-box; display: block; text-align: center;"><br /></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274768573636610" dir="auto" id="tweet_14" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">The IPCC reports do not make recommendations (neutral), but describe, for example, the necessary conditions in relation to such and such an objective (for example, limiting warming to below 2°C or 1.5°C, the objectives of the Paris climate agreement. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274770599399429" dir="auto" id="tweet_15" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Approval of summaries for policy makers by representatives of all countries is done on the basis of the full report, and with the scientific authors of the report who "hold the pen" (they always have the last word on proposed reformulations etc.). </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274772658802693" dir="auto" id="tweet_16" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">It is a very particular process where representatives of countries express themselves, each with their own specificities concerning the risks linked to climate change and concerning the responsibilities and levers for action to reduce greenhouse gas emissions. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274774625984515" dir="auto" id="tweet_17" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">At the end of this process, the summary for decision-makers therefore constitutes a common base of knowledge, recognized by all the countries of the world. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274777486450690" dir="auto" id="tweet_18" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This therefore makes it possible to separate the scientific facts (the reports of the </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/GIEC" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#IPCC </a><a class="entity-mention" href="https://twitter.com/IPCC_CH" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">@IPCC_CH</a><span style="box-sizing: border-box; vertical-align: inherit;"> ) from the political processes of climate negotiations </span><a class="entity-mention" href="https://twitter.com/UNFCCC" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">@UNFCCC</a> <span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274779533271041" dir="auto" id="tweet_19" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">The approval of the </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/GIEC" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#IPCC Cluster</a><span style="box-sizing: border-box; vertical-align: inherit;"> 3 report was the longest and most intensive I have observed, compared to the 5th round of assessment (2013) for cluster 1, and, for the 6th round of evaluation (2015-2022), for the 3 special reports and the reports of groups 1 -2 </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274781571694592" dir="auto" id="tweet_20" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This reflects the extreme attention paid to greenhouse gas emissions and the means to reduce them as quickly as possible, in the fairest way possible, everywhere in the world. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274783589253120" dir="auto" id="tweet_21" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">So this approval session lasted 13 days (for 2 weeks), in complicated virtual mode across the different time zones, contributing to the extraordinary workload put on the hundreds of participants (report authors, representatives of the different countries).</span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274785606615042" dir="auto" id="tweet_22" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">The last session started on Saturday April 2 at 7 a.m. (Paris time) and ended on Sunday April 3 at 10 p.m., a marathon of almost 40 hours. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274788668551173" dir="auto" id="tweet_23" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">I think we will have to rethink the way of doing this so as to respect a minimum of international standards in terms of labor law, right to rest, to avoid repeating such an atrocious situation, especially for support teams </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/burnout" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#burnout</a> <span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511274791336136705" dir="auto" id="tweet_24" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">I also think that these approval sessions should be public - either broadcast in real time (in my opinion this would be best </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/Bingewatching" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#Bingewatching</a><span style="box-sizing: border-box; vertical-align: inherit;"> ) or archived and then made public afterwards. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511275573838028801" dir="auto" id="tweet_25" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Every citizen of every country seems to me to have the right to know what is said by the representatives of his country in the context of the approval of reports summarizing the state of knowledge vis-à-vis climate change </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/transparence" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#transparency</a> <span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511275883117563913" dir="auto" id="tweet_26" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">In the end, for the IPCC Group III report, this approval process led to the summary for policymakers being extended by approximately 36% (from the full report). </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511276238672957444" dir="auto" id="tweet_27" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">I end this "preamble" by emphasizing that this report is based on a wealth of new knowledge on the options and public policies for reducing greenhouse gas emissions. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511276524808413184" dir="auto" id="tweet_28" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">The evaluation methodologies take into account economic efficiency, but also ethical and equity issues, processes allowing the construction of large-scale transitions including technological and social aspects, </span><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">and institutional and governance frameworks enabling the efficient and rapid deployment of solutions. </span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511276524808413184" dir="auto" id="tweet_28" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">I also underline a much more complete integration of the work between the different working groups. </span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511276831995011075" dir="auto" id="tweet_30" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511277180940079106" dir="auto" id="tweet_31" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">For example, the use of emulators (simplified climate models consistent with the climate response assessed in Group 1) to translate a given trajectory of greenhouse gas emissions into implications for the evolution of global warming. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511277463023857666" dir="auto" id="tweet_32" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Or the use of a common framework on the assessment of risks related to climate change, which depend on both climatic hazards, response measures, and exposure and vulnerability to them </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511277865681227777" dir="auto" id="tweet_33" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Taking into account the multiple dimensions of sustainable development is also cross-cutting for groups 2 and 3 to assess how to influence development trajectories towards sustainability, taking into account issues of equity. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511277997189390336" dir="auto" id="tweet_34" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Groups 2 and 3 analyze both the levers of action, the conditions conducive to their rapid and fair deployment, but also the obstacles. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511278181554307074" dir="auto" id="tweet_35" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Thus, the technical summary of Group 3 highlights the blockages stemming from entrenched power relations, dominated by vested interests that control and profit from existing technologies, </span><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">and governance structures that continue to reproduce unsustainable patterns of production and consumption. </span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511278292791447559" dir="auto" id="tweet_36" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511281423482867721" dir="auto" id="tweet_37" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">The Group III report highlights the challenges of building a </span><a class="entity-hashtag" href="https://threadreaderapp.com/hashtag/transitionjuste" style="background-color: transparent; box-sizing: border-box; color: #1da1f2; cursor: pointer; text-decoration-line: none;">#justtransition</a><span style="box-sizing: border-box; vertical-align: inherit;"> : </span><span style="font-size: 1.1875rem; letter-spacing: -0.003em;">based on a set of principles, processes and practices to ensure that no person, worker, territory, sector, country or region is left behind in the shift from a high-carbon to a low-carbon economy carbon </span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511281489928937472" dir="auto" id="tweet_38" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511281547860746242" dir="auto" id="tweet_39" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This incorporates respect and dignity for vulnerable groups, decent job creation, social protection, labor rights, equity in energy access and use, social dialogue and democratic deliberations. stakeholders. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282260963643392" dir="auto" id="tweet_40" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This implicitly incorporates the dimensions of well-being, equity and justice, and proactive and targeted measures to minimize negative impacts (social, environmental, economic) by building an economy-wide transition. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282880546287626" dir="auto" id="tweet_41" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">This report also includes an entire chapter (the 5th) dedicated to the social dimension of the transition to a low and then zero-carbon economy, therefore focusing on "demand" and all the institutional issues to facilitate access to good living. low carbon. </span><span class="tw-permalink" style="box-sizing: border-box; color: #cccccc; display: inline-block; font-size: 14px; line-height: 0; position: relative; top: -0.5em; vertical-align: baseline; visibility: hidden; width: 12px;"><span class="fas fa-link" style="-webkit-font-smoothing: antialiased; box-sizing: border-box; display: inline-block; font-family: "Font Awesome 5 Free"; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 900; line-height: 1; text-rendering: auto;"></span></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282880546287626" dir="auto" id="tweet_41" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">Here I finish this "preamble" and I will then (later!) share a summary of the key points of the report, in French, thank you for reading and your patience!</span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282880546287626" dir="auto" id="tweet_41" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;">END</span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282880546287626" dir="auto" id="tweet_41" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><span style="box-sizing: border-box; vertical-align: inherit;"><br /></span></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282880546287626" dir="auto" id="tweet_41" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><br /></div><div class="content-tweet allow-preview" data-action="click->thread#showTweet" data-controller="thread" data-screenname="valmasdel" data-tweet="1511282880546287626" dir="auto" id="tweet_41" style="background-color: white; box-sizing: border-box; cursor: pointer; font-family: Georgia, Cambria, "times new roman", Times, serif; font-size: 1.1875rem; letter-spacing: -0.003em; line-height: 1.58; margin-bottom: 1.25rem; overflow-wrap: break-word;"><br /></div><p>
</p></div></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-45841658934481674892022-02-28T20:11:00.001-05:002022-02-28T20:44:42.711-05:00Coming Home to Roost<p>Perhaps out of place but one of the things that Eli has noted with some amazement is how quickly banks and industrial firms are signing on to sanction Russia, this even includes Swiss banks and the oil and gas companies like BP and Shell. Traditional neutral countries as well, including Switzerland and Sweden (as well as Finland, but that is anothe story).</p><p>OK, given the sanctions they don't have a lot of choice, but they are going well beyond on their own. What is motivating this?</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjruW6E2eX8Xp6rP_boDaDcYKPnxWroH_3UH8C2OJoQ1Qd5xZOFzI9itvmIlI5_PI3JjzvNa_B4bDu9E69VSYJaMoxzLozfS2mGzcFA7PGtFBqO3fHcWSVMdCjxLaw8Rj-B1zzGKuRgRTRRxOj5uZkAgN-q3PkpSyMeXc3Ug4e3nTLZPEOn3A" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="831" data-original-width="1572" height="349" src="https://blogger.googleusercontent.com/img/a/AVvXsEjruW6E2eX8Xp6rP_boDaDcYKPnxWroH_3UH8C2OJoQ1Qd5xZOFzI9itvmIlI5_PI3JjzvNa_B4bDu9E69VSYJaMoxzLozfS2mGzcFA7PGtFBqO3fHcWSVMdCjxLaw8Rj-B1zzGKuRgRTRRxOj5uZkAgN-q3PkpSyMeXc3Ug4e3nTLZPEOn3A=w661-h349" width="661" /></a></div>Table from https://blog.emsisoft.com/en/38259/ransomware-statistics-for-2020-year-in-summary/<br /><br /><div><br /></div><div>Ransonware, hacking and malware from Russia have been a constant drain. It's not just the ransoms, it's the huge financial and mental pressure of protecting every system at every level. It's not just the big companies but even small, down to the mom and pop level. <p></p><p>And this is a time to get some of their own back.</p></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-87158570932911460252022-01-23T00:31:00.001-05:002022-01-23T00:31:32.661-05:00"We Buy Hucks"<p>The headline is one of the two signs we saw commonly during our summer vacation in Idaho and Montana (glaciers are still there in the national park and distantly visible from the road, but will be stagnant blocks of ice before long). The other sign of course was "Trump 2020" or its even-worse disease variant, "Trump 2024".</p><p>"We Buy Hucks" was the far more welcome sign seen at cafes, restaurants, and elsewhere, and means they'll buy huckleberries from anyone who can provide them. <a href="https://en.wikipedia.org/wiki/Huckleberry">Huckleberries</a> are a wild, primarily western North American relative of blueberries. They're wild in two senses: first that people in the area are wild to eat them, and that they're wild-harvested. Despite being a widespread plant, <a href="https://huckleberry.xenite.org/facts/">domestication has not worked well</a> - they grow slowly and crops are unreliable, so it's still cheaper to just go into a forest and find ones producing berries.</p><p>To me this represents a path mostly not taken for how we interact with nature - sustainable consumption of a wild product by large numbers of people. If American elms, chestnuts, and passenger pigeons were still around today, a significant percentage of our diets could have come directly from nature. With huckleberries still fitting that role in a minor form, they create an economic and cultural incentive to preserve wild places. </p><p>People still hunt and fish of course. A small percentage of hunters and fishers actually come out ahead economically from their activities or otherwise obtain a significant number of calories directly from the wild. Maybe it can be even more important, and we can support buying hucks and other products as a way of protecting the <a href="https://www.half-earthproject.org/half-earth-book/">Half-Earth for nature</a>.</p><p>One small way of doing this: if good fortune brings you to Glacier National Park, visit St. Mary Village hotel on the east side and buy the huckleberry-chocolate chip cookie, baked on site. You won't regret it. <br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-35666322826160266742022-01-07T22:21:00.000-05:002022-01-07T22:21:24.840-05:00So, Look Up or Don't Look Up, now<p><span style="font-family: inherit;"><span style="background-color: white;">Dr. </span><span style="background-color: white; color: #0f1419; white-space: pre-wrap;">Valérie Masson-Delmotte had a Tweet Storm review of Don't Look Up that deserves putting where it can be gotten at without fumpling, Twitter, being even more ephemeral than a neglected blog. </span></span><span style="background-color: white; color: #0f1419; white-space: pre-wrap;">Masson-Delmotte who was co-Chair of the IPCC WG1 for the sixth review cycle had quite an instructive take.</span></p><p><span style="background-color: white; color: #0f1419; white-space: pre-wrap;">------------------------------------------------------------------------------------------------------</span></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjFYXaZtd-cmSiJAsVBgz8Qi3Ib0CCQfKbtkw-qp8VSXav2jhSyaK3kHJdtXnxbuvuUgEulOWrhVhWCa_-I7rEzuSlbop7Agq3e2svQRrliEgNlkZRfy57PMboglzh0p-6I2hOP4MFAz7Wg5PTQ9jX2_ZcsewLZbFCZsupORhubZKoFA2L87Q=s876" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="876" data-original-width="839" height="192" src="https://blogger.googleusercontent.com/img/a/AVvXsEjFYXaZtd-cmSiJAsVBgz8Qi3Ib0CCQfKbtkw-qp8VSXav2jhSyaK3kHJdtXnxbuvuUgEulOWrhVhWCa_-I7rEzuSlbop7Agq3e2svQRrliEgNlkZRfy57PMboglzh0p-6I2hOP4MFAz7Wg5PTQ9jX2_ZcsewLZbFCZsupORhubZKoFA2L87Q=w184-h192" width="184" /></a></div>I watched Don't Look Up with my family over the vacations... and quickly heard "hey, Mom, this is just the same as for climate change!" I'd like to share some thoughts, in light of some experiences at the science/society interface.<p></p><p>This (dark) satire plays with well known techniques (transposition, exaggeration) to denounce a social masquerade marked by denial, vanity, and greed, the loss of a sense of general interest.</p><p>Kate Dibiasky's character touched me with her doubts, her questioning about how to express herself rigorously, clearly and sincerely. With her despair of not having succeeded in doing better, this impression of living a Greek tragedy announced without the awakening or the leaderships necessary to change the course of the things. The fact of questioning oneself.</p><p>The film shows the discrepancy between the way scientists work and the way the media and political power work. I clearly felt it on several occasions. It raises the question of the training of scientists to help them express themselves in the media (media training), and the difficulty of journalists (talk show hosts) or political decision makers (and their advisors) to integrate scientific knowledge.</p><p>How should scientists communicate? Should they remain cold, distant, rational? Are they more or less credible when they let their emotions show, which makes them more human? Too human? Too sensitive? </p><p>The issue is particularly delicate for women (scientists), who, when they let their emotions show, can quickly be attacked (hysterical, etc). I had a bad experience, in 2011, of being called a climate "pasionaria" (passionate), for example. A term that has no equivalent for a man - I think we would call him a "committed scientist", in this case.</p><p>The film shows the discrepancy between the codes and the way scientists work, and the short exchanges with political decision-makers - who sometimes rely more on individual opinion than on a solid basis of collective knowledge. I have had, for example, 3 minutes (3 questions) to present the key points of an IPCC report to a head of state or government, a minister, an elected official. This is a short time.</p><p>Alas, the vast majority of decision-makers have not read the "summaries for policy makers" of the IPCC reports. I hope that some of their advisors do read them, but I wonder what they get from them. </p><p>The film also shows the cynicism and the denial of responsibility, the lack of risk analysis capacity for an unprecedented situation (ability to project oneself, risks associated with action options and their possible failure), the cruel absence of leadership.</p><p>It also illustrates how, in spite of themselves, scientists can find themselves instrumentalized in a political storytelling, for a specific interest, and not the general interest.</p><p>At some point, I wish I could have also said bluntly, "are you fucking kidding me?", but that would have required overcoming the politeness and respect for others that built me.</p><p>The character of Peter Isherwell is a particularly calamitous, but underlines a recurrent discourse on so-called technological solutions whose feasibility is not demonstrated and whose side effects are not evaluated. I have repeatedly observed this type of attitude, a mixture of cynicism, greed and lack of empathy during discussions preceding or following very polite roundtables related to finance, technology, innovation and big business.</p><p>The film also illustrates the society of spectacle and consumption, the way certain media operate, the misinformation that unfortunately spreads faster than solidly established knowledge, sometimes with navel-gazing personalities, all this between two advertisements promoting overconsumption and what leads most to emit more greenhouse gases. For example, this summer's recent IPCC report on climate change was released on August 9, the day of the announcement of the expected arrival of Lionel Messi in the Paris PSG team.</p><p>So yes, I found in this film many elements that echo my feelings and my analysis of the relationship between science, political decisions, the role of the media, and society as a whole, concerning the issues related to climate change.</p><p>The prediction of the arrival of a comet, a cog in the film's tragicomic to give make people laugh of the social masquerade, is a scenic device of the film, suggesting that we are all facing the same danger, with a binary response (we can either all win or lose).</p><p>With respect to climate change, the reality is much more complex, with major issues concerning unequal responsibilities, vulnerabilities, impacts, and capacities to act. This will be the subject of the assessment of the IPCC's Group 2 (vulnerabilities, impacts, risks, options for action/adaptation) and Group 3 (greenhouse gas , options for mitigation) reports, which are due on 28 February and 4 April 2022 respectively.</p><p>In this context, Don't Look Up focuses on individuals and power (represented via the top of the state, the media, tech billionaires), to the detriment of everything that makes society, collective organizations, solidarity mechanisms. This also raises the question of where to get out of denial (denial of reality, denial of severity, denial of the need for profound transformations and agency)?</p><p>For example, while public opinion surveys show that climate change issues are a major concern in society, why is this not a serious question asked to candidates for any election? What are the proposals to prepare us to face the inevitable consequences of a changing climate, what are the proposals that will allow us to make our contribution to the indispensable and rapid reduction of greenhouse gas emissions?</p><p>What future do we want to build, rather than navel gazing?</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://www.merchantsofdoubt.org/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1135" data-original-width="847" height="175" src="https://blogger.googleusercontent.com/img/a/AVvXsEiH78hXn2i13W8p1gbXQLnEmRVUIY0nAkUMiBe1F06Lr9Mcp9ud-11Lv0xnnbmS5xdrYzXiDYSI92rWllYBNAFz1QJzDPXNRtxm8VWaXX_5cb9AVz44SjfNO_u3t-erqbp6ue5b784i6BjRI9MuDc01W_55UOSd8rLvodGjJIfzgtLp1nP2ig=w131-h175" width="131" /></a></div>I will end by pointing out that reality is sometimes worse than fiction. The film only partially shows the cynicism of those who have everything to gain from the status quo, the role of the merchants of doubt who knowingly spread disinformation, greenwashing and sow confusion.<p></p><p>This assessment of the state of knowledge required a colossal amount of work in a short time, was finalized, in 2018, approved by all countries (<a href="https://enb.iisd.org/events/48th-session-intergovernmental-panel-climate-change-ipcc-48/summary-report-1-6-october-2018" target="_blank">it was a bit rock'n roll</a>)</p><p>I summarize it by saying that every half degree counts, every year counts, and every choice counts; the 2021 report adds that every region is affected, and every ton of CO2 counts.<a href="http://ipcc.ch" target="_blank"> It's all here</a>, (<a href="https://twitter.com/valmasdel" target="_blank">and in my threads</a>).</p><p>In short, when<a href="https://enb.iisd.org/climate/cop24/enb"> this special report </a>was presented at COP24 in 2018, 4 countries (including, at the time, the USA, Russia and Saudi Arabia) did everything to ensure that its conclusions were not integrated into the decisions of the UN convention. </p><p>It also illustrates the challenges posed by the relationship between the state of scientific knowledge and the way in which it can be instrumentalized or, if it is inconvenient, ignored.</p><p>Things have improved a bit since then, as the <a href="https://unfccc.int/process-and-meetings/conferences/glasgow-climate-change-conference-october-november-2021/outcomes-of-the-glasgow-climate-change-conference">COP26 decision</a> (last November) starts with "science and urgency" and underlines the urgency to accelerate climate action.</p><p>So Look Up or Don't Look Up Now</p><p>---------------------------------------------------------------------------</p><p>Eli was particularly shaken by several of these comments. Eli is a nobunny who snipes from the sidelines, but <span style="background-color: white; color: #0f1419; white-space: pre-wrap;">Valérie Masson-Delmotte is an incredibly well respected, talented, and important scientist (for good reason). She clearly sees how Don't Look Up reflects her experience at the science/policy interface, how Don't Look Up is a tragedy about the farce we are living.</span></p><p><span style="color: #0f1419;"><span style="background-color: white; white-space: pre-wrap;">Pessimistic, it cannot get darker than "</span></span>How should scientists communicate? Should they remain cold, distant, rational? Are they more or less credible when they let their emotions show, which makes them more human? Too human? Too sensitive? "</p><p>As Sherry Rowland put it "What is the use of having developed a science well enough to make predictions if, in the end, all we're willing to do is stand around and wait for them to come true." But step out in public and advocate for avoiding predictable disaster and the Honest Broker and his Nazgal descend. </p><p>It is, of course, much worse for women. As Dr. <span style="background-color: white; color: #0f1419; white-space: pre-wrap;">Masson-Delmotte writes:</span> "I had a bad experience, in 2011, of being called a climate "pasionaria" (passionate), for example. A term that has no equivalent for a man - I think we would call him a "committed scientist", in this case." </p><p>But even a man is not safe from the harpies. Look at the attacks on Peter Kalmus (<a href="https://twitter.com/ClimateHuman">@ClimateHuman</a>) and others, who are terrified by our inaction, and, of course, it's not just climate, but acid rain, ozone layer destruction, tobacco killing and today sadly the SARS2-Covid plague. </p><p>Terrifying that Dr. Masson-Delmotte writes she only had 3 minutes to explain a simplified version (the summary report for policy makers) to people who could make policy. She wonders if the policy maker's advisors read the report. The implication is they had not, for if they had they would have asked <span> questions, many questions.</span></p><p><span>Of course, scientists can rant and rave but the policy makers listen to that pucky gang of billionaires who mix "</span>cynicism, greed and lack of empathy" with a whole lot of money to spread disinformation and shout down concern. </p><p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="446" src="https://www.youtube.com/embed/GzvuyP8nq-A" width="536" youtube-src-id="GzvuyP8nq-A"></iframe></div><br /><span><br /></span><p></p><p><span>Make no mistake, Trump did a lot of damage, "</span>In short, when<a href="https://enb.iisd.org/climate/cop24/enb"> this special report </a>was presented at COP24 in 2018, 4 countries (including, at the time, the USA, Russia and Saudi Arabia) did everything to ensure that its conclusions were not integrated into the decisions of the UN convention. </p><p>It also illustrates the challenges posed by the relationship between the state of scientific knowledge and the way in which it can be instrumentalized or, if it is inconvenient, ignored."</p><p>Biden may not be Climate Human, but he at least got out of the way at Glasgow and may have actually helped. Reading Twitter today the <a href="https://fridaysforfuture.org/what-we-do/who-we-are/">Friday's for the Future</a> young people are having an effect, but remember how Al Gore, who was having an effect was sidelined by the Nazgal.</p><p>So let's look up now</p>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-15682186763545245762021-12-18T20:18:00.002-05:002021-12-18T20:18:53.029-05:00History of the Internet - Lessons in Shaking the Cup for Science<p> Never mind where the breadcrumbs were scattered, but Eli wandered into a video interview of <a href="https://www.ucl.ac.uk/computer-science/about/about-peter-kirstein">Peter Kirstein </a>describing how ARPAnet came to Europe. Kirstein, an early pioneer of computer networking, had the gift of being in the right place, knowing it was the right place, convincing key people that he knew, and getting the job done. Good scientists are entrepreneurs. It's a necessary skill and verty hard work..</p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="372" src="https://www.youtube.com/embed/JLilyBJeYgQ" width="447" youtube-src-id="JLilyBJeYgQ"></iframe></div><br /><p><br /></p>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-7000432906594234102021-12-11T21:08:00.001-05:002021-12-11T21:08:20.413-05:00Parchuting in again<p>Have had things to blog about, and then didn't blog them. Oh well - I at least want to add a mention of this renewable energy podcast, <a href="https://podcasts.apple.com/us/podcast/evs-in-the-us-are-we-lagging-behind/id1221460035?i=1000544558231">The Interchange, for referencing one of my obsessions</a>. They said that it could be internal combustion engine owners rather than EV owners that experience range anxiety rather than EV owners as gas stations become hard to find during the transition to EVs. Unfortunately they only referenced it as something that could kill off ICE engines at the tail end of the transition. I still think <a href="https://rabett.blogspot.com/2013/08/the-ev-v-gas-infrastructure-argument.html">the deterioration of ICE support infrastructure could accelerate the transition at an earlier stage</a>. We'll see.</p><p> While I'm here, here's a piece of good news I meant to blog about, "<a href="https://www.utilitydive.com/news/duke-energy-cost-recovery-north-carolina-bill-climate/607671/">North Carolina’s Democratic governor and its Republican-controlled Legislature have reached a deal on a sweeping energy bill that could dramatically boost renewable electricity in the state.</a>" Along with the semi-bipartisan infrastructure bill that passed and had renewable energy and EV components, there may be some slight chance to de-polarize actions that help fight climate change.<br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-29116808689267040292021-11-27T10:28:00.000-05:002021-11-27T10:28:21.908-05:00From USENET to Twitter the adventures of Eli Rabett<p> </p><span class="fontstyle0">At best social media are teaching opportunities but they can challenge professional geoscientists and today other scientists because of politically driven online hostility and the naivety of other participants. Few have been able to deal with the environment and even those who have are often walled off by motivated blocking. </span>This has been the case since the early days of USENET. An interesting development has been the emergence of scientifically sophisticated participants who, while not climate scientists as such, have relevant knowledge and experience in scientific research and whose participation in the on line forums provides useful information to lurkers and persuadables as well as not ceding ground to the relentless streams of fake information.<div><span class="fontstyle0"><br /></span></div><div><span class="fontstyle0">The latter point is vital, trolls seek to control the online space by chasing out others. Eli can talk about his adventures in geoscience based social media since the 1990s. A motivating part of this has been the ability to create a character</span><span class="fontstyle2">, </span><span class="fontstyle0">Eli Rabett. </span></div><h2 style="text-align: left;"><span class="fontstyle0" style="color: #26272a;"><span style="font-size: large;">Benefits of being somebunny else</span></span></h2><div><span class="fontstyle0" style="color: #26272a;">A pseudonym provides the space not to take things (too) personally. A reply that has often serves Eli is to point out that saying nasty stuff about a stuffed bunny is by itself amusing. So yeah, standing here is risky stuff.</span>
<br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /></div><div><span class="fontstyle0" style="color: #26272a;"><br /></span></div><h2 style="text-align: left;"><span style="color: #26272a;">Psuedonyms and Social Networking</span></h2><div><span class="fontstyle0" style="color: #26272a;">The fun part of being Eli has been creating the </span><span class="fontstyle2" style="color: #26272a;">c</span><span class="fontstyle0" style="color: #26272a;">haracter and giving him a consistent voice, some </span><span class="fontstyle0">idiosyncrasies</span><span class="fontstyle0" style="color: #26272a;">, a few friends and a point of view, which while overlapping with someone he knows well, is not quite identical.</span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0"><br /></span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0">Especially at the start, a pseudonym provides space to establish a reputation and a following. Nobody knows who you are on the internet and especially if you are commenting in a different area than your professional training, claiming expertise, is a sure way to gather abuse. A number of climate bloggers have started with pseudonyms building a network of commenters and friends over time.<br /><br /></span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0">The way of the web is that you will almost inevitably be found, but by then you can be better known at least to your readers and followers by your pseudonym. It’s fun trying to figure out if one of your colleagues knows about your other self.</span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0"><br /></span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0">Even better is being introduced to some prominent geoscientist as Eli's other self and watching as they figure out you are Eli.<br /><br /></span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0">So who is Eli today? Eli Rabett, is a not quite failed professorial techno-bunny who finally handed in the keys and retired from his wanna be research university. He seeks but a cup of coffee and some help with the expenses of blogging and tweeting, the travel to exotic stuffy rooms with science talks and carfare there unto. </span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0"><br /></span></span></div><div><span class="fontstyle0" style="color: #26272a;"><span class="fontstyle0">Maybe also a beer now and again</span>
<br style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: -webkit-auto; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;" /><br /></span></div>EliRabetthttp://www.blogger.com/profile/07957002964638398767noreply@blogger.com0tag:blogger.com,1999:blog-16612221.post-73290906340556489222021-09-06T22:35:00.000-04:002021-09-06T22:35:26.709-04:00Unclear on Afghanistan<p>From an email I had sent:</p><p><i>I've got a lot of conflicting thoughts about Afghanistan. If anyone doesn't have conflicting thoughts about it, then I doubt they're trying to think seriously about it.<br /><br />Here's one observation though, that in the blame game for what's happened there, I see very few people blaming Afghanistan. I recognize that real-world democracies don't work like they taught us in elementary school, but both the elites and the normal people of a country have to take some responsibility for their country's fate when they have a choice in the matter.<br /><br />This might sound like "Screw the Afghani people for not fixing their country in 20 years, we're right to leave." I actually disagree with leaving. As a historian, you know that 20 years isn't a long time. I think Afghanistan was better off with us there (I could care less about The Blob's stupid fixation with credibility and resolve), very few American soldiers had died in the few years, and even the expense isn't that high any more. There was a war in Afghanistan but America wasn't at war there.<br /><br />But still, it's their country. The parallel I draw is American responsibility for Trump in 2016. We didn't vote for him, we voted for Clinton. But we tolerated an undemocratic Electoral College system that made Trump possible with only anemic efforts to fix it. So we own the result.<br /><br />The Afghani people didn't vote for the Taliban and I'm pretty sure the majority don't support them, but they did have some choice in both their government and in whether to fight the Taliban.<br /><br />While the left side of the political spectrum (where I reside) doesn't like to blame "the people," we all know humans are a combination of good and bad, and our better angels don't always win. The people of Afghanistan are obviously in for a bad time, especially women, but I hope they find a chance to seize their country and future back in the future. Other poor countries have done that dating to India in 1948, so it's not impossible.<br /><br />One last thing - the only mistake I'll blame Biden for, after deciding to leave, is to withdraw all soldiers by the end of the fighting season instead of waiting to the end to start withdrawing soldiers. Probably that would have only bought Afghanistan six months, but what's wrong with six months of a better life? More broadly, the Afghanistan mission did bring a better life to most of the people in Afghanistan for a generation. That's not nothing, despite how things are right now.</i></p><p></p><p> </p><p>And for an alternative (but also unclear) opinion, the <a href="https://www.newyorker.com/magazine/2021/09/13/the-other-afghan-women">New Yorker on Afghanistan</a>. <br /></p>Brianhttp://www.blogger.com/profile/09301230860904555513noreply@blogger.com0