tag:blogger.com,1999:blog-6516116826153125532024-03-13T12:27:55.945-07:00Johnson Group Journal BlogAnonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.comBlogger321125tag:blogger.com,1999:blog-651611682615312553.post-19827810568588173032013-03-24T10:43:00.005-07:002013-03-24T10:43:42.731-07:00Clip chemistry<div class="post-body entry-content" id="post-body-1600849044161910968" itemprop="articleBody">
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Oxidation-Accelerated Hydrolysis of the Ortho Ester-Containing</div>
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Acid-Labile Polymers</div>
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Cheng-Cheng Song, Ran Ji, Fu-Sheng Du, De-Hai Liang, and Zi-Chen Li</div>
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<a href="http://pubs.acs.org/doi/pdfplus/10.1021/mz4000392">http://pubs.acs.org/doi/pdfplus/10.1021/mz4000392</a><br />
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An interesting example of "clip" chemistry: cleavage of
4-(pinacolboryl)-benzyl ester using H2O2, resulting in a carboxylic acid
and p-quinone methide (which eventually undergoes hydration).<br />
<img alt="normal.img-001.jpg" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/amlccd/2013/amlccd.2013.2.issue-3/mz4000392/production/pdfimages_v02/normal.img-001.jpg" />
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Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-69443037167637976722013-03-24T10:43:00.001-07:002013-03-24T10:43:17.142-07:00Speaking of Chromatography..<div class="post-body entry-content" id="post-body-1907301194253651790" itemprop="articleBody">
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The presentation today on GPC and HPLC reminded me of a Baran Lab<a href="http://openflask.blogspot.com/2013/03/column-chromatographyseems-silly-now.html" target="_blank"> blog post</a> I read not too long ago about moving bed chromatography and this paper specifically.</div>
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<a href="http://www.sciencedirect.com/science/article/pii/S0021967308018451" target="_blank">Rajendran, A.; Paredes, G.; Mazzotti, M. J. Chromatography. A 2009, vol 1216, 4, 709</a></div>
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This type of chromatography was developed to better separate enantiomers
by moving the stationary phase of a column in the opposite direction of
the mobile phase as shown in the diagram below.</div>
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It's tough to move the stationary phase though without causing mixing
and other problems and so they designed a simulated moving bed system.
This is comprised of four sections of regular columns with various ports
for feeding and extracting solvent in and out of. By rotating the ports
at which you feed mobile phase into and extract products in the
direction with the mobile phase flow, you simulate the solid moving in
the opposite direction. This process is widely used in industry, the
separation of fructose being a notable example.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIXey3SpaHRsoXVwMLdZdiciUkPspR0IWkFn0GFU0jztmfmdzzYue2qhDLfOF-JGgxoR9fxLqsr8zT6Hh6Mj7BqKaySKZehjfQzTysviaMEdroky8DZP6jdlX0XyoJHqjYEvHZ7znErBJw/s1600/1-s2.0-S0021967308018451-gr2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIXey3SpaHRsoXVwMLdZdiciUkPspR0IWkFn0GFU0jztmfmdzzYue2qhDLfOF-JGgxoR9fxLqsr8zT6Hh6Mj7BqKaySKZehjfQzTysviaMEdroky8DZP6jdlX0XyoJHqjYEvHZ7znErBJw/s320/1-s2.0-S0021967308018451-gr2.jpg" width="296" /></a></div>
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Of course this requires tons of optimization which you can read about in that paper. </div>
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Jessica McCombs</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-1159017085986790862013-03-24T10:42:00.004-07:002013-03-24T10:42:42.590-07:00C-H activation<div class="post-body entry-content" id="post-body-9206687506590240088" itemprop="articleBody">
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Palladium(0)-Catalyzed Alkynylation of C(sp3)−H Bonds</div>
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Jian He, Masayuki Wasa, Kelvin S. L. Chan, and Jin-Quan Yu</div>
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An important transformation for building carbon skeletons. </div>
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<a href="http://pubs.acs.org/doi/pdf/10.1021/ja400648w">http://pubs.acs.org/doi/pdf/10.1021/ja400648w</a></div>
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Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-59911990949954379152013-03-24T10:42:00.000-07:002013-03-24T10:42:04.503-07:00C-H activation<div class="post-body entry-content" id="post-body-3985412694903961124" itemprop="articleBody">
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<h1 class="articleTitle">
Iridium-Catalyzed C–H Borylation of Cyclopropanes</h1>
</div>
<a href="http://pubs.acs.org/action/doSearch?action=search&author=Liskey%2C+Carl+W.&qsSearchArea=author" id="authors">Carl W. Liskey</a><span class="NLM_x"> </span><span class="NLM_x"> and </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Hartwig%2C+John+F.&qsSearchArea=author" id="authors">John F. Hartwig</a><br />
<br />
This reaction might allow easy synthesis of substrates poised for Suzuki cross-coupling.<br />
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<a href="http://pubs.acs.org/doi/abs/10.1021/ja400103p">http://pubs.acs.org/doi/abs/10.1021/ja400103p</a><br />
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Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-86821260311457048302013-03-24T10:41:00.005-07:002013-03-24T10:41:44.578-07:00NHC complexes<div class="post-body entry-content" id="post-body-8837604391301635467" itemprop="articleBody">
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NHC Ligands as Modulators of Luminescence in Three-</div>
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Coordinate Gold(I) Complexes with Spectacular Quantum Yields</div>
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Renso Visbal, Isaura Ospino, Jose Maria Lopez-De-Luzuriaga, Antonio Laguna, and M. Concepción Gimeno</div>
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Solution- and solid-state- stable three-coordinate gold complexes with
NHC/carborane-diphosphine ligands have been prepared and they display
very high quantum yield for phosphorescence.</div>
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<a href="http://pubs.acs.org/doi/pdf/10.1021/ja401523x">http://pubs.acs.org/doi/pdf/10.1021/ja401523x</a></div>
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Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-21098396361913863262013-03-24T10:41:00.001-07:002013-03-24T10:41:11.821-07:00Gold complexes<div class="post-body entry-content" id="post-body-3719752807643656586" itemprop="articleBody">
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A Golden Ring: Molecular Gold Carbido Complexes</div>
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Elliot S Borren, Anthony Francis Hill, Rong Shang, Manab Sharma, and Anthony Creswick Willis</div>
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This paper reports an interesting complex containing 4 gold atoms arranged in a ring spaced by single carbon atoms</div>
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<a href="http://pubs.acs.org/doi/pdf/10.1021/ja400128h">http://pubs.acs.org/doi/pdf/10.1021/ja400128h</a> </div>
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Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-89150591721591627202013-03-24T10:40:00.004-07:002013-03-24T10:40:27.073-07:00Efficient C-Ar bond formation<div class="post-body entry-content" id="post-body-6500179626498406839" itemprop="articleBody">
<h1 class="articleTitle">
Nickel-Catalyzed Cross-Couplings of Benzylic
Pivalates with Arylboroxines: Stereospecific Formation of Diarylalkanes
and Triarylmethanes</h1>
<a href="http://pubs.acs.org/action/doSearch?action=search&author=Zhou%2C+Qi&qsSearchArea=author" id="authors">Qi Zhou</a><span class="NLM_x"> </span><span class="NLM_x">, </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Srinivas%2C+Harathi+D.&qsSearchArea=author" id="authors">Harathi D. Srinivas</a><span class="NLM_x"> </span><span class="NLM_x">, </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Dasgupta%2C+Srimoyee&qsSearchArea=author" id="authors">Srimoyee Dasgupta</a><span class="NLM_x"> </span><span class="NLM_x">, and </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Watson%2C+Mary+P.&qsSearchArea=author" id="authors">Mary P. Watson</a><span class="NLM_x"> </span><a class="ref" href="http://pubs.acs.org/doi/abs/10.1021/ja312087x#cor1">*</a><br />
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"We have developed a stereospecific nickel-catalyzed cross-coupling of
benzylic pivalates with arylboroxines. The success of this reaction
relies on the use of Ni(cod)<sub>2</sub> as the catalyst and NaOMe as a
uniquely effective base. This reaction has broad scope with respect to
the arylboroxine and benzylic pivalate, enabling the synthesis of a
variety of diarylalkanes and triarylmethanes in good to excellent yields
and ee’s."<br />
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<a href="http://pubs.acs.org/doi/abs/10.1021/ja312087x">http://pubs.acs.org/doi/abs/10.1021/ja312087x</a>
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A Continuous Network of Lipid Nanotubes Fabricated from the</div>
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Gliding Motility of Kinesin Powered Microtubule Filaments</div>
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Nathan F. Bouxsein, Amanda Carroll-Portillo, Marlene Bachand, Darryl Y. Sasaki, and George D. Bachand</div>
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"Taxol-stabilized microtubules taxol-stabilized MTs, in constant 2D
motion via surface absorbed kinesin, extracted and extended lipid
nanotube networks from large Lα phase multilamellar liposomes...
Interactions between MTs and extended lipid nanotubes resulted in
bifurcation of the nanotubes and ultimately the generation of highly
branched networks of fluidically connected nanotubes...The ability of
these networks to capture nanomaterials at the membrane surface with
high fidelity was subsequently demonstrated using quantum dots as a
model system."</div>
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<a href="http://pubs.acs.org/doi/abs/10.1021/la304238u">http://pubs.acs.org/doi/abs/10.1021/la304238u</a></div>
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<img alt="Abstract Image" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/langd5/2013/langd5.2013.29.issue-9/la304238u/production/images/medium/la-2012-04238u_0002.gif" /></div>
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<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-30828874600282756642013-03-24T10:39:00.005-07:002013-03-24T10:39:29.497-07:00Precision polymers, dendrimers<b>Extending
the Limits of Precision Polymer Synthesis: Giant Polyphenylene
Dendrimers in the Mega Dalton Mass Range Approaching Structural
Perfection</b><br />
<br />
<br />
<br />
<a href="http://pubs.acs.org/action/doSearch?action=search&author=Nguyen%2C+Thi%5C-Thanh%5C-Tam&qsSearchArea=author" id="authors">Thi-Thanh-Tam Nguyen</a><span class="NLM_x"> </span><span class="NLM_x">, </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Baumgarten%2C+Martin&qsSearchArea=author" id="authors">Martin Baumgarten</a><span class="NLM_x"> </span><span class="NLM_x">, </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Rouhanipour%2C+Ali&qsSearchArea=author" id="authors">Ali Rouhanipour</a><span class="NLM_x"> </span><span class="NLM_x">, </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Raeder%2C+Hans+Joachim&qsSearchArea=author" id="authors">Hans Joachim Raeder</a><span class="NLM_x"> </span><span class="NLM_x">, </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Lieberwirth%2C+Ingo&qsSearchArea=author" id="authors">Ingo Lieberwirth</a><span class="NLM_x"> </span><span class="NLM_x">, and </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Mullen%2C+Klaus&qsSearchArea=author" id="authors">Klaus Mullen</a><br />
<br />
This paper reports the synthesis and characterization of the first
megadalton polyaromatic dendrimer (and earlier generation dendrimers).
They got beautiful, albeit broad, MALDI spectra, narrow GPC traces
(remarkably, even for late-generation species), and TEM images of these
gigantic molecules. The synthesis was achieved via D.A.
chemistry/deprotection of alkynes.<br />
<a href="http://pubs.acs.org/doi/abs/10.1021/ja311430r">http://pubs.acs.org/doi/abs/10.1021/ja311430r</a><br />
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<img alt="Abstract Image" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/jacsat/2013/jacsat.2013.135.issue-11/ja311430r/production/images/medium/ja-2012-11430r_0007.gif" />
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<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span></div>
</div>
Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com1tag:blogger.com,1999:blog-651611682615312553.post-41655025966110390772013-03-24T10:38:00.006-07:002013-03-24T10:38:49.359-07:00 Synthesis and Properties of Multicleavable Amphiphilic Dendritic Comblike and Toothbrushlike Copolymers Comprising Alternating PEG and PCL Grafts<div>
A polymerization scheme to obtain hyperbranched and dendritic functional
copolymers is described here. Through the use of self-condensing vinyl
polymerization, sequence controlled copolymerization, and RAFT, this lab
was able to create alternating AB copolymer "combs," and further
functionalize the ends of these combs to make "toothbrushes." Near
perfect AB sequencing was achieved by RAFT copolymerization with a
styrene derivative and a maleimide derivative. Maleimides have a very
low tendency to self-polymerize, but a rapid rate of polymerization with
other vinyl monomers. </div>
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<a href="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/mamobx/2013/mamobx.2013.46.issue-4/ma3025283/production/pdfimages_v02/normal.img-001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="275" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/mamobx/2013/mamobx.2013.46.issue-4/ma3025283/production/pdfimages_v02/normal.img-001.jpg" width="320" /></a></div>
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http://pubs.acs.org/doi/pdfplus/10.1021/ma3025283
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Posted by
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<a href="https://plus.google.com/110517930633996276862" itemprop="author" rel="author" title="author profile">
Molly Sowers</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-80736554657702948172013-03-24T10:38:00.003-07:002013-03-24T10:38:28.050-07:00Stepwise Click Functionalization of DNA through a Bifunctional Azide with a Chelating and a Nonchelating Azido Group<div class="post-body entry-content" id="post-body-5645775039637586691" itemprop="articleBody">
<div style="text-align: center;">
<a href="http://pubs.acs.org/doi/full/10.1021/jo400059b#" target="_blank">Sachin A. Ingale and Frank Seela The Journal of Organic Chemistry Article ASAP</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD0gEAkhShoeT53Zsh342tR8T9CJ6Jp3AhAeHb-4zRRYLBuF_2w8l3M9r9kj9IvTgvWrelAeI67XQxLkOiI1NBRGrJ20vkgcFcJENVE8jsDVAdckHoUfkKdPiRsvOmUvG-RGNk7yo67PCi/s1600/jo-2013-00059b_0006.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD0gEAkhShoeT53Zsh342tR8T9CJ6Jp3AhAeHb-4zRRYLBuF_2w8l3M9r9kj9IvTgvWrelAeI67XQxLkOiI1NBRGrJ20vkgcFcJENVE8jsDVAdckHoUfkKdPiRsvOmUvG-RGNk7yo67PCi/s320/jo-2013-00059b_0006.gif" width="320" /></a></div>
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This paper utilizes cool click chemistry to make heterodimers of
nucleosides and oligonucleotides. The bis-azide linker used features a
copper coordinating azide site and a regular azide site. The
coordinating site will react selectively with an alkyne in the presence
of Cu(II)acetate and in the absence of an external reducing agent like
sodium ascorbate. The other azide site can then be "clicked" to a
different alkyne in the presence of Cu(II)acetate and sodium ascorbate. </div>
</div>
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<a href="http://www.blogger.com/profile/07927654545144202991" itemprop="author" rel="author" title="author profile">
Jessica McCombs</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-57583719274632399432013-03-24T10:37:00.006-07:002013-03-24T10:37:58.720-07:00Ultrasound, pH, and Magnetically Responsive Crown-Ether-Coated Core/Shell Nanoparticles as Drug Encapsulation and Release Systems<div class="post-body entry-content" id="post-body-165714774448540762" itemprop="articleBody">
<div style="text-align: center;">
<a href="http://pubs.acs.org/doi/full/10.1021/am4004705#" target="_blank">Siu-Fung
Lee, Xiao-Ming Zhu, Yi-Xiang J. Wang, Shou-Hu Xuan, Qihua You,
Wing-Hong Chan, Chi-Hin Wong, Feng Wang, Jimmy C. Yu, Christopher H. K.
Cheng, and Ken Cham-Fai Leung ACS Applied Materials & Interfaces
Article ASAP</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLYFi0mvTpjkqN4pQVbXTC7dxmbQZIO_qLppPIeAACe34bijXxLaasba5B44cFuTAHf97VLecdsX1qWrYxLu_f54gh0BA-EM88nPVNBVu8XB6d8krcu25ZxFNggg8FDDsHZF3P8REvX-qs/s1600/am-2013-004705_0002.gif" style="margin-left: 1em; margin-right: 1em;"><img alt="Abstract Image" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/aamick/2013/aamick.2013.5.issue-5/am4004705/production/images/medium/am-2013-004705_0010.gif" /></a></div>
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This paper outlines the synthesis and thorough characterization of
core-shell nanoparticles to be used in pH and ultrasound drug delivery.
These particles feature an iron oxide core surrounded by a mesopourous
silica shell that is capable of harboring a payload of drug molecules.
The drugs are held inside by an outer layer of crown ethers that chelate
metal ions such as Cs+. This outer layer also helps reduce cytotoxicity
in addition to protecting the particles in vivo. These nanoparticles
also displayed high r2 relaxivity. </div>
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Posted by
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<a href="http://www.blogger.com/profile/07927654545144202991" itemprop="author" rel="author" title="author profile">
Jessica McCombs</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-1681000049394787372013-03-24T10:37:00.002-07:002013-03-24T10:37:29.368-07:00Radiolabeled Nanogels for Nuclear Molecular Imaging<div class="post-body entry-content" id="post-body-6002154893513324523" itemprop="articleBody">
<div style="text-align: center;">
<a href="http://onlinelibrary.wiley.com/doi/10.1002/marc.201200744/full" target="_blank">Singh,
S., Bingöl, B., Morgenroth, A., Mottaghy, F. M., Möller, M. and
Schmaljohann, J. (2013), Macromol. Rapid Commun.. doi:
10.1002/marc.201200744</a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2er_olDjvP-_lhHaJDVJ2EtladVG4W8Y9sfYnEr123CuMSEeBxf7ez9dUtERNjy-7ZibX7A8icJOZgn57atNbY7suBjzE80vDI59xrghbF7BvFINC1S5L7ZhwfgRd2Kpf8vpGslfj9d2/s1600/nsch001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgl2er_olDjvP-_lhHaJDVJ2EtladVG4W8Y9sfYnEr123CuMSEeBxf7ez9dUtERNjy-7ZibX7A8icJOZgn57atNbY7suBjzE80vDI59xrghbF7BvFINC1S5L7ZhwfgRd2Kpf8vpGslfj9d2/s320/nsch001.jpg" width="320" /></a></div>
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This paper outlines synthesis of gallium chelating nanogels. These
nanogels are prepared from thiol crosslinked "prepolymer" chains
composed of PLa and PEG. Gallium chelating ligands are also incorporated
via thiol Michael addition. </div>
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<a href="http://www.blogger.com/profile/07927654545144202991" itemprop="author" rel="author" title="author profile">
Jessica McCombs</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-71917779183428330212013-03-24T10:36:00.007-07:002013-03-24T10:36:38.073-07:00Supramolecular Nanostructures Formed by Anticancer Drug Assembly<div class="post-body entry-content" id="post-body-5418686771534968654" itemprop="articleBody">
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Supramolecular Nanostructures Formed by Anticancer Drug Assembly</h1>
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<span style="font-weight: normal;">JACS </span></h1>
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<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: 'Times New Roman'; font-size: x-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">http://pubs.acs.org/doi/abs/10.1021/ja3115983</span></h1>
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<h1 class="articleTitle" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.15em; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 0.5em; orphans: 2; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: 'Times New Roman'; font-size: x-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"><img alt="" height="369" 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2bMwLA5gL+/P/T2tGnTsrKy/Pz80EVHXV193759DAKXmpqKlNHDw6O0tHTfvn1wf2Fh4alTp/r7+5O+3RwOR1tbG1p16NAhHJnYJxs3bkxJSdm0aRPK2/79+1+7do2UUfX19YsXL8YRW1FRERoaamJiAnNTQ0Pj4MGDDN5z4cIF6A1VVdXHjx9D4Zs3b75FGb9+/Xrs2DFjY2MUlebm5leuXOn4gZatra1Pnz51cHDApZmiKDMzsytXrvAHMNTW1l69enXGjBn4lXv16uXl5cUIB6Rp2s/PDypMnTqVw+H8/vvvw4YNAwmmpqa2d+9e6NKgoCBTU1PokB49enh6epIjrbGxcf78+RRFiYuLnzp1Kj09ffny5Sh5JkyYcP/+/TZ1WFwu19PTE74gRVGysrJTpkw5d+4c/zD28vKCOs7Oznl5eSdPngSFLkVRCgoK27Zt498JwP1XrlyJviW9evVyc3NjeB/m5uZOnToVKvj6+mZkZKxevRobr6+vf+3aNdzZxsXFQf8zjL24lHz58uX48eMTJ04kfx0/fvzevXt/sj6Sqqmp8fDw6Nu3b8+ePSmKmj9/PvlzZWXliBEjsIkGBgYC5CCpZfyWywWKdXV1dezisrIyUDgpKCgMGTKE7LUHDx6UlZWhOLC1tSXvFhYWpqysDB196tQp8qcTJ06QqlPAkCFDpk6dCpRx0KBBgkl6S0vLiRMnGGENCFVV1efPn0PNgoKCUaNGURQlJyc3evRo1BAgBg0aFBwcjIY58iakh+jt27ehbXp6emPHjuV/aJ8+fd69e4f1c3JyoN8oihoxYoSJiQn/JTt37kR5l5CQAPKaoqiNGzfCZMvOzp4yZQpFUVJSUqamptCfJOTk5MhgjpqaGqCMQkJCI0eORP9uErNmzSInZ0hICLhoKCkp3bhxAwpJykhqGSsrK52cnNrscxsbm44Yd/bv30/uc0jo6OiQHUjT9IcPH3AtISElJeXr60vWJLWMQBnROY8xzx0cHARTxpycHFNT0zZbSFHU/PnzsfeqqqqmTZv2rZoMB6mioiL+MUa2itwjNTQ0eHt7tzm8R48eTbrQxcXFgR+YoqLiiBEjgHmQmDx58vXr142MjBjlffv2hc0STdNZWVnW1tYURUlKSk6cOJHf6VlYWPjAgQNkv6GWUUdHByKIvby84Mvq6ekxouhSUlLQK2b16tUd3F10EDweD7WM8K2NjY0ZkS6VlZUwj6BCt27dbt68+a0bImVUVFT09/fnr1BUVITrjZGRUUpKCpS/e/cO2IOSkhK8L0BBQeHt27e5ublIGV1cXEhV6++//w7ysEuXLkFBQVheX1+/bds2/jEwbNiwqVOnQm+bmZkJ1ug0NDRs2LDhWwNv4MCBHz9+hJqJiYnQQmlpaWNjYxALJIyNjUNDQ/nHkq6uLo4lmqavXr0K/dy/f38kuySGDx9O6jhRyygkJGRiYsIvKsXExI4fP471IyMjcQ+5f/9+FKGbN2+GwhEjRsBix4C9vT12O0kZJ0yY0OZEdnZ2Jj+Tr68v7AGUlJQePnwIhd+ijGVlZegVw8DixYs7qG7cv39/m3eAdyHV+QUFBbh8M9CjR48bN26Qk/f06dMweDQ1NYcPH85/iYeHx9GjR/kFtYuLCzp1NDQ0LFiwAF583LhxOLZJbN26laECDwkJ+VYYrqWl5adPn8jK+EH19fX5Rx1FURYWFgUFBeQlr1+/Rr9YEsrKytevX8dqWVlZOIXHjh0LX5CB7du3w0YlPDwcSoSEhMg+mTt3bmtra2Nj4+zZs9t8I4qizM3N27QO/SD8v/CXjIyMyMjIvXv3ktMSgKp1iqL69OkjINsFSRnJ6Ufi5MmTIHlFRESuXLkChRUVFUOHDiV7wcnJaePGjSdPnqytrS0tLcXJaWdnR97t2bNnoGUUExMjtYyPHj0CBQZFUSoqKq6urt7e3sjQQYU2fPhwwQa7hw8fYnsGDBiwdu1ab29vksnNmTMHBjdqGRGWlpbe3t7jx48nPTjhod7e3tOmTRMTE8M3QpFx7949WCMBYmJiTk5OO3bsMDc3x8IpU6agCp3UMuLo8fb2dnR0xHW9T58+qFpLSkoCLaOwsDBqGXNzcxk8w9jYeMuWLc7Ozuitpaqqim6s1dXVmzdvFhISQp6ko6Pj6em5bt065F7i4uK///479uS9e/cg4k9FRQVjjb+lZdyxYwfcREFBYd68edu2bXNycsKoLA8PDwGfjKbpt2/fAusVFxefMmWKl5fX9u3bHR0dcf+gr6+P256cnBwIwaEoSlNTc82aNZs3b0ZDs5SU1B9//IF3RsqoqKh47949mqbv3r27YsUKTU1N6Ao1NTU3NzcPDw+U9W2itrYWebaIiMjMmTN37ty5cuVKXKJERERAF9va2nrgwAEo7N69+/z58z09PT09PceNG4cfy8XFBRTJjY2N7u7uUKihobF48WIvLy93d3dyZnl5eWEzrly5AoNERETEzMzM29t79erVGIA/d+5cJKNcLhd33hRFiYqKOjo6enp6osYaYWZm5unpOWbMGCxZt24dmGxIX0YcZp6enm5ubrjFkpWVxShRmtAy6urqwvDjcDig1JGRkTl//jy5RP3++++g+VBRUSE9TTsFDF9GiqL27dvHXw01eTCq9+zZ8y3XF5Iyot6dAXT/AOUuFEZGRuIuEZ6ydOnSLVu23Lx5s7m5OTExEQUCQ8t48+ZNkC1qamrYP62trRcvXsQlSkdHZ8OGDZs3b0arDogva2trwQYZVClRFDVq1KitW7du3LgRb0JRlKurK6zrycnJDJE1b968DRs2DBkyhDGWpkyZ4uHhQQ71lStXYn/evHlTXFwcRZCcnNzy5cu3bt1qbGxM3hl3DsnJyTBy8BI7Oztvb28bGxt8fUNDQxStMTExUF9CQuLIkSP8WkbssdWrV69fv55kMwcOHAAeUFdXh5QRMHDgwA0bNri5uaENSlxcnFT6dlzLyOPxcL6rqKg4OTl5eXnNmzcPV5z9+/e3a+sICgpCfeGQIUM2bty4efNmkjnZ2dmBwrK+vn7hwoVYPm7cuO3bt2/cuBGVrAoKCqRmwc/PD9c4iqJ69+69fv36ZcuWYeg3frilS5euWbMGrYVSUlI4PhsaGsiHUhRlYGCwefNmV1dXMNZRFCUiIkI+F7VI1H/sgTt37rSxsUH5b25uTvJgxgfV19f39PRcs2YNCiUhIaFdu3Zh/fz8fNzuDho0aN26dR4eHsiJu3TpEhUVBTWzs7NRpwCYMGGCp6cn2Rg5OTmwVBQXF2/fvn3s2LHCwsLCwsLdu3e3t7ffunUr2CEvXLgA9RUVFZ2cnLy9vT09PUmlw5w5cwR/6E6EoLyM2dnZ/v7+4HMDM61v375/kTKGhIRg8oLffvsNCsvKylBkiIqKkgsbTdPFxcW4n+anjDB0xMXFMXtLfX393LlzsYtxS11TU4PlFEUNHz5c8Nb5zZs3s2fP7tGjR69evXD2pqWl4XZh3Lhx4MlRVFSElFFISGjlypUgYlJSUtCyTFHUpEmTwJJYXl4+efJkKCS79P79+4qKijj4Tp48iW+0Zs0anCFnz56FclLLKCsr6+7ujiJ148aNsMKpqqri1icpKQl6UlhYeMuWLW1SRkdHR1wezp07h9u1RYsWgRwEX0aUvOPHj0cGFhoaiibOVatWYU/evXsXtO4qKiptGqZRy/j69WvoASkpKVJtfP78eZA13bp1Y5ioGMDMLEZGRqTNwtXVtVu3bsOGDVu3bh3uyVBeGBoa4m2LiopsbGxwKuKWF8NfFBUVSWMiVp4wYYKAhiHq6+v37ds3duxYCQkJGxsbFOv79++HzYyIiMjBgwehq0EzR1HU+vXr8Q6ZmZlGRkZKSkoTJkw4e/YsbDnKyspQ1h86dAgrp6WlDRgwoFu3blOnTkUVb0ZGBoq5devWoRnr8ePHoIeWkZG5du0atI2kjHJycvv374fKb968QZoLIwRakpKSgkR80qRJsEdnCFBnZ2d0Pr527RouAHPnzsXGkOEvEDFdWVmJ2ycXFxecv42Njc7OzlBuYWHRkSj+PwVSywiDsE1WGh8fj1p8UVHRNWvWfCsIpiOU8fjx48BmpKWl0TMyIiICV6yuXbsy/H9iY2NRICxdupRUX924cQM6U1VVFTY8NE3n5ORMmjQJ6mtoaGCyybS0NCynKMra2lqwyuru3btTp05VUVEZMGAAeuy8f/8edyDTpk2DyYhBbzDG9u7dC5U/fPhAjqX58+ejUzsK/9GjRyOlCwgIwM9BuruUlpbOmzcPP0FISAiUk76M8vLypFlj8eLFMO969eqFNp/Y2FioLy4ufvjwYaSMW7ZswUYOHjwYhcbHjx+RIqurq4NWlfRlpChq1qxZ2P7z58/j7mL79u3YmI5QRih89OgRiKOuXbuSmSaPHTsGQrhPnz789mISpKZjxIgRqDUHTbCCgsKUKVNOnDgBYv/mzZtAdERERNasWYPjgcvloh3S0NAwKSkJXxA/UN++fTEl886dO5HUdu3aFVftU6dOoV5g+/btIHlQywgwNTXFRj5+/BiF0rBhw8D69PXrVzs7Oyjs168fdiBN06dPn0bLO0hXwLZt23AtmzRpEq5lly9fRhX43Llzsf7atWvxoej9Qi4Z8+fPh1nPkHhr1qxB1yDMUkdRFLnM+fv7Q+cMHz4c7WktLS2oYli0aBFWrqysHDNmjLKy8sSJE8nIkB+N/6KMRUVF4eHh3t7e9vb2VlZWAwcOhK+IfdqvXz8BPqEdoYxhYWG4rUFq+PXrV6SM+vr6DKdpwZSxV69eFEWJiYmhVOVyueAZKSQkRBIXmqYjIyNRYTly5Mh2fRmbmprAJZzcrqEUMDIyAvtdYWEh7oYHDBiA3g91dXVIUpWUlMhM5uhC0bNnT5zY9+/fR8q1cOFCUt+ekZGBhMDJyQkUS6SWcdiwYWi9omn63bt3sE+Sl5dH6vnx40d4fQZlxLiE/v37M3yQcZesp6cHn76mpgaV+RISEsHBwVi5oKAAd/nz5s1D36B2KSNqGdFGZmlpyfgWqJnHnUabOHnyJBhbu3fvDimRYa1qaGhgOB1//vwZW8uwQYeHh8Nq3a9fP0yoi5SxS5cuqBhoaGjA3hs7dmwHoy5aWlpKSkrevHlDGhTi4uLA+UZISGjLli1wc7QEGRkZXbx4EXcXubm5MTEx5J6nvLwcB6Gpqen169fRMz0lJSUuLo70Zbx48SIsAIaGhgyzy/bt2+Hdly9fDss2SRmtrKxQlpWWlmKqxb59++Iwbm5uxmGPw5LUMvKLkQ0bNoCs7NevHxoxyfCXN2/eQKGvry98BQMDAzSJ5OTkwLolLi5+5MiRTg8pZVDGQYMGka7MiOzsbFLL5ejoyO9sCugIZbxw4QI8UUxM7ODBg/BSkZGROOVNTU0ZTI7D4aB8W7ZsGcOXEZZAZWVlHL1hYWG45WboTR8/fgyuShRFTZ8+vV0rZ2VlZVxcHH47AHrJT548GVQ7pJZx3LhxOIDLysrQWKympob3aW1tXb58OYogHP/+/v6oxGJYHjgcDqg5KIpau3YtFJK+jCYmJmSs5N27d9EWjHuqmJgYMD4yKCNuMiUkJLAyAOUDRVFgY2lqasKIaTk5OdIHKT8/H7dVy5cvx/KOU8ZVq1bB5c7OzoxvgfqIixcvCvhk9+/fB04vJydHhljRNB0ZGfn+/Xv0ZayurkYizm8Gffz4MdxHSEgIBSmpZdy9ezf5UDReOTk5oY4DPRYowjRBahmVlJRQCAD2798Pj5CRkYG+ffHiBagYJSQkGCK9paUF17KxY8firhIXYgUFBZJ5V1VVobrH1tYW9rH5+flAReTk5NBGCggPDwdlR8+ePSHkIDs7G/e3vXv3JnVtr169QnMiyV/Pnz8PYnDo0KHIR1tbW7HlgwYNunLlCvLaz58/88fX/mj8P8p49+5dW1tbQ0NDYGAMoBXyr2sZ//jjD9QywrpI/7dh2sTEhOG6W6nixc8AACAASURBVFxcLMAwzU8Z//jjDxDHUlJSpHmUpunm5mbchQwdOvRPxeGWl5eHh4cfOHAAtYyDBw8Gm29xcTFu18zMzLD9TU1N+LH79OlDuoHu3LkTBxNGCdy7dw+mk6io6IkTJ8in19TUrFixAi6xsLCA3SqpZYRIFKwfFxcHi4GMjAxyrMTERMGUcfHixQxT2okTJ+AnGRkZoLy1tbVIGfv06UOunXl5eUjsbGxs0CrULmXcuXMn/d+CSVNT08rKytra2srKatq0aZaWlmgBWb58uQDn7vT0dJTFFEXp6OiMGjXKwcEhICCAEf39/PlzdEY2MjKaNWvWtGnTrKyspk+fPnr0aBjwMjIyqJLB8BeSMtbW1qJcGDNmDNKyoqIiDw8Pc3NzaL+VlZWpqemSJUsYnjSAlJSUoKCgBQsW4D57/fr1sGG4fv06plyRkZHR19c3MTFZv349fz58Ho935MgRvIO8vPzgwYMnT568adMm/txY27ZtA17Yo0ePqVOnQgunTZs2c+bMfv36wbtbWlrCMCMpo5ubG75jSUkJeO9RFDVp0iSUwjU1NeiNOnLkSJAYZMT0woULGZEu58+fBxkqJyeHI4TUMuJqgWNYVVUVdUjBwcEgr0ly2YnoIGUsKirCDqEoysHBAbVKDPxZynjgwAEoJDe9tra2DC0mh8NBgbBkyRKGlhEoIxn+cvXqVRA43bp1Y0S55eXloSePpaXlnxKVxcXFjx498vLyQsWhiYkJ7NZSU1Nx/z9//nycyOXl5cgvDQ0NkWo3NDQgN+rbty9OH39/f/wcjNNcysrKUCvj4OAAG1eSMjo5OZH1nzx5ArtrBQUF9G76FmVELaOSkhIjZSYpeXx8fFpbW0nKOGTIEHJLX1BQgIZFUnXUQcpYWVmJGqw+ffpYWlqCtJw2bZqFhQV2u5eXlwBReejQIRgS2tragrMApqWlocKC3yUjPz9/woQJ8KuHhwf0la+vL/A5SUlJyAkAQFZH/befTFJSEg7d1atXw01ILWO/fv0Ym9vnz5/DGiclJQWU98yZM+jhyh/peOnSJSBkXbp0efToERQiZTQwMCCFal1d3axZs+CnWbNmwVr2+PFj8CiQkJAYPXr0jBkzsNvHjBkDxKZ79+7w4XJzc3FpmDFjBknsOBwOsgg02rS0tJw6dQqkvaGhIaoqaJq+c+cOsiYpKamBAweOHz9+xYoVP0LWtQuqtbX1+PHj6PlHUZSoqKiWltbSpUv37t174cIFHA3w2RhBuyQ6QhmvXr2KCnmkMuXl5Tgip06dyrikI5RRVFQUdxVBQUEwkhQUFEhHbwByOCMjo3blYHNzM5fL3bJli5GRkY6OjoaGBhqOKYoaM2YMSIGioiJU8CxYsAC1a83NzbhFHjx4MBl7hSNVQ0MDBwfuwGRkZBhO8c3NzejbNGbMGFDSkKm858+fT1Ki+Ph48A6RkZFBrTXpy9gmZdy8eTNDQ3PlyhUQzRISEuCGSFJGJASA/Px8W1tb+MnW1vbPUsbS0lIBTr6IduM3T58+TbqEArp06dK/f39XV1fcvQUFBcFPgjOSoo7W398fJCz6MkJvoOwmKSPmKCVBbpTLysru3bs3ffp0PT09bW1tdXV1dHARERHBfXl9fT2aXEkoKysPHDjw4MGDJGkoKSlheM9g5X79+h09ehQ/LmZzEAAjIyPoK4yYpijK29sbdVclJSXo3z1t2jQU6DU1NY6OjlA+evRokBgYMU1R1PLlyxmU8caNGyCCpKWlcYE5ceIE+jJiv9XV1cGcEhYWXr16NSSaWb9+PdyZdMHsRECSHQwV0tLSavMIq/T0dDTSiYiIuLq6fiulYkco4/79+3HfglSG1DLOnz+fEeXD4XC+5ctIUkZwGG1tbT179ixIY3V1dcYbFRcX41y2tLRs1yDT0NDw5s2bFStWDBgwQE9Pr1evXmRoy7Rp00BlRRqmkV7QNP3161dcoceOHYua7Pr6ejc3NygnbSABAQHASMjlH1BTU7Ns2TK4xMzMDLWbuOfEfGQAkjKiWo7D4Qg2TA8YMIChKc/Ly0M3aHd398bGRpIyTpo0iZT/nz9/RtO/i4sLlneQMhYXF5OeA9+Cs7OzgA/n7e0NMqdv376Cj6eLjY1FCYCmZERlZSUqYlxcXOBDo5axV69eECwICA8PR3cF3AjRNJ2YmIhr2fr16/m1jJMmTWJM7ffv3wNHFxUVPX36NE3Te/fuhcrm5ub82X8ePnwIy5CYmBhqiFFtPGbMGJKl1dTU4MbDxsYG1tb79++TceVtQlxcHBSQ+fn5KI1dXFxI7s7hcPBl0TejpaXl7NmzQGqHDBmSmJiI9evq6nBIk1BRUTEyMtq/f39HDufrLFDv379HvigsLGxmZvbhw4cvX76AuGlubiadCfr169emmgRAJtnBhZaBPXv24OYDlQSkYXr69OmMSwRTRmCHJGUMCAgAHqmgoEAe7AZAs/KIESMEU8by8vJVq1bBrkJcXNzQ0NDLy+v27dtodDMxMYHeIH0Zly1bhi50pMgwMDAg9flIGUkt44MHD4CSysjIMBYSHo+Hg3vEiBGwlgtI5R0XF4eU8ciRI1DYrmF606ZNDMp49epVWCnFxcXBy7iuru5bp7/k5+e36QXYQcr45cuXGTNmwOUyMjJqamrq6upq/0GPHj3gP8uXL+fPF0Oitrb2zJkzI0eO7Nq1K38uvSlTpsCHQMpIUVTXrl179uzZo0cP/Ldnz57wODRA+Pv7M/Iy0gIpI8PNn6IoRUVFUPg9ffrU2NgYvrWSkhIcu3zu3DmQyyIiIqTxvaCgwMPDQ09PT15enhFgCGFMZHKQzMzMjRs3/vLLL3JycgwqLCkpiXkMkDJKS0urqKioq6tD9/bo0QP7edasWSB2Scq4b98+fBxJGWfOnIkaterqakiNQRGUMTs7Gw3TLi4ujMMqkTLKysqi0qhNwzRUhq4zNTWtrKysqKiAba2IiAisHJ0OhpZRRkbm0qVL/NWePn2KYQ0SEhICDpojk+zwyyiappuamlC7pqmpickZSMro5ubG6EYGZWzTl1FZWRk8cVtbW0+dOgWkoWfPngxVdElJCfKAdsNfcnJy7O3tgetISkqOGTPm8OHDwcHBqGWZNWsWNIY0TG/fvh19b8rLy3HuT5w4EQMTScrI0DIiZSRd1uj/Xl8nT54M7JPUMjJSeYeFhSFlxM+K4S/fMkwbGBgwtCf5+fkY+LVmzRpIk4ny38rKirQCff78GZW4ixcvxvIOUsaioiK8XF5eXk1NDeUVKSq3bNkiIA+8l5cXyPZ2KWNMTAzaGfiN3ZWVlbgmLliwAPbzSBm1tbVJi/zr169hjggJCZFSjsvlkpQRtYxIGc3NzRmD8MOHDzCW0Cjn4+MDlS0tLflzgqKOUFxcHLMZ4Ac1NTUl1R+1tbWkxQxG78OHD0FFKiIi0rVr1169evXs2VNVVRWFp5qamr6+Psyv/Px8XFhXrVpFupnFxsai0zNqbUnKaGhoyND7FhUVubu7g48pYxWQlpZ2d3f/vmPQvwOUh4cHPltFRYUk2jRNV1VVkTFr5KTlR7taxrq6Okw00KtXL0icQdN0eXk5UsZ58+YxriouLkYpw/j19evXQIzExcXRMH337l2QDtLS0gzDdEtLCzqHCaaMLS0te/fuhUVXX1//3r17sEtoaWlZvXo13GHcuHH8lHHJkiXfTRlRyygqKnr06FFG12EEjKWlJdyq0ymjk5MTw5Bx5swZ+ElWVhZMV5hkh6KoCRMmdCJlrKioQE2DjY1Nbm5udXX1l/+gpKTky5cvxcXF1dXVHXRW43A4p06dsrW17du3L9qg5eXlQWdD+kicOHGirq6urKystLT0y5cvpaWl8J+SkhL8mrdu3QLFSUcoY35+vqOjY9//oF+/fvr6+pMnT05LSyspKcHR4uzsjA7dCQkJoIDB8BcSDQ0NT58+9fHxmTRp0q+//ooqSUhzzahcVlb24MEDLy+vkSNHamlpoVMROgpDzDtFUcbGxjExMRUVFfCy0Mnw/8rKSgx/Qcro4+ODI+RPUUbSl9HBwYExzC5dugQjv0uXLhg0jRHTv/76K0kZ4+PjwY9FW1s7JSUlISEBbIj9+/dHkdK5YFBGiqLs7Oz4zzzEYH+YdwzfEhJIGbt27dpmkp3s7GzI20VR1LBhw3AxI8NfUBmDiI2NRYGArqgAPIuMjJi+ePEiqh5JT2uapvPz883MzOBWgsNfmpqa0J1/xIgR7969g2HT3NyMeprp06eDnoakjF5eXn+KMpI2rlu3bsGoFhYWZgj5yspKFPI40lJSUlDL+FcoI2oZu3XrxsgukpmZiYYFfsM0Ix/WX6SMX758QReIpUuXZmVlwRQmZ3FRURH/QQwk9u/fD3tgXV1dUqfFj6SkJFygGQsTTdOFhYXYmHXr1sE2BimjlpYWyelJykhKuXYp48CBAxkJCF+8eIELPVBAPKF76NCh/Kb269evwxSWl5dHxWcHKSOsZQ8ePIAozK5du168eLG2tra8vBx6G5ensrIymJVk+IsAyoiq1tbWVl9fX/RlZLgFA+rr6589e7Znz56JEyfq6OigwVZbW5t/FfhBoDBvM8wZMpqhrq4O409hgTEwMBCwHSG1jIxpTNM0j8c7evQoWgynT5+OlIKkjI6OjowLSS3j7NmzyZ+Cg4PhE4qLi/v5+UFhbGwsml8ZwdccDgcfZGRkJMCGlZ2djd6vGzZswPKGhgac6hMmTOCPmP4rlBF9GSmKcnJyIgdZSUkJSnA8ojc7OxutPH+FMuJa3qdPH8bmDK3hffv2BXlNpvLuLMoIAYwkHW9XBywYhYWFZMN4PN79+/ehQ4SEhNzc3GiaTk1NRd8j0kH7W7hx4wZQzI5QRpqmW1tb4WxGOKQRTKg0TZ87dw4ktZKSEjnPHzx4AMFPIiIipMmmubmZPDWHpumqqqqdO3eCRJaWliY1XrW1tXiuBqCkpGT58uUoK6HlJ06cANmkq6vb7mGmnUIZc3JycJgNHjyYYTbasWMHtFBbWxuzVJB5GTGYl6bp+vp6Dw8PISEhKSmp06dPHz58GCTYypUrGVq3zgJ5+gtIQnl5+V27dpF24SdPnpCp1/r37y/geFWkjN26dWNwNZqmq6urPTw8kKEuW7YM+5ykjB4eHgzVAunL6OLiQhLK06dPYwoF9GV8/Pgx+L1JSUkxjqt5/vw5usQJNkwnJiZCuIm4uDgZifz161dMwzRr1iz4NH+FMn7Ll9Hd3Z1sT1ZWFro5YZ4BAQcGfh9lFBUVZfhQPnnyBN2WYPlrbGzsdMoI+5DGxkb0/Zg2bdr3HSkZEBCAIZIMD66qqqqcnBzccnz9+hVTN9jb2zPcISIiIpCOo6qo0yljly5dGDPlwoUL4FyO6gzMUicrK8u/E8OcRAYGBkjIMOBy4sSJpDqsTcoYGxsLEYoSEhJoUP4W/ixlbGlpOX36NIhlIyMjBmVsbGzMzc0lp2F5eTkefK+goIB5VH40KAyqAFHYq1cvPz+/0NDQkJAQHJQY/gLb+m/dCymjiIjI4sWL4SYhISHBwcH+/v6urq5IioWFhcksFWSSnQULFjBu+/XrVwym09HRwRWutLQUPwmZl7GhoQF1mVpaWuQxHqtWrUJBIzjJTlRUFAYvW1tb44J99epV9NEZP348LIedqGXEh6qoqJAReWfOnIHnkkb/nJycztUyUhS1YsUKbP+bN29wGjs7O4ME+RGUESOmAwICYKSJiYnt3LkTtYnFxcXPnz//VjABorW1NTg4eMmSJcOHD2fMutzcXFxN4cSw5ubmRYsWQcmgQYPIFN9xcXGRkZGM2AIy/KVNymhsbNyRDNLoeEeu0xUVFSihREVFQZgWFhYeP3584cKFmpqaixcvJnUGAQEBMJukpKRgh52bm3v06FE7OztVVVVGooDjx49Dy+Xl5SHTZHh4OGajXbhwITa7rq7u9evXjHT9nUIZGcPM2dkZX+fFixe4J0RPc/q/w18Y9Cs0NBT2ioMGDQJ+QBqbOh08Hs/Hx4ffycHW1jY4ODg0NNTHx4fMEUNR1I4dOwScM46UUU5ObuPGjbdv3w75D27cuDFnzhx0KujevTv57iRl5Pc8TktLwzjCUaNG4RfhcrmYU4mkjNnZ2Zho1sjICHV4X758IfORWVlZCaCMT548AaklLCxMSm88LweGR+dqGckkOxoaGuQxWt7e3rDuSkhIYMY+0pexUygjRVHjxo3D1bCmpgZdP9XV1SE6ijxjunO1jDRN+/r6wuVkTgyapjMzM1+/fi34QFGsidx68uTJJO9cvXp1//79Z82adfToUVglMeO3jIzMoUOHcOAVFBTgaqunp4dq/jNnzsBX6CzKSFHUjBkz0GkvOzsbvTmHDh0Ka2tOTg6mLDA2NsaMPzRNh4aGYiYv0okWKaMALePs2bNBKDU2NqIdjBFhExkZGR0dTW5Z8Vg1SiBlxPAXmqYvXLgAPFtTUxPtvSUlJceOHbOzsxswYMC8efPIfWBoaCiwAjk5OX4f0x8E6sGDB/BpvxUEYGxsjC6foqKijMMzSJA5tARj4cKF5JsLpoxNTU3r1q3Da01NTc+cOXP27FkywTWpZaRp+vLly+irPnDgwCNHjvj6+jKOdxs2bJgAypibm4vvIiMj4+zs7Ovru3nzZjRlUhRlZGQE37WoqAhJ7V+hjKhnAsjKynp7e/v5+W3evBkzixobG6N+vtMN0wAHBwdfX9/Dhw9jpjFpaWkMqPw+yoipvEnKyH/G9NevX3HlkJCQWLRoka+v7+nTpydOnCgiIjJs2DAXF5c2g1UBra2tGHNNUdS4ceNOnjzp5+d35swZCwsL0EVJSkpiG/744w9ceHR0dA4ePHju3Lk9e/ZoamoqKSmZmpru2bMHdwsBAQGCDdMdpIwoTCmK0tPT++2333x9fcmwFSEhoW3bttE0nZmZiZlvxcTE5s+ff/bsWT8/vwMHDmBCin79+sG6FR8fT7pmw4g9d+7czp078WArIyMjiEVtamrCPTdFUbNnz/b19fXz87O1tYWIPFtb22fPnoGY63QtI2DWrFm+vr7Hjh1DvigqKkrqBkgtI+RlRGRlZaHSHTBs2DABkXl/EaRhWlRUtGvXrm0eL4QidOzYsQJOyaIJytgutm7dSl5IUkZPT08GZSRTz4qKis6ePdvPz+/YsWNkdtgePXogZWxsbCQP/xg/fvyZM2fOnDnDEAiCKWNiYiKyMVVV1TVr1vj6+rq6upJ3MDMzg4HXEV/GSZMmtUsZSS0jRVHKysoHDx708/NzdXVFQ5a1tTXOx6SkJNwjfYsydunSpU3KKCCV97Bhw06ePOnr6ztz5kz8+l5eXkAdSMpobW3NoIzIeL5Dy0j/d1oiWVlZNzc3Pz+/kydPGhkZSUtLDx8+3M3NTUB6E8Dx48fJrwwSY9myZZgtSEtLC5abz58/o6emlJSUs7PzuXPnzp49ixRNQkLi3Llz+EExL6MAX8aOU0bsWzMzs7Nnz548eZI8Oo90r7x48SIODENDwxMnTpw/f37Tpk2YYHj48OHkuU34QQVoGWfNmoV8OiwsDO/fr1+//fv3+/n5waHw3bt3NzMzO3z4MOyOSMq4evXqdrWMNE0/evQICkVFRefPn3/q1KmnT59mZWWhtBcTE1u4cKGvr6+vr+/+/ftRCdKnTx8BHoOdC4r+750TA8uWLUtJSSHPDBTgYJ6ens5/Dhg/Zs6cybAIl5WVITthZEAAfPz4EaUSCS0tLbDkiomJkXmYvnWAVa9evXR1dUHcDxkyRPDpLzdu3GgzqnTIkCFAHH/55RcgUkVFRThzFi9ejFuNxsZG5KmDBw8mcwTgSO3VqxcmtEPDtKSk5ODBg/mXJRUVFYzVpWk6KysLTasMysjhcCAGSFpaGhM7JyYmwiATEhLy9PRkGKZFRUUHDRrEn2VJRESE9EwFqxn8ZGJiQhqy8/PzcZqREdO3b98Gk42ysjJygqSkJJg2UlJS5Okvnz59avNgKAB5+FibSE9PZ5AJEsLCwh4eHmhwaW1txeOI2sTGjRvJVN7w3RUUFMgkO/i4UaNGdcRCVFZWRp7qjlBVVUVmZm9vD8wsLCwMz0Xgh7KyMnlcyuXLl8mIfgY0NDTIRColJSUCjiJUVVV99OgRiLmEhARMdLd7926kjMXFxZgBbvr06bgjqqqqQmeyUaNGgSzLysoCWiwjIzNgwAD+wzwpimKE8qCWUVtbmzRMA3777TfyJh051/u70dzcvHPnThgnwsLCM2bM2LRpE39UPoDfqMSPFy9e4AG4ArBq1SrGJuTDhw+kYZr/lZ88ecJ/Ch9FUVpaWrBUq6iokInoy8rKHBwc+OtraGjgqmZubi5gd83j8b516JyRkREINAMDA0hJk5SUhO3fsmULKg7ISWFiYoILRF1dHbJP8uwx9GWUlJQ0MjLiF5Xa2tpkImtSy7hs2TKy/Y8fP4aYBllZWSQf0dHRQDFB5c+vZezSpQt5vA2C0XhM0GFubk6uegUFBUj4yCQ758+fB8qooqKCR0+9fv0aok/ExcWPHTuGHz0iIqLNk+sAY8eObZdG1NbWYpQVP9TV1cnlJjIyEkPCGRATEzt06BA5eTHJTu/evcnTsJAyUv/NlhISEnBgrFu3jl/LqKamxh9QSBEnCAAaGxsPHDjAOHQNYWBgQFodyQ+KwayAmpoaVCjOnj2b9As6dOjQt3qMoqht27ZBe7Kzs3FH7ebmRlLGmJgYXOPIpEWfPn1i8BxjY+Oqqqr4+HgBO0xVVdUfZ2DhB0XTdFNT06VLl8zNzckDZ0eNGrVjxw7oKVJz8+uvv37rGOzU1FTM/soPRUVFc3PzU6dO8S+rpaWl2FPW1tZt3jwiIoLcWKioqGzcuDEqKgq7khFwU1dXd/jwYfIY0MWLFyclJS1atAi2LGPHjm13gQ8KCiLlgr6+flBQUGpqKt4WLIBfvnzBkrlz5+LMaWhowKhDDQ0NcnODSeTl5ORQmY+UUVpa+vTp02/fvsVUyRRF2dnZMfIwZWRkYIfPmTOHpIyRkZGoEEVHvbi4OGSEmPsKtYzCwsLr16+PjY1FFRFFUaNHj2a47FRVVaEzg6GhIalNyc3NRQ5hZmaGq11AQAAUioqKopMrl8tF2bFx40byEampqcuXL2dMnrFjx+7evbsjh2kWFBTs3r2bcYK7tLT0lClTLl26xO/u5u/vT3r0UhSloKDg6OgYGBhIVr5y5QpWwCjXmpoa/Eb9+/fvoFNRXl7e2rVryelmZ2f38ePH06dPw5/onUPTdEREhLu7O0N/r6qqam9vD4dNkXj9+rWLiwuDc/fq1cvNzY3fP7q4uNjb25txVtuAAQPWrFlDLrccDgeVnVu2bEHCXVhYiOZOU1NTFAuVlZXo+dS3b1+I7s/IyMBt1e7du589e4bylKIoAwOD48ePMz7NwYMH4ddu3bphyDAiPDwcl5Du3buTRzt2OpqbmzGxFEVRFhYWkKXVwcGB1Oz2799/y5YtjLOn20RYWBjGY/FDWVnZ3t7+5s2b/GP17du3OOWXLVvWZpjk7du3yTPftLS0zp49++jRI9iQCAkJkQes0TRdVlbm6emJt5WTk/Px8YmIiEDZZWtrKzhHQUNDw7Fjx0j6YmxsHBYWlpCQgBse2BZyuVx80Nq1a5EylpaWYp5CQ0NDTLJTV1eH/lGqqqpoCMaIabA+v379Gse8qKjokiVLGLEpiYmJuJtycHAgf7p//z7Gh6FCJCIiAg0+u3bt4qeMPXv2fPXq1aFDh1CIdevWbceOHWTydvIoB2NjY/Kn/Px8OG+C+u/T3k6ePAmFYmJiaMp49uwZ5jLct28fuU+Ijo5etGgRY1dpYmJy6NChDmabqq+vv3z5MuPAW21t7WXLlvFnksrOzt61axeZrx70YeTGFXD06FGoQG6w4V1Q7pGagtjYWBwYS5cu5aeMRkZGSUlJBw8exB2+np7ekSNH2jTs3Lt3z8nJiTycsG/fvh4eHvyZd3AhNjQ0xPxrNE3X1NTgWjZp0iTG+L9x48aUKVPQ0Y6iKGVl5fnz59+5cweHdGZmJuplGZEJEREROGzAoARoaWm5e/cu7s8pipo7dy7oLGJiYlatWsVYBdTV1efOnSvAZ/pH4P8//eXLly8vXrwICgoKDg4ODg5mnOkeGBgYHBwcFBQUEhLyLfEB4Tx4BxJBQUHv3r371iBubm5+/vx5UFBQYGAgOr/z4/Pnzw8ePAgKCgoICMAl7dWrV/7+/iEhIfxB9TRNZ2dn37lz59atWy9evIBviWq/GTNmdMSMmJaWFhoaGhgYGBISgnvcmJiY4ODg69evf/jwAdr/5s2bwMDAoKCguLg4nNItLS2xsbHQ4OfPn5NRoklJScHBwQEBAY8ePcL+RMooLi4OJpKCgoLQ0FB/f/+wsDD+3Eu1tbVPnz4NDAwMDAxkHFFTUVHxxx9/BAYG3rlzByOWampqnj59evPmzeDg4OTkZKhPGqZXr15N03RdXd3Dhw8DAwMfPXrEv/7xeLzk5OSgoKCgoKDw8HDypRoaGiIjI6EfYmJicJIUFxffu3cvMDDw4cOHyPlqa2ufPXsGLeQ/UqixsZHL5d65cwceFBYWRmY16wgKCgqePn0KozEoKOjt27e4DvGjurr6+fPnUDMoKOj9+/f857gUFhbeuXMnMDDw3r176CrE4/Hev38Pn/jt27ffOlOYH42NjS9fvoQx/+TJExiKNTU18NUCAwMZ75uamnrv3j1oYWhoKIfD+VY4ZFNTU3JyMnQd1I+LixPgV5eZmfnw4UN48fv376elpTF0V1VVVdCTQUFBnz59wl8bGxvfvXsXFBTk7+8fGRmJ/hjNzc0xMTFQ/vr1a6CY9fX179+/BzECY6CoqOj+/ftBQUH37t1r06aclZUFwyYsLIzfMJqeA3Tw1gAAIABJREFUno56mnazwPx1pKamhoaG4vCAwurq6sjIyJCQEH9//wcPHrRrB0SUlZU9efKkTVEZGhrK70eLqKioeP78eUBAQFBQ0MePH7+lWM3MzLx9+3ZgYGBoaCg6Rb169ermzZsPHjxocyIkJiaGhIQEBAQAUaivr0cti+Dk+YiEhAQYb3fv3sX9AwjGgIAA2BjX1ta+ePEiICAgODg4NTUV28/j8aKiogICAgIDA8PDw3EstbS0JCYmgkh5/vw5zkqkjEJCQhC6kZKSAh+IIWkB9fX1YWFh0OGMeK/S0lJYVu7du4eGoMrKysePHwcFBd2+fTsrKwvbiZSxe/fuwF9jY2ODg4MDAwP5t2QtLS3x8fEgHD58+EAGpTU0NISHh8P0J7dn+fn59+/fh3UBNbtfv3598uRJYGAgNIbxlIaGhvj4+Lt378Ldnj59+q0zhwSgoKAA+geWeC6X+638UDRN5+XloZh6/vx5m2M1Ly8PhlNYWBi57n/9+vXBgwewZDO0ek+fPr1161ZwcHBiYiIeGIiUcdCgQSAk3759C9+Rkd2Fgdra2qioqJCQEJDY3zq1Do5RgLWMzDDQ0tISHR0NP0VERPDvzYqKil6/fh30H0RFRTGWjIaGhg8fPsBUZTS1srIS1j6QqIw7JyYmwj1DQ0NJv6+Wlpa0tDRSsMfGxgrey/0ICDpj+v8oKioqvLy8du7cGRYWxpAdVVVVaIxbuXLlj7NkfR8wyY6YmNgPyjDHD9Llgj/TGwsW/0wEBQWhypwM1GXRcWRmZrq7u/v4+MTFxTFEZUZGBqjPhYSE2g0O/fnA8BcRERHG0W0/FOhQ1L17d/7zRVh0LhoaGvAggwEDBrSpFWLxk/EvpIx1dXVg8+rSpYuuru7x48eLi4uLi4s/f/7s4+MDhiRhYWEyXOYfAtQyiomJkaeV/1Dk5eWhGdHV1ZU/2xwLFv8QtLS0fP369fPnzy9evEDrWO/evX9aTrJ/GdLS0iAyRk1NzcjI6MaNGyAqP336tGbNGjAgysnJkdkt/iHA8BdhYWHyPLofDTIvI0sZfzRILWP//v1ZyvhPwL+QMtI0fenSJfQBl5SU7NWrl4aGhrq6OnrFGhsb/1lD508ASRl/mpaRNEy7urp2xALFgsXfgi9fvjg5OSkrK3ft2hWDKF1dXQUY0VgIQH19PRm5Iicn17t37969e6upqaFrr52d3Y84g/EvAg3TwsLCrJbx3wqSMg4YMIC00rL4u/DvpIxNTU2HDh3S1NTkj6STlpY2MzMT4DH5N+LWrVvYTjJd0w9Feno6OsvPmTNH8IEBLFj8jSgtLcUzUSiKkpCQmDZtmoBMsSzaRXl5ubu7Ox77S6Jr167z5s37Z67TFy9exHZ+63DaHwGM/KMoqs1zxll0Iurr69GRrFu3bj8tjwwLAfh3UkZAQkLCqVOnZsyYYWFhYWVlZWFhsXLlyhs3bvxoT/nvxocPH+bMmWNhYTF9+nQyMcEPRWlp6c6dO83MzCwsLE6fPs36MrL4x4LH450+fRrmsq2t7aVLl36+9/e/EuHh4T4+PjNnzrS0tLSysrK2tl67du2jR4/+sRvIt2/fzpgxw9LS0tramkwd9aNx/fp1CwsLCwsLe3t7lsH8aDQ3Nx87dszc3NzCwsLV1fU7wnpYdDr+zZSRBQsWLFiwYMGCRaeApYwsWLBgwYIFCxYs2gFLGVmwYMGCBQsWLFi0A5YysmDBggULFixYsGgHLGVkwYIFCxYsWLBg0Q5YysiCBQsWLFiwYMGiHbCUkQULFixYsGDBgkU7YCkjCxYsWLBgwYIFi3bAUkYWLFiwYMGCBQsW7YCljCxYsGDBggULFizaAUsZWbBgwYIFCxYsWLQDljKyYMGCBQsWLFiwaAcsZWTBggWLP4GysrJDhw7Z2NisWrUqIiKC8WtLS8udO3ecnJzmzp178uTJioqKznouh8NZv369jY2Nt7d3QUFBZ932OxAVFbVq1So7OzsPD4/s7OxOvHNoaKiTk5Ojo+OJEyfq6+sF1GxpaQkODp43b96CBQuuXLnS1NT0158eHh6+YMECFxeXJUuWuLi4LF68ePHixS4uLgsWLPD29n7//n1DQ8Nff8r/Fbx588bV1dXBwcHe3v7QoUPfMZJra2svXbrk7Oy8cOFCJyenVatWPXjwoLq6mlGtvLzcx8dn2rRpixcvfvDgQSc1/0+jvLw8PDz8751ZfwocDicpKam1tRX+LCws3L59u62t7aJFi+Lj4wVfW1ZWtmrVKkdHx7Vr13I4nI4/lKWMLFiwYPEnkJ6ePnToUIqipKWlL168yPiVx+O5u7tTFEVRlImJSScyKn9/fwUFBYqiNDQ0YmNjO+u234Hff/9dTEyMoihFRcV379514p3d3Nyg68aNG/f161cBNRsbG5csWQKVraysamtr//rTz5w5Q30DIiIiv/zyy+zZs9tdjP8FiI6OdnJy6t27N76+pKTkiBEjLl++zOPxOniTixcvjhw5Ul5enuxGFRWVcePGhYSEkDXT09OHDBkCFTw8PJAD/TTweLznz59bWlqam5tzudyf/PTvwKdPn+zt7XV0dO7cuYOFsbGxKioq0I0BAQGC75CVlSUuLk5RlJiYmL+/f8cf/T9NGXk8Xll5RXVNJ8gaFixY/I8gOzt7zJgxFEUpKChcuXKF8SuPx9u8eTMI7qlTp+bl5XXWc4OCgpSVlSmK+vXXX+Pi4jrrtt+BGzduyMrKUhSlrKzMr2f9K1izZg103eTJkwWrtZqamjw8PBQVFRUVFR0dHevq6v760319fb9FGRHDhw//P8EqvhuxsbGmpqbwshISEsrKypKSkvCnqqrqjRs32qV0ra2tvr6+sL1pEz169Lh58ybWz8zMHDlyJPy0devWH/x+beDt27d9+/alKMrAwODjx48/vwF/CkVFRTNmzIDuIikjl8s1MjKCGXH37l3BN8nKypKTk6MoSlpaOigoqONP/5+mjCVfq5133XLbHxqVmMlr7gS7BgsWLP71yMrKGjt2LEVRioqKv//+O+PXlpaWLVu2CAkJURRlbm6ek5PTWc8NDg5WU1OjKEpfX//v1XXdunVLUVGRoig1NbXIyMhOvPP69ethLZwyZUq7ltDa2trCwsKioqJOUTHSNH3u3Dl4upiYmLq6uq6urqampra2ds+ePUnG4+joWFNT0ylP/KeBx+Mha1dTU7t06VJxcXFAQICuri4Uzpw5Mzc3V/BNUlJSfv31V6gvJCSkpqamo6Ojo6ODOjCKosaNG5efnw/1s7KyRo8eDeVeXl4//i2ZePXqFajcxo8fX1RU9PMb8KdQXl4OVg4pKanw8HAs5/F45eXlhYWFhYWF7fppZGVlAadXVFRkKH0F43+XMra2NEckf3a+mG+xJ8pk5fkzAa9Y1siCBYt2IZgy8ng8T09PWP8sLCyKiorq6uoSEhLCw8O5XC4/1aisrIyOjo6IiEhPT2d475WUlERHR0dHR5eUlNA0/eLFC6CMffv2TUhIoGm6tbU1Ly8vIiIiMTGxsbGRpumEhIT3799nZ2e3tLSQt6quruZyuVFRUbGxsW16a1VUVHA4nMjISFzI09LSoqKiuFwuv0+hv79/165dgVUkJSXRNF1UVBQdHR0XF1daWiqg6/Lz8zkcTkxMTJtd0drainzF0tKypaWltbX106dP0dHRKSkp/HcrLi7mcDgJCQkFBQWM96Vpury8PDExMSYmhsPhZGZmCmgVAinjoEGD3r9///Xr18+fP5eUlCQlJW3duhUZj6io6KNHj/Aq+EyRkZFVVVU0TWdkZERGRn769KmpqamxsTEtLS0yMjIqKqqsrAwvaW5uzszMjI6O/vDhQ5scJT09PTIyMjExEf4sLS2Ni4uLjY390YQmKyvLxMQE3nH//v2oUDx27JioqChFUdra2iRNaRNXr16VkpKiKEpeXn7dunXx8fHl5eVlZWURERE2NjbIGs+fPw/1s7OzkTLu3buXpummpiYulxsdHS34w1VUVHC53A8fPiQmJjY3NwuomZOTEx0dHRMTwxj8LS0tubm5J06cAE2qoaFhSEgIl8sVsF35/PlzREREfHw8bFS+fv0aHx8fFRWVlpYmoAFlZWUcDic6Ojo1NZX/1+rq6vj4+MjIyKysLChJT0//8OEDh8OprKwkaxYXF4eEhAwYMAB0wGfPnoXxT9N0Y2Njenp6TExMYmIiv8MothNcZaqqqmDXp6ioGBoayqjc2NgYHx8fGxubkJDA8A/536WMX0orV51+b3/py/LAuvnn8qd4PT8V+Jbz8dPf3S4WLFj8o4GUsWvXrteuXWP8yuPxUMtoZWXV0NCQm5trYGBAUZSSktKlS5cY9Y8cOSIhIUFRlK2tLVBDmqabm5sDAgLGjRsnLi4uLi4+ceLE58+fBwcHa2lpkVrG2traJUuWCAkJaWlp+fn5nTx5EpaBsWPHpqen461u375tZ2fXrVs3MTExaWnpkSNHXr9+nUE+bt26JScnJyws7OLikpSUtGfPHg0NDVFRUSUlpQULFkRHR5OVb9y4ASoKXV3dqKiot2/fjh49WlxcXE5ObvLkyU+ePOFfvwsLC/38/EaPHi0rKyspKdmtWzdHR8dHjx4x1CFIGWfMmJGRkbF161ZtbW1xcXF1dfV169bhgkrTdFNT0+bNm0VERKSkpFxcXEhFI4/Hu3///owZM1RUVKSkpGRlZfv167d79+5Pn9oR70gZR44cidQZceXKFWBCFEVt2LABOHpLS8u+ffvExcVFREQOHDhw+/ZtPT09YWFhfX19DoeTnp4+fPhwERERUVHRc+fOkb1hbW0N393b25t8SnZ29rZt2/T09ERERLp37+7h4VFaWnrmzJmuXbvKyMjs2rWr496E34F37971798fxvbjx4+x/MGDB9BaHR2ddl0RTpw4AfxST08vJiaG/Ck9Pd3GxsbY2NjY2Bj9gDMyMsAwLSEhcfz48bS0tBUrVigpKYmLi+vp6e3YsaO8vJzxiJaWloCAgOnTp3fv3p2iKBUVFTc3t/fv3/M35vPnz1u3bh0wYIC4uLiUlNSoUaPOnDmDE628vHzBggXIYkVERMTExLp168a/FQS0trauX79eSEhIVVX1/Pnz7969mzFjhoKCgqioqIaGxubNm/k5PY/Hu3Tp0qRJk2RlZcXFxTU1NT08PBgT6unTpz179hQREbG2tk5OTj58+DCoaWVlZefMmfP06VOsuW/fPoqihIWFQYMrJiampKS0du1amqaTk5NB+ygnJ0duaWiafvXqlbm5ObRz8ODBFy9eTEhIUFJSAlrPoIzh4eHLly/v0qWLtLS0oqKitbU1ORL+Zylj6/WHUXNOfnK+WrH8VsXKwJolt2rNdr0ZvfT0jUed6ZrDggWLfxmQMnbv3p2U5ohDhw6BTDc3N6+oqGhoaJgzZw6sSa6uruSSX1lZaWZmBj+5u7vDT3V1dd7e3kA6SQwePBi1jEAZa2pqQG0jJCSkp6cHISkURWloaABlLC4uXr16NZaTsLCwQFpJ0/T58+ehXEtLy9DQkFFZWVn59u3bWPn69esQ1qCurm5ubs6oLCcnx/C+53K548eP52+DpKTkpk2bSDUGGqZ1dXVB3UVi+PDhqMtpbGxctmwZlM+cORN1lrW1tdu2bQPKwsCgQYMEe6ohZRw6dCjZOYCmpiYrKyuoMGLECFCA8Xg8Dw8PKOzTpw8wGEBiYuKnT590dHTgz8OHD+Ot8vLyRowYAeXr1q3D8szMzIkTJ/J/KWtra/i/u7u7YHXaX8Tjx49hW9KtW7eXL19CIcmr1q5dy9B78eOPP/4Abi0mJmZlZXX16tX4+Hhg2ICGhgYej4cqTKSMCgoKEydO1NTUZPSAi4sLqTZrbGw8ePAgelgiwNWSbElubi5MVQasrKyANX758gW2cxRFkTNux44dbb4aj8ebP38+1BkyZAjMR8adScN9Q0PDpk2b+Bugqan58OFDrPbo0SPwLFRTU0OFK0JGRubs2bNQ08XFhb+1JiYmNE3Hx8f/8ssvUELamu/fv0+6BABGjRoFHcjQMl66dAlaQkJKSsrHxwe+1/8iZWxuanr4/MPs7aH25wtW+Fcvv1G69FqZW0DNklvVVr8lTdoYeOLmk5Ssf7pDAwsWLP4WIGWUlpZ2dnY+ffr0qf8A/m9mZgYC3dLSsrCwkKZpf39/aWlpiqJGjx5NspaXL1+qqqpSFKWlpfX27VsoDAkJgcoURenp6a1fv97NzQ0CXwBIGauqqnABoyiqe/fuS5YsWb9+fUhISGtra3Nz87Zt2/DXiRMnbtu2zcHBAddaa2trtNNdu3YNVWiwpK1Zs2bBggWgiqAoSl9fH21qt27dAsM0YOjQoRs2bJg1axY2e+zYsfDiNE0XFxcj+ZOSknJ2dt60aRPJIPfs2YMdsnbtWnKtmjx58v/H3nWHRXF+3TvANtTERGOMGhOTqEksiSYajRoTE42JvUsTBWF3dgF770hHxQqKIm1nZgFpFqoNbNg7VhSkCOzO7NJhgd3vjxfmt4Iaky9KhDnPPD44OwzvvDOzc+bce89dvHjx6NGj2TUzZsxA8d/q6mp241mzZrEqI0VRxsbGaP3YsWPXrFkzZcqUVq1aoTVDhw59iYuKIWV8riTJzueHH36I9DOdTrdhwwZ2eEZGRjNnzpw/f76fn19tbe2DBw+++eYb9JGfnx+7n7y8PLbEZOXKlWhlRUXFrFmz2F1NnDhx3bp1o0aNMtz5mjVrXqvKmJCQgBhb586dr169mpubu23bNnT6vvjiC1dXV1afewmKi4vZFyGEr7/+2srKas2aNcHBwY0LlVjKiO4adFs5ODh89dVX6Nf5fL4hwWKvVRMTk8mTJ69evZrl2d26dWOZrkajmTp1Klr/+eefOzg42Nvbf/zxx2iNvb19eXl5VVVVSEjIb7/9ZmRkhGFYhw4dzM3NV61a9VzBUq/X63Q6qVRqeGgjR45cu3YtezYBwMrKij1GX19ftNLU1NTMzGzRokUsI/z666/v3LmDNktMTGzfvj27hw4dOjg5OclkMjaJ9qOPPkJWOMnJyZMnT0bBBBMTk1GjRi1cuBBpordu3fryyy/R9mz5S3p6Olv53qZNG4lEsmzZMlTrg2BIGa9evYr2DADDhw9fuXKlmZkZe+0lJSXpWyxlXBt8YdL2h3h4Ka5gJAQtphgJQcvCih0OVMzan//TkkN/SHccO5/e1CPlwIHDfw4sZfxLjB07FhGUJ0+eIFWpTZs2hrFpFGYCgJkzZyIdpbCwkP2a/uabb9jikkOHDn3++edofa9evVjKyJKMVq1abdu2zXCcp06d6tKlC3q0ODk5ITFPp9Pt2rWrU6dOAMDj8Xbs2IE2Dg4OZqnkDz/8wFZkG5a+rlu3DvEVNpcRAEaNGoVkFY1GI5PJ0FO/ffv2KSkpaA+7du1CW37yySf+/v5opUqlmj9/Ptr4k08+OX78OFrPskCRSGRra4tSyjQaDSuutG3bFim7NTU17MaWlpZIZczLy2Nrb21sbNDKyspKtGXv3r0lEolSqXzRmWUp44ABAxqrjHq93tvbG23w7rvvpqWloflcv349e8adnJwMVcDbt2+jtDMAYIUiNE6W5axatQqtPHr0KFKtTExMpFIpoh3FxcW2trZItDY2Nl67du1rpYysytitW7cHDx6Ehoayh9atWzfDAOXLce/evYEDBza+IzAMGz58+ObNmw1jzY8ePfrxxx/RBu3bt4+IiEDrIyMjEd3BMMzLywutzMvLGzt2LFq5cuVK5JSpVqutra3RHiQSCToFERERbP5lamoq+vVDhw6hUp7WrVuzIYLExET0UjFkyJCMjIyXHxpLGQUCgZ2dHbpEGYYxNzdH6z/88EP0+vf48WN01xsZGXl5eaETl5GRwSZ0sm8LCQkJ7LtZt27d2HvnyJEj6FYFADs7O3a6BgwYgG55ROMQbt68yVLGQ4cO6fX6mpoaLy8vtMYwK+bWrVvDhw9nr2RWkkRasrGx8bRp01CEvaamZv369ShMMWLEiOLi4hZIGXUnbzx1op7aEEW4QiMmVBKSlikYMaESk7RUwTgcqJhLFv2yMnkY7nfwZFOan70Z3M8q2BF5ac/RnLyG+bIcOHB4Dv4WZWRT4pYuXcpSBBTiKSoqsrCwQF/9bKLbpUuX+vbtCwBCoXD79u2Gf9fNzQ3Vdfbq1QuVv5SVlbFPyv79+xuav9TW1q5btw599Mcffxhm5tXW1jo6OqKPJkyYgChUSEgIoozt27cPCgpiN9ZqtWiQADBmzBhEwgiCaNu2LQC0adPGMGAdFRWF+OX777+fnJys1+vVavWUKVPQAx5lXLF4+vQpqzWywdmFCxeiNX369DEkbffv30ePQyMjIxQ01Ol07MZWVlZIZTx06BBKufv0008NDSPz8vLCwsJeXtagfwXKyNLfd955h6WM7Dy3adMGHTULQ8ro6+vLrs/JyRk5ciR7PaCV7u7u6BT07dvXMCXu6tWrSBZCJOm1BqaTkpLQm0mnTp2uXbv29OnT7du3m5ubo9P6ySef7N69+xX9jDIzM9euXdurV6/n3hpisZg9RkPKOHXqVLaSKScnB4ms6MAR5YqLi0NKWN++fQ2Lom7fvo0UxCFDhqCcV/Y1Y/HixYYDY8+Xi4sLWnP06FGUaDF06NDnnncWOp0Ox3H06w2k6PT0dDR1pqamPj4+er0+KioKcdb+/fsXFBSwW6alpaE/99tvv6FyseTkZKQytmnTxsPDw/AvsiavAwcORBJvdnY2oowikehFlBGpjCUlJWxKjKWlpeFuk5KS0MXGUsbHjx+jt4X3338fXdsIpaWliP0bGxufP3++xVHGuJQrttvOzQlW4QqNhKBxipZQjISgcZLBSVpCMjhFO0SU4ArNhC13Zrgd20KkZDwp+Ov9vrWIPn5lyLzwqX45zomVxPkSurRh4SEHDhwMYUgZjY2N+Xw+rx7oZzYwOm7cODYMmpSUhILLY8aMQbLchQsX0Ff8999/z2ob8fHxSFn5+OOP2VA1QmxsLIpis4HpsrIyVmW0srIyrFYuKipCTwsTE5N169Y1OASSJJGs8uWXX6JqhpCQEES2+vXr18D0cevWrehPDB48GD2MSZJElLFjx46GifzJyckom4pNwL9x4wZK5msgryKwBpbTpk1DdTBsLuPIkSMNS6qrqqrGjBmDPrK2tka0ad68eezjEFHGXbt2oYf0zz///A8cMf8yMM2qjK1bt2YpIxuY7t+/f4PK7jt37qAXAADYuXMnuz43N5dVGVmpydbWFq0xNzc39D6sqKhAx45h2OrVq1+ryshSxg8//JANzpaXlwcEBKAg6YcffohUQJ1OR5LkpEmTJk+ebG5uPmPGjKlTp27evNmwMFyv19++fTs6OnrVqlUTJkzo3LkzkksRnJ2d0Xk0NNlZs2YN+7uFhYWTJ09G652cnFA25J49e9D99dFHH02YMGHWrFlmZmZWVlZsuPaTTz5JTU0tKytjSXm/fv2srKwsLCwsLCysrKxY+XP69OkoyeHgwYMop+LHH39EDgAvAUsZx48fb5igqdPpfv/9d/SRWCyuqanZvn07+m/nzp2nT59uZWVlbm5uaWk5duxYdPd9+umn6O5LSkpCKuPnn3/eID06LCwMbfzVV1+hmMP9+/e//fZbRBkN/Rdv3brFhvLR+vz8fDYvGbFYFrm5uUjSZstfUlJS0BeUSCQaM2aMubk5Gu3MmTOR0olhmJ+fX8uijLnKovWKmzN3PxYTDE4yEkIlJmkxSUtIGidpicEipdSOkeVzQuix65LMVwefunLvX2lI9V/D7QdZks3xU7ffl4SVWAfTNiHKjXGamBtVxS2oLRYHDn8PLGVs3br1okWLTpw4cfTo0cTExISEhJSUlKSkJPbN3pAyMgyDKkW6dOmCErMCAgKQaiiVStlnT1RUFHo2f/bZZw1KU1k2+dVXXyFWV1ZWhnIZMQxzcHAw5Fj5+fmIZwgEAldX1waHcPToUfQY6NKlC+J2oaGhiDIOGzasQWxu165d6En//fffowcqRVGIMnbq1MmQMh49ehRlwrVp0wZ1fjt37hx6DrVv376xY7CHhweKTU+cOBHF5Vnh8M8//0SPc4Samhp2VmfMmIG+jdnyagsLC0QZXV1d0VB///13Q13nFWFIGZ/rmcLaJ73//vsXL17UP0sZR4wY0cCzMD09HRUgw7MqY15eHpukyKqMbEICjuMNpESkJWMY9rpzGVnK+MEHH7BJgXq9vra2ViwWo+EhW8ra2lonJyd4FqNGjXr48KFGoykoKDCsaqqoqFCpVDdv3ty7d++AAQPQSR86dCjKjn38+DGrMm7cuJH9LaVSyVJGiUSC7hEvL6/n1jYZIjAwsKioqHEdSQN88cUXqIYpNjYWSW4//vjjX1p5sw2Kpk6dakgZ9Xo9EtQBYMqUKRUVFRs3bnz5AAAA1eskJSUhlbF3797oumIRGRnJuhOgM/LgwQNUsiMUCg0pY+PAdHZ2NhIOASAgIMBwtwUFBUi6fvfdd1Gg4MiRI+imfgmWLVvWgijj03zl5tj7YkJlT2gkpFosZyQkI3mWKaIFp2gJydgRKoeIYtugvMk+6WbuyWk3/zVL3v8Iamtrt4ce+21pjD1V5HCgREwoxXJ6TqDSTk5vPl52PaemmhMcOXBoBJYytmvXTqFQNN6ArXc2pIz6+oiYiYkJYg8owe79998/fPgwu82hQ4dQAuIXX3zRwKAkPj4efcT6MrIqo7GxMWv7glBQUIDKewUCgaenZ4MRHj58GCUjfvLJJ8eOHdMbUMZBgwY1kMoaU0aFQoEeYw2svI8ePfrpp58CQJs2bdBBXbhwATFgwxw1Fu7u7miixo8fjzgfqzKOHj3asEi2urp64sSJ6KPZs2cjRmVY/oLCPn/bAAAgAElEQVSipV5eXkiC+meUke3+8t133zVWGaurq1lOwG5gmAAwfvz4Bn80PT2dVRkNKWN+fn7jXEY2GW7OnDkNbCanT58Ob0RljI+PR6T/3XffNaw40ev1QUFBiFd9/fXX6NhZWZTF2LFj09LSLC0tP/nkk8GDBz+3E11kZCSS9Hr37n3q1Cn9s5TRUBEvLCxk25ywr1Xe3t7oamzVqlWXLl0+/fTTLvXo2rXrxx9//Omnn1IUpdFo0D6NjIzatWv36aefdu3atXPnzp07d/7444+7du3apUuXwYMHozD0kSNHUKR48ODBf9nah6WMkydPbiAksaOdOXNmZWWls7MzOmutW7fu2rVrt27d0ADYoXbp0gV5C7CUsWfPnmzaJUJsbCxLGVGOo6HKaNiS++bNm2xdC6KSeXl5iERiGGbo8YTmFsn/7777LlIZo6OjUa20sbFxx44d0RQhfPzxx2jSvLy8WgxlrK3eG548wTV1TjCNU2oxQYtJNU7SOKl6DmukGJxiJIRKQigdwjV4eNmYbdmJt4r/+q+8VTh56e7MjUfMd2c5RBRLSFpC0BJCJSEZu1CVTbBKqtAQlypUpW+63ScHDv9xGPoyEgTR4FPU/QV9cTegjGfOnEHpVvPnz09PT0dhrFGjRhnG8s6fP4+iS+3bt0dSAQuWqBma7CDKyOPxVq1aZUgmtFqtjY0NemQ6Ojo2GOSOHTtQSvvAgQOR0sPmMnbs2NEwPVGv17PlHcOHD0eUiA1M/yVlzMjIQHFAgUDQIDSm1+vRCBHnQ2tYlXHo0KENfFXQnBsZGS1duhTFbRvnMgYFBbHstoFWmpeX19iTvAH8/f2f+9cRYmJiWBlm3rx5SNOtra1l52f69OkNHATv3buH0s4AwNvbm12fnZ3NCkIsZVy8eDEa/G+//WZIGRmGGTZs2JuhjImJiUhlFAgEDaqpwsLCEKXo0KEDanHu5ubWq1evXr169enTp3fv3r179169enVGRgZbLj1kyJDGztVeXl7oSuvTp8/fooyo0oWiKFQuPWjQoHPnzimVyocPH2ZkZCiVyuLi4tzc3KysrJqamrKyMvSOYWxsvHLlSrVanZOTc//+/aysLI1GwzDMo0ePcnJy0LtHTEwMYrHDhg17uSO33oAyDhkyhLUF0Ov1VVVVqPTKxMRk2bJlegPjquHDhz948EClUt2/f//hw4dKpbKoqOjJkycZGRnoKkpOTkb2TO+8845hZb1er9+7dy/L1BHBvX//PlIZW7dubei/2DiXUa1Wo1KhBhOr1+sfPXqEvkxYypiWlobyXtq1a5eUlJSfn5+RkZGRkZGfn69Wq3NzczMzM1tO+UsNdShl4tp4y31PJYpiKUXjJCMlaIlcVZ/C+KzKiOLUFCMhaZxkbEOV8yOLbxY2K80t7cZDS+eIaTsfyCIrJBSNE0oJoRITjIRiZBSDE/TsYHpOkHJlrObEg2YYkefA4R/j5VbeL6GMpaWlKPj42WeficVixK5QuwsWT548YZP2Jk2axAqHOTk5rMzGVkyXlJRYWlqipxRbH4Cg0+nYVKouXbpERkayHz148IB9Qjs6OqKnJmtcgmHY1KlTWe+9zMxM1ibGwsICySqslXenTp0M42iGlBFpVKWlpawW1SBuy9bK8Hg8VoFjWWC7du3Y7iB6vV6hUCC6xufzUXvi2tpadmO2Yvry5csoQ4vP5xuWEVy+fHnYsGF2dnahoaGNPbpZsIHpPn36REREnD59OjU19cyZM6mpqe7u7mzTPGNjY7bsoLa2lg1MT5kypQFlzMnJQWwP8Vp2fXBwMGrSDQa5jHK5HB1jhw4dDK3y/P39kQSFTHZed/kLayTZo0cPw6wDNgz97bffouhtZWVlfn5+QUGBSqVSKpWFhYWI6bI+AIjYhYeHnzlz5syZM6dPn167di1bmD9gwACkVhrmMr6EMiLGf+XKFXQiPvjgA0PduqysDPU1YcE6Io0bN87QSzIrK8sw50Gv18fGxiLKOHDgwLy8PLTyRdScpYzvvffe5s2b2fUhISEoH7FNmzYo+JCSkoJOXKdOndgiaL1ej6it4T4NTXZ++eUX9ioqLy9n1eiRI0eilQ8fPkQZiqampoa7vXXrVgOVUavVsq6Q33zzjWHz0pUrV6L3E7b8pby8HDFRU1NTw+p+vV5vONqWQBlrww6f/H3FwRl78hzCSmUUI5ErpYQKJxmcUksIRkI8hzJK5LRYrsQpRkoy430Lo29U/fXfeXugrapy8lQMXhArVhQ5RpTghEpCMhKCxilGIlfhBCOl1DhJ24UqZ+5TWgcxUdeqmFcqkuPAofnjH1NGvV6/e/du9MhEgbCOHTs2cICrrq5mayx4PN68efMOHz4cHR3NhkTh2YpplMvYWGXUP/sk7t69u6+vb0JCQmRkJFu707lzZ7asODQ01NAb2crK6tChQ1FRUayJtJGRUWxsLNrYMJfxRSojK5EmJyejgwWAn3/+OTIy8siRI9u3b2ezrH7//Xe2cIdlgQDQvn17Ly+vw4cP7969mzWo+/LLL9GUVldXsxuzvoxarZYtBu/SpcvOnTuPHDkSFRXF1iW0adPG8CnbAKzKiGGYUChs1aoVah5j6FgJAHPmzGE1SEPKOHny5Abd1UpKSljS07p1640bN8bFxW3evBklGCCwlDErK4utzPjss8+Cg4MTEhI8PT1Zt0tjY+M3lsvI8gyCIOLi4lxdXVk76AULFry8xfb169cND9DY2Lh169atW7dmD4TdD1KLDSum/5IylpSU2Nvbo5W9evXy9/ePi4tDN8jXX3/t6OhIURQiiOfOnUM8DMMwCwuL6Ojow4cPe3l59e3b97ffftu4cSN76R47dgyl9r7zzjurV6+Oj4+/efPmi6g5SxkBoG3btl5eXvHx8f7+/uwl2qtXL/RqRNM0m4vZr1+/kJCQw4cPEwQxbty4/v37L168mKIo9FdYlRFhwoQJsbGxBw8eZGV4MPD1ZB27jI2NJRJJdHQ0SnpuTBnRCWWd/H/99deDBw/GxcUtWbKE3a1hj2k2xaJt27YbN248cuRIbGysvb19//79bW1t9+3bR9N0M6eMutpa4uDJ35fHTt/z1CGqXEIyuLxQQqKgs0qqUIsJRtyIMkoIFU4wOKl2oJQz9illYUUPC1/jXfqGodPVJp5Nn7jmkNmebFl4iYRQyRRqMaGWELSUosVylZigcRIFqWkxqbYOVFnuV7rGl17Jbj6TwIHDP0ZmZiaby/jywDTry8jixo0bbLcJADAzMzPsdIdg+KQEAPYbXyQSoZrQr7/+GmVclZeXs4Hp1atXN+6zfOzYMUMGYEh93n33XUMznZCQEFSL065dO1Sh2aD9zLx589j9vyiX8dixYygT7p133mETNGtra7ds2WLYgQYlTbKPUhTlREC5jEKhkH2CGv6iUChk5bfq6mrWf4QNTOv1+oyMjO+++479FXRQLKytrRtPOAtWZXwJhg4daqiVGlLGqVOnNqCMOp2uwT7Zw+nSpQuaYTYwrTcI/hoOnsfjocRTY2PjVatWvRmTnfbt27P2QIbn6+OPPzZ0YHkRwsPDDc3eG2PSpElsVNfw3cawfaLhjSCTyVjF/fr16yiZjx2eYSG2vb09KyJu27btuZMPAK1atUJZvGiHbMop2szZ2flFh8ZSxrZt26IbyvAaa9u2rWFJSlpaGtuRBe3Z8LZi0wwMA9OsDaphlQ/r26rX6ysrKw0N3gFg6NCher3+9u3bDSqm9Xq9Vqs19A01MTFhJwGx5LZt27KUUaPRsGXm6LgMJ3bYsGGFhYXNmjLqtHvCkkcujTXbV+h4oBynkPkiEhdpnKBxgn5BBYxKQqgkFDM7hF4cXXQtr1mFpIuKS2ycyVEbLzpFayUUI5ErcYKWkGqcoMVyFZoQnFCJSVpCMDhBSynaNkRptk85l9AcvceVUnNo6bh37x7qAAvP1jQgaLVa1ux30KBBhm2R9Xp9WVnZggUL0GOjdevWjRknQnZ2tlgsNpT9pkyZ4u3tjR4J7dq1Q9pkcXEx26/P3t7+ufpTamqqhYWFoeoDAJMnT26QKMma7PTv33/79u0o3o3QpUuX1atXG+b2GapxhnW1sbGxLL0wLH2ora0NCQn5448/DMlHx44dZ8+ebVigqtPpWA9IKyurVatWsb0oAKBXr16G7eAqKytZT8oGjjzp6emzZ89mH70I33333apVq17evGTLli3wYnz//feLFy82TF/T6/XV1dWs18+PP/7Y2Ce8vLzc2dmZNWoGgG+//dbNzY2tjxaLxYbbBwUFsVcXAAwZMiQ6Ohr1v3kDvoyslfcXX3yRnJzs6+trOPJBgwbFxMQYGgC9BMnJyebm5oZdixAGDhy4evVqwxNx9+5dVh5zdHRk92/YI2fGjBmGXP/ixYtmZmYNTvEPP/ywZs0aw8QDnU63c+dOw1cIAGjbtu20adNQhyS0WUVFxebNmw1fqBqbDLBgKeOvv/7q7+9v2Enlm2++YZV4FqmpqePHj2/Q3vCnn35ycXFhXzBYk53u3bv7+PgYCpkffPCBWCxucN3GxsYaXiTjx4/X6/VXrlxho9uGd0p1dbWLiwvKU0To06fPli1b2DTH4OBgduNHjx7JZDI2OQGhW7duOI6j19TmShl1py7d2RmZNtPjhLl/riyiXEKoxPLnVbqQKnu5UkIwOMmISQZXMDihwklGStIOlOrPnYV7zjaziGwtFXfx92WHLPblOUSU4RQtpRiJnK6LzjcWXEka0Wt7gjYLUNrK6eT7HGvk0KJRVFREkqSLi8u2bdtu3brV4FOdTnfq1Cl3d3dXV9fIyMjGVRQBAQGIOfXt27fxr7OorKyMjo52d3d3c3MjCEKpVJaXl4eHhzs7O+/btw+VoWi12iNHjri5uXl7e6empr7oWV5cXHzq1CkfHx9XV1dPT0+SJA0dHBHkcjl6qvXr1y89Pb2srCwgIMDFxWXz5s2oRsEQd+/e9fHxcXFx2blzJ5v7pdfrs7KyfH19XV1dfXx8Glsi5+bmxsbGbtq0yc3NbcuWLSdOnGgs+B0/ftzd3d3T0xPNTFJS0pYtWzw8PHbt2mUoRur1+tra2qNHj7q6urq7u8fFxTVQWEtKShISEnx8fNzd3d3d3X19ff/Sb0+v19+8edPDw8PrWXh6erq7u+/bt+/evXuNSblOpzt9+rSHh4erq2tMTMxzvdh0Ol1ycvKWLVvc3Ny2bduGRpKWlubh4eHi4tI4UH79+nVfX18vL689e/Yghorim0ZGRi4uLm+m+8tHH32EKldSUlI2bdrk4uKyb9++BqX0f4mioqLjx49v27bN3d3dw8MDXXuNS9FLSkoIgtiwYYO3t7ehF2llZWVMTMzGjRu9vLySk5MbHLhGo0lISNiyZQu6R/bu3ftcK029Xn/37t3g4GC0mbe3d0JCQoNcRr1eX1ZWFhsbi66W3bt3G6b9NQDryzhx4kStVnv79u0dO3Y4Ozvv2LHjRQY9SqUyNjbW29sbXdvBwcEN9s/mMn7++eenTp2qqakJCQnZsGGDl5dXYmLic73Tz58/j26lbdu2oTQVlUq1b98+NF2Ne9ikpKSgbwA/Pz80zpMnT7q6um7durVBiZJWq01LS/P29vby8nJ3d9+7d+/FixfZyW+elPFKetasDYrxbufmytVSRZGUYiQkI36en46YoMVyGicZCclISRVOqsQkg8tVMpKesVe5IKr4gapZlQwnnrk5ysl/sk+6U7QWp9Q4SUsIWiynxc+tHG+0WAUqxSSTdLeqWU0KBw6vGTqdrqamRqvVPnz4cMqUKSjcIxaLX54T9ibB5jL27dvXMNbM4Y3h0qVLvr6+KSkpKBWPfQE4ffp0z549AUAkEqFuwq8PLGXs2LHjqwSgWxpqa2tZyjhmzJh/y605MTERqYyfffaZoW/OfxDNjTLqdLWZefSKnUcmuKTYBhfiimIJqZYQKvy5+hlJ4xQjVWgkcloip6UKhvX0nu5f6BSmvlvQrELSFRXla3wPDl54aC6hcYgokRAqnFRJSAYnGfwFFpWNFUfrIJVEQUffqCznCqk5cHg1ZGdnL1y4cOTIkT/88APKfOrUqZOhQUaTgw1M9+3bt0FFDoc3gxMnTvTs2bNdu3aDBg1CXVWmTp06ZcoUtufe999/j6ynXx+Sk5NRUPKjjz7iLoPG0Ol0bNrJmDFjXrF34l+CbRjYrVs3jjK+Sehik9MkW0/M8rtjF6qUKopwQoVTjJhSN+7vUr8gfZHGSTXK4ZOSjG2IaqKfirjwFyZebx1iks//uTLWIqDAIbwUJ2kUi5e8Ol+sZ41zgpV2ctovtTyTaVaUmgOH14Tbt2+jxi0Ipqamy5Yt++9IjHoDF+tOnTqdOHGiqYfTElFRUbFixYoXVY107dqVJMlXzCP8xzh48CAaAJ/Pf0lpeYuFYbrtoEGD/q1bOCYmBlnQt2nTpnGTpP8UmhNlrEk+fW3q6vAJ3jfsFWVShUZM1Bdz1GUxPo8YUQxO0TilkpA0HqqSUszcUNW4nfleyaXq5pXEmJtPL/A5Msr5nENkpUOYBlUCSQgGJ2mceKWoNIrjo9RG2xDVrGB6abT68hNObOTA4S9QUFBgYWHRvXv3Hj16jBgxAtlVNPWgnkFERMSXX375xRdfjBgxggtMNxVKS0uTk5OlUulXX33Vo0ePnj179ujRo0+fPosWLbpy5Urjivh/HcePH//pp5+6d+8+cOBA7jJojNra2uXLl/fo0aN79+7m5uYvqb7/Wzh58uTAgQO7d+8+dOhQ1vLzv4lmQxl18ScuTFwbO2N3Jq4oxkk1TjE4xdiTjFiuRBUtEup5gWmSxkkG5fPJKLW9nB6z4+nKgyXKf+dK+O9AJz+U1sdGPnJL1ryDeifUHpCkcYI103kloRGZnNsTNE6pcZKZGaCcK6fPPeZYIwcOf4GSkpKMjIzMzMz/lLjIoqqqKjs7OyMjQ6VSvW4pi8PLUV1dnZOTk5mZ+eTJk6ysrH/Q+fD/86dR24+8vLx/K1GvmaGkpOTx48ePHj1qYKj0/4FOp8vLy3v8+PHTp08b9K3+r6GZUMaTZy/+sZiasuuJQ1Q5rmCkJC0hGAnJ4AQtRSFpgpY8t8KDoMVEXTxaQqgm7ylYebA4r7m1BtTr9fpbD7JdAk4s2J8+Zes96yB60cFqnFRJQgslhEpM0M+tDXoRZZSQagmpRhM7Y1/h7FD6Qib35cKBAwcOHDg0Z7z9lFFXc+pC+iz3+Amb0yVh5VKKlhBKnKrr6VJXEUyocJKubxuNOgEyEkIlJlUSgpESNMrnm+hXMO9AUZamqY/odaK8vNIv4tQAx8hfPe87RdXMiyzHCSUuV0ooGicZMaESEzSuYCSk6gWpn7ThxCIGOTOgUEyo0h7/p9+NOHDgwIEDBw7/H7z1lDH94WNLl4NTdmU5HqiUUmoxQdvJabHcIP2OfOZnKclISUYsr9MXJQTtQDE4pbHYp1p7sOhuQfOPyGgry6OPX1secHbk2pSJ27PmRVfJFIwYken61EYpqcIp9Qt8zhvqjhKSNgtQ2lPMGS5CzYEDBw4cODRTvNWUUXfzft7GsNtmvg/sqGIpVYSTKgmpRiaLLyqOrqv2QAFrgpZSapxiZgerHMPU13NbUEM8Rq2JPXlrTdDFsW4X5xClDgfKUStFHEXq/24ZNUlbBiql4erTjzitkQMHDhw4cGiGeIspo7aqyjP0tNmuh7iiWKpAZb+MPcG8qP4Xpxgp6gRIMqiZsoRgHMI0tqGqyXsKycuVLYgw1qNApQ6Ku2HldXKsxxVpeLljZCkqhcFJ5oWB6ecJjVJSJSZpyyDVvHDmDMcaOXDgwIEDh2aHt5Uy1tZUhyekzfI5ZxNUIFUU1fe7e2GXF6QyiuW0mGSkFG0vV0koWkoyU/2VDmHqg7cq1c3NhPFVodPVpj/IXrj98Ejn89byYllECU7SYoKWUn+DNUoIWkIyYoK2DlTOi1An39dyRt8cOHDgwIFDc8JbSRl1tbWxxy9behybtS9HqtBIiPqaDIrBSdWLIqr1No2MpK4UhjYPUNmEMEduc02T9UqV2jU4dcTimMnb7kojq2QKjUSufEW+KCZp5GQkpWgxydiEqHCKdkssaVGBfg4cOHDgwKF5462kjOevP5yzKcVybw4eVlRHAVEwmlJL5CoJ8fxqX3s5LZGrcFItVahxkp7g+3RpdPGj5tVC+v8DbU1t2o3Hc9xjfnW5LIvUysI09q9s8Y3EXbyOu6vmhqim71M6RhRdya6p5hrEcODAgQOHfwMVlTXlldXFpZVPlUU5BUxuIZNboK5bCpncAia3kMkpVOcpi4rKtFU1+kqtjnsG/Yt4+yhjkaZoyc7EKT7p9lSxhGJQPBpHpjkEjROMhFBJSBUKlUpIpq6/C1kXOUVVL+N25svCNA8KuUupIbJyC+w8o0ZsvCSLrpIqNGK5ki0nwl/QdLGu9yBB43KVhFCJSVpGMmKSttxfICNp8mLlEw03zxw4cODA4VVRXlmdW0DfzXhy+/7jW3czzl+9l3jqemD0KY99CR77k1ZsizJfunuCg8+UeT6T5m2bMm/b1HnbJs/fOnne1klOPhOk3hNlm5zcQjwCjrjuOewTmhx7/NqJS/ev3HlyLzP/flZ+Ro6ygCmv4LKn/j7eMspYqy0Pjk4Z53xyTqhaqtCgziX17BDRF0ZC0mK5SixHbaMZvC5g/b/I9SS/wkWRxXfyOX3x+ch9WmDvdfA316sOUVoZpZbI6813SBp/gYL7XB4pIek5wSrrIOWSmKLDt7WZjK6Gm3IOHDhw4NAIpWUV6fez0q7ePnHuGhV3YVPIcbuN5J/z/cYs2D1uYcAf8wNHOviPcNj76wJq1JIDvyxQDHUIHSINGSoLGSILGSoLGSYLHiINGioLGSoNGWy/d4D1tkFztg+19/3RdtuPNlt+mrtl+ByvEbZeI209h1uvHzHb2Wbl3o17DoclXzl349HVu09uZTzNLixp6jl4C/CWUcanymLZnmszd+dKFEUvqc8QI2FMrpKSNE6pcJLGCVpMqnGSnuxXsDymOLtZ+3X///EkN3+uR/TvHtedYmolhAqXK3GStpOrkH33K1dSMzjJ2IaoLANVtqH0oigNebniak7t0yKOOXLgwIFDS4e2uvrq7QdHT186nHLNMzRl5hpq9MKgPxYTo5eE/7HmyB/rjv2x8cwEr0uTfW6b7c6y2Js9KyBnTlChTVD+3NBCMaHCKZrtA4zXdeioS5SylyttgvJmB2Rb+N6due3GZK8LY9YfG7Xi8PB54YMlQQNs/H6YvfUH682DrTwGmzv/aLH251nOs1cH+IWfij+bnnrtEV3EVTg8H28TZVTThdsPXDTbVzCXKkaXxYvaAEopNY66S1NqiYKRyJGxDjNlt3JFbHEmw1GWv8ajrFx774OjPW/Mj6l2UGjEoUqcoP+WWaOYpHEFg5OMRE7bhqisApU2obQdoXaJLz14oyqLi1Zz4MCBQ8tDXqE6IfXqgaQL2w9cmO1+ZMyy8HFr4iZ5np3sc33qzgeW+3KtA/PnBBWIScYhrNgholQaVuoQUeEYWeEQUe4QUSYLK3KIKGm4HCh1iCiThRfLwosdIkodDlQ4Hih3PFAqO1AmO1DmEFYsVWikiiI8rFgaViIhVLP9H83cenWc84lfl8T+5EgMsvUbMGtz/xkb+k5a9qOF86ItUWGJl+PP3r6TpWrq2fpv4W2ijOmPcqd7n7EMpB3Ci1Hrv5eojDipwhWMhGRwVPJC0dP9C1bGFmfQHF98VTzMzJnrGTva86ZTZLWDQo0TyMzy1Z136krUUf4oTtJz5bTFftVU/8J1h0uflnAnggMHDnq9vubRwfDU1evOunqfd/M87+aV6rzx3oEDTT0qDv8yVJrihNRrIYcvbwi9OHVj0ph1R6dtumru99h879NZgYW2ckYaVoSHFcvCih3CSx3CimVhGpxicEotpTQ4qa7vUvuiNhMqCUHjlBqnmLqf0UKp6/agKJKFlcjCSxwiSh3CS2RhxQ7hRdKwIpwqkirU9sF5lttvjN94YsSCsB9tdvSfufGbSct/mLnecmWgD3k8+NDZ6OPX72bRTT2FTY+3hjKqGZVPWJplQL49oZGSKjGy7H4BfcEVDI5ULrnKgaRxUjV1d8GKgyUcX/y7eJiZM9cjZpTbNVlUtUxRJCFe6GH0PK2XxklaLK/LN8VJWkrRtiGFE3wLIq5zsj8HDi0LtTU1utrakuyMM+tXxtvJTi9anrZo+fnFK86JxWS3rj4AviZ8Xx7P14S/wwgju3x6Vbbg+pJVVxYsv7xg+XGpwyln59LcPF1tbW0N5971NqGmuvrCzcd7D11yC7s+2ydtisd5c98H1oFP54SobOU0TqkdwkvwsFKJogSn1FKSxik1TjA4SUsINc72lSCUL6q/bODdISFoCYGMU1S4YdVmvQEITjI4RUsotYRSSxUaWZgGDyt2CC92CCuWhheLSeWcvfenbUr7Y9Xh4Y7Bg222DzBz6Td55VBLV9u1oa4BCVvkSbsUxyKPXbv6IL+ovLq2trZWp6vV6XRvhFzodLraWrS8GK9zLG8NZbyXzZhvvWodqJShqheKllL0CxUvQoWuMymllpD0BN/8FTFFGdwbwj9CRlaOvVfsCOfL0gNVjhEl4r/hvFNveFT3K4xYrjIPKHRNLFWVN/VRceDA4Y2gqqysSlN0PyY6wsz82FxJ3OhR24W8TQC7jXh7jU0CjU2CMSwEgASjMDCiwEgBWAQYhQN2wMgkwoQXbmRCGZkEAQTzRWfGTbkscUyytLqxZ6+2qFhbWtrUB8fhZajV6a88eOoRdmlewPWZ266b+z6YE1w4N5QWk7RUocEVGpzS4JS6nggyYlKNks3qEhPr7TjqHyVMHfN7UYO3+i2fWf73KbsBLSE1UkqNUwQd6nkAACAASURBVLRYrhTLVTillpIM0iNlYUWy8CJZeDFOMjaB2ZY7b03zPDduffLvSyJ/dtg/aPaW72dsGDBj/W9zN1ks91/oHb56V7TzntgNvtGue6Ijki4nn3947kZ2Zp4mp6AkT1VaWl5RXlFZ9vKlvKKsvKKsvLyktLxAXZpdoHmUr8nOL3paoEnPyE9Mu38w5dah1FtHUm/FpNzwDT+xfleUy54YV/+DLntiXfbEuuyOdfaLWe8Xvc4vev3u6DW7otfvTXj09HWVa7w1lPF+QdVcgp62Rymj1NJ60xycqruqUOZcI9ZIi+WqCb4Fy2OLuPzF/w8eZefbe0YPW3V6tlzjFFkmRcr/c9/wnnmfY9hbVEoxEpK2ClSJKQ1n8c2BQwuArlxZmJeaGjZ9WviI3wO7fe4BsB0wf4B9YBQExnIwRjQxAkxiQHjQSHTYSBQHwnhMFA+ieBAcBpMjYBwHJnFgHA+8ODA5BFg0ZiQHiOnQ5dTo8fGTJz+MiKpUq5v6SDk8H9fztE6hDydtvTM7WGlPMmKClpBqnFKjtHgxSYsJps7VBH1KqSV1mzFittoSMT+q/nH/kkgXoUIPHZz6X/D6GaL5vweTuj7wxYhRjj6lFrPGfCSDK9S4Qi2lNNKwYllEiYRS24U8ne3/wGL7zembL0/xPDNuTdyoxeG/OAYOtfcdYrPtezPX/tPW/S7xGT9v1+RFfjZrg2zXBs9dG+joLl+0WbHQi3russCLWuBNLdykWLQpbNHmsPleCvsNITZr99usD7JZH2K3PmTWqsBx83z/dPSdvCx02gpy0nL5rzL/QdZbh9rt/NkxeMQ8YoRT6Ih5ob/MI36ZL/9lAfGLU2g/c69vp7tcuZf7ms7pW0MZ9Xr9xZyauXLNuF0F1kFKKUXjZF1suo4yEuhflUG6g8rMv2BRpCabK9H9fyP7aaFsU+wPCw9O9c10iqyShWnEcpVYrkL3G07U3ZxiOY08MiVyFU4yEoqxJ1ViuRKnGOtA5SQ/5d6z5RxhfM2o0WQ+1jzK1GQ+0TzOUj96pK/m0gA4vDnUVlTQ9+7e9N8UPGyQ36efewB4A/gC7AeTIDAJAZ4CBBEgiARhFAhjQXgYhEcwURwIEzBhEgiTQXgMhMdBdBxEJ8D0JJimgOkJEJ3ERCdBcAz4R0GQCEYxABRAbIdOx8f8+SQqujw/v6mPm0NDRFytmLGvwCaUkSrUyCD5BepgA9GnvvaZYCR/p+DyOeLFXy11Bnz/8+ljxAQtJuoKseuVKbWEYiSUWqookkUUyyJKpWFFErlyblDunP1Zs/0zZvndt9h123z7jRlbrk50SRmzLnHs+uQ/VseNXBg2Yj41Av37vOXn+eTP86mRS2P+XJs4Zv3RP9cmjV2XNGZt4gTX1CmbLk/ZfG3a5ivTfa7O2HrNfGe6+a575rvuWfrds/J7MMv/4eyATJv9T2wCsmwCsmwCntjsz7YNyrPek/GzLOj7Gesv3M15Tef0baKMer3+QpZ2UZRmZoBqVrASJ1W4XIUTjL2cllKMlFTZo5cYQiWlaAcFbbav0Gw/fTmHq8z9d6BkNH4Hzk1aHTPB575TZLWMUCPWKCFoKXpRI2iJXCkmVGLUj0deKCYZnGKkJD03ROkQUUrd1Gtaai/vNwB1xgPlzVvnvdZu6f2l99d9tvTpt6n3N+49eiYudCy8fq2pR8ehBUCny7twMWnewk1dOm8xNd0IsBlgD/D2Az8IE8hBSIIgDASRIIgGYQwID4IwDhPFgygBhEkgPArCYyA8CaJUTJQKojMgOoOZnsVMz2GmZ0F0DhOdw0zPgelZEJ3FRKdAlALCBIBogMPvvX/i559zYmPLCjji+B9C1PUq62DGNpSWvoAsvm1LnSCKUwyuUEsVRdLwYofwYocDJQ4HSh0OlDlEltd1MKYYCUXbheTbhTyt/7fREvx0bshTu+Cn9iEFEkotUWjEdfKnSkIy0vBS2YFyWXiZw4Ey2YEyWUSxLKKkbjlQ4hBRLA1vsJQ4RJaLicJf54f2n7nhSNrD13RO3zLKqNfrK2v0SXeqLferpvozYjkqj2Kkda8pdXKXhGDsQlUT/Ardk8s4++h/F9fuPLZwjhrldnPBIb3TgTJ7pDXKVUhrxClGTKjsiUIJVa8+ymkxobKjStcklGcWcoYFrwW1lZVX/Ly2fdvLtesnK4wxHMAOAAeQAkgAHADWfvzxvQhCr+denzi8Lugqy48uW+byfjtnwNbXKYsm+zDBfkwYAgI5JiAxYTgIIkHAiovxIEzEREmYaTImOl5HFk3PYKZnQZQGovMgPA+CC8C/CPwLwL8IvPqfBZdAeAlML2KmaVirsyBMADgMcOSdVidHjc5NSCinmaaeDA56vV4ffaNqVjBtE/KqDSDe3qU+UZLGFWppWLFUoZaFaaRhRbLwEllYsSy85DlLWLEsvNQhokQaViRVaKQKtTRMI6XU0rAiXIFKxWkppcapujg7W8rzosmUhhWJCdWoRYrvZjorjt56Tef07aOMCMfua12O6R1j9DilwUnGXq6yl9NSBUqSoHGSnhWoWhpT/JSzc38NuHX/sZVrzKBV52YFaxbFVokJJTvt6FWMzVyWkgxO0rKwEptg5eejl/T+6qsL58839fCbGWoKLp07aCdZLODhAPYATgDLgLcUTJaBySowWYPxFgFYA2zp9VnRg9f1PcKhheNxfEKs3dwlACsBtgDsxvi7McFeTBiICUIwIYEJSUzI6ouxIDwEwjgQJoIwGYRHQXQShKcw07OYaRpmehFEF0FwGUyuAv8GCG8ZCW/xRLeFrW6LWt8WtrrFN71pbHoDhFdBcAl4l4B/CYQXjVqlgfAYwBGAqHdanZg4peTuzaaeEg76iGvaWcGqlkAZ64gjQUvkBln+9TZzz13qsy3rt0cpdnJlXaolVZ95+cr1plKFxiGi9I+VB7+bvj7i6I3XdE7fVsqo1+sPxKfOWBc9aUfW3FBGSv0vi1ZKqmyDlTP2qY7er27qMTZb3H2U502ctvRMmbwjY150lZRixPJCNukYpxgJQYsJGidpGUVLwkolwU+clq7r1ePz9u3bO29wpmmufP3fwf2wvZt7fiIFcARYCsbLwWQVxl8P/A3A24DxnTHeBuC7An8RwOJ32j5OSG7q8XJodqitPb3BeeU77ywFcAXYDjw/TLDHSLAP+PsxYSAI5JhAYSQKw4QRmNCQL6Jg9HEQpmCmZ4xancdML4HoMgiug/C2oPW9997P+Lhjdt/Png7q+XTYV4Uj+hb+3q9wZN+nQ7/O6//Fk55dM7p0vNv2vXQhoo/CqyC6CKbnwCQRIBbgRL/ed/23lSu5ypimRHy61jpIZRPcUiijhGDqSixIVICrkhAv9nVB29SZiqCl3lGIpHES/fqr+5PQuELjFFn+56qYb6euiTmZ/prO6dtKGW/euPZNr57LViyPvFIkUZRY7lei/oFikrEn6DlBql0p5SVVTT3KZo7as1fvTlkXM3bzA8foGoewIjGhEtfZaDESkpEo1FIFYxOstA5hDt2srK7WPsp48MMPPwDA6JFjQsN3Hjq3M+1OIpc48I9Rlnl/14C+cwEWAKwB3jrgb8T4rsB3w/ieRgIP4HsC3wP43saCVQBL3nsvIy6hqYfMoVlBSz9NXuA438jIEcANYDvG98UEfkbC3ZhgLyYIBGEoJiAwIQmCcBAcwIRRIIwB4WEQJtSXuZwA0RlMdB5rdRmE10CU3qrN464f5g/6kp7wg8ZqaIn9yFLH0WXz/ixbNLZs+fiyJePLnP4sFv9WNOfnIothqjH9ng7skdmt851W71wHwRUQXgbRBcz0DBglAMiNjVJn22rVRU09SS0XaY+1s4NV1i2IMtI4qZaQjISoS9Z66cYqCVvQ/b81jMSwhPfFjkLPpYwOB0rHrIjuP2NtaOLrUtnfSsp4//69777rP3jQoId3b+r1+tOZtQsjNTP3KW3ltIyi54YqzQLoG3lcYe6bwOX0DHzbid83XpwVqMLDSqWUWkrV+RfgFGMvV1kHKvefLa+qPxu3bt5cvWbNkJ+G9/+j1R+Ljaev7EElba6u1TbpQbyVqC4pjZXJHAAWA2zAeC7Ad8f4m4C/DRNsxQQ7MIEvCHxBsBP4PpjRBoCoGdMrVcqmHjWH5gP11RNhE0Y6ASwC8ASeD8bfjgl2YYJdmGAPxg8AfiAmCMUEBAgIEIRjwgMgiAbhQRAeAWEiCI+C8CSIToEI6YvXQfCgXfu8gT3oiQOKxb+VLxxXuWxCxaopFWtnVKyfWeFsVuFsXrHBvGKDecXameWrp1asmly+YEyx/a+M2Y9Pf+r16LNO91q/ex2EV0F0CTM9B8IkgAiACzb2WprTGpsGF7JaFmXESQYnmLrm16xD0F8Tzfr5qSORDb3H/wZljCgdu+pgv2mr3YNTKrSvJXP97aOMFy9e6td3QKdOnVNTU9iVhaW1xMVKi2Bm5r4Cs4DCPac5ifHNIadAc+DEXUvPk+O33LMOVdvK1VJFsUyhllL0rEClbShzL/8Z+q7T6RIvxcz16zx2LQydDWNk722SS86lczHTv4OKykPzFjkZGS0FcMUEHsDfjAl2gsk+MAkGXijwSUxIYIJgTBiECXYAbHz33fsU1dSD5tBsUKs8F793QHccYCGAO/C2AH8L8HcAfyfG9wP+HuDvA0EQCIJBIAcBBYJwEESAIBoEB+uj0skgPAmicyC6BKIrILjTum3ugB4ayyGlTn+ULZtYvnpaxbqZFRstq9xmV3nYVHnNrfK2q/KeW+VtV+U5t9J9doWLVeUGs/JVU8oWjy/FRzFTBz0d9OXDjh1uGrW6CqLLILoAouMABwCuzLGv5lhjUyAtSzsnWDU7SCWtp0E4ocL/JhN6+5ZX76n7ry64QuMQUTLJ+eh3Mzcu33G4uOy1CDFvDWXUVuvSCy7n1B6xWDy4XdsPoiMPNdhAp9dTlystg+gJvoUXMznC+EZRpdXezigIO5k5w/345K13ZgXSFvsKrIPVFkFMxJWKxkXrlwqD15zqsCj2E5utXUc7YkNnw9Ql3Q+m7GqKsb+VKLx63fWzLxwBPMDEBxP6AW8/YGFgdNjYOAkzOQb8o5jpYUwUjgnkYLwVINF6Dqe1cPi3oL6Q7D+gpxRgIWAbgOcJvE3A90GUEfi+wN/9LGVE3jqoXBqpjPEgPArCVBCdB9ElEF0H4aOuH9ETvi+x+7Vswdjy1VMr1ptVuM6q8rCp8rbXbpZot0q1uxy1Oxy12x202x21PtKqzWKtt12Vm3Xl+pkVK6aUzRtTYvuz8vdvH3/W+Ta/zVUQXTEyvWBkehwgFuDibNsqFVdG/aZxPlM7O0hl/T/KyOBEvasJt/z7lFEtCy+d4pYywMJt6Y4jLZ0yZmvS9l2b6n1x6JT1wn4T+SmXYhpvU6bVP6Brj9yufqLhzESaAJWVVXcfF8ZfznPyPT1ty+Wpe2mpgsnRPCdDoLQmJzXTf+vZX5fHf2rn/8HEZYLBlvCbvWls6s6qmrI3P/K3C1XFxWFzbJYC5gbYTkywH0wiAc6aCh8N6Jk37vu8kd9m9+t+id86AQRxmCgQwFMguCcnm3rUHJoLKspj5ljZA8wHoxUYz8WAMm4F/g7g76qjjPz9IAgCQSgICBCQ9ZQxpt5e5ygIU0CUBqKLILoOgsddP2ImDyyRjCxbMLZ89fSKDeYVbtZVXnOrNuPabQ7anU7a3fOr/RZU+86v3r1Q6ztfu8NRu1Wq9bavcptdudG8fOXU8oVji+1GKEd/+6hbp5tGra5ippfA9BLW6jgYRQGkWc0pzXldLTE4PBdXsrUSip4dpDKwy+Yo42ujjJRaFlEy1T11gKXHmt3JpRWvJTfv7aCMdOmj8Lt2Lqm95+76cISDUe+ZEHcu+CXbcxUVTQmdrpApycgvDTj2JPr805c0SFeW3ZRfs1p3vP/S6C42Wz782R5+E5veyT3zBsf6VqL0Uea+r/usAwgAYRjwEwG736tbiXRMjZddrZ9M7ztXM3nQTX6rZMCCAbYDnF66tJprqsbh30BVYeGpDRvnm/DmA7bUiL8c428EvifwvIG/pV5o3AX8XcDfA/wAEASCIKSeNSpAcAAEUSCIBWEcCJNAeAyEp0F0HoRXQXiv9Xv5Q74qlfxasXxi+epp5RvMKtysq7zsq7bKtLuctH4Lq/csrt67pHrvkuq9S6v3LKr2XaDd6aT1wbWecyvdZpWvn1m2ckqp42iNxZCnQ3rebdP2GoguG7W6hLVKA9OjYBQKcH7+kqaev5aFuwXVS6PUc4JV9S1VmLpuK9zyOiijQi0LL57iljrQynOxz8Gi0tcSa30LKGNBSXrIVWvv84OWKj4bYof1nAD7oldVVBU39bg4/AUqK6tqa/7iRaeihj6dTXqmDZaGt/1BAqZfg9NCiYbhTu5LUVzq1vcbN4BDIDzHF+T9/G2N5xx92Ep9rIs+Ynnl/PGPO3Q4CVgMANGty6X1G/RVXJ4Gh38HDxQRi3h8KcAyjLcUeMuA7wx8b+B5AR+xxq3A3wn8XcDf+SxrlIOAAEFYfUbjIRDGgzAJhCdBeBari00/+KC9ctQ3Zfhv5csmVqydXuFsUeFmU7UJscZ5Wr8F1XsWVu9ZWL1nUfXuhdpd87U7nbTbpNpN9lXuNhUbzMpWTS1dMLZE8qtq9DcP33//GoiuGJmeNzI9i5mewlpFA8T36a++faepp7AF4UFhzbJozaxAlT1BSwgapxicYJoq1a/ZLzilloWXTvNMHWDm8qfDruz81yIT/Ncpo06vD7tht+7khytjPx6/RDDAnOcfvUqv56qhmw90Ov25J9T2Y3+sDvrNcd2Mrp2++GX4yLj4I7kPb+WeP/cwPvFeZFg6FfAwPj4jITnrWEuvksnOytq4c2dbAX81wEWAjM4f6VZN0+93qPERV62xLDb75baJcSxACMD5qZOKrqQ19Xg5NB+UP8mNmjXbDmAZGC8G3hLgLQHeWuB5AM8TeJ7A3wT8zfWscSfw/YDvD/x9wA8y0BopA9aI6qaPg/AsCC+C8DqI7r/3/tP+XxRZ/li+ZGzFmmkV680rXKzK3W0qve0qt+BVW6VVW2VV22XabTKtj1S7WVLpZVfpYVPpal2+ZkbFsikVS8aX2P+SN6jnXdN3roHpFcz0olGr08amJ8A0GfiUsfGF+UubehZbEB4U1iyJ1swKUokJpoHvILe8BsrIOESUmPtcHDTLe/hs78e5r6XX2n+dMqY9itx8rt+Kw+0sXdt8ORGWbBvLNT1rliivLKysUen0NbExhwEwI5Fg1Y/fynt85vHe+xtNW60T8te/997Ktu9v6NDu6OpV9xNalr9geuallKvUmcvHYg8d/PmnYQAwesLEi7PNr4mM0gDufSDM6Nrq3nu88wDJABc6djwzZfyVFSu1hYVNPXAOzQq39wcvb9VqHpIYMf5i4C3BeMsx3nrgedQRR/6meq1xO/B3AVs9zQ8EQfCzrDEKBAdBcASECSA8gYlOYaJzILwCgtu8Vo+7dSoc1rvYclj5wjGVa6ZWOptVuFhUuM2qcp9T6TGn0tOmwsu2wn1OpZt1hYtlpbNZxfqZlSumlC8aUzJ3RP5PX99r1+46iK6C6AKYXsBMT2GiZEyUDCIFwNEfh1Qqs5p6IlsK7hZUL4pUWweq2GYnOGqR0tTsqlkuOMU4hJfM2nnrR5sdv9ptysx7Lf0y/uuUccdhM3HAezZb2w2aBYNnv592J7GpR8ThtWN/SMhP77ZbAhAI4A2wEWANwDKAeQCOAAsB1nTunLR6de6FlL/e138S2UX6Mxna6ldIub2feyM4znX2hu9GO7UZI/nsvfbvf9v3u4WLFj3KfKLXVtBBfhlz7R6bz8mZOSfLzOaO+ezrEnv10bjaYjWXz8vhX8f5rTulxiYLAZZh/GUYbwnwlmC8JRhvGdSxRk/geQF/E/A3GeQ1ogJqf+AH1MuNqIZaYWC7Ew/CJEx4DESnQHgOBJdAeJvf+mHnjtn9vlD9/m2RxU+lslEVi8eVL5tYsXpy1YbpVc4zqzbMqFw7pWLFhPIFY0rFI4tmDin8tc+Trz5Jb932GggvgSgNRKdBlIKJjoMwCRMmgDAKjEJNhdd3eDT1RLYUZDI1aw8XzQpSIX1RQtA4wfyFwTW3/HPKqJaGFVntuj3EdvuIuS2VMvqQDj+JjXrPMPrBqtWB49uaejgc3hCuTrOIBTgMEAZG+4G3E/jeIHDFeGvBZCGAA8AigM29ul8JDWrqkf4ThF+ptA4sVFwqf0lNW22t9siZAMvV3wyfazzcHn51hGESmDT7p0sXrupqDYT20lJdcaleU6ovLtMVl+gqyt/A+Dm0TFzc7e8oFM0HWAq8pcBbhvGXYnwUnkas0Q14HsDzAp63gdxo6Lzj/6ziSNVnN0bVm+8k1Vl8C04D/xwILmPC28LW9z78IOPzLlm9uuX2654/+MuCn3oX/tS7cHjv/CFfPx3Q40nvbo8+73K/Y4fbrd69iokugCANhGcxUQqIjoMwCYSJIDwCwoMgPAAmWwAS7MRNPZEtBXSpfvOxsllBKrGcwSkGp2icZCQERxlfE2VkpOHFlrtu/jhn6692m7KevhZXqf8uZayurgkPi+jT78uZc3/eG7U2+XxITS2Xxd9SkGk2Jw3gXo/O6b0/TcZ4JGC7QbjVSOAG/PUYfyWYzAeQAazq0OHi3n266remmXiNTn8lp2ZJpHri7gIHhbqg9DnbVGkrTl+N3hQiHu/UaaAF/LmQZ+/baUnk5+Y7Wx+94ffGh8yBQx0u7PF3EIoWACzDeMsw/lLgLcV4qA5mMfCWAW8N8DYCz6tu4XvVy43bGhHHgHr/ndBnFcfY+lB1EgiTQXAC+KdBcA4EacC/AIIrRqbXTFpd57W6zjNFyzUj08sgvACCNBCcBcEpEKaA8AQIj4EwEYQJIIwDYSwIo0AQAQICTDYDJEpkTT2RLQWqUp3P0VLrIJWYVRkpBqc4yvi6KKMsomTWzluDrbf+YttiVMZabXlVgUqv1ycfT/6gfftevfqeO5Om03H1Li0LN/6YcA6g2HK4doNZ3ohvL7QWRYHRXuBtw/iewF+P8ZZjvKVgLANY0a7dDbm8qcf7Ssgp0oVerFwWrbENVtkRzKxAVciFippGqbnn0sOmreg8yBr+nNdqpqupE9lhw/HeW9N+i7vjUarNboqBc+Cg1+v1F/z2OApFCwGWYbwlGG8p+hd4S+tLYZYBbzXwNgDPzSBIvbnef2cb8LfX11Mj4rgfBMi7MaQ+xzEMBAcQd8SEBzGhIX08BoLjIDwBgpPPLMKTIDwOgqMgTAZhIgjjQRgHwkOYMBaE0SCMBGE4CCgQECAIABN3gGTH+U09kS0FyjLd5mOls4NUYpLBKUbMUcbXuzCysJI5/veHiX1/nrvpQU6zpow1ZeWV+QVlV84/WGh3fsBQre/WDctlIBIGBL6VkUcO/088XCg7C5jyz/76gHm1fo4l9qPTu350CGA/xt+CCd2Avw54KzD+YsDmAgSO/UOr+a/7DuaV6NwSS6b5F84JpSUELVPQ1kFKq/2qc4+fkUirqiqWbZ3Y3wwsXD+aT3Vel9x3Sfy7QVdnZBWl1erfGjGVQ7PEpd175glF8wGWAG+pUZ3QuATqWOOy+h+W1suNbvVBajZO7VPPHVniuKc+zdGwPoY06DEYiQmjQRALwkMgPATCw5gwDhPGYaI4THQEE8ZhwiMgPATCWBDGgjAGE0aB8ED97ypAQIJADoJgEOwHgS+YrASIMrNs6olsKVCV6eoC0ySDU8heh/PZeY2UURpWPDcoe7hDwM823g+bMWXUKlXXzW2v9f/hYY+elwE7CXC1lWjie+8s9fYu4SzlWiS0TzKufdE9XWRSuXyqPnK1Xr6iYt749I7tY8DIDwSbgO8GvPUYbwXGnw8wn8+7ToQ09ZBfiFKt/sSDqpWxReb7lXNCCiUkIyVpMaHCSWZmAL3+kLq4vrFTRkbGXDv79h+1GTq5m2v8mDWnPgq4MvEufaS0iutawaHpcdpr01yAhSiXsV5lXGLAFA0Vx+XAWwu8jcBzry+m9q6vjEE5jiha3bhEJrBed5SDgMCEBCZkBUhEBCNAEIEJD2DCAyA4UP/fcBAo6jki0hQJEISAIBAE+0Gw9//YO++wKM6ujZ8BdsGC2PDV2N4Yo0mMn93Ykpi8JrZYYlQsgIDAFsBKUREVBTUCYsVChy00ETsW7Ciigood6YKwOzPbaLuwO98fA4TYC8sCPr/rubxwd3bmmd1luOec59wHmAHA2A76nm3bJi1z1vUb+bkgr6D2XS63CMPtIgm2gGQLCK6wJkOta3XVMgc3SmYXVvQTJ2i89bacopboy1itKJNev3R/yvRLAA9ag3jSQNHY7zOw1icAVgHc3n+AUiHJ+Jny3G/DJYCcXqaqNWZUtBsV7Sr+bdhFgCgw2IcZ+YKhFzA8MKYL6FkBRM6dqyKbXA9ZVTWVTaj3XilfGCRaECRi8XGHKJLDJzh8gv6ZLSRnHSQPXpOTohc7/f1Mu/wHAHb67juacuDA7Xlnc/ykFcgQBNFUeCqIWtut2xKAGrGI/RNcdHmdaqwTjhtrK2P+rjX99qtNWO+oTVjXmfLQocdAzDAIMwzGmCHADMEMQzHDMMwwAjOMgJdHJGYUiRlFYIYRmGE4GIbRMhEzDAbDg2C4r9ZXfAcwXQACBg1TFpfo+o38XFBVU7wbFYtC8cURhL2A5NCSESWmtTVIbrR8cWjBz9zAX2y23csWa+Mz1aVk1Kiq7jkuT+rcIRWgZOL/VayZowlyUHKnpGNtYsAgEPT8TNrnJZ3X4QwROkStIO5Om3YG4GnXTjLzX1TrzaTTR9/CmMdAn4cZ7cUM/wbmRmC4Y8xlAEv19G8HHtD1lP9FSakm5Hq5U6zUIkxsHiJi8wmOgGALf4wv8gAAIABJREFU8JpGqwKCzSc4AvEifrnr8YoFi5cZAfT5svfOnbQtgEaqytIgpxxEU0IjVxxbbGsD4AoGdWloN4zhitWqRqxGKdZXjS7AWA2MtcDYUJut3lpbIlM/7kjLR9rQcXdt5poOQO7DmPuxmhT2QWAGvm4cxJgHMeZBYB4A5n5g0kpxF8b0x5j+wPQF5kbQX2XS7uLadbp+Fz8jqjQU/2aFZZjYlk+whSRbSLL4qGJai4MbLVscmjfeMeRHy63n0nK08ZnqTDKqpLK0FS7xABcBXvz8nXo3h4rzpPY7FI359jQwAoGxHQyWANyLjtbVDD+C/ItJj4TROQlHcxOO5h46mhMVJ3uaoetJNWNUBYW3J089AZCmx8jq1i27Z/dbmFEiGEaDYRBmtAMz3IwZrsMMXQEWAZx0d9f1fCmKoiqrqfsvNCm5VT7nSxeGis2CRHaROEdI1O95wBESbB5Bq0auULLyNPX9fF97e272U9TNDNGkyTt8ZHWHDmyA1UBbeTNdgS6dZtJJameM6Ya9PuLoCoxVwPAAhmc97fj3PxXWtIhk0Esed9T+Wz8Mubu2r0wAMANqNeXe2jjintptdgFzJ9Bi0dAPGFsxphcYOgD4f9W3ovC5rt/Cz4hqDSW8VW4ZJrbjERwByRLSbt64zqVVSx3caCmbL5qwhDfG3PtEyjNtfKY6k4yFh49FASQCZPXpXrFqrjrMheK7yef/fF2PyQeD3ZiRF+gtA3gQf1hXM3x/JFmPHgr519atCezTe0fr1iFdughMuwg7do5sY3zp95+fbtmcJ4ypRosyPwplbn7K1D8EAKcBroPhZaz1KTCKw4zCMMPdwPwbM/TCDNcALAY4vWGjDuep1lB3nquv56hi7lY4xkhZfNI6nLCJpGOKL/9is/gEh0+w+ThHQHAEBEsoMwvCUwtQdQuiyaNU3tq337lTZ0fAVtWWv7gAw1WPSYcb3TCm6+sWOLrWE45uwFgFDHdgrKuVj961/WNo1ehbr2imrua6vpSs/98d9fTldmD60a/CmNsww80YcwMw1mDM5QBLAK56bND12/d5UaWhIlMrLEJwe15NSpojwDl8JBm1NThRMocYxSTnmLEW3mdutCDJWFHy4uLvv8cDXAcQTR2u2cNW77TDZ4y+1b59LBjswwx9wHAt6LEB7sXE6GSG78/z1Fu8aVM2mxj/ra/nB7AbIASAD3AI4DDAcYBjgB1tbfJw6dLyp2m6nmyzpDwz+86KJcd6d+EBHAYsAQyigBEOzAAw9AWmNxi4AtgDXN7ipZPpKaupWwXqmPTKlYdkiyMJtoAwDxFbhontIumeB6/7xRaSHD7B5hPcKIk9H2dFimx4pVsvVudJdXIGCMSHUKW6ssF1KcASwFZhTBdguNKRRYzppmdYl6F+VTK+qh3psRoYa4DhAYwNwNgADC9geANj8z91M//EIOukZL1R8+DfwPgbGFuB4Q0ML2BsBMZ6jOkOjNV6ho4ATgBJbmvUitf5oCK0hoaiDt9TLgoj7SIJjoDgCEgOH2cjyai1wY2SOsSUTnSJGWe59eyNLG18pjqQjOqqiluuSyMBToL+DTDK+6qnZPro5+MGXjdqEweMfZihDzA9MYYTwMEJvxGZmY0/ww9Bc8Z9vTPAaoDNAPuAEQ5G0WB0DFqdx1pf02+ViumnAlwBuAhwc9A3hfxwXU+4WaKpLBOdO3lnJTe6d/ddDEYABrsB/AE2Abjq6dkxGDt+GCJ9dLcxp6TWUA+L1YfvVApvVayMl1tHElYRhEUYbssj2AKSIyS5QpLNw1mvqw3kCAg2n2QLJCw+zuGTbAHBFZBzDoqj0iob8xQQiI+jMueh4H8/2AIsAX23msQ0XRDDdKtn1vhOyfjqwkc6BukODA9grAPGOmCsB8YGYHjWxiNpQeldKw03AWMjMDyBsR4Y64DhAYzVtRU5bhhjFcZ0AGADnF7qRJWjxkg64PwTpVU4aRuJcwQES0CweSjKqE3JGC1ziC2d6CwcY7459vxDbXygOpCMxIMH4SZt+ACnsVZXsNY3sVa3mK3P6BnGADMIY/oCcwtmtBb0rQBuhjd1gaXC86L+mroSYAMYbMWYuzBmkJ6hEDM8ihldAuaTbv8R/T6cnPcrPvvH/EFf3tLHLjIM87bv0Lxq34x4H5TlzxNP3fPffn0ZK3JA779NjIO+//qSh1vKnr2FN280zhSq1JSymsoiNMJbynVHZZZhuHUEYRtJ2kQQ9nySIyTYwprqFnq8PjHNw9kCnM3HWXzCQSjh8AmukLQJw5fFSZ6K1ejLgWj64NfOhP3wnR0AB2DVPysaGa56zLeHGOsP53+HG13q/ev675/pXDb97+raQT/i9m9LSHq39EvYAHYAp5Y4UmVyXb9hnynnnlRahuGLI/CafAu9JkfX0qqlDk6UzCFGPtk1+ocFnjtjrlVpoQWKDiRj0ZXLB0GPD3Aca0079R8GwwhgBmBGvhhjMzA3YAwWQMDY0dKc7Maf3gdRWZQZO3vqSoC1oOcNzC0YcxdmGAKG0ZjRaWA8aN++1HYCFb68OnKV0oclWzzxcc/2FwHL37WbqkZLGz8edZlUdPtyZkKU6E4yVV3RSAfVUEVyDe+mat/lcq9TioUhxKIw3JZH2EYSLD7J5uMcAcmJIll8gsPHa1qpvuHiSDuTsfgERyBh83G2UMIREFw+YRkq9jguzUbpaURzoOxJeqLldEeG/mKAVRjDDWO6YcyXusK8Kcr4zjDkS6Uzr1ZhO/87wV3/51XAdAWmLQAL4LzrauTUpkPOPK60CMVtI+k7ZJwtIF6beEGjgSSj1DFaPt3jxChz703BZyuUDR9/aGzJqCpXJNkv3A8QCQbRWKsoMOSDYRDWag8Y+mJMb2BswAzdwGAuwIXNno08t4/jkJ09B2AV6K0H5iaM8TcwdwAzGAxjgJkE+rn9e6uW/0mFOVNHPKmEddVbzR91b3/DtKPkWKyuJ454XzQU9UKmiU1XrT8hXxSGzwkUW4UT9jycxSPoUmh7HsEW4DUxRT7BERBcoeStjrU1m7GFBKtWQbKjJBwBMW1f8ZnHqA4G0UxQlt3e6bukldFCgGWgt4qONdZLMbu+LgpIl06/Z/Latd7L3d6wz/pbrgHmMgBzAC7AxdXIUkfHnHlcaRFK2EYSbAHB5hNsQY1wREMrklEodYyRz/Q8O8bKZ1Pw+Qplw4cZG1syih8/9DdpsxMgFDMKwQwPAHMPxvTFmH9jNQuWPTBDNsCqNoy8082gVpqiqCs+/lwABwB3zGgdML0w5t/A8AfmQTAUAjMRGHfatiNnjKrYsLDS25ryXiD5ZdA1gBwX148+orxSUyRVl8jV4jKqRFaVW1D06GlmSUlxA54Uoo6SUs3hDNXao/JFEfiCYNyeh9vTAUJh/d/VD7sI/iMTBThbSLL5hH2kmBtFcGIUiyKkKTlIMiKaE3cDg9y/6s0C4ACswQxX11ZSu2FMF2DQAUi6A7UrxnDBmC7AXI0x3YDhjL2xUIYWhS/FEekWhc4Yww1jrAKmW20SvHb/TBeMYQfABvD67ttrbm66fmMQ1LVslT2ftI6gfRkJupHBa4sC0fj0wY2SOMYqZm5MGmvl68e7oqpq/lFG8YPH21qbbAHYjTH3YIb+mOE2YHiDgScw1mLMtcC0BozLgDu7vCh188gmVJeWnXJ1tQdwBFiLGa0FhhfG2IwxffUM92CGgaAvADirb3jdxOSOaefsnt0fmnS6DCBzXvbRRzz3WLU8RrI6Hvc6q/I4gttuOz5z5cF1B86lZYoznuQ8eJxJUVpYwvD5QZZTRzOU7sflNhHEvCCRDQ9n83EHPsl93fLEDxosHs7mE5woGVdAsvliVqRoSZzCTlg2aXteyGVcWY0cvBHNDPx28onFC5wM9CwBVgJ4YIaudDG1Xo3njgtWIwFd6fz1W5PULv+OI/5rdaMekxaOrhjTTY/pDIxVGHM1MFdjhsvBgAXg3q3DCRZX8fgRVY0ug7on/blqeZzEKoLgCEn6NhvpRe0NhyiJQ4xixsak0VY+HgEnyitV7/6EPpDGlowlGRkb9fU8Af4G5laMuRljbsQY6zHmWmC6AdMOwBbgxKqVFNWsagBUquNLV9gBcAFzB+YajLkOY2zSY27FmD7A2IUZBoJ+BEAsQAJgJ8HgiD4zdNTAk9Fh2Xn59A7ySu7dzY97Jr5U+R7LbiJSKybvLpm9/4V5mGRuMD5r97Ppvg/m78/jhueYeR5dtPFQ4q3cG3efPHz0pJm9jU2G0irqSnb15tMKy1CxWZDYOkzM4hNcAcEWkCweyfp0ycgn2XycLSBZAol9ePHKhHLzcMJ8f7bXoazcF2glI6J5UiZP3blj+6gflhswLQFWgr47GK7SM3TFGKv0avy9nessG+uZOL6pMualJDW9fnEVxlgNNRrUGRirMaY7MLkAlgBsgMgJvz5POk5VNfxfSsTHcadQ5RwnsYmgHXYI1F1aq4MllDrEyP7adGbEgi2zVwUT8oZ3CWhsyagslR22nOcBsAGwDRhzHcZ0B8YaYK4AzB5g69dfXNu6QVPZ/KxGNJXKU8uXswFsAFaAvhsw3IG5HmNswphbMOY2jOEPzN3A3AeMMNAPat/K8vue3Xt2696zl/PKVceTItdGjFsR1+Fg2sxL+QfuFPEyS5LfdIecKdJ4HJNZholZfAmLj7MEJCe61PFQJTumzCJYNGdP7px9eTb7n8zySFi6+/zp9JL0hzkV5WWN+2Y0b+6+UG8/X2onIM2CRIvCcTafoE1zaiqg+Thtwf0pv9hcAcEWkvaRYg6PWJqgmn1Q/KPLiajzDyqUKCWNaN6UZmam+O/cNfbHpQwjCwAugBsYrNarXcKox6CtHF0whhs93loB85KD48raV9FNCF3AgANgDeDdtUOY2Z9nl6+syNaKFx3io7lTWLUiTmITXrsUB2WltTqEEscY+by/r46y9PnDabdY2vBGpDqomM67dH4FgBPAKtBzA30nABsAOz19/vx5JdfONN/AmIok0gL3BU+fxtXTswTMEcAZYBXouQO2DvQ8wWA96K0C4ALsG/V/Nw/ztmzfPuevBTZWi2ZwvvplGdgeaOuZONjzwlebr3wXkr74XPa21OcHKtT4S0dJfFi5KAy3jRRzhQSLT3CiJByhhCMgOQIJRyBxiil1iC23DCmZszfXKkxkdTDLYV9q2OnHMaeuPc0uoFDP4jejoagsnDqaoXQ+LDMLFFuH4fZ8giuQcPkkR0Cy+EStbw75JuucD/nFJjhCCTtaZh0pmbPnmcP+tENJ6dVVze9OCYF4LWWZWVf/9onmLA4YOcQewBZgKYAL6DmDHp2brlmt+Oa1jPX1Yl2S2gUYK0FvJegtAWABsAH8+n99bNXKZ4eiqmQEpULBxSbH7efVy+KkNpEE7SCB9KJWB0dIcqMV83ekjV3sP2PpHrxlSEZVqeLSOudNPTrbGxjY6uvv+/23U2tWJ3l5KQoKGn8yDY70WdZ5b+9zW7cc/P13NoNhZ8BwZDCWMJg2evpupv85xnE4tc7j4ZHDFKWpUquVlarC57nW64Z99xdMXtbqr/XtFmw3WC7ove7kAPeznXbdHpdOxFVV/SvylPiwwjKcWByJOwhwFp9kC0mOgGDRltFCCVtAcgQ4Ryjhxig40QqrcJFVuNhif9b0DadXBpwLOXzx4bP8apS1eR1phWr3o3KbcNwmHLfnkRyhxEEo4QhqHXMEBLsmsUJyPkUv8nFuFOkQI2dHl845KJq0/uKe+LTcIknzvVNCIF6PSlVdKsdvJp/z8oxnWW/t3ZXFYHAZDC7AUoBltf8uB8wZDJzBgK5fqZOGzsBYAQbLAVtWb2MnAK6BAYfB3Nqt+6nVbmfXry84nUipUWy+6fK4pHp1gswmnKyxiUCJaW0OjpB0iFGY77o71tp/5tIAQtrwCUYd9ZhWKbJPxF3cuuW858bi9HRKpdK0oBbMaqWSoqgXt9Mvbd9+wWfbFR/fq77bT69fnxoUrJTKKEpDqf+VdU55cHKe+/8NnddqjGXbX1iGvzkxJruAbWArj2MDxi/8ksVivygsqapSURSloqjA5PJFYWL7uqAXn+4vQtZ0YeIT9CI5+gvEjZJwo+W2fKl1pGTu7kfTPJNYfx/bJziTV/CiStlIdoZNn1IldeZJlWuCbGEITncp4ArI+nFEDp/uc/XqQpz3LZRm8XF7npgbJXE6VLaYL1kYgk/ZdG3HseyT156WlqKmFIiWjEapUhKirGMxl/x8r/n78if8uLJ1K26r1kvatHFs08ZRD3MAcABwBHD89w8OAE56sKRNW6fWbRxbtXZp1Spi/Ihr/tuSt2/Pij9cXV7Wkv5qtFQKJOrNp2RW4QSLT7JqlnG/6Tr5CeY7H6REW26wkyOUOETLFuy4PdrK789le1uQZKTRaCh1i06VajSUWk2p1ZRaQ1VXU5rXn6yGoh7m3T6ZHJScfmincMkvtqZjLTtMXA6/L4fOPYxNWpvOmvWnpaWFv4/3hUfPXY6WW4fj/3Z4IdiCuo4jJFtAq0aCxSdY9NoRocQxRs6JltsJpLN3Pp7meX7Rel5I3DmxRIaSoXIVFX5DZR1JLgrD2QKSK6QVHsERSlg1GpF86ZJUs45bQLB4OIduGF3rs0hXBdLRXzZfTD9uz8MdoqUrj6nY0aXzQ8Qztz+cufHs7tgUBRKLiM8LDUVRpc8ePAg9eCsw+E5oWHp4xIU1ztG/DIz6ZaB/N1PndiYrO3Rc3b79lk4dA/t3443pf8l9xd1IXlpwaPrB4PtBB+RP7tTuBtE8KJSqt55WLAon7OsupHyCzSfpP0/c+gXUPHFtvKPeHfu/b9S5glqPHiHJEpB0E0IWn2DzcfpqTG/PEtS0meEIaxJxdS9n8Qk2D+d+ijxtykMo4UbJzP1vj7HePn3J3haylhHxFiSl4vQn525kHHPdNWnZ9gknTh85c+qCnd1iBoPRy7SdtcsOx7gyVrTiw2/IcI6Q5EZJuTFl9kL51C035/qmuIXdFJ5KLRETlRWfb8QxOZ9aFCmdH1hcU9TCw+l7NTafZEeKOXWS8dX3k0+y+VI2H6c/C46AYAtwlkDC5hNcIcnmE2yemM3DneJKlx2psgjD/9pXMHHj9T9Wx4YmPkh//FylQtk0BIKiVEpV3j1lwQPRhdNPomMzE45lxR0qPHFCkZZcnpXeXKzWEG8iX6LxSiy1Csft+SSbX3ezXbPCh1PTBKumt2pN2ppfbwhqrBxr2mXxCa6A5AhIlqB2bzWJNXoznMWrsQrn8Akuv+YPX01YkU+wBQRXSHKE5KcuRm+qgyuUOMQoFu19/KP93j+cdj8nkGT8bCiW5OHyF/TPMrni4vmkhIQ4b941Wz5hL5R+bAwf5wgIbrTMKb7CPrp0xq6cef7pjv6nvQOP37n/hNJ8jlfng8cf/LwpgxNX6SAk2Hxx7cULZ/OIN+pFIckRSth8giMgOUKCzaevSnj9yxwrsmRZfKXLcco8RDxtR9Ycn5s/c0NX7zme8ThXg5ZeIRCIz4MCGeV9umxRGG7Pr0uF1aSGOXQqjEc6COg2WiQ3SuIgIB2jJQ5RpEM06RhFOAkJp2iJo1DiJCQdo0mHKNJRSHIFJFdAOglJRyHhICQ4whqBSGtB1j+6E+cIcJaAXrtFsPiEPZ/gCAluS5aMJDdaYR2c9zP7wB8OO4tJJBk/Y0rUlNeFqkVhOIv3SWs+HKIkDlESjoDkRMmtI6V/7sga73LkT+fAE8mZhcUEpfm8HHmOJN36n9uxhSEip1hFbTU0walx0nn9shs6Ac0WkBy+uOaGlU/QRUj2PBGHTy49VLHyBDV3X95vm+/O8L5mvfnoqeSnDzJzJDK5rk8XgUAgGg9xKbU9qcwyHKdjhJx/Yockm09yhaSjkHSIIth83CpMvCBIPPuA6M/9JTP2iWbsE/25XzRzv2hmgOjPfaKZ+0Uz94v+PCCac1BkFiiaFyheECxeFCq2CsNtIsR2kTiLjztGkU5RpIOAcBASXCHBiSLYApLNI7gCkiMkWUIJO6pGtrZUe0iOgOBGyW2C8n603z/DaS+paGFrGREfwu3n1awoiWXYqwsZP+grRXIEJIsn5ggIBwHpIJQ4xFVYhYtm7XiyICB76f5rF+7k3nmS/yTzma5Pt5FQqVTbws/+4Z3KiSnjCEm2QMIRErWXlTfdiZIc/j8d/1h8MYsvto8UcYQSl1MUO045cWvGJO/0+d6JNhuFRy49eiEiUEE0AtFcKCwsvHr1anJyslgs1vVcmj2lFdSBy+WWYTiLT3IEdZKR5AoJBwHJ5RPWEbjZQfG8IJEdj1wZJ1t3XL7ltGLz6VKvxFLv06Vep0u9ExXepxVetQ+6H1W4xMvdDstXxMkdhVIOT2IbIV4UJp4XLJq5r+SvAyVmgSULQsQWoWKbCMIukmBH4o4C0jGK5Aol3CiCIyD/tYCypQ3SMUZhczBrPCdwquPurCJJg3+gSDI2G65nK9kCwir8k7/u/5R04PS6EIcY+ZJ4lWUY+de+AkdB8YLNZ5fvPnPlYcm5a+m5ec91fd5aJ/cFYfX36Vm7chzjylm0IqxxnRWzX6vO+ThHQHKEkppCdR7uFF+x8qTGJpIct+rCooB7HhG31wacTL2fUyIWv1Qdj0AgmiwvXrzw8vL64YcfBg8e3L9//x9//HH37t04/rI5LuL9qVBRIVf/JRnplPTiSHx+sHh+sJgjJDedVISlVFzOqnoq1pQoKJmSkikpWWXtD/WGpIIqlFHZOJWLa56UqG/mV1/Nqjr1qDLuTkVEarn/hbJt58q8TpV6HJM7H5I6CCV2kfjCEPHsg+K5gWLzELFVGL44ArePpMsW69ZQtpzBEZAO0XLrwOxfHA7+Yudz6U5+g3+gSDI2D8QK9a4LcpsI3J73aV8pPlGX16ZXCtf+Dku4URJOTJlVhHTOnhyLoCK7oKfT1xz6O+Ze2nPN0csP4k9dkckVtdNpaSWLRy/fn+N9blFIkUN0zSJFNp/g1LMr+vfAuQLCIUrCFUoc4so5sWWTva7/vObcop03V2yPP3EpQ1GukslRDhqBaE48fvx44sSJxsbGc+bM8fHx8fb2/vXXX1u1arVw4cLc3Fxdz665UqaiDl4ptwjFbSNJ20jcKkw8P1hkFijmCMgtpxX825Wp+SqRQlP5CXfWGopSqSmlmlJUUZIKqlhO5ZOaB8Xq5JyqxEequDuVIdcrdl6s8E5UuB+VLY2VLA7HF4SI5waLF4SILcPE1hHixZG4HY+wry21rpVfzUxQ0rN1iJLZRRT/sHjv+MU+d541/N0OkozNgyclqqWxuEWoyIFeSCeU0JqPNhRg1a7qZQlIFp/kCom3Ja/pQg16gxq9SNYpIRaf5ETL2FEKy9CS+QcKbCLFDjHEX1uuTHePj7jy4vpzzel7koijV0LiL2Q8e6Hrd6XBKCuvXO5/5I9t9xzjlWw+7hAlYfHFHAHOFkjZApLLw1n/vHsEV0hyhVJ7oYwVU/7H1lu/rzm57sA53/DTZ29klpaWqpFTOgLR3CBJcvr06YaGhjt37iRJUqPRqNXq4uJiR0dHAHB0dKz4jG0lPgWFkvI/Xz5jv9gyBHcUku4J0t0Xy6PTKq/nqESlGpWWF+yoKapKQ1WoKGkFVSTXPMGrUwuqzj1Rxd9RhqVU7L1U7p2ocE2QcgSkZSgxPxg3DxFbhIoWheE24bhNBL44Erfj4fZ8wp7+iykkOUKCS3d8rWt+WFNbg7P5OOvfjmx1tT7s2jLtmkJvwRv7QdQFcVi1XkJsoYQjIOx5OJuP0zbM9FNcPsEVEFwh4UBX9vAI20jcKlxsES5ZEEIs2nKKdyKlsqrhc1xIMjYPHr6oXhJNLgwWcwUEV0g6CElHAf2NIemvI20lUPM95hOf1KGE/roLSYcYub1QuihcbBkuWhRabMsTc2Jki0MLZ2w6P5Id5huRpOt3pSG5lJZttjnJIkzkEC1nRYrZUSRHQHJ4ZE3QUYCzeWKugHSMKV3Mk1gJFDN87453PrJ631nhyRSxRFFZWaF+U19wBALRtOHxePr6+nZ2di89/uLFi+HDh3fs2PHcuXM6mVhzp0pD3S6sPnyv6tzjqpScqqfiamkFVaXrNFW1mqqoomQVVKFMfb+k+npO1bnHVTFpyoPJ5X7nytYeLXWKllqEEQtC8IUhuEUYbhkqtgjDLcPwReFimwixXYTYnofXmv4QHAHBFRJc4T8hGI6wRjtyBQRHgNePVnIFRI12fK1krOcuWdMTmE/W1ZhzBYSDkHAQkGwBaccj7CJx6wjcMgy3CBUvDMHnB4s5fMI7UcFLrbiTK3+pb1xDgSRjM0BZTUXeVJoFkbMPihcEixcEixcGl8wLFC0IES+OxLnREsdoko4asng4m98QTZD/PbgxMocYuR2PWByBL44kLcLwRbvTE6890vUb05BUqqq3hp8ft/wQiy/lRslYfDFXKGXxa+4O7Xkip2ipY1yFZWTpH9syZm08E3A0PSEptVgsfZNDOwKBaBaUlZXNmjXL1NT09OnTrz7r6+tLBxobf2IthmZxiaxSU2UqSlxOPSM1d56rL2WqjmWoIlMr914u23xKviJOas+TLAwlzEPEFiFi81DRgmDx/CDx/CDxwmDxojCxTQRuG0HY8wh7PskRkA5RJFdIOAgJrgB3ENZEBGt6tglIbhRJq8yXhkNtbwgnIckRkA5CwlFI2AsIFh+3jcQXhYkXhYoXBIvnBYsXBostQsTmYYQNX7L2mPzA1fKTGco7z6uK5OpKbdq4IcnYDJCUUfxbKt+k8r/PKlbESm350sU80o4nsRNIzEPx2QdEsw+IrMLETtGEYxTJEtbd3DTsUokaw2pulGzOroebIlKUWgh665anucVzVoXP35frfIJi8cQsPl4TYuThS2LkVjzFJJ/Hs7zOHzz+8GZ03v1MAAAgAElEQVTGs4pKlKhCIFoC2dnZX3755dChQwsKCl599sKFC4aGhpMnT278iSF0TpWakiupFwrNU1yTUai+mqU+nqGKvFm+62Lp+uPyFYdktnypTQRpEYJbhuGWIeSCIHxeoGhBoGjuQdFfB0TzAkssgkWWoWKLELFlmNgmXGwTLrYOx63DceuI14zF4WKrcPHCULFFqHhekGhOoGhukGhekGhBML4wBLcMJRZFSGx4Epd4ic8ZRVhq+dmnVXcL1QVSTXljuf0iydgMUGuosipKoaLICipXonks0jwopp4RVBauibpV4RAjsedLrMKIP/eVmIeIuVGEYxTJFdZ2nW7o4RhbNtnrxkr/w83k1vHDOH/j0YQVhyxCRcsOl7F4BEeAs/nE0vgKy3DpnzufWW0+kpL+WI2KoBGIFsSTJ09MTU3HjBkjf13V2r1794yNjf/3v/+p1cgqC0FRFFVNUQoVVVJG5Us1j0WaW/nqpEeqYxmqiNSKPRfLtpyRrz8qXxYr5URJ2QLSJpKwjSQXR0oWhUssQwjLENwilDAPxc1DiFeHRQhuHYYvjiSsI0i2QMKOkjjESDadVPhfKAu+Xn7knjIlpzqjRFMg1UgqKKUu/gIjydi8qdJQ+TIqX0Idz1C6JMhtIsm/9omswkinaJIrJFhakIwsgXzhnkcHjtzUtMSEbGlZhfnqoAH2gmVHqp1iFGw+zo0t+3N33gLflBM3nhcUIZ82BKKl8ezZs27duo0YMYIkyVefvXHjRqtWrSZOnNgir3iIBkSlocqqKImSKimj8mWaXFLzSKRJyatOzam6kVN17mlVQobyUHrlobvK+LsV8enK14y7lacfKm/lKFNzqu4Vqp/hmjwJJS6nZEpK2TRuWJBkbCFoKIqsoG4WVG8/X2YeTM7YJ7Lj40uiG7gtEjdKOm9f9prw24S0XNdnrC3SH2Wbb4hesD9vaXwlSyife6Bw3qbEK2mZLTKqikAgSkpKhg0b1q9fv0ePXrM+m8/nGxgY2NvbN/7EEIimBpKMLY3yaiops8orsdQsCP9zf7FtJM4VkjXtkoUkV0Bwa9qWkBwByRUS7De0xWPXtIoh2Hycw6dNAXCHGMUM37srdx5VqVpyQ+pjF9NGsiLmBeH2QvnayDtpD7J1PSMEAqEtqqurly9fzmQy9+7d++qzZmZmTCZTKBQ2/sQQiKYGkowtE7xcc/iecnOiwiaSnB+M20UQHAHBiSK5fJLFJ+x5OO3qxBZIOELJ2wpl+HiNcSMfZ/PE3BjFvD1PPQ6eKytrycUfJbhk3pqIMa6JQRfFRSKprqeDQCC0y40bN0xNTfv27Xvnzp36jwuFQiMjowkTJqDmgQgEhSRjy0Zcqrn4TLU5UWEWKF4YLLKLxFn8GidSDm3oLahp2f4myUj79bD4JIdPOERJrUJfsPalXbmT3+KX9Vy/mx16/GaJpOHbuiMQiCZIQECAkZFRv379tm/ffunSpdOnT7u4uHTo0GHAgAFXrlzR9ewQiCYBkowtn0Kp+tQj1cZTitlBxMIQsVWY2CaC4AhIhxrt+GY7Hn6NyyOLL2YLiCVxFbN3PbXfeoQgW37gTaOhqqqq0fpFBOIzQaPRhIaGjhgxwtTUdPDgwd9///2XX345c+bMq1ev6npqCERTAUnGz4UCmeZcZtXaE/JZB/B5IcSCENGiULGDgHCIqm0e87q1jLQxIYePs/jiJfGVc/c8s9p0SExKdH02CAQC0TBoNJq6foA5OTl8Pn/Hjh27d+8+c+YMykcjEPVBkvHzIpfUXM9Tx99ROsaSc4PxuQdFC4LELD7hFE04vKYtNckR4mwezhYQ3CiJHU9itf8R78x9pQq1UUYgEC2EoKAgGxuby5cv63oiCERTB0nGzxG1hiqQUiceKJfESS1CcbODopn7SyzDxE7RBG3oyBYQbL7Yni+urafGneIq5gXkWm09UVCM63r6CAQC0TBIpdLvv/8eAEJDQymKev78+cmTJ/PzW/5ybQTiI0CS8fNFQ1HPZZrUvGr/C6XcKKlVOPHnftHMAyWLwkQOUYRTDOkQRdbWSouWHq6ce6Bw1uqovMJiXU8cgUAgGoZLly4ZGxt36dLl8ePHFEWFhYUZGxubm5u/1tYbgfjMQZIRQZVWUS8U1OlHqrXHSp3jZWwBOfuAaOZ+8bxAnMUTO0STjkLCKVZuFVrkzU+VyhW6ni8CgUA0DO7u7gAwa9YsOqzI5XIBYOHChZWVlbqeGgLR5ECSEfEPRDlVrKCuZFdvO1fmlShff1RuFUb8uV80P1Q6aUfBxLWn0x4X6HqOCAQC0TDIZLJRo0bVZaWfPXvWq1cvfX392NhYXU8NgWiKIMmIeA2SSkpWSRXINLF3lT5nFHuTqzYnkt6RyQSqlUYgEC2FS5cutW/fvmvXrjk5ORRFRUZGAsDw4cPz8/N1PTUEoimCJCPibVRWU7JySq6kpJUaqaJSrW4ardERCEQzRKPRKJVNqNfoqlWrAOCvv/4qLy+narPSy5cv1/W8EIgmCpKMCAQCgdA6BEFs3rzZysoqJSVF13OhKIoqLS0dN24cAERGRlIU9fTp0//+979MJjM6OlrXU0MgmihIMiIQCARCu2RlZdnZ2QEAAAwcODAhIUHnKYubN2927tzZ2Nj40aNHFEVFR0cDwOjRowsLC3U7MQSiyYIkIwKBQCC0yKFDh4YOHQoAnTt3/vbbbwGgVatWHh4eujWy2bRpE52VVigUFEW5ubkBwNKlS3U4JQSiiYMkIwKBQCC0glQq9fDwaNu2LQCMHDkyKSkpMzOTxWLR4cZp06ZlZGToZGJqtXrixIkAEB4eTlHUixcvBg0aZGJigrLSCMRbQJIRgUAgEA3PvXv3ZsyYQatDa2vrp0+f0o+rVKo9e/Z06dIFAPr378/n81WN3oP0xo0bJiYmRkZGaWlpFEUlJiYCwLBhw0QiUSPPBIFoRiDJiEAgEIgGJjQ0tE+fPgDwn//8Z9euXRUVFS9tcOHChfHjx9NJ6qVLlzayVvP09ASASZMmSaVSiqI8PDwAwNzcvDHngEA0O5BkRCAQCESD8ezZM0dHR0NDQwCYMGHCpUuX3rRlbm7u0qVLmUwmAEyePPn8+fONM8Py8vIpU6YAQEBAAEVRIpFo8ODBbdq0oQ29EQjEm0CSEYFAIBANQHV19YkTJ3766ScAMDIycnZ2fmf1cWVlZWRk5HfffQcAXbt29ff3fzUe2eBcvXrV0NCwbdu2tN3P2bNnW7du/e233xYUoO5WCMTbQJIRgUAgEJ8KSZI+Pj7du3cHgH79+kVHR1dXV7/na1NSUv7880961SObzaZ7sdA8fPgwKioqNzf3pZfk5OTExsbm5eV9xFS9vb0BwMzMjHbwXr16NQDMnz+fbjONaEwkBHExKYkXERESHHz0yJG8nBz0KTRlkGREIBCIFotKpcJx/P3V28dx69Ytc3NzAMAwzMzM7Pbt2x+6h+LiYi8vr3bt2gHATz/9FB8fTxs37tixg8lkmpmZlZSU1N+ex+N169btIwqcKysr6aw0n8+nKIokyeHDhxsYGNCG3ojGJPPJE649q0+vXl1NTTuYmLQyNFwwbx6O47qeF+KNIMmIQCAQLRO1Wh0QEDBlyhQnJ6c9e/ZcvXpVLBZXVlY27CEiIyMHDhwIAKamptu2bSMI4qP3durUqUGDBgFAx44dN27cKBaL9+zZo6+vDwB+fn71tzx48KCBgUFYWNgH7b+qquro0aPGxsa0I2NgYCCfz//iiy969eqFstKNTH5u7szp0wwwvVkzZuzauXPnjh02VlZOHM6LImSl3nRBkhGBQCBaJhEREZ06dYJaOnXqNGbMmHnz5q1ZsyYhIeHZs2ckSX6KgiRJctWqVbSk++mnn44dO/bpc87MzLSysqIrqW/fvh0eHt6rVy9TU9MvvvjiwYMHdZuFhoZ26tRJIBC8fW9VVVUymSw/P//MmTO+vr52dnb//e9/oR79+/dv27attbV1wyppxDsJCQoCABsra7L2HkOlVEoIoqqqSrcTQ7wFJBkRCASiBZKQkEDrRSsrKz8/v4kTJ9JWiHX07t171KhRc+bM2b59e2pqan5+vkwme//9Jycn//rrr/SuHB0d8/PzG2rmlZWV27ZtW7VqlUwm8/Pz6969u5ubm4mJydSpU+u2CQ4O7tChA4/He/XlMpmsuLj4/v37ISEhVlZWP/30U//+/Q0MDOqf+KxZs8zNzWmx2759+zNnzjTU5BHvyZbNmwFgu6+vrieC+ACQZEQgEIiWxu3bt7/88ks6/SqXyymKKi0tvXfvXlxcnI+Pj5WV1ZAhQ9q0aVOnokxMTPr16/fbb7+5urryeLz09PSioiK6OuRVysrKAgMDu3XrBgDdu3cPDAzURmSILoPw9PTs1KlTenr62rVrASAhIYF+NjQ0tEOHDvR6RIVCUVhYmJGRcfjw4VWrVk2aNGngwIGmpqZ1Z6evrz9gwIBZs2Z5eHiEhoYmJydLJJLKysoNGzYAAJPJDAoKavD5I97OsaNHjI3b9ujRPS46pvIN3zREUwNJRgQCgWhRPHjw4PvvvweAiRMnvnaJnlqtLi4uvnr1akREhIeHxx9//NGzZ0865EbTpUuXYcOGzZs3z8fH5+zZs3fv3q3bz5MnT+zs7OjNpk6deuPGDa2ey4YNGzp37pyZmSmTyTp06NCzZ0+xWExRVGhoaMeOHY8cOUJR1MqVKwcMGNC1a9e6U8AwrEePHhMmTFiyZMn+/fvPnj2bk5PzqgJWKpUcDgcAevToceLECa2eCOIlKisrtnp7AwDDwGDKpImCiAipTnuOI94HJBkRCASi5ZCbm/vjjz8CwJgxYzIzM+kHCwsLfXx8/Pz8rl27lpWV9VIBtVwuv3//fmJiYkBAwOLFi0ePHt2tWzc9PT1afrVr165Xr15jx451d3ffv38/XW5sYGDg4eFBt07RKps2bTIxMUlKSqIoasuWLQDg4eFBURSPxzM1NT1+/DhFUSNGjACAnj17jh492sbGxs/P7+TJk/fu3SMIgi67fgsKhcLCwgIA+vTp8xbXcUQDoNakp6Xfu3tXXfv1UymV+/cGjBwxghaOv/7yy4WkpJdfVK2+lJQUERb2oqio0WeMeBkkGREIBKKFkJ2dTbd1Hjx4cP3435kzZ0xNTTEM69y58+DBg2ldFRMTc/HixefPn9ffQ3V1dVFR0c2bNxMSErZs2TJ79uwhQ4Z069aNDuDRnVqGDBkSHR39TjXWIHh7e7dr1y4xMZGiqNLS0lGjRrVt2/bRo0fx8fFt2rSJiYmhKCouLi4wMDA9PT0/P7+srOxDD1FQUEDr4BEjRty9e7fhz6H5otEoKyoa5IN+XlCwy3/H11/1HTt6TG521ktPHYqJ/v233wCgX9++yZcv13+2sKBg7JgxTAZj/ty5F86fV6IqJZ2CJCMCgUC0BEQi0fz58+nyjosXL9Z/6smTJ46OjnQhSJs2bfT09PT19Y2MjLp27Tp+/HgXF5e9e/cePnw4IyPjJclVXl6elZWVnJwcGhrK4XA6duyor6//kt+NVvHy8jI2Nq4rTzl06BCDwXB0dAwNDW3fvj29lvHTuX///pgxYwBg/Pjxjx49apB9tgDOnDoVFhLypiWt74lMKj186ND06dP19fQBYED//vfv3Xt1MwLHOXa2AODA5ajV/0TBS4qLbayt6IB3r549V7m63k1Loyhk960bkGREIBCIZo9CoVi+fDldyBIXF/fSsxqNRi6X5+fnp6WlxcbGenp6Wlpa/vLLL19++aWRkRH997hVq1b9+/f/66+/nJ2d9+zZk5iYWFBQoFKp6nYik8mWLl0KAG5ubo12Xhs3bjQ2Nj579iz9X7VabWFhYWpqunDhwgEDBjSg//bly5e//vprAJg+fbpIJGqo3TZfCvLzB3z33U8//qRSKT9uD+qqquTLlx05HNPOnQHAuG1bKwuLi2fPqZSq125/8dx5AJg8ebJS+a8jkgQRGhI8dtQoDAAAhgwatMt/e0HDVegj3h8kGREIBKJ5o1Kp3N3dAcDIyOidVoUURanVatqt8MaNGxEREStXrpwzZ87IkSM7duxYVwFjbGw8YsSI+fPnr169um6RX1RUlJ6e3qBBg+7fv6/lc6rBy8urU6dOFy5cqHskLS2NjpX279+/oaKMNOfOnevatSsAzJkzR6FQNOCemyNH4g8DQL+v+15OOns04fDJkycrKj4g3JibnbVpw4Y+//0vABjo60/6bUJsdJSs3uLX/JycR/fvV9fW2peXlTo6OACAI5f72mZF+dnZW7y8+vXtS38/J/02QcCL/Ih1CIhPAUlGBAKBaN74+fnp6enp6en5+/t/xMvVarVcLs/JyUlKSvL391+yZMmUKVO+/PLLOi/DFStW0Fvev3//+++/ZzKZ9CJCbaPRaNasWYNhGF3mUoefnx89sZCQkIY9YkJCQtu2bQFg6dKln7mndMq15N49egJAj+5fAEDH9u1dnZ3zXmn2/SoKmSw8OPCHkcPpz2jQwIE7t/u9KHy5p4u/n2+/r76ysrLy8tq0ccP6KZMnAcD3337z5K0LA+7cvu3I4Zi0awcArYyMFltbp1y9+knnifgQkGREIBCIZsy+fftat24NAOvWrWuQSgWNRiORSO7duxcTE+Pp6WltbV3nhqhQKGiHnTVr1nz6gd5nJp6enm3atHnJAUckEk2aNKl9+/Yf2jDwfYiIiKCT9evWrWvwnTcvTh8/OW70WOO2bX79adw3/foBgMea1cqKijdtr6muOpuYOPvPP2mxaNq582oXl8wnT167cUxUdI9u3QAAqw1sTxg//s6tW++clbKi4tiRhD/+mEq/qscXX2zy3PA8P+/jzxPx3iDJiEAgEM2VI0eOtGvXDgCcnJy0FBWrrq6mXbUpitJoNBERERiGDRs2LCsr6+0vbBAePHgQExNDezHWJz8/Pz4+Pi9PK0KhLoqJLL5zcrJu3riuLC9f5eYGACuWLnlTzXL67dtLnRxNO3WiVaDZnDmXLlx4S52KsrLyblpabEx0WGhISEjIsaNHSRx//4lJSCIsKHDY0KH0JzVq5IjQoKAP2gPiI0CSEYFAILRFZWVlcXFxneRqWC5evNizZ08AsLCwaLS1d48fP/7mm2/09fVfSha3MFxdXWlPSqFQqOu56J683Nxvv/nmy//2Srn2mizw8/z8Xf7+3/bvR6u3H8eOjRYIKhpllWHOs2cea1Z3/+IL2it0xrQ/Thw9UvWx9TqId4IkIwKBQGiFkpISFxeX8ePHr169Oj4+PjU1NSsrq7S0tEF2npKS0rdvXwCYNWtWY1b4KhQKW1vbRstN00csKip6bUmE9lCpVPRpdunSpWEbw1RUVDx//jw1NTUiIuLAgQNFTd6hWi6Tmc+fDwD7Ava89FR5WVk0L3L8jz/q6+sBwPcDBvhu+7vgPdY7NixXr1xdMG+ekaEhAHQx7ezI5dxKTVGrkRFPw4MkI+K9IAgiMzMzKysLx3EthUwQiJaETCajI1UAoK+v36pVqx49eowePdrW1nbnzp2HDh26evVq4Ss1Ae/Jo0ePxo4dCwDjxo1rfB/BiIgIABg0aJCW8sL1UavVu3bt+v333xu/NYtIJJo7dy4AfPPNN5f/7S/9QVRXVxcXF9+4cePQoUM7duxwdHT89ddfe/fuzWQyGQzGkiVL6CbgTZaH9+5179oVAHbt9OdFRHhv3Jhy7Rqdcc7Lzv5xzGgA6Ny587KlS9Ju3dTVJGVSaWxMzNSJE2nP+TGjR925e0dXk2nBIMmIeDdqtXr79u0///zz1KlTAwIC6lu1IRCIV1EqlT4+Pnp6ep07d3Z3d3dxcRk3bly/fv1MTExoG+02bdr06tVr8uTJ7u7ugYGBx48fv3v37nvej2VnZ0+aNAkAhg0bdvOmDv5I379/v0+fPkwmsxFknFgs/umnnwAgODhY28d6lby8vIkTJwLA8OHD09PT3/NVGo1GKpXeu3fv6NGjAQEBa9asmT59ep8+fWgTdT09PSMjo6+++mr06NF03ZKnp2dTvg8nxeIVS5e0M27TqpWRkZERg8EYOngQPzJCo9FUqVQ7d/jNNzOLi41tCn43eTk5a9zcAMCoVasTJ1rywgldgSQj4t2oVKrp06fT8RJbW9uXfFYRCER9NBrNnj17jI2N9fX1t23bVl1dXV1dnZubm56efvjw4Y0bN86fP3/cuHG9evUyNDSsM0EcMGCAmZnZ+vXrQ0JCLl68WFxc/Np7s+Li4nnz5gFAr1696rsVNiZSqXTOnDkA4OPjo+1jJSYmMplMU1PT+v0PG5OUlJQhQ4YAwKRJk7Kzs9+0mVKpzM7OPnbs2N69e9euXWtubj5w4EC6MgkAmExmly5dhg4dOm3aNGdn5/Dw8Js3bxYUFPj4+NBumoGBgY15Uh+KhMD37d0ze/ZsFottsWAhAAweNJjAcYqiysrKcBynmozkPXP6lHHbtibt2p2t7RiEaECQZES8m6qqqpkzZ9LXPnt7eyQZEYi3IBAITExMAGDt2rWVr5SXqtVqqVSam5t77dq1sLAwV1fXOXPmDB06tE5e0Gm+X375xd7eftOmTdHR0Q8fPqRDOCKRyN7enl5gd/LkSV2cXA379u0DgDFjxhAEodUDrV+/HgAWLFjwiW3rPoXLly9/+eWXADB16tTi4mL6wcrKypKSkuvXrwcHB69fv97KymrkyJFt2rSp74X+f//3fzNnznRyctq/f39SUtLjx49FIlH9r4RSqVy7di0AdOrUqWFtyRsc2v6doqjQkBAA+H3C/xRNMp9+6tiRjiYmJiYmdR2DEA0IkoyId1NVVfXXX3/R10EOh4MkIwLxJk6dOkVXMdva2kokEoqinj59evXq1bek7RQKRU5OzsmTJ7du3ero6Dhp0qTevXvTS7Jovvrqqz/++MPV1dXc3BwAOnbsGB8f34jn9Bpu3brVsWNHIyOjW+9hpPfR4Dg+YcIEANi+fbv2jvI+HD9+vFOnTgDg6OiYlJTk5eW1YMGCsWPHdu7cue5j0tfX//rrr6dMmcLhcLZt23b8+PHHjx9LpdK3F+5UVlayWCwA6N69e2JiYqOd0ceRl5M1YvjQHt27307VTdD3nRw/cqS9sTGSjFoCSUbEu6mqqpo9ezZ9WXR0dESSEYF4LTdu3OjVqxcAmJmZlZSUUBSVnZ09ZsyYjh07vqclDW2jnZGRERsb6+HhMW/evCFDhtSPXfXq1Usnq/peQi6Xz5gxAwC8vLwaxD/8tSQlJbVu3bpz586fUn3SUMTFxXXt2rV169b1Pw5TU9ORI0daWVl5enoKBIIHDx5IJJIPLe6WSCT0PfnXX3/d+FU+749arWbZ2QLARs8NFEW9yaBRt5w4dtykXTskGbUEkoyId1NfMnK5XFT+gkC8SmZm5sCBAwFg/PjxL168oCiquLiYrlNp3br1lStXPmKflZWVhYWFSUlJwcHB1tbW+vr6AwcOzMnJaeCpfxQHDx4EgKFDh+Ja80/euXMnAMydO/fV/H7j8PTp02fPnlXU9juxsbGhM85z587duHFjaGjojRs3ioqKPv2SWFxc/OOPP9J16I3jkf4RqNXqGdNmAMD0P6ZyHbi//fbbpo0bm5p79vHDh01QlFFrIMmIeDf1E9NIMiIQr5KTkzNmzBi6ivnJkycURUkkErq3XteuXRskj5yXlzdq1CgDA4OmEGWkKOru3budOnUyMDBIS0vTxv5lMpmZmRkAbNu2TRv7fydSqXTGjBmjRo26du0aRVEikeiHH34AgF27dmkj05KRkTF06FAA+O233/Lz8xt8/w3CpfPnx40ZA/WYPXPGw/sZup7XP5xAiWltgiQj4t3Ul4wODg5IMiIQ9SkqKqLrwwYMGEDrpzpTxk6dOgkEggY5ikajWb16NQDMmDGDLkTQLeXl5XRu2tfXVxv7v3z5somJSe/evZOTk7Wx/3dy6dIlY2PjuvWaUVFRAPDtt98+f/5cS0e8du1anz596IUNUqlUS0f5RB4/euC5bt3+vfviYmO7dDEFgPCQEF1P6h9OHD2KJKP2QJIR8W6QZEQg3sSLFy/ofOV///vfM2fOUBSlUqm2bNlC2+/t3r27AY914sSJ1q1b9+rVq/Htu1/Lrl276ES8NiTsjh07AOCvv/5q5L4vdaxbtw4ApkyZUl5ertFonJycAMDZ2VmrB42Li/viiy/ofA5dPtUU0Wgoirp544aRkdG33/R/8vChrif0D0gyahUkGRHvBklGBOK1SKXS5cuX07Y4R44coR8MCAho27YthmGbNm1q2AxmdnY2nRsNCwtrwN1+NFevXm3fvn2HDh3u3bvXsHuWy+WzZs2iy2sads/vSVlZ2c8//wwAtGNiTk7OV199hWFYbGystg8dFhZGW3y7uLhor7ToEykpfvHzuLFMhkG0MErXc/kXSDJqFSQZEe8GSUYE4lWUSqWXlxcAtGrVav/+/fSDAoGgffv2dDiqwRvBKZVKZ2dnAJg3b56uKkLqQxAE3ZrFz8+vYfd848YNU1PTHj166CornZycbGpq2rlzZ3plamxsLAAMGTKkcXok+vn56enpAYCPj0/TbAwTHh4KAKNGjHiSkXE3Le3p4ydVVVW6nhRFIcmoZZBkRLwbJBkRiFfZvn073SbY39+ffuTMmTNfffUVAFhZWRUVFWnjoMeOHTMwMOjZs2dmZqY29v+h0P1LJk+e3LD94vbv349h2O+//66rq42HhwcATJ8+XaFQUBS1YsUKALC3t2+co2s0GvpuhMlkBgYGNkFfsyOHDzMMDNq0bv2/8eN7dOv2fwMG+Pv6ikpEup4XkozaBUlGxLtBkhGBeInQ0FBjY2MAWLNmDf0bceXKlb59+wLAzJkzaZMdbZCTkzN8+HAAOHjwoJYO8UFcvXrV2Nj4iy++uH//fghM8sIAACAASURBVEPtU6lU0uVE69ata6h9fhAVFRW05U1oaChFUbm5uX369NHT0wsICGi0OSiVSnr1ZMeOHYOCgugH5XJ5QkKCt7f3xo0b4+LiSJJstPm8REV5uZ+PT68ePTCA7t26djXtZDZ79lsaKjYaSDJqFSQZEe8GSUYEoj5HjhwxNTUFADabTVe2Pnr0qH///gDwww8/aNU3Ua1W06sn586dq6vgk0ajqRMrcrn8f//7HwDs2bOnofb/5MmTLl26/Oc//6nrK61SqRozEX/lypV27doZGxvTZUbx8fEA0L9//0Z2xCwvL7ewsACA1atXUxSVmpr622+/dejQoW/fvt27d2cwGKNHj9ZVn3GalOvX+eHhN1Ou30y59vD+/aaQm0aSUasgyYh4N0gyIhB13L59u0ePHnQxL60Xc3JyRo4cCQDff//948ePtT2B6OhoAOjbt6/23F7eQnV19caNG6dOnXr79m36kYiICENDw/Hjx1+/fv3atWvJycnJyclX3w96y8uXL1+5ciU5Ofn69eupqakeHh5GRkbTpk2jNTFBEMuWLZszZ462+1nX4e7uDgBTp06lP183NzcAMDc3b5yj1yc3N9ff37+oqCg5Oblnz57t2rVzd3c/d+7c2bNn6UmampomJSU1/sSaLEgyahUkGRHvBklGBILmzp073377LQBMnDixsLCQoqiioqIpU6bQGq5ORWmVzMzMvn376unpCYXCRjhcfaqqqvz8/DAMA4BDhw7RDx45cqRDhw50W5QOHToYfwjt2rVr165d27Zt27Zta2xsbGJiYmxsjGGYkZHR8uXL6f0/fvyYbuXs5OTUCBcflUpFf6C7du2iKEosFg8ePNjQ0LCuwqnxkUgkI0aMYDKZLzWhjomJ0dfXHz58eG5urq7m1tRAklGrIMmIeDdIMiIQFEXdv39/2LBhAPDzzz/TlbN1pox9+vQ5d+5c40xDo9E4OjoCgLW1dSPnpkNCQoyMjABg2bJldAQuJSVl8ODBdIR1xIgRw4YNG/ohDB48ePDgwfSrhgwZMmTIkFGjRg0YMEBfX/+7776jVWlFRYWvr2+rVq0AwNPTU9vnmJaW1qFDByaTSTd9OXPmjL6+/rfffqvDjix+fn5vsoTkcDj0wtamWVjd+CDJqFWQZES8GyQZEYinT59OmzaNdlqh24HgOE5Lt+7du9eZMjYOUVFRGIYNGDCgMXVMQkJCly5d6ItAeXk5RVGPHj2ie9z9+uuvN2/efP78eVZWVvYHkpWVlZOTU/dzQUHBvXv3Fi5cCAC9evU6f/48RVFqtXrz5s0AoKent2/fPq2e5tatWwHg999/p3tn04beZmZmWj3oW6iurp44cSKTyXxtm/LY2FhjY+MFCxY0hYZATQEkGbUKkoyId4MkI+Izp06ydO/enRYxSqVy/fr1ANC2bdsDBw408nxyc3MHDhyIYVijeXonJib27t0bACwtLenal8zMzAkTJtAVP+np6Q17uJycnOnTpwPA8OHDU1NTKYqqrq6mV++1a9dOe2ddUVFBH3fHjh0UReE4PmzYMCaTqcP69OfPnw8aNKhPnz5Pnz599dmUlJSePXuOHTtWe0X6zQskGbUKkoyId4MkIwKxc+dOABg5ciRdhCGRSBYvXmxsbLxlyxadFIouWbKELtluhAYhaWlpQ4YMof0X6foekUhE++D069cvJSVFGwd98OABXYs9btw42k+7tLS0bhnAsWPHtHHQlJSU9u3bGxoa0iG9ixcvGhsb9+nTp5FrpeuTmZn53XffDR48+LUWNhkZGX379h02bJhOaqGaIEgyahUkGRHvpqlJxvz8/JiYmDf9oRKLxbGxsZcvX/6gfapUqtu3b4eGhgYEBOzatSshIUGHnmeIJkhKSoqpqWm7du3oKCNFURkZGSdPniwpKdHJfCIjIwFg7Nix2q4jfvr06bhx4+he0g8ePKAoSi6X29vbA0CnTp2OHz+uvUNfv379m2++AYBZs2bRSydfvHgxZ84cAPjuu+/otYYNi6+vLwD88ccfdH9n2tB71qxZOrSPKSwsHDx4cPfu3V8bZUxOTu7evftPP/2Eoow0J44ebd+uHZKMWgJJxv9n78wDYtr///+emaZt2msySfueSlqkrOG6riVZr33f1+yUbJGQENfNWpQWRZFIJCktVEobqkulUkr7Os2c3x+v7z2/+UyLUOR6P/7izJlzzsx0znme1/J8YT5Pb5OMfn5+cnJyc+fObfc6HhkZKSUlNWHChNbW1i5u8Pnz54sWLVJQUED/QqPRRowYcfr0aajZwmCqq6uhlvE7dGB0hdevX2tpaYmKit6+fbvn9vLx48dRo0ZBNBEGSTc1NW3cuBEhJCUlFRYW1nO7Bp48eQIFlFOnTq2rqyMI4u3btzBo28zMLDc3txv3RWalXV1dCYKora0dNGgQlUr18vL6gc0lTU1NEyZMoNFofO3SgKenp5CQ0Lp16/CVCggNCZHEkrHHwJIR83nYbPbUqVN7j2S8fPmyoKDglClT2m0XvXfvHpVKHTFiRBeP89GjR+rq6gihvn37rlq1atu2bdu2bSM/7+rVq2FiGAYDw/F+++030C4/Fg6Hs3TpUoTQzp07e2gX1dXV8KyoqKgIs57JQXZ0Ov3y5cs9tF8+goODGQwGzOuDUz4zM9PIyAhy1t0YXXv27JmoqKi4uDhkpZ8+fSotLd23b98fbmFz+vRpMG9vW4QAGrdHY70/F6EhIVISODHdU2DJiPk8HA5nypQpvUcyXr9+XVZWduHChe3GER89eiQvL29ra9uV48zIyFBVVUUIbd++nXfiWXNzc1hY2IABAxBCmzZt6oUzXjHfn/j4eAkJCRERETI3/WO5cOECdCv3RHK8qqoKDFzExcXv378PC93d3cFkB+Jw340rV64ICgoihLZt2wayKSEhQVFREaKPjY2N3bIXNzc3hJCtrS1s0N7eHiE0ZsyYH/7QWFFRMXLkSITQsWPHyIOpqanZunUrQgi3S/MSevuWlIS4pJTUdzO9+qXAkhHTGfn5+a9evWKz2XPmzOk9kjEgIEBGRmbOnDntKrkHDx7Iycl1RTI2NDRMnz4ddTzK9s2bNxoaGlQq9d69e91w3JifnMbGxsmTJyOE9u7d+6OPhSAIIjs7W1dXl8FgBAYGdu+Wq6qqNm/ejBASERGBOcsEQQQFBYmJicFDVPfuriscPXoULkHkZMLQ0FAWi4UQWrNmzbePEywvLx8+fDhCyMXFhSCIuro6S0tLaJ3ueolLz/Hy5UuYLT5u3LgTJ064ubn99ttvUHaJG194uXXzppgoQ0JS8n5ExI8+lv8gWDJiOoTD4Rw8eNDOzo7NZkMKrJdIRl9fX1lZ2eXLl7f7ampqKovFmjRp0mcr1h89ekSlUvX09DppIHB3d0cIzZ8/HwcaMcS/gahRo0Z9t+F1ndDS0gInpoODQ/duubCwcOzYsYqKileuXIEl9+7dA322ePHimpqa7t1dV+ByuWCyw2AwfH19YaGvry+oWEdHx28sN8zPz7e0tNTS0oKsdGxsrIyMjISEBG/y4cfy4cOHbdu26erq6urq6unpGRsb79+/H8wjMSS3b9wQptMFhQTxc35PgCUjpkOSkpKUlJRmzZpFEMSyZct6j2T08/OTkZGxtbXNzMzMyMh4+S/p6emZmZn+/v4yMjKTJk367HHC7X/jxo2drPPq1SstLS1lZeW8vLxu/RCYn5LExEQ5OTkGg9FLctMeHh4CAgITJkz46tw0m80GJ23eOrnm5ubY2Njz589DBCsuLg7qfWfMmPEDNQqbzQZrIQUFhbt378JCd3d3CoVCpVLd3Ny+RTU2NTXFxMRERkbCdWPXrl1Qt9pLng0iIyOzsrLYbHZmZuadO3fu3buHr0jtkpWZYbd2td26tW/zurM1CgNgyYhpn7q6OphsYWdnRxAE2KH1EskYFBQkKysrKCiop6dnaGio/y/9+/c3MDDo27cvlUqdO3cumatqamqKjIz08fG5ffs2zAUGtm/fjhA6fvx4J/uqra0dNmyYtLQ0+AljfnFqamrALPDUqVM/+lgIgiAyMjL09PQUFBQiIyO/bgulpaVLliwZPHhwxP8m8lpaWvbv379w4cKnT59CId0ff/yRk5PTHUf99ZSXly9cuBAhpKenR37kw4cPI4QEBQUvXbrULXtpbm62trZGCHl4ePSGQXx5eXmDBw82MDAAU8yfl6ampoSEhIiIiB5NpjfU1ea//Sc+7unt0NDHjx8XFhY2NDS0+zvW19fn5ubGxMTcvXs3MTGxuLiY966RlJT0/Pnz+vr6dvfCZrOzsrKePn3a9mmtrKzs2bNnd+/eTU1N7ejtjY2NycnJUVFRUIealpaWkJDQUU0qh8PJy8uLi4t79epVamrqw4cPwXOqLdnZ2aGhoYWFhQRBfPjw4fHjx9nZ2XzrcLlc+BVgdlRJSUlYWFjbU7u1tTUlJSUsLIzX3QlLRkz73LhxQ0pKCvpCCIJYvHhxr5KMcnJyYmJigwYNsrKyGjx48ODBgy0tLS0tLa2srLS0tGg02ty5c+E4i4qK9u7dO27cuClTpowdO3bFihVgC0wQxKpVqxBCp0+f7mRfzc3No0ePlpKSgo5RDAbSo9OnT//hXREEQdTX1y9dupRCoaxYseLVq1dfkTJ+9+4d2C7ydR9XVFT88ccfioqKx48fV1JS0tfX7yUp2oKCggkTJoDJTnJyMkEQzc3N4PvDYrGuXbv2jTUkbDb77t27srKyLBYrKyurm476m/D29hYSElJSUmp7+/+5iI6ONjY2ZjAYu3bt6okK0cbGxkePHu3fv3/KlCn6+nosloK6urqVldXGjRv5/npLS0t9fHwWLFhgbm6upaWlpKSko6MzdOjQ9evXg0IqLS21tbUdMGCAv79/u/t68+bNqFGjBg8e/PjxY3JhTk7OkSNHxo0bp6Ojw2KxdHV1Z86ceenSpbYuv69evRo9ejSLxYI7y7Jly/T19d3d3dvdV1lZ2dSpUwcNGnT+/PkVK1aIiIh4e3u3XQ0GMjEYDHj8O3/+vKqq6pIlS/hW8/Hx0dLSGjBgQHx8PEEQly9fptPpGzdu5FO3ERER2traSkpKvNNQsWTEtENBQcHYsWNBI27bto3oZVFGSEzPnDkzPz//7du3eXl55GTb/Pz827dvy8rKTpo0iSAIDoezaNEiUVHRq1evZmRkhISEjBw5krzZQ4F/51HGqqoqKysraWlpuDlhMNHR0dLS0kwms92Zv9+ZhoYG8txUV1efNWvWnj17Ll68GBUV9f79+66cqoWFhba2toKCgnQ6/dChQ+TyioqKyZMnGxoavnz50s/Pr4emrXwdKSkpgwYNgnZmiFfV1NTA96Cjo/Olc7dbW1tLS0sTEhICAwPd3d1Xr14NWXgLC4te4o8NgdXt27f/1OaLXC4XLrkIIVNT024fqFNeXr5t2zZRUVFBQUFzc/MlS5Y4OjquXbvWxMRk+PDhUVFR5JpJSUnw1CEvLz9ixIiVK1fu3Llz3rx5enp6Ojo64A9QW1s7b948hNCCBQva3Z2/vz9CyNzcnPRgSk5Ohg4qPT29BQsWbN26dfLkyXJycgihWbNm8Sa4YGVlZWWEEJxZkPIaMWJEu/uKiYmBv+2srCyIqZuamrYtEYGhpmZmZnAKgBE93zZTUlJgv46OjhDUhKHq48eP541x5uXlGRsbI4RWrlzJW5uBJSOmHQ4ePEihUHglY6+KMkL7y9KlS9t9lWx/IQiisbFx06ZNzs7O5Kvnz5+XlJQEGzNwO+uojQZIS0tTUVH5ivsQ5r9KVVUVuFuTrbs/kCtXrkhLS9NoNCMjoz59+qB/ERMTs7CwWLp0qYuLi6+vb1JSUkeZrPz8/DFjxhgaGo4aNYrFYpEFGB8/fpw4caK+vv6PGm/TOUlJSSDsfv/9d5jUUlRUtHDhwu3bt3cl1FpbWwspvFOnTq1bt2706NG8356IiAh8h73hJy4oKAC3r4ifvAW4uLi4f//+IiIiQ4YMkZGR8fDw6MaNf/r0CRSekZGRj49PQUEB3Ke4XG5+fn5GRgb8kRAE8fjxY21tbYTQ7Nmzo6OjP378CPHOpqYmSP5++PAB1rx58yaNRhsyZEhxcTHf7pqamtavX09m4QiCSE9Ph6GakMiCvTc0NERHR0Pr/fjx43m1V0ZGBhwGmAElJCQwGAx1dfW2tQdcLhdUHYjXsrIyc3NzhNC1a9d4V8vLy9PU1KTRaKS7EChIuBUC1dXVcO1avXo1GeU9ceIElCmTDyQ1NTW///47QmjOnDl8TylYMmL4iY+P79u3L3n13Lp1K9HLooykyU67zhoRERFgssNms7lcLl+w3dPTU0xM7ObNmwRBpKWlMRgMJpPZiVUvGBcvX778B04Mw/Q29uzZgxCaNm1aRzrs+3Dr1i2YjLJ58+acnJyEhISjR48uXbrU2tq6X79+iAcFBYVx48bZ2dmdOnXqwYMHvDVbhYWFxsbG1tbWjx8/ZjKZ48aNg6ovkIy9+WHp4cOHsrKyEMIBJ8Xa2tqOztOWlpbCwsLo6OiLFy/u2LFjwoQJmpqavF+RlJTUgAEDZs+efejQoXv37sFDsri4OG9W7odw9epVUVHR/v37tztj+iciLCxMUFBw9uzZly5dQgi1TZh+Czt27EAIDRkypHPf9cLCQjCB37p162eHs+fk5KipqUlKSgYHB/O99O7dO21tbSkpKYgR1tXV/fHHHxCTa5twf/v2rZ6eHkJoy5Yt5ML09HQtLS3ySaCiosLS0lJQUPDcuXN8b6+rqxs0aJCAgMDFixdhyZUrVygUio6ODu/TEdyq5s+fD6cAl8uFeOT48ePJdRYtWgSxeV7xevz4cai0IScUbNu2DSE0aNCgtoFMLBkx/0NjYyM5GxCAv/JeZbLj5+cnKSlJnht8REZGdtQxXV9fb2NjY2ZmVlZWBkvg3Jg3b167bsCJiYny8vIMBuNLJ1Zj/ts8ffpUXl5eQUHhB+amo6OjYcTlypUree8cHA7n06dPL1++9PHx2bVr1+zZs01NTUVFRckzWlRUdMCAAdOnT9+0aVNoaGhubq6VldWYMWOIf08HMNapqKiYNGmStrZ2r5WMBEHcvn1bXFwcIbRmzRo+BdDS0lJeXp6enu7r67tr165Zs2YZGxvDygCFQtHW1ra1td2xY4eHh0d0dDRvKr+qqgrur0pKSj/WFBoe13fv3v3t3pM/EC6XC/2U4eHh+fn5EhISZmZmbaN3fHSxLDUlJUVCQkJSUrLzseMcDmf//v0IIWtr667Yv9fV1cGTQ1vj3uDgYJgxBiEJSFIrKiryZZ9JoBpVWlqaDCK+fPkSHlogD97a2rp7926E0KJFi/je+/z5c0FBQS0tLfK2VV9fb2VlxRtozMnJYbFYkpKSMNWT4JGMEyZMgCUQqtTS0uIbswlz1cmBnAEBAQghJpOZmpra9oNgyYj5H7y8vCAlTSamQTL2qiijv78/k8lcuHBhu5IxKiqKyWROnjy57atnzpzR1dXlnclbVlYGtf/Tp08PDw+vrq6uq6urr68vKSk5e/YsRFs7L3bE/IKQk5e9vLx+yAG8ePECQhTjx48nM27t0tLSUlJS8vDhQzc3t82bN0+YMEFJSYmUTebm5ikpKePHjzczM+NwOKWlpSwWS0ND4+PHj3V1dZMmTdLV1c3Pz/9un+srOH/+PI1GQwgdPHiwtLQ0Nzf37t27Tk5O8+fPHzp0KEyIIVFVVbW2tl63bp2rq2toaOjbt2870WFVVVWQntPW1v5RfTDv3783MTEBpfVDDqC7+PDhQ//+/cXFxeEJxNramkaj+fj4tLvymzdvPD09161bN2XKFDs7O39/f1IttQtkYP/888/O29vz8/OtrKyoVGpISEgXD/vcuXOQT+DtdWttbYXBSGTUEO6P9vb2HW2nuroaAo2kyEtNTeWVjARB3L17FyE0ePBgvtjeoUOHEEKzZ8/mXXj9+nXQkaBZYR3eKCaZzraxsYGNCwgIyMnJJSQk8B0bGWUkCCInJ0dJSUlISMjPz6/dD4IlI+b/888//xgYGKD/pRcmpq9cuSIsLGxra9vuM2h4eDiFQhkxYgTfq/7+/gYGBidOnOBbPz09feLEiQghBoPx+++/T58+ferUqRYWFvB5XVxcesPsB0yvoqWlxc7ODiG0atWq7983nZGRAcVtI0aM+FJzvtra2tTU1ICAAGdn5/nz5x84cOD169fW1tYDBw6E4neYo+3k5MTlcm1tbXV0dMCwozdz7NgxCoUiICAwcuRIIyMj3lCirKyslZXVokWLDh06FBAQ8PLly/Ly8s9mJEmysrKgoWHEiBE/xODGy8uLTqcPGDDgh9sbfSN3794VEhKysLCAWg7IorYdI9TS0gIP9iIiIsrKytra2hQKRUNDo5Puw/r6emjWvHDhQufHEBYWJi4uPmDAAL4wWyekpqYqKSkpKSnx5hMKCgo0NTXJQZofPnyAakXSK7Rd4B5KBixfvnzJm5gmCKKwsNDAwEBCQuLGjRvkuxobG6HT6+rVq7xbI6f4+vv7l5SUsFgsFRUV3j8SMso4Z86cjx8/wlxcvvJHAKKMy5Yty8vLg/Q6DEBqFywZMf9HS0sLmM4ghAQEBBgMBvy7F3ZM3759W19ff+3ate1GGWNjY/X09HjT1p8+fTp//vzQoUMPHjzY7t2ipKTk6NGjo0aNkpeXl5OTk5SUVFZWXrZsWWhoaNfvLphfirCwMGlpaV1d3e/cSp+fnz9u3DiEkJmZWWZm5rdsqqGhobm5ubCw0NzcfPDgweADUlJSYmlpqaGhkZiYOHv2bDU1tc9mD384XC4XnLcRQtLS0gYGBn/++eeePXu8vb1jYmLy8/O/ZQh1cnIyCPQJEyZ8f/VMTvf54Vfdb4HD4UCvNDyKEATx8OFDMTExKysr3mee5ubm/fv30+l0JpPp5OQUExOTlZV17dq1v//+m2xJacu7d+9UVVUZDAav2U27wOyGxYsXk0V7AJvNrqqqqq6urq6u/vTpU01NDXnZ//TpEwzLdXNzI9e/fv06nU63srKC7Tx//hxKhzs3Yjt16hSFQhk3bhzEMshaRjLK2NjYCH3TcM8Fnj59Kikpqaqq2rZ5/9GjR5KSkgYGBlBaffjwYd5XuVwuhB6trKygU0ddXb3djAEZZZw6dSpCSExMLC0traNPgSUj5v8IDAyUkJCAlPSQIUNsbGwg3dMLJWN5eXlMTExHFmXV1dVPnz5NT0+H/+bn5y9fvtzMzCwgIKDzeGFRUVFUVNS9e/fu3Lnz/Pnzn7pyCNPTvH37FsrV231w7yHy8/NnzpyJENLX14+Nje2ubQ4cOHDw4MFkghvay/78888ZM2aYm5v/FF0X5eXlrq6uf/31V0RERFZW1qdPn7rRgvvevXsaGhoIoYULF3ZeBtC9vH//HuZKX79+/bvttCcoLi4ePHgwk8kktUhtbe3EiRMFBQV5E6C3b98WFhaWlJQMCwvr+sazs7P79OkjIyPzWevcffv2wS2ML9YQGxtra2s7bdq0hQsXLl68eM+ePbyPSTDcfPHixeTtY/ny5bzxwidPnjCZTCqV2nkl5blz52g0mpmZGfQgt5WMBEH4+fkhhMaNG0eKWjjm5cuXtw1etLa2zp8/HyEkLi4+YsSIjx8/8r4KUUYqlUqhUGRlZRUVFWk0WtuiTIIgTp48CRsRFhZmsVgCAgKbNm3qKFaCJSOGIAji1atXcG2Cwp1bt27BX2rvlIxdB7o+EUJjxowJDw8PCQnx8vK6fv16Ly/PwvR+6uvrwT6ar/uk5ygvL4eGDDU1tW4cV5ifn29iYmJpaUl2f1dXVy9btkxERERfX3/SpEmk9X0vp0cLSAIDA2GY9apVq74lZvlFhIWF0el0FRWVFy9efJ899hBhYWEyMjIGBgapqakVFRUFBQVFRUUwhNbBwQHEPZvNhrsMzBtrS3Nzc2JiYnBwcEhIyK1bt27cuHHv3j0Ik6uoqDAYjM92KUFt37Jly/h+wTt37mhpaRkYGED2lslkJiUlka9GRkZC6BrqWcvKyvT09ERERBITE2GFhIQEqHrvXDKCl83EiRM7ijISBJGZmammpsZisSAPzuVyhw0b1knKG4K1AgIC58+f53uJTEzTaDQHB4fw8HBpaWmEUNsxUe7u7hAq2rRpU1hYmKqqqrCwcEdPKVgyYgiCII4cOUJW/xw4cIDs3vrZJWNOTs6MGTNMTEzmzZs3d+7c6dOnT548efHixeB6j8F8C3fu3BEXFzc0NCR7IxobG6Ojo8PCwt6+fdu9p0lDQwPkXqWlpYOCgrpxy2/fvjUwMDA1NeWNnyUnJ8P9bPTo0d1uufyT4uHhQafTQeV8n/rmnTt3IoTWrFnz3URqD7F3716EkLCwsImJiYWFBRRCMJlMhNDYsWOhsrCoqEhHR0dAQKCjEGNJScmUKVNERETk5OT69OkjLCysra0NDcLQi9bWnoYPb29vhNCoUaP4ai0qKytfvnz56tWrS5cuiYuL88pBgiA+fPgwfvx4smnmwYMHMHiMfFB88+aNoaEhQujBgwed7H3FihUIIUdHR5DI7UrGuro6CGHCTLLs7GxFRUUWi8UXQeQ9Nnl5eRaL1TbnwOVyoSvI0tISMmb29vZwRvONJYR8PWlcf+bMGYSQqalpu9PVsWTEEARBJCQkjB8/nkKhmJqaFhcXc7lciKD87JKxubm5rKysuLg4KysrJSXlxYsXL168yMjI+LF2epj/BtnZ2QMGDBAXFydvcllZWXp6ejQazcLCYuXKlceOHfP19U1PT//2oR1w9WcwGHxV8N9OTk4OmNXz3iFaW1shXdW/f/+u9wr854GqL4SQq6trT+/r48eP4NjcUVvxz0JZWdn48eMRQkOHDrWxsRkxYoS1tfXvv/8+ZswYEqAKdQAAIABJREFUcXFxaWlpsLDIysqSlpZmMBgd5Zerqqr++uuvDRs27Ny5097efuPGjQcOHACVs3btWoTQvHnzOpfyT58+VVBQkJCQ6KioIzExsU+fPqKiorxRRi6XCzNCYaw8CK9Dhw6RlQ8NDQ2Qyzp27FhHu66vrwc/SLK1pV3JSPzbo71+/XqCIMDActWqVR3dc4uLi+Xl5eXl5aOjo/leImsZSSvvkpISMBs/cOAA75rwV036HNfU1EDKsd1wL5aMmP+jtLTU1dUVnpNqamo2bNjwH5CMGEzPUVVVBbVE27Ztg3tVbm6ujY0NjAgjUVNTmzx58vbt2z08PCIjI4uKir70DLp48SLMIzl69Gi3f4pPnz45OTkdOXKEL5RVWVl56NChAwcOtLXz/ZUB60oGg+Hr69ujOwoLC0MI6enp/ey90mSjWFJSUktLy6dPnyorK+vq6kpLS2EQopOTE0EQHz580NXVRQh1NNO5E65fv44QkpOT450K2JZPnz6B6zA5soWPhw8fSkpKiomJ8UpGgiCCgoJoNBqYXUPzGV+pAKSADQ0NOzpZbt68KSoqymQyycrgjiRjfHw8g8EYOHBgXV3dypUrOw9e5ufnM5lMWVnZtulmUjLyWnmHh4fT6XQxMbHnz5+TC0EyTps2jSygjI6OFhMTExYW5jWkA7BkxLRDZWUllowYzGfx9vam0Wjm5uakb9ynT58SExMvXry4efPmyZMn6+vr88pHMTExMzOz+fPn79mzx9fXNzMzs6qqqvOu/Bs3bkAR0rZt23ooQcnhcDo6Bjz0iI+Wlha4GDKZzK7b+30F0DxrZmbW+TiT3g8UVNjZ2bVtSPL29hYQEBg8eDAMpQSv7/Hjx3/p33lDQwMouREjRnReR+Hr60ulUjsa6pOYmCgnJycmJpaSksK7/P379xYWFjBA0tDQ0NDQkM9aC1wnUQfWjB8+fABzTTIrTbSx8iapra0F95wzZ86MHDlSTk6uE0/KgoKCL5KMBEGsWbMGIWRtbU2mp0EyklbewIEDBxBCAwYM4Ov3wpIR0w5YMmIwXSE9PV1XV1dISOjcuXPl5eV8XfYtLS0FBQV37tw5fPjwqlWrYIgzr4JUVVX97bffli9ffvTo0UePHpWWlvLdVqOjo2H28ZIlS749u43pFmpqamxtbRFCCgoKPVQVXVRUZG1tDX8kK1euBP+jn5GKiopx48ZRKJR2jQXS09MNDAyEhYXBmzApKUlGRgb0Jekp09DQUFpa+tkxMMnJyRCktLCwCAwMLCkpaWpqYrPZjY2Nubm5iYmJoErr6+tBM8nKyjo7O+fl5fGecbdv35aUlBQQEGjbyLJ161aEkIqKCpPJbHe4Q1hYGDjTubi48FoCZWdngyG8jY0Nb0EUKRnbqj2oCVFXV5eXl9+8eXMnj5Tv379nMpnthlfJ9hew8iYpLy+H6OaRI0dgCUjGmTNn8l5hPn78CCJ4586dvG/HkhHTDlgyYjBdobKyEpJHYmJiQ4YMmTVrlqOjY0hICPi88K1cXV2dlJR09erVvXv3zps3z9zcnNd0WkZGZufOnbwj0ePj4+GmYmNj0/n0C8x3pqCgYMyYMQihgQMH8iUxv47a2tri4uLMzMzw8PDjx4/b2NjQ6XQWiwUPDJs3b/4+Xfndzq1btyQkJLS0tNpt+q6rq/vzzz8RQjt27IDSDh8fHxjYY25uvmPHDldX12nTptna2nbFRz0qKgostQUEBCwsLGbNmrVkyZLp06fr6OiYmZmR43MqKys3bdoEJ52ent7ChQv3799//PjxtWvXQk5ATk6u7W8aEBAAilBSUrKjBnYvLy8wY7K0tNy2bZuLi8uqVat0dHSEhITWrVvH9wsmJyerqKgghNomf8G1B46wraDkpaCgQEZGRlxc/N69e3wvcTgc8GscOXIk30tQIikjIwM1neAiNGHCBL62mNDQUCEhIUFBQd5SASwZMe2AJSMG00ViYmIWL16sqakJPqYgH3V0dEaPHr148eITJ048fPgwOzubr/0QzEEiIyM9PDwcHBwmTpyooKCwefNmMpry4sULqJcfP378+/fvf8Qnw3RGcnIydAmMGjXqS2fwEARRV1f3/v377OzsyMjI06dPL1myZNSoUQYGBnJyclQqFSEkLi7u7u7u5eUlKSlJoVAOHz7M+zjxs+Du7i4oKLh+/fqOJK+HhweLxZoxYwZEAQmCCA8Pnz17trq6uoyMjLy8vIqKyty5c7vYtp+dnX3s2LEJEyYoKyuLi4szGAwmk2lkZLR69Wpy+DJBEM3NzcHBwUuXLjU3N1dRUZGSklJUVNTV1bWwsFi4cKGnpyefeCII4t27d2PGjKFSqYsWLerEm/P58+fr1683NzdXVVUFVyaEkImJSUhISGFhYXFxMfk9ZGRkDBo0iMFgtBWFlZWVc+fORQiNHTu2cyP9kpISfX19IyOjJ0+e8L3E5XLd3NxkZWX//PNPvpdaWlpWr14tJia2dOlS4l8FuXz58raDrKDXZ8qUKeQXgiUjph2wZMRgugiHwykvL09NTQ0ODj558uTatWutrKz69u3LYDAoFAqNRpOWltbT0xszZsyWLVuuXLny+PHjN2/e8N3+q6qqkpKSyKq1V69eQV7S0tKyI8t6zA8nOjoaknfTpk1rO5yDj5aWltLS0oyMjAcPHly4cGHdunW//fbbgAEDmEwmjUajUCiCgoKKioowRwQhtG7dOsiZnjx5UlBQkE6nu7q6/nSlpdnZ2UFBQZ003VdUVDx8+DA6Opq3kK62tvbly5fBwcF+fn7Pnj37bL1v220+e/bs1q1bQUFBkZGReXl5dXV1bbfQ1NSUn5+fkJAQEBBw/fr1+Pj4d+/etRWLAJfLTUxMDAgI+KynL5vNfvfu3aNHj7y9vZ2dnSdPnmxiYmJkZKSrqztq1KiLFy/CkdTW1j569CgkJKRdL5uMjAxfX9/PxlbZbHZERERUVFS7Kvbt27e3bt1qdzxVeXl5cHAwRF4LCwuvXbuWlpbWtti0vLw8KCgoLCyMVJNYMmLaAUtGPlpaWl68eJGcnNxJXXZ1dfWTJ08yMzPxjMFfmYaGhpycnCdPnty4cePIkSPTpk3T19dXUFAQFhaGOchMJtPAwGD69OkHDx4MDAxMSEgoLCzk/ZspKCiYNGkSQsjY2Ji3sRHTCwkODoYc4tKlS9tGAWtqarKzsx8/fuzr6+vg4GBjY2NoaCgnJwcBaTqdLicnp6urO2HCBEdHRxhvGBMTA129Q4YMSU1NJQiitbUVWmGkpKQCAgJ+xKfEfD0FBQWhoaH79+8fPny4hobGsWPHvo+pZw+BJSOmHbBk5KOoqGj48OHW1tYZGRkdrRMTE6OmpjZ37tzvOVIM08v5+PFjZmbmkydPvL29d+7cOW7cOG1tbSkpKUg+CggIyMvLDxo0aMWKFadOnQoPD09ISIDy/H79+rX1WsP0Qry8vISFhaHisKKiorS0NCYmJjAw8Pjx4/Pnzzc2NoaWDoQQhUKRkJDQ1ta2trbetGmTh4fH/fv309LSSkpKeGVEZmbm4MGDEULDhg2DhGx5eTkYQSspKd25c+eHfVTMN1BcXJycnNz7J7Z3DpaMmHbAkpGPt2/fSklJycrKdjISCnzUTE1NO3Lqx/zicLncsrKyjIyMhw8fnj59euHChSNGjFBXV4eZIhB2AnmhoKCAlcFPxOnTp6lUKpVKnThx4pgxY2RlZcmuJkFBQSUlpREjRixbtuzEiRN3795NT08vLi7u/Cr68uVLSHlbW1sXFRURBPHhwwcbGxuEkJaWVrc03GAwXwGWjJh2wJKRj/fv36urqyspKXVSXBIdHY0QGjp0KI4yYrpCc3NzeXn5q1evgoKCtmzZYmNjY2RkJC4u3qdPnytXrvzoo8N8GWQTLkKIyWSam5tPmzbN3t7e398/PT3948ePX3rZjI2NhZT3jBkzoMAuLy9v5MiRCCEjI6OudBBjMN0OloyYdug5yRgbG3v48GFHR8cDBw74+vq2LSVOSEhwdXW1t7d3cXHhHfQJtLa2RkZGHj58ePfu3W5ubpmZme3uJTU11cXFxcHBwdXV9dmzZ+RyLpebkpJy/Phx6J4LCQnZtm2bm5sbaZqQl5d37NgxBwcHd3d3Xm+twsJCZWVlTU3NoqKinJyc/fv3Ozg4BAQE8FYvRUVFgWSsra0tKys7ceJEW9f+5uZmX1/fy5cvY1mJ4aO+vr6oqOjBgwf379/n83fE9E64XK6fn5+9vX1hYWFNTQ1YtCxatOjZs2elpaXf7qN59+5dCFguWbIEOm3fvHmjra0Nzil4Kg/m+4MlI6YdekIyfvz4ccuWLRISEoiHIUOGkAm4mpoaJycneXl58lVFRUV3d3fy9llaWrp27VpeKzstLS2+evCampo9e/YoKCiQ68jJyTk5OUGnYUtLC7ibzp0719nZGYawIYQMDAwiIiKePHkyaNAg8o3jxo0jvTMKCwvV1dXV1NSOHTumo6NDVib9+eefpNwEyThs2LCGhoY3b96Iiopqamry6k6CICIiIqSkpCwtLX/2ihYM5lemuLg4Ly+vtbV1xowZCKEdO3YQ/14kFy5c2I19zV5eXqKiogihPXv2gAFTYmIimP9NmzaNNKbBYL4PWDJi2qHbJWNZWRk4HhsbGzs7O7u6uu7fvx9mKA0cOBBijefPn6dSqXJycvb29qdPn968ebOMjAydTodh8MS/g6e0tbX379/v5ua2bNkyAQEBCQkJXitUZ2dnhJC8vPz27dvd3Nx2794N8zb27t3b2toKVlUUCkVISEhbW3vNmjXu7u4wUV5BQUFdXd3MzMzZ2dnFxUVPTw8+LAjWwsJCAwMDOp0uIiJiamp68ODBI0eODBs2DDQiFC8+evQIooxVVVUtLS0w9Onq1au838OOHTvgYH46swwMBgO8e/duxowZgwYNSk5ODgkJ+eOPP4KCgoh/R/yJiYk9ffq0G3d38uRJISEhISGhkydPQpdMZGRk3759EULLly/nHSiCwfQ0WDJi2qHbJWNsbKyioqK5uTmvn2pmZqaKioqgoGBkZGRLS8vUqVMRQi4uLuQKfn5+YmJitra2BEGUlpYaGhoihHx9feFVDodz7NgxhND69ethSXJysqKiopmZGZhTABkZGcbGxgICAnAd9/DwoNFoMjIyfn5+cP0tLCw0NTVFCFlaWpIN0X5+fhB9hHDg+/fvDQwMYB0y9FhQUDB+/HiE0F9//UX8G2UcMmQIJJ3v378vKSk5bdo0Uh2Wl5cPHz6cyWR2NDwAg8H0Wt69e7dr166HDx82NDTAFWPTpk319fUfP34EQ7vTp0/DRdLZ2fmzA+66DpfLdXBwQAgxGAxvb29Y6OvrKyUlhRCyt7dv68CMwfQQWDJi2qHbJWNBQUFgYGBaWhrvwpKSEkNDQyEhoVu3bnG53FWrViGEJk+eHBMT888//zQ0NHA4nCdPnoCvfVVV1dixYxFCy5Yte/bsWX5+PofDaWhouHv3LtnFDFb1W7duLSsry83Nzc7OzsnJaWxs3LJlC0Lo8OHDBEGcO3cOITRhwgTeIwEjtNOnT5NL3rx5o6Kioqys/ObNG+LfxLSIiMjNmzd53xgQECAkJDRx4kSCIGJiYhBP+0tNTY2FhQWLxSILLiMiIgQFBadMmfIzTnHAYHobDQ0NmZmZkCDuub2UlZXl5OQQBOHv748QMjIyKisru3///uDBg8+ePctrqPnw4UMoiRk8eDDpyt4tVFVVwQWZxWKFhITAwrNnz4K5j7OzM1aNmO8DloyYduih9peqqqrk5ORr167t2rVr7969IAFlZWUhrRMfHz9gwACEkLi4uImJybJlyzw9PXnnRN24cQOyzEwm08rKav369QEBAbzFgjNnzkQI9evXz9TU1NjY2MjIyNjY2NLSEua0rlq1qqWl5cKFCxQKhQxMEgTB4XAmTZpEoVDIJ3iCIHJzc/X09JSVlWH2RmFhoZKSkrq6+j///MP7iVJTU/v162dgYMDhcOLi4iDKSA4XdnR0RDzT3+G/J0+e/LpvD4PB8HLv3j1dXd0RI0YcOHAgNDQ0PT29o9Ed34Krq+vw4cNv3779/v37gQMHIoQcHR0JgsjJyeETallZWTDjkcFgtJ35+42UlpYuWrQIIaSpqRkTEwML9+/fD5flixcvdu/uMJh2wZIR0w49IRnj4uKmTJkiKysrLS0tLCwsISHRt29fERERJpN5/fp1WOfZs2czZ85kMpnw9IwQGjBgwLlz58g9hoeHjxs3TlZWlrSyGzJkCPnYDaltNTW1gQMHGv6LgYGBiYnJ8OHD//rrLzab/ffff9PpdHt7e/LAOBzOxIkTKRQKr7PJmzdvtLS0VFRUXr9+TfwrGXV1dfmm/b5+/VpNTU1FRaW5uTkhIYE3MU0QRHJysoSEhIWFBUEQDQ0NxsbG0tLS6enpX/HtYTAYPgICAsiJzMLCwlpaWnPnzj116lRERMTbt2+/xdihrq4uLCzswoULjY2NLi4uCCEzM7Pq6up79+6pqal19NRXWVk5evRouC6tWbOGdwJet5CXlweVMObm5nAZqa+vt7Ozk5GRcXBwKCkpSUtLi4iIePHiBe64x/QQWDJi2qHbJWNKSoqxsTGFQjE1NV2zZs2FCxd8fHySk5OHDRsmIiJCSkaCINhsdkJCgp+fHwx3FxQUlJeXDw0N5T222NhYT0/PZcuWQXWjmpoauJTNmjULIXTu3LmSkpK8vLzc3Nzc3NycnJyKioq6urqWlpbW1lZ3d3dBQcFdu3aRG2xtbQXJePnyZXIhmFmoqqqSklFZWVlDQ4Mv3/Ts2bM+ffoMGjSIIIinT58ihKysrMgoY0tLy59//ikiIpKTk5OSkoIQsrGx6cYiJwzmV6aqqioxMfHMmTNTp041NDSE2j6Qj6ampqtWrTp37lx0dDR5Pn4WLpcLzjXl5eUQLwwODoYKE6hc5HA4OTk5ncQy582bB8egp6f32WHEX0FOTg4cjIWFBRRVf/r0yd/f39nZedKkSQMGDDAwMFBTU5s5c2ZCQkK37x2DwZIR0w7dKxmbm5t37twJfSq8gqm+vl5PT09ISCg4OLi5ufnGjRt8jjnv379ftmwZQsjJyampqenatWtkQBHIycmBx3rIKe/ZswdqGfkOoKSkxM/P79WrVxwOx93dnU6n79y5k3y1tbUVEtOenp7kQogyKisrgxgFK29xcfGoqCjeLZ87d45CoSxdupQgiMePH/MlpgmCuHnzJpVK3bVr1759+xBCZ8+e/aKvDoPBfJba2tp3795FRUU5ODj8/vvvampq6F+kpKSsra0dHBy8vb0zMjI6r/lLTEwcNmzYwYMHCYKws7NDCOnr65eWlgYHB6urq/NeNDoC+lQQQoKCgj4+PtAW070kJycrKSlB2TTUyXh4eMjJyWlpaW3cuPHo0aMgW5lMJu+TNgbTLWDJiGmH7pWM9fX1q1evhsd0cuG7d++g6UROTu7+/fu1tbWWlpYUCsXNzY1cp6KiAhxwrl27Vltbq6SkJCwsDIWPQF5eHtjngs9OSkqKnJycoKAgb9jy1atX4Obj5eVFEMTZs2cFBQUdHBzIFdhs9pQpUygUCq8hTk5Ojq6uroqKCrS/vH//HqIOI0eOJAON6enp4MUDPTEgGYcPH85re/HhwwdtbW0JCQkWi6WpqUl2W2MwmJ6guro6Nzf32rVrGzZsGD58uLS0NCkfVVRUJk+evG/fvuDg4IKCgrZGV3fu3EEIUanUpKQkNpttbGyMELKzs6utrc3IyAAz7c7x9/cnrWdtbW17KEH84MEDsKd98uRJSEiIiIjIyJEjs7KyyBXu3bsnJibGYrGeP3/eEweA+WXBkhHTDt0rGblc7p07d6Slpel0+ty5c11dXbdu3dq/f39RUVEJCQkxMbFz585xudzz589TKBSE0MqVK48fP+7o6GhlZYUQGj16NDjW7t27FyEkKiq6adMmFxeXnTt3gqv2nDlzyFTRoUOHEEJCQkLLli07fPjw9u3blZWVEULTpk2DRpmjR48ihDZv3kweXmtrK4QqL1y4QC7Mzs5WUlJiMplwIS4oKFBXV6dQKHQ63cLCwsnJaevWrerq6lC0BKHT8PBwKDOqqKjg/ezQx40QWrRo0Vf/IhgM5kuprKyMj48/ceLE4sWLzczMaDQanIl0Ot3IyGjx4sUnT5588uQJ6ZJTU1MDwUVLS0uCIK5fv85isdauXdt1F9Vnz55pamrCXlRVVXturN/Fixd9fHz++ecfExMTeXn5thXSrq6uCKGlS5d2ReliMF0ES0ZMO3R7LWNDQ8Pp06dVVFTIJ35zc/OQkJCDBw9KSkpu2LABVrtw4QJEDQFRUVHe8Sqtra0HDx7k3YiEhMSaNWt4W1Lq6+uPHz/ev39/ch0Gg7Fjx47GxkaCINhstpubm6CgIHwokvHjxzMYDN72l9evX2tra5NDpQsKCjQ0NPr373/69GmoJUIICQsL79q1iyxyj4iIQAiNGDECnL1JUlJSINRx7dq1L/3eMBjMt8NmswsLC+/evevs7LxgwQJIDgCysrKjRo3asGED+La+f/8eJvKdPHmypaXlwYMHfB1vnZOXlwc5DYhWkm4JPURQUJCAgMDq1avbhjPz8vL09PSYTGZKSkqPHgPmlwJLRkw79ETHdGtra2xs7PHjxw8dOuTl5QUX4vLyck9Pz/DwcLLo5/Xr1xcvXnR2dj5+/Pj9+/f5Ste5XG5aWtq5c+dcXFzc3d2jo6Pb9TjMzs7+66+/nJ2dT548+fjxY9K2jcvlZmZmXrhwgXfwNEEQ9+/f9/DwyM3NJZfU1NT4+/tDQpwgiLq6umvXrt24cQOO0NXV1cXF5e7du7xfRXFx8alTp27fvs3X4PL+/fs+ffr069eve63aMBjMV9DU1JSRkQGzoSdNmtSvXz+4sp04cQJWOHXqFIVCaVsS3RXq6+t/++03Uo+OGTPm2ydNdwI4znp4eLR9ic1m29jYUCiUyMjInjsAzK8GloyYdqisrFy/fj1c9eDS2S2+jL8m4AC8atWqH30gGAzm/8PhcMrLy+Pi4i5evOjk5JSUlATLy8rK/Pz8oIj5KyAfthFCffr06VHFBuMPeEu3eZk3b56AgEBYWFjPHQDmVwNLRkw7VFRUgG0saESCIKBzGUvGrlNRUfH69esHDx4YGBgICgpGR0f/6CPCYDDt042tzadOnRIRESFV49dFK7sIyFO+QfYkM2bMoNFoDx8+7LkDwPxqYMmIaYfa2loXFxc9PT1dXV0YoLxw4UIsGb+IwMBAAwMDUVFRhJCTk1NP2G1gfi7y8vKioqKioqLi4+PLysp+9OH0OEVFRTExMQUFBd9hXxwO58WLF3FxcT+828Pf319WVpa3aLukpKSH9gXNfE5OTm1HJpaWlpqbm8vLy+NaRoIgWltbc3JyHj9+HBMTExsbGxMT8/Tp07i4uLi4uJh/efz4cVpaWo8WEvwHwJIR0w5cLresrCwjIyM1NbWmpobL5YIhDpaMXScqKmrEiBH9+/ffu3cvtu/+xUlJSdm9e7eenh6DwZCUlJSSkho1atTFixe77jL93WhtbU1MTPwKI+jW1taEhATeNx45ckRdXd3R0fE7XDEqKyuHDx/OYDB+eOlecnKylpYW4uHvv//uoX0lJCQwmUwLCwveualAYGAglUqdNm0amJP/4pSXly9atIhOp0tLS8vIyEhLS/ft21dPT09FRUVGRgaWCAsLDx8+/OXLlz/6YHs1WDJiPk9LS8uUKVOwZPxSKisri4qKcHzxF8fLy6tv374IIVVVVWtr61GjRpmZmcHZNGvWrN6mGqOjow0MDBYsWPBF7+JyuQ8fPtTR0Vm5ciW5EAxr5s+f/x3m19XV1S1atMjKyuqHOxGWlpaCh6uCgsLgwYMnTpwYHh7eQ/vicDiQ/3F0dOQNNJaUlBgZGVGpVL7ZB78sVVVVe/fuHThwoKWl5fDhw0eOHAmnpISExIgRI0aOHGlpaWlqarps2TLeJkhMW7BkxHweNpuNo4wYzFfg6elJo9EoFMr+/fsLCwsbGxvr6uqqqqpCQ0PBzGXOnDndPoz4Wzh+/DhCaPny5V/6xiNHjiCE1q9fTy45cOAALOm6r+G30NTU1BsuTY2NjYcPH164cOGyZcu2bt16+vTpiIgIcJbtCfLy8iwtLRFC8+bNu3fv3osXL3x9fXV1dSFhjfMbJC0tLVVVVVVVVbW1tY2NjX/99RdCaOXKlQ0NDfX19fAS/ro+C5aMmM+DJSMG8xWkp6crKCh0ZMmZkJDAYrE6Mkkhvq0n46vfC0PY7e3tv/SNJ06coNPpBw4cIJc4OjrCFYPD4XRxI1087F4euf/06dOxY8eGDh1qaWlpZWXFYrFMTEz8/Px6aHevXr2aPn26kJAQi8UyNDQUFxdXUFA4depU2wJHDImXlxdCaOPGjZ2s0/W/218HLBkxnwdLRgzmS2ltbQXNtGLFio7WOX/+vJWV1cWLF3kXZmRknDp1asuWLXZ2dps3b/b29uYdQVlYWOjs7Ozu7t7U1PT27duDBw9u2LDB3d2dTKjFxsba29tv2LDh1KlTvAMqCwsLnZyczpw509TUlJqa6uDgYGdnd/LkydevX8MKdXV1Fy5cGDx4MIVCGTBggL29/YMHD8i3f/r0ydvb287ObuPGjfb29o8ePSJfqq6u9vDwgDeampra29snJiYSBOHk5IQQ2r59e2tra0RExI4dO7Zs2XLp0qWioqK2X8WbN2+OHz++fv16mO0E05P54HK5MTExu3fvtrOz27lz540bN8iUd0tLy9mzZ/ft2wfup5WVlUePHj1z5gyHw8nIyHBwcNi4ceO+ffsiIyN7OqZbXl6+du1aWVnZOXPmXLp0KSgoaP/+/QoKCkJCQu7u7t0YcOVyuRUVFTBTOQB6AAAgAElEQVRrqrGxMSws7MCBAzt37jxz5kxOTk537eW/ypkzZyCa3vYXef36tbu7u52d3aZNm7Zt23b16lXegV4NDQ1OTk67d+8uLCzkfVdCQsLWrVuvX7/+374/YsmI+TxYMmIwX8q7d++srKzExMSioqI6WofNZhcXF5Mipq6u7uLFi1CFRqPRBAUFEUKioqILFy7MzMyEdR4/fiwrK9uvX79jx46NHTsWzkoBAYHJkyc/e/YsMDBQVVWVXPjHH388efKEfKO0tHS/fv1cXFwGDhyIEKJQKDQazdjY+M6dOwRBlJWVDR06lLdvY9euXfDeiIiISZMmCQsLI4Rg7F7fvn2dnJyg7/vdu3eDBw/mfePRo0cJgnB2dobMu7u7u7q6OpVKRQgJCQn99ttvvF76LS0tPj4+xsbGFAqFSqUKCAgghKysrAIDA3mjiUVFRbt27ZKXl4ePhhASExPbunUrtHdUVFTA9waFg+np6X379mWxWOTcUThsBQWFnTt3VlZWdtev3BYHBweE0IYNG3h1xsuXL7W0tISEhLqxrtHf33/kyJG7du3ibXDBgbEucvbsWYTQqlWreGOxHA7nypUr2traVCqVSqXCCSgmJjZv3jxyCFl+fr6ampqgoCBfo9Xhw4cRQpMnT/7hPfs9CpaMmM/DKxnXrFmDJSMG81kSEhKUlJS0tbXJMF7ncLncc+fOCQgISEhIbN261cvL6+rVq4cPH1ZUVAQJAufd06dPYWCJpqbm/PnzPTw83N3dYYiltra2oaHhwoULvb29T58+bWxsjBBaunQpVGjFxcVByb+cnJy1tbW7u/ulS5egeUJDQyMuLo7D4Tx8+HDGjBlUKtXa2trT0xMmF7948QIm7P3+++9nzpzx9PS0t7eHhPvq1aubm5vZbHZYWNjUqVMpFMq4ceO8vb3BBxtqGSUkJKysrBwdHS9dunT48GGo4LS1tSV1W1BQkIiIiKys7K5du65cuXLx4kU7Oztpaek+ffqQNtStra1r1qxBCCkrKzs5OXl6ejo7O8Ps0A0bNrS2tjY2NhoaGgoICED48/Xr1/DxaTTauHHjPDw8Ll68uGLFCtCsXl5ePfCDEwRBpKens1gsY2NjvhAU8W8mdPr06XwDRb+Ohw8fMplMhJCDg8N/W6P0EGQtI69k9PLyArG4devWq1evXrp06cCBAzA0fOXKlSDH//nnH2VlZVFR0cePH/Nu0M3NDX7f/7ZND5aMmM/DKxlXr16NJSMG81mio6OhtqyLPZhVVVWrV6+Wl5c/deoU73I/Pz8hISETExPQYQkJCRoaGgihRYsWkarrxo0b4uLiUJtF5moDAgLExcUtLS3fvn0Lb1RTU0MI/fHHH+TsyqqqKuhrnjFjBijLCxcuiIiIbN++HVZobW2FESOTJ0/m9RcMCwsDLRsaGgpLzp49KygouHfvXnIdkIwyMjI+Pj5kvDAwMJBGo0lJScH09uLi4pEjR8rJyfHdgO/fvy8pKTl27FiY2Pn48WNxcXEBAQEIiAIhISGKioomJiYwfdTExERMTAyiqv/884+5uTlCaNq0aWTrSXV19YIFC/h6dLqXEydOIIT27NnTNt1ZVFRkbGwsKSlJxqu+BfhubWxssIfO19FWMrLZ7FWrVomIiJw5c4Z3TT8/PyqVamJiAmUe796909DQkJKSIuP3AGS658yZgyUj5leHTzLitjIM5rPExsYqKioaGRnxFhR2QktLS1paGq+e4HA4LS0td+/elZGR0dXVTUtLIwgiLi5OXl6ewWA8ffqUXDM9PV1DQ4PJZEIRIZCdnd2/f38DA4Ps7GyCIOLj4+Xk5MTFxfludSkpKbKysrKysqDh3Nzc6HQ6KarevHmjqalJp9NjYmL4DhhUy7x580AeHTlyhEaj7dy5k1zh0KFDCKFJkyY1NjaSC3Nzc9XV1Wk0GnycsLAwUVHRMWPGZGVlpaenP3v27Pnz52lpac+ePTM0NJSWlob9bt++va1fD4fDef78eWRkZENDQ2Nj48CBA0nJmJubq6+vT6VSecsxCYJwd3eHyGtXfpGvYOXKlQghX1/fti9xOJxJkyYhhLplEJS3tzdCSElJ6eLFi/X19d++wV+NtpKRw+EkJyeTZweXy+VwOM3Nzbdu3ZKTkyNPwPz8fE1NTSkpKb4z4vTp01gyYjAE0UYyfgeXNQzmZ+fZs2dKSko6Ojpf6vSWnp5+/fr1HTt2rFu3bsGCBX369EEIDR06FNLEcXFxsrKyLBYLFB7w4sULDQ0NVVVVuKsBaWlphoaG/fv3z8rKIggiPj5eQkJCX1+fb/BMYWEhBORAypw6dYpOp69btw5ejYuLExMT09TULC4u5jvOoKAghJCZmRkEukAy7tixg1xh//79bfMSr1+/VlVVFRQUTE5OJgjizJkzNBpNREREXl6exWL16dOnT58+LBZLWloaLjhXrlwhCGLq1KkIIVdX146+tKqqKmNjYwaDQUpGbW1tMTExPk9yiAIuWbKkKz/EVwBzVnlDobzMmjULIfTkyRM2m52cnNz2K+06NTU1+/fvl5WVpdFozs7O/22Z0hO0m5gGXrx4ERQUtG3btrVr186ePRtsDUxMTMDlm5SMsbGxvO+CpxEsGTGYztpfcJIag2mXt2/fWlhYiImJtY3PkeTn5585c+b27dvwGFZaWrp582YZGRmEEJ1Ol5CQYDKZUDhlZWWVkZFBEER8fDyTyZSVleWNR6akpKiqqqqrq4OsBNLS0vT19Q0NDUFcgvgzNjbmbcsgCOLDhw9DhgxBCEGbDp9kjI6OFhIS0tXVbTtfJDg4GCGkq6sLHdAgGcmMNkEQe/bsgVpD3iztq1evVFRUhISE4FAPHz5Mo9H69OljaWlpZmZmampqYmJiYmJiZmY2cuTIGTNmxMTEcDiciRMnIoT4Uva81NTUDBw4UFRUFIRvXl6etra2qKgobyyW+Nd1ctmyZR1t5xuBcsnr16+3fYnL5cKnSE9Pj42NVVNTGzJkiKOjY2BgYHp6+tc9h1+9elVAQEBDQwMCyZiu065kLCsr27Rpk5SUFEJIWFiYwWDIyckpKioyGAxjY2OQjGRimu+8hn6aWbNmYcmI+dXpSDKCncTOnTv/2ycJBvMVsNlse3t7hNC2bds6WufGjRtUKlVDQ+PDhw9kh0e/fv1mz57t5eX14MGD5OTkxMRENTU1HR0d0FgJCQlycnJMJpM3oPjixQt1dXW+KOPLly/19fWNjIxAMsbHx0tJSamoqPB53Lx7905HR4dKpSYlJRFtEtPx8fGSkpLy8vJtR0X7+vpCazOUVLaNMu7bt69twxwZZUxNTSUI4tSpUwihTZs2EQRRzgNvUzOHw4H4nJOTE98xpKSk/P3338XFxWw229TUlC/KKCwszHdfd3V17dEoI4Sa9uzZ07Zz+e3bt6qqqhoaGoWFhY8ePYIeJkBJSWnmzJnHjx8PCwt7+/btZ7ueKyoqPDw8zpw5s3HjRoTQwIEDsavOl9JWMtbW1q5btw4hpKKiMnv27CtXrty/fz8pKSkyMlJdXV1bWxsk4/v377W1taWlpXm7/ol/JSOOMmIwHXZMQ60SQmjBggW8pfEYDIb4dwSwhIREu+VrZWVlY8aMQQitWLGisbHx5cuXMjIyGhoaIN1I7ty5IyoqamxszBtllJOTA8kFdJSY5o0yJiQk9O3bV0BA4ObNm7zbv3v3Lp1O19fXhziiq6srnU7fsmULvFpSUmJiYoIQunr1Ku+72Gz23LlzEUL29vbQ2uLi4kKj0Xbv3k2uA5Jx7dq1vFFGvsT03bt3RUVFLS0t215AoqKiQkJCwJMSRssMHTqUt27v48ePYKADLtkgGaGNJjc3V0tLq61khChjz0nG3NxcBQUFdXV1aDniBTpq7ezsWlpampqakpKS3Nzc5syZY2pqCp5B0M09YMCAVatWnT17NjY2lq+EAKivrwdlAygqKvr4+OBsz5fS1mQnLi5OUlKSxWKlpKTwrhkeHi4qKmpkZARGV+Xl5bq6unQ6na9ha8mSJVAmiyUj5leHVzKS51hoaKiEhAQs7Nu3L9RLYTAYEg6H4+LiAieIl5dXbW0tl8ttbW1tbm5OTk6Gue3m5ubQ0hsVFSUjI6OpqQlaiiCIpqam69evgzOOlZUVGWUEycirDpOTk9XV1dXU1CAQAqSlpRkYGJBRRrLVeujQoSA3uVxuSkrKoEGDEEInTpyAd8EQF16LY/gImpqaMTExbDabw+F8+PBh3759NBpNQUEBNsXhcI4ePUqhUHibkTuKMqqoqAgLC8PxV1VVzZ49GyE0YcIEKPpks9mfPn1yc3MTFhbW0dGBbujc3Fxo93ZxcYEe6urqakh8a2pqQgM4SEZQ57m5uTo6OiIiInwFZz2dmCYIAkLLixcv5vXZefTokYSEhIKCAvnjAs3NzSUlJffu3du9e7etrS0M+gOYTKa1tfXmzZuvXLmSkpJSUVEB0jwqKgohJC0tvWvXrkOHDoWHh/fyWTi9k7///hsKbUnJCL9Rnz59yOqO6urqwMBALS0tqNmF5Y2NjX/88QdEKMHeqKqq6vz586KiorDB/3Y3EpaMmM/DKxmhyKmwsNDa2hqWSEpK+vv74zZqDKYtjY2NoCFoNNrYsWM3bNiwZcuWhQsXggAyMzOLi4uDNfPz86HJw8DAYPPmzVu3bp06daqioqKOjo6CgkLfvn1v375NEERsbKy0tLS4uDhvMPLZs2d9+/ZVVFTkVSQvXryATChER+Lj45WVlYWEhFRVVY2MjFasWLF27VowXJwzZw7oMIIgbty4wWAwJCQkFixYEBgYSBBEVVUVHBiLxVqyZMmmTZsgOCotLX3+/Hl4F5fLvX79upCQkKys7JIlS8Cwevfu3XBn5b04ZGRkgDvP8+fPYUlCQgJYiw8YMGDTpk2bNm0aP348jUbr27evr68veUe/dOmShISEgICAra3tli1bZsyYQaPR5OXlIWhaU1PTv39/hNDDhw8Jgnj16pWysrKgoCBfKAj8lmfPnt1tP3AbKisrwcpn9OjRx48f9/Hx2b59u7S0tKysbFBQUCdvrK+vz8rK8vf3d3BwsLGxUVJSIkOPmpqaNjY2+/btq6qqSkxMpFKpEhISHTXZYLoCBH0XLVpEPs98+PABnuKMjY23bt26efPmqVOnwhmkqKgoJiZGfuH+/v4MBoNKpU6bNm3btm1TpkwxNDQ0MjKiUCgzZ87sVSPjux0sGTGfh1cybtu2raWlBa68wIYNG/BjLgbTES0tLf7+/ra2tnJycnQ6XVhYWFRU1MDAYMeOHbzdKlwu98WLF4sWLQJhJCwsrK2tfezYsaysrDVr1rBYLBhFnZSUpK2traqqyhdQhK4R3tBjZmamhYWFlZUVFLrFx8fLyMhoaWn5+PhMnjyZTqfT6XRtbe19+/ZBJA8oLS3dvn27pKQklUola/nfvXt3+PBhXV1dAQEBQUFBKSmpyZMnh4aG8p74JSUlmzdvlpCQoFKpMCPxzJkzDAZj+/btvFHGN2/eGBsb89VipqSkrFmzhslk0ul0ERERSUnJefPm8fnjcDicW7dujR49WkhIiE6nS0lJjRo1KiAgAF6trq4ePXq0goICZKLBl1FVVTU+Pp53I2fOnBEXF1+7du3X/JBdpri4+NChQ6ampvr6+gMHDtTR0ZkyZUonQ4D44HK5nz59evr06YULF7Zv325tbS0nJ4cQkpKSevz4MYfDcXR0FBAQkJGROXXqFK+BEabrnDt3TlJS0s7OjrdqIiMjY8mSJQwGg0ajMRgMXV3d/fv3p6SkrF27lkqlenp6wmqNjY3u7u4DBw6ECTEmJibXr18PDAxUVlaeP38+TkxjfnVIySggILBx40ZfX1/IcCGEhg8fTtoCYzCYjqiqqoqMjLx8+fKlS5cCAgJevnzZ7rjhjx8/3rp16/z58z4+PmS1Ylpamq+vL+jLT58+3bx588aNG7wzP6qqqu7cuRMaGlpdXU0urK2tvX///v379yFTBo0surq6Hz9+rKio8PPzu3LlyrNnz9o2W1RWVt66dcvT0zMuLo73IFNTUz09PS9fvhwaGtpu7XJFRUVwcLCnpyfYQ+bl5V29ejUpKYlXWdbV1d26dSsgIIBvZkl9fX1ERMSFCxe8vLxCQkLIqCcfBQUFvr6+ly5dCg4O5r3ycDicBw8e3Lx5E/rBGxoawsLCgoKC+NrDX7165e3tzVes1kNkZ2ffvn07ICAgNjb2qyNPra2t7969Cw8PP3bs2L59+8gSyQsXLoiJiYmKikJUFfOl5OXl+fn5tf1LqKiouHHjxtmzZ319fVNTU+FPNz09/dy5c+TQToIgOBxOSkrK5cuXPT094eGnrKwsMDDw6dOn/+2ZjVgyYj4PKRkFBQXNzc2NjIxAL/bp06frj84YDOYHAh3TGhoavDFFzE8EObAuMzMzKioKEvHQ+oPBfB+wZMR8HlIyUigUKpVKpqQdHR1/9KFhMJgu8fTpU3FxcWVl5fz8/B99LJivJDU1ddy4cTA7ESE0bNgwXkd3DKanwZIR83l4axlJRo8ejY11MJifhcePHyOEJCQkujjAENPbqK6utrW1RQgNHDjQ2tp68eLFvPWsGMx3AEtGzOdhs9nQMslrBsY3VgGDwfRmXr9+PXPmzKVLl/KV92F+Fj58+KCpqYnaeGRiMN8NLBkxn4cvykin09uOYcBgML0ZDodTWVnJ13SC+Ylgs9k7duxACOnr64eEhPzow8H8imDJiPk8fFFGW1tbHKjAYDCY70xNTc2uXbvArLHdSdYYTI+CJSPm8/BKRl1dXZjiisFgMJjvBthbNjU1/T/2rjssiutrn7uALfbevsRERRNjiYkxRpOYaqKxKwpiw1hou0sH6b3ZEURAVMSGCkjvAoL0poj0jnRUBIVd2P3+uDOXYbEk+WmMcd7nPj7kMo3Zu5l33nPOe+Tk5ACAx+O96Sti8c6BpYwsXg6hULhhwwYAeO+995ycnN705bBgwYLFuwWhUOjp6bllyxYFBYUPP/wQIYSt3Vmw+CfBUkYWL0dXVxeu1JOXl3+exS4LFixYsHhN8Pf3nzx58oABAwYPHjx+/Pj9+/fj1uQsWPyTYCkji5ejs7Nz4cKFMjIyuKkDCxYsWLD4J7F3714A2LBhQ3x8fEpKyn+7kTGLfy1Yysji5Xjw4MHKlSu1tbX/262QWLBgweLfCWdnZ5xKzjbcYvEGwVJGFi9He3t7XFxcXV3dm74QFixYsHgX0dzcrKKigru2uri4vOnLYfGOgqWMLFiwYMGCxb8djx8/trGxAYA5c+Z0dna+6cth8S6CpYwsWLBgwYLFWwChUGhtbe3o6Nje3v6mr4XFuwiWMrJgwYIFCxZvDbq7u0Ui0Zu+ChbvIljKyIIFCxYsWLBgweIlYCkjCxYsWLBgwYIFi5eApYwsWLBgwYIFCxYsXgKWMrJgwYIFCxYsWLB4CVjKyIIFCxYsWLBgweIlYCkjCxYsWLBgwYIFi5eApYwsWLBgwYIFCxYsXgKWMrJgwYIFCxYsWLB4CVjKyIIFCxYsWLBgweIlYCkjCxYsWLBgwYIFi5eApYwsWLBgwYIFCxYsXgKWMrJgwYLFW4/29vba2tqmpqampqbGPnjy5MnrOKlAIGhsbKyvr29ra3utXY+7urqam5tra2sfPXpETtTe3l5fX9/Q0NDZ2fnSIzx58qSxsbGhoeE13Yp3AW1tbfX19XV1dQ8fPuz7266urocPH9bW1jY3N3d1df3zl/fPQCAQNDU11dXVPX78+LWeSCgUtrS04LvNXPP3799vaGh4+vTpi3cXiUTt7e2NjY11dXVtbW2v6qpYysiCBQsWbzdaW1udnZ3XrVu3tQ8UFRUVFBS0tLRCQ0Nf+pj5qwgICFBQUJCTk7OwsHitT9DY2NitW7du2LCBy+XW19eLxeKOjg5nZ2c5ObnNmzd7eXm9ePfu7m4PDw9FRcXNmzcfP3789V3nfxgdHR0uLi5ycnIbNmxQU1OrqKiQ2CAvL09HR2fNmjV//PFHenr6G7nIfwDR0dGKioobNmwwNzdvbm5+fSdKTEzctm3b+vXrVVRUmpqaxGJxZ2enu7v7qlWr5OXlT5069WJe3tXVdfr0aXl5+Q0bNhw+fPhVXRVLGVmweDOoedhR0NhW0txW1tKWUt58JeP++bT7F9JrfbLrsmpaS1qeFrUIul6jcMPiv4Pa2tr169fDCzFmzJhdu3bV1ta+wvPq6+vjg8+dO7ehoeEVHlkCNjY25A+5e/euWCxubW1duXIlnlFUVHzx7h0dHZs2bcIbr1ix4vVd538Yjx49Wrt2LfkU7O3tJTYIDQ2dPHkyAEhLS58/f/6NXOQ/AAcHB3wHPvnkk5KSktd3IicnJ4k1/+jRIwUFBTwjLy//4jdAgUCwY8cOvPEvv/zyqq6KpYwsWLx2dAjEhfVtt2se3rn/6G7to5tFTQdCCn40D/xS69LXuj6LdS7Jql8YoXRu2K4Lw3ZfHrHn8qe6AYv2h3xpHG0QVJJa9fjhy8NuLN5pNDU17dq1CwAQQi8mjioqKkKh8FWd9+DBg/iMv/7664MHD17VYfsiICBg3rx5//d//7dq1SrMetvb25WUlPAfpa+v/+LdBQIBj8fDG+/evfv1Xed/GE+ePFFUVCQLafr06ZjHEMTFxX3yySf45SQ0NPRNXefrxsmTJwcOHAgAS5cuvX///us7UVRUFF7zP/zwQ3V1tVgsfvLkiYqKCr7/6urqAoHgBbt3dXVpamrijbds2fKqroqljCxYvGJUtTy9VdqUVN6cUt6UUtHsk1q1w/3WPN7FT/7wnKXi9anauQ/2nOUoeMCK47D8GPx+HJYfh7XuoHAGFLxA0RsUvWGjF6w9A+u9YU/A+yoha12zrue3dHS/6T+Mxb8VjY2NO3fuxI+HUaNGffnll4sXL16wYMFXX321aNGiGTNm9OvXj2iNCQkJr+q8jo6OmDIuW7aspaXlVR22L4RCYVNTU01NDcnram9vJyKKrq7ui3fv6Oggz9pdu3a9vuv8D6OtrU1eXp75+qGtrc3cIDY29uOPPwaA0aNHBwQEvKnrfN04efLkgAEDAOC7777DTO41gaz5lpYWsuaVlZXxzVdTU3spZeTz+XjjzZs3v6qrYikjCxZ/H487RBkVD8JzayLzaqPz64Ju19gE3/vKLPj9nac+2OExRcnzAyXPYYqesP4krHKG34/DqhOw2g02nILtF0DFF/EDET8YaQQDPwQ0whA/DGmEI61I0IpCujFIOxrUwmHrdVAKGqUaqXQhv6DlRf+PYPHOoqmpiVDG7du3l5eXV1VVlZaWlpeXV1RU3L17V1VVlcPhAMCAAQPc3Nwkdm9paYmKigoKCoqOji4uLn7eWUQiUXZ2dnBwcFhYGE4oPHHiBD7psmXLsMrY0dGRlpbm7+8fHh7OfKAKBILbt28HBASEhoY+M5xXXFwcFRUVFhYWHh6enZ3d3d3rDam1tTU3NzczM7O4uBg/Kdvb27dv347PbmRkJBaLHz9+HBUVFRgYmJycLPE07ezsJM/anTt3SpxaIBDcu3cvMjIyJCQkIyND4tQsMJ48ebJlyxYmZZwwYUJKSgrZgKiMo0aNeiZlbGhouHHjRlBQUEhISG5ubt8NHj16FBkZ6ePjk5OTg2du374dFBQUFhZWUFDwJ69TKBTm5ORcvXo1Li6us7Ozvb09LCwsMDAwLy+PuSpaW1tjYmKuX78eHR39gviySCS6c+fO9evXQ0JC8Jo/e/YspozffvttTU0NPmNaWtqlS5fCwsLKy8vJvt3d3bdv37569WpYWFhhYWHf+rCKioro6OiQkJCIiIjs7GyJRfv48ePc3NyMjIyCggK8Jtva2vbt24dvvoaGhlgs7uzsjIiICA4O7rvmhUKhhoYG3lheXr7vXcrLywsLCwsJCUlLS/vzkQeWMrJg8afQ2SXOr3vqm1F18VbxxZQSn9TSEzEF29yTPlC7MGbzibEKbuO2uI1UcOPIucNaN1jrCuvcYP0pWO8J8l7whw9wrwM/GPjBwA8FfjjwwoAXCrxw4EWARiRoRIFmNGjGgFYsaMeBdhzoxIHOTaSXCIZJoHsL9sXC3hvzDt32TKl7+jpLU1m8jSCBafIskUBCQsKYMWMwZXRyciLzHR0d169fX758+dixY0eOHDl27NgvvvjC2dm5b2JiYWGhpqbmlClTRo0aNWrUqF9++SUkJMTa2ho/Pn/++WdcRVtQULBkyZIRI0aMGTPGwsKC7F5XV7d27dqRI0eOHj1aRUWFmbl///59S0vL+fPnjx07dtSoUaNHj542bZqWllZWVhbZxt3dfcyYMcOHD//4449LS0vFYnF7e/u2bduIypiQkCAnJzdmzJiRI0e+//77ysrKSUlJZHeBQKCmpvZMypibm8vj8WRlZceMGTNq1KipU6fu27cvNTX1730Q/2FIBKYxFBQUCNuIj4/HlHH06NHBwcHMfevr648fP/7TTz+NHz9+5MiRo0aNmjVrlqGhoQRxjIqKmjp16pAhQ5YtWxYTE3Pw4MEZM2aMGDFi9OjRsrKy5ubmfyb5obKyUk5ObujQoR999NGhQ4e4XO7o0aNHjBjx22+/FRUV4W0CAwPXrFkzYcKE4cOHjx07dv78+UeOHMGMkImSkhJtbe1Zs2aNGDFi5MiRP//887Vr1w4cODB8+HBMGXGORGlp6fLlywcPHjxmzBgTExNC3err67dt2zZ06NDRo0fv3buXWR9WX19va2v7+eef4+/dmDFjpk6dqq6unpycTLa5ePHi2LFjhw8fPm3aNLLmCWVUU1OLi4vbvXs3XvNTpkxRUlJirvmuri6SjCFBGXNzc7lc7ieffDJ69OiRI0d+9NFHu3btYu77ArCUkQULCsJusaBb3CUSC0Xi+lZBeG79iYmpwygAACAASURBVOi84xF3T8bcOxmVp3s580vz0GFb3IesOz5EzmWo3IkBm07CJnfY6AGbPGHzGdh8BrZ4w45LoOwH6oHACwZuMPBCQCMM+GHACwd+BGhEAj8KNKJBgyaIWnGgEw86CaCbALqJoHcL9G6B/i0wSAbDVNifCvtTkXEGMsuE/WnATRykEqcVVN7K1sWwYKCpqYkk9u3cuRM/tAQCAX6cP3z40M7Orn///gAwdOhQUprQ0dFx9OjRYcOGSfCA/v37b9u2jZmnVVxc/OOPP0psNnjw4BkzZgwZMoRJGfPz82fOnIk3MDY2Jkeora397rvv8Pzu3bsJzygvL1+/fr2UlBT0wezZs0kM3cXFBU+OHTsWa0KEMkpLS3/22WcffPCBxO4zZ85MS0vDu3d2dj6TMt69e3fhwoV9Tz1jxoz4+PjX9nG9lSAqY79+/T744ANMm4YPH07YIVNlDAoKIjvm5+fLy8vj5SeBBQsWREVFkS2DgoJwBsWYMWPmzZsnIyPD3JjD4Whra3d0dLz4OsvLy8la/b//+z+ytJYvX45Jm4eHB754Jvr167dp0yZmGXhVVdWKFSskNhs0aNDs2bPxV+bbb7/F35Hi4uIvvvgCb6CtrU1eh2pra0mF1pYtW9rb28mRFRUVpaWl+96QWbNmxcTE4M28vLzw5NChQwsLC8W9KeO8efM+/PBDid2nTZtGmN/zAtP4pa7vqadOnRoZGfnSZcBSRhbvIp4KRW2CrjZB1xNhV3O7IKPysduNAmu/TGv/LLvrWRa+mfLO8eOVLwxY69x/7fEBG5wHbDjBkXMHeU/Ycga2ecM2b9h+AZQuw55rSNUf8YIQP4RWDcOBH95DEClqeAO040A7nmKHeomgh9lhEugngX4S7E8Bw1QwSgejNDDKAKMMMM4E0ywwyUSm2WCWjUyzkVkOmOWAdgZSSVINqHzMkkYWNJiB6Tlz5tja2h49etTa2trOzs7R0XHv3r3jx4/Hv507dy7RWqKioiZMmAAA/fv337hxo5WVlYaGhqysLH6CHjhwAG8mEol0dHTw7sOHD5eTkzMxMVFTU8PlsTjeTShjSUnJl19+CQAIIUdHR3KF9fX15PGpq6uLA20dHR26urp4cvLkyWpqahYWFlg4wZMbN27E9PfcuXNYzpw5c2ZlZaWYQRlxMuXIkSOVlJSMjIy2b98+duxYvPuGDRuwZSNTZVRSUsKX1Nraum7dOjz51VdfaWlp6evr//zzz3hm8eLFfX1k3mUQyjh48GAul7tz507MxjZt2oTJEMllZAam29vbSRbpqFGjtm3bhpcZea9YtGhRdnY23jg8PHzkyJFkUX399df79+9XUVEh7wNTpkxh6nDPRHV19apVq8jCWLBgga6uromJCX4HuHXrFl7hHA5nzZo1lpaWmpqan376KT6+hYUFCR+bm5vjySFDhqxbt87MzIzP50+dOpUcmVDGioqK77//Hm9sZmZGKGNDQ8PmzZvxvLKyMi5w7ujosLKywpOTJk1SUVGxtLTcu3fv+++/jydXrFiB7+eVK1fee+89APjggw/6qowAMGzYsB07dhgbGyspKY0bNw5Prly5En8Tu7q6+gamhUIhuaQvv/xSX19///79v/32G56ZP38+/nK9ACxlZPEfR5dI/PCpsPmp8OFT4YOngpKmJ74Z9w190rVO39Q5l6TvnfSHW/yXxsH9t3hwVh3jrHGSWnOcs84VNp0CxbOw4zwoXYJdl2DXFdhzDVT8kXoA4gYBNxi4IYgXhmh2iDSikEYUaMZQBBHHl3VuUvKh3i3QTwa9ZDBIAoMUMEwBwzQwTAejdDDKAKNMMMkA4wwwyQLTLDDNBtNsMMsB0xwwu4PMb4P5HWR+F8xykeVdZJUHBreBm6EcVN3WzdJGFmIxgzIihBBCHBpSUlJMAW/QoEFHjhzBuzx48GDv3r0AICUlpa6uTqJmfn5+mAsuWLAAp5Tl5ubip6y0tPTu3bubmpq6u7u7urr8/f1Hjx6Nj0woY3Fx8YIFC/CVMH1Y6uvrf//9d7yxlpYWfjCnpaVNmTIFX9jhw4eFQqFIJBIIBEZGRpMmTVqzZo2Dg0Nra6tYLD59+jTWn2bMmIGZHDMwzeFwjh07JhQKu7u7nzx5oqenhx/qgwcPxiJWZ2enqqoq3piojAEBAYMHDwaA2bNnZ2Rk4MmGhgZynV5eXq/Vn/ztAglMS0tLHz58OCsra+7cufgme3t7i8XixMREojIGBgbivUJCQvBrycCBA62trdvb20UiUVdXV0BAAF5UmKjhV4iIiIhRo0bhye+///7OnTvd3d1CodDS0hKTyAkTJly7du3F11lZWYkpIwCMGDEiOjq6u7sbf45Pnz7FRcQIoR07dhBD8pCQEMwFP/74Y7wSKisrZ82ahbdUVFS8f/8+vuzw8PBJkybhgxPKWF5evnTpUjxpamrKpIzE2mnfvn2YMubm5k6bNg0AZGRkbGxs8JoXCoUODg4ffPDBypUrbWxsHj16JBaLL126hEuz33///b6UEX+/8Jpva2szNTXFa57D4YSFhYmfozJGRkZihXXGjBlEg3/w4AG5YydPnnzx7WUpI4v/FNoE3fXtnQ1tnU3tnXWPO5NKH9gH3t3lHL3jeNQe5xgl5+hfrMPGq16C9S6w4iisOg6rXGCtKyh4gtJF2HMZ9lyGfddA2Q+U/ZFaAKgHgTpmh6GIT8mHiB+JtKJBIxppxoDWDaR9A2nFgnY8RRD1b4F+Ehgkg0EKGKTA/hQwSgWjdDBOB2PMCzOpwWSHZrepYX4HzHPBIhcscsH8LjK/iyzuIst7YFXIsSpAVvfAMp9jWwSmBaCepR1S1cU+0liIxQ0NDbgW5JkmOwihQYMGycrKOjo6krhebm4ujqaNHDnS19cX93F5/PhxdXX18uXLAWDIkCGYCly7dg1Tq2nTpjHDtSKRiNSU/FXKiCmCm5sbDj5+/fXXZWVlZOPq6uqQkBCmheSZM2deQBl/+OEHZiJabm4uEbEOHTokFou7urr6qozq6up4RlFRsa6urrW1tbW1tbOz08HBAd9GJSUlTFhZiHvnMlpbW4sZxoG///7748ePc3JyMM0ilFEkEhHnzvXr10tY0hCx7YcffsBFV4QySklJEZFbLBZHRUVhFW3EiBFnzpzBk7ghEG6F0tDQUF9f39zcLBKJqqurV69ejY/8448/MhdGfn4+5nYDBgzw9vbu7Ox88OBBe3t7eXk51t4QQvj4kZGR+HVoypQpEqU8Ojo6mL/+GcooJycnQRm9vb3xW9yCBQvy8vLIYRsaGsLCwmpra8nuPj4+WGV8JmX8+uuvmV+QwsJCfPMBwMbGBk/2pYxaWlp4ZsOGDQ8ePHjw4EFzc7NAIHBycsJrfuvWrS9uj8RSRhZvK0RicW1rZ+XDp9WPntS0dhTUt11IrtrrnrjOJmi9bZCcY8hq2+BZ2tdgswf8dhiWH4EVTrDSGdadhG3nYJ8PqPqCih+oByD1AOAGgVowUg9EWDvkhiJuKEczkqMZBZrRSDMatKKRdizSvgFacaB9E+nEI514pJuI9JOQQTLSTwL9ZDBMgf1pvdghJoimmWCaDWZEOLwN5rfB9DZY3AGLXJog5oHFPbC4B5b3wDIfLPLBsgCsCsEyH6wKkFUJsiqUsi7kWBcjm1KwKUUO5WBUOEDv9sWc12iGx+JtAdNkZ8CAAe+///4HH3xAUsE4HM727dsLCgqYmllsbOyMGTMAoF+/fosWLcINLTZs2LBixQqso2AxSSwWu7u748fJ0qVLq6qqmOd1cXGRCEz/GcqoqamJr8TIyAjPyMnJvZicnTlzBifDPZMySpjsNDc3r1mzRuJXEiqjQCAggXJZWdk1a9bgP19eXv7zzz8nT2VmAew7DiZlxHe1sbHx66+/xkvu7Nmz2dnZ8+bNA0b5y6NHj0gYlEiJBAEBATgMPWHCBPwqEhYWhinjxIkTmWpiSkoKjk2/9957Li4ueDI7O3vPnj0rV67EH9yaNWt27NiRnJzc0tJCPn0NDQ1mHXFKSgq+QikpqQULFigoKGzcuFFOTu7333/HajcAWFpaisXiS5cuDRo0CAAWLVp079495mWfPXsW/+ovUUYSmCam9KtWrXpx8xgfHx/8qvZMyqiqqsqsIWtubibn4vP5eLJvYJqE7KdPn47X/Pr167ds2YKTSQBg7ty5jY2NL7gqljKyeDvQ2ikqbGy71/C4qKmtoOFxTEGjmf+dXywClur7/GB47Seja1/qXh2mdA5Wu8CyQ7DsKCw/BiucYKMn7LqMVK8h9euIG4hjyogbjNSDkHowwvIhLwzxIxE/CmlGIY0bSPMGaMeCThyuXEa6CaB7E+neRHq3kN4tZJCM9FPAIBUZpiLDNGSUjowzwCQDGWFqiIXDHDCjhzktHPaMu2BxFyzywDIfLDFHLADLQrAqBKsixigB61KwKUHWJci6FNmWItsyZFOObMvAtgxsStCBSjAqmetcXvLwP9vOlcWfBLP8Zd26dXFxcfHx8QcPHpw4cSKeXLZsGc6gJwgLC+ubPi8BTU1NMcNJh1gKE5w4cQJn8RPKWFRUhMVLDofDFIoaGhpI8IvUdDMrOl/cBvfFKqOhoSFz4+bmZpKkSLwDSUYdVhkfPnz4ww8/vPjPHzBgwH+48d1fBdNkR1dXFxcwXblyBWtmy5YtO3PmzOLFiwFg9OjRuPyloaGBCH7m5uYSTi5xcXE4RDt48ODw8HAxI5fx/fffv379OtkyMzPzo48+AoChQ4eSyKm/v//QoUMlPjJPT8/29nbSCYlZgIXPSOTn52HPnj1isfj8+fN4vfWljOfOncNMjlDGsrIyQhnNzMzIi1ljYyMzlxEL/AYGBnhm7dq1Ly4Av3z5Muamz6SMXC6XScFbWlqIa6aamhq+hr6UkaTqvgAk1/mZYCkji38jKlqeZlY9yK5uuV3zIKOi5UxS9YZjN+eqnZuj4vUZ98Jc9fOTdnuBnBusOArLjsJvzrDCGVa7wpZzsO8qqPsDNwB4gYgXDLwQ4IYgbijwwhA/DPHCgR+JNKMQrlnWuoG0boD2DaQdj3Bhik4i6CYivVuUcGiQgvanov1psB/XpqQjrCCaZCHTbGSaDSZZYJqNzHKQ2W2KIJrdfgY7JPKhZQFY5oNlIVgXgVUxWJWAdTFYF4N1CdiUgE0pWNPDhhrIphRsy8G2AtlVINtyZFsOdpXIvlzaoQwdqAa9QtXg+k62gPrdRmNjI/G1xjwPw93dHT91oE+7jtDQUEwZZWRkZGVlv/rqq08//XT27NmzZ8+eM2fOxx9/PGfOHPx4PnXqFD7C999/LxFbdHV1lVAZi4qKiMpoZ2dHtmxqaiKqHrnC/fv3k0fai7ufnT179gWUkcvlMjdmqox6enp4koShMWVsa2sjdbWTJk2aM2fOnDlzZs+ePXfu3Llz586ZM2fatGlLlizJz8//O5/HfxFtbW2kW52enh7+vNrb27G41a9fv59++kkiMP3w4cONGzfiXczNzSVUxtDQUKwpjhs3LjY2VswITE+cOPHq1atky7S0NLxWhwwZ4urqSnYnqbQY0tLSFy9ebGtrwy8MUlJSEl0Nb9y4gZV1Doczbdq0r776ajaNOXPmzJgxQ1ZW9ujRo2Kx+MKFC7jcatGiRRJr4Ny5cxIqI5MyMlXGxsZGQuP27duHKaOFhQWeWbduHc5ZfB58fHwkKGNbWxvOPwaAPXv2MIvHW1paCD0lKj4JTBPKuGzZMjwzceLEefPmzZs3j/z5s2fPnjVr1vz58yUiCRJgKSOLN4yW9q608uboe3XxhQ1JpY1Bt2t1r9z+fL//VKVT03Z5yu72/GjXmfcUz8B6V1hxFFY4w+8usPIEbDgN2y+Cqi9wA4EbDJgd8kKAGwrcUOCGAS8MeJHAjwQ+rkq5AVpYPozvbWqTCPq4JCUVMDU0TAPDVDBOB5NMMMkGkywwyQHTbDDLopIOMS80o5MOKV6IhcM8Wj7MpwgipR0W0tSwGKyLwYpmhJgd2pYCpR2Wg2052JaBbTnY0cO+AuyrwK4K7KrAvor62aGa41AldagGrKr6mxX53WMzrt5p1NfXb926FT8MFBUViZ0H05sNAFauXEl+lZWVNX/+fACYMGGCn59fXV1dQUFBUVFReXn5/fv3y8vLS0tLcbA4ODiYpMzfvHmTeV5y8J9//hl3fykvL//222/xJI/HIyyhsrISS1DAUP6OHz+OQ95LlizBD0Vy2ffu3SPVCWJGYFpWVhYHi5ndX77//ntmjK+wsHDOnDn4V7jcp7u7W8JkRyQS7d69G8+oqKgUFxeXlJQUFhaWlpbW1tbW1NQUFRVVVla+wuaKbzuYlFFHR4fwlcTERFzgghDCtJ5Qxu7ubiJ0bdmyRaI/EMkZXbx4MVa2SAbh5MmTmYHp9PR0HDgeNmyYu7s7nszIyFi3bt3cuXO/+eabJUuWfP755ytWrEhKSnrw4AF+YSCZFQS5ubnYX+a9997z9fWtra0tKCgoLCwka76kpATTuISEBFx3P3XqVInmh8bGxhIV07W1tYSK7d27l9yZmpoaMq+srIxzBM+dO4dn5s+fz9QvRSJRfn4+c80zK6Zxpi+TMi5YsKCpqYlsXFZWhquRAIA4FfSljOQLu2PHjurqarzmi4uLa2tr8X+Wl5cz4919wVJGFv8cngrFd2pa/bMqr2VWBmRXBmRVHo8uWHsk9v2958YpuE1UdJ+8zWOUoifIecBaV1jjCmvdYK0brPcEBS/Y4wO8AMQPBn4Q8IOBHwa8MAY7jAB+JGhGMQqWY0EnDnRvgu5N0EsE3VuUr83+ZMrRxjANDNPAOJ1mh1l0ZDkHzOiqFPPb9LhDl6TkUtSwZ9yjRxFYFdGSYTHY0MIhNcrAhlDDMuoHzA5ty8G2EuwqwK4C7KvAvpKihvZV4FAFDtV9B3KoBodqjn0VOlwLhmVrL95vfMqGp99dNDY2Mn0ZmYpdRUXFTz/9RFgjFlHwLjg1beDAgaampmT7rq6uyspKZgZYWVnZ7NmzAUBKSuqPP/4gBw8NDSXePT///DOOstXW1uLqGQD4+uuvcfFBR0eHs7MzKYbV1tbGVDIpKQnnTQ4YMMDW1pac8ezZs9OmTVu/fr2Liwt+hBOVUVZWlqiMpPuLjIwM+btwgS0Olw8aNCgiIkIsFgsEgr4V0xcuXMAVqQsXLmQG44qKil5r7+C3FBKBaabEZWxsDAwwrbwvXLiApbKhQ4c6OTmRV4i4uDhibWNiYoKpeUREBKaMkyZNYqqMhDIyA9MCgaC+vr6ysrKmpqampqa6urq+vl4oFFZXV+OsWYkaGrFY3N7evmfPHswmSdm+WCwWiUSVlZXYjwmjpaVl0aJFAMDhcBQUFEiibUJCAq6tBkb3lydPnhAx9fPPP8c+NUKh0MPDg6z5ffv2YcqYnZ2N8zJlZGSYcXM/P79Zs2atWbPmyJEj+KtEyl+YJjuk4IzD4Rw8eBDv29HR4ejoiDMEpKWlMcdl8nUFBQVyFvxxzJ07l6meFhcX47/lpWApI4tXCaFI3CUSi8RiYbe4+kFn8O1aj7iC0/FFXglF7rEF/POZ8wz8h286MWzTyRHyJ0fInxywyQ02ngK5U7DJEzadBrkzoOANSj6g4oe4gYgbDNxg0AhFGqEIux5qhCONqF5u2Jo3QAvb2dzsEQ71kkD/FuxPAsNkMEwFozSKIBqlg0kGXa2M5UNMEG8z8g7pqhRzHFPOoyPLOKxc0KMdWuNRzAgu0wSxhwti1bACbCvAtpzihXb4PzE1rAb7arB/FjV85iSmjI41yKEa7KuQQyXYVg4yL7mS1/6mP3wWbwzM8hclJSWJmsfIyEjsmwMA06ZNw0mNIpHIy8sLP5OkpaW3bdvm6+vr5eUlJyc3ZcqUn376ycbGpq6uDm9pYmKCdx82bJi6uvqVK1ccHR2nT59OWMIvv/yCn3PMdCtsynP58mVjY2OmebKGhgZWMgQCgba2Np4cN26chYVFYGCgk5MTTlwDgBkzZmAyd+bMGVzNM3PmTAnKiCWfoUOHGhgY+Pj46Ovrk3gliXcLBAKJwLRYLL5//z5xF//iiy8OHTp05coVMzOzcePGffLJJ0pKSomJif/op/jvBrP8hQSmMQoLC7/66ismZQwJCcG/evDgAWH2I0eO1NHRCQwMPHHiBCnvnTdvHum1ExYWhnMZJ0+e7OvrS46fnp7eNzD9PFRWVuIUCGlpaUKqCK5evUpo3JYtW65cueLt7b1ly5aPPvpo6dKlZmZmhDkdOHCAvHjs3r376tWrR44cYaZCEsooZlQiS0tLb9++/cqVK5aWllh8xSAqY0dHh6mpKbkhxsbGfn5+Tk5OhEDLyspic6u+voxPnjzBKbl4zQ8YMEBHR+fSpUv79+8nL2+rV6/GHw2zYSChjM3NzeQFcs6cOYcPH7527Zqtre3//d//zZ49e9u2bThD4AVgKSOLv4mOLvFTYXdHV3dnl6j5qTCppOVkTP7BoNtHQ3Odwu6Y+2b/fiR29B7vgWucBq13GSR3csBGVyTnBvKnYYsXbDkLiudg2wXY6QN7riG168ANAvVg4AUjXihohAMvDGE7G41I0IxGWjGgGYOwIbZOAujEM3qlJIF+Mugnw36aHRrRZcsmGWDSx+ywpyoFB5fvgMVdML9LxZSZVSlWhTRHLJSMLPdKNyzrGRRBxD9UgC0WDivAvhLsqsCOIR8+jyb+uYEcqpF9Ff4XHKrApHRfcNPjDrY37juKhoYGEjRUUFAg0WcMJjMDgK1bt+IQ4YMHD3R0dLB6h59AzBYdq1atIsHiyspKoh0CAN5MRkbm448/xqUA3333HQk7RkREEF9ivDGHwxk2bBiZVFZWJsGvvLw8Zkr+oEGDcHIkAIwZM+bAgQNY+3F3d8eTU6ZMwUG69vZ28idPnz4dN6FhXv/s2bMJFxEIBCQMraioSO5MdHQ0IQEcDgenr2H8GQvAdwqPHz9m1uRK5J46OTmRrNkhQ4YwCV9OTs6vv/5K7J8GDRpEvEJnz54dGBhI1L7Q0FBc0TJ69OjLly+TI6SkpOB3nn79+jk7O7/4OplrldjNEHR0dBgZGZHOK/3792eumWXLlpEe6/X19SQTEW+J/4RPPvkEX+TChQtJNVhycjLOkmSu+eHDh5OXn127dpE7Vl5eTtwDAGDgwIHkhowcOdLOzg5vefHiRfzdHD9+PO541NbW9scff7xgzcvKypL3HKax1Jo1a8gdiIuLI3ydw+EMHDiQfDTjxo27dOnSi28vSxlZvBydXaLWDuHjzq7HnV2tHcLC+raLyRXmVzONL6aY+6SaX03dfermLH0/GbmT0qudpNe5SK914aw/CZs8YKsX7MRu2D7wB3bDvg7qgUgtELjBiBeKuKGIH87RiED8CMSnWi0jbTq4rBOHdOKRTgLSu4X0byF93EwPux6m9giHuGOKSQbD7zCL4YZNa4dUcJnJDklVSj5ds1wIVsXUoEpSSsCmBGyZ7JD+uVdkmckRK3sCyvaMH+yrwK6yhzhKCIo9weg/yRqrkEMVsq9CjjVge3+CbWFM6YtqTln8h4F7TGPv7t27d/d1VispKfnll1+kpKQ4HM6QIUPOnDmDn9MNDQ2HDh364YcfcIhWRkZm1KhRS5cuNTc3LygoYNYrFBQUqKqqTpkyBR9k5syZDg4Oly5dmjlzJofD+e2330g2oUAg8PT0XLhw4XvvvYfJ4vLly8+dO2doaCglJSUtLa2pqck8cl5eHpfLnTVr1oABA/AG48aN27x589mzZ0kq4dmzZ4cMGcLhcGbNmkVyGXfu3MnhcIYOHero6HjixIk5c+ZIS0tLSUmNHTtWXl6e2YkOq4z42SzRYzo0NFROTu6jjz7q168ffnLPmjVr165dYWFhzEglC3LDpaWl9fT0JBr34ZcWGRkZDoczbtw4iR7Tubm5+vr63377LWY5mPrv2rXrxo0bzM2io6PHjRvH4XCmTJnCJJ2ZmZnTp09HCI0cOZLkMj4PVVVV69atw4mVEoFpjIcPHx4/fvzHH38kEvuoUaOWLFmyf//+vLw85sqsrKzk8XjTp0/HrzGysrImJiZ+fn5z5sxBCC1dupTpjHjp0qVvvvlm0KBBCKGhQ4cuW7bM09PT2toa2+mrqqoySXZxcTGPx/v000/79+8vJSUlIyMzduzYDRs2eHh4kBvr4+MzdOhQDofz4Ycf4jWPcxnxR2BtbX3ixImFCxeSe75u3TpceI4hFAq1tbXxqpaTk2PegdDQUAUFhenTp8vIyOA1j2X1wMDAl655ljKykESbQNT0RPiws+tRp7C+TRBX2GLqm73HOUb1ZKy6e9xe17gfrEOH7T4Hq47DiqOw8hiscYZ1rrDlLOy6CHsuwd6rsM8XlH1B2Q+pBiD1IKQWhLjBiB/K4YUiXjjwIpBGNFW2rHUDtGORdizChSm68UjvJtJNAL0kZJCEDHDNcjIyTEXGaWCcjoxxcBlTw+xew6w3O6Ssbe6CxV2wzKddD/Mp1dASV6XQ1NC6BKxKqB+YNcu2Zb0HzQ4x87OtBNtKsK+ksg8dqsH+WcHlZxLEZxLHvjs+jy/a14B9FXKoQg41yKEGbKukDQuPprNFMO8oOjo6oqOj7ezsDhw4EBsbK1GaipGVlXXw4EFHR8eDBw/GxMQwk9wrKytdXFwcHByOHj3q7e1NhBYJiESiiIgIR0dHJycn3Mr24cOH7u7u1tbWAQEBEhyirKzMycnJwcHB29sbZ3cVFBTY29sfOXKkb883oVB48+ZNFxeXI0eOHD58+NKlS6QbDUZRUZGLi4udnR0uiRWLxV1dXfhPPnbsGH6g5ubmOjk5HTx48PLly8wyAnzlt27dOnbs2MGDB5lUEqOlpSU8PNzJyenQoUMHDx6UKPFhgdHd3R0REWFnZ3f06NGkHSxvdgAAIABJREFUpKS+RRKZmZnHjh2zs7M7derUM/vOFRQUuLm54VUaGhrat7Sopqbm+PHj1tbWXl5eTGv35uZmDw8Pc3NzNzc3Ccubvnjy5ElgYKClpaWLi8udO3eet1lNTc2JEydwa01vb+979+49s9OPQCCIiYlxcHA4dOgQ7nje2dl56tQpKyur69evS0itZWVlzs7OdnZ2Xl5ezDXv6OgYHx8v8a0UCARJSUkuLi6HDh06evTohQsXmOUsYrG4tLTU2dnZ3t7ey8sLfx26urpu3LhhbW196NAhnLBx7949JycnR0fHS5cuPXPNHzlyxNHRkUklMR49ehQVFXX06NHDhw87ODhER0e/+K4SsJTxnUa3SNzYLqht72hoFzS1Cwobn5xOrNh9Im6zfYji4YhtR8LX2IZO17gKcifht8Pw21FYcQx+d4aNHrDDG/b5gIovqPmDegCoBYJ6EFIPQupBoB6MuCHADwN+ODa1AY0opBGFNLGpTSzSpgqWkW4i0kugtcNkZJCM9qfiZnrIOB2M08A4A5lkckyzkGkmmGSAaRaiylNoN2yzXDDDeYe0gmhOV6VY3AMLoh2WgFUxXZtC5x3iYcMoXu7hiOVU6iGVg0hSD3uzQ/tnccS/Pf6SymhXhewrkWM1ON6naqitq9deut/0mC3wZMGCBQsWrwUsZXyH8Kijq7S5rbS5verR05LmtvC7DTqXslZYBf1i4vubmf9yc/8v9f0G7jwHK47CzwfhlyOw7CiscIZNnrD7Mqj7g/p14AYALwjUA0E9CNSCQD0EuGHADQdeBFWzrBEFmrgqJRa04kA7DnTiqcIUvQTQTwKDVNifCgapsJ/ZTC8DjDPBuHfZsgktHJriguU7YHaHIoiWtK+NeR6Y4yhzPlgV0JFlpi02lgxLGHY2dHzZlrjblNOmNhWUfEgN2toG/+erooYvIIsv5YvP28yxBizKhxjdCSl6/PJ1wIIFCxYsWPx1sJTxvwmRWFzx4Omd+ta7DY8LGx5nVz88GVe6yjHyC97FBbwLi7QvfaF5efxub9jgBr8ehV+OwbKj8NtRWH0Ctp4D5auIFwDcAOAGYCtsUA8B9RDghgAvDPjhwI8AjSiaHWJHmzjQjgftm6CTQFke6t8Cg2SKF+5Phf2pYIjdsDOpfnom2Yykw2wwxdTwNpjT1NCMjiwza1Oo8pRC2tEGj0KwLu5tZ0MzQhuaJjIzDu3ojENclYJ/eIadTRU9XhtZfGkMmskmn0soq8ChCswrhpqWXi3uePniYMGCBQsWLP46WMr4X0BTe1dm9cOU8uaMygdZ1Q+Dc+v5F7I+07osu/vMTOVzs1TOTd3r1X+LJ6w+ASuOw+/HYbkzrDwBm07DrktI1Q/xAhAvEPjBiB+CeBQ1RPxwxA8HXiRoRAE/ktIOCTuUMLUxwCUpTHaYBsZpYELnHZpkUc7Yxtl0Sz0GO8Q1y8/olZIPlvlgVUhxRGva9RBLhlYMjoj1Quo/y6mBtUOcekhMsO36EMG/UnTyL9Aaq8CBySMrwL4c7MrBolTassIlg62AYcGCBQsWrwUsZXzL0CYQ5VQ/Crt7P+xuXfS9uuDbVYciCpYdiPlg95nJW93eV/L8YOfpkVs9QM4NVrvCqhOw5iSs84ANnqDoDfuuIe514AYBLwhpBCM+bpQSgvhhiB8J/CikGQUa0UgzGuFGKTiyTGmHtKONQRLDDTsVDNPAKI12tKHZoWkWmGSDCVM+pOtRzO70Eg6JFbbVPbCia1OomDJmhwyOKOFow6xZtiHtUhjZh3Y0Tfw3MML/lUdWgn1FD0G0LWcY+pSBbRlYlYFJ8ZYr1e2dbPNAFixYsGDx6sFSxn8XRGJxt1iMn/lCkbik8UnQ7fvnk0ouJhX7pJafii/edzZVVvPKKHm3UQonxyi4jVRw6yfvAXLusN4NNnrAptOw6QzIe8GuK6AWgNQDgRsIvBDEDwVeCIcXxuGFI14E0ohEWlFIMwph7VD7BmjHI+14pJuA9BKRbgLSSwA9hqPN/lQwTKetsOnUQ0o7zAKznB7h0PQ2mJHIch83bCwfWuWDVUEvUxuJqpRedjbPqVmmSGElTacqn0GzHJ7lkv2X7Gz+UQGSlj/tcSZlBdhV9LbyYdyHHt5M1+7YlsP+gqk2OTn3JQ1WWLBgwYIFi/8dLGV8kxCKRAKRSCASCbu7m9uFcQVNbrH5zlF5bjH3PGLzrQJuf28fMXTn6ffWHR+80XnwppMD5U7CJnfY7Anyp0HxLCieh23nYcdF2HsNqQUg9SDEDUQaIRxeKOKHIX444kUAPwL4UUgjBrRiQOsG0r4BOnGgHY9045HuTeyGjfSSkH4y6N0CgxRklIaM0vG/DDfsTDDNpoRDqmNKDpiRVsu0cEjxwjwwz6Miyxb5jIbL2NSGFg6tSp9hiP08amjLyD7sscLu43ooQcIcq3t8EF8q4/2j8mEVOFSCA4Ma2lWAXRkllBIFUfKe0NmZFKsuYTStLgKbEtDPG2OQfqOCrYBhwYIFCxavHixl/Icg6Ba3dXU/6ep+2tXd2tmdV/vE+1a5rX+GjX/mgYBsG9+MnScTp2n7ymw8Ib3GSWa9s8w6F84GN1A4Ddu9YMd5ULoIuy7D7quwxxdUryP1QFAPRurBwA0BfhjihSFclcKPQNgNWzMaad4AnTjK7FD3JqUd6iZSBNGQiiwjozQwTEfGGRyTTGSSiUwywCQTmWYhU5ogmuRQwiHT7LCnVDkPLGjhEEeTqdqUYko+tCqhhnVvOxtKJCvvTRDLqa56VBC2qsfL5k/a2fyZepF/miZWgUMlrR0Smvic+LJtb46IjcStCTssAusiOnBf2GvYFINe7gTjzIRqVmVkwYIFCxavHixlfC1oE3Y97OxqFXS1d3XVPRaE3202u5bF94zX8krU805U9Uj41jL8vZ1n4fcjsPIYrDwOq11ggxtsPQt/XII9PrD3KmWIreIPagGgGghqIcANA1448MKAFwb8SOBHgUYUaMSA5g3QvAHasXTe4U3QvQl6t8AgmeqkZ5AMBslgmAJG6WCUQf1rkkGZ2phkUWFl4ndodpvBEXPpcZdRsJwPFgU9zfQsC+mYcnGPJzbVN4URXyaCmV1Zjw82HhLWNq+bw/15O5u/c/wKsK9gaIdYPiyjCeKzqGGPN2QJY9DyYS/boHw6rJ9PJYBa3qN8KK3vgW72RKO0xGq2AoYFCxYsWLx6sJTxf0W3WPyos6uls+tRZ/ejzq78+rbj0YW7T8RuPRK583jUH87Rq+3DJvN8YJ0LLDsMvx2BFUdh5XGQ8wAlb6R8Ban6goovqF4HtUBQDwC1IFAPBiwfYr9DfgSjYBk72sSCVjxox4N2POgmgF4S6CWDfhLo427LKT0lKcYZYJzRK7hsmg0mOT1+h6Z3aIKY2+NoY0Eql5m9Ugoo40PSYZnZJYXiiL1DzJSWVtHL75DY2ZDIct/xWpni/3h86ghVdHCZSQ1x/U1fRljW2wmS3KuS3n2riyW1Q8vinobXeFCfy12wyAWLXLDAnP42mN8Gi1zQypxomJZY3f7yVcuCBQsWLFj8RbCU8a+htbP7fltnXVtn49POigdPQ3MbNM6lrLEJWmUTtM42aI114Bd610DxFPx2DJYdhWVH4NdjsMoFFM7Ansug7gfqfsD1R9xAxA0C9SBQD0G8EMQNpdihRjhoRIJGNGjgqhRsZxNPCYc6N0E/sYcXUtphKhil0W7YZGSBcRZliG2aA+aYIGJeeIehGt7t6bPMbKZnXUAHQIvBqpQa1hKph0x2SDva2D6HHb4C6e71cMeeVMiX7kXXLEuwQzs6vG5T9owoM75FVGi+mDYJwuywGKwYRJwqBiroRRDN82j6nksN3OfG/A5FE81zqNojs2wwzwHN1IkGKQlVrMrI4n+CSCRqaWmpqqpqaWkhXc4EAkFtbW11dbVEK78/j9bW1oqKirq6OoFA8OoulsW7jsbGxuLi4qamJtKBsKurq6mpqaysrLm5+ZltAF+K9vb2ysrK6upq3J2SBQFLGZ+LLpG44uHTwuYnpQ+flD94klbx8EhU0QrH8CU6F7/Ru/K9wdUvtXzG/uEN607AL4fhl8Pw6zH4zQlWu8P2C6B6DXGv0+1SghE3BKkHIW4wDisjjXCkgSPL0UgrBmkx3bATKLND3UTQTwID2gobN00xSgXjNFo1zKBqlo1xcDmHLky5TXdMyZVkhxZErCoAiwIq6ZAaxT3d86xLwboMrMvApozBFIl2WN4zSGEKaZTypyS6N04Z+yZHSiidtKNNj0pKuGA5RRDJDWFWLmPt0IbOQbSiExAp+ZAh2eI6IRxWJraUlrl0vfkdsCC88A71mVI5AzRNNM0G0ywqwcA4E0wzQCNposEtNpeRxf+I9PT0VatWLVq0aPny5fHx8XjSx8fnm2+++frrr3fu3FlRUfFXj9nU1KShobFw4cJvv/3W09PzVV8yi3cURUVFcnJyn3322a+//hoaGoonIyMjf/311wULFixfvjw3N/evHrOrq8vMzGzhwoWLFi3S09OTaJ7+joOljBQaHwvz6tru1D7Kq3+c1/A48E7dH54p8zR8PlXxnsP1nqvuPWWfN2eLJ6x0gl+PwHInWO4Cv5+ATZ7wx1Wk6ofU/IEXiPihiBuCeKGIF4q4oQizQ81IpBEJ/EjQjELasUg7FmnHgU480olH2BNbLxF0E0A/kbLCNkzBfZbpLimZ1DDNApMsMM6htEPT2z0x5Z6wcm5P7JK4YWOCSMU6i8CSaYhd0ks+tKU9sXtFVLHrIREOK3ussHuitDXPEOr+UiD4zdjZVFHUsFcv6fJnxJSZpjbWdBPCnlKeYrAppqtScFuaQrDG9zyfHriWHIf+c3sG5oLm+KO8TX+4OHkgG0xoh0tqGTDeFowywDgdjNLAENunp4Fa/CSDhCSWMrL43+Dv79+vXz8AAIDLly/jSTMzMzwzduzY7Ozsv3rM6urqBQsW4CNoa2u/6ktm8Y4iOTl5+PDheF25ubnhSVdXV6Bx48aNv3pMoVC4cuVKvPv333//5An7f9QevIuUsbVTlFX5ML6o8WZxY3JZU0xBg0Pove+sQqftOffRLs9pu89M3XN25I7TsMEdfneGlc6w6gSscYP1HrQbdiDiBiJ+CEcjBPFDEC8Ms0PghSF+JBYOOVpU3iHSjkNU2XIC0k0E3USkmwj6ScgwBYxSwTAV7U+h8w7TwCSD4oWYKJjSjVIwOzRnmB2a3wUz2hAbh5WJgmhZQDVKsaLLlq1KekWWrZ/ndMgoWO6VgNhbPnxmg2P7qp4OKy8mhW/AzoY2O8R8F7th9xhi09RQolTZlkTeexemUHeVbldIccSCnkFlH97tiSmb3+kTVr5Dq4YMdmiaDcY5YJJNL4AsMMmgypWM08EIj1RqUJ0YU0A/GfSSQS8Z9FNANe59k6Q7dU/f9DeMxduNmJiYGTNmAMD48ePDw8PxZHBw8JIlSxYsWKCtrX3//v2/esyGhoZVq1bhx/CBAwde9SWzeEeRk5Mzffp0AJgwYcLVq1fxZGJi4urVq2fNmrV+/fqSkpK/eszu7u7du3fjtaqoqMiqjEz8xymjoFtc1PAkLLfGL6siMKc6KLv61M0SJc+UD7mXxim6jVN0n7DNfczWUzIKpyk37PUesOEUbDwNCudg91Wkdh3UAxE3EPGCAAuH3DDgRSBeOCUfakaBZhRoxuCCZaQTj3QScDM9pJeI9JJAF2ccJiNaCuIYp3OMM5BxBphkIJMsRLFDElYmlIIOK1vc7dVembKzwVHOgl7KFuVrU9KjhPVql8LMtOvdbdmO6Xf4pymdZDrgs3b8pzlilWSIuSeG/kIvG6adjQ2zWpmpHZLClAKwzO+Vd0h9QIy8Q8loMh1QNssGs2yKF5pmgSktIRtn0rwwjWaH6WCYBoZYREwBQ8wRk8EgGfSSqE48eLHp3gTtm6B1E5RjfnK53fC4601/7Vi83YiKipo2bRqmjCTYJxAImpubm5qa2tvb/0Z+WH19/e+//44fww4ODn03EIlEJG+SBYs/iezsbEwZx40bRxRxoVD48OHDurq6R48e/Y1F1d3d/ccff+C1qqCg0Jcydnd3/70USSb+9yO8Ebz1lLFLJBKKxN1icbdI1PBYGHWv8czNIs/4grM3C70Sik397nxtFT58q9uQjceHbXIdtvnkwM1usOkU5Ya95Qxs8QJFb1C6DMq+oHod1ANBPRi4obSXTTjwI0AjEjTommXMDnXiaMvDm0A1SkmiapYNkqiwMnn2G6fTXja97WzMcnp52ZjlUsIhxQ4xF8kHi3xGJ71ihp1NMWVnQxINJT2xe1th97Wz+Qc43J/0svk7tJI2OyTj2WaHz2yaQhPEXm7YTC+bQrC6Rxem0JFl7GWDh0UeWOTSBJGuKDLrzQ6pEDOuUqcJIlWflN5DEDEvxI25sXCI3ZF0b2GjddBNBt1E0E2gCKJOPGjHgU486MSDdizSiUc6sUgrBtQi+qlFOt2qfzv/R8TiX4To6Gj8GGZSxtLS0qtXr/r4+MTHx7e3U1X5mZmZbm5up06dysvLE4vFJSUlly9fdnd3P3v27J07d5jHrK+vX7FihQRlFIlECQkJnp6erq6up0+frq2tJdsLhcL8/Hw/P79Tp06dOnUqJiamtbWVeUChUHjz5k1XV1cvL6+qqqra2trz58+7u7uHhoZKbMniP4ycnBxZWVlMGX18fPDk/fv3g4KCzp8/Hxwc/ODBAzyZl5fn6urq6emJV2ZVVdXly5ddXV29vb3T0tI6OzvJMbu6uojKKC8vTyhjamqqq6urq6urh4dHaWkp8zKqqqquXr2Kl3FoaGhjY6PEdTY1NV24cMHV1TU8PLy1tTUxMdHFxeXMmTMSX5N/P94myijsFj/tFnWKxAKR6LGg63ZN25mEkkPBOQeDbh+PuOsQkLPFJWEC10dmg4vMOud+6136bTjBkXODLWdguxds94adF2DHBVDygb3Y1CYA1AOBGwzcEOCFAT8MeJggRoFGVC9HG22aHeKqFL0kajALljE1NE6nkw6z6cgynXdIpR4yIstYlDK/S1cr51MEkaKJhWBd1BMP7bF07k0TnxFZpjmiPd1h2Y7us/zPeNn8T0Sw9xGeSRCZNcsv0g7LKEcbW0ZYGScd9rKzoUVE/BFY5dOR5Tza1IaRd2iBBWC6ZrlvMQphh5RwSGcf4rVhnEZxRBxcNkgBgxTQTwLdJNC9Bbq3QOcWxQ51aflQF7spxfUMLdzIJwbxI5BmDNKKwb0fQTl0iEqIX17Tm/6asnjrQSjjuHHjCGU8evTowIEDZWRkvvjiC0wQBQKBsrKyjIyMjIzMvn37fH19ly5dCgAIIRkZmfnz53t6epLHLVEZORyOo6MjnkxPT585c6a0tLSUlNSPP/5IqmqEQqGHh8fSpUtlZGTwk3v8+PHKysqpqankIltbWzdt2iQjI9O/f38NDY0dO3bgLWVlZbOysv65m8XijeKZlPHixYtjx46VlpYeO3ZscnKyWCwWiUQ2NjYyMjL9+vVTUlIKCQlZvXo1XjAyMjIff/yxg4MDedNgBqYVFBQwmywpKfnmm2+kpKQQQosXL87IyMAbi0QiX1/fFStWDBkyBO8yYsSInTt3JiYmMq/zxo0bkydPlpaWnjFjhqmpKU78AAAul/vP3axXgX8pZRSJxB3d4nahqKNb3NEtvv+oMzinzvxahsH5JKOLqSY+qWqeiV+bBUsresJqJ1h1DFYdhzUusMkDtnnBHxdh92XYfZm4YSP1QMQNBvUQUA8FLi0f8rB8GAVa0cCsWcamNnoJoJfIMDsk7VIYcUOKE2QyUg9zwATb2WBiQVelmNE1y+a0nQ3upEdlvxXR/VGKGeTmWZ30iKlNr3KNyl5Jh3ZvJGXwr7NJ3NnlJfJhBaNy+WXBZeu+vVKeqSAW9bKzsaI9hnrYIabyOCvgDlWzTALNZjlgmtWbHWYxCtgzwYTElFPpN4o0MEwFg1QwIMspCfRvgV4i9RKie5MWETE7jKWG1g3QjgHtGNCMBs0o0IymftCIQhpRoBEBvHDEDUW8cMQPhz2Bw1SCg++xlJHF/4qoqKipU6dKUEYXFxdpaWkAWLp0aWFhoVgs7urq0tLSwk++Dz/8cNiwYQCAt8EYOHDg5cuXcQCur8ooFAoVFBTwzJIlSwoKCsgFnDhxYtCgQfhXAwYMkJKSwj/PnTuXVN60t7dv3boVc9AxY8bgDaSlpVetWsVUK1n8t8GkjCQw7evrO3bsWPymgd8fRCKRhYUFXiRTp04dMWIEXlpkrQ4ePPjw4cN4rTID0/Ly8iKRSCAQ8Hg8PDNv3jwiDYpEoosXL5LlN2DAAFI3NnPmzKioKHKdCQkJEyZMwF+KkSNH4jer/v37k5KdtwX/LsooFIvbu8WR91oMr+aqeibvdb+leiZVxTNphX3kOBUfWHkUlh+BFU6w4hisOg6bT8GuC6B8BZSvgfJVUPUD1QCkGoDUA0A9GNSDgBuK+OGIHw78SKQZhSg37BgGO4wDbYnIMt0uxYhUpRDLQ2xlkgUm2XRe2u2ewhRzhhU2s5Me5YZNBt1n2YrohWV05XIfK2yKJpaDTQXYVPQKK9syxcLnJBG+cXbYQxDxf9Y8mx06VPQ2xC57bie9XncGJyCW9XDEnrxDBju0Luhxw7ai64QoUngHzO9QwiGTFDLrl3spiDjpELujYx0xna5ZJkmHqWCcSvfdwbUpOO/wFugm4iRX0L5JCYe6RDuMBa040LoBWjGghdkhbu0TCZoRoBEJ/HDghtEjFNRDAVdccYNAPRipBSFlf7Tz2hqPzMoHbKY2i/8VzMB0WFgYnjx58iR+xP7888/FxcVisbi7u1tHR4c8dMeNG2dubu7u7q6srDxw4EA8uXLlShwZrKurW758OX5SOjs7i8ViNzc3zC9nz55969Ytcvb09PTx48fjp/ju3bvd3d2PHTv23Xff4QOuXbsWK5dtbW2Kiork7IsXL3ZycnJ1dSXyD4t3Ac+jjHgJTZw4kVBGKysr8u4xfPhwAwOD06dPa2trYwIHACtWrGhoaBCLxV1dXYQy7tixQywWX7x4Eb/DfPjhh8R2Cp997ty5eEs5OTkPDw9XV1eiX65atYqYmN68eXPSpEl4fsiQIerq6i4uLufPn29qeste8v8tlPF+e/exyPLtrinrj6dO1gmBTWdhpQesdIdVHrDSHdZ5gOJ52HsFVH1B1Q+4AcANRGoBHF4Qjiwj9RDEDwV+BG6XgjSjEY4sa8chrVhEBZdvUnIOlg+xFbYBQzgk1NAkE4zpqhRc0GraVzuk/Q4tGewQB5Qt6UERl+KeJsu9rLD79tMr7/F5saugDALtqmiDG6avzXOkuz9J4/5p7sjwOyTU0LaiJ93Qrpyy8qE8sXvnZfb6oYQuAyciIq0gWpOaZUZJiiWtHUo4HWKCSDH+HDDNAZNsSj4kkWWTTAZNTAdjnHRI5x0apIJBChimgH4K6KeCfgro3gK9W6CfCLqJoJMAOrdAJwG0b4J2HOhg1RD/i4XDmB6CyI9kjAjghwMvHLhhwA8FXihwQ6iGQOpBoB4AqgGgGoDUroOqP1L1B5XroOIHu69IbbnkncGKKyxeAZjlL4Qynjhxon///gDw008/YUWwu7tbW1sbPwXHjh178uRJvGV7e/vPP/+M5+fPn19TUyNmBKZlZGS8vLxKS0sxK/30009jYmLIqUUiETmmkpISma+qqvrss88AYMSIEfiZ/fTp0+3bt+Mt+/XrRyq7WbxTIJRx/PjxV65cwZN+fn6YMk6aNInI0jY2NpgycjgcS0tLcgQlJSWEEAB8++23d+/eFfcOTO/bt6+8vPyrr77Cp/D39yc7CoVCe3t7vNnGjRufPqWsKpqamvDb0ZAhQ86ePYsnExISCGX87bff3t5KrzdPGe8/FiqfS1tsGoGUrsKqU7DGE7ZdAGV/pH4d1K6D6nXEDUS8QFDzRyr+SMUfVP2RehDwI0AzmqMZjTSjkFYM0riBdGKRTiwVVta5CboJSDcBGSQhqs40Cfan9MQKe6mGpDAlm3Y8uUP3SsmlClMs7lLey+Z5DDpC9+3AZofE0abHCpsoYaVgI1GtXN4nvowrlxmd9CSIl2MNOFT3VK4wS5X7Fi+/2OzmNfFCZsGyQ1VPWJkpGdow7wBDMpRww7YqlgwuU57YBYwoM7Mq5S5Y5ILlXdrdhtB6Ou/QlNQs54AZXZ9O1aZk0jaHjNoU41QwTqViyoapoI9TD5NBD2uHWDXE1BD/S2pTaGpI9f6+AdqxoBUNmpGgGQWakaAZCRqRoBFBd4MMB14I8EKAGwLqIaAWAmrBoBZE5dqqXgeV66ByHVSvg6ofqPqCsh8o+4LyNdh3BSlfg71X0L6rsPP8BM3A2JK/2ZaDBQsmnpnL6OrqSlTGoqIicW+VccmSJfX19eQIxsbGJIpXXl4uZlDGYcOG8fn8X3/9FQfyXFxcmKduaGj48ssv8a8cHR1bW1vr6+tbWlra29t37dqFRUpra2uxWCwQCHbu3InPsmDBAkxMWbxreJ7KiKPAkydPzsnJwZOEMn744YfMbFcnJyecMvvZZ5+lpKSIxeLu7m682ABg6dKle/bswT/b2toyT11XV7dx40b8KysrK6FQ2NLS0tTU1NTURNa/uro63jgxMXHy5Ml4YeMF/JbiDVNG1/iK+caRsOkcrPaEXVdA3R+p+YGaP1LxQyq+oOKLVPxA2Q9U/JCKL1L2BRVfUPFDKn5IPRBpxoD2TaSbiHQTkW4CThRDBsnIIAXtT0WGqRzDVGSUBibpyDQTUTXLDKfDHitsumbZvE/BsmUBnXdIS4ZMgmhdAlalDPmQ2Uq4NzvsScVjxJftGXHbZ/Qjqe4lK76AIPblgv9ELmNVr9HTLoW2wu7VarkvQSStlplly0VkeJI6AAAgAElEQVQMdxum32EhbUuOM0Hzeqih5V2qVBl7H1INl+9QaQNUWDmHfiUg8mEGo1yJ+NpgdphCJ62mgEEKI6x8i+rKQ7HDBLo2JQ50YqmYsuYN0IzpyTjEA2uHvAjghQM/DHihwA8FbijwQkA9GNTwCAT1QFANABV/eviCii8o+4KyL+y7BvuuwF7m8IF9PmjvJdh9Ce2+BHsuwHp3bd/cdrYNG4tXgZiYmL6BaSZlJIFpogj++uuvpDRVLBYfPnwYz8+ZM6esrEwsFjc0NGB75P79++NMMvyzoaEh89T37t3DDEBGRuajjz5auHDhggUL8L+YBACAvLy8UCgUCoVEZdy6dSvrt/xu4pmU0d/ff+LEicAITIvFYltbW6wmfvfdd3gBY5w9exbnUcyePRvXrAiFQkIZZWRkSDibz+cTKVEsFpeVlf3yyy/4NWbixImLFy9euHDhl19+OX/+fMwOsfqIVyahjJMmTSL+kW8j3hhl7BSJ+T65/bech/VnYY8vqF0HFX9Q9qOHL+Nneqj4gTL9KN13FVT8gR8NeklgmAlG6WCUQQ1cs2yajTBBNMumw8o0QWTWLFviyLKEFXZhD4MhZofWRD4spZrpSZakELND0lKPdj3sYVf/A0t7qUv2S3f/+1SyLzssB3sGIbZ9Tt4hVg1tSxneh3QDPeuiPpaHmCDm9ypMoRRE4nd4t5chNi5bpkyLsnvzwkwwwXmHGWDCcMPG/keYGhqkwP5kSjXcnwx6t0AvkWrGg2uWtXH2YTxVF6VNR5Ypq/b/Z++7w6K60+/fiwrWGYZiT4zZNFN2s9lNdjfZ337TNNJRei8DTKUXFURQOjPM0HsVpQ3MANKkiNh77723WADFhjK/Pz733rmDmk2igG7ued6HB0ck7F18OJ73Peesg8BOnCOii0O0U8anBXzR6SFSDdHbBhA2gKAeBHUgqAU++q5GUwPcGuBWA7cauDLgyoBTBZwq8KoAr3LwRFMGnmXguRrzLMM8yjD2KsxzNTgWstjlaw7fGKm/yzT+x9DR0YEW01SVkVxM//DDD0hlHBgYCAkJQT8a582b193dTX4GiURCqowXLlxQqucyIqCf32+99RbJSpVK5d69e2fPng2/iL/97W+9vb1Pnz4lXdJcLpfurf5j4rmUsa6uDv0Dg0oZY2Nj0bfcd999R833Li0tRZTx888/R/ZqasgOgoaGBgCMGzeONGUrlcpTp06REQEv+l799ttvr127pqRQxlmzZtXV1Q3fA3rVGBnKeOeRkl16AKxXgVO5+k/N/zpy4MmBj36+VgNPDn6tsHQnRB4gDMto83gIIg9CxCE1Vwo1Exu3QRyBFUfVcrBVwYekH4VquXjeQplqVY6/oKYCjmyWjegyvsv+NZ+Eyg7VqpYvqDcsP5N0OLgu5TRRsnwGos+oJ42TwiGZNPm8NOyow6o4G5wdkj3L+1V9ehH7VaeHqGV7GRFkg7Js8NmBS4Y4NUS8cBt+d0iyw5CN+FoZJW7ituVOQj7sAP8OlW3ZvxX8W4nD2bXgQxBEnybwQReHDeDdAIIGEKwBYT0IakFA/HOILweuHN8s8yjU0KsKOJXghQhiBXhV4ATRYzV4rAKPUvAoBXYpsFeiwdxXargWYe4rwa0YLLLD5Id6Hr6pxzE0Xjc8dzH9y5Rx7ty5VJVRLBaTlBFF55AqI/oBbGRkZGpqihaCNjY25B88cuQI+k9raWmh4uC5c+fOnTt33rx58+bNmzt37rfffhsUFPTo0aP+/n6SMgYEBLyhwcg0XhIvUhkH2V+UFMr4n//8B30DIxQWFg6ijNRbRi0tLUNDQ0tLS/TL+fPnkwcYp0+f/uGHH9Drc+bMMTMzQ9+iCD/++OO33367dOlS9E8pkjK+//77bW1tw/qMXilGgDLe6Htil78HbFeDWyUutPxKvsgnhUbiHa4MuNXgtxaW7oLlh2DFEYhE5Wzo6PAIrh2SHEVV9UYuQ8mYw2fibJ7liNQsm5Gpv/vtbPKXvs5BadhE3mHcf8s7jD3z/DTsmJNqcTYxJyGGWrJ87JmilMOEakhJPSSdyxH7VIPfm1LqUsiwQ1WcDaVJD/c2bYUlW2HxFiLLZpNKPgzeQFjmCXYYRPpRiEGeZXR36IfWykg4JNihTwMIG8B7DQjQ1AO/Dvi1IEDfqyQ1rCEIYjVwq4BTiY9XJXiVgxepHa4CNoUduq0Et2JwKQbXYnArBrcicCkCl0K1cS0C0+TPQur2Xaa3cjReGYaCMlJVxh9++OHKlSs7d+4kf67L5XL0B3t7e9GP4YkTJ6alpd29e7e3t7e3t/cugd7eXrTp6+vrIynjokWLhvsZ0Xg98PKUsaio6Bco4z//+c8zZ87s27fvo48+Qv/aKS4uRn/w5s2b5P46Pj6+r6+vt7e3p6dn0Pcq+scMSRk//PDDrq6uYX1GrxTDTRl7Hz51Lt4HThXArsQEv15cRFML/FqV0IiGWwMcGfi1QORBiDoJUWizeQLvSlGtlcmGZfU4m8G71HMQe+45CuIv+JRHnB0m/uKB4yCCqOKI557XlULdKb+AJsYM6tBDFPyUyo8STQZiI9ZOScNGwuEKatXyQUppyj7VcnkZYodE2zJypZBr5aU7VQQRBWKTBHHRZrU07OANELIBQjYQdSloOiGoEwI7CILYjhtTSFeKL+FZJnNtEEcUNoCQIIikfChQqE4PuYR8yKkGrgy8CPkQ54gV4FUGnqvxYa8Cj1XgsQrYpeBeCu4l4FasGtdicCkAlwJwRpMPznngnAeOOeCYiznnYS7ZYCqd5FxQuu0cLbDQeIUYUsqooaGRlpaGPkwoFKIPMzY2vnfvHnoxMjISLft++ukn8ubsypUrCoVi//79ZN4ylTIGBgYOy4Oh8dphqCmjg4MD+rAlS5agV/7+97+jb+mBgYH09HT04jfffEP6bH7++efOzs79+/dTTzXIkJ333nuPGhHwxmG4KWOA7CC4VoJHNSYglMLfQBnllC22nPJnq4FTBQEdsOIYxJ2HmDPqwYfqeYeDSlPiz0ECmXd4XhVn8/rQwd8zz8qH59Tbll/AEWPPqsXZoK4UPPjwJC4ixpyAGPLu8ChxenhMJRwOZocHVHeHyyl1KThB3KsaFHZI3h2GEa4UnB3ugMXIubwN1w5x+XALBG9V44jBXRC8HoJJ+RDtlzsgsB2v9vEnUg/9CFcKriA2gzeSDwlLihAPtQFhLQjRflkOvBrgI1cKKR9WAbcSuFXAqQBOJXAqwKucwg5X4eNRCh4rgb0S3ErAvYSQD4vBrRhcCsGlAJzzwSkfnIlxygOnHHDKAadscMgCxyxwzASHDHDIxBwywTQRM0sWtxyjK6VpvFr8Dsr4448//nqVkWx/2blzJ8oMZ7FYpaWl6MW9e/ei/zrSeKKiopKSktCfnTVrlp2dHUpCuX//PkkZg4KChvP50Hh9MNSU0d7eHp3Jnjhx4m9/+xt6MTk5Gf3ZI0eOIIM/AHz66aeJiYmpqakWFhZMJvPtt99esGABsmAr1RfTHR0dw/Z8XjmGlTKu3n4VPKqBLcP4Cg2+/LecMBI0kVuDW0pJ3REtrDnV4FkJi7dA3BmIO6+K93tRrg3OCy9BPFWrI+Q60WVcWfzNSt4wC5AX1dKwEylp2LGDWgRfRBCppdWnKewQ8UJKV0r0MYg+CtFHVKE2UYdVRSlorbyC8Bgt3686QCSzbEj5ELekkE16O/FBK2bkTVmCCCKihmi5TEzwRgjZrHZ3GNClqktBy+XAdgikBGLjeYct4EcYllEgtrAJvzsUEptlAaEd8hUgUAC/Bvg1wEc75RrVAaJXJXhVAqcCOBW4dogIoscqYK8CNnl3WAJsUjssAddicC0E1yJCO8wHJ2Kc88ApG5yywCEL7LPAPhMcssAuE+wzwD4D7NOJSQOHdLBNA4MYmBvPW7mr7zGtMNJ4xWhpaZkyZQraDpNBdMnJyehH41dffXXs2DGlUjkwMCAQCNCL//rXv27dukV+hujoaPT6n/70J9TGe/Xq1e+//x69GBERQX4k0hQB4LPPPiM1xerqavQj/1kYGxsjOaevr4+MOOHz+cP1bGi8Xti9e/dbb70FAOPGjVu5ciV6saqqCtX3MRiMnTt3ohfJ77Qvvvji6NGj5GfIy8sjv1c3btyoVCqfPHni4OCAXjQ1NSVd0qmpqejF2bNn79q1C73Y1NRE+qMH4ZtvviEz6ru6unR1dQFg6tSpra2tw/NwhgLDRxmv3+v/eHkHeFZjglqMXws8FJrzm7bShNDIrQG+Avik4bQW+HXAqQJ+HUTshcTzEH9RbbP8bJYNGWdDcrvnEMQLv0T7hkOJfMa8knBJLc4GFw7P/pKCqEo9pLZUkzSRSgpPULwppFv5CGW/fJBQEAe5UpB2uI8o09unyjvEo9GJPj1UpUMKh3iozQ5YsoOo0duK59oMuj4M2QTBGyAYSYbrIXC9ypgS2EFQw3a1NGw/yt2hNxoiEFu4BgR1uGdZSLmR5cmJi0PCtowSbfC7wwrcvEyyQ2RMYRPjXgJuJeBaBK7F4FoMruTpYQE4F4BTPjjlgXMuOOaCUy44ZINjNs4O7TPBgcIO7dLALg3sUsE2FWxTwS4VbJLBJgVsU8A2Bayk8FMU/BRjl731Fl31QmMIsH79+jlz5mAYNmvWLNLOnJeXN2HChFGjRs2bNw9xu4GBgcWLF6OGaCMjI6rKmJycrKmpiWHYl19+SdpfzM3NgQhcJD/y6NGjX331FcoxEYvF5OsdHR0uLi6zZ88eO3aslpbW+PHjTUxM8vLySGLa19fn5uamoaGhqakZEhIyDI+FxmuIQ4cOzZkzBwBmzpxJhtfU1dUhHvnOO++QUd4ikUhDQ2PUqFHff/89arxEKC0tHT9+PPpeJVVGHo+HYdioUaMcHR1Rx7RSqezp6TE1NUV0UCgUkq9v3bpVKBRS+wDnzZsnFoupxZVbtmyZNWsWAHz00UednZ1D/2CGCsNHGTkV+zF2FXjV4CeMfAWm2izLVW9R/qKKTaJfKjCSL/LQHyQ/DAmNtcBTgFcl+LdCzCkQXSXSsH+dazjxGb/I76aJv5NHXiZUw0GclRQOESNUL02Jo14cnlEbNVcKWaZ3ihJ2eFz99JCiHUYRPctIOCSNKSp2uJ/giPsgAlWkUBqWEU1cugfCCMNyKJrtsHgbhG6DJTvwtTKZaEOGHQYRfXrB61VVyyoFsQMCO/CFMn50iDgiOj1EcTZNRNhhE3g3gWANCOtAiMIO64BXR7EtVw+2LaOdsidJDZExZTV4rgaP1WrskL1StVl2KQKXInAtAtdCcC4kdsq54JQHjogg5oBjNjhkgn0WOGaBQzpaLoNDJthnYvYZOC+0TVGNTSrYSsFGCrbJYCPBrJLAKgmsRGAaB/8XPtY6OarhSC8dKkJjaHDnzp2uri6ZTNbe3k4Wml26dKm+vl4ul+/cuZMMQTxx4oRCoUAv9vf3k5/h3Llz9fX1Mpls06ZNqN/v8ePHu3btqqysbGxsROHeJI4fP15TU1NbW0v+dEd49OjRjh076urqamtrGxsbB1WrPX36dP/+/dXV1fX19VQGQOMPhb6+vtbW1pKSknXr1pFe5hs3brS2tq5evXrdunVkZd/p06erq6tramq2bdvW19dHfoZLly7J5XL0vUpeHx4+fFgmk9XU1Ozfv5/a1HL8+PHy8vKamprNmzcPynXq7OysqKior69va2t7tuW8p6enpaWlsrKyq6vr9u3br/w5DBuGiTJe6H40Y3EzOFdQEhbxgG7gobdyTCDHeHKML8cECuDWA7cROI3AbQJuE3DriQ/GtUlMQMpCtcSNYx3wqsGzHJbsgMRLIEZkkdpx/HvnN2XZvOgj1b4GkiCqhx3GU44O484/Ty+kGrqJXBvc03OSMurUEI+zOQZRxyD6CB5FSbLDKDLv8CBxeniAYkkhFETVrSG5Vt41ONcGOZdDt0HoNli8FRaRwiFKw96EtzUGUzzLQRsgaD0EE4k2eI3eOsKb0gYBSDVsI9sg8aNDVY1eIwgbwRtRwzpKGjZptEfssBp4RBQ2t4ogiIRt2bNc7e4QWVLYK4FdCu4rwb0YXEvAtVjlWXYuUp0eOuWCUy7BDnPBMQccssExEx+HDLDPwOwzMHSA6JCO2aVidmmYXSpmm4zZJGOILNpIMWspWEvBOgmsJZiVGLNOwqyTwEoElmLMKgnME+Cn5WAUN4tTVLTl3H//K0eDBg0aNGi8UgwTZfQs26flUQOc5yR1Y+RbvgLj1wCvHjjNo/h1E4Rlk3xWTfIuG+8jGyWoA24zcGsxfo2qGIan0BCQ0qMc+AoQ1IFnJQjXQNQxEF8hNrmIkw3N7vjZUpbnf+RFSLhA0ERys3xOtVl+ES/Ec7DPqqcenlZRQ5WOeFxtqGtlVajNIVw1JFtSEEGMoKqGaPZQDMtkXYp65CFOELfjHHHJVjzycFAaNm5JIYpSgrtUlpSgdRC0jmJbbgP/VvBfS8nEVmeHuHxIbJaRfEgGYuO25RoKQawCbhWRa1MBnHJ8rey1Gjyo7HAluJeoxo1YK7sWgUsxwRELCO0wB+eFjtlqrhT7TLBPB4d0sEsHO+Lu0D4Ns03D7NLANhWzQ1KiBNcOrSVgnQRWSWCdBNZJYCnGrCSYhRgsE8FSDBYisBSBpQjM48A4FgxiMUvJW5x8/7LtR67RrYA0aNCgQWMEMEyU8buUTeBcDlxyAS0n+aKGQIGURYxXB5wGDX6tvl/6l2HeC2PM7RPm2cb/tCDG8p/h3pP900fx64DXCLxajC/HeIrRAoUGrlbWAk8B3GrcuOBVCUu2QSKiaFdwsvhKjg5/7f2i+o77RWGHKvv2OTWOSO1ZHpSDjbtSyDib43ioEF6UclilHS4/pIo8VIuzOQjLCc8yaUkh2WH4HrxneekuyuzEzw1DkYJIdHarjg6JKOwQouAbny5VGjYaFIWN4mx8kXxITcMmArEROxRQ07CJkmU8WUkBvBrK6aEMvIiuFBSLjTemlOFDBmKzV+GuFLcScC8Gd3KzXEhk2RSq3MqOueCQg49jNjhkg0MmOCCHCulKSQO7dMDpILFctkkGm2SwkRKTjNlINazFYJWEWYnBSgzWSYDesUiEhYlgIQILESwUgXkCmMaCSSyYxoNpApiKtRwzPwkq/TJ4tc/q3Qcv99BeFxo0aNCgMVIYDspYtvOqXnALeFar1begq0QBcaTIqwXu2vHC8q/DvTzE7/lJx/snj/dNHueTPM43eby/ZCxb9P7X4UKm72rgNgG/HuPXYOjAkU8spgW1eK8Gpwp8miHmJIiuDImy+Kx8SE78oDTsX5NlQ9bonVa3pJykJGMfw9fKSDukxtmocrAPqMXZRB6ACKIRR00+3Edoh5QOPbxkmUi0WYJmO550iIcdboEQIssGNyxvwG3LQdQ4G0oatn8H+BPaIWlJIeNsUJaN9zNp2PjpISXskDcozoaSdMhBadjULBvi7tCjVCUfqsIOiyiqYQE4F+D7ZWcyzgatldHRIaEd2qeDfQbhSkkDu1SwSyMIopRCDaW4dojGiuCF1kmYJcEOFySAeQIsSASzBDBPBLN4MI0H8wQwTwDzRD33nC/DZAbxdaZJawzEzYaSdcvqjh271vdz74OHdJQODRo0aNAYUQwHZeTKDoJzJXjWPNPjglijHOMrgNui619qHG3kL9X0lWoKUidyUxheKUxOKpOXyuSnTvJJHh0kHWcRN2+KfzZwW4BXDzw5xifM1NwaEKB35MCrAU41LNsPoqtqbuhf6YP5ZYJInh4OpobqBPH5MYeU5fKzBFHVs0x6lo+oCCJODQ+rjCnkWhlXEKlNevsoO+U9lDgbkiYSadihJDuk1KWEoNlCyIcEOwxEy+UNlOUycXRI2pZVy+UWtShsMu8QcUQB5fRQlYZdA/xBXSmD0rApcTY4NSRty+RyeSW4leB1Ka6oMaVAnSDm4WtlB2Lss8A+i1AQM1VxNnbpas5l2xQKO5SAjYRCECVgLQHcpJIEFomwIAFM48A0DkzjwTQOTJFwGA/m8bAwEcwSx1gnfxJSYSZqcslqccttc87tcCvYlNl+4sSNB/cfP3nQ/+T+4ycP+p8+pWVFGjRo0KDxemBYKGPlAXCtAi8KZeRRE7lrgNs00UdmFm3oL9ESSid6ZugKxLohS5jLvJmRAsaiEIYwnsVN1+VJJwRJMfv4/0z2LwLOWjyUkUcmpJCRjTXgJYPgDRB3Fjea/B4X80Vivzzo9PA8xJ9XWyU/J9HmtBpBjBnUmEKG2hyn5B0SoTYryLoUqpSo3qSH9+ntVxcO98CyPfgNItovqymIiCDuJKKwt+Fhh4u2qNqWUW/KoDTs4C786BAl2qiV6bXj7BC/PkTaYTPRlYIKl+tBSAiHaPAoTWoUdg3eGI4CsUl2iAiiJyUQmySIJC90LQFXYsvsWozLh0754FRARGFTCWIWOKA0bCLUxi4N7EnhMBXs0sAmFWxTwSYFbJLBNhlnh9YSsCG0Q2sxWIvBSoyzQ0sRLEgAszgwjgPjWDCOBeM4MIkFk3gwS8AWJMLCJDAVsVyyv49t5BR0Bqze4Fe2ybtkQ1j17s5jN+8+Goa/fzRo0KBBg8YrwJBTxmPXHv01fjO4yYD7TAojX4HxFcCtA27z12E8YRJTIJ3kkakTtJwVP39i6vvjcqdq5utrpb8zNuEf40P9mF4Zup7JE4Oko02jLSYKq4DTiPEVuKwooBQJot42QQNEnQDx1cE+lWfDDvE07IuUDphf3bYcd4bSMfMsOzxBOJdJBZHCDqMOE4XLh9Qr9cjlMuFKUR0dUqqWUdty+B4I3zPYkoI69EIpy2VqGrbKs0yww6D1qljsoPUqz3JAGwSQPcuD8g6bwRstl5vAuxlfLuMEsZ64Pqwl0rDlwK8m2CFqBq9US8PGo22em4ZN1KXgrpRiPPjQhdwp56sysZ1zcUuKQzY4ZRPskMg+RGtl+zSVamiL3k8GaynYSsFaAlYSsEkmFsoSNWpoKQKLRDCNBaMYMIgGoxgwigXDGDBJQOxQwyIRWygGC8nHgRXs/E0R8h3RdTuj6nZH1O4p2njmYje9WqZBgwYNGm8whpwypmy8pMGpBw/ZCzO6OY3TA3JdEj4RSid65uoFhDFTPhhbAGMyYUwaaKaBZgZo5sDonOljVwiZnll6HMm4IMn4z0ODgduIx+w9O6irY9kBEF8B0WVCZaQIhyQ1jDuvSsOOO/tCgojvlyklhCqr8gn1QYblZ9OwSe3woCoNO5I66gRRJRxSQm1QFHY4sVkO2w6h22DxdliyHRZvw9OwF22FkM24ahi8GUI2QshGPM4G54XrIQC5UjohqBOCiLUytSsFb1tuAd8m8G3CVUM8DXsNCNeAsB74dbgrhV+nbliuUQvEJvMOvSpUadhkzzIpHOLL5ZWUNOxC3LaM6lLQTtk5F5zyCPNyLjhmg2MWGYiN2WdhKNFGZVhOBbtUzC5FZU+xSQYbCWYjxWwkmI0UrJIwGwlmI8FPDy1F6C1mmQQLEsA4GgzQxMD8aDCMBdMEWCAeY5U0xjpJw1rKcMk1SFgbWbsve93B3PWHszoPZ68/uvX0Gxy7RYMGDRo0aDwXQ04Zw9aeBqeqF1PGWuA0fxvBFkr0ONkMn0Qd6Ydjs2BMOmimgSZ6m4ZppoFmFowp0NOK9Gd6Zuv7poJd9Ne6vkXAXfMCylgD3BoI2QwJ50F0CdcL488ScTZUXjhIRzyjFmfzHIJ4cjBBVPFCim15BRF2SO1KGZR0iHel7FU16Q06OkSRh0uJJr2w7URXCsEOURo2NQobOZeDNkDwRvUobPL0cB0EkheH5LSB31rwayYSbahDHB0KiboUaqgN7lmW4XeH3GqiLgVFYQ9ih6V4ybL7SmCX4rZl3JVCptsUgWshuOSDcx4454FjHjjmgVMenm7jSK6VM8AhA+wy8OWybRrYp2F2qagiBbNNw2xTwVYKtlLMRgq2EsxaAlZizFaKWSeBVRJmLcasxZhVEiBXipUYrERgFgdGsWAQBT8th/kxYBANxrGwUDTWLmWifcp4+xQt27T3/cr8y3ev3HKyeteZ6p2nq3aebjx49Up3/3//a0CDBg0aNGi84RhyyhjddhLcZOApfwFlrB/NU5hGfS1MnsjPYsVaTcgGrXTQTMc00zHNNEwzHdNMR6wR08yB0ZkfjA+JYXEydQIk4z9bHIxxm1QXjYPFy2rwXQsxpyDxIsSdo3QuD1IQ1VtSyK4UFHyoijk8AVGENwUPslE3pqjmoPpy+SBhW94Py5B2uA+W7aO4Usie5V2wdBeE7sSLUhBHDN0GixBB3KIKOwzZSKnRQ9E2RBo2PpTNsj+hHQYQpSn+reC7FnybcfkQ1aV4U+4OBUQaNv6OnMIOCVcK3pgiIywp5YNDbVCcjTuKwkY0sRjcisCtiOhZJsMOETsk07DziDTsHKJMLwOnifYZxOlhCpFrkwy2KfjpoU0yhgKxrZLAMgmsk5BJBbMmom0sibFIBLM4MIwCgxgwjIb5UWAYCxZJ4+ykem6Z+u7ZOm5ZuuxsI1FrVueZ9iOXO49d6Thyqf3Ilf2Xeob67wsNGjRo0KDxemLoKWPLCXCpAo/qF22l3w7KcYj7jJ/J8Illpc0emw2a6aCVQTBFnDhqaKZraKaDZj6MjjOdyMvU9c3QMFxhPcm7Cnj1LxAaZSCsg6hjkHjxmTI9sjHlNKUrhXCloK4U/OKQPDp81oxygBJ2SGnSo9qWn6MdorXybtySEoqGTMPejhPERVspZXobIWQDhKAmvfUQ1AnB6yG4EwLXqVIPVVXLpHy4FvyJKGxfwoziQ0nD9q4Hb7RWVgBfgUce8uQEQawGngx4MuBWEeywEjjluGHZazU+uCuFODp0L1G9gzbLZMmyawG4FIJLPrjkgXMuUbWcjb0CplMAACAASURBVDfpqZbLqGSZSMO2IwliMtglI+EQbKRgnQzWyWCDArGlYC3FrCUYisW2EmNWiWCZCBaJYCEGSzFuXjaOAaNYMIoFw1hYIJronD2Dm/eed/57PkWzhcV/CalcUrW3+dC1fRdu7rt4e++FW/su3r5xl5YPadCgQYMGDRzDQBmPg0slEco4iNUpwKvlb2GRnqL3+FmMRX7MVE2tDGIlnQ6aGZhmOqaZCprpmGYaaKaCVhaMTv5sfGCCtiBjokvi11P9s4Db8HyhkSMDXi2sOAhx5wYHYqsRRJRocxyijsGKoxB1GJYfhuWHKQriQVXeISKIJCNUCYd7VINHYVNnp1rPMmKHodvw68Ml2yCECMQmQ7Dxu8ONENSlFoUdOKgrhVKUgt6hupVxgriG4kepI+Js5Oqph6RkSDTpIdUQFw7LwbMMPzpEC2U2hRq6FwO7BHcrq02B6uIQ5R06osnCzcso7BAl2tilg10GHmrzbBq2tXRwig05uCtFhNelLEwA83gwiQWTODCJA+NYMIob65A+y7v4L0Glf1u8+osl5Z+HVplK2ko2nT16pefMzz1nfr57+ue7F2739T/979/MNGjQoEGDxh8WQ08ZW0+Ca+ULVMZa4Kz9KmyRp2S2MGNSlMukjDFaGQRBRG/x3TR6H7TSQDN35tiIICY/baKXZPqMgHh40W6aUw18BYTvpphUjqlFHuJWZbJJ75AqGXv5IUqQDbUohcg7JO0p4XsIyZAai70TwnbCku0Qul3ds7wVD7LBs2wQNdxAtC13ERUpZJbNOvAntcO1KoKIp2G3EASRsKTgYYe1+N0hj3pxKKfE2ZAlyxSC6EnG2axS2ZbJnbIbujWkXBy6FIJzIeFKQewwh/CjUMYhG+yJRBu1vMN0im05hRJ2iEJtBqVhJ+FrZYtEWECdBDAngw/jwSweFogme+T9fUnl3KiaebGK76MV38fULqneu+1M7/We+zd6H9y4++D63YfdD2j5kAYNGjRo0PhtGHLKuKLlODhVgFf14IQdngK4teC19u+hYZ6S2YK0SfHOkzI0tZC+mIZRhEbQTAXNDEwzDTSTQbNAZ2w0l8FPnyRIHven4HDgNj+HMvIVwK0GnhxCt0PUUYg+Ssk7PETpTTkIyw9B5CHVfnkQQYzYS4nF3gvhu4k4G2RM2QGhOyBsJ4QRB4goDXvxVgghy/Q2qywpQRsghMoR16vWysiwjE8b0ZiyluCFzeDbjDemeDeATwPelSJEg9Kw5ao0bD5FO+RSqKGqLoXKEVer5R2qCCJhRnEleKGKIFK7UnLwnmX7TLDLwK8PccMyQQ2pXSm2KWCbjEdh4+xQSlEQxbgZxSIRzOPBLA4vRzGLA7M4MIkDE4IgmiZq2aV+HLTaKHGNXVqTTWqzZWqza876/K4zZ2897nvU3/eo/96j/r5HT2j5kAYNGjRo0Hh5DAtldK54/mKapwDPlq/CQr2S3hWkM2M8GGljxyYTW+lnJw20UkEzX0crhs/gpzMFyRP/HBaI8eueH7XDrQG+AkK3QdRRdecyookHKQRRPekQ3y+ThuVdEL4DwndC2HZYsgNCkXy4TdWkRwZih6C8Q2qT3nrCmLKeknfYDoEdENiuyrXxawW/FvBrxseXTMNGTXr1IKzHvSkCIhObT6lL4VPTsGWq00NkWPYqU2OHnuqJNq4l4IaqllEaNpFog4RDl3yVedkpD5xywDEbQ316DpmYQxZmn4HvlNE7tkQgtl0a2CbjhmVrCWYjwaypHDEJrJLAWky4UkSwgGCHiA6itbJJHJihquUEMBPpexb8ELvGM6+dV7DOK3+dV2FXhGLPxhO379OKIQ0aNGjQoDH0GHLKuLz1JLjJwKPmeayuFjhr/xa6wivpfX6WdqifToqWVgpopoHW8/iiZipopoFmoY5WFI/JT2cIkyd8siRYg7fmhZSRp4BFW2D5IVhO5h3uh4j9sGwvROzFPcsRu1XsMJxQEMN2wlKUib2DUpSCJEOUho1cKcizjGr0iMjDoPVEV8o6VYceLhwS2iEqSvEl5EM89XANeNeDdz0I1uDOZX4t7krB98vVwKtWBR9yqoFLicLmUAnialXYoccq8FgJHmSfXgm4ryQysQnPskseOOUT3hSUaJMNTkRjiuMzjSlkaQquHaK6lBTMJhnD07CJ60NrYrNsKQKrRLASw8JEMIsD41gwiSHODWPAGKmJiWCWCKaiUdYpn4VUuuauD6vetlS2dUnV1qU1u1dvu3j9Ll2fR4PGa4eeh+daDiYodkQ17oltORzXfDi+5WD82oNxr3xaDsQ3H4xvPRzXcjh+7dG4tcdi24+Jb/edGekHQOMNwuPeE4qLncuvbRN17xb37BN17068s0N0a5f49i5x927Ry8ztXaI7u8Tdu8S3d4tu7RLf2pXYsy+pZ6/4zo7Y3t3Rj04VKZ+88ZkbQ04ZIzrOgpv8hY5pbtPMoFyH+L/wciZ6R7LStLUyKVvpZ0YrHcZkTx8bHsDkpU8SSse/HRQJ3JYXLKZrgKeAkE34Zjl8NyzbRVEQUdjhdrwuJWwHhG6HxUTVMiKIi4m7Q1WizQaiIqWLWCujQZvlDggkilIQQfRrw5fLvk3g2wzeTeCL0rAbcEsKSsMm25ZV7JASiM0hwg69KomwwwrgEMtlD0qNHptIPXQjKlJci9VOD/EyvXxwygMXQjh0Qn16iBqikmV0ekiMXTrYpeBHh+ju0DYZbFLARorZSMFGglmLwUqMWUs0rJNIdogSEME8DoyiwDgGjKLBMAoMY8AoFkziwTwBFohgoRgWJOmxC8yS2pbX7k1tPZDWekDasj93/bHd59/4v1o0aPzP4/7jG7KNiYtXfW0uAuN4sE4Fl0JwKwbnwiEZpwJwKgD3YnAvBbdV4F4GbiUgav1356mkh09vjfTDoPFao//OyXOdMXsrHDfF6HcEwc5IOCmGCxlwWgonRXBMBCdEcEr8UnNcBCfEcEoMJ8RwQgwnk+BCGpxPhbNSuJICN/I077Ra3T+Wrxx4g4tih5wyJm+6Dpw14FH1AspYr8GvWxDzNT9tPD+ZJf5+YuaLFtN4NOMYycfjfGOZvAwGR/zudH8RcJue82nJW8agjarCZTwNm1Kpt3g7LNqKNyyHoK4UUjhU3ymrbZbXEYblVlWijV8LPtS6FHK57F0PAqQakjV6lGpsVRp2NVGmh4RDxAvLCeGQTMMuBfZK8FgJ7BJwW4nXK7sWgxvRleJaSKlLyQMnlGiTi+cd2mcSVcsZeOqhHYUa2qWAbTIxpDeFkAyRamhNHh0Sp4fWSWApwrNsDGPAIBoMosAgCkzjYaFojJV4jHWShmXSKOvUj4Oqgip2lWw6Vr7t1OqtJ1dvOdl6+NrNu/S9IQ0abxYeN+wTe2f+6/sg+Gkp8PP0AysnhyhmLG2cEbl2asTaKeFDMEvXTlm6dmpE6/TItsmRHboxXVOjOqfwa8ChBHI3WdzpuzjSz4TGa4o7l/e2Jny92gOqBNAVzTiaOf18/vSfy965L/+wt+Kt7tXTe8pm9pbP7Cmf8TJzp3xGT/nMO6tn9pTPuFsxo6d8Zl/Nh/dlf7pfqfe07u2HsqndOXArd0x364KHZ2tG+pH8Tgw5Zdxw+uHb4euBXQW856V5cxXg1fz9CneBWJ+Tq70oVCd94tiMF1FG0MoDzaj5E7zSWMLUsTaxBjp+hS8M2cEpYxcs3gaLt8Oi7bCIPDokVUMkHG6CoI0Q1AVBnXjwYSBKw6bG2bSqjR/hR8EJYiOxWSa6UhAvRF0pAgo75FTjkYf4xWEVcCqAU0koiOXPr9FD7JBNulLIquUicCkCZ3RuiBqWc8EpF5xziVCbbJwaorHPwBVEO7RfTsUblnF2KFU7N7ROAmsxWItxjmhJoYno+tA0DoxiwCAKDKLBMAaM42CBeKythOmUOskxfaxdKss93zipI7vr9NoDF9YeuNB04ELLocuHrtwd6m85GjRoDCn6n/YVtHv/QwBf88FZxODnTvYp0Q2smBxSN2152/QV7VMi2vSGYiLb9SLa9SPa9KK73pZs+2f6LqPMfSapu/4Z3sYSVEF47WdNh+KfDtDXzTTUcPvy3orQT9LtoX4pa1PCtH3J005lT79UOK234u0nte/fr57eVzX1XuX0vsrpfVXTXmpk0/uqpt2rnN4nm/awenpf1YyHNe8+qX336ZqPle0/KdebKNu+7q+e9nM6XMnXfXBGPtIP5vdgyCnjo36lRcE+cK0CzgsKYLiN0wJzXBM+46dO5OayYq0mZWOaGTDmWdaYA2Ok74zzj2RxMlh+Uq2vwrxGC+QvrpmWA08BgevxRJugjRC8gXAur4fA9RDYCQHrKE16HSq3ckAbBBBp2Eg7RLZlFHbo3Qg+Dbglxbsez7XBOSKRhs0lulLwQGwi+JC0pKDxXIUXpaia9Mi8wxJwKwaXInApBNdClXDoRFBDxxxwJtfK2YBcKXhdCqEd2mWAfRrYpoFtGtilgl0K2CCCKMXPDdUIYpLKtowXpSTisyABzGLBOAaMYsA4FozjYEHSOMf0KR5Zb3NzpnPypnnlfxUmD6ve33zo6q6z13ecubHt9I3dF+78fPfJUH+D0aBBYzjx6Env6g0h3/Dhe/5YlwR9t2SWR5aesHhyQKV+6JrJsV1/StjyefzmvyRu+fMQDPq0n6fvXrjqSHjVUVHl0YTiAz4pO76O6ZrquhKCq965fvfUSD8hGq8Rbl3YXRI0R2IB1Yv11q6YujFef590yomsmddLpjysnq1s+XKg+a8DjZ8+bfj0aeOfBxr+8lLT+JeBhk+fNnw20PDZ08bPBho+HWj8Qtn+o3IbV7knVLlrkXILR9n2w2PFrJ/zsbM52vfP1I304/nNGHLKqFQq+TVHwFUGnoMcMHJcd+TWY7yGHyLtBElMz2yGT7qO6IdJWaM1M9VZYyaMyZgydqmQ4ZGlK0wZyxG/MzMg4YWhjDhlrIWATgjeCIHrVIHYqtTDdqJPDxmWSVdKC359iBJt0AgbQLgGT8Mmu1LQ3SG3hpJoI1PlHXqRnmXkSlmNnx6yUSA24VlmE7ZlJBniuTaFuDcFr1dGZXrZlDTsLEreYYZaaYpdOthSQm3IyENrCSUQm7JWtkhUjaUILBBBjMMDsY3jwCRByy51Bjf/I7/iT/xXfuRf+klwuZmkPa/r3KHLd05e7z5+ref4tZ5Ldx48od0pNGj8T2NA+bTjYOGPAaN+4I2xjdCzj9F2Eet4ZeoJCib7lumHNuhLtvy78IBXwQFOwQGvIZn9HgX7vcqORjSeyWo5m9t4NldxMrVgv3vcpneXtep6l0/IWW/X9/j6SD8nGq8F7t84sCr0zytMoMSHKQ/Vb4rU74qbsjNp2tH0aTdKJj+u+1i5wVa52V25yVG5wUm50Um5wfGlZqOjcqO9coODcqOjcoODcoO9cqODcpu3cn+U8nCi8lCccl+Ecgtb2fTXB7IZ51LhZKbuwyubRvoh/TYMB2Vc3nEREzSAF+mAkWP8WuTwwPCTviaWb7FN7Jc+0nFemQxBut4KK4b0nXEZTK2siVrZkzTTGFqi98ct8mNyMnS5UmagVOvfy9zHCGqAt+b5fBFRUuEaCGiHwHXg344HYvtRjg4RQfQhwg6Fa4jN8hrCs0z6UdCQWTbqBNGLWCurJR2iWaVSDd2Kwa1YJR+6FoNLMbhQUg/RfpmwpGBOOZhjDjhkYcibYk9GHmYSd4dpYJuK2aViKnYoIWzLeL0y7la2TgIrEViK8DRsCxEsTISFIliQCOYJYIaibYh0G0uxHjv3L4vK/h1R9e9lsn+EV/1fVF149f7tZ3qvdPdd7b5/pfv+1Z4H3XS2DQ0afzzcvnchqtjq746wcJGOdYS2bRTLKUGHncLiZul4l+guqtWVbvt25ZGQ0sOLVh4KXHko6NVOyeHglYcCVx4KrjwW3Xo+u/1CcduFwqZzeWVHIxI2fRLeqhukYLnmQvWO4JF+TjReAzy9t7N4QYwpJLszSgP1KoN16sL12qImb06Yuj952qV8/Ud1Hyu3eCi3+Sk385VbhMotAuUW/kvNVvSOQLmFp9zKV27hKbdylbuClYfilEekyqNS5aE45c4AZesPj6qnXS/UPZCAXVoXrFS+Sbu44aCMJ271f5G4GdxlwK0BnhzjK4CnwHgK4Cswnhzjy4FfB9y294MlbNGnftIx3FSGZ5qub6xuFFc7wWFigtPECB+mIEHHM01XIJkQJNWyif1e168QOI0v5ouIMjaAHxGI7UetSyG0Q0QQUVcKvw74cophWQ48OXARQaxWi8LG07DLCO1wFb5f9qC0LbNLwb2Uwg4LwSUfnPOJQGz0fj5RppdNuJUpg9elZIBdBmabhqG8Q1uiT882WRVkg0pTrCRqt4borXkimCfAggQwT8DZIdIOTePBNAHMxBMcMz4NLpsfV2subjQTNRonNrjlri/aePbcrUf3Hvbfe9h/92H/vUf9tHxIgwaNAeXThh2p3/LHzeNPMg/Wtghl2i7XdohjOYtY7FRdXr6ef6Ve9Lo5abvnZe02ydxtkrnb+JWOUcYuw4xdxhm7TYr2c9ecyWq7UNx2objpXH7ZsfC4DXNCG5khtdPccsfE13935z6dvPNHx6O7V0qX/DnCBLIFesW+OmWBujWLdBuX6XfGTNkumnI8Q/9O5XvKdQbKThPlOkNlh5Gyw1C57iXHQNlhqFxnrOyYT/zyJ+VGW+XeZcqjKcojScpDCcodfk+bv+4p079RMuNY6oRtIt2eC2+S0DgclFGpVC4s2Auu1cCVY3wFxlMAT4EJazX4tRp8BcZXYAI58BowbtunS+LZojlByRrekrG8VAYnleWZyvJMYXHStPkpk7yTxgZLRzkm/GNmYBpwG4FXiz3bKEM1TQsbwLcRlw+F9URXSp2aK4WvoDTpkWV6iBpW4Ik2XuXqUdgUaohiDsnIQ9diyma5gIjCJuRD5EdBkYdUgkiG2tilg10qPogX2qaAbTJmk4LZpIC1hOhclmDWEsxKDJYizEqMoeXywkQwjwOzeDAjErBR6qFxHJgkgHEcmImncop+jKt3yWpj57S7ZrW55XbGNRzade7uozfpHzk0aNAYMVS2S/7hpGHoPckskLFwMdNqKdNuBcsxjuWaxPJK1+MX6Yco9Je3z1jeMTOybforn+VtMyPbZoa36sV2fpa/x1N+Kr7hbLbsZEzmHsPItumL6vQCZVMFxTr2KVC9dclIPyoaI4qBJ6c3ZaSymVG2ozK5OgVC1kp/nfIg3drFes0R+l2xU3ZKJp8vmPm49uNHNX+6L5v1QPb2/aq378veeampmvVANuu+bPZ92Sz8lep3H9R82N/6k3LvIuWBWOWeUOU6k4c1s35eOe1i/owjadpdK8ZdbA9UPrk/0s/r12KYKGPqlhvj/ZvBSwb8WownR+Ii2kpjfAXwajC+HLhrgNP2Xki6ecy3PpJJ/sljvCXjfCUTfCXjvSXj/aWjAqTjLGPnTffLAU4rcOs0BPL/RhnriOVyLfCIuhQyDVtVpkdGYRPeFI8yFTVUdaUg1XAlvmImvSkuhbhwiIpSnAhvimMWUbU8iB1m4m3LyLOMxgZNiuri0FoK1klgkwTWEuRZxqzFmDVRtWyeACaEZIgHYseBURwYx4JpHJgkaFinfrFY5p7XGbx6U3DZFv/SjYsrd1Ruv3izjxYMadCg8XtwrftYeJ7x/3MbZejDNPZjmAVqWyxhWS7Ttl3BcopnuUt0PNP1BEW6/hW6/hV6/hW6r3wCKvQCqvT9K/T9K5mha6bGb/h36nazpC3/L6J16qI6VpBsqv/qKbwCbZtEjaquZSP9tGiMJAYeda9J/D7cEKRsvTRPVjafVeijs9JfpyJEty5MrzVSf1305P1pM2+s/tO5/Okns6eczpl6KnvqqZyXnTN5U07nTCU/25WS2ZcKZ1wu0HtY91X/WsP+pm/uy965UTLlQsH0E1nT96XM6IocuzlBp+/67pF+YL8Ww0QZ+weU/5Rux6N2uDXAr9VAm1+BQkOg0BAoML4cQ+XIXhvGCeWfhwaZxxi7Jf5LIJksSNL3EP3VPHb+X8P8xgvl4NkGXAWG+05+YTGNBoUd1gCnmuJKqcTlQ88yYqFMaoeENwVVLZPsEHlTEEFEYYd45GEOEWeTg+dgo7EjhUMUZ5NOLJQRNUwGm2S8W5nMO8S9KWLcnoIybixFsDARTOPBOBYMY/CuFKMYMIkD0wQwTwDTRDBP0mMXGIvWLqvZJWrYnbBmd8yafZmdxw9e6hue/3Np0KDxR8Daven/J4AfPMcaeDONfBimAcwFIawFS3SslrFso1gOcSxnMcsjXYeXq8vN1efm6r3y4eXocnP0udlTeDl6gkKWd9lE30ot/8rxARVTfFZPFa6cLCjUY2cwrWI0ZOtXjPTTojGS6H90V5ZgGm4EUg8dKZuVzmHlCFgFPjql/rpVQbq1S/TWhOtvTZp5ruDdPcnTtyRO2S6askM0dZtoysvN1G3iyVtFU7aLpm5NmLItceqJ/HePZs3anqh/LE33bPak83naZ3OnnMyeejh92l7p1F2JU9sjNOsi37p18eBIP7Bfi2GijEqlUrrxqqZ3I3jKMJ4c+LXoWBATKDC+QgPfEcsxvgLj14BXC3hsmiCsnxFY8m5Q1LtBUbMCcyf41IHnRvBqAn61Br8G48uBU4PxXxDcw1MAV6ZKw0bscFDkoSeFHbqXgHsxuBURQ4TaOOcSk4dTQ7WulEyiKyUT7DMJwzKhHaqisJPVPMtWElWWDXl6iMYClenFgCHqSokGo1gwTQCzBDBPgAViMBdj1imfhsgCyncUdR1ZufFY4YajRZtOth66fruPTsOmQYPGEKJle8H3nPFzuRN+4msbCLWN/bRN/LUXBDEtFjMtw1nWkSz7GJazmOUq1XGT6rhJdV/5uEt13CQsF4mOm1SPnaLrlanLydHj5Orx8/X4efoemXqeGZPdU3QWrhgTkPv52Ztv0okYjVeL/oe9sgTjcBOQeOhI2KwUT1YGl5UtYBX6sFb66pYH6FQG63bGTD2eM3t93LTmSP22FfptKya3R7/UtEXpt63Qa12h3xalv3a5flvU5IMZs/amvNUSqbshYfI2kf4u8dSdSdN3JE3dljhlc/zU9dGT60PG1Ia/dfsyTRmfQe8j5V8St4JHDXDlGI8UCPGoHXxbzVNgfOQ7UQCnETzbwGMzeG4CdhtwmogVtkKDrwCeXAOpks/hi7XArQHPcqJhWf30cJB2iMr0yKIU5zw8BxsRRFw1JORDe4p2aJuhSrRBBNEmBdXo4TtlahQ2HnYowo0pViKwEsHCRDCLBcMYMIwGo2gwjAbjODAXYVZJWjbSMTYSsJbosPMXSDtzOk+s2XNmzd5zit3nmvZfPHzl3rD9v0aDBg0aCK3bC//jOf5Hzvj5Qu35AqaBUNvIl2EWyFgQrL1wEdNyKcs6gmUTxbKL1bGPZQ3F2MXo2Mfo2MeyHOJ0HeN1nBJ1XCU67ik67lIdd6mum1TPVaLrnKi7MGL83FCo2Rk60g+MxojhyaO7CpHJUgOQeOhIPVgSNivFi5XBYWXzWQVCVomPbom3XuOyyfvSZzRGTK5erFu3VL82VLd2id5LTl2YXm2ofm2onnyJfl2Y/g7pzM2J06sWsZojJ7etmLIuZnJH1OSOqCnt0VPalk9pitQv89WSLZl55/L+kX5gvxbDRxmVSmXtkTta/s3gUaWBaOIvaIQ8OdGYQjJL4kKRuF9UHTLyCerJJyijZwWwS1TLZdyPQlYtI7dyHjjlYs65mGMOOGZjKPXQIYuo0cvEo7DtMsA2HezSMds0sEsDuxSwlYJtMmabSsiHyeS5IViLMapn2YrgiygNG9WlmMSCcSyYxMFC8Tj7FB23zMnsbB33bJZHzheh8qXVB1oPX9168tqWk9c2nby25/xtWj6kQYPG64DWnbn/4Y77zmusgXCSgYAxX6Bt4M009mOYBjDNg5gLQpgWS7StlmlbR2hbLdO2ihiSsUZvI1k2K7Rto1h2sSzHeG37GB3HOJZToo5djLZ1pLZtzARe7rQtJ0pH+oHRGDE8edyrSDIOM4Aktq7UgyVx15awWSke2ulerCweK5evk8NnVS+ZvFUyUxaiv8pPpzxYrzxQtyzg5cZfryxAtzxQryxAd1WAXkWg3ob4Ge2xM4p9WTXBerWh+rXh+rVL9eqW6teH69ctnSwP1SvmjVoZ/NbNSwdG+oH9WgwrZXz4VPl15l5wlwFHriGoJbJs/us94i+PHHg1eO0KWnl7VYFrMbgWgCuRd+hExtnkEJYU1JiSRUnDzkS8EMNPD8lA7GQiDVuKK4hWYrAWg7UErESADMuWlOUyuj5EiTbGcWASBybxYJqgaZ8yhZP7nnfhez6F7wgKPwost03rWrX1wqErt49dvXPkyp0jV7sv3n5Am1No0KDxemLnKZllOOtbT01jX6ahD2O+gGEoZBj6MAx9GCZ+DJMAhlkgc+FipmWYtsUS7YWLmK98LJZoWyxmWizRtgjTtgjTtgxHJFLHZoWOTRTLKpJlHcEyWzzRLFRzVVfgg8e9I/3AaIwY+h/drRabhBuChM0Su7MkbFaSu3aSOyvZg5Xmxcrg6KRztctDJm9MfGtVgF4en1XkrVPk87JT6KNT6MMq8tUp9GYVeOsU+ei0R09vXj49h6e9yk+3IlC3Iki3Iki3Kki3Kki3LFC31Fc3231Ugd/kmxf3jfQD+7UYVsqoVCr3X3vwSdxmcKkCTg0ICC/zywySGPHPUwtcObgWEUUpyK2cDQ7ZqhBsfLOcpl6Ugg+uHVrj7BDD/SgiFGeDp2FbimAhZcg0bMQOjeMwS+lkz9xPg1Z+uaTs70vKPl9U9m10wwrF4R1n71y+03f5zr1Lt+9d6X7Q+5CWD2nQoPHG4MHjSLm97wAAIABJREFU7nS54BvXUQZ8xnyBtoGQYSCcOF/IMPBmGPkwjHwZJn4Ms0CGeTDTPJBpHjQEE8g0Q+8EM82DmQsWMS2WMC3CWBZLWYhELgxlGflNnOsL1RujRvpp0RhJDPTfXZ9pFG0GiW4sKZuV5M4Su7GkHqxkD22JOyvFk5XsySoN1O+Im17oq5PO0c7ms7IFr2ZyhDrZfFYWn5UjYDUun1YXPjWFzcwX6CBWWuyjU+ytU+KjU+ijk8tnSlxG18f+/cGt0yP9wH4thpsyKpXKDRfuzlraDs7lwK2BX0jJ+c2ssQ74teC+ikIQM4kmvTTCmJKGc0TVTjkZzzu0loIVSrRJwlDbsqUYLESwIJEYESUNOxZM4sEkHswSJzhlzglc/UN0zfz42h+j5T9G13rkbSrffvFS98PeB497HzzuefD43sMnT2n9kAYNGm84qjuT/uGMzeczDL2ZP/EZhkKGoZBh4M0wEDKMvBlGPgwTf4ZpAMPEf0jG1B///KYBTNMAppk/0yyAaRrENA/SXhDMNA/WNvHX/sl7rG2k3roDeSP9qGiMLJ5c27I83W1MpOW4ZE8dKZslZWtL3HWS3FhJbtpStrbIVbvIV681enqOUEfqoZ3GZb2qSeey0jisVC9WOodVt2xqTegUkZt2JpeVzWdl81g4N+Wzsvk6EufRYifNMztKlANvjH40ApRRqVTWHb7FDGgGpwrgvJLFtAL4tcCvA/ZqsM8Eu9TBVcso1Aa3LUvxdBtkW0YmFSux2kLZNB7MElSRh8ZxYBwHRnFgLp7KKfwxpt4utdk+tckurcUxa138msO7z/c+fqIcUOJDgwYNGv+LGNh9ssF5+Qf/dh1j5K09X8gw4DMMBAwDIWO+gGEgZBgIGUY+DGNfhpHPUI2hD8PIl2HsyzDyxd8x8WWY+DGN/RhGPsyf+BO/5YNIZvVY+XCknxWNEcaTR3dqY/4VbghiD5bUQ0fCZondtJPcWVIPVpK7drwzM1+o17x8egZPR+SmnezJeiUj9UBvtSVsVrIHSx42pWrxlHgXZrInK5XDSvVipXqxUjmsVA4rxZMVbQVFwnHdFzaP9KP6DRgZyqhUKjM3XdfybgSHcvD6NfGKv6wy1oKgHrwqwCFT7e4Qr9RLwt+qcm1QnA0lCtskFkzjwDgWDKLBMBYMY8EgbrRt2hdLql2zO3xK1nuXrOcVrV9UsUu+89Jd+uCQBg0af1A8rVi//AtHmMedZOynbYhbp1WU0dCbYeSNvz8Ug+/BvRkG3gwDb4ahN8MQf5FpwGd95zXGIlSvbU/+SD8lGq8DnlzYLJLYa0Qs0JB66ia5ayMfTJK7dpI7M8FFO99brzFyehpHJ8FFW8JmvZJJctdGb8VuLKk7qyZ0SsWiKdGOzCR3lsQDH6kHS+qpE2OnGWsJB6uclP3XRvpB/QaMGGVUKpXl+26+E9EB9mXArn4JvlgHgnrwKAO7NLCkhB1So23ME8AkFozQxOBjGIO/YhgLpqJp3JULk9uWVm2LUuxcrti5rGZHTufxI1femBofGjRo0Bh6DJz8uUuY8vEXdmAoYBj5shB1MxAyDLwZ84UMQ5/ho4yIp84XMgyEzLlc5jwec24gSOoXPlE+HumnRON1wW5F8AoTiLIeneypK2GzkthMiQcria2d4MTMF+o1Lp+e5qWT6KKNgnheOWVUhE2pXDwl2oGZ5Eb9MJ04B63l5tCcbvmw79ZIP6HfhpGkjEqlcvfle5/FrgfHSnCVAUcOfAXGkwNXPUCHrwCeAuPKgSfH+LUafCJMh68AQR0mrAePUrBNBosEsBTBwgQwjQWjaDCMAeM4MIoB4xh8uWyeCKaJYJIA1ql/D1UsrtyVs+5QbufhrHWH87qOrzt64+6jkX0YNGjQoPEG4Nz13a4xsz+zgZ94DCNvpqGQMV/AmC+YZOjDNPJmGnozDITMoaOMht4MY5KVChgGAuZPPMYPXqMNFsHSqr+durlhpB8PjdcKfTsqeVELYIXVqCS2rsSdJfVgid1Z8U7MXIFeY+T0dC+dRFdtqQfrlbDGJOIdsTtL6s6Sh02tWDQl1okpYbMk7gRftB+3YgHUxv3nfs+VkX44vxkjTBmVSuWJW/fdy45qea8Bl0pwlwEXr5/GBLUYGbjIU2A8BcZXjBIoMLyWuhYT1AKnCmyzwTgeDKNwXmgSD2bxsCARLJJggRgWJOl7Fdmmrc/vOiHffUa+64xs55mG/RdPXaflQxo0aND4nbhwc7dbwoef28J3HqPn8sYZeDMNfZiGQm0jb6aRr7aBUHuIKKORN8PImzFfwPiJN2k+n/ETn/G9l9a3nhrGi2GZ7LNzd7aN9IOh8Rri/i6ZMMEaoi0h0XmChM0Su+kkOGvneus2rJieji+mdV6R0KgjdmeJ3Vhid1ayB6s6bFr5oslxTkwJW0fC1hG5MmKtsHhbaExb8PDO2ZF+LL8HI08ZlUrl46fK1uO3/iHeMtanHjyrgS0Dtgy8aoAnxwS1wK8FvgL4tRhPDh4ycJcBuwrcysGhCGzTNKzE4+2lE50zxjmkjXfK/Ney2uV1B5sPXuo6drnz6KV1R6/sOX+nl76EpkGDBo1Xip97T4sV7oYBE7/1wr71HPU9Z9R/PEZ9x9X4njvqW49R33q9+vnOS+M7r1HfeY36jjtmLn/09xyNH3ijF0Zo+ed+0HWw4FbfG5NUQmPY8fDk+rhVfiyx07h4+9EJNmNWWI1K99KqW8pIctaKthmT6DAm0UEz0X7My0yCw5gEe81EB814u9GxdqMTHMdUBk8q85+43HJ0ot3oRIfRYpfxRb56O8udHvXdHOkH8jvxWlBGhCs9j7ed63Eq3j9lcbNeSNNE30bgysFTBh4yYMvAvQo8a7QDmmctbZoRLJsqLP2T3yrnjHUV288fuHjz4KXb+y/cOnDx9uU7D0b6fwcNGjRo/CHwRNl/5ur+7BZv+2Uz7Za867zsQ+dlH7pGfuQS8cGrn8gPXCM/cAz7wD36w0XFf4mq/TK0/JNFq+a0H0671XdqpJ8EjTcAfTeOHm+PkC2ZmRfwUZbvnNVhn66X/rU09JO84DmFi+YULppTGPJys+ijwpCPixbNKVz0UX7wnKKQOWsT/1wf8+d0n4/yA+aUhc7eV2HTe2W38knPSD+J34/XiDIi3Hv09MKdB4dv3M/ZcNkya+dX8ev+Ftv+2YqWj5euWZi2tfnQrUvdDy7evnfhZu/lO/f66DRsGjRo0BhR9Csf3uy5+POdy7e6r9zqvnKrZwjnZveV271X7j661vfk+t3+q72P3rxrMBoI93rvnjpx8uDBg/sOHDh//nx/f/+w/Gf7H/ZcvHvnyt07V/u6rz7svdrXfeXeK5q+7iv3uq9Sf/mg5+r9nqt371y5d+fK/Z5LbzRZRHjtKCMV9x897X3Y3/ugv+fB4+77j+4/ejLSXxENGjRo0KBB46WwfctmZ0f7j957/8P33ps96+05H34QHhZ29erVkf66aPwXvNaUkQYNGjRo0KDxv4SG2trJurp6uroe7u4JsTFLw0L//c03AGAwb97FCxdG+quj8UugKSMNGjRo0KBBYzhw4tjxWW/NnDhx4tqWteSLd3u6nR2dAMDV2enpE3qd+PqCpow0aNCgQYMGjSFH/+PH/r4+ALAsLGzQb12+dGnG9Oljx47btIFO1nx9QVNGGjRo0KBBg8aQ49qVK+/MepsxYcKubduf/d1g/wAAWBQUNDBAt/K+pqApIw0aNGjQoEFjyLFn1+7Ro0d/+eWXd3vvPvu7sooyALC0tBwu9zSN3wyaMtKgQYMGDRo0hhzNjY0AMN/A4MnzDhblNdUAYPUHpowH9u8L9vezMDOdP/dHQwPDxUFBhw7sG+kvSg00ZfwN6Hn09OcHT3seK0/c6lfsv1m648aOiw9uP1Leeay89VB5++HAzw+f3uh7evfRwP1+5WM6MpIGDRo0aNAgsHHDBgD49j//uX//OZ29NTIZAFhZWf0BKeO9u3fjoqNmzZypq639xed/+c/X33z0wQfjtDRnzpieEBv7+MHr0lFCU8b/jruPnp6+/Thv09WvYjtnhTTMXrZuevh6RlD7+MC1+ks63lnW+U54xzthLe8saZgVLJ8VrPjnipa58e3s/O3Fmy80Hbyx5cydEzcfnL7z4OTtBydvPjh588HxG31nbt2/3PO499FT+mSDBg0aNGj8EXDy5EmWNutPs2dfPPucdsf4mBgA4PP5A0//WIrLwMBAzPIIDIMvPv98XVvrzz//3N3dfeP69RqZbOrkyRiAOD5O+Xrcd9KU8ZfwaEC551KffdFull+jprAJPOvBow486sCzDrhrgNcAnDXgUQceteChAHYtuNWAaxW4lINrObArtLhVE/iySYIKlrCS5V3F8q5kCStZwgpt/uqZfpWfL220zdwibTu5cvvF6r1Xtp65ve9iz64L3TvOd+863737Qvfhq/dO/dx34faDh/2vxfcKDRo0aNCg8bvR29NjOH8+AGSmpw/6re7bt//x9y8AoKZKNiJf2whi146dM6ZNe+utt7Zv2zrotxrr6ydNnDDnww/Pn34tWjFpyvhCXLjz0K/m6Cg+QRD5DeDT9KvGuwmEDSCoB249eNWClxw85MCuAXYNuFeDuwzcKsG9AtzLgV2GBnNfrcEuHcUu1UDjvlLDrURfWPWev/zv4U0h1YcyOs8UbznfdOR667HrzUeutRy5vvbI9aZD17pO3NxzvvvEtbt3acGSBg0aNGi83qiprgaAv3z22akTx6mvSyUSADA2NLh/v2+kvrYRwcDAQJC/nwZAUIC/UvnMj/GBAUdbm7FjxiTExozEVzcYNGV8Pqp2X5kV0g7udcBvBJ8WzLcFfBp/LWXEpxn8WsG/AwI6wbcdfFvBrw18W8GnGXxawKcFfJpA2Ai8NcCrB14dcOuAUwecWvCSg1cNeNaAZzV4VgG7HNzKwKUUHEvAoRjsi8GuEOwKwbYAbPJGuZdO5ld9srjBtXBnWO3h2KYjBZvPlO24ULL1bMn2cyu3n1+55WzF9vMtB65uPH7ryu2HNK2kQYMGDRojhb579/x9fADgow/eLy0u3L1rx5ZNG4MDAgDgvXfe2bF1sMz2P4/+/v7/9+9/jx83rr2l+bkfUFxQME5Ly9HRYZi/sOeCpoyDMaBUirouAFsBLtWYX4uGbxP4NoNPM/g0gk/zb6SMayGgA4I3QvBGCFwPQeshcD0ErCOmEwI6IWAd+HeAf7tqfNeCTwv4toDPWvBrAd+14N0IggYQNgC/AfhrgN8AvDXArcW41eAlA89qcK8Cx1VgWwT/n73zDmvq/sL4ewGJC/eeVeuutbZ1VFttrW2ttloVENwbISRh7yECTsBRFVniBreMhA0yZE9RUXHvvcGJ9/fHvbm5N7lBnNifOc95eEJyk3xVkA/vOec9RqGYFIIJgdAPxqQgTAzAP/6YFEhM39LSbPdvPocWbi8Q7yrylB5bnXDCL+GEb8IJ38STPnFl6w+d2Z1zMaLgyskbFS81XKkJTfzH4+bNm1Kp1N/fPzAwMCMj4+nTp7V9Ik1ogo6nT554LfZo06oVAL369XS1tADoT5iYn8Nj1vh/Hy9evPh2wICmTZqcOnmC94LUlJRGenoTJ0z4yAfjDQ0ycuIlSTpIz2LOQcyPICxiIYmBWEaIYyCJJURvIjGKpHSFWiSFVTLss+GQA4cs2GfCPhN2h2FLZQZs02GbBts02FCZCutDsD5EWKcQ1odglUJYJRPWybBMhlUSrJNhlUxYJRKWibBMICziCIt4SOIhjoMohjCXEkIpzKIJYTTMpDCNhkkETCOw8CDm78PcPZi2E4abMSkE/wRh3Eb8HYBxG/H3Bvy1AZOCMHWLzsztX7vK9DdmTQ3OttxV6Li/2H5Pke2+Qtt9xTZ7ihz2F/vGHN+ecbb40oOHT6seP9OgpSY08SlGeHh4//79tbS0OnXq1K5du4YNG/7222/Jycm1fS5NaEIRpUdKAjYGrPLzW7fu39gYmWpJ9jOJZ8+efTdgQNMmTcpPnuS9IC0lpbGenv6kSR/5YLyhQUZFPH9FOsWexYKDmLufsIjRktBiISGWEWIZxLFvpjJSvCiKhlgK2zS4FsK1CC75cMmHcx6c8uCUC6ccOOXAMQeOOXDIotMxC45ZsM8iHDLhmAWHLMIug7DNIGzTCbt0gsJKm1TCNg3WqYRNKmFLUSYFl0mEdRKskgjLRFglEpaJhGUCYZkISTwk8YQkFuIYQhwDoYwQSgmhFMIomEYQZpFYeAAm+zF/P6bvgNEWTNqE8YEYF4hxAfjbH3/7Y+x6/L0eBiGYua2bY+SIlUm/rEycsCF1zpas2ZszZwYfnhF8eEbI4Xmh2Y57ipdGlB4svHqnouqhphKuCU183PD39wfQunXr0NDQgoKC7Oxsd3d3AI0bN05KSqrt02lCE5rgxMuXL4f98EPDBg2y0jN4L9gaGlq3bt2pU6Z85IPxhgYZFeGXfgWmUZgXQUhiIYmBREaIYwiRFJIYLXEMRDKIao6MMRDJ6Fq2eTQkMjgchnsJ3EvgXgS3Qk66FsKlQCkJ1wIt51zCJY9wyYdjDuGUo+WcRzjlEhRiOmTDPotwzCYcs2CfSdhnwo4SL9Nhn07Yp8MujbCTF8RtU2GbSlinENYpsE4hrJMJq2RYJRPWibBMgFUiLBJhGU9YJcIyAZI4QhxDiGQQxcI8hqBq4sIowiwCCw9i4UEs2I/pOzF5KyZvgX4oxodgQggmhmB8EMYFYkIQjDbBOFRPuPdbr/jB3vG/+Cb+tTZl7JqUMWtSRq9J/nNNyoR1aWabc512lQSlnjty+eGV+y8fP6/tf3tNaOL/ItLS0gQCQadOncrKytj379y5E0CnTp0uX75cW2fThCaoiJFGTzY0CN+1myTJW9eve7q5WVtaX770+X5lCk1NATjZ2vI89qrKyNBQt06d5d6a8ZdPKbbkXqwvkWLuAUIcA7GMkMgoTQ7mUkLE9DK+YWGa0hrFMRBGwiIGrgXwOIZFpVhUgkUlcoI8Avcj8tusXHSEcC8hXIvgVki40R8J10LCtQCuBYRLPuGcB9d8uOQTLnmEcx6ccgmnXMI5F065cMqFYw7sc+CYQzhmEw7ZsMuiyuKEbQbsMrQcMgi7DFBMaZNO2KbBLh22abBOIazTtGxSCetkwuYQYZ0M6yRYJxNWtHJJWMQTlgmERTzEcYQ4FiK5bCmSEubRWkIpzKKw8ABMIzFvP6buhNE2GG6D/mZ5bsKkTdAPxdStmLZVd0F4R4foni7RXy+SDvaOGeQVO9grZoh37CAv2UAv2dhVKfODs7wjjqeculN0+eHZ20+fvSKfVpFPXpBPXpJPXpKVVeQzkvy8/Ls0oQn1UVFRMXXqVACbN29WfXTBggUAli1b9vEPpglNsMPGygrA3DlzSJIsKSxs3by5QFc3N/dzbGSkIj83t2WzZh3atVPt5pRGRDSoX//rfl9d+TSQWoOMJEmSmafvfemWgtkHQNOhDHQxmv5I3xBJCbGUgiSC6nEUywjFNVKIZYSCLGPoFEnpCrXNIXgchedJeBzD4mNYfAweR+nbHkfpXFTKyqPKNLnoCBc3i+FWRKdrISsLaOXSVZ7O+XDJh0senKnMBRsunXLgkAP7bNjLuy3tD8PuMOzSYZcBuwx6gofqubSlKuMpsJanVTKskuhUzPEk0HM8VEFfFCOv1EthHk0VxDF/P2btwYwwTNuJqTswZQembIPxVhhthtFmTN2GmTu05oU3s9jf2np/e5v9Xzod7OZ48EvHiC8dDnZziOjhGPHTkvhxvikmm3LC868eOnWn8NKDyw+eXr7//NL9Z5fvP7t8/+mle0+uPnx2s/LFY802Hk38v0d5eXnXrl1bt259/vx51UejoqIADB069P79+x//bJrQBBOO9naUZTdJksWFhV906tSyZYv8/LzaPldthrOjI4BB3357KCmp8nFFxcNHD+/f3x22s13bNo0b6W3l+yWwVkKDjOTzl1UWB0/BJBKm0RDHEJJYLXEMIZayYFEKsYyQxGjRdEiNTscQNFxKFXwpUSCmghoZxVESC5c8eJ6E5wksPo7FZfA4jsVMHlOTRxXpcVQNXB5RJEetLKaTIUsOXLKY0kXOlC5yoGSYkum5dMiGfTaHLO0Ow+4wbCmsZMgynZ7joSbEFVhJkWWyAistEmARD0kcJLGQxNGISZElhZXCaPnszl7M2Y2Z4ZgZjlm7MDMMM3Zi+k7MCsOcnZgbXtd8r5757qaiXS0t97SQ7G4h2dVCsrulxe5m5mGdrXb/uFg2LSB7/aGzu/OvHiy6Xnjp0fEbj49ceXTk6qPSq49Krj4uu15x4c6Taw+evtCMi2viPxspKSl169YdNGjQnTt3VB8tLCxs1qxZjx49rl+//vHPpglNMOHi6ADAXCQiSbKkqKhbly6tW7cuLCyo7XPVZjx88NDVwaFju3bt27Yd9sOQv0b/MWTgwNYtW/T9qm9ocNCnsw5Hg4xkeNE1XXE05kUQolhCJKMmo2lAlMQQYpm2hUxLQquMEMkgiocoAeYJECZBlABRLEuVlLJZk5tSmEfDOgUeR+F9Bl6n4HUK3qfhVQ7Pk/A8Bc9T8DzByjI6Fx9Xk1x5UjV5gZIHKymyLOJgJQcu2UyZr4BLJbXSKRcOOfLMoqVKusmSGRLPkGe6YkJcPiROJwWXlkly76EEWMTTKaHHwwlJLK3yiuTG6QsPYP5+zNuLefvoj3P3YA5lmb4Tc8MwdydhslvLZJf2gjDdBTsFJjt1F2zXNdmha7JDYLKjmXl4H/uIHxfHOR84FphxYUfOxdTyW6nlt9JO30k7fSft9N3U8ju55+4evfKw7PrjB08/u/2nmvhPRExMjJaW1tixY5/wbaQtLS1t3bp19+7dr1279vHPpglNMKFBRtV48fx5edmJA7t2mS80GTdu3OTJRvPnzvH28Lh84WJtH40TnzsyPnr2Qn9TKeZFYWEURDItSSxBG+tQuiAFizEQS7UkMojiITwEswwtcWxT6/0NLSNgngBhKsyTIY4nKD1Swi5Vc7sbzaMgksI5F96n4X0GXqfhfRpep+BVDu/TND4ySd2jdKdnuRwuT3HJ8gQWl2GxOsrkypY8fFlKpxJT0p9SpfBiuMnTvRiuRXBlkaVbkfJAj2sBXJk6eB5Nlg45cMqhq+EOWQrXIZovD9OypR0jW2YosJKSLWnl8hDlPUTYHCIsE7QsEwjrZMIqiZAkEBbxWpZxBIWY4lhCJP+3ENHj4Vi4HwsPwOQgFuzDgn0w2Yt5uzF/D+btwpwwzAnHrB2YuRUzt2BGKGZsxvTNmL4Z00IF87Z1kuztYRtpHJC9NPbU6pTT23Iv7i+5cqD48r6iq3sKr+wuuHKw6Er6yVsF5x/ceqCZ6NHEx46UlBSBQPDtt9/eu3dP9dHU1FRtbe0BAwbcvXv3459NE5pgQoOMqhG1f99PQ39YvnQJ9entm7euX71Su0fijc8dGfcfuQkzKeZGEGIZJHTRmRAxTYpSbQsZIZFBJIXZIZintbHd9LWbZJSXofHKvyYu/2e459R+bi7NbHfBPA2iJC0Ju5eRb4baPBK2qfA6iSVneSjQi53lNcvTdNJ8ScmWqpolS7Zk+JJDk8dfg5WKO1nKJQOaSnVwuhROIWYRCyhZt10L4JKnkC2d2ZkH5zy45HHg0iGLKogTjlmEQyY9u2OboWWXoWOfBtsMwjYNtqmwSYN1KqwPETaHCLomngLrFFqztEggrBIJ60TCMpGwSCAs4gmLWIJquKQM282lMIsgzKIIsygsPAizSJgegMk+mOzBgj2Yvwezd2JmOKZsoQbDYRgCg2AYBsMwGPqBMAiqN2d7e/N9Y1alScJL7PcdWZt0MjjzTEDG6YCMMwHpZwLTz4YcPhtRdCXh6M1zNyuev6ztbwBN/B/F8ePH27Vr17Rp05N8Bm9btmwBMG3atOfPNb/PaKI2Q4OMSvHq1StHO1sAEyZMJEmy/OTJ33/+ZfgPP5SrMfeuxfiskfHGo2djA0swP5IwjYQkhhBLIZISYpl8CEZKSGSEOBoiGYTpTW32/rRYvHB1P5cALfuNsNyobe2v4xgAB3+9WauGDPRw1bGIg/AQIZZpSaL5atMxEMfCPBqSGLgXY+l5LD2HJWew5By8z8L7DF+yKLD65JUkGZrkyVPworDyJH96nZA3XLI40vM4nYuPwYPJo6xPVcriHqXcnstSLCpVwKVqKZzDl0rdllTmwTmPcMml7iEcc7RdCrRc8gnHbAorCQfqRibhkAn7LMIuS8suk7DPJOwzCbsM2KYyZXHCJpWwSYXNIS1b2jtdyyaFsEqCdbKWdRJhlUxYpRBWCdSEOGEZB4t4xd5IIbWGJwqmEfS+R5P9MNkHk/1YsBezwzB9GyZvgUEIJgbhnyBMCMSEAEzwx4SNmLAR07fUnbfrG494w4CseZtz3Q4e8ZSWLpYe9Ygq9ZIdWyw9ujj6yIakk/vyLhdfeFD5/LP1uNXEm8WLFy8sLS0B2NnZKT30/PnzYcOGAUhISKiVs2lCE0xokFEpKisrx/7xBwAnJ0eSJCMPRgDQ1dbOzc6u7aMpx2eNjHlXHuhYyDBzHyGJJSQyQiSFJJagZnsVky5SCNPbOIRO8xvl5K9r7a8lDGgsDGoqDGoqDGpmHthUvLG+gz8c/fV+WzK/jjgWwkPq2xllEMtgHgXHLCw7h2UXsfQclp5Xk+ew5KxKnpPnWSw5S1e3vXh5sQaaJQOaPHlGQZbKeRJeDGtS4uVxtdVwD2Z2p/rKuErnpapsSVNmMeFWTLgVwq2IWFSi5V6s5VZEuBQSrgWEWxHhWkC45MEln3DJpz865xNOuVoulMNlLuGUDcdswjGbcFJUxgm7TMIxm3DIJOyzCIcMwjYddhmwzyBs0wmbVFh30ujhAAAgAElEQVSnEZR3uk0qYZ1CL+axouyHkgirJMKKXvNIWMQTlvGQxBEWcRDHQBgNoRRCas1jNMwiYXoQCw9g4X4s2Ie5uzAjDJO3YFIw/gnChCCMD8S4jRi3EeM24O/10A8mZu3sbBsxalXK3+tSpwZnLNyRa7ozd+H2HNOduSbbcxZsy1sSecwv6nhE4ZWbj148eKIBS02Q586d69KlC4Bt27Yxd1ZUVJiamgKYMmVK1SfTR6+JzzY0yKgUt+/c6dG9u16D+nvCw0iSDAoMBDBsyJCL587V9tGU4/NFxlevyHXpV3TEMZh/kLXWJYZlxC2DOBpmqW3sQqev+tHeX1e0sb5ZYDNbn6ZLLBr7GTf0md7Qzamx5N9mZoFNrf21HDfUH+U1W0cSA1Eq/54Y2mImCjYp8DqJZRdoNHyDZAEllUvUpZwyvalkS4wUL9aw8F1NBfw0B0/VCZZ0lnFEStUmy9dwJCuph9xZbZdMhyUni+BeJJ/skQ+Ju7GmxV0K6IK4U558oCcfLnm05ZBjNhyzadd0Ci7tqMp4Fm2ZbidPyn5Ise8xRd5zKR8St6bmxBPkQ+IJsIgD5fpJ+cObyyCMptM0AmbUmscDmL8Xs8JhvA0GodDfhIkhmBCMfwLxTwDGb8T4ABiGYsqWRsJ933knDFma8OeaQ/oBqRP9UydtTJvknzbRP90wIN1iZ77bnpKg5DNHrlRcffTyiaYU/v8eWVlZX375JYBZs2b5+/v7+voOHz4cgIGBgaaLUROfQmiQUSmyMjObNWvWo/uXVy5eIEnS3sYagL2V5csXn9yo5eeLjBfuP+u3PAuzDipMcFhJiKWEOBpmh1pY7zJe+YfthrrmgQ2t/ZqtmKq3oXPdQD1BaB3dEIGufzPB+q/reoiaCDc0t/LXdljf6EdPSy1xEsyT1Lt8R8MiAYuOYukFHmWRlwXfACXVvBonz2IpmybPsirj6nXHmjMlf6oKn9z0PInFJ7BY3bS4GrhczG2y9ChlsSbvbHgJ3Io5xpYMU7IbLmlXy0KOCRFnlIe16VGR2aBc0+kJ8QxF2qXDhk2WabBOhU0KTZbWKbT9kJV8SJxKyoFIHEtjpbkM5lJQax7NqGr4ASzcjzm7MXUnjKlSeCj0Q2EQCv0QTAqGfjCmbsG0bbome7o6y77yiP3eM2bEivgRKxKGL4//eUXCiBXxI1bED/dJGrw8eZx/dlj+zbuVGrXyPx8nT560tLQcMGBA7969e/XqNXLkyJCQEN4xak1o4uOHBhmVYv3qVVoEMeLnEeQr8tb1G7+OGAEgbPv22j4XT3y+yHj85uN2LkmYeUAuKLJ5UaYtlkKYUEec/IvXAuv1epIgPSfP5mt/qB9cRzcEdQKgGwRBEATB0N0M3ZBGdT2nNTbf0MIxGGare3RwCIQwjTHfURmCkUIsg0sBBwdVZUJeLlxyvmYE+f6SR7bka7h8M7hUXyVXvp8XLtUYDynuZ/PlMYVxOlMo562G8xgPFasM9PDZDzFMybimO7P4kjG2dMylZUvHHLm9ZaZiQtw2QyFYspM2IUrhpFUyrFiW6RbxEMdBxHZNj4G5FMIoCKNgehALI2ByALN3YUY4pu3AlG2Ysh3GW2G0FUabYbwZxpsxeTOmbNMz39vDVdrTVfbrquwDpXfvPdfg438yMjMz16xZc+jQoTNnzuTk5Pj6+m7fvv3Fp6dYaOLzDA0yKsXsmTMATJsyhSTJI0WF7Vu3qVdXkPRJth1/vsiYeu5hc4cEzD3IqwVqSaQwy+lgt3H+qt4WgXVtVjdd+7NeKCEIhCAAgkBCEADdAAiCtARBEIRCN6SBwN20qWhTA8eAer8vmaMliYN5Mv8WQZEU5pFwzKRbBr3LaRGO/lSenM5FNfl2KuMbvNSbkuVZFbJ8HxypxKPVvxqnFF7Gmg1XabVUmgRnG6czmqU6m/RqjNN5vC0L1HpbMt7pjF86k445dBGcbTzEeA+xBUubNNhQlumHmE3isEwmrBKphGUiYZWoZZkAcSwk8ZDEQRRDiGQwl8I8WmGcbhaJ+fswexdm7MLcvfXFkV3cDq0/fPW+ppj9n4rKykpDQ8OGDRtKpVKSJC9fvjx48ODu3bsXFRXV9tE0oQmS1CAjN6qqqn4ePhzAMm8vkiRjpTIC6NW9+5Giwto+Gk98psj46hW5LOGqtigWJhFqbLfjtcTpP3qKrdY1tghpsHR64016ghDoBhGCAOhuJASBhCAQugEQBGoJAqAbCt2AAfWtVzS324IZq/o3tdsBc5WORqYCLoyEfbpa+lFiLKWpFGWsPKsWLt9VVnyLyrjK6/DqlDVUK2sCmq+9WN1Dyq2WJ1TgUsl46KiaNTysarjHUXgc4ZhZLlKjXPJv4uFTLpXVStY+HodseTL2llmwyyTsMmF/GLYZsEmn+JKwTYVNKj3NQ/VZWh0irA8Rik2PibBMJCwTCMt4WMg3PQqlMJVioay/V5b0qKYH7j8Tjx8/Hjt2LDMBU1ZW1q1btzZt2uTlfdYL2TTx6YQGGdlx6/bt3r17169b93B6OkmS/hs2AJg4bvydW7dq+2g88Zki4/3KKsNNZTCRQhjNg4wSKUyzmlntmeo73CqwnrOv3vpv6odAEABBAHSDCMFG6AbKYTEAugGEIBi6m+rWXWzaVLJV22xDl6/dfCBKhnm8mqFpKezS4HkS3ufgdeZ96HDlfMkFTTau1ZQgay43qruyWvmTA6bn5cmGyzN08nsP1cyBiPcvrUZXnobXSRVXS3mTJbvbkip/K4Z71HReKiZ4VFfylChrlgpLS7m9pSvL0lLhQJQPV1qwJOSISTBDPE65cMwhnHLhkA3HLDjnEg6HCYfD8pWPhwk7KqllPIcImzTCLo2wTSNs07RsUgnbVFgmY560jjBpacqVSo2d338hHj9+PH78eAA7d+4kSbKsrKxXr17t27cvKPhMfyRr4lMLDTKyQxoVqdewYZeuXe/fv//yxYv5s2cBWOzhUdvn4o/PFBkvP3zWb2U2Zh+EuRQSPpXRtLC93Rrh6maW2+p4mDTe1KReEAQbIQiAbiAhCCQE/tDdSOgGaAk2UtQIQaiWYP1YPVv/BlYhLX7xEmmJ4lSGYGi7R4iiYZMM9yPwKqfNETluONUPkbxtsmlS9ZVpGjsLb1Vnn7PvVASvobSp9FJLuHdWI3lyzsnmS3UC5CnWjddZpvMIn/KxcR6fSz64pPXL6teIM22XpTyIyd7Nw5TFFXVwhV86IZ/gIdyKCLdCwq2QcC+iDYlcCwiXPMIln3DJJ1zz4JxHOOcSzrlwzJU3WWbDIYuwpx2ICOdc2GcRdpmEQxYcs2B+CGYpc3efu1OhsWj51OPx48f//PMPgLCwMFKOjB06dNAgoyY+kdAgIztcnR0BjBw58vHjx1cuXx787bcAQoKDa/tc/PH5ImN/n1zMieAbl5ZCFAthTm8XL/O1Lay21fP+vWEQdOkyNAQBhC7dy0gobm+A7hbobvqmgY1vE9st2mOWjtERR8E8hStexkAsg0g+NO1aoBClaIHqODxPsCwPmWQcttmIwwa+t5txVk11bo5ytU+poLzkDA9fqitVv03WUObkvUzV4VIOlDyVcS4OKv4O1fyFVNdRoMY4nba0PMlSLlmp2PfIJ1WyB3com6FFSjse6bZLwqOU8CiFO8OUJYR7MdyKCDfK0pImS8KtiK6PuxfTWOlaALcCQl4Np+wt4ZRHOOeAgkvbLIjSDbefvvZQ09r4SQejMlLIeOLEiZ49e7Zv3z4/P7+2j6YJTZAkSbo4OTLIeOL4sS+7dv2ckdHY0BCA0MSkqqqqpKS4SaNGLZo2jYo4WNvn4o/PFBmvPHw+wDcXsw9CJFPxUJRCmKAtThvhbStZ38I2qJ7vqIYB8qo0XwoCCMFGCLZAN7BXfcuVrRy24a9lP+qII2CeAqX9gSIpxFKIpLBIhEsBBw48uH7Xi9km2KrTG2U82KGEmKqyZc3XydQQKz35VDpONVwFK5fKa9DVeJhXR5zq7nwjPD2PpeexTLX/UsnMUqXhkkfuVZ3prlllXOGXzveCPL82yF3TeYbBVfzS2asdlZRLhYTJqolTdXCWXzqtXLorEJNYVASnAoizTPZd0lSoP+VgVEamMN2jRw+NyqiJTyecHRwAODo4kCRZWlTUu1fvVq1afZ5fn1VVVb/8/DOAgPXrSZJMTUkBMOKnny58eibeVHy2yPh0wIp0zNnPa8oIYaKuJGX0MpGlf3PrwPorftMLRF01vKgbQAgCoeuPupuhG/RVfRvfFvbb8PfyEfzIyICjRQJc8jkOguwSpEep8sYUnjzKwwqcLGNpV/LGO68TcqGLWhhYfR2cbf1drWUju5+ymrIvjZJq9s1QlXFap1RHgRdqoDW+Lt/G8JLLlEvPKewtl6jwpZJluro2U36gZPP9GZV/CC6veyptfWTK4nLRWq3rkNICcZZ+qeKgTlBaplsJPErgUKjjUOSTpZmG+XRDg4ya+MTDw80NwNAhQ9ydHKcbGzdt0rRt27a18vUZEhjw19gxK5cvry2X++KCgnZt2zZo0ODY0aMkSfquXAnA3Ny8Vg5Tk/hskfHZNysOy1VG1fGURC1J2nAvG8mG5rbB9Vb+phdElaTVU6M/BKHQDepb38ansc1W3dFLJmqLZTw+OwwyWibCOU+u5ZSod285wknqIQVZHlXRJquxvGZ7yhzj2Bm+Jk/As/o+y5r1Ar6BkKnaaslK5Wq4SuPj2xXEeQlS+U4GOs/XADpZTMk/La4C4m8m93Lh0vsMv+qpdpN4NZbpHMokFh/V8jxGLD4Oj1LC8zgcShq7FIUdvVfb38Sa4A8NMmriEw9nOzsAALQAXW1tAJ07daKY6aNFQV7OjGlTdevUoU4y6tdf9+wKf/XqY/dqh2zcCGBA//4VFZUvX74c/9dYAEu9vT/yMWoenykyXn347FvfHMyN4kdGUSzMc3q5LDNf28JqS13vvxsFQxCkDhlpj0bdzYTuut8bWm2obxHS8mdPiZY4AeaJPFbeNDImwTmPtb+uEK5FcC1UTMhyfKR5/aUpGxdKCiqhR245yd2wp8DHYyxhkrVAhYc7j6uYzhxXiJfs4ngNC7IfJHm7OVV9iN5oYPx1U978l70Vp/KveTyjku8wVq+K9TwjQaqsSf3LniQ8y7QWHyc8j2PxMYICTYvCb9eVn7ipsYb+FEODjJr4ZOPxo0crli5t17o1gAb16w/+/vuvv+qrpaVFEMTwYcMO7tnz6tUHXx9w8cIFB1vb1i1bAKjfoP7A77/v2K49AIFAd6qxUWHeR235tbexATBsyJA1fr5h27f36dmjQf36IYGBH/MMVFy7dq2iouK1l32myHj50fOvffMwm3f8hZqYLuhot85sTWvJFl2PhY2Cm9YNUtPOGEgIAiEIhm5wfcEiYXPLrTrCDV/0d1sBUTLM49SrjElwyoFrHu3qzHbjowjSRb4EmfNooXJSiKm6qoQDmiXce1iCpaImroqV6sVLfqzkM83mSJWUuKXa9qdSwn6t1WLNaamaejoPU9bYkLIm7pXv4o5Zc758LVDyPlTdX4sKTXqehPdpbe/TWl7l2ktPay89A/eTWk5lyzLvffj/3jXxxqFBRk18gvH06dO9YWGjfvmFUvW6d+v67+rV9+/fLz91ysLcvFXz5gAEurrGhoY5hzNeVX0Qte/2zZvr1679qk9f6gyDBw4M3779wYMH+Tk5BhMnaGtrA2jdqoWNleXFixc/xAGU4kll5aSJEwA0btSodcuWnTp2bNCgwdd9+qQlJX2Ed2eiqqpq66ZNbVq3joyMfO3FnykyXn/8csi/JZgbCfMoNSY72S2td870G2gVVM/Rt/G6fvVDQHl380/AhKLOxq/rWfu0sNuKGX4Dmttsr87KWxQNqyTaNo+z8yMXTrlwzqXdm5k1Ia6sdMmnaZJDkAU8yd5BQm1SVguU3OkHxf1suOQTLDnFcb6uSg5fqrbWseGSNefhdZJf96IIphrjm/fgcPne1coawF+NkFGuZS67gGUXqtU+ld7rrLJUqfxXVy1cepUT3uXwPk14lmt5nSKWnCaoaxzKevmWH7+pGYT55EKDjNXHo0ePzp49e/z48VOnTl26dEmzevsjRG52zoxp0wW6ugCaNm5sOn/ekSLOV2NCbOz4v//WoaGtleeiRVevXHmPB3j65ElMVMSvP/9MwWK3Ll+4u7rcuX2buaCiomL71q1Dvv+euqBPr16bQoLv3/tQ7Tf37txJios10p9Up04dAPXr1WvZrBn11gYTJjx+8PADvS9vnDp+vG+PHgDCd+x47cWfKTI+fUGK9pyDWSzM+Ky8xVIIEwSS9FHeJtbrBJJN9b0nNw7WrhuEOgHQ3cgiRcbHO7SuwGt+E/Gmeg6Bdf/wnqsljoNQzcJAChktk+h1HYpFw1mwz6Yd8qg1xA5Z8k/lu4mdcuTL5XLhnKvYOKeAywI5VrJBkw8oOVJloZwsqSFZ+cys8tpl9blIHVmWcvopqU95y98evMVx7sC453EVzZKaDS+HVzk9C6KMmHzNl+8Il2opU9XbUq4FLq2eL9XUtZecU4bCmoNmDbVP1Wo4bUXE6hz1Ok14ntLyPk0sOUN4n4HnKXifgssJHfuji9NvP9Psof7EQoOM6uL58+dhYWF//PFHp06dOnbsqK2t3bp16/T09No+16cYVVVVZ8pP3rh+/R1f5/KlS16LPVu2aAFAR1t77OjR8TIZ/6WvyNBNId8P+IYip359v9qyKfS9QFthbvb82bPqCgQUsC6cP7/85EneKx/cvbvE2/uLzp2pM4z5/Y+khPgXzzm/GL948aKoqDAnO/vBgwfs+6uqqkpKSgoLC58/r+4X6SuXLoVt3/HbL7/o6OgA0NXWHjXyl6VeniuWLGnTsiWAv8b8WZMC8XuM7Iz0Rg0aEEBoSPDxo8euXL5czcWfKTKSJLkl/25dy3gs4N8xTUikMM3v6LDebO0X1gF1rNY39RnTOASCYNQJhCCAENAejRAEQXcrobvqbz3J2qZ2ITBd26e9XQjMUiGO5a9Ki2WQxMIqSbEm2JbKdNikwyYdtumwTVfsFLY/rFgHZ58JhyxFOjJMydzOgSOLKZ1ZZOmcByd5OuexcDNPpTLOxUpaqmTfZm8lUYFLRVclL1Yy4iV3QpwjXsoHe3mq5LyehYzdjNzhkk7esY+Tak2I3j9ZnmLBJcvMkt8vXdUy/Y3q1O+7Ds7zdix7y2Xn4HCiw5KywmtPa/tbWROcULXy7tmzZ4cOHQoLP8WVtR8z1qxZA6BPnz6Ojo6rVq2aNm3a0KFDNau3eaP0yJEh330nMRe+9StUPn68bfPm/v2+ovBryPcDQ4OCXr18javrvdu33Z2dO3XoQD1r7Jg/kxMT3voM58+d81q0iBHwxo8dmxgX99pnlZ84aWZiotewAQAdHW3TBQuKi4uZR69du96tWzcAK5YtYz/rSWXlV337tmrZ8urVq7wvW3b82JrVqwf060cdRqCj+/fYv0M2bqx8RGuKG9auEdSpA8Dc1PTVy483iHPz+rU/R42iTqXXoMFPQ4ekp6Wqu/jzRcai65VtXJIx5wAPL4plWhIpzOMFooxfvUxt1zcQBTWwXN9q5YTGmxsLtqIONQ0TjDpboBvcrJ7vJD2LtS0kQTqO6+sP9bCBMI3fXocyZRTHQBIHq0RYp8A6GVbJsE6BdQqsD8EmVZG2adxMhW0qrNNgnUozJZ0Z8jwM28Owy4QdRZZcuHTIgn22Ih1yFLKlSy4HJZ1VlEsXdk08n6to8jZZcmviPAM9qnDJ4stFShPipZw9ezVsuGQq4B5HlddDK6rnKgVxfqws55jdqPPrrr6VUNmESF3Z/TRn5IUfK6mUe1suY+WH40XVXHEezqcbeJRHn6+s7W9lTXCioqKCQsYdO3aQcitvjcp47NixLl26DBgw4DJLRHn69OmzZ89q8VSfZlRVVbm5ugKYYjS54tGj82fPvnz5Zi0oh1KSx439i6KQNq1aeS1yv3H1DQrNR4oK58+ZQ/FT3Tp1JELh8SNH3ugAFQ8fhIaE9OtLty1+/dVXwRs3Vjx+XPNXiI+NGTvmT+rprVu1XLF06bUrV0iSfPS44uuv+wP4pn//suPHmeufPnny3Xfftm3b9opKST0/O9vN2bljh3bUq7Vs3mzOrBkR+/a/quKUaKpeVXm4ugAgAFdHxxcvPt584ZHiEkMD/eHDh3/VpzeA30b9qm4O6fNFxuO3K1u5pWNmBL91olhKSKIgPNzA6qDBypH26wXmQY1Em5otsm2+8peG67+qG9Sz/rpvGqwY3dDVvol5YEtxYD03f+gvG1NXEgFhWnUSozgG4jhYJsAyEZYJsEqEpTytklQymU4KK224WKnINO6NdNikKWOlHQWUmbDLkt/IhF0mHLi3HbLlmaNIRrx0zqNXzDnJGy6dVTXLPBWsZMrfhYohcTdWQZwfMUuUKZP2HjqiMsFTyrG35OzZq2YS/JhiPbTHMW4jJndO3LNa43R6p4s6wfJNx3dOqdxgUnXBIzfZxunvV19UuZNYdg5e5+FSPn3f5TsVmtHpTyhUkbFXr14dO3b8zFXGyMhIAPPmzavtg/wHoqqqykIkAvBV3776k/R79+xpPNmwIDe3Js8tLS6yMBfWqyug8GjhggVFb7t2KD429tdfRlKv06VTx2VLvG/VrFCekpQ0bswYOZ81X+zufv7Mmbc4wIvnzwL8/RmhdNB330cePHjuzNmfR/ws0NUV6OjMnT3r6RP6d+YnlZWDBn7ftWvXa9euMa8QHRlhKRK1btGceoWunTotcnPNy85W947Pnj6VCIXUxWtW+b3Fmd8lKu7fc7a1AfBl9+4aZFSO+0+rDLacwgIpzKJUVUZCIiPE0YQoGsL0JtbbDVeOsF9fV+TfaGFoS2FQc3ufZs6eTW18mwlDm5ltbma5sZ7DOoHhyt+b2YTDNI0QydQ6eFMpjoGEylhFWsTBIp6VCbBIkJMlA5RyyqRTBTGtk+VkyYbLQ3RaH2I9JC+L27CxMkMuVWbCLhO2mXLxUp50fTybbrtkz+6wuy3ZNXH2p3TKlUt1BXE3Rq1kgaYCKLmfKmTLYjXtlergkhkVV/FO92AXu1WssBepGevhJ0u2bPnmHZZqi+M1347NB5dUw2VNKt1qit3E0vNaPhdhf6KtR2nWpY/aeaOJ6kNpYWB5eblmxzRJkkePHv3iiy+6du2aWzP0+czj0sWLNpaWFLvU09UF8P23Awry86p5yu2b1/1WruzRrSv1rL/+/DNW9voqcPVx5/bt4I0BPbp3p17zpx9+2Lp50/OnapthTpaVmZmYNG3cmLp+mrFx4Tvvybx04YKnu3vzJk0ANG/a1NnOdvDA7/t91Wf82D9btWy5Z89u6rLKyspB333XrUuXGzduVD5+vG3zVkN9fb0G9amTfP/NN+v/XXuy7Hj170WS5JMnT/QnTADQSK/hjq1b3/HwbxKv1vj6dmzfHoCRvoG6iz5fZCRJMrH8QX3reMzdr4p3WhKZtkRGiKUQxUCY0cx62z/Lx1mua2a5oZ54Y1PzwGbCwCbmgY3E/no2G+qK/23/i+ccPet9ME8lRDFqZEuKGmUwj4IoGubRMI+WE6T8IXZSTClmpSQWEiWsjIclFystE+WgmaAiXqbAOoWjWVqzINKalTaHuNBJNVxmKLCSTjlc2h+myZKCS3smqeJ4Nhyy5fPgOXDOgWMuLV4yDZdOjHKZq744rtpnWcDFyiKVIfFixQ120jaWqnM8qvol453O12SpJGG+vmIuFzU5TunymR6vE5y1LsrK4mvmmmugX6rm6dcrl+p8iJadJ3wuweFU+2WnU69q2hk/oWCQkRp/KSgo6Nu3b7t27WoXGe/fv680LvCR4+XLl6tWrdLR0WnZsuWcOXPi4+Nr8TD/iXj+7FlmxuGszMz9e/Z0bNdWR0tr/969/Je+erU3PHzkiBEUHvXt2TMkMPDB+xs3Pnf6tKOdXSM9PQB1dLSNJhumJCg3ON6/d9d78aLePXtSZ/j5p59k0VFPK99b20xRQcGkCf/06dUrNCRkyKBBf/7xR5xM2qxxk19GjLhw4QJJkk+ePBn8/ffdu3W7c+dObLRUV4c2CR85Ynj4zp1Xq50pUYrr16+P/+svAE2bNDmwe8/7+iNUH4EBGwlAIBBIzM2rOe1njYxHbla2cc/A7AM87owimZZYBpGUEEcTkliYH6prsf9rt0UGK/4Rru0o+beJcG1L0dom81d/NWbZjG7OfjpiGYRJEMuIaniRIj9hJMwO0imMhDACZhEwi4CQleaRMI+EeRTMpVyslCqTJZUKsoyFJI5OJbikUNKCm9Q9CqxM5iRNliy+tD7Ec4/NIXp8h9NbqdRkqZL0TE8m3XlJze4oyZYOLO8hJ5VquGJmvJomy9fZD7H58jXelq+FS3XG6aprHtXNjLNlyzJ+13R6GY96ZfHth3VqkGx3niWn4VJe1/PsptI36BDSxIeOZ8+eGRsbAxg5cuSYMWPGjh3bsWPHrl27lpSU1Mp5njx5smvXrvHjxxsbGycmJtbKGah4/vz5gQMHBg8eDKBx48Y///yzBhxrEjt37Kijo2M4adLD+/dVH80+nDHV2LieQACgZYsWLg52b1cFfk28epWTnW1kOJnisA5t21qKxSePHydJsurli7Dt238YPIh6qHevXuvWrr1969Z7P8K9O7evXL5889atPn36/P7rqEcPH1qKxQBW+fiQJPn82bNBAwd269Ll9u3bGWnpX3TsOHnSxPjYmLt37rzFe924fv3Xkb8C6P1lj8OpaodR3mPMmT0bwB+jfr104UI1l33WyPii6pVL7CUsiMKCCOXatChGSxxDiOUlZlEMhImEKKGexf7mNhu7O3j3cPRsZ+fTxGazwCIKokSIEgnqepGUqAYZRUGVe4cAACAASURBVNEw24+Fe2GyByZ7sXAfFu6F6X6YHqDTjMmDalOZLKMVJW91yWZWuhROYWWcSkFcNdmaJRcrreWpTJlKgiUjVVJYmaYMl3YZsGPdo8DKw4o6OF0Npyrg2XCiMkclc5UR8+2wkhIy1ZIlL0fyPkTBZcnr9vGwTYVem1y/dAVZck2IPuRKHsL7NOFdDs/TsDs2JezinYrXDEJq4qPFxYsXR8nnH5no3r17WlraRz5JVVVVVlbW5MmT69Spo6Ojo62tLRAIzM3NP45Psrq4e/duXFzc3LlztbW1GzduLFPn+aIJkiRJ8lhpaecOHdq0anOY60b06tWrC+fOiYXCls2bA9DV1TU20M/JzKyq+oD/FVRWVIRt2zZ08GDqq3rIwIEeLs4zpk2tV68eNWdjb2t7prz8wx2AJMmbN2917dZtxE8/PX369EhJcaf2HTq2a3ekuJgkySGDB3ft3Pn6tWsvX768dOHCg3vvtLe6MC//2/79AXz33bfZhw+/p+OrjdW+vgB0dHS6d+/x7YABa/x8eedvPmtkJEky69LjNu7pmHuQajFUT3tUxsI8AeZJEMVDFKe4rWTZzWlblMqXBMoglsHsABbswoJwmOyByR4s2I0Fu2Gym/6UyYV7WblPkcpwebA6uFSQZZS8Ds5OdWTJZspYFlZWy5dqJ3iSeYZ4eCTMFE57pcJ+iPIbSocdcyODS5ZsvmTBpaNScpnSkXVb0XOZr9AvXd/E1VKJLJUt06tXK1ktmIuqxUqPUvVkqeqRroqVqlt5mE2P6pK3hM1lx+XnYHnkm5VHS29p5qZrP16+fJmXlzdx4kTqB2rPnj3nzJkzYsQIgiAADBkyJCYmpvL9leqqjytXrjg6Ourq6gJo0qTJzJkzjYyMKOPiDh06+Pj43Lx58+OchDdevXq1Y8cObW3tv/766z6feKYJKsJ27ADwx+jRGYcOrfbxiTiw/+GDByRJvnj+bJGLM/WVNuKnn6IOHnj54iMZ+1+/esVnxbJuXbsyfZa6depMmzIl88NzFUmS165d7d7ty+E//kS5J/r4+ABwsrclSXLUyF87d+zIHn95x8jPzuzZvRuAP0aNuq7Gu+d9ReWjx7ZWVr169erVq5eOtnbnjh3jZVLVyz53ZCRJ0jX+IuZFYv4BiGVaYhkhiSXEstexYwwPJioLijKaF0UyiKSwiINIigXhmLsN83dg/k7M24l5OzB/J/3p/DAsYDIcC3bRqQDKvTDZC5M9WMhOLlma7qdToVbuh5n8U7aQSdMklVQRPEoBlzyIKU9+wTJWDV/G8fRc0jTJrYZbszXLJP76uKLJMo07Eq6aSp2XcrN0uywVmpQnQ5wOjJZJYaWS/RClU8rFS7VwyV7MUwhXpQ5LtqVlMefOGvmlq6wRr8ZBvUaeRHyUydhbeqkny+VnYVH69YrjxTc17Yy1HCdPnrSUzys0b97c1NT02LFjJEleu3Zt6dKlX3zxBfXQ9OnT8995IKD6uHv3bmBgIOVdp6Oj88cff8TFxZEk+fLly7CwsO/lCza+//77ffv2fVCEraqqqub1X7169c0337Rq1ercuXPU8T7cSf67UVxc9LXcShCArk6dacbGlE5cWJD/15+jPdxcn1TWQmtKaXGx2QKTNq1afde//86POCZy/fr17t26/TRs2KNHj0iSvHTx0sBvv23YqEFSQsK4MWO7de3yHpGRJMkDu/dQvpLjx/1958a7OqurxvVr1y5fusS2Kz914kS3rl0JYN3qNarXa5CRLLjyqPuSTMyLgrmMEEkJqiPwNcj42oyRS4wyiGSwiINEBpPdmL0Fs7dgzlbM2YrZWzB7M+ZsxdztmLsd87g5f4c85XBJ507MD6NzQRgLK3fTmqVCueSyJkeqZMhSnpw7+YrjwkgIIzmzO+bRCtBUMKW84VLMnd0Rx9LJtFpW13Op0ltpyQiW8qTuoSlTSbA8xLUfUvVLT6Nd021Yo+LM1A5FllQylkMUVipM1LMVxulMKpfCGcQsUC6LM+ipVrBkbhQrG6e789kPKXRKVcNLPqykWiqZgZ7qUZKXOD2PY/FxLDkBcWF/n7KSWxpzu5rGkydPzpw+fe/9DQfcv39/3bp1nTt3BqClpTVmzJjk5GSlawoKCoyMjOrWrQugbt26Li4uZ8+efV8HYIdUKv39998pvOjXr9/WrVuVoO3WrVuLFi1iEHbatGmZmZkf4iSFhYXz5883NTWl5MyXL18+5tryZWdnN2zYcNCgQXfv3j19+rRQKNy4caMGHFXjXHm52Fykr69vaSnp3KmTjo5OZEREbR+KJEnyVdWrw2lpl8+f+5hveu3a9e5fdhvx408PH9IW3Nu3bdWtozv4+4Hf9+//09Chqr6M7xjh27fXr1cPgLGh4ZPK92BP8aTicdmxo6kpKUsXL/5h0KBvv+6XlU53rRwpLpo8aSKAls2bp6WkqD5Xg4wkSZLbiu4ILOIxPwLiGC2xjHi9iFiDFMkU1V5JHEz3Y+YmTA/GzFDM3ISZoZgVilmbMWsLzZGzN8tvsHLOVszZgjlbMHcr5m7F3G1cstyhyLnbaaCct1NOmTtp8XI+pVlSNCnnS04qFcRV4HLhPpgekNMkmy/lyiVdBI+EMBLCKBou1SVdB5cX68WqEzxs46E4WMRx+y/lWMnusLRM4i+OWydxsTIV1qk88+AKY0vG25IBTa4JEWeIJ0slM2Gfxdn06JAjdyNi1jwqbXqkbnCx0lW++1FVtnQrVOM9pOQ69NqaOPPQEZZNeqlKqhcpPY7BuwzivK/9Thbf0lgz1jQ2b9o08Jtv1A6fvmFER0f/9ttvFH71798/PDy8moujoqKYNsfevXsHBQU9fhNz4+ojPz9/1qxZjMxpZWV1QX0f/dGjR6dPn04hbIMGDRwdHcvfXwva9evXly9f3rp1a4qhS0tLSZJMTEz8888/ly1bFhcXFxcXFxQU1KZNGwAREREkSfr7+1MnNzAwOHTo0Luf4fz58zdu3FBnbvcfjfv37303YIBeQz1emPhM4tq1a1926/rTsB8ZZHz+7Pn82bMANKxff/Tvv6vb/vIusdp3JfX1KVq48K2/Z8+eLk9MTAgKDJxuZNS1cydGOSaA6IiDJEk+uH9/2A8/APimX7+w7dt4X0SDjCRJkg+evBq36RhmR8IsmpDEaEtkhOSdVUZxDMRSGnHMDmDmZkwNwPQgTA/E9EDMCMaMYEwPwvRgzAjGjCDMCMKMEMwIwYxNiqThcrMcKLfyYCWtVrKwkkleuGTUSoV4GYb54XKy3MWtiVP65S6Y7OI2XFLK5V6Y7qOZkqbMfTUQLFl8aR6pzJciVolcdXxHEqusX0pi5SaXfLKlkgMRVR+3SuJYXapOi3OK4GyyZFtdslf1pMI2lQZK5QnxTMWaR/ssGig5KTdOZ2OlMyVbygfD6dnwfBXvdJWBHhdmakdJtuRWw5VHeYrlixz5ZsMVIqVKTdz7OMQF/VedKrmt0WZqFNeuXP5l+PBGjRoVFRaSJPn0HSp6ubm506ZNYxDN1dX10qVLr33Ws2fP1q1b111udDd69OjY2Ni3PgMVN27ccHFxoQiMEg5zcnJq8sTY2FgGYXv27Llu3brq9/PWJHbv3j1s2DDqNX/66acdO3ZQP2IPHz48aNAgAARBUM2dvXv33raN/rlYVlZmaWnZsGFDSoUVi8VvjbCFhYWzZ8/u2bPnqlWr3v2P8+lE1fPn1ICwu6vLy6qPt87uU4urV6927dp16NAf2KZRp06c7NiuPYARw0dcf+fF3KrxqqrKzdGR+qp2d3aq+ROfP3mSkZq6edMmBxvrQd9+KxDoMqTYomnTif9MWLZkyf49e6ix7vTU1KZNm9apUydsyxaS1Fh5Vxvl9573983D7AiYy7Qlr52Dea3EyOwGjIcwEjNDYbQOxusx1R9TNmDKBkzdgGkbMXUjpm7ENCoDMD1Qzo7ynB4kh0sqg1jJwCWlVqokL1zOkZfFlZlSDVzO38nKMMwPh8lumOyik8JKaqCH6r802cUnWyq1WrLIcqESWR7gDO7QsiWTETRlstsulbFStSYug0TGcU1nhEx1rukKwVLJMl1pGY88OT6XSot5DsE2ldV5mQEbVQeiTBZcyo2HaM/LbM4+HoX9UK6iw5IxSKfvyecApSujYrLSTY6V/JqlGiFTydvSvQSeR2CW3X/F0ZJbml7GGsX5c2cHDxykU6fO/PkL5sycOWrkL6t9fW6/YfPTzZs3Fy9e3LZtW+q//rlz5+blVeexrBonTpwQi8UCgYAS+RYuXFhWVvZGr8DEpk2bvvnmG+okgwcPPnjw4Bs9/cGDBxs2bOgpt9P7/fffo6Ki3u4k2dnZhoaG1Ou0bdvWz8/vFtdp5erVq1KpNCAgIDAwcN++faoFxMzMTOYVevbsuWHDBmrEoeZx+vTp7777jqLVjIyMqv8jtEqQyZo0bNijR/cbN29WPHp47XJtjr3XYly6cKFxo0Z9+/ZRmppa47cKwBdfdH7vhWkqXr54ZjJvDoB6AsHGtWurv/j4kSMhQYGL3N0njh/fUf4fBQBtghg6eNAiN9fwsB3Zhw8rbcs8U36qS+dOAEaMGPHH77+7ODndUume1CCjIk7ceTJgeRbmRsA8Gu+qMlKYEgdhBGYEwXA1jNbCeB2M/sWU9ZiyHsbrYbyexkcGIqmPnPSXJwWXAbRISSeLIKcFcmmSnZRayVTDmZq4KmJupoGSSVXBshrxkk2WTNKCpRwxFQ2XLKw0UZkNV0qlOrjZQQiZjFBJuX5JwyXVdsl1TVe6oQSavCt5LBPUJO+0eDWzO0rG6XIVU3WIx+4wv72lvRw07ZUkTMY1nbWGxzEXzjkqC3hUlz3WwIFIlSM9SmB6uP/ykhLN+EvN4sWLF1ERkX169QIrnB0carjp+MWLF5s3b6agBMDIkSOlUulbt9+lpqZSDo4AunTp4urqevv27Zo/PT4+/s8//6QUu3bt2vn4+Lx14//p06ft7e2peWo9Pb158+a9kYvkhQsXhEIhVYkGIBQKi4uL3+4klZWVu3fvHjhwIPM3fODAgZo/PTExUUtLa+DAgdRIzf9THNy/r3nTpk0aNfrnnwlDhwwZMnDg1k2bXn5+G7qfVFbKoqNTkpMZD5oXz188evjwaWWlLDoqPj7+qfrlNO8Y9+7cnmJsDKB+vXrbQkOVHn38+FHY9m1uLs7Tpkzp16cPtaGbiq6dOs2ZOXP3rl3ZmZlXq61F+K9b+2WXLrry57q7uihdoEFGTpTerPzOJwuz98M0ilq+QoilhESmJZER9BC0XERk/BdFUo4jo0hKiGVa4hhYxEF4ADMCMdmPMFwFo7WYvJowWkMY/wujtZi8BoZrYLQGRmth9C+dxutYuZ7+OIXJDTDmYqUCN1lYycBlNXw5naVfUlg5cxMrQxWpDJesT6lqOCVbsqvhc7dzb6uSJTW+s1OOlWEqlMnkbuVq+EL1ycZKTimcMktnbrBum0eoDIlzLYeq8U5XDImrMbNkm6VbJKg3IeKO71ilcIBSmThVR8VVjNM5C3gO0+t5aNf0LIW9pROvcTp3Bw/NlFzLdDlBEi4FxOISLEzrtzS/+OaT2v7e/S9FUWFBSHBQ5uHDVAvdwO++u3/3NRZuVVVVcXFxo0eP1tbWBtChQwd/f/+7r3vWa6OioiI8PJyq2FIy4aZNm17Lr2VlZbNnz6bKuLq6ujY2NidOnHjHk5AkmZubyyBs586d7e3tX1tqf/Toka+vb48ePahn/fPPP0lJSe9eDr5586afn1+TJk0A1K9ff8aMGTUstVdUVPz99996enpbt279P5ukqaysDN+5s1/fvgAaNWyorUU01msYvHFjbZ+rliMsLKxnz57Llyz5OG937+5dY0NDAK1atkiIjamqqirIzfH0WDR1ypRBgwYymxIBdOrQfvzYMQEbNuTk5JwpL6+hNcHLFy/OnjlTWnLExd4ewNAhQ+5x/5PRIKNynLz95Ic1BdrzozEvAsIowoIqUsdAFMPSotitdTKIZISEMl+UaoljtMRxEMcQJrsxdQMMVkJ/JQz8YOCHyX4wXIXJqzGZ/kgYrSaM1mDyak5SHDl5jSIVZLlWBSu5yeZLpVQSLBms5IFLLmVSZMlhShWyZH/KQUylUvh2HqDkxcp5cuMh3mSAUpkpVV0t+RyIeIzT1dhbKizTlVyHXueXzpYq1c6Gq9/9+JpNPGqSab6sjinZ0zyHOd6W/K7pXLJkquROOXDIJRYVYMGhr7xySm5qfBnfJpzs7AHYWFtXX8E8duzYzJkzqWERPT09BweHy2+yf+y1cf369ZUrV1IqnY6Ojr6+fnp6Oq+R7+XLl5ctW0YZ6AAwMDDIycl5j2xUUVGxf//+H3/8kXr9oUOH7tixg5kzYMeTJ0/27t07fPhwpo68bdu2N60jVx+lpaUmJibUX3urVq3s7e1roh3m5eV17ty5U6dOH2gSvHbj7NkzpUdKjpeWjPnjdwBODo61faJaDj8/XwC//vzz5UsfqVJffvLkryNHEgTxVd8+w4cP79ihvbYWAYAA2rZtM3zYUDtr60MpKRcvXLj/VotnSJLcu3PH999+C8Bw0qQX3F8gNcjIEw+ekSuSL7d3ScH0fZgbAXMZIYklJLEMFhBiGSGSpySWXhIjiSMk8ZDEEaIoYs4WGK7GpBUw8IWBL2HoC0M/GPhAfyX0VxIGKwkDXxj4wMCHugCGftxcpcjJq+SISREkGy7XwmgtFNC5Rn7PWhj9C2Ml2XKdimypApcKrPTHtI2YHoDpARyyVMeXPEwZQouUHLjcpKxc0joliyyVCuJKcMnTYbmTBy4VOuUufqw0UXK15DUhqhlWcshSXgpXYCUfYqojyxoCpbJgyV7GUwOgVDYeUudwmcFjbynf8Ug45RBO2bA7DNND/2wqv/Hw/0pQ+Qjxqqrq4P79eg0a/DBo8EP1y5evX7/u6+v75ZdfAhAIBJMnT37TtsWax6lTpxYuXNi4cWMATZo0EYlE7AbHx48fh4WFMRXbfv36bdmyhRcr3z1u3bq1Zs0axohnzJgxaWlpjPb58uXLnJycyZMnUzXx1q1be3h43Lhx40OcpKqqKikpafTo0VpaWgC++uqrbdu2qTNIKiwsLC4uvn37NqWVhoSE/J9NTDNxpLikWbNm3b/88sK587V9llqOzSHBAL7p99Wxo6Uf7U0L8/O+7tuH+u5o1ar50B+GzJs5I3z7jiuXrzx48OAdvyt3h+1s26ZN3bp1R40cWVyg7OGqQUa1UXbjydQtpW1tEzHjAKbuwfwIujDNeMRQ7CiO0bKMJywTIYkjxNGYv5OYugH6KzFpJQz9CEM/GPpA31fL0Jcw8IEhQ4psWPRh3SlPfXlyLlZNPxZWroLhapY8uZovmTr4Whj/q0ijdTDiwqUSVqqKlBRWMrM7PElBZ6B8rIepg1OyZYg8Gc1yE2ZuolFSSbCkx3e2YvZW5W5LJcqct0PRZEnbpKsipoqxpbL3EDMVzsAlH18qY+V++T4eVsMlw5Q8rulRPAVxsdzOU2kAn0ezZJmlW8bDMl5xg82UykM8KsbpvN2WTBGcQ5YKviRs0wj7dAiTdC3TgvPftTz6Gcat69fH/jEagJWlxblz5wqLCq9yhcO7d+/u2bOHKRkPGzZsz549HwFB0tLSRo8eTbUVdunSZf369ZcuXSosLJw8mV7v26lTJ1dX1ztvK2DUPMrLy83MzJo3bw6AIAgzM7PTp09fvHjR3d2dKhk3btzY2Nj4vdTEq4+nT58GBwf36UP/kP7tt9+Sk5MpJ2cq7t27t3jxYmqcqFu3bgKBoE+fPjWsZf/n4vbtW3/+8XuDBg0iD34S7oy1G7LIyHq6ddq2bpOTnf3R3nRfeLheg/oArCTigtysZ0+fku9v0GrB3LmUbnriyBHVRzXI+JrIOP/IaEvpMJ+cRjaJmLIHhuEw3o0pezFlL6btxfQ9mLUP8/ZiTjhmbIHRv5i0TGvicmKSD/RXYtIKuiqt70Por4C+D2HoS0z2g4EvDHwISn2kpEdVZKQYUTn54FJdKqmVdPpxxctVasiSLViyui3pVBUv2ZSp2l7pz6mDq5bFpwWwhsSD5XAZrABKejY8RNmHSKkOznhbVsOUqt6WSlg5j+1quZO1mEfF0pKyTF/IWszDtkynyFJRB+fWxJUkTNMD3GmeKAi5TZYKvoxiuaYzjZVUxtKWQ2LWSh6LOB7K5FnGIzdIp1JhbJmsuMFRMZNhn4558e3t01LOP3r9N5ImuFHx6NEiZxcAurp1GjVuDOC7/v0SYmUVjx+TJHnnzp2ZM2dSgNK9e3dfX1/e4uwHikePHoWGhjJDNv3792/ZsiWAZs2aLViw4CMgGjtSU1PHjx9PiXwdO3b8+uuvGW6jlsp8tLh9+7arq2uHDh2oA7i5uTF18EWLFgH4+eefDQwMevfura+vf/ijLK+rlcjPz69Tp06rlq0S4uJ37dy+2s+n7PixV/9fjZs1j7ysrI6tW+vqCtJSUz/OOz588GDE8BEAjAz0n32AURt7a2sAHdu2mzzhH5GZMC+XU9bQIGONoookI0rvzt95dEpo0bQdpdN2Hpu89eho//xfVmf1XZSoO2srxq/G70vwoxuGueJHVwx1wjBHDHPGT04Y7oxf3DDGE+OX4J+lmLQck1ZAfwX0fTBpJSauoMmS0RQNffh1xxqm/ko6DXxgsJIv+ZBUuTLOVyjnACXTYckUwZk6OKNc/suphhuvhzE1wbOeMyfOroYzNXEqFaPiLC1TIVhyZUvlT6mxHlbD5ezNr/FLVyVLpiA+fwdHv2S7WnLIkvG2rN44nTskzqHJ/WqScSA6qOxApOSULqQ29EQp5sQVrukxHLMhheuQ3ERd4Z3O6r/k1MRppiSskwi7FMyIbG2dknaxFtaF/R/Ew3v3Fru7d+7Y6cuuXf8a/Ufrli3btW0TGxNDkuTVq1dHjRpVr169WbNmvUeP6zeK69evu7q6MmPIY8aMSf1YPxSVoqqqKjw8nNk02Lt37w0bNjx5UjsTV0VFRfr6+rq6uiYmJgzHOzg4AFizZg1Jknfv3v1/8tZRjQcPHpguWABWfNWjZ3FBQW2fq3bi4oULw3/8EcC+ffs+zjuu8fMDUFdXN//D6JrHjpaO/HkE849bV0enuLCQeVSDjG8fL0my4tmr8usV+3IvByWfWS47bhOWZ70zxzY812bHYdsdGbZhWXP8E41Wx49eKm0yMwgT1mCsL0Z44Ed3jFiE4e4Y5oRhThjhgl9cMdIdfy7GOG/8swwTl9NkOWkFJq3kJA2C7wMu1YImk1y+VIeShkyrJTW7wy6CU62WSprlWhitpUvk7OI4pVPSYz0b5G2XG6pruOTUx7mtlhyHy2C+DKF1ypmhmLlZkWyy5DW5VHJNV3Ckkr0l14dIURDfpWycbrJLzaZH9qi4ik06b9ILxBmyZLlaclzTufaWil6LGJ6kzdI5lElYxsNcitkREzcdu1Xx//wD8kPHybKyS+fPlZ8s69+3bxM9vRiZjLr/yJEjH1lF443k5OTp06d7e3vX0Abow8XNmzdtbGzmzJnz1haS7ytevXoVExNz5swZ5p6zZ8927NixdevWKZ/HWpTKx4/9Vi4f99dfVlbWzk7Oy7y9y0+dqu1D1U48ffZs5qzZANatWf0R3u7C+Qsd2ncA4O7m9uEM1S+cP7d9c+jKJUumTZkya/r0U6x/XA0yfvCoIsn7T6uSy26G51wKTDu3Mvb4StnRlbKjK6VHfKXFPtIi6+1ZC4LSp65L+dp2d92pAfh7FUZ5Y5QXRnlh5CL87IZf3PGrO0a54/fFGOuFcUsxYSkmLcPEFZi4XJkp9eVSov5KGFKTN74w8CUYNDSkyuI+BMOF+j4w8GV9lDdTGvjIr1SSLdn3+EKf3aNJoaQvJvth8ioYUlV4P6qtU2vyKmLyahiugtEqGK0m2DM9Rv8SRmuJyathtA5G/2LyGrrhUtFzyTfKw2tvqaiGq8iWHLgM5KfJ6fJU3LmJw5c8rpZbMGsLlyyZyZ5tmCMXLNUZp89V422p2MQTztIvd2FBOGcHD5MK2ZKV9IaefVioMirOYCUtT3L5kkphBISRhEgKcTQhiiaYnkvLWMw6WG9B5O6jt17/PaCJ14Xn4sUAhKZvvw1ME7Ubu3fvBvDDDz98oEGcTzBe1PZvEZ9IODk7AzA3WVD5gb95KysrLcQiAH169rzxth6obxYqzdMaZPwk4uUr8slL8vjVitjSW7sLrmzNPBeacSb08JktGeXbMk5uzTi1Nq7UfV+B+dacnxZFtVuwue70IIzzwdhl+MsHY5ZijJf8oyf+WopxSzF+KSYux8TlmLAcE1di4kpMXMG6sVwhLtJdj76EgR9h6EuXyA19YehDK4ty9ZEw9CUMfAnqHgolqQFwQ1/CwIcw9CEmy7szKaA09IGBD6Hvw7RsEhS8GvoRk9llcT8Y+hGT/YjJq2DoS1AmRIZ+oODSkJrpWc21HGI7EP2rnPxYyR7l4TVL91fWL6dtVPazZFby8NhbBnO8h2bJ1UoenXIzK+WV8blbFZaWCtd0NSZEVMMl3WHJGg9Xsk9XNSFSeFhSELmPg5icmXE5WQoPEGYHYXaQMDsA8wjCPJIwj/wfe2ceD+X2x/HvjGXsRPm10na1R7RLpUKRUEJpX6S67YtUSiK7tN/SniW7hFK0KdKqUJTsW4QQZgbz/P44OfdpLHW7lW6d92te944zZ85znmV6Ps93Ox9rW5r7D7a9k15Kbhv/lpuxN2Q7dOj3h1L6ixftPRfCP6OoqOj8+fM3b968evUqi8Xq2rVrampqe0+K8EOxt7MDgKlTtIq/w+rSdG5cj2EJCwPA6ZMnv+uG2oBIxv8MPIpiN1LZZezHOe/jMsojk4suJxVEJRdFPsuLSMq78jzvQnzGDJD1sAAAIABJREFUgegXjuHJszxjB2wI7LT8LHPuUYaJJ8PkAMN4P2OWK2OWK2OWG8x0gZkuYOQMBo5g4NT0cgYDp49ac4YTGDqCkTMYuTQ5rF0Ys2nWR5MmFYjffEzNcWUYuzJnu4GJB9PEnYlUpgk2VWK7JpKbrfjEjd0YTeKyhRe/N5z2MqGFWjZ/tZbN01qG+MfXEZhLW+Pxb1tmMz84es078XEZngWnmslK2no8/PXScZl0+to8TbqzxSSeT8IuW1eWfxceoldNpxchukjzibdcNZ2xMpixKoixKoTxcTHxEMbqUFjsD+a+dtFZjb9mFZEfiqenJwCMHjH88H7PTRs2HDzgWfZPVmEhtBe+vr4aGhpSUlLdu3fv2rWrsLDwjh07vt/iH4Sfk9NeXgAweODAN98z7Li0tHSWoSEAaE+ZUvXpWoU/EiIZfzUaKar0Q/2rktpnBdX3sivuvilLyCy/n1l2P7P0fmZpdHKBd3z2XzdeW3jdHbP7svLW0M4rzkovOCa98Jj0gsMy8zxl5h+QMj8gPne/6Nz9TGM3mOEMM1xg+j7Qo710HUBvH+g7gr4TzECRl0hcfvRrI7sjzHZjGLsyZrt+LDCEigQZN0VG0uMm6a7zv3PDvzBDvM08HuQfbzU3nCYlW1CWyCdOt1MehrmHm5ktm178QZZtL8bTvLYlTVnyV0pv9qK7xfkKW/KXtGx7JR564s7F1gqnM1b4M1CEpWUQwzKIYRkIc84rbo1OzP2WlZN/W+7euaOqrCwsJCQjJSXCEpKUEJtrNuf1q/T2nhehLUpKSlRUVMTFxXfs2GFpaTl9+vRz5861V1IOoR25FBIkLCDQUVY2paWqNN+Kc2fOAICUpESgv//328pnIZLxN6WGwyuurs9/z31dWpdWXP2yuPplyYfXb6sy3lYl5VZEpxSFPs6zDXk22f6Khl1Uv83+ChZeCqvP9Fh1uofFXwor/uq6/HjHxUfkFh0Wm3MQZriAriNMdQDtvaBjDzp7QWsPaO0BLVvQ2Qu6+2C6PRg5wUxnmOnUFG3ZZHQ0dmXMdmNgjWjsypjtCsZutMYvzNRpI62ntSKXfPngLb48wfQg7YWFZjNvODZYzj3cgppstcjlsU+ywuef+Fg+/ROz5fFPSqbTDZb8y/C0aLzkU5ZNsnLJp4LyY/t5fnG53Iex4iIsvwjLfJgWAQwLf8ZyP1h4AWaesQpv5yyEX4nXaekb16030NW12rxJRVkZAA7u39/ekyK0RXV19dSpUyUkJMLDw9Gf7T0jQvvw9NGjXgoKgoKCiQnfqzRjTlb28GEqAGCxfPl32sQXQiQjoVUaeFRNPVXJpUprG0trGkpqG4qquUXVnHe19W/e1Sa8KYt7XeYdn2txMkHLKVrV5pLylosqW/2Ut/opb/IZtum8ysazfVaf7GF5QnbRUTBwBz1n0HaAibthsi1MtoWJuz6+Ju8CrT2gYwcz9oGRE8x0+jt9B9sajVs3K36maOW/K29p4k4rk05bj+fv97R6Q6YHwHQ/rfZQixWIDsOcT6umfyIxm6eHH/20jCVO32l6M7+Z8fITTdns9XdJy2ZrPC5uslbiqukfQy0vMJachyUXYKk3Y5k3c9kFMDzWZW1YbEara5YQvoKG+nqKorLevFEbPpzFYl2NjGrvGRE+w7Vr12RkZFRVVV+QINTfmLLS0kmamgAQGhz0nTbhuHcPAPRWVLwf3871PolkJHwb6imKS1H1FMWhKA5FNVJUA0Vlvqt7mlsZ+fyt1cVny7wSjA7c1LQL09wbrmkXqmkbOMkuaMKugGGbLwzccKHHqrMw0wN0XWCSPYyzAY1dMH43jNsJ47bDuB0f6xBN3gV6TeUtP9Yhwj7x5oUn/0mBodmuNG94G8qSb/ym9J2PZstm9dLpf34SZPlp2KUZfRlxVCn90KdriPO9P9ysZPqny/PwrcHzt9DkU5Z4AfFTHxd4XHAGFp7ht2IuOA0LTzMWnWMsPMtcdgFMjrHmnjqekNPeV9yviauzEwPAwsLiV11r7hfDxcUFACwtLdt7IoR2g0dR8+bPBwAne7vG71DS/GVqqmKPbkwm03b3rm8++D+FSEZCO1P6oTG7nPsgu+pQzBurwKRFJ++ZekSbel4zPRBj4n7FdH/EbI8IbfuQcTZBalb+InOOgq4baDuCxm4YZwPjdsLY7TDGGsZsA40dMHEnTLL5WDXdYF9TyXTkm3b95IWydma5fCIBTdwZOOxytvvfH2E/uIkHGLtjxzrMdgdjd1rspuvfyhJv9O+hmnJ3/k7iaVrs0cQDZnt8Yrn8ZO3Hg4ymlcQZf9ezxHbKQzR92SxPHFe4nHOkFYMlKpmOXsdhnhfM80LGS8bH3PATsOAkY8FJBtKU84+D8fHVvsnfZWnh3577CfeU+vbp27t3fnY2l80uLyUFjH5GuFyuj4/Phg0bvL2916xZAwDLli1r70kR2pN169YCwEJz8+rW14v/ahaamwOAmuqwou+ckf0lEMlI+A/AoaiyOirvfX3go0K3qHSbkJRVZ+NXn7m7+uy91adv/3nq5vrTtxYevj7N6fIE2zCpBSdA3x2musB4W9DYCRq7QH0njLWGcdtBYwdo7gTNXTBtL8zYB0bOH+XgLFeY5QzG7gxjV8YsWvgjXTjSMnI+1qpsStn5Oxn8o7h0b9KLTRniH1PL/66ayaCFYzJMPBizUfmh/Qxa4SEw9WCYejBM9jPMPBmmqBSRJy1VHBUbwtZKFG3ZlMQzp6mepdnBjwuI44Qes0P8shK5xeccY5gfY8zDBdJPgDlqQUGWJxgLj8MUp4HbLqe+JYV1vguXL11iCQvLycltt7aePWvWpPHjz5w6VfxjCrARvozKysrNmzfT1z7R1NR8Qlseg/Absm+vPQDo6uiUlhR/25FvxcaKioqyhIROHj/+bUf+OohkJPw6vOdQxdUNEcklXjezDlzPsLv0bE/IE9vgJ3bBD+1CHtgG3F99+s6CIzGz90cPWO8HxkdB1w0m7wXNPTDJDibZwvgdoLEDNG1g4g6YbAN69mDo2LQYjxvMcoNZrshsyWgyIjKMm4yLJnRfdtN7Ew+GqQfMdm3K9fl7bXHGbNePNc+NXRmzmypWGruhmkSoJ3zMAXL/e3zjJmH6t52yqXa6Cb0CkQd/Yjj2hpuh3J1WMnhMDzLmHkHV1BlzDjHMDjPmHmHMPcKYe5Sx4BjouskvuhD4uKC9z/MvS1VV1ZFDhzrJyWI50rNb14fxCe09L8LfBAcHA8CIESO8vb1tbW3t7e0LCsgv4rcmJyd3vPo4AFAeMiSTtibQv6ehvkFHSwsA9KdNY9fWfsORvxoiGQm/F3UNVDWbl1JYHZ709lx87rGbr47Fph2LTT8W+/JEbMqJ2FTXy0+3+z9Yfz5hhHWwzOLTYvNPgoEH6DrBNCeY5gg6dqBtCzq2MG0v6NrD9H1gsA8MnT6WSUcLPKLKl2j1cPTfjyvu0OIjTdw+6jzjpjybv1fQafJ6N2WU0wyWTS71T6yYLYZdujcLtcTKEkdbflJyiGG6n2G6n2F2CK3Kw5xzmIFyeswOwdwDoO3QZeHZi0Qvfn/uxcUdOXzY388vODAgMjKysv1qsBGak5KS0r179969e+fm5rb3XAjtz7OnTzQnjEcPeH16987J/pZB3mdOn2IymTLS0rd/moUoiWQkEPhpoChOI/Xqbc2djIrYtLKQp4XBD3NCHuUEPcgOTsy8/Cj71O2X+y4l2YU8MXS73m+9v7zlBYbJAcZMd4axJ2OmO8PAmWHgBEbOYOAEBo4wwxkMnMDQGWY4wQxHMGz6E5VSN3QBA0cwcsZmSwbNFc6Y7f7RJW3izjDxaJaX8yXZ3+4tdP7E804raTnbHWa7MUz3M008GKb7wcwTTPeDkTNo7VWw8Al+SjykBAJ14MABAJgwYULhTxBbRmhH7ty+paqiDACdZGUlxMQkJSXnmJnZ2tgE+vjkZP5bc+PrtJcD+/cDgBXLl6NyCj8DRDISCF9DPY/iNlJvqzkvij48yq2+9ar0xovim+mlN18V33pZdDut6HJS/uk7b07ceLXR++HIneGDNvl3XHZGat5RqXnHpOYekprrKT1nv5TZflETD9HZ7gKz3EDfGfSdYLoT6Dk0vfaBrgNMdwD9fTB9HyAZOsulqeSQO39azz/IE2+p9hAK5ZztBsZIqrqDkRNo7RGc4Wpy6M6jPFK1m0CgKIqqrKwcM2YMAPi3a1FlQjvCa2wM9PcfMngQAIwaPiIsJGTp0mWiIqKCTKYIS1iuQ4fBAwZoa2svXbzIeZ/D9atXy969q6utredyv3gDvJ3btwOAomKPjFevvueu/DOIZCQQvi8fOI1Z5ZzMMnZK4Ycnue+f51c9y3+flFuenF/xOKc86HFO2JMC+7DkSXZRattDFdf5dl9+qvvyk90tTnVf+lePpUe7LjkqO++AzLxDonMOgoEL6DvBNAfQtgPtvaC9F7T2wBRb0NoDU+1h2l7QcwBDJzByakoGb0VHNk8hn+3KMHZlfFxV3AX0HUB7D+g4dJvvtT/mFZvUe/mNqaqqys3Nraqq+rbD1tbW5uXl5ebm5uXllX4uN7yqqio/Pz83Nzc3N7ekpOTbzuQrOHv2rIqKyu3bt9t7IoSPVFZWFhYW1tT8oCfb82fPdv7f/5BejL97j6KorDdvxo4ahTzU3bt379ixI3rPZDAkJSUHDhxooK+/dePGsye9niU9LXn7trKysg3bYXxcnHynTgDg5ODwY/boCyGSkUBof+opqrKOV/qhsaCKm/eek/+ek/eek1vBLq7mZLyrjU0rvZpSfCou0/LUfV3X60Otgwet8x603mfQ+guD1p4ZtOb0wNUne1l69Vh+QmbeYZjhAnpOoOUAk2xh0m7Q3A2au2HiLphoA1N2w5TdMHUPGDqCsXPTyxVmu4KxMxg6wTQ70NwJmrZg6PbHslMW5x6+KP4pYq4J7Yibm1vnzp0PHjz4rQasq6uLjo6eNWuWoKAgAAgKCv7xxx+7du16+vRp885VVVWXLl3S0tISEREBAAaD0atXL09Pz/atnl1bW5uVlUWWB/x5sLOzU1JS8vPz+94bqq+vP+Tp2aGDLABoT578IOE+RVHV7ysXL1iINOLWzZvevn2bmprqaG9vOttYXX1snz69JcTFcE6blJTUoEEDjAym2+3adT06OuN1RmFBAV91noULFgCAmrJyQX7+996jfwSRjATCfwkuRX1opCq5VBWXquLyKjm8Ki5Vzm5IK6lJyv8Q+qTwz3MP5/8VP9UlRn1niPrOII0dAerWFzWs/TSsfQevPztw3VnFFadB1xk07WCyPUywg4l7YMJuGL8HdN07LDqusuHcOOsQu8sv86sb23tfCT8FW7ZsAQAbG5tvMhqHw0G1DBkMxqhRo9TV1UePHt2zZ08AkJSUPH36NL1zSUmJkZERAIiJiY0YMWLcuHGjR4/u3bs3AHTt2jUsLOybTInwC7Bq1SoAOHLkyPfe0E7rbQwAADCdbVxYUEBRVGFBgYmxMQAICjCtt2xuqP/b+9zY0FBfX19UUBASEGC9dbORgcFwNbX/depIL9LUUa7jCDW1RfPmnTl16vHjx6/S07yOHxdgMhkMRoCv7/fenX8KkYwEwq9JI0U1Nr1B5FdxsisbnuZWb/N/NvPQnZlH7xp53jLaH2Podt3A/fZa/5TI1PJSYjchfMqOHTsAYO/evd9ktMOHDwOAkpJSVNTfKyJmZ2fv3r1bQEBATEwsPj4eNdbX1+/evRsARo8eHRsb29C0rkZOTs6GDRsAoE+fPo8fP/4msyL811m3bh2LxfLy8vp+m6goL1+7ehXSeRZLl5QUF1MUlfLs+egRIwBAVETk6KHPW+JrP3xIuBt34ujRLZs2mpiYDB06RJDBoCvIXgoKHWSkAcB09uzqbx0N8u8hkpFAIBAIrYIk4549e/79UGVlZSNHjgSAmJiY5p9aWloCgJ6eHpvNpigqOztbTU2tR48eSUlJfD0bGhrmz58PAPPmzfv3syL8Aqxfv/67Ssby8jKjGTOQqrPeupXiURRFJcbHjxwxAgA6SMl4nz33FcPm5+WG+Pu7Ozv9+ecqPT29Ht26o02ICAndi7vzjffhW0AkI4FAIBBaZfv27QBw9OhRiqLCwsK2bdvm4ODAt95JdXW1n5+fu7v769ev6e2pqamOjo4BAQGNjY0URb1+/bpv374CAgItlqd58+bN9u3bjxw5wuFwKIp68uRJr169Ro0a9b6lypQvX77ctm0byVn+r5CSkuLi4hIbG0tRVFpa2t69e62srC5duoQuDIqinj59amNjs3nz5oCAAHQB8HHv3j1bW9vt27fb2tr6+vq+e/eO/ul3tTJmZryZrqsLAAIMhu2ujxEakRERfXv3BoD+f/xxNSKq7RG+BDab/ezpE++zZ/fa2vpcuMBh/4yLbBHJSCAQCIRW2blzJwBYWlru27cP5aCgnFB7e3t8287NzR07dqyAgICPjw/9u2fOnAEADQ0NlMpaXl4+ZcoUAFixYsVns6Tz8/MnTJjAYrH27NnTooYg/Ic4ffq0oKCgqanp2bNn+/fvjxNBXF1dCwsLjxw5Iiv7cdEjYWFha2vrsrIy/N0XL17Mnz9fRkYGe2+ZTKaWlhY9tmHNmjXfSTI+f/ZMc/x45Ho+fvQoagzy9+vRrRsADB4w4PaN2G++0Z8WIhkJBAKB0Cp79+4FABaLpaCgYG1tHRwcbGdnJycnBwDbtm2rr6+nKConJ2f8+PEsFotPMp4/f57JZGpqauLqJ5cvX0bfHTVq1OrVqwMCAp48edKiHZHH450/f15SUlJAQEBDQ2PhwoXBwcHp6elEPv4X8fPz69Chg4iISO/evVesWHHp0iVnZ+fOnTuzWCx1dXUVFZVVq1ZFRkba29tLSUkxmczDhw+jL2ZkZEycOBEAJk6c6OfnFxoa6unpqaqqCgAjR45MT09H3b6HlZHH48VcuzZu7FgA6Naly7mz51H7Qc/9cjLSAKCtPeV5Ugtp/r8wRDISCAQCoVUcHR0BQFRU9OjRozzexxKdUVFRMjIyEhISiYmJFEUVFBRMnjxZUlIyKCiI/t0LFy6wWKypU6fW0lbIjYiIGD58OIPBAIAOHTooKCgMHz589erVt27dwjkuCC6X6+Pj069fP2RbkpOTU1JSGj169IoVK5KSkvg6E35mgoKCkJnQxsYGi/5NmzYBgICAwLFjx7CHGjUuXrwYXWwXLlwQFRXV0NCgr9AYHx/fr18/QUFBnDW/du1aYWHhbygZGxsb/X19+vbuBQCDBgyIuHQJtbs6OwswGQCgp6ubnpb2rTb3X4FIRgKBQCC0ir29PQDo6upWV1fjxvr6+mXLlgHAvn37KIp6+/btl0tGiqKKioouX768Y8eOadOmycvLi4mJoSI7mzZtal4zPCsrKyQkxNbWdsqUKR07dkSdu3TpYmVlxTcs4aclICCAwWAoKSnl5eXhxgsXLggLC6urq2dmZuJGX19fJpNpYmKCTm5hYeHDhw8rPy1bWFRUpK2tDQDnz3+0/K1du/ZfWhkr31cWFxfn5+cXFxdzuRxeQ8NCc3MAGKY89NrVqxRF1XO569etQ08vSxYuLCoo+Opt/XchkpFAIBAIrYLSX+zt7fnajx8/DgBmZmaNjY2lpaVIMgYEBND7+Pj4sFgsbW3tDx8+NB+5sbHx/fv3GRkZly9fXrhwYYcOHZAVitvSumo8Hq+qqiotLS0yMnLx4sVIOLq5uX3DPSV8PwICAphMppqaGj2G1cfHR0ZGZv78+fTIBH9/fwEBARMTE/pSLmVlZSkpKSEhIS4uLnZ2duPHj0fBEufOfcxT/jcZ09VVVb7eFyZPmDh00KA/+vTp06vXsqVLUp8n3Y+P37nD+snDBxRFVb2v+HOVJdKLK5YtbTGU4neASEYCgUAgtIqVlRUA8BXZpijq4sWLAKCtrc1msysqKrS0tCQkJC5evEjv4+vry2KxdHR0kMXo1atXN27cKC8vb3FDgYGB4uLisrKyGRkZqPODBw/oaRCYhoaGgwcPslis8ePHt9iB8LNx8eJFJpM5evRoeqazt7e3tLT00qVL6U8UqCddMgYFBampqSG5JikpKSEh0bVrVzk5ORaLdeHCBdTnq2MZszLfGBsZMhigPHjwInPz5UsW62priwoLS0hKenq4oz5PHz8y0tdDPvQ9u224v3E0LZGMBAKBQGgVlDHdvJS3l5cXAJibm/N4vPLyci0tLWlp6UtNIV8IPz8/YWFhHR0dlCVjYWEBAPv3729xQ1wuF1mPHj58SFHUsmXLUABli51RiUd5eflHjx59g50kfGf8/PyYTKa6ujpdMvr4+EhLSy9atIgejYAlIyrPGRQUJCUlBQBTp061s7Pz8/OLiIi4f/++sbExg8HAjumvszKya2pMjAwBwNzUrKjg76X5wgIDO0hLi7BYIYGBFEXNmTMXAMRFRQ82icjfFiIZCQQCgdAqdnZ2AGBgYMDXbm5uDgCHDh2iKKq0tFRLS0tUVJTPMe3p6clgMKZNm4Zu/3/99RcADBgwoHnAIkVRtbW1AwYMAAC0pouTkxMATJ48ucUU6fz8fAUFBQUFhZcvX36rPSV8P5AQHDt2LN0qfP78eSkpqcWLF9PDZFFPU1NTiqK4XK6Ojg4uC4qprq4eM2YMk8n09vZGLV9nZQzxvwgA4zXGV7zjt1V7nz0DABMnTHxbVPTX0aPDlJVPtPL08ltBJCOBQCAQWsXFxQUARERETp48iRsPHDggLCwsLy+PFFtlZaWpqSkArF69Gve5d++egoICABgZGSHHdEVFxbhx4wDAxMTk+fPn9K2UlJSsXr0aaUTkpszJyRk2bBgALFq06NWrV/TOL1++RKu/rFixosXAR8LPRouS8cKFC1JSUkuWLGlNMlZVVY0aNYrBYEREROAOOTk56FIRFhbGsYxfIRmrq6r0dKYyGXDa60TzT6uqKsePGyciLOx97lw9l/O6qZrPbw6RjAQCgUBoFVSXUU5OrmvXrkuXLt22bduiRYuYTCYAnDjx8V7L4/FQMRRRUdHFixfv2LHDwsJCRUWld+/eLBZr+vTpOC7t0aNHyJTYp08fCwsLKysrKyurjRs3jhkzBgCUlZXpVsPo6OgePXoAwMCBAzdu3GhlZbV169Z169b98ccfAKClpZWVlfXjDwjhK/Dz8wOAESNGlJSU4MYLFy5ISkouXLiQnhDt5+fHYDCMjY3r6+sbGho2btwIAL17916/fv2OHTtWrlw5ZMiQzp07y8jIMBgMDw8P9K21a9cKCgoeP378y6eU9SarR/cefXr2ev2y5Vo5zg72gkyGtbX1V+3xrwmRjAQCgUBolQ0bNgDA2rVrjx49iqLKAGDQoEHh4eG4TCNFUdXV1QcOHOjWrRvqIC0tfeTIEV9fX2lpabz6C+LBgwebNm0aOHAg0OjVq9fu3btTUlL4tp6YmPjnn38iayVmyJAhO3fupBfqI/zkeHt7A4CKikpRURFuPH36tJCQkJmZGV0yoiI7+vr6yNhcXFy8YcMGAQEBvDbM/Pnzr1+/jrKyzMzMUMzDihUrAODIkSNfPqWM1xndunZTUVEuf9fyQkRnTnqJiIhs2bLlK/f5V4RIRgKBQCC0SmpqakBAQH5+PkVRt27d8vPzCwwMbK7tKIricDgPHz709/f39/dPSEigKIrNZkdGRsbFxeFCzYi6urrU1NTAwEB/f/+AgAB/f/8nT57w9cFUV1c/e/YsNDT04sWL/v7+ISEhaWlpSCgQ/isUFBSEhYXdvHmTHpmal5cXHh7Od+oLCwuDgoISExNx44cPH27fvu3r6+vj4xMdHV1RUUFR1Nu3b8PDw+Pi4lBmVXJy8qVLl7Kzs798ShkZGd26dR+molJR1rJkPH3ihAiLRSQjHSIZCQQCgUAg/Cehm7r/EbnZOT0VFXoqKL5MTW1p3MbtW7cAgM3OHf9qfr8WRDISCAQCgUD4vfhQVTVrxgwA8HRvoXRO6dviEWrDJMXFQwL8f/zcflqIZCQQCAQCgfDbERURwWTAoAED0l/wGxp32+wEAEN9/dqWFi76bSGSkUAgEAgEwm8Hh123euUKABg8YODVqKiM169ys7MfP368edMmAOilqPj4wYP2nuPPBZGMBAKBQCAQfkcqyss3rlsnLSEBAP+T7dCzezcxligAzJiul5KU1N6z++kgkpFAIBAIBMLvy+2bN7du2bpo0cLFCxeu/XONr7d3PYek5LcAkYwEAoFAIBAIhM9AJCOBQCAQCAQC4TMQyUggEAgEAoFA+AxEMhIIBAKBQCAQPgORjAQCgUAgEAiEz0AkI4FAIBAIBALhMxDJSCAQCAQCgUD4DEQyEggEAoFAIBA+A5GMBAKBQCAQCITPQCQjgUAgEAgEAuEzEMlIIBAIBAKBQPgM31EycjicuiYaGhq+34a+EB6PR3/P4XBqa2s/fPjA4XDacVb19fV1dXUfPnxgs9n0Gf5IGhoaamtra2pqOBzOV88BH9Kf5HT/1+FyueikcLncz3bm8XhcLreurq62tra+vv6rN9rQ0MBms2tra7/wSsAnnc1m45OOJlNbW/svJ0MgEAiEn4rvIhnLysrCwsIWL148Y8YMIyMjfX39rVu3Xr58+e3bt99jc5/l3r17ERERVVVVuKW8vHzTpk26urpjx451cnJqbGxsl4k1NDScOXNm+vTpGhoaa9euLSwsbJdpXLx4UUdHZ/LkyZaWlvn5+V83SH5+/sqVK7W0tAwNDf39/b/tDH83KisrbWxs9PT0NDU1HRwcamtr2+5fVlZmZ2c3ffp0PT29kydPfvX1HBUVZWpqqqOjs2nTpjdv3ny2/+vXr1etWqWlpTVr1qyrV68ilfnu3TsbGxsdHR0dHZ2TJ0+y2eyvmwyBQCAQfiq+vWQ2DbN4AAAgAElEQVQMCgoaN25cly5dgIawsHDnzp3V1dUvXbr0zbfYBuXl5YcPH+7YsaO+vv67d+9we15eXv/+/dHcTExM2svQyGaz586di6bRrVu3J0+e/Pg58Hi8zZs34zk8e/bs68ZJTk7u2rUrGsfKyurbTvJ3o6ioaOTIkehgTps2raKiou3+b9686devH+pvYGBQV1f3ddt1cnJiMBgAMGjQoPv373+2//Xr1/FvfNeuXcggmp2djSe/ePHiDx8+fN1kCAQCgfBT8Y0lY2hoaK9evaB1unXr9sNUI5fLtbW1FRUVBQA9PT26ZMzPz1dRUUFTMjMzay9DCIfD2blzp5KSUu/evfX19V+9etUu09i2bRs6FD179kxJSfm6QVJTU/Gpt7Gx+bYz/N0oLi5WV1dHB1NfX/+zkrGgoGDWrFn9+vXr16/fli1bvvoRyN3dXUhICACGDx/+8OHDz/ZPTEwcOXKkkpLSgAEDjh8/jnzTubm5GhoaaPKWlpY1NTVfNxkCgUAg/FS0IBnLy8ufPn0aFxf38OHDd+/efXlAUlZW1rBhw7A67NGjh4aGxtixY8eMGSMvL4/bNTQ0fthdZP369WijixYtorcXFBTgqZqZmbVvOCOXy62pqWmvQEYej2dtbY0ORa9evVJTU79unOTk5D59+mCD07ed5O/G27dvseqaMWPGZyUjgsvl/svYQQ8PDxaLBQAjRox48ODBF36Lw+HQo1fz8vLGjx+PJr9y5UoiGQkEAuHX4BPJGBYWtmXLFhMTk169eklJSXXr1k1bW9va2jorK+tLxgoODu7QoQMACAkJmZubP3r0qLq6ury8vLy8PCYmZsCAAVg1hoSEUBRVWFgYHR0dFhYWGRlZUlLCN1pDQ8OTJ08uXboUERHx/Plz1PjixYvLly/7+/unpaWhlpSUlKioKH9//7t379K/XlJSEhsba2hoiLY4adKk8PDwsLCw3NxciqIKCgqwlXHevHnoKy9fvgwLCwsLC8vJyWljN3Nycq5cuRIcHHzr1q3y8vI2eubl5UVHR0dERISFhUVFRRUVFfF14PF4WVlZt2/fjoqKevjwIfIn1tbWPn78ODw8PDIyMioq6sqVK1euXImKikJ/ohk2H6qgoCAyMjI0NPTSpUvNDyYdNpsdExMTGBh469Yt1LJ79+6vkIypqanBwcEhISGZmZloZ3v37s1nZeTxeI8fPw4ICIiOjkaRrI8ePUKbfvv2LY/HS0pKCgkJCQkJefDgAT0Cr7q6Oi4uLjg4+Nq1ay2ejpqamuvXr4eGht65cwcfgYiIiJCQkPj4+M8G/+FDcfv27fDw8IiIiMjISL45IJKSktDpw1GeCQkJ4eHhly9f5vtdJCUlXbp0KSoqKiMjg2+QysrKmJiYoKCg2NhY9GyQn58fExMTEhISExPTfGJv374dN24cOpiGhobI4fvq1avLly9HREQ0jzLkcDipqam3b9++efMmfVboCgwODn706BFqSUlJiYyMRAe8+XY9PT2RZFRWVn758iVFURUVFTdu3AgMDIyNjW3ev7q6+vHjx9evX4+Pj8eRyp+VjO/fv79161ZoaOjVq1fb/relsrLyxo0bl5v46ucZAoFAIPx7PkrG7OzspUuXioiINHcl9+nTJzs7+0vGOn36tKysLACIiIhERETwfRobG7tkyRJTU9MFCxbcvn2boqjr168rKioKCgqKiYl5eXnxmdnS09MnTJggJCTEYrG2bNlCURSPx1u9ejW6pdnY2CQnJzs7Ow8ZMkRCQgIAunTpsmvXLnxf9/X1VVBQQIFZDAZDQEBATExMSEjo1KlTFEUVFRWpqamhHVy1alVpaamPj8+wYcOEhISEhYVHjBhx8ODB5jFYeXl5rq6u48aNk5SUZDKZ8vLyM2bMOHv2bPPQsby8PHd39wkTJkhKSoqKigoKCkpISGhqajo6OtLVHofD2bhxI9qj4cOHIx2cnZ1taGgoLCwsLi4uKSkpKSkpJSUlISGB/hQSEhITE7t48SIepLy8/NSpU1OmTEEbEhIS0tHROXXqVGlpafNzdOXKldmzZ3fo0IHBYHTq1MnS0vLJkycODg7/SDLm5OTY2dmpqKgwmUwBAQE1NTUfH58nT54oKyvzSca6urpp06YBgIKCgqur6/Hjx/v27ctgMDp06HDo0CEej2dsbCwgICAgIGBgYEDXFg8fPhw4cKCAgECnTp08PDz4JnD16lUzMzMZGRlBQUF5eXkLC4v09PSQkBAZGRkBAYERI0a8fv267V1obGwMCwubPXt2586dWSyWuLi4mJhYr169li1bRtdGbDbbyMhIUFCwY8eOnp6ejx49WrduXffu3VksloiIyIQJE6KjoymKKioq2rVrV//+/YWEhCQkJEaPHh0YGEjfXGJiYpcuXZhMppqaWkJCQmhoqJaWlqysrICAgIyMzPLly/kCB0tKSrCVcf78+UVFRf7+/qqqqiwWi8Viqampubu70x9X8vPzp02bxmKxhIWFV69eja3mx44d69ixo4CAwIIFC9LT0w8fPjxo0CAxMTEBAYFevXrZ2tryqVtsZZw8efKLFy+uXbtmbGwsKyuLTtmaNWuSkpLo/e/fv9+/f38mkykpKXnkyBFka2xDMn748MHX19fQ0LBjx46CgoKSkpLjxo1zd3cvKCjgO0GVlZV+fn6zZs2Sk5MTaUJFRWXLli1Pnz5t++QSCAQC4XsAFEXl5ORMmTKluVhEqKurf2HNlMDAQCQZGQyGpqamq6trXFwc/bvIA1tXV4fUYUVFBQ7YmjlzJp81wsvLS0BAAH3q7e1NUVRDQ8PChQtRi4qKyvDhw5vP1tzcHFk7nJyccCMSjgg3NzfqU8k4atQoPT295kNt3ryZPvmMjIzZs2c37yYiIrJu3Tq6PsvNzZ01a1Zrx3PJkiW4M5vNXrZsGWpXUlJKTk6mKOrly5dDhgxp7euIv/76C43w7t275cuX4wNF3+W5c+cikyrm7NmzMjIyfD1VVFTGjh2L3n+JZHzz5o2RkVHzg6Ctrd29e3f05+7du1Hnurq6MWPGAACTyRwwYAAyQiNOnDhBURS2pU2YMKG6uhpvJT4+/n//+x/aEXt7e/oEzp8/jy4zOurq6sbGxkwmEwB69+6NLGStwePxTp48KS4u3uKx7datG37gqamp0dTURO2qqqqDBg3i69y7d++//vrL3Nycr71Tp05BQUF4i3FxcYKCggAgJyc3efLk5mdBQUEBqU/E27dvsepSU1ObOXMmCjGks3btWmxMzcrKGjVqFGqfN28ejs11dXVFjX/88cf48ePpPwSEpqYm/Vjt378fScbBgwfPmjWLfr4QOjo62MBPUdTt27dxH2dnZ+QWb00yVlZWWllZodhiPnR1delitKamZufOnS0+wQLA2LFjiWokEAiEHw98+PBhzpw59H+Re/fuvXDhwj179tja2s6ZM+fgwYNfOFZxcfGIESPoQw0YMGDBggUbNmzw8fFp7q2jKMrZ2VlYWBgAOnfuzCdWsJYaO3YsUoH19fUrV66kjz9y5EhHR0crK6tu3brhxjNnzlAUlZ6e7uLignWhkpLStm3b9uzZ8/jxY4qiCgsLVVVV6UPp6em5urr++eefOOyyR48eOAOgpqZm9erVqF1BQWHdunWHDh1atmyZlJQUAAgICBw5cgTPHBvtFBQU1qxZ4+Hh4erqqqWlhbe1Y8cO5Grkcrlr165FjUOHDkWpJ1VVVb6+vra2tnZ2dra2th4eHnZ2dgMHDsRf79Sp0/Xr1ymKYrPZOHNFTk7OwsLiwIEDlpaWWJGsWbMGq4eYmBgs6aSlpRcvXuzq6jp37ly6cvqsZCwrK7OwsMD9x4wZ4+zsbGdnx6elcCwjh8OZOnUqbpeQkFi+fLmzs/OBAwfevXvH5XInTZqEPpo6dSr9meHp06coBVhSUtLd3R233717F++FoqLi+vXrPTw8jI2NAYDBYKBraciQIenp6W3sxe3bt/FZVlZW3rNnj7Ozs7GxMfo6AOjq6qKSTHV1dTi2ATF79uxjx46ZmZkhCQgASGONGTPm0KFDS5cuRX8CgIGBAX42ePDgAZK5SNSyWKxFixa5uLgsWLAAS6jRo0djNUZ3TOPj4+jouH79epyW3qlTJxyMUVBQoKOjg9pXr16NH3WOHDkiKSmJB5GXl7eysvLw8NDT08OPGcuXL3///j3qjyUjEpdKSkq7d+92dnamP565ubnhUpEJCQkKCgpojw4ePNi2ZDx69CiajJiY2Lx58w4dOrRt2zb0dTQN/MwQERGBTpC4uLi5ubmLi4uHh8fChQvxsdXX1//CaBkCgUAgfCsgODiYbsAYMmRIdHR0dXV1Q0MDl8t9+/Ytvp18CS1agACgS5cuY8eOXbFiBY48QyQmJiopKQGAsLAwMiUicnJysAHSwcEBRZjV19evWrWKfvNGZrnGxkZPT09sQdmyZQvSSRwOB+u8WbNm0XeEnv4CALgeIZvN3r17N1JRoqKiZ8+eRf19fX07deoEAN26dQsNDcXj7N+/H7WrqqoiTVxWVqavr4+Gtba2xukIaWlp6urqPXr00NbW9vHxQXZWLpeLE3SUlZVfvHiBR66vr6+vr0c7HhcX17dvX9SNyWRu374dDfvgwQNUzOh///ufp6cnVoenTp3q2LEjAPTp0+fevXtoNKxNxcXFXV1dkTO9srJy9+7dWCp9VjImJCRgdT5lyhR0/CmKun//Pv14Ysc0h8PBUobFYm3YsIHu7q+qqmpNMj5+/BhdGBISEsgwTFEUj8fDzwydO3c+efIkOg6VlZX0C2Po0KFt556npKQsWrSoX79+8vLyuITkmzdvsKFuyJAhKECTzWYbGBjgkZcuXVpWVkZRVFZWFnYcA8DEiRPRoXj37h2WmIqKivHx8WjwxMRE/LuQkJCwt7dH49TV1e3duxdfuvv27UNqj08yzp8/Hymkuro6R0dHJLyYTObx48fR+Pn5+dra2qjzypUrsaQ7cuQIeqoBgO7du/v7+6MrqqSkZN68eWi7MjIyly9fxtczlmUjR46Mj49HF+rNmzd79uyJ2hcuXIgmT1FUfHw8SpMXERE5cOBAG5LxyZMnSHeyWCxbW1v8uwgPDx86dCgAyMrKhoeHo8Zdu3ahr+vq6uJHzfLy8oULF3bt2nXcuHHOzs4txl0QCAQC4fsBS5cuxXcmSUlJlJjy1XC5XF9fX21tbRRf2Jx+/fqhaEIM9uEuW7YMNwYGBiKHl6ysbFxcHGqkS0ZRUVF8g6EoKi0tDafXrFy5EqlDLpe7Zs0a1GhsbEwXK3TJqKSkRI8ki4uLw5YPJycniqJ4PN6KFStQy+LFiysqKmpqaqqqqmpqalJSUpBPX1xcHIWvvX//3sTEBHUeNWrUmTNn0tLSKisruVxufn5+WlpacXExDjXjcrnr1q1DnfkkIyYzM3PSpElYVUyfPh2lg/B4PBcXF2S10tPTy8vL+/DhQ1VVVW1tbX5+PnIHi4uLHz58mKKovLw8LN2MjIzo6vn169cTJ05EH31WMnp5eSFJ0aVLl+DgYPpHBw8exAaznTt3osa6ujosZfr378+XokSXjDo6OvQT9OjRoz/++ANdk1gy5uTkoIJ/TCZz0aJF9P5paWlIeaAj2XYsY2NjY3l5+ePHjxMSEnAj/Vz06dMHuT7pVkYFBQW6PxRfEpKSkvTQUg8PD9QuKyuLjMHUp5Jx+vTpdLlTWFg4YcIE9JGBgQFSY/SM6R49etDn+fTpU/z8YGtrixpzc3MnT56MGi0tLbFkPHz4MNKXDAZj69at9IMQGxuLTdf4fHl6eiJ3sJCQkIeHBw4vrqysnDlzJuqsp6dHzwRCUpLFYrUtGY8ePYrEq7q6ekZGRm1tbVVVFbpi8Y90y5YtaIv79u1DLYqKinv27ElKSqqoqGCz2RUVFS9evMjPz//qwpMEAoFA+GqA7lKcNGlSZWXlvx+0sLDQ39/f3Ny8b9++0tLSSNZgOnfufO3aNdz5xIkTyJGqpKRUXFyMGnfu3Ilvojj/t6Gh4c8//8SygF5BsKCgAN8yLSwsUGZAbW0ttjIaGBjQ0wXoknHy5Mn0JU+Sk5ORWAEAOzs7iqJKSkpQDgcA9O3bV1dXV19ff+rUqbq6upMmTUIhd0wmE4fceXl54Z2VlZUdOHDg+PHj165dGxsbi3cQQZcp2DFNp6amxszMDI82aNAgZDWkKOrDhw+mpqaovWvXrmg+U6dONTQ01NPTwwJl9erVPB7v6dOn2BFP9/PyHdW2JSOXy921axc6m+rq6nyyjG6AxFKGzWbjMNnRo0fzORP5JCNf+gsSRnTH9P3795FNS1RUtHlOzJIlS/CRbNsxTaeoqCgrKys6OnrHjh24GraCggKKSairq8NWxrFjx2LrGkVRW7ZsQe1dunRB0Q6II0eOoPZOnTrduHEDzxzH/O3cuZMv02v79u14E+io0iXj6NGj6TGpmZmZgwcPRh9ZW1sjq2FeXl7bklFSUjIgIIC+0dLSUuTQB4DFixejr+CM6e7du0dGRuLOdXV1OCBBW1sbzychIUFRURHalIzoAWnz5s3Ild+lSxctLa0ZM2ZMnTp12rRpurq6uDaTiYkJ+vfn/v372KgpLi6upKQ0atSoBQsWhIaG5uXltVc5KgKBQPjNAXqMubm5+Tcc+sOHDxkZGcHBwQ4ODhoaGvSQfwMDA+yZys/PRxGHkpKSyHBYUVGB81FwgBRFUQ0NDdjKqKWlRdcfhYWF2IpGl4xYDBkaGtKL2xUUFGAJNXPmTHrixcuXL5FLFACQCszKysLKpg0WLFiA7rulpaWLFy9u3kFWVlZZWdnDwwMvXdiGYxrh6uqKY+ZkZGR8fHzwR6Wlpdh33wYTJkzgcrmJiYlIDzGZTGR3pLNjxw7UuW3JWFtbi73bmpqafLk1KSkpzYvssNlsHMQ5fvx4vuo/VVVVOLmkuZURSUZxcXEXFxfUeP369c6dOwOAmJgY9slitm7dio/kZ4uic7ncpKSk3bt39+vXD2eji4iI4LVPkOhks9kzZsxo8TrBxSz79u1L1/qHDh1C7fLy8lgy0q2M9LBXhLu7O/po4MCBqPYNPWN66tSpdKskXTLu2LED6afPSkZ5eXlUpgBTW1uLRfb06dPRT+bgwYNIMg4ZMoRuEmaz2fjp659KRjSZVatWNc/g4WPo0KFo5MbGRhzlTEdKSqpv377r1q37whoOBAKBQPiGAD063szM7KsHqqysTE1NTUxMfPr0afOqeKWlpeHh4aNGjUI2qn79+tHtQJaWlqh948aNFEXFxsYiv3aPHj1wPTmKourr6+lWw7y8PPwRXTKuWLEC3f/q6upwfz7JSE9/4SvlTbcyYsmITWWdO3dGydqqqqrDhg1TVVVVVVVVUVFRUVFxcHDAt+qSkpItW7aoqakhGyQf+/btQzfXtiXjrVu3UKAkYuvWrfRCzW/fvsXLssnJyQ0bNkxNTW3YsGF4VqqqqkOHDl27dm1DQ0N8fDyWjJ6ennxnx8bGBo3zWcmIJfjEiRP5TIbp6enYYdqiY1pbW5vPhk2XjNOmTaNfNo8fP0ZnQUJCwtXVFTVevXoVZUVISEh4eXnxTQ9ruM/GMlZVVVlZWaFjKyAgMHLkyI0bNwYEBFhaWqKkEGVlZVT7sK6uDkvGefPm0e2gVlZWqL1///70g9aiZHzw4AGKLgVatjvG09MTfTRw4EAUI0GPZeQr5Z2RkYE9A/9SMuIMMz09PfSTOXToEHqGVFNTo5tO2Ww2jiLV0dH5p5KRx+OtWrUKPfzIyMgMGjRo5MiR6BeELtdhw4YpKysvXLgQm+Fra2sPHDgwbtw4RUXF5gUB5s6dy2ewJxAIBML3BjQ0NHCcXNeuXb9klbAWSU1NHTNmjJycXNeuXffs2dNiH1dXV2Q56NGjB84MoCgqJCRETk4OAEaMGMHj8bBjd9GiRXSRQbcyGhoa0mu5tSYZ27AyYsf0nDlz6JLx+fPnfFbGnJwcbGVcv359cXFxaWlpXl5eXl5efn5+fn5+Tk5OTk5O85LFFRUVMTExjo6Os2bNUlVVxQbdoUOHouWk24hlfPXqFU73BoDp06fjUsl4cGzAMzIyyszMLCkpwbNCb7KystChuHfvHg71279/P988sfppWzJyOBzsjdXQ0OBLgU9JScHORJwxTZeMxsbGdCsdRVFVVVVYW+jq6tID1F68eIGEkaSkJPZB37lzB4WZiouLNxdeOCSubStjQ0MD9h137tw5MDAQb9fR0RH9FoYOHYr2rra2FktGMzOzFq2M/fv3p5+4FiXj/fv3sZUR62nM3r170UdjxoxBJW/aWP0lIyPjK6yM4uLi9IBLdPDnz5+PvrJgwQKk9rBjWk1Njf60Rrcy/lPJyOFwUEVV/PWUlJR3794VFBTkNZGbm5udnd08KqaxsfHBgwcHDx6cO3fuhAkTsKdCRkbG29ubeKgJBALhRwK4Igy6WY4dO5ZPNeLbT9tUV1fjSs6ioqJ89yeKojIzM/X19dFW+vXrR6/uVlFRgdI1lJSUYmJikFdXQEDAz8+PPgLdyjhjxozPWhlramqwaWTmzJn0nA+6lZFPMqakpPBZGTkcDg4onDt37pccDS6Xm56ejmudoNwXa2trpJjl5OTQrtXX17doZayoqJg3bx400b9//+YaqKGhYdOmTfg2jJ3dLZKRkYFVr4WFBf2joqIiXV1d9FHbkpHH4x0+fBi5FxUVFfmS38+fP4/r9eC6jPRYRhMTE77q6NXV1VjoTJkyha4Yrl27hgyK9PSXzMxMdNYEBATWrVtHH6qwsBAXeBoyZEgbkrGwsBAfisWLF9M/wmcZS0a6ldHU1JQuGXF5oz/++OOzVkZ6LKOenh59TXMOh4MzwGbMmIFWQqdLRgMDA/qlm5mZ+RVWRgaDsX37dvrOJicn4wxxa2tr1IgzplVVVen/DtCLD2hra+Of3pdIRqTI9+7dix6ZlJWV+R5+WuP169d0j3x5efm5c+dQZALad5IEQyAQCD8SSEtL69GjB7qpID03bNgwe3v748eP//XXX1u2bDl27NgXjmVvb48D76Slpbds2XLixInjx497eXk5OztPnjwZf4rXQMNs27ZNQEBASkpq/PjxqPCesrIyXxJD25IRm9ywZGSz2Rs2bECNWlpafGmqX+KY3rt3L2p0cXFBNzy+KLrU1NTr16/Ts2fy8vL27ds3d+7cQYMGWVlZ0cXB2bNncRFKlG7cmmR0d3fHzrixY8e2JuOuXLmCVJqkpOSePXuwmTMvL+/y5ct02VRfX48NrnJycvSYSGdnZ1xX5bMZ0/fu3cOudjMzMxybmJ6ejvUHfLr6C7Yyzpw5k08y1tbW4gyMXr16Yc9pWVkZzlOWlJTEjumGhgZsGOvVq9fVq1fxUDY2NthYPnTo0DYyptPT03HM5fjx47FODQoKwmEAWHTSJaOZmRl9/lgyKikpfVYy0mMZpaWl6b8pHx8fLLXt7OyQBGzDMf3mzZuvkIwAoKioiHOneDze9u3b0XmXkpLCdaPoVkY+yWhpaYnG+aexjOiyjIyMREZoJpO5atUqfNgLCgquXLlCLydeWVl5/vx5S0tLVVVVQ0ND+mX87NkzlP/EZDJtbW3pPy4CgUAgfG+Aoqi//voLmiEqKopqpowaNeoLDY3FxcX0gtUAICYmJioqihYow40dO3akL3SBiI+Pl5aWpn93zZo1fNttWzLS69KhWyyPx8M2VHl5eUtLS2tra2Qba0MyPn/+vLlkzMzMxFF38vLya9eudXNzc3BwGD9+fM+ePceNG7dhwwZUyS8tLQ37DVHFbEdHR3d3dxsbG7yq9aRJk9CNkM8xjW6c169fR/dFhLq6+qFDh1xdXe3t7R0cHOzs7GxsbFA2a3V1Na4BKSsru2TJEjc3t3379unr63fp0mX48OErV65EHnCKouLi4vCwioqKW7dudXNzW716NTbbAECvXr1wqcUWqampwRkwAgICM2bMcHV1dXJywmV6EPT0F2z9nTVrFp9kbGxs3LdvH7o2mEzmhAkT9u3b5+zsjOu5wKdWRoqiLl++jM11ysrKu3btcnFxWbZsGT0kt20rY1FREZ6SoKDg3LlzXV1dt23bhr3qANCnT59nz56h+WPx2ppk/JJYxsTERBR6gXRthw4d1q5d6+rqam1tjQNABw4ciNNo6JKRz8rYomO6oKAA//TopbwPHz6MwoJxae5du3a5ubmtXLkSFzM3MTHB49MlY2uxjFOnTsU/vfv37yPJKCws7OnpiSRjfn4+Lhu0cuVKdNBQICyahrCw8Jw5cxwdHV1dXY2MjLp3766qqmpubo6eGfiqBOjq6u7du9fV1dXOzk5LSwsFPffq1SsqKoo4pgkEAuFHAhRFcblcNzc3ZGtsTo8ePehO5LZ5+vSpnp4etiY2R15evkWzZVVVFS5kAwAsFqt5hcj6+npcDG/q1Kn0jN2CggKsWpYsWYKLoURERIiJidEnsGnTJoqiCgsL8X3X2NiYLhmfPXuG6zJi6UNRVExMDL0gEV/loDlz5uAlasLCwnC5Fmha4Rr/OXjw4IiICHS343A4+E48YMAApDzoSx22uC2g3eafP39Or9rItyKctrY23X7j5eXVfAm4Dh069O3bF22ia9euz58/b/sUv3r1avr06c232Lt3b2yl27FjB+rMZrOxwWnGjBnNl+1+/fo11uJ0VFRU0DInQkJCjo6OuH9jY6ODgwPfOQUAZWXlkSNHor0YNGhQG5KRx+OFh4ejEuj0wyssLKyuro4j/5AZmF6KnM9Kig3YPXv2pOtsXJdRSkoK12WkO6ZHjRqFV3DB/O9//6OHYRQXF+PcJl1dXbqV8fXr1/iRZtOmTajITm5uLpaYS5cuxeY3bGWUlpYeN24c31MZAIwYMQLlaCPc3NzQCR08eDC9va6uDntiQisAACAASURBVKdX05Pl7927hx85XF1dkWTMzc0dPXo0ngw+aCg0hX4x0y/XESNGYLvmkydPJk2aRO9Jf4/W+6b/ZgkEAoHwAwD0v8bGxjt37mzcuFFTU7Nr166SkpISEhJdu3YdPHjwmjVrCgsLv3zEjIwMDw+P6dOnd+zYUaIJSUlJDQ2NlStXRkZGtvZv/ZkzZ3At6AkTJtC9vQi0IjMqiaKvr08vtJGbmztlyhT00cqVK7FkrK6udnNz69+/v4SEhKioqLS0NEr+yM3NVVFRQY0LFiyge7iSkpL69OkjJiYmISGB0zgQiYmJq1atUlJSQtZTERGRbt266erqenp68lX9uHv37ubNm4cNG4Y2ISIiIi4u3rdv36VLl9Lzfurq6latWiUhISEmJjZq1CgkGV1cXPBBQydClIaIiIiIiIipqSkKeqMoKjU1ddeuXcOGDcOzkpCQmDhxopubW1paGt0S09DQ4OfnN2XKFFRQRlxcXF1d3dvb28nJSUZGRkxMrGfPnnTbUmukpqZu3Ljxjz/+QJuTl5dft25dRESEjo6OuLi4hIQErhpdW1urqamJGg0MDPjSX/BRRcsZi4mJiYiIdO/e3crK6smTJ2g0WVlZBwcHev/6+vpjx46pq6ujIyMjI7N8+fIXL17gIjvDhw9HFt/WaGhoCA8PHzNmDDryoqKiKioqhw4devTokY6ODrqKFi9ejA4dapGQkDA0NKTPf8OGDai9b9++yCSJ8PDwQGdNXl6+xVLeNjY2N2/eNDIyQvsrKSmpr68fExNDn2FBQcHYsWPR9AwNDfG5pigqPT19wIABaNMbN25EBsWsrKxx48ahxkWLFuEgPywZ5eTkAgICIiMjVVRU0IWE7O70HBeKohwdHaWkpMTFxVVUVOj17evq6hYtWoSOzJQpU3Cy/O3btxUUFFCJIiwZMzMzx44dKy4uLi4uvmTJEvpBy8rKsrW1Rb8LdCVLSkqOHj16+/btT58+pV+r6enprq6uU6ZMkZWVRZeZqKhop06dDA0Ng4ODiV4kEAiEHw/Q/6itrc3Jybl3715YWFhQUNCdO3eSk5PLysr+qQOooaEhPz8/NjY2KCgoODg4ODg4LCzs1atXLSoGTGxsLHYv8mk1zLNnzwIDA319fePj4+nB72w2OyEhISAgwMfHJykpiV6Mpr6+/vHjx0FBQX5+fjdu3EBqsra2NiYmJiAg4PTp0/RbI0VRNTU1165d8/b2DgwMbB4SV11d/fjx45CQkKCgIH9//xs3buTn52M/IJ26urqXL19GRkainmFhYUlJSXyrL/J4vOTk5KCgoHPnzsXGxqIqMxkZGWj8kGYEBwcHBgb6+/s/ffqUvlEul/v8+fPg4GC0m5cvX87Ozm7trOXl5V26dMnX1zcqKgqVkikuLg4LCzt37lx0dHRzQ2CL1NTU3L9/39fXNyAg4N69e9XV1Twe7+HDh35+foGBgdi02djYePfuXV9f38DAQLrVio+ioqLr168HBAT4+/snJCQgQZCYmOjr6xseHo71H4/HQ0tZUhRVVlYWHR0dEBBw7do1NGdcXXLKlCnNnzea8+rVq8DAwMDAwJCQkOTkZGSuS0pK8vf39/b2vnPnDtpQYmKiv79/UFAQn7pKSUlB5+LatWv0ZPns7OyQkBCkz3D1eLpkRAq4qKgoIiLi4sWL4eHh9Nx/BJvNjouLCwwMvHDhQkJCAv16rq2tjY2N9ff39/f3x8G+HA7n7t27aD50kyfdyhgVFUVRVHp6ekhIiJ+fX2xsLN14icjMzAwNDfXz87t58ybfrzU5OTkwMNDPz+/evXv4p/f+/fsrV674+PiEhITgpyYOh3P79m1fX18/P7/mcQ5cLvfFixcREREBAQEBAQFXrlx59epVi4ksjY2N2dnZ165dQ8czMDDw7t27pLYOgUAgtBfw+S4/Cmtra+TAlZWVvXXrVntPh/DTweVyt23btmrVqujoaHokKwIHwM2fP/8LhW/bfMNQObpk3LNnzw8LwqNLRr4FHgkEAoFA+Ee0s2Ssq6t78+ZNcnLy2bNncVCUtrb2N7nlE34xeDze1KlTAUBGRmbIkCH29vYpKSkvXrxISUnx9PTEJmo+R/bPAD2W0dbW9sdLRikpKbQGOoFAIBAIX0c7S8bk5ORp06YpKirSExr4yjESCJjQ0FBcEZ3JZPbp06d///59+/bFi8sNGTKkjQo77cXDhw/x6i8/UjIePXpUSkoKSUZiZSQQCATCv6GdJeP9+/dRERBEp06dcGk6AqFFvLy8Bg4c2DyLXERERFtbOyEhob0n2AIxMTF4nuvXr28x+PV7sGfPHrzdM2fO/JiNEggEAuGXpJ0lY0lJya5du8zNzc3NzVesWBEREdG+8yH8J3j06NHx48ctLCzmz58/f/58c3PztWvXnjt3rnkeyU9Cenq6hYXF3Llz58yZExoa+sMeiq5cubJ8+fI5c+YsW7asjfQjAoFAIBA+S/unv7DZ7Pfv379//x7lCxMIX0hNTU1lZWVlZeX79+9/8qorPB6vtra2oqKivLz8h5kYKYpqaGiorq4uLy+vqqoixnsCgUAg/BvaXzISCAQCgUAgEH5yiGQkEAgEAoFAIHwGIhkJBAKBQCAQCJ+BSEYCgUAgEAgEwmcgkpFAIBAIBAKB8BmIZCQQCAQCgUAgfAYiGQkEAoFAIBAIn4FIRgKBQCAQfih1b3Nf+Pq88PbN8LuY4eOf6euf5euf5euf3fR64+OfevJszs3IBh6pWEz4WSCSkUAgEAiEH0FGVOSTA4dTjx6PmTv7YAfpY1IyZ2Rlz8vI+nSQ9e8g699BNrCDbEAHWf8Osn4ysqeERYKUeqTabM84diL9zMm6d7ntPX3C7w6RjAQCgUAgfC94DY35Cffu2OxOsN55sv+AAyIiJ8UlTgKcADgHcAHAFyAAIBggFCDs09dlgEhh0VAJiRAZ6YemRknbrbOCQ3n19e29T4TfFCIZCQQCgUD49jRyOG+fP4nduPnciFGODMYBAYFjACcBzgD4gkAIUyyUIRoOIlEgEg2sayASAyI3QPQWiN4G0TsgGscQvwMiN4ARC4xrAFcAQgCu9ezzbLlFnv+Z+ury9t4/wm8HkYwEAoFAIHxLGjmc8jdvotevOzdcbS+AO8BRYHgB4zxD+CJDJABYISByiSF6GUSuMkSvMURjQOQGiN0B0TgQjQeReBC+D4L3QTARWA9A+AEIJwLrHgjEAfMmQBTA1Y5SCUZ6JTGxDXV17b2vhN8IIhkJBAKBQPhmsCsqotevO6463BbAEeAQME+A0DlgeQPLl8EKYLBCQCQcRCJAJApEroNILIjeAdF4huh9YD0AoScg9IQh9FxIJJUllsqSSBUWSxYSfS4g+hREHoHQQxBMBIHbAFcBbvXunbBwUfmTpPbeY8LvApGMBAKBQCB8GzgVFQEmJlYAOwE8gHkEhE4C6yywLgDLF1j+wAoCVhiIRILIFRCJBpEbIHKXIXYfRB4D6xlD5IWYdKZCl4KR/Uu1hr3THf5Ob0TZNLVSLeUijYF5qn0zFbu8FJN8DiJPgfUIhG4DhADcGzu+7ObNejZJrCZ8d4hkJBB+WTg11YXPkuobG9t7IgTCbwG3otxnltFGADuA/SB4FFgnQNjrU8kYDCJIMkaDSCyIxoFoIog8BpEXolK5AxXf6atVLZ1Uu1m/bsdMts1sjq0pe49pnY1J3TaDmo26Vcsnlc8Ynq/a97Wc3DMQegTC90HwBsDV/8nfsVhUXfK2vQ8A4ReHSEYC4VegpvRd1q1buTfjCm/dfXs7ruTO/dK4uLsrLY726ZWwa8+7m3dLbsW9vRX37nZCXnRs8fNH7T1fAuFXg1NR5jPLcA3AbgA3YB0A1hEQPgbCXiCMJeNFYAU3WRmjQeQGiCaA6GNgpQhL5Kv0rVygUbfVgGNrytk3n+O8mOOylOu+nO2xnO22nOu2jOO0iONgzt5l/GHt1DLDkTn9e6aKST4DsUcgHAvgB3DNwOj9m6z2PgyEXxkiGQmE/zBVhflp4WGZIWHR85cc6NHDq7vChe49/RUUA3v2DumhcAHgOICfgFBEt56XuiuGK/SMUOh9vqN8oPLAjINuRaHhr0PDaqur2nsnCIT/POyyMu9ZBqsAbABcGcJuwDoAwkdA+CgIn2iSjN7Augis/7P33XFN3d/75yJ3BFTA0da2tnbv1i7r3lr3HihDmclNAiIIKKgoe4OA7CVkJ4CTobhwIYoTB7gHiJBNQgbD3x8hiG2/XR9b9Vee13m1ARNy877vk/PcM54rBLwIiL1AlAFxGIhKoJwDos7SSjznO5XHLI3fYk3gSk3oKl0sVZ/AbEtao9vuoUtao09y129j6KJdWyMcNIHWGp/5StcpDWM+vdbP4gKYnQezowA7AKo8vP/KUXfcEZ+tlz5U69tVOm2LVvNrU2k1LRqNWtum1rbdbDp9tWG/rk39Ty1iL1569FLGXvTi1UOnTle3r+RidmbZCuv4wYNSBw5OBSQJIA0gGyAPgA3AA9gJUAL47mf13goBCgBK+5oVD3qNNXjwaRf6rcw0ed3lF/2ZetGLVxWah/Uca2sqgB9AGIKFAxYNWDxgSYBtBywNsBzAdwCeBzgHcCHghYDvAaIUiINAnABKNRDX+1k1z/hW5TFL7be4NchGE+aoiyH1Se5tqV5t6d5t6d5t6evaUtbqE9y0MTRNuINmi3Wr73zFqgkPh394Fet3HszOmJiVARx4Z6i8+vQfHvDjlnsnr+4UHN26WTAyrsQu/2jAjiMbdhxZ/4wdXb+jYv2Ow745h33zjm7OP7pps3CkZ/5QUeX6G4+Ptnfq/oWF7cXLhl7K2ItevEpoa229UVpSvs57+7APo8wpCQAJAGkAeQCCrs56fA/g+wAvAbwcKIeAcgihHAHiGGJ2FIjjQJxEzCsAPwiwH6AYoBiQ3eaU45PH3ogPa7l1rfNJ54v+iL3oxSuFzs4zcREkgBdAEIKFIlgEoBGAxQKWAFgSYCmApQGWBXjeM4lGfC8QpUAcBsopIC6ZmN17/23F8tGt6+ZoNltrwx10MS76eLp++xp9qpc+zUuf5qVPWatPctfFkq3hTupAG/WGhWq3Gc3Tv73e1+I84GdNzE8Btgfg4MhRiks1v3O896VnQ/nLlm1+Y1mQuWMq7s7v78ayYuZbuLF+ZfkWzHxLZr4Vc8cARp4VNQ+lsRA3Hu5X9N6pm/n/2gL34uVBL2XsRS9eGdw7eLjUc23iBx+G9DGJAUgASIc++YDzABMAUYgQu4HY91TpjXIEoVQA5ThQTgJRCXglYFW/NPwEmBwBKAMoxtETk8dcjw1uuXfrRX/QXvTilYH40oW4zz9yBwgANBDBghAsDMEiAYsCLBYwQ3k6xTgEkwd4PuDcHqyxDIijCKUKiAsmZreHDhFP/0ZN/1m3Zbk23FYX7aCPp+kTGLpEpi7RTZfA1MeTumgXbdgqbYiNdssyFW1Kw/cf1mDm1UCcQcyOg9l+gJ0ANwLDNTqd9lloNBqNRtvermeXB4ynwfS1sDKa4sEbuGn/4E2lA/xLfml+JQM2FFv5l1j6lw5av9dywz6L4ENfpJ5ZmlG9YsPej3xE75y6kdeieHnHtNvb23V6vV6v1+n1Op1eq9PrfmX6tjZ9W7u+rb2jo/dS+U+hlzL2ohevANrVyou5GQmffb7FBIkASAAkvUdPPR9wERC7gCgGogQh9iOUQ0CpQMxPIWaVQJwB7Cyg5xDsMt73Wn+L6/371/a3uNbP4gre96IJ5Rzg5wCrBNPjgBwAKCOw8klj7u3a/aI/8b+Bzs5OjUajUqlaVCqlUtEskz1qkj4WS6/fbjx4um7PkYuFhy/srbhcUlGz+8il4xduNTRJm2Tyhma5TKFSqTXqVk2rVteq0+vbeuPNfxd1e/cyAbwANiHYVsCCETQEwcIQLALQSCNr7M41dgvucHtUqMsQ4jBQjgNxFogrfS3uffpO85ThCvsJGt/5uiDrtlBbfbi9Pmq1Pmq1PsxOG7xSt2WpxmOmYsWYhu8+vNbX8jxQqsDsOFAqgFKFoCEIsvDHkQ4MxmpHx1U9YGe3ys52dUicx5q4n6YzTJds6u8QO8CT91r4iY9jTn8Rder/tMjTX0Se/Dj8+Afbq+eU3U8/3VzGqfNdV2K2KnjIwnkrkhOz2jvaX+wp6OzoUKvVLUqlTK5oaJKfv/pg15FL6aIjYek7IzL3hGfuDk7bGZy6MyRtZ0jarpDUXcHpO0PSikJSd4Zn7onI3B2SvjONf3jPkQv7K2sv1D1qkimVqla1RqvR6XVtvVzyGfRSxueJjo4OuUIhkUolEsmjx033HjZevdVwsKpWeOB8wf6zBQeqBWVneaVVwv1niw6cLzhQLdp/RlhaVXbySu3txrv1zQ8eSyRypVypkre0Klu1+hfshr14WdB84rTQZmnIQMstAFFgkgRYOuDZgOcBzjbKdhQBsQuhlCCULr4IlFOIWTXg5wG/1s/i3kdvPRr1SfPM76SLfpQt+km2ZKRk4Yim6cMbRn56/7N3br426ApqfgHQKsBOgslugL1vvnUvLU0jFr/oj/78oWppkYolTWLJpZuPeGXVwWl7fGP56+OF6+MFzDCO85Yd1MB8O7+suW6J02lx06hxP9PiZpLx02nxizySXbfmUQNzHTfnMEPYPjG89bHc9XFc7xhWcGoRZ2/l8Qu37zWKxTKlokXdotZq9b3aRv//o0PXVp2VyQDwAsQPQQMQLMgECwI0BMFCAQ0HNBKwGMASjZYMWCZg2YDnGpS9ARcAXgj4XsRsP0I5DEQFYKcBv4D3vT5w4N2P3q0f8cnjyV9J5/wgWzJKbj1OtnBE05RvHo387P6Hb9UOGHDR1LwKiJNAOQqUwwhxBvBktO8wwgwQBExMcOwZoKZYHxP8g5/6zPWhLPCyXLTeyibEip41OGD/u8GHPgwsf//XFlT+/tYDH2wp/yCw/IMtZUNDD3/Fv+Z/sIHHrvPcXPb2ikjkja/B1MRsW1zyv7/yne16uUwmlcruPJQI9p8LSN61Pk7gFStiRBat3ipa7CecsY4/hpo1lswaR2aPpWWPJbPH0bPH0XPG0nIMj8fSMkc6Jf5gG/OtTeSoVZHTafGzmQnL1qW4BuZ6RrA3xPPXx/ICtxdkFRwrr6y9eb9JomhRqDQtmrb/cmTupYz/K2RyWX3Do/v1j2tuPsrbfdojgk0LynWL4LoGsWz8c1ZszF/ky5q5dsestTtme+2YtTZ3pkfuLM8dM92zp9ISJzrHTHSKmU7GLV2XusI3w9Yvk7olhxGUQw/MpgdmhaTu4pacrbxy9/bDpkaxrFnWIlVqtPoX/YF78e9CfO5iwpfDqQCbAOIAS0bwFMAzAM8BPP9ZyrgHiBIgDiHEUaCcArOzgNXg5vc/e1cy5wcVbarWZ75242JdwDJd0Apt8ApN4HKt/+LWdXPVzJ/l1qObxn16++3Xa0zNLgBeDfhhgAPmfcsmT3p45OiLXoDngHa9prHx8b36poNVN4LT93lE8Nyjd9qH7Jq/cdeUdTvHry2avKFkZuDx2SGVs0NOzAmtnB9+ekFE1cKos4ujqhdGnl0YWbUo6uz88MoZAQen+pVMWb9v/Br+KDL3R+e04XZxXywJ+Wbp1gmO0bMYict9Up0DcuhbsxhBGZsTC/L3VFVfu//wsbRJohDL1Rp9b8Li/zdIqk4lvvO2J4A3oP4IthFBNwMaCFgwggYBGgJoKKARgEYDFgdYPGAJxjq1obuxq1CAEAKkW3wHLwOiHNAjYHocTKsAP9uHch7ve8G8/8V+FhfN+l8wNT8L+EnAjgF2FPCDQJQjlBITYj9QqhCKA2YOpqYA8N6wYWPHjh01atRII376cdQP34ybtOT9mR5ms9f0n+tpudjfynHboLX819zzBjKyBzByf2XZA5g5Axk5A91yBzN2DKBlWnpzPwkq/nHT7s9pGYM8BH19cr55Z+j7ZhSrPFbev7Xk7WKJ5PbDZsH+c95xBWvj9pDbDi0KPDDVr3RawJG5YWcWRJ1bHHt5RfINu/R7qzPvrsq4tzrjnkPm/dWZ91ZndZlj1n2HzAcOWffs0m6s3H7ddvu15XEXFkaemRdc8fPG4omeolG03B8dUr5eHvHVkq2j7MJ+psUtW5fiujWTujXTLShnG+tAWeX1Gw+bGsXKZplKrf0Pccheyvj30NHQ2HT7/qMjZ2/6p+x12JLvHLbTLrR43sZ9E733jt9Q9nPQybnh1XPDzi6IvrAk/qp1Ut3ypLrl2+tWbK9dkVS7IrnOOvHakthLS+MuLYm/PD+8akbAwan+ZRO8do6ms350Sh9ul/D5ktBvl4dOcIyZQU9Y7JlstyHZ1ifJyT81MGXXriM1124/ulPffO+xXKrqHVv7/xnii5djPv3CEWAjmMQgWByCJwOWhjyljKwupTeiCIh9CKUMoRxCDPlF4rKp2f0v32txnKhZv0CzxVobbKsLW6WPdtHHUnWxVG0sVR/jqo1w0Ibba7cu13jNVjhMbBzzWV3f/heBcgEoxwE4AJz33muufoVFHLUa1Y0HTbn7zjEjdzpFltlGHp0VeHRmWPX8qMuL467ZpN93ym92ZUuoHBldoGYW6OgiDaNAwyzQMkQ690Kde5HOvUjrXqh1L9QxC7UkX0XlymhcuTOrySm3YXXWQ7v0u3apN22Sri6OPjtzc/lEz4JRZN5w+6TPl4Z+syx4zOrImfRt1uuSV65LtPVO3JJUtP/Etdq7jfceSeublSrNq52G1Lc/aZKp/+NNYC3Xzmd+9b4XgA+g6xF0PYL5A7oFwbYg2FZAAwENAjQQ0BBAwwANBywSsGjAYgCLB2wbYMmApRmFG9mGajVCFCJEEULsAnw34MWAlQBWCqalYFoGpmWAlgFeClgx4PsQfC9C2YMQuxFKoQmxE4gDCGVNHwIzMQEAADA1Ne3Tp4+JEQjSBwGTt76Cae7YPE/L2Wv6z/W0sAkbQGYOtouyWhlqaRvxjNlEWNqGW9qFW9qEW9qEW9hFWq4IsVoeQrGLMV0Vb+6wbQA909J2w4cTx0+jUPr17deXw+H8w4vdKVO0Hqq6uW57qWvcEevoyhnBlbMjLy3Zfss2s96VJaULVAyRhi5Q0wVqZoHGTah2E6qYIjVTqHIXqt1EaoZQxSxQuxe2uheomQKVm1DlLtK4F2rcCzVuhXq3Qi1ToCa5Cle2xCGnYVXGPfu0W7bbry+KPDNj0/6JnqIRLhlfr4j+fNGWH6xDprjGLlybtHJdos26bX5xPNHBixdu1N+pFzc0KxStrySDbJYpKy7ck7b8wS3LeynjX0Sn/k69eNexWq/EUofwYpuoY7NDKmeFVi+Iu7Y0+bZ9Rr0rS0LylYa961agdSvQ0EUat0KNW6GGWaBhiFrpQg2zQMMs1DALdG479e5FeoaolS5QkjyFK0vsympyzn20KvP+qvS7tik3FkVWTd94YMLagp9ouV/bxX+1PPQH24iJzrHz3RMXuMUvZMQyg3LTCyqOX7hZc6v+yu1HD5pbXvQC/S/orG9WSlt6SXAXHp06Hf/ZF6sBfKBPFELEIFgcYIkInmxCpAGWA9iOp1lGg9IbpQyhHAKiEjE7C1jdACvxzO/UzOmt6xdqAldqw1Zro5z125j67Wv0yR5tyR5tyR66BKYultRGOGmDbbUBy1rXzGie+lXd4MEXwewCmJ0ElAtQ7bT8zx+zVHP/nrj6blP13abz9x6fu/f43N2m8/eazt9rOtfT7j4+d/fxubtN5+42nbvTXKXWS/+RBZTrk/fU2EYfXRZ7cW70lQXbbq5If+jCljFFWrpIwxCpmQI1Q9jCFCiZfDmdq6Dz5HSejM6VkTwZyZUxeDI6T0pypQyujMGRkVwZky9n8BRMocqtQO0uVLkXaJgFWvcinceudjeRhsFvobGlzrkNjtn1qzLvr0i8Oj/s+BTf3aNoXSTyuxVhk53j5jPjFzBilnjE+ycUCssvVNXcvnq78U69TKF+ZSLN4ybJ6ct343gnUwqqNLpX5rD/IZzJyCABfADxBtQHwfwA3QCoH6AbAQ0AdAugW55SRjwasNhnM47JCJaCYKkInorgKYBlIEQuQuQjBA8heIDzARcihAghRIAXAF4AhAgxEyKEAHABQvARCg9wDuAswHMRgg1ENmCzEOTjd9/9bsSI4d8+g+HfDh/+zfczV35nvenNWW5mM+j9ZzIslgZYOiYMXLxpwAJfi0V+z9hiP4slflaL/ayW+Bt/9Lda4t9/ycb+KwMH2kb1/WYpICi8MfitcePGEwRhYWHB4/H+uXW+16QNEdauSLg8L/baooRbq7ObGPwWZoGGITJ4cQuDLye5UjpPTudJSbaUzpXROGIqW0zjyEiOlM6RkhwJyZaQXBnJkdLYEpItJbkyGkdK40hJrpzkyehcGZOvcCtQM0UqpqjVrUjrXqR3K9DQBS1UlsQpt9Ex+4Ftys3FEWdmbCwd5877ziH5y2UR364MG+8YPZOMX+gWv9Qjziuax9p35vTl21duP6p7IBErXuqI1qZrvfWw+cTVx8zIovEu8VfvNf/+83sp41+AWNVZXN3ollK1LLZ6aWLtgoQbK9IfuHLkDJGWIdIwhGqGQMngypl8JZ0rI7kSOk9G50rpHBmdIyU5UjpPRudIaVwZnSsjOVKSIzM8geRKGXwFg6+g85VMkcpNpGYKW92LdGuK9Ayhms5TUNkSl7zHTrn1q9JvW8dfmhN4eJJX4Sh63rf2Cd+vjB7rnDCdnjCTFjXNOczBLzOVX3Gg8tqJizerau7eeaR4JfIYOr3ufG1DfsmFdQnFlVcfvejDeSmgl0izR412BFgDJpsBi0CwaMC2IVgCYNtNiDSkq6rFApxrrE3vBqIEKAcRygnE7Axg1yj9Gsd8qqJO0fgu1GxdqYtw1MfQ83VZkgAAIABJREFU9Inu+lTPtox1bWnr9Onr9Kle+kR3fQxNG+6o2bpSs3GRmjm9ceRnV4n+F4ByHul7BKCUgj7IzOjU/2FLROexa6Ig0Uw/zpf+vC/9ed9sEny1UfC1P3/4JsHXmwRf9bSNgq/8BV9tFHy5UfD1BtGwjIol5+8Vtj/RPscFbJB3xJTKFiXcXbDttmNeM12opgtVdL6SzlPQuVI6T0rjykiOhGSLaRwxjSMh2VIaW0JjiaksCZUtIdkSkiOmccRUtoTGltDYYpIjoXHEXZHGEH44UpIjo3HlJFdO58oYfAVDoGIKVGsKNGuK9G4FWqZARefJXPObnXIfrc68uzz+4qzN5ePc+SOc04fbxY9YHT+Btm06GT+TGrnUI94voVBQdrai+kZVzd1LNx9JWl66HpSONv2NO48qLj8KYp+bsibn+5VRIdlHdO3/6SzjkydPbu/b6wXgBeCDYOsA9URQH0D9ESwAsFDAYgDfBniysZkkDwg2EBwgeEDwuw0h8oHIQIhUBEsHPA3wVMDSETwLsBzAchE8D8HzAMtD8DykS98xD7BcwHMQIgvBMwHLACwFwVJNzFLA1BMga7XjvcbG2/fv36iru2FEXV3dnRsPmqUNwaxlI+xgOrXfDNJi0QZL+yiruWstZ7r1n+3xjM3x6D/b3WL2Gou5a/vP9eg/Z43lPE+LuZ7957hZTqVjNqFWrv5TB/QbAgDDhr03duxYHMcHDBjA5/P/oXU+fkO7OPnBgtTHJL+V5LcweHI3npzkymhcGYMno3EkNLaYyhZTORI6W0xjN9PYEqrBZzkGFzb4b9ePpPE3JNfwr800tpjGkRpeQnKkNI6MxpHQuFKSK2MKlExBC1OkdivUuBXo3AStNK6Mymp22dHolP3QOvHanIBDk70KRtJyhtvF/2AfPc4pbjo1biYtci49ek0Yl11y9vj5uqqa2xdqG8TKl8KvtTpd7e36s1cecMqvM9POumTd+MEp/ZP5/hdvNf3+C3sp419ARa2WwWpamHDPNquRFKjoQhXJUzB4cjpPTnKkJFdK50iobAmNI6FxpFS2mNZlXfuV5EpJrpTGEXdt3K5YJaaxJVS2hMoW0zgSKltMZUu6NitHSufJGQIlQ9DiJmxxK2hlFrQyhSo6T0Fli2nsZue8Bpvk2kWRVT/7l41z5/3kkjnSOXmsS+Jk19hJDmFTHUKcN2cnco4UHTpfcvzy0eqbt+rlbS8VhezsvHrrYfnZm6yjD5ySqsa5s0baR5eeqnvRh/VS4GLKtnUADAAfwPwBDe2h2WGcvsSzAd/xyyZ6yn4Ts0NAOQmUasBrBwwQ/zxc7TGrddMybbCdLsJZH0/XJa3Rp6zVp3rqUz31KZ76RHd9HKmJcG4NtFFvWtq6bo545nd1VgMvAlGNmJ1GiEKA/V9+obl27fcPuKQy1TZwyIJAcEw3oXOB5ACVAzQOUNlAcn5pdMMDNlDZ4CYy9dr1upfwNVG1p679ud2K5sqjdjee1DpLxuArGVyp4SqO5EoMoYXkiLtCCEfyKxP3/D3JMXBHw4OnT6N2OztbQmM193iJ1ODpJFdG8uR0voIpVDFErcwCLVOkInkyV47ElS12yqm3jr84J/jI9A37xjDyf3TePtolcZLLtqmu0VMcwxa4xfsnFPHLzpadqCk7WXO29qFY1fa8Vuav4rFYfuzMlbLKa4Kjt9dlnnFIq7XPbBi9tnD48tBkwcn/OmF88kT74OaOcT+4AHiCqS+gfggWDFgUgicAngp4NuD5gPOAKACiEIjdQBQDUQpEGUIpA2I/QpQBpQyhlAGlGCj7EMpuIHiA7wAsA/AEwOIA247gaSZECuDdycg0wFIBM2QlEwFLRLBtgMUDFo2Y+gBEv/Puo+Ky3zngqluCBZsGfbMSxtsTC70tV4ZY/EzvO8W57zTaMzad1ncatd80137TXPtOp/WdRus3nWox1bXvKGf43hFiRbYtKmluLsfSygoA3nvvvZEjR6Io+s+xxmO3OlbnK1btkDJ4UjpPRnKlVLaYxhJTOZIuIsiRkFwpzXAtxzUwv2d8tqcZQ63h2k9CN3wz8GQ0rrT7r9G6gzJLbMhQ0thSutGvGcIWplDtVqhxE7XSuQoqR+LCanTKrbdJujo/qGKq7+7R9B0jHJNHOiVPpCZNc4mZvDpwDj1mw7bC/L2n91VcLD1x+ei5W3ceKbuz9J1PnnQ8+Qd1cRUtuss3HhyqvFx87HJWcY1X2knHhDOr0m9bZzxamfFw4hrWTyuDeynj88TJ221MgXxVnpzOUzB43Tnt7jDz21vz+ZmUxpWSXCmdZ8hHtjBFaoZQRecraFwpjSNxZTWtzry7JLp65qb9kzxFY93yx9EyJrgmT3SOHWsXPMUpwmXLjjhWObeksrD8bOnJq1fvNKu17Z2/wj+0aTs7Ozo72js6OpokikOVl4sOnuWU1/pmV9vFVTlm11un3h/rxv1q0RZ26Zl/4t1fLegkkuzJU2gAPmC6DtANgAYBGglYpLELKsnYBZXVgzXyAC8EYh9QSoE4BMRJoJwDSp3VwEcjP1GsHq/1X6gLs9VHObTFurTF09q20fUJDP02UhfrqjM0NQav1AYsVZFTH/308TVzi/NAOYOYHQfzMkDKAOpDgjva2zuMaH/6uLO9o628OmOB7+Bpa2FVvJmncGB4xdfxpyfEVo6POzk29sTYmJNjfmGxJ8fEnhoXfXJMzKmROZeceLUbtx783D4LCs56tbWrnssa3pd1Bu1V2uWIqRzZ/xU2/i0Td6UreDKSL2cIlAyRiilSMwRKOk9O8qRUdrNjzoOViTXzgo9N27BvwhruWHrOOGrqJNfESU5RY2y3LvbYtjFpV4rgML/0dOGBKlFZpWj/adGBMwUHzgjLThcerD514c71248v3nh05U6zRKFtb2/XtbW3tbV3dHT82sF/hY7Ojo5Ow0ltb2tpbbv7UHrsbO3OA6cFJae45TXh3POrwvcviziyKu2WffZj+xwxyWtZFHlyhH1M5I6Dul6BoSdPmq/VxH4/3BMgCExjAUsCPBPpKgIYBLAMZHEfEKVA7Eco5UAcBMphoBwFSgViVoGYnQDKCaBUGGafgXIAiL0IwQY8DbBtCBaN4LEIFg9YgoEdIlg8YPGAxSJ4DIJHARqBYJEI5g99HAGKlq180vn7J6WtojYvlLNi/obXJ6/tM2eT6ST3PhPIPhOZzxrD+EtGnwlkn/H0PhPd+szwNfXM+D633PeB+Lrhb6Wlpg4aOBAA3n333REjRpiamg4YMOCfqFCfvNvuzJKtyhHTjZdwL9SpjdSTIyG5UlIgpxuSO6JWplBF50pJtoTKFjvlNthsv7Yw7OT0DSXj13DGMXLGk+kTqUmTXGLGrgqZ7hxBD8qLyy9N5pYnsA9sYx3Yxjm4jVO+nXeQtfuEsPQUt/gEr6SyYP+ZogNnRPurig5WHzt/88qdpqu3my7faLh4o6H2vqSlVd/W1qbRtml0bS3atlv18vPXHl6++ehSXX35qSsFZaf5JSd5xSfy9p6O5Jz0SDpoHVy8NPSQTeIVm/QHNlmPHPOkDIGaxpZO8+KPtAm5fLuXMj4/XHjY4V0od9hhvOB4yhdfnHGlJFdG5ykYfCVdoGQIlHSeguTIaByZC1uyOuP2spizc4OOzvDfN3ktdzwjZwKZOt4xduTKwEkOoY6bskLS96XxD2WIjqQLD6ULyjNER7KLKnIKj2YXHMkSHRGVVZ++fPfM1QcnLt65dvuxQtWq1mjlKo1ao9XpdHq9Xt/W1tbWpu+2LtlUw/+1ra0apbq1Uay8UPvwUNX1/N3HMkQHs/ZUBbOqHKIOLg4+vGLb5VVZDat3NDuzFa75TT97Cz9ZsCmj8MSLPs8vGp0d17Jztgwa5AaIL4J5A+YN6EZAQwCNACzKyBoTAdsOWGoPiWDjKAxuyGQcBMoxoFQCfgEzu/nukMdjPpMtHaNmzND5L9IHrdSH2rZFrNKF2evCVupCVmr8FqndZyhsxj768ZM6C6vzQDkLZidNzCuBOGpq7gFg98H7YRs3BoeFbdq0abMBmzZvDtgcuDlsU6DnMt+3JzNgySYLh7j+a1j9409NY9V55V9fs6OG3HGFkXuF/kuroe+4wsiuccm/vvbgw7zT4gP5NS4MEULmmjM3LkhNylK3/K8SwVLNk8RDKvvsZmeWlOS9aD/9LSO5MjpPTud1BRsGX0nnyWlcOZUtds6pt0u6tiiicmbAgWk+Oyd7cCYxsyfR06e6ZUxzy5jGzJhKT5ngHDveKWacQ9RE59hl3umOm7JsfNNXbcxeHy8Ky9oXnL4nIqskmX8wXXgkXXg4XXg4XXgoQ3Qou/BIdtHRnKKj2YVHcoqO5hQezhSWpwkOpQsPpfDKoneUhuYe8k0utw/dO3/TzvlbSpdHV63cXmubWW+f2+SYLyH5CjpXTvIUy6Mqh1uH00J5UuXzbCd4FdHyuLEqITFv5KhgQBLBNAPBsxAi35j771YzKAbiABDlQDmMUI4CpQLMTgJxCvDTgJ4GrArQ012GVQF2GvDjQBxFKAcQigCIVMAiECwEwcIBjUSwSASLANNwEzzMhAhDsBBAgwHzB1NngPC333lYWv4njrpTrRMfupLGOuIjPB4gOLZFcGyL4PizdmwLvyJAcDyAf3wLvyJAUBEgOOW/52LQHXHlL+4WmJKSMnDgQAAYNmzYqFGjKBSKhYXFc5+GOfOg3ZkltcsWvyRk8bedmmMoL8joPLmhTYXOl9O5cpIrp/FkLjse2W6vXRR5em7gkel+e6etK5i5fufcjXtnb9wz23/XDF/RNE/ONE/2dE/Oz2typzHTpzBSpzDSJtOSJjnGjHOImugSt9Qn23lL/qoNGfYb0u38MpwCsgOSd4Vl7QtK3Rmctjswda9bRMHqLVyXUBE1Yudyf/6MtXmzfIULt5QsCjmyJPL0iqRrKzMe2uc8dsoX03gKkiuncSQMrsxN1Dpzw86fbILP1f5BY1gvZfwLqH7Y4V0oc9zRbChvUdnSl2LvdtW4JSRbTHIk9K5QpGAKWhiCFpKnoPPlDKGCxmlelXnXOuHyooiTs7cenOm3Z6onZwKZMYFMn0jPnESmTyAzJjOyJpHp45y2jbKPHGEXOZWaZO2buWxd8iLP7Q6bsrzjBOsTRN5xQv/EwvDM3dHZe6Ny9sbkFsfk7IvO2RudUxydszc6Z290zj7Db7YkF/luK/JN3EtG7bUL3jtrQ9HsgLLFEaeWJ161y2xwzJc5sqQ0jpQpUNAFLS65DdO9RZ8s2JxR8F+njHqFgjNrjhuAD6A9bSOgQYBGABoFWLTxdmQGpbf0noIdxkBlyGqUA3EY8BOAnzOlXLG0ujFsyN0v36v/4bPGcV+Jf/5OPOuHpmnfNo798uHwD+58+Hbta4MuYf2rgDgJxDGEcgAxqwa8pI/ZpyamgKLvvvvuB++///Zbbw0dOnTYsGFDhw59552333xt2PsfD5lgT5m3ru8Sf6uVIZYuyRYBez+NOT4u4sjo8MOjI46OCj/60y8s4sjIyCOjI46OCD80OvnEsvxL7nHHp63fa0XN6P/h9+YAmOfada2t/xNrVOqeJB5Rr8gSu7Ck9JeSMj6NMd2Rhiujc+V0voIhUDJ4CgZXQecpGAIllfXYPrXOetulZTEXlsVfWr6tZkn0+QVhJxaEHV8YemJBaMX84MNzAg7M2lQye1PpDP89U7wFU9fxp3kJpnqwJjGzJpAZE2gGT0+fxMicxMicSM+aQGZMomdMYmZM8+T87C36eX3R7IDSuYGHFoWdWBp7bkXS9VWZDxzyJE55YleOhM5vYfAVdK6EZItpPAXJVyyLOvXFkhDr9VmNkueTFX4V0aHT3tvD582dG0jB4zEiGbBMEzwbwfMQgoMQ3XNphku4/UAcBMpRoJwESiUQpwGrBtPzCHYF71traVk7cECtlVWtheV1s/41fYjzgJ0B9AxgVUA5gVDKgWADFoNgAYBuRfAQBAsGNMgE39oH2wLoVgT3AVMHgNC3h97bs++vfIL2jie69k5dx5M/a51PfqMVr7OjIy01dcCAAYYK9cSJE83Nzfv168dms5/XUj958qS2qZ3kSG1eZspo6EPjSEiO1Nh+JqFxpAa/ZvAVhgohna+g8xV0roLGkVG5Mle21Iklccprcsx+uCrjjn36nVUZ922S65bGXVi+7bL1tktLo87ODzm2IOzEwrATC8KOz91ycLZf8eyNpbMDDszeVDpnc9mszaVzAvbPCSibE7B/XmDFwrDji8JPLo09tyy+ZnnidbuMB455zc75Epd8KZUjJ3lKBk9BGhJebDGNLaZzZcyC1pl+O39aEVR+5vbvn4VeyvgXUP2gw7NAvmpHM8mV0Lu2xYveoxwJjWNoxjfsgKd9viRbTLKlhsZ8Ok/G4CkYfCVDqGSIlEyRisFXOuU8tE+ps02us91ea5d83S75hn3KTZuka8vjzy+NPbs09uySqDMLQo7PDTo8P6Ri7taD09fvnOIpmOwlmuJdONW7aOIa7hhqxhjX9DFk5hha5hhq1gR31pR1hZO9RJM8hdP8i2dvPTQ7qGJ++Oll8ZdXptTZZze4cJWuHBmVIzWU50iezDBbQOfKaKym2ZtKPluwJWvnf50y6hTK3Nnz6AC+gPoC6gOoN6DrAPUBdAOgAYCGARptTDfGdc9dApYGmKG7sVviWwT4zq4MB74f8IOAHwX0BKCnAa02oVzA+10g+p0zNT+LEJWAngK0AtBDgB9EzMoQogSInUCcAoKPEG8AAIa+NXToJ5988vHHH3/00UcffPDBhx9++NHHHwx946OPPx023clqrlffeV6Wi/2tVoZauaZakVmWZEZ/MsOCmmFBTe//C6Nl9qdlWJAZFq6pfV3S+rvlve6W/zqZa+GaPGi504QPh30NgLi7u7dq/n4GS9b6ZNth9cocsQtL2tXC+FLas54rNpQvDK5BcowFBL6SwVcyBC10vpIhVDOFKjpfyRC2uonU7iI1U6gi+S10XgtDqKILWlxYYqecBufcBqec+lUZ9+zSbtom19mm1Nlsr7XdXmuTUmebUmeTXGeTXGeTUmebWrc6855DZr1DdoMLR07ltVC5CpKnoPOUTL6CIeiaIqdxpIbDo3GkdL6S5MqWRZz6ammYzYasRskrrdLw96Fradnv5b7trde2AkQCkgR9MgDLQogchOCZUPgIIQC8u3mxDIhDQKlAKCcRsyrAzwF2tW//2x+82fDTp83Tv5Ut+km2bLRs2Wjp4pHi2d8/Gvv5g6/ev/32GzW4+TlAzwF+FogTQBQjxHYE90OwDYAFALoJQQMQzA9MSQA7gNC3hz4oKX1Rq9HZ2Zment6/f38Da5w6dWq/fv3Mzc1ZLNbzeou70nYGV7oy6yWmjJweGZwenMw40mD8J66U5MpoXDlpCMo8BYOvZApb6HwFg68keQo3QYubsIXOV7qJWtyELUyhiiFUuRW0MgQqQ+aSwWuhC1rofBWdpyT5CleugsZT0nhKV56SylPSBS0kv4XkKxkCBYOvZAiUdL6SzpczDAN/HCnd8IXDkZA8KY0tpvPkboWtszYUjbAOLDz8Bz3r/whlVDc1t9Q3qOofqRoaWxoaWx426NWKf+KN/mXUPu5cX6SwyxXT2FI6R0LnyugvC2vsDj/GJn2u1DCCY0g90tgSKltMsiV0rozkSumGWrawxb1Q5S5SMwUthkltN4N6SIHWvaDVvVDtVtDKEKndCjSMAi1doHJliZ3zHzvnNzvvaHLJa3bIrrdPv70q45Z9+m37tDv26XdXZz1wymt2zH3skNPowpbThK2ksJXGV9L4KoaghclX0vlKOlduILiu+c2G9mQqW0Lnyuhc6bzAw5/N35y58/iLPs8vGDqpLGPMeFcAXwT1QTBvwHwB9TYSx3WAbgI0CNAwY2tjjHEsJtFIHNMB70o6IgQHIXiIYTiG2IkQuwErBrwE8FLAygDbD1gZoGWAlQJeDPg+hNiDELuBUgSECCF4CFEGBAvBP0b6AILA/40xy80Xrbec7W4x19Ni4QZL60BL6xCLFSFW1kEW1kEWy4Mtf2HWwZbWwRbLg/otD7JcFtTfOqTvilALx20DVsX1HfXzO5PHznln6DAAWOPhodX+TdYoa30Sf0htm9PsypHQeS+Xnz4bYJ56roGT0ThSKltC50hobBnNUMpgiw25CpIjpXOldK6E5ErpfIWhBGYQEGHwZHSegs5TMPgKpkDJ5CuZAmWXR4vU7oVqN6GKKVQxhWqmSG10do2bSG0IKm4CFYOvNOg20HkykiOjcsQ0tpjkSgzzOnSDQAlHQnLldJ7CNuHS19YRK9dnNEr/i1nGNpW6YPVqX4DNAFFguh3wVIRIByIH8DyE4PehCBFC1CV9RZQAcQAMAvuUc2BWg/e7+/6b4tnfKmlTWn3mazYs1gYs0wVa64JWaINWaAOWanznqz1mKVZPaJzw5d1337yGmVcDWg1ENVAOI5RkBF+LoOsQ1B8wD+jjDEDH0NhPPnuwe++LXpUnGRkZ5ubmhgr1lClTDKzxeVWo78raSZ50Zab4pb0CJLuvrNhiw9i1sYYgIbkSo8aCwfElVLbY8HxXlpiW30waxBlYEipbSmeLu8oOHAmdK6UZgmaXyIOc5MgZPBldoKBz5TSulCFQMvhKBl/G4CnoghY6V87gSul8OcnrCrVUttg1X+zKan5Ktbnd7d1SkiMmuTK3Qs2s9UUjVgSKDl39/bPwHChjZ3u79Pp16fU6Rd1t1a079bvYhbNmcsdPFI2fLJo0hT95Kn/shMOuK5tPnWi9eaflxi3JpRq1+B+RYfun0ajsDNqjsMsWu7ClNI7EoJXzwrdpzwFPsjvjyJWSXCmVI3FlSWhsKY0jpXLEJFtCcqQ0loRkG4KBYe5MQudISUMigSOmcSUkV0Fjy0mOlOQrSYMkEN8gIKJkClVuwi4pOzeBiilSuxe2rhEZNFFb3YRqhlDJFLS4CVVMYQvJk5M8OZMno3NkNLaUxpbSWMaDzDc4iZTOkxjkh0iOZH7goU/nb9wuqHjR5/kFo0Ol2rfC1guneCN9fBHMBzBDunFdD+LoDegmQIMBjQAssgd3jDNyx9SuNkcsG8EM3DEfobAQnAM4HyFEiJkIiAIEFwFegBAFCEWEEAIEFyIEH8E5CM4BjAXYDgTLQXAhQmEgpn0BXh806IMPP3xv2LD33ntv2LBhw4YNe3fYux+9/+nbHw78fjnM9TKfw7ScxbSY7WE5z8tyoa/lAl+r+T5WC7wtF/j+0ub7WM5fZ7HA12K+j9UCb6slfpYLfQcs3TRgxto+fYeARd9B48dOeP311wBg7dq1+j/W9/kNaNqepJ9Q22Q1O7NeYsrYxRSbu3yTIzFcRFFZYpIr7VKP40ppHIOigpjkSOlciUFmwTD0RmUZEhhSki2hcpqprOauYXCWod9aQrKldI6MzpXRON1ByxjJ2F3SQiRfRudKqfnNrmwxvSvsdb0vjS3ukh1hS0iOjMqW0LhShkC1OrVuuE30cp/U/2BhuqNVU7TaYS3ARoBIBItD8AQET0HwDITIQQgWQrARgo/gImNVutTYWHwaiBpT83sfvyNfNlK7bq42YKk2xEYb7qCLdNHFuOpjXfWxrvpoF12kozZ8lSbQunX9fKXjhMaxn98cPPgyYnYOiPNAqQAiFyE2IJgjgBNA0LvvnI1PUF19WYQm0tPTzczMDKxx8uTJhgr1c5mGuS1td+VIV2SK6dyX1J2N8ltdjvPU17gyWpdYSneYNrxESmNLSI6UZDWTbIOEpJj2NAsoJTkSGldC5YhprGYap5nK6dJnILu1gVhiGquZxjIkMpupXZWKHrpCbDHJlj71fa7UlWV4U4nhOSRXSudK3Qpa527aN9IubM/x2t8/C/8TZRRfrlHcuHkxJj79k49zv/lW8P3IXSNGcV8bmAywHSAZIA0gAyANYAdAyUefHP5xVNkPI9jvDjtoY6c8f1FSdV4jffy/HMC/jGZV59Z9CtvsZsOQFI0to7Jfrr3bvUepT7/0ux4bn/PsZDdLQmP1VCIwsk+2mMpuNohXUQ2aVd3bvSsRIulSQGUbI1OXq4i7FeyoLLFxKxuuqCQMjtRwsUVjdc2Qdr2QK6dzJPO2HvhsweZ4zuEXfZ5fPKRnz4UNGUoDWI9gPgjqDaiv8YGhTu0FqDegG4wZx3BAI7raHNFoY9IxAbCkHoo86UBkApYNWC5guUDkAr4DwXZAl+UiWDZgOYDnIFgmgmUAloZgqYAlAp4EpkEA4ePHH9+//0JNzemqp6g8fer8mevnayo2ZP84YjVMdjaf4zFgzhqruWus5nkMnOdhNW+N1dy1VvN/ZfPWWs1bY7nAy2quh+XPrpYzqVazGOaLt5gv8fi0X38LAHhjyJAJEyZYWVkBgI+Pz99gjR2dT3jVGpssqeMOKf1lTUsYXclYa2M/Vepx7Qohv3Beg/eJqWzDqKbc4IbdT+ty/O7/ciQ0Q8KyO4Q8fdDda9X91tKurIPxy4TGkVDZYoOsrCHMGCTAGIIW+5Ta4bYxy3xSGyTPTRfplUCbXLXL0WkNgB9AOIJFAR4HWAKCbwcsA8GyEcLQFsIBXAh4IeC7gSgD4iBQTgDlLGA1qHnj2M/V5NRW7/mtAdba0NX6aBd9PEOf5N62fU1bsocueY0+0V0XS9NGOLWG2WsClrR6zJLOG3Fr6JuXTMyrgXIBMa9E8ETos+mjj/d6U5srj/zhMYtVd+41XaiXXH0ornkgqXkgrnnQXPNQXPNA/PTxQ3HNw+aah+IrD8VX6sWX74vPS9UP/t4SpaSkUCgUAHj//fcnT578vFS+70nb3fnSldli8mWljF387xeJpF/679OWNoOf0jk9n9AdWyU0jjFEcntqfkkNpQYDoWRwpDROjzftuvKU9XhfMWnVMiDjAAAgAElEQVQI01yZ8XikZHdxw/BFwZMzhKqFwYdHr44Wll/6/bPwdyij/PrV+uPHr+exM7/8asfw7zIsB0QBJACkAmQC5AEUQp89YLobTPcBWgJoCZiWgMkugCIAEQALoADgyKef7Xznw5P2yxt3FzYcPf5K6DQ0qzu2FsttcsQ0rpTOlbqypb8j+/TCjWrYYb8RLHuwRvYf/BHSuH2pv/lyTneQ+7XG0G/oIDzzI/dpnCN5cpInm7f14GcLA5J4f/wN+F/AbntHRwAPMPEBzBvBfBDUB0F9kS7K6GMsUq8DdD2gGwHdAmgQoKGAhgMaCWh0j7xjvHHC2lC5TjH2Pv7SEDwZwbcbld4SAI1DsFgEdwfw7de/fueu3znaBtk5j8Qfv7WHr5fD8OXw7XIYbg3DrWG48cdf2HfW8N0K+GYp/GAHY0kY4QDfOoDnjg9v1Z9avzbIUOx+++23x4wZY+ip9/X1/asV6s7OJwXnNTY5Eoc8ycsbY/4vv/uzHLenyNff1/kyCCA/DSp/cGxSBl9hn3L1W9vYpd6pD5v/U5Sx45j/BneA9QAhCBoKaASCxSFd12apgGUaBfbzjfIFu4yzLxVAOQPYRYSo//ZDleuUVt+FrQHW2tBV+hiaLtFNn7q2LX1dW6ZPW8a6tjRPfZK7NpbURjjrgu20m5eq18xqmvpNnaXVOSCqoW8VmO4CqLRe1amU/eERX71XsXHHRI+MTwP4P/hzvvdnf+/P+t6f9a0/6/unxv7ej/29H9vw4LtN/B982B9E7p1QdZOj1PydeyskJyf37dsXAD744IPRo0ebm5sPHTq0qKjob/ypbjS3dAbukdtkiV1fskzNn7B/QIPPMLFg+BL4U18XRp76i0BsGH8RtCwJPTZqdWxU/hF9+++pN/81yii5VHNdwBdOmbx92LDkwa9FAsQApANwABcAKgK0CNA9gJcgZmVAKQfKYTA7jJgdQcwqwKwCiGOAHQPsOEKpAJNSgN0AxQBlrw0ufO+Dq5HR9QcO/S/76V9AY2tHwF65bbaYZEtJnozkSck/oly99meM5ErpAtXiyNOfzd+UzDv6os/zSwHt/fu5P09zAfAEEx/A1gPqi6A+COqNPJ2JMRBHL0DXAeoL6IYe3NF4gzI0EtAoQKMAjQHUcKeybos33uh2m/FxHGBxCB6N4BEIGgpoEIL5AmILsGPmrCeSPwhOt8Un44tWb0ictzFp8cbtRktavDFpsf+vbNP2xZtSFvvELdqavTjlwMqYXYtDhPOq7rKfPHmiUetcXFwMrHHo0KGjR4+2tLQ05Br/Emvs6HwiPKexyRI75kle2krWq2gkR8bgK1anXh9uE7vUK6X+1b5J6V/Do6MlYf3RdQDBgAYjWCjyVPTKMIXWLZWaDzjbKLC/C/ASIA4BcRyhnAVKbX+rx+O/VDNntG5c1Bpko4l01sXTdYluTwX2Uz312911cQxdpIs22E69aZlm/XzZspG33nr9IlCqgVKJmB8AODjwden+w79/wFVXS11Cv57qBcsiwCENHDIRxwxw+JWtSofVGYhDBuKQDqszwCkHXPMRN37/NbwByUfmPFb+QX/bbyI5OdnCwsKg1/j1118DwJAhQ4qLi//Ouj958uTJE0lrZ2iJ0jZbTH0p+sFeeSM5UuM4jowpbF0ScmTUqii/5NJW7e/dNeDPU8ZO8ZVL7MnTIvr3jQCIAogHyAaMBSgXMBFQioBiEPUoA+IAEAcRymGEcgwxOwGUU0BUAn4a8DOAnQH0LOBnADsNplWAHQeTcoD9APtQdO9HH9dGRj0+9fJOP8i1nSFlCptscXefAfWfP6//BSO5UrcCzfLY6s/mb4rN+zOiYv8JyC9VJXzxviuAF/TZgGAbDLlG4xh1T/Pu0eno04M+Gm5xGwhoMKDBgIYaeWQEoOE9LBTQEEBDEDQY0CAE24JgGwH1Q9C1gNgDpEyapLh8+c8csKZNpmhpkKsan1pL4zM/Gk3R0ihvaZQpHylbG3VPxOr2xhZdQ7eGvFwup1KpBtb41ltvjRo1ysrKCkEQLy8vtVr9J1evo/MJv1qzIqvZOa+Z8fIWpl8hMw7isKUMQYtT1t3v7Lct8dxeL/7vUMbOw35eHgCBYBoEWBCCBiNYBIJFIbghnW8Q2E8FLBOwXCNr5AEuAtzY0Wh2HKGcBeKqmcXDr96TLflJs2GBLsxGF75KH+WsjyP18Qx9AkO/jaHfRuqiXbRhq7UhdtrNS9XuPzdN/qLWwuo8EGeAcgLpexCwPQA3Vtp2ND29KXDPYl1nZ+fpK/tWbfl8Ag2WBfejZw30LnrNv+QNv+LBG/YN2rDP8N8u89s7yG/v4I3Fr/nte3393gH+xa8nnJrFuuIVdWqqExuyjjlp2lo7/0Ae/DeQlpY2ZMgQALCwsDCMxXz88cd/mzWKWztDSpR22c3U3kzN87CnlJEjZQpVi0OOjrKP9t9e/Bwoo/zW3dMhATmjvtsMEAaQCKYZgOciOAsIPuBCIAp6SAmUA3EYoVSYmB0HSiXgVYCeA+xiH7OrZv1rB1rVvj6w7rWBtQMsr5r3u9SHch6IakCrAT8GUA6w28Rk3+efPSre//e21D8Nta4z7pBqRZaYypKQXAmNLaaxXt7C9CtkJFfqJtIsj6n+YtGWzanFL9ddDV8oGg4IEz5+yxXAHUzWI5gPoN4I6t2jqdH7V/RxnZE++hjp43pA/YzmD+jmZ20joH6AbjAYgvoA6oNgvgi2BpDVANsnTpLWXPn3P7hYLKbRaD0r1IMGDTJMw2g0mj/5R3bXaG1yxA65zS9xL+MrZN2UUcIUqp3zHv3gsH3hmoQHj/8rhemmyhMpn33oBxCEoEEIFoRgQQgeAmgEgkf3UC1I6p48Mwrsc42ssRiIcoRSgZidBOwcENcHDaz/4WPJgp9aaNM13vP1m5fpQ2314fb6MHt9mH1b8Eqd/+LWNbOUNuMbR396Y/Cgi4jZGcTsBEI5AcQpE7MwMLHGcX8nl5htCZFRUREREeEREZEREZGREVGR0REh0fY+Iya6wlzPvitDBtLSB/sXvxl89M2gw28E/sqCDr0RePjNoMNDgg69tbl8QOCht/nX/SvFJYce5YRVjPYqeDM8mxm0Jfzkyaq/umj+/v4GL7aysvrmm29MTEzeeuutv1ehFrd2hpQqbXsp43M2MZ0rZQpVy6IqxzjEB6SUaf5Hyqiub+DOW7ABYAtAHJimAp4OeDbgeQjO7lIrJXYab4V0AIhDQDmGmFUixFnAL/Uxqxs08O5Hbz8a+4V49veSpSOlK8bIl4+SLPqpefb3j8Z8fu+TobfeGFyDmp8HvBqIY4DsBSgf9tFDVrauRfw3dtU/CrWuM/Zgy/LMZhpbTOcaO81f/Cl/5Y3kypgFWuu4c18uClifsLtV/0q0tv5LeHR4Z9I3n7gAuAMYBqh9jOnG37RuHundw3x+9ZvfNgTzRbB1YMoAcABInTBBcuXv1KSeC5qbm3vmGsePH//6668bWOOfVPk+WNtmnyux39FLGZ+rt3KkDKHKldX0k2PKTFrsjYd/3E73/wdOR0f5AAQBEgSYIR8fiOCBCBYCaHiPybOe6cYswHJ66KQWAL4LIUoQygEgDgNxHPAqIGr6Wt54d8jdL4bV//hx45gvHo/7+vG4rxvHfd049suG7z65+/HQ2tcGX8T7VQFxCigVJmblJsQJhDhtYrbIBAUAEwwzMzMjCAphBIUgMJR499M3J6waNHON+fx1lssCrFbHDVwnfD2g9A3/4tf99r3u/6z57X3dv/gNv31v+O8dsn73oA17X8s4Z3/4EX9/fUZC1ZQ1QnQ2dUh/80GjRow7f/78n1+xGzduTJ06FUEQQ6Jx9OjRP/74o6mp6aBBg/7Gfajl2s6YcpVNtti1lzI+N182zN9IGYIWm8RL46nb12/bo9b8D5Sx9WF93s8zPAG2gkkcYMkIkdylVornIYRxKIzY1UPdvgIop4FyDoirRL8HX70nW/aTipzW6jVPvXFx6xZrbeBK7ZblmoBlmoClrT7zldSp8hVjG0Z+envom5f6mF8AylnADwEcsKAcWTr70fnqv7qr/lGodZ0xB5QrspqfDgX37t3nsnG5Uqao1Tru3FcLAvwSdv3ujv0vQnb1Yv6Mn10BXAF8oI8fgv26Nu3zbMbxNxOQ/xdr7Hotgm1AME/oQwegmppkTp4sexH5xZ4Qi8UkSRpY45tvvjlp0qQ333wTANasWfNn+hoP1rbZ5UpW5fYWpp+jSUmulCFscclr/Mlx+xSX6Au3Jf/CTngZcCY21htgK5gEI1gQoIGAGtKNgQgWDGgYoGGAdt8FvlsntbtOnQc4GyG4CEWI4EVIT4lv/CiYHgfTU4CfQfBqhDBYFUJUAn4C0GOAHgX8EJiVI5RShNgDRDlQDoLZFMQUTAD6mCAIgiBgYmKCIIiJiYnBXybZvGEX9tZMpuWcNZYL11uuCLVwTR7IzBpMzxxIZg6k9zCy6zeDaJmD6RmD6VmD3fIHefHfCy6eHF4+zm/3m0wWZanbpyO+G4OaEFOnTr158+afWa6bN2+OGjUKAPr27WtiYoKiqKWl5YgRI8aNG4fjuKWlpVAo/Evrr9E/yTzRuipH7Mz6B6ZJ/sNGcqQMgdIu6fJ4atIy38zHit+7IP89yqi+fzfv55/XAgRCnxjAExE8GbBUBM9Guu5pyzUK3O8CYh8QB4A4DJSTQKkG/IqJ+cPhHygcJmh852m3WmuCbDVhq7VRzvpYqi6Gqo9x1Ua7tEasbg221W5a1uIxW2E3oWHEJzf6W14EyhkgjgEUAuz85mvZ7et/aVf9o1DpOqPKW1Zkiams5q78Yi9lfC5blitlClU2iZeHr4zauH23tjfL+CtoHj0qXLDQZ8AAKoALgDeY+iO4D4KuM9apvQH1AcwH0G4dR5/fZI3GsWtfpEsh3AfQ9YD5Ae4DKBXABiDus4+r4iNbH/xNiY3nC7lc7uTkZIiCQ4YMmTRpkqE7ytPT8w+Vdw7W6m1yxPY54pdZl/GVMbZRypEjYYrUrvmNIx23T3WJvnjrP0MZg4K9AbaASRCCBgIWBGigkTsGGrqBAQ0FNBKwKOPNmbq1rlK67uqJ5SKEoceRC7gQoRQglCLAdwG+F/BiwEoAKzNq7JcCVgzYPqPG/i6EshMhCgHnA74TIXYDPgNBAf5PgX2zwTDW2my+54BZTIs5HhZLNlqsDLGyCR9gG2llEz7AJtzKJszKJnyATYSVTbiVbZiVTdiAlWEDbEKt7CKtXLcPsovstyL8/7F33WFNpF/3TkJmJrFQLFiwd13ddS2sbde1roKKigrSayooKk2aIojSBUVAOiShWnDtvYJi770rSmZC6CSUfH9Mglh3/ZbddX9ynvPkGUrIMDPvvGfuve+5qHUUk72tg10863sD7Ifvxv4wYjQATJ069fkf3RyePn06atQoAOjcuTNl00iBwWCMGjVq8uTJGIbp6Oh8UYZaXq9MK6i2TJLYtkrGliBVy0gtoObnVFpEX51kHzXVMezlZ22zPikZq169TJ02ZTnAWqCFIngooJsQjFoRlgDYu8F2fBfgvwN+APBjavep27imxPDH6pVzqlcvrFlrWrvBVh7KVrlPxbjUbVmm2OxUs4lfE8ap2WBTs25pja9xjfMsydTh93R0rgDzErAKAc0FuLLMTqn8s6Vt5TVvpBUvyqpfl1UXf0hZVbGsslhWVSyrKi6vflVW/bq8uqSs6rWs+vm7dcOfRE2dMvZ0lVmSxD5dwm1WPdrKv0wpP6fScuu9sdZRLqG5skr5H5+Mbw8NBPEkPz9h+owVOjp2APYArojGagT1QDCqxtFd5cWDukOTHQ/qptaU7uo11+5qo0d3hOGBYKsBXQZgA+AAIEAZWydMen3q63JTLy8vt7a2boo1Tp48uVOnTgDg6ur6edV48KbCPIm0SpXwv+Ie0/8ZCtWub0KSn1vFzpBM4Cb9xom89/xbkYx3Nsf40zX8AFlLFTICYx2CrgWGP6D+wFgHjHVq7bgBGEHA2AhoaDN3gui3S6rRRFV/JjQdUCFgYsCzAM8GLAewHMBy1cxRv2YCLgRMCFg6YKkIloJgIgTzBXo/hN514KBegwbq6enp6en10NPr0V2vRw+9Xr1662jq9p8Is12Ys521Z/Lbz1mutdBTe6GP9kIfLWNv7QWrNRd4ai5YrWXspWnsrbXQU9PYS8vYS2vBaq3FPlq2ER1M/LXme7Zb5NfOMqiDVah2D31AEI3Ro/SHDhtKqcY3bz7pqfzo0aMff/wRALp06dKuXTtq5LZt25YqLKHRaCNHjvz111+puGN2dvafPP6NSmXWlQaLZIlNmuTfHw7/I5RS5s28rAqLzdcmOW6ewYkokX65ZKx69kxsOMcZwAeQQEA3ABqKYBHqrhJxgCYASvkIiAHLaeY+dRjw08AsAuwW2k4y+bsqwW813ouq/c1qN9jKw3mKzcsUsS51Ca5129zq4lYq4lYqtjjLwznyIOuadWa1XsaVgumvJwy6g7W9BPgFpM1JoO1n4a927FQ2fE7SNSoV8obSC/d3BeRMD9w1MeLgjPADUyI+wl/D9k8J2zc14uCUiP2/bjo0I+rIb+GHJwbsG3Dwlm9Dwx97BSvqG0WFlTZphB3lki2kete2BjD+KrkiKT+7yjLmrr51pKlH8oNXsj88F98sakniwY4dCTNmrtLWZgNYA3AB3BCGJ2CeCOqJ4FQosSnX7I6grgijqfzRA2F4AuoBqCfCcEMwDoANwHIAj+6d4iZPuZOQJH/z+t/+Fz+CysrKJtXYvXv3iRMnUtPPqlWrPqMa75QpHTNLlya94YlbH+3+OlXW31wRKciu4IiIyS6Z09kRF+68+ievhH8R9aQ0d+bMFQAqdahWjf6IKtBIcV0zgwLKnSBY5XKl6ggf3azYcRugCYAmApoElJc+mqoy20dT1Db7ySqViSYAGg9oLKBRwIhE8CgALwTJDgq++OTxmaKikydPnjp54tTJUydPnjxzuqDgzDn/BOPxjjDFnjXHWdtwmc6CVTpGK3XmuOjMW6lttFLHaIXO/JUdjFbqGK3sYLRK22iVzvwVOnOXaS9w07Hc0HG+m/Zc5w6zeG1G2YLntl84fCsAwDB83PhxAwcOpFRjcfFHLBvv3bs3evRoKifQpBc7duyYlpZWUFAwcuRIAEAQZPjw4ZMnT2Yymbq6ullZWXK5nCD+ePVC0tlKy2TSPq11OLcMuZR7v7iUl1VuFXt3Mid2JjeyRPo5D4SPS8YDbL4AwBUgANB1NCwIQUMAo1aEbVH3sU0ENBWwDMAyAcsBbAdgu9WBxkKEeQXBH3XtTM78vtp5Vo2/SW2QVW2wgzyCr9jsrNi6oi5+VV3cSkXsCkWMszyCJw+2q/Y3r1m9UO41j5wz6l57rcuAFSGsswhzN8CB74Y3kp+7mMpqX23aZW4e0HV+IFgnAj8H+LnAy3mf/FwQ5AIvG3i5wMsGQS4s24G67u3gsrudczbr0EP/RuUfd77acbXOIY2wSyM44lKOiKBaOf/rJ/6/Tq5Y6pRTaRlz+yfbKKPlcdceSv7wRHzjkJeWPhBnJ02bFjxxom97LTaAPYA9AB8QV0ApUUilnj0AdQfUE1B3BPUAzBU0uAD2AA4AfACvDjrBo388tMzxxfGDVU+f/tv/1udQVVVlY2PT5Nc4evRoOp2OIMjq1avPnDlz9uzZEydOnDp16tSpUydOnDhx/PiZU8f2nL+5Mk9qnVbWukathUhJRik/q4wtlEx3y5tgtUG4/+q/fWn8c3iUnuEN4AVIIIKtQ1DKvora+JBN2jHwXe0YqpaPzVs0bWlmsL9VzRj1awygmwGNBnQToOEIuhFB1yGoDzBEANfGTao7X/TRva2qex2QvvAnW/jBBH40hTFmMMoEfjSFH5fCj0thpCmMWqrij2Yw0hRGmcLIJTDKFKauhMkCGGUOY6xg4ZquJ+5sk7yULTRaAgA4jo8fP55SjdOnT3/x4kXzT7x58+aECRPe04udOnWKj4+nfqGoqGjMmDHU94cMGTJ69GgEQXr06MHhcBYvXuzt7R0fHx8eHh4ZGRkRER4eHh4RERkWEREaHr45KnzDhiDuxjwHURk3q/JvMcf+9kh5IHBFUl5WuX3i01/522ZyIt58qWQsu3s/vHtvZwBfYPgjaAANC6Kh1OVOFWdsflc1pgMmUnuW7gZ8P+DHaawzgF8C/K6OzquxA8stJ9V4zpevN1eE2MpDHRVhbEUER76JJ4/g1oY61ATb12ywqllnVuO9sEows3jM4FsabS8Cfg6YZ5A2h4C2jwZnt22RlJfV1NZWvIvqKrm8VrH3XNyM5TDZGawi2rvlaYUU/BB9cWZ00YzoounNualoZvSFmZuLZkYVzYwumhpZNHHrpQXbH2zIfxAbeeUXdiojY3ewTKYKyTa+C6VSqWysu3r1ytbDb3hZVfbpJE8kVXV3/bfP+v8CxVJBTqV17J3xdtFGLrHXH391i+W/TlQ+eVL25OntmLj0uXNjDQ3jDWYFdNbmAzgAcAA4AI4AbPUrl0o9A2zs0SXBYFbcbAORwczb6Ymlt282VP03Fr1WVVXZ29tT8027du0wDAMAFEUHDBjQv3//3r179+vXr0+fPn379u3du2ePrh1mGNu7Zb923tnomPGXmqO0kmKT8uZnl3OEkhluuWOXro/dfu4bMsWqqT3t4uQF4AVIAKDrEHRts3LG9/Tie8IxQF3v2OSx3xR9DFMvtW7usR+p/jIc0DBghAEjmLJWRRiBCOYK9CBgHAX0MMCJ/oOfxmytfPSRNtNkxZPN+Y4rIqa7bTJwizJwjzR0jzZ0izZ0jzJ032ToGjXHLcrQLcrAI3qOe7ShW5SB6yZD9yjDQPGc0Py5XqlTw3Itbz0/0qCUK5XKhw8fzZs3l1KN48aNGzx4MADMmDHj8ePH1Gddv379119/BQBdXV3KhZGKL8bGxjbfpTt37qxatapXr14AwGQyURRtqnTs3Llz3759u3fv3q1bNz297t27d+/atWvXbt309PQ6d9Tp20N3ES/AeXsNL7e6dTi3AFVJA4IrLuVnVzgkP5/ilDyDE/nqs/2cPiIZD3GdXQHxBDplBUw9RakbkaHhzcoyPmoisBOwvcA8hLBOAFYI2BUa835X3WL9IVLj8RWOM6pd5yr8FsvXmSo2Wsg3WNb6L61ds6hq5ZwK+2lSI/0XI/rfaqt1GZiFwDyFsI4jzOMI7g8aY3r1MrG05HK59u/CwZZva+lovKzPrOWosY+mZUhHpzSd4JOjY68Ybb00f+slo3c5L+bivNjLC7ZeNo65bBR90WBL0dy8O2sLKnbHFtoOngK9+ndjO7K9vb09PDzc34WPj8/KZfwJP421D8p329fIFsnYGYTKpexfP/H/fXJFUqecCpuEhxPY8carEu49l/6/b+nfIuobql88r3j+svrl8wdpW3eam4oszLOsbTOt7cTWNiJra5GNjcjSWmxmmb5o8R5L02fbxdUvX5Y/e1b9/MmfLxT+SlBVVeXn50d1laCgqak5cODAgQMH9u3bt2/fvv369evff0C/fn26d9KcMtdyheiF887Gr60X/H+WlDUjKcip5IiIGW55P5kFJeZ/Xb4WfzcayyX7Fht4AngDrEMY/gj6qSjjp3Rk8+jjenX+OkjN5h771HfWq832m2ToKoAAlHGyTftbSJsiYBwF2Itjh6f9XFx45sMdrlIQRNlTUvackD0ny16Q5S8I2QuyTEVp+Suy/KW04mVp+QtSxZey6peVdS9lNU+qFO88vd9/8HD+goUAgGHYuHHjhg0bBgAzZ84sKSl5/PjxtGnTaDTah3rxQw/whw8fjh8/nslk9uzZs+mXWSxWt27dKJmoq6vbtWtXaqNLly7dunXvoK3VV6+z2fKg5TvknJxWydgSFBIcIaGqZcyusE9+NtUpaRo74snrss9c/x+RjFnzjAUAq0HDC2GoAo0I2lSZEaJuXLtJXdpIeZY2lTZSC2LygbmHsvUG7DSgl+jMm5ra93p2ezKib/G4oSWTv5PMGEn8NqZk6sjXE4Y9G9H3Qe/ut7U7XKYxCwE/i7BOIKwjCPMwwtyHMEcCDQB66OkNGDCgXzP07du/b+9+g39q94sN3XBZ+/nu2ib+OtaROitEup47u3vs6O7+Lj13dnffrue+o4fHjp6uud1X7+y9Or+n147vUu8tMfX8HhAAoOt27qynp9e9e3e9D6DbQadn104my0KW55bxc2upmp7WhoEtRCk/p8I+5fnPgvSZnOgLt76V6qi/A4011fVVlQ01tfU18vrq2rrq6vramrrqmtrSslqCbKj43O3gPwGhUNilSxeEchYB6NChw+DBgwcNGtS/f39KOw4YOKhf3z699TpPXWC7TPhcsF3Rmg1oqXFK3fF42eUckXTW6t/HWQan7rn0b18R/zRq71/eOX3UagAfSjXS/qxkbBKO694NQ36eTW8MAHQNaLgArGvHujJlePnk7x517ngN8IuAngTIBdjz05g3F7/YbfuL8PTRc5NFFjRAcRzX19cfOnQogiALFiwwNjZu165dp06dmiSgpqZmUz66CSRJZmRkODs7T5o06aeffhoxYkT79u2p38dx/FOrvynQAQxsVrvsUrRGGVuS4lKOiOSJZfZJz34VJE5zCHv86gsl43ZzOyeA1UD3RlBvhOGrHg8B6qD6RrX7VLi6seZWdZ46meqShOCZgOUg2E7Af0eYewE7BNhxQE8BdhpBC2lYkQZ2gcG6iLW5wGCeo2EFCHoWsFOAHQPsMMI8CMy9wPwdYe0BPBfBewAgGow+vXtTs0IT+vQaOGToAMugbsY+mjM4bQ2cNY3ctJas1bYM1bQKb/8hrSM0LcPaW4Vr2oS3N9/Y1nGLtnOqrmVo+2Uibf35OACgDLxTp066KqOVwLYAACAASURBVHTRbYbOnTt31NHpo6e7wHKZIP0Vb3s9tXKQuo3++2f9P08pL6vCIfnFVBfR98b+u0/eaMmb3DeABoWiQa5QNjTWV1Teysw8HRBYFBJ2ITTsQkj4+Y2hZzcGvTp7VFlfr2xoVNY31H9Jp+avDWKxeNCgQVScQ0NDQzWX0Okoimq8CzqN1nfIKF7cFZfflWyhtHWOaRkKCa5Iys2UccXSuf5Hx5oFR4lP1f/HQtUtgKpb5w6aGnoj4A7gBxofysHPZ6u/lAGArgOGF9CWA6xnMW8unaxcZ1LDm14yZfi9jh2uAX4FWKeAngVw3s7mC/4LOXHuYfbtFxekFWWE7PXr0lclFW9KKt68kb2WlL+RlJVIZG9Kyt6UlL2UVhCS8pLzj7c/KT//4ilhbeIEoKGhQRs7duzIkSPpdDqlEZuvj05MTGz+WRUVFenp6Q4ODvr6+sOHDx87dmyvXr2astIaGhosFqtnz559+vTp2bNnr169ml6pje7duuh10ppm6srPreLn1bYO5xYhVyTliEiumORlyjhCYppL2jTH0MdfGmUUz13ABVgNdC8EVXUYU1kJqEYCFSffqLaeanIQoAoctwGajOApgKUjmAiwLLXd907A8tXuU5QB1V5g7Ad0P6D7ANsH2F7A8wHfiTC3I8wcwDMRPA/wdBren6bxmScP3aEw3aHdnOVaBs7tDZ00jVZqLlittdBL+2PUMaZ+5K1l5Ka1NECHH9t1kY+WZXj7UQY4AO3zjzgUfp1jviJLws2r44hKuULCsdUgqmUo5WdV2CU9m7I8Y/Bcn+yD31zc4v+H+pqa+oqye1lph5Y7H3N2ueDlV+DA2aatHQawhU6LodNi6fStNCQaYPvgAVecnK+vdL+8wu2Atc2NjIw6WUV9VY2i5k+1UflKIBKJqIXSANBkWTxhwoSQkJDo6Ojg4OCQkJDg4JCQkJDgjcHhwQGbYhO9Mh/aZ9Y4tkrGFqGQ4IgIrkjKFcu44tKF649/ZxywPDSvovqP7Sb+99BAvDzttjKAiXoDrFU3c39PLDbfXktVeX2RWEQYAQi6HlBfoLsDuAFs0ta8a2ug3MqrCzSvcp1X6Tjllf7AmyqPEdYhQA7pdn61fXv9H+x7fXVd2aGitE155k6Jvf3yft60d2nYroUhuxaE7V4Yuts4ZNfC0N0LQ/MXhO0yDt29KDR/fuTvJuG7Fzmn9lwhHLD92rL0Q25zDY0wmhaKMsaMGTN69OjmMUItLa2kpKTmn1dYWLhy5cohQ4YMHDhQX1+/Z8+ezUsYFyxYEBkZGRMTc/jw4TNnzhw7duz48ePUK7Vx9Oixk8eOHT+8Nyb3jF1Gqb2o/N8fC/8bzCBUK6Yzy/jZFb+tEk91CLvz7HNrCT4iGfOXmKwA8EDoXlRTWgT1Rhg+COoHjCbh2LQKrLltaVONY8xb51KVgyPlPiUCLAvwbMCzAVe7T+G5gOcAng1YJmBiwESAZiBYGoInA5aMoMkIbge0jnQYMvy7sfr6o97FjyN+GjR4mL4JzXBZmzku2r85a8120pyzXMtwuabB8vbv0XCZ5hwXaqP9b/y2C9y17CO6zHfVMnLTnMXX0ulBo9GhX7++Y8aMHT161KhRo0Y3w9ixY78f8V3PbroWLhvc86sdxdUcoZQnJDkZZGuUsSUo5WZX2CU/m7o8fbCRd+6RL+hJ9W1CISMf7xLtsbE5YLIoqUuHjQARALEA2wDSAbKAlgNILiA7AXYCsgtouQDZADkA2QCxAJk6nS4sMi+wsjvmYEtePC8v+w+4GmVmZmprazd/fuvatWtAQMCjR48+9ZZapTLsaKVpfIkDVXncyhYZqiKSmy3jiGXGAccHG/nZrkuXVv7Zrt//a1DU3Y4JTxvQfT3Q1gFjjVo4BnwsE+2vnkDfy01/MjCJoIEI5gd0dwAXgEAWfnTqqGI3E+W2FfVh7Co/0xqfRTVuc4np399u0/4ioEXAOofgeQC7u3StPnH6M3t96+XRtWnz5rlrzvIE2zjcKUvDMQ0cksEx5QOmIo4pwE5GHJPp9kkIT4gKxBrcbFh7ouO2fWwjw0UI0BgMhr6+/rhx4yjLbm1tbaFQ2PRZxcXFiYmJEydOHDp0qL6+/pAhQ5oikQAwcODAtWvXvnr1ZyuR7skaHTMIy6TW4dwyZGdIOCIpR0jysmSC3MrfVmX+ahd85vrnfNo/IhllN25t7NhxGYAPoJ7A8KYxvIGxGmF4AcOn2aigLvHAt+5TKuEYrl78Fa3OWceq5WMiYJT1VDKgKYClAqbeRpNVP8USAY0DNJaGxyJ4NKDhQPMHSDAxuHHjyuNnz++/i+ePi2/fve6W9P335jDWjD5nuc68FTpznXVm87VnfUADgdZsgfYsnpaBQHuGo+Z8Vx3bkG6GAp0ZdlrT+IwRxuC61vbyxSuPHj2+d++9z7n/8OGj+/dunz15JK/gxapd1dYpUnYGyRORvNYaqZahlJdVwU6XzPTYOdjIe/vRVsn4SZQ/enTCzz/TcGacrlYAQBhALEAKIBmAiAHJAXo+4PuAdQBhHUJYR4B1DGGdQNoeB/ww0A8B7QjQjgB6ECAfIAtABHBg0OCjRnOeiBIrnzyRy7/SnHVWVpaWlhYAUPWLANCtW7ft27d//l2ltcqNh6vMtrVKxpYcqhwRyc2UcTNlizecHjJ/jcO69NLKr/Sy+WdwKSIoECAC6EGArQOUmiLXqYVjc1249oMYZPOKxubyMQAYvgjqgaDudMZaTdaOcYMe8ucq45YpU1fVR3NrN1gp1i9V+C+qtP31xeDeN+msS4AXAvMM0vYk0LIBCp1d3pTKXr15/fLFi5dqvHjx/NWr4qrqsi07+N+bwfQVYBXRflVu57VHdP2OdPY9rOvXnIeojc5rjnT2O9jV52Bn34MdQk6PTr/BEd50CS6YGH6xH2ftTwxEEwCYTKa+vv6YMWMQBNHT0yspKVEqlSUlJWKxeO7cuSNHjvzuu++GDx/epUuXpuSAlpbWwoULr1y58kWH+q6k3lEoNU8iW4dzC1BIclQdSSS8rDJBbuXMleJfrIP3nXv4mVPwcV/GPBMzLoAHQvdBMC8awwsYTUlqb2D4AsMPGGuAsVb92BT4jnZ86x0Q3qzbZnQzA6qYT3ALoJsBjUKwTTQsArCNwPAG2Nitc83ls5/5H56Vn1yVOHaSHf2HxTDKDEaZw0gzGGXxEf5oDqPMYZQ5fL8IxjvCXD/4hQcjzWC8AwTmGpbVP/vjS1aqXJErs0wmOCIpR0jwWn0ZW4iCzDKuWDrLe9+Qed55h1sT0x9B2aOHZwOCkidMCALwA4gESAB6KtDFgG0H1i6EuRtYlFg8iLAOA/MoMI8hrNMI8yywCoBZCMwCwM8Bfg6YBYCeBuQU0M+Axn6APICjnXT2jRx+UuD05mxhff3X1eQ7MzOzSS9SkrFbt25/pkFtSZUy6EDl0m0SxwyC29pm+q+SaOqSyhPL+NllSyMvDjNe7+ifJqv4piXjs/MXVwL4AoQDFg5oAKCBgAYAugYYfs1k4odhRf9mArG5rPSh6sFAIwDoOb273Dcep/BbotzCVobb1K0zla9eUL3SoMJ+auk8/WcDe95gtLkIzEKEeRphnQbmWYTpRGOMGjhgymyDCZN+Hjdu3HgK48br6/80ZtQER9fZdhv7T+Mzjb20bCM7rRDrbjw9MLzo+7DCEaGFw99jeOF34eeHBRcMCykYGlw4cOvl2Udepl+WFeU+WOd7Ssd4LbNzl85UTReLxRozZszQoUOZTKajo6NQKDQyMho+fPjAgQOHDh3ap08fyhKL+k0DA4Pff/9dKv1iZ4wbr+ocMkjLlNYnwJag2u+FK5RwxTJBdsXMVZm/2ATvLbj/mVPwcckou3s/Tl/fCcALGD4I6oWgXsBozubCcc27BlSUdqRWyVAMUfGt+9SHvlPhavepUGCEALYB0EAE9QXacgQK1vv/4ZVUqXi162y4jf9Ic5/h7JAfBVGjBZs+YOQop02jBVGjBZGj+OGjBNGj/HLHr9/9iyBh8Lb9/ArFJ9sfNccTotF9u8wiieCIpFwhwRG2SsaWITerjJcpne29d6iRj2j/hT9zLr4dNNYpzkdu2jZuXCCNvgYgCmAbMFIRVAzMTGDmIfh2hJkP+F6EeQDwQ4AfBeZJYJ0FZgFg5wAtAvQCYFcQ/BqdeR1lXqXjl2n4FWBeBuZFwM+DxjmgnwTYBbALYEc3vcIVK8vv3f63/2kVsrKyOnfuTBUvUnpRT08vKyvrz7y3Uq6MOl5lkkA4pJOtkrElqDLZoYzcLDbf/G7JBvs1KbKKbzUxrVQq5XXnYmIFAMsB8QWGPzBCgRGpMsdBNwIaAKg/MNYAw1cdZ2kqbWyKvFDTqB8w1gDqD5SlHZoO6Bka/rhPt4pJw2WzRpdMHVk8eUTxpO9ejun/bEiv+7q615ntLwBeAPhJhHkEmMcQ/AJgwbimJlO1ZplOo9PpdBoFOg1B6AB0vR9h1goNo5UdFnjqmARoc+I7+uzTW3Owt9/+3n77er3D/b3W7Ovlt6+X7/4efvt7ee/t7rtvUOIl3p7Hm1Ou2rrv7MZL1Zq0pGNT4BDDsAkTJvzwww8A0L59+379+o0YMWLQoEHNM9Fjx47NycmRSP6fzRquF9fZp5OWya2SsQXY5BLIFUm54lJBdvlsjx2/2ocfOf/lUUalUlly4VzkgF7OAD7A8EGw9yRjk3D0biYf1zYr16By1k19k9Y3c5yiwpAb3yXlQRWoft6inrQEABEDB1U8+tw/0IRGZd1zyfXHxVdekjdfl918LXufxbIbr2U3X5fdLJbdKJbdfEnekFTdldU/LK66XFP/Z72jX0jrPXbKzJJIjpDkCgluqy9jS12+mTKuWGros3foPO/U3ef+5On430ddg+TqxcOuywLbtl0NEAwQCxqJCJ4KzHTARQieBVgegu9C8D0I8wCCH0HwowjzJLAKAL8A+GXAb7La3evU8XE/vVc/Dij+aUjxhCGv9Ae/HDPw2fA+j/p2u6vb8Xbb9tfprIuAXgTGOYD9ADsBzk6Z9EyUUlf9L0sBkUjUo0eP5vWLenp6mZmZf/LtdQ3KpILqJQkSu/TWKGOLjlaxlJ9Vbr7l5vDFQba+ydLyb1cyEqdOheh2cQHEFRirgOEGjLXqKS8CGFHACAKGPzA2ALoR0CBAg9QxSCoYuR7QQEADAaUquyIA2wqYGLB8wI8B8wKtzUVG2ws01jkN5nk6s4jOPKeBFyJ4AaCnAT0OjCOAHUKYBxDmbsD3A7OAxrJHmaBBB4AOOjqUG10fCv369O7Vr2fX/mNmdJ69rI2Bc/t5K7UXeGhZh3dwEnbiJuiwY7U5ce8yXocdp8OJ12bH63DiOnDjdRxiNPlJ3VfnDXTL7smJ7eixW3f+ak0A0O3YVV9fX1tbu2PHjoMGDUJRFEGQESNGdO3atamSpF+/fq6urteuXfsrR/uepN4pU2qR3DrttsQoFqkWBXJFUq5Yys+unOt3cAo7evfJz8ULPikZlUrl07ykiAE9nAA8ge6LoN6fUI3Uho+azdPWHy34DWjmZdo8RE89dfkBwxcYnkAXAIQOHPRwZ/5fucJaHM/KGlfvLDdPIjgiCU8o5YpaiypahrysMl5mqYHPvqHzvDP2/L3WYv8h3ExKCx88wBsBf4BwYGxFsHgESwQsFTAhgosRLAvB8ygrKwQ/CMyjCPM0jXUemJcBv8XSfDq4Z8mM70tNJlTYT6tZZlC1am6V27wqd6OqlXOrnGZVOEyTmU2SzB71YszAR7273W2vc43GvAyMMwCHAXa3Z11btUr+5iNtZP8ZpKWlvacXu3fv/ifjixTqGpSplGRMI3itkrGFSMUk+NkVFluuDV+83tonmfyGJWPFzWtJ+mOWA6wCDaqxuycwvIGxRp1woxLTYcCIBEY4oCFq7bhRXbhFNZ6OAzRF7W28A/DdgO1GsHzA8wHfC/g+QPcBg7IZ2QvYHkD3AJ6P4PkIcxdg2xE8G8HzAN+H4N4Io4PaUkDjA9DpGj1H0GevwA1cNGcJNA2XaZoG6DjGdjLfoLNknZZp4HvUXhqobRqoYxqgYxqoYxaobbpOa8k61tJgzDpCk71Fx9if2a43tMU6ZKQJb9y4YWBgAAB0Op0ywGpaE923b19zc/P8/Pz6+j9ayf1HeCqr99ols0oh2P/2KPhfISW+pTyxlJ9VbrT28M/2ETF55xreN19/i89JRqWy4cXBvJhffmYDuAF4AeqNYN7A8EZQVYgRYXhRX6oz194Iw7tJPiKoLzD8EIYfMNYgjLXAWIugqiA8wlgLDH9EFY33Rhh+CCU3UR+EsQLAESC8d9/HX5leVCqVT2QNnjvLzKnEtJhkt2alW4jcTBkvu2Ke/7Hv5vtk7P14y9RvDTdS09d06uwMEAAQAehmQGNVLZewdMCEgGUClgv4DsB3I/g+wA8D8zgwC4B5GfA7bXVejR1cbj25atXcGm/j2rWmikAL+UYbebCtPMRWHmxTu8Gqdr2FfK1ptbdxpYthmfVkwnD08+H97mnpXEdYRaBxFOAQil5ZtPhRbk7Dn77Xvy6/e+pW+skbKWduZ5y+nXHmVsaZWxmnb6e/z1tveeJW/BOyQKl85yOEQuF7erFr165/Pr5Ioa5BmVxQbZIgsUtrjTK2CFU9prliKT+nwjLm5vBFQda+SdJvOTHd2HglKZkHsBLAA0FdgeGKMDwRdDUwVquSb2gAoBuBEQqMTYBGA7YFwTYj2BbAqEYYCQiWAFg8oHGAxgOaoG6NkaH2GMlC8GwaMwfBc0DFbMApgxExwhQDng5YKoKlAJqGYMnAWALw6/Dhdjyerb29tZWV9VtYWZk7rvS3tgroM5WNzuS3n8lrb+ytZRvRYaGX1jxXzfnu73OBh9Z8d835HloLPKjvaC3w0Fy4Wnuxj/Y8H5jN15o3b1F6SrZSqTx8+LCRkVGfPn0YDEbTmO3cubOJiUlOTo5M1jKeDC/KGvx+L7NMJtitC0//MrkiKWWzyhYSXLFUkF1ptGb/RJuQoLQT9Z/WjJ+XjEqlUkneuLH151/tAAQAHsDwQTDK4tsLYawGhjeCeiPoakosvlvy6I0wVgPqi6A+oNKRvohKU/qp3+WFUET9APUCxioANoBfj+67TJc8+31vi1xkLQtJZYPv7zKzJAlbJOW0TkItePmKS53yaoyDCobO84nLPfVvn+d/HzfShX6ddZ0B1oFGKGARauvTeMCSAEsBLA0wEWA5qmZL+D7ADyPMUwjrHOBXAHvUs3up6fga1zk13otr1i6tXW8lD3ZQRPAUmwSKTXxFlEAeJZBv4inC2PIQ+9ogqxp/k2qP+RWc6eS80c+H9r7dTvMK4OcAOQIgbt/2vL9/ba388ztco5AdvpCyTjjXNrojJ16Hn6jLTdDlbuvM26bLS+j8ATtxt3XixnfmbOton4D67xqx+4qPtPox9adEIrGent57ejE3N/dLj2FdgzKlsNYkgbBvlYwtMkibbQvyqm0Tn4xYGmrtk/hNS0al8tme3SsBBACuCLoKGC7A8EAYvgi6DtBgQCMB2wJYHKBJgKUDLgI8C3DKXS4PwbYjGGUzJwYsRW0nEgcYtUg0FtAEQFMASwYsCdBUQFMATQGMek0CdBtgCYBuAzQOQWMQbDPg4YiGG8Dvy1dUKhRllZUkQZBqEARRIauqqasIybb5YSn8ZEGb5tjO2FPHKrjDHBft2TwtQ+f3OcdZy9BZa/YyLQPqy2Vac5ZrzRJo6VvCJC4k/e5RW1WnVCp37to5d+6cMWPGDhw4sGmZi66ubnx8fGVlZQse6hdlDb75Fa2SsWUopJz5SzlCgiMq5WdVzPPbP9EmbEPqX5OMSqWSvHv/EN9uY29dDoAzgAdo+CEoFRH0RtDViDo9/TboyPBCUF9KUNJU36FCkqpctvp3vIDhDagfoCsB+ABsAP+OnW4KRcq6r2vNZhNk1Q0B+8pMEyScDCmntWFgy5GXKXPeUbtgw9mhc71DUg9/0JX024Ls8pmNPfS4AGsADWrmexqj9qui4hAiwDIBywN8F+B7AT+IME8D6zzgVwF73KtrucWEWo/5NT5LavzN5cH2inCuIkpQt9VFEbeyLn5VXdzKutgVihgXRbSzIpInD7arDrSqXrO42mNeud2vr8YNuqetcw1hnQeNIwC76LQHfmuUnz4rdY01W3cs/82FNccbsYtl8kRMQRaTL2rDFzH5mbiTmPkeBWKmQMzki5g8Ee66s4NHvp5NKmw981tNPbF3+xFd3S7UrEMVQnXp0uUP/XQ+hdzLCtNEwqY1Md0iVLtycEWkU16tQ2rxjxbhZu5xEtl/yRC+xVH38km+jTmPibsA3QsYfgi6HtAIBIsBjEoIiADLBnw74LuoVroIcz/C3Af4QQQ/guCHEeZhhHUEYR0E5n5g7gVmLuAZgCYj6CYEDQN0E6CbEWwrgsWqfUWaDEa2ABoFaDSgkYCGI1gwoHyATb37ll76nOnE/eKznMgRoy1htAlMEWgYetPGW8NPS2Gc5cdoAT9Zwk9W8JMl/GQBE2yQSVyYshyLzV/eoKxRKpU7d+6YPn36sGHDdHR0qKUwNBpt7ty5Bw4caPFD/VzW4N0qGVuO1Go2jpDkZpbyssoWBp38xTE6NP3kX5WMSqVSqWx4U3AibtTo5Rp0PoAAYAWAL6BrEPRtqpqGqqKGwFgNDG9AV1MBSBqmVocMH2CsRlAPGupHw/wB9UEwFwAuAA/Av3u3467uL/bsa5Fr629CaXXjun3lJgkEV71WurWWsWWu3cxSQV71gqBTQ428gpIOKb69FmRNaKit3uNg7gzgBRprEXQ9MIIBDVV7nVKqMQmwNMCEgInV3ZXyAd8P+DFgFSCsS4DdaatZMnV49fLZtesW1wZZ1G60k4c6KqIEdbEr6+JX1SW41m1zrYt3VcStVMStUGx2lkdwa4PtqwMsqvyWVLnNK7OdXDxxyJ12WheBeZPW9gTAYU1W8e+5FVUV5RXlZWUymaxMJisrKyurqqwtLStJ2Lv8Zw5MXYZYhWu6CHXXHu694Uy/oFN9Ak/0CTzRd/3JPutP9mrOwJO915/sF3Cs84ZT34lvLc9/HBx6eq7nvg5bT8wYNWEAACCg8tPR1dX9f+tFpVK5+7rcNImwTm2VjC0xSNUrpjlCwimv2iG1eJRF+Pzlm59JKlrw+v8vor6sNH7ypJUAwcCIQtBYBEtG8DT18MwDfCfgewDfizD305iHAD8MzCMIfgKYpxDWGWCqiZ8B/DQwTwDzOMI8iDBzAEsBNALQDYCGABoO6CZEZTMSAWgooGGAhgIagqAbEGwDYCuBZglwiMf/wx1+Ji3afibQev3gqSsYxoFt5q5uY+jWdo77OzT0bGPo2WaOe1sDt7YGbm0N3dvO9Wpj6IOxt3bffzWMqiTJy9s+5ddfhwwZQtlgUR6NGzdurKqq+juO85uKxqADlZYppEOrZPzrFBJcsZQjlHBEUl6mjJ9VZhJx4VdOjH/8wbpP9wD985JRqVQqSy9cupGQEDd8uLu25goNOheAA7ACYA2Cr0UwXwTzA9QbQX0Q1AcYq6GpxhGl8td+COqHYGtomCcwnAF4AAIAFxri26njETeP57u+usrFDyGtalizp2xJAsERUj2mpa2SsWUolgnyqheHnB1m5BOUeKD+m40yNjRciNri1U5rBdDWAEp5Am8ANJSaMACNVrdWogKNlGrMBmw74L8Dcz/CPI6wChDmJcDvaesUjxtc4TCtbu2iumALRaS9PIqjiOIpop0Um53lm5fJNzvLo53kUU61EfyaMI48xL5mvWW1/9Ia74XVy2dJ5/x4t0OHB4Be1mjPpuMTNGDp5LFmFkuNFy82Nl64cOGCRYsWLV68eMkCK2PTmT/b0abyaUt8dCxDOgqSO/gf6xlSNDDk/KDggkEhBf1DCgd8jEMCz3TddGHs/mfxF2QFh14mR10cb7YV2vYCSjJStVBftN7lQ+y6KjdJlNikSVolYwtQKOWISI6Q4AoJp7xq+5RXP5qHzhFEPXhV3lKX/38RJZcv73d2Sv3h+2BANiOMBBqeCliaul9uLmC7AN8D+D7ADwB+GMGPIczTtDZngFkAWAFonAONC8AoAkYR0M8D4zwwigA9D2gh4IUI6yTguwBLAnQjoGtBYz2CBgO6ARjBwAhqtoTUH8FcEboFQNyPYyru3P2Te37v9dET15PO38+68Cir6OH7PP8w8/zDzKIHWUX3s4oeZl14lHnxqbjoadpDUlU4tGvXzsm/Th4yZEhTWyYWixUdHf23HWlleW1jzIkqi9RWydgC5DY5rYpInljKzy43i7g00XaTrb+oRvHJNO+XSUYKpYXnn+zfWxS8YWPvXj499VbRaTx1WpkHsBJo7qAWiID6Iag3wvBGsJVA4wKwAfgAywC82jF9evcO7dvzrL/fywMHlXV/dS3VP4PSqgb/PeVLEglHoZSTob6HtvKvXrskRyxzyqtZGnn5h8VBG5MOfruSUanMXLKUDeCNMHwRlPIQWK/yN1Wlpze/W+dELYXJAmw7jbkLYe4F/CgwTwN+HtArdNbDXt1Lfh1ebv5z9aq5tb6LFOuX1ofZ1m9iK6LZiihHRRRbEelYF2kvD7NVhFjL15nUehpVOc8oXTj2xYg+11ntiwE/T2f1pdGB1UarSzft9losJpPFYrZpw2Kx2jDbMGnA0uzAmriUZbSqvZGb9uK1OrabOrjmdPbd181rj57X79189nT1+f1DdvPe091zt6733j4x5yzzH20W3VoRdGoQJ6nNj79006C1BYC+ffp86XqXD7HrqnxxgsQ6tVUyttA4FUk5IilXLBXkVtsnvxxtGWnkFH3/xTcqGatfv7wasW7LkEFuAGEA8QgaD1gKDRMiuAiwbMDyAN8B+O+AHwD8EDCPAvMUt+3dfgAAIABJREFU4GcBPwdYEaCXAb2Osu6013qk2/mxXpeHPXTvd+18T0fndhvNq3T8EjAuAuMC4EXAPAXMXASPRjDKkKSpIeEaVe4OdQGaNcA2/fFV9/6UJ91fx/YdO6ZMmTJ06BAtHR1KL7Zr127Tpk1/64dW1CrjT1VbpBAOGf/+cPjPU1XLSBm/SHlZ5UsjLoy3CjNyia2u/WTX+P+PZFShvr7k9JnXly6cdF0V0r//hu++C/n+h8B+vTwBXAEEAFT+mgewDGAZgCcdggb23/DDD4H9BqT/Mu5+RtyLMwWSwjNKxX+pc0BFbWP0sQqLZNIxg+S21jK2HLniUn5OlVnU9TFWEauj8yurv9Ji1r8b1W+KUw1ncwF8EIYv8tbxNFCtGkMBjQQ0Si0c4wFNUgtHEUKVTGG7EeZ+hHUE8OOAngXGRTrzlqbmox5dX40eRBiMLl0yscx6SiV7ehXvtyrerCruzEqH6WUWk2WLJ5bO1X/z87Bnw/rc79TxOtqmEGE+hTbHAOsBAHSNbno9hgwcNKBfv/79+w0Y0L9Xr979+vXp1X3g4GH9Z9rrzF3R1mCZ5gJPbdMAHbtN2uxYHYcYbccYbcet2g5btD6gtmOMNjumg120tmO8rmvmINfM3oL0disyus81HwOAaWgwYuNi//rxzL8mN0mQWLVGGVuA6uXSIpIjIgW5VQ5pb8Y5bjN22fqkuOyvn6n/HIhr1zINZwVoID4AYYBsBo14wBMRLBXwDMCyETxPXTGyD/BDgB8B5mlgngPWBcCu0vB7up2ej+xPzBhZtmh8hdXP5Q5TK9lTK2wnl5lOkBiMfjVhyNOBPe5pa12jsS4DehGwc8A8jLCSAfUBhicwfFXedqgnMBwBbAESJkyquPVn44t/EXnbt0+fPm3IkCFaWtpNDQAjIiL+7s8tq1VuPVltmdwqGVuAXJXfi5QjlPLEUq641DSiaKJd5MIVW/8eyahGY6mspKCwuOiC5PLV58cOF7o57lvwW9LESdETJm6eOCl6wsSkCRNTx44768Z7efLYm8tXis+crbz3D13ZLY7ausbUgkrrVMI+neSK1QddSHKEJFtIcsRSrljKpupJRSRHRFJVuipl+Wl9Sfk7coUkW0iyVe8l2EKCLSQ4QqLpjaq/JiLZQpItIrli6XsdC7nqglaueme4qgQ6yRGRHPFX2wNDys0sFeRUmEdfH2Mdbu2T/qykJdfZ/YdwPmCDr6bWKqB5AMMbYfg288kPUIcbQ5u14qTauG8DNBHQFMDTAcsELAvwPGDmA74HmAcAPQyMY0A/BRqFgF3A21xu1+66pubtjh3u6na616XzPd1Odzt2uKWpeaNtu+tt2l1mtDkH2BlATwN2BPCLgB9B247uoAkslM5iMnCcrgaNhtDpNBqNjrHo45ew5rtrGSxrP2d5+4WemkvWapuu0zYJ0DIN0DJZp2Xi/xGaBuiYBmgvWatp7NdmcSBjaTDLYYvOkvW47kCGZttOlhaWT58++evH8+jdOrs00jKV4L47fKgRylYPTK7w7cChBp3KqF9IcEQUpRzRWx9Wrpjkiql4W7MS8mYb79WrcN/7lKZfaHqXSHWjaCoW5Kg6BRCqR1P1zYHz9lP+4dZTBFdE5VUIjpAUZFew0yW/OGcYCDYX3flTrbP+l0Bcv5EwaZIrgC9AKDC2ALYVsG2AUSlpoTolvQPw3YDvB/wwME8A8xwwLwLzdjutF8P7lC78qcp5Vo3XAvmaJfIA09oN5oqNVoogi9qApTU+i2rc51XzZpQuHPvih353tbWvIfhlwC8C8yzCTENQd2CsQBgegK4CGg/Au3uXrLnzSi9+Wb/m/x8aGxvz8vJmzJgxbNhQHXV8UUtLKywsrKHhb69AL6ckYwrhQK0loGY6EcEWStUDU8oVS7kikqcOinObFY+9Hbwikism2dSMKZZyxFKuenJsNsZVAXVquDX9cc47Y7CJUu4nBiNXTDb9fXazuwRbqPoR+22J8D8+7YpUHUm4IikvU2ax+cYkh81L3OJr/lbJ+D6qyLqXT8pu3yFv3ZbeviO9dUd263bF9ZuNVV/cUPIrRG2dMrmg2ipFYp9OUEecrW65wxZJuULVBlsk5YqlXDHJEZI8EcmnbrWfzmJz3yVPtaGarnjqy1c11anGieoKZotIroigJhV1qJngCAmOWMoTS7lCKZea2MRSrrj0q6285GaWCnIrzTdfH2sZZuKe+ODVtxi3UCqVJ/hsdwBX0HAHhjvC8FIHGv3UDvmBb/twqvLUTRHHOMC2AZoEaJratTEHsO2A7QQsH7A9gO4DxgGgHwT6EaAfBfoxoB8HjeNAPw4ax4B+BOiHQeMgMA4Auhew3wHLBywf6AfbtF3XV09fS7MXwJAOHaZNnjzLYPbMmb/99tvsGTNmGMycP91w3C/2GjOcUAMnLUNnzTnL2xu5aS/w0J7vrr3AQ3u+h/Z8d633uMBde4GH9gJPLSM3TaNVWsZeWkYe7Rf4sBb56Jg5zs8R7X5d/KaxsQWKVYqe1fMzpRbJEo5IyhZK2U26Tf0g9/ZmLZQ6CqXsDJKdQThmEOx0wiGdsEuV2KYRdmmEXRppR32ZStilkfbpJFtIsjNItpBwFBKO6QQng+QISXYGycmgFJ6U3WyFHE9EcoTU/YHkCUmeUD1RiUhukzpU74Zq7Kslo3rae/fu8TFh+ndPMByRKpPFEUn52ZXs9NdTXYQ/24TmHv1a2kv+MyCu39j2y+QVAH4AIYBtQjB1yB9LblZhnAMYlZXeD/hRYJ4FZhFg1xDm86G9yswm1KwyrPVbXB1gVhNkLQ91lIez5ZE8RSS3NoItD3NUBNsq1pvX+hpX8meQhqOe9Ol+Q6PNZWBeAtY5GjOdhnsCg43Q7AGiR4++tz2n7vU/Ybnf0NiYt337nDlzhg0b1lS/2L59+/Dw8H9ALyqVSnm9MuNcrRWVmFbPp6rZTa3/2CIpW0iyMwiHdMIujbROJa2SCetkwjxJsjRJsjRJYpYkMUuUmCVJTJMk5skSs2TCLImwTJZYJkuskiVWKRKrFMImjbBPJ+3SSYd00jGdZKcT7AyCLZSyRVJOBskWqQa76ilOSHJF1GzbdDN5KwHfDl71rM1RRYJUWtax2ZPkPzrnikiq7zElefmZ5bbxDyZxti5aFVtV/U9Kxv9p1NQpE8/WWKVI7NIJjpi6XIimBw6eWMoTkzwRyc4gHdJJByHhkE7Yp5F2aYRNKmGdIrFO/SgJmxTCOoWwSSVs0wj7NMIujbBNJ+wzSIcM0j6DdMwg2SLSURUUkTpmSDkZUtUTv1DKE5P8TJIrkvJUMxP10EByxCS1MxyxlCOWckSlXNFXLBlFpYK8aoutN8ZahZl7pTx5842uwZQWHt4yfDDl8eaKMDwQ1AdQ32aNkaiW7oHA2KBeSU31bd+k1o5U0DEB0GTA0tQeH2LAstRrq7cDvgOwHYDtBHQXYLsA3QnYTvWP8gDLBSybMgoGLAMwMR0Xs9rGabBcALZOn3H3fNGzVy8fP37y+MnTR48ePX/y5vnrB5t2m09iw3gLZKojcya33WyB5m8C1iwB6zd+m5mCtr8J2rzHmYI2M/ltZ/LbzBS0m8lrO5Pb5hcH+s/OELeXVyr7f/af/SguPK93ypJZJBMcIdn8KY4nIh0zSPsMwi6dsEklLFMIyyTCLElimiBZmkCYJBJLEknrVOpJTMoRqu7ybCFBPbNZppBLEkpMEkpMEiRLEiSmCRLTxBLTRIlZosQ8ibBIIiySSctk0iqZVI3xFIlVCmGVStikEvZphGM64SiUssWlXLGULyZ54ib9p/r7nGZisWmZHfetppS+jWv+k1Q9HpMcIemUU+mYXjzFOW2iZbDo0I0WPGVfOWR37mz7+ZcVAH6ABCFosHpRGiUZEwFrauJCDbfdgB8A/Ajgp4FZBOh1Oqt4/OBK7tRq13nVvktqAi3loY6KKCfFZue6GJe6GBdFjIt8s3PtJn5NiGNtoEXNmsXVq+ZIjX96OrDnTazdJWBeQdqcBTQBYPOkn3cJnF4ePfaH+/xUcqPwfmbhg6zz93PP3cs5d/8jLLyXe+5ebuHd7MJ72efvZ525m3rjxX5F/duFz42NjTl5eYZz5g4fPrxDB6rFDLRp0yYyMrLxnzJFa1Qqd11VWKcQdmkSnojgUVFAEekoJOwzSNs0wiqZMEuSmCRKTBMl1ikET0iuyC3z2FnmsaPMd3d58IHyjQcqNhyo3HiwcsOByo0HKoIPVgYfrAg5UL729zL37WUeO8u8dpV77Cjni6UOGSRHSDpkkObJhEmCZEmixCSRWJpImCZKliYRZknE0iRiaSKxNFFinlxinUrYpxMOaaSjsClMo1axQpIrljqKpOym7wsJrohQZwhVT5VNkaB/bs4VUgqb5IgIrkjKFZfZbnv0CzduvksMUfZJF95WyfhlqK5TJhTWWqUQdukSKkbNFZfyMqUcEemYQdhnkNYphGWyxCJRsjSxxCRBYppILEkgTJNItlDqlFXKy/wopTyxVJAp5YmltmnE0iTCJEFiorpAJUsTCepKNUuSmCcT5smkWRJplkhYJEkskiWWyYRFMmmVIrFLIxzSCbZQyhORfCq+KJJyhVKeiOSISc4/ncP6/0hGp5xK67j74+1jLL3Tnn6rienGuvrMhYs4COJGw1wRhjugHoCuVrfipF6bhON6ddN2KuIYDmg4oFFqw7aYZv0kkgFNobJmgKUBlgGYsBmpL9PVP00FLBnQJEATAd0G2FYEjwcsHCAIx29GbFJ+bDFdafXz0JwlEx0Zo0yR8VYw3hJ+slAZualM3d6jJehbgL456FvAZA5M4sAYNrimjXhV0cLJtfOP6wXiUosUkici+WKSKyYdMkibVNIyWbI0kViSSCxJJByEUo8dsnV7KiIPV8ScqEoprBEW1WRclO+8Lj9yT3HoruLwXcXRe4qj1MZ9xdG78u1X5WlF8vSiGmFRTer5mpjT1VHHq6KPVYUfrVq7t8Inv2zt7jKf/LLlOTKeWMoTS3mZUkFWKV8ktU2TmiZJTBJLzBMl5skSixSJTYrEPl0VNeGKVY+dqsgElSxTJcKkHHVi+m3ByT+cyRISTbFGQU4lWyiZ4iL62To479i3EmVsqC7bsWjuMgA/gEAE3YCgwYCGIaoSkThAtwGWrF6RJgYsDzDKM/UQ4CeBeQ6wq8B8OqhXmcWkGo/51WtNaoKs5WFsRZSTYuuKuvhVdfFudQluirgVii3L5Jv4NcH21evMqj0X1rgYEIY/3uvY8QrgFxBWAaB7Ac7OnV/15Pkf7HBjw/ErOZ4J0+w3dxSk6TqldhMkdxEkd32PzildnFO6O6d0d0rq5pzcbXlaF04Kc/X2nruuuj4tPatUKpWNyu3bt8+ePXv4iBFN+WgMw6Kiov6J465Go1K562qtZQphn0499RHWaYRlMmGWKFmaRNikSlfkyoL2V2w9XS0skudfVxy9pyh6Xn/jdf2N1/WPyAZJeUNJeeOb8saSisY35Y2q7fLGkvLGJ9KG668brhc33HrTcPVl/fEH9fvvKI7cU+y9Lc+6XJtWVJteVJtRVLvtdM2mY1WbjldHHq+KOlEdeax6/YEK1x0yhwzSNFFikigxTZJYJBPWVJwyjXDIINhCkp9ZKhBL+ZnU45aUJ5aqkgnNhjBP9E8PZyozzs4gOBkEVyTlicts4h78zNm6YEXsm/LWKGMLob5BmXel1jaDtEkjBVml/MxShwypZarEPEliligxSSTMU6U8YannzrKwI1Vxp2qEF+S5V+W7ritOPqg//7S+8MlHePZJ/elHdYVP6goe1R2+W5d/Q77runzXdbn4Ym3i2eqEM1WJZ6o2H69cf6AiYH/F+gMV6/dXeOXLlufIBFmlLjkyfmYppTJNEyRmCRLzJIlFosQyRWKfTrIzqJiKlJ8p5WZ+LL311ZArkvKzKm22PfmZnzRHsPnGg5YMNf23cDsz17dTJxegedEwV2C4AsMNGJ5qG3xKL/qpCxypDraBau0YrNaOEYBGAhqtZgygWwGNVb/GA7qtGZualcWqf4fyCo5W98DdCJglwJZx4ysefHI9Jln1KL8gLHm3tyB8lMW6/l7xC73i56+OM/KMnecZN9czzugdxs7z2GqwNsmMHfb98m3Dko7wM095PZKcafGDWfi0ni8utUmRcEWkdSpplkiYbCOWJkm5maXrD1QmFdbmXJGffFB/u7j+eWljaXVjpVwpr1fWNSrrGpVU5OSj8ZP6RmVdg4qKBmWlQlleq6ysVUqrlU9ljQ+Jhidkw32i4dLL+rNP6s8+qT/zuP780/pzT+oO36vLviLfdqZqw8GKVdtl9mnkkgRicYLELEFillhinlRimUrYphEOGQRHLBWISwWZJF9E8lRFL6obPUdEcsT/wkB+W38pJPjZFVyxbNbq/Mn24ZkHr32mKe3/Eh7tEPkwwBsgEEHXIYz1yFvP1E3qh7QEwFIAywAsA7CsZqrxMOAnEeYFYN5A2z4f3rfCdnLNaqPaIHN5mJ0inCOPdlZsWa6IWaGIW6mIcZFHOSvCebUhDlVBllU+i2tXzy9dMv5+l85XgXkBmOdo7Q4DshfFy0XZn9/hHSc3z3Pr9Js7WEehAhHGz2IKMlkCtZd+E53ETOfMNssyWfxMJl+ECzJx1/wO3vv7L9vZZuOJAQ/J47vzjs6cPnv48O+a4os4jv+tfjofRUOjcucVuU0aaZlCmidKTLaVmGyT8DJLw49UZV+SH7lXd+1VfXFFY5VCWdegbKlMefPBXl2nLKtVltUoy2oay2uVZTXKV5WNt4obTt6vy7+pSCyo3nigwnOHjJ0hNU0mTBMIs0TCLElikVRinSyxSyXs0wiuiBSoIkQkT/xOFfU/HNZRDecMgiskOeJSrlhmu+3RL5z4mdyo5+QnbTVbJeMX4+i9On5WqU2q1CaVNEuSmG4jTBJItqg08GCF8ELtsQd1l5433Jc0kNXK2rq/dNU2NCrldUp5vVJRryxXNL6uUhZXNL6uaHxd3vh/7F13XBNJG54QkgDSm+08y1lOsQt2RMSCWMCCVEVQpCkKiogISvEsqCBFQXovVmwnds5esKBI71JTIECAJCT7/TEw3xqQwzvv9O72+e0v4mZ3s7M778wzby1hCbOrBa8+Ct7VCF5XddzK56W84oY+aPO5ynZIabCIZZpG0U2hu0YE3SySYRHHsIpn2CayHFJYDiks+xTm9xZAapfcYJvWsjmyTMcxfvyqfdcf/YdMXaJoa09dsNgKAFeSuCugQsq4G1D2AIprZ5L8TgdHD5yP44Eu7vgLoBwClCNdNWOO44zXAV1bII5NBgFqIKCeBNSTgOoPqCe6TjkOqEcA5TCg+pIomwFwlpDMDYvE+kANSuqfvKu8x2qlM1tr6ZxqBqeayalmcmo+2VprGM0fm7iNxfQnJayHHdhfVT6koF6w+3zD6tBaowi6SRTTLqnh+O2WK+95r6s66jhC3jciOu0dWG0L9qFe+Ky043oOL/pp27FbzXsvNW6KZ5pEMUwi6CYRdKPIepNwunk03SqeaZPAtE9kOSSxtiaz7JOZNklMGzx9/Ps2aKBn2iUx7VMbt51l6x/IGLnSwyfyNv+/QBn53Os2FlsB8AXiPmJUbxL1F1JnikQoYkFdS7KILl1jQmd9ps7UjDeBxG8kyeeA9lZMsnToQKbe1NbtujwfI96RDXx/a16wPS/EgR/swA+04wXa807a8I5bth9ez/VYw7HVqZ35c66k7Gsg+Zwk9URM+p6Y5GUAXs5fSM/Ja+K0sPFoZDey2RxOy+3ncfrOSlq2wPSw/PY4Vc9fB/lk/uib+YPPvUE+dz/ZfO/+4HtviM+dwT73Bu+/rep9b0jMu81XSkPi3m91u6PoEjPZ0mrz5AnT5eXkUL7u4ODgv/8NCIXY2Vftq0PrDULpVgkNR242p7/lvqoSNHwfaVd4HRiDgxXSBU/L+Nc+8BKet5+8y9l7kW0ZyzCOYpqEM4zD6dByaB7FsIylWycw7BIZW1OYDsnQse3vdTWB/pTQ7yWZtTWNbRVbM3VDkLb1iRrWZ618BGX8Ytwt4FvG0g1CateFM+xSGk/e51x7z33zUVDL6Vkh8behrQOrbhK+qxE8K+u4nsMLe8Dxuc52Ose2jGswjWSYRtBNIujrIupNIus2xNI3xTNsEhkOyUyHFCZkkN/WzdE+mbX9PMcmumyaZUh/nZ2XH+Z802f5jVF/887BgYM2ArAHUPYAKqSMLoCyC1B24ZSOHrjIGA/w/0AZry5/R98uBnkYUI4A6tGuzQ9Q/QAF/3kUUI8AyiFA+QVQfulKEewNaB6AugEAR4p49qnT37h//yFUsoS7zjfphjA8rrCvvee+rxGwv796yHwhxmrFSlnCF5WCm3n8pOdtJ243u15q3AR1FVFM00iGcXi9UTjdLIphFUvfFM+wS2RsS2E6JP+twgvjeBxSmA6pDTbJDeuj6qY7XphufuTS/f/EAq/86sWjSrLuAPgAqjeg+IpJeJOovoByiNS5QjuBS2IQCqiRgBYLaDCJwTnk10iSvC8m9QBQnwHqeymZsuED6udPYJvNa7XX47qt5nms4e9fx/cy4nmv43qsbXda3mSp3bBcvWrs0FwpmVdA4hmQ+g1IPiRJPBOT9hSXnASA3qzZlps3bdiwYf369eYQ683Xr99oZmSlbaYy3wasclUwO6i4JVRxz5WBPpmDve8OOHBHdPO6M8D77sADtwd63x60/5aS953BiR/2Pmf99piZHvhKd1M02Xj7zNHDJ6B83X+zPRqPqzm8jbGswLvNz8s7mN93oUqBEGO3Y6VM4YsKwa2CjrRXbQF3m10uNVknNVrEME06Xc7qjcLrzaLqLWLpm+IZWxIYdlDEUpj2KZ3B3X+JLCcz7ZKYjqksh5QGq3imeVSdaRTTOJKp65KScPlxL8FMBGX8Ylx9xzcJZ9oms1Ky2t/XCJs+6yf6jdHKx2qbhQV04YvyjivvuJGPW4/cbNl+jm0Zz9wQy1wfTTeNpBtH1BtH1kMGaZvIsE9mbsWRSNskhm2SSAIRnAdVVzhYl+6h24ZLLg/XMcgTq9PnN5lln8xySGHaJzO3JDAtE5r0AwonW4XZ/5Jcy/q+B4O/HlW373kOHGQFwB4g7gaou0kUFxKl005NQnpHKqzP6dGVjsezK0pm/6dx1pBE+uA2b0DxIVF8SBQfQPEhUbxIlP2AcoBEOdB1KQ9A3Q7ETAHYRqW++RYaha+CykZh7HPuxWxeNfsfQ3g7hFhDG1bWIHxTLbhXyE991ep/p8XtEtshhWUZy9wYTV8fRTeNoBtH1JtE1q+PoVvGM6wTGHZJTPsUpkMy06HTIZLVKWhdnzZd2UY6s3ShLCEoxc//1Q/M/8d6JzPtU5gOnYoQllUcwyyy3jiSvj62cd3p6o0BDzNfFgr+GyXhH3r77ADAG4h5k6g+gOJNonoDiheJ6kui4pPtn+xS3uOyX1ET8DHUsMA0oN0D5CdA7DVZMkdOoXCgSulPP1SOGVo1eWTNzLEfp/xUMXpY2dDBBcpK2ZIyWYD2BFAfikndJ0ndJEllAonHJMllFAkAAElSQlFBQUFeQVFRUU5OTk5OTlpGRrqfwpDhqrONpJft6KfvLLvGXc78sNLWaOVd51WcU1V2pqjsTP1k25Gi4pyqvDNN1TlV1SlV2SlV6WDGnLQ839RC96MPJrhc6adtIUcRl4L5uk+cOPEN30JVo+B5WUfz96FW/CIIMaypHSthCt9UCx6X8s+9bj/1oM37erN9SuOmBJZVLNMihmkWRTeKZBhF1JtF0y1i6VbxjM2d3pDMrSnMzlDX5K4tiWWfwkLZ9WGGxU9n564cLMlMu2SmfQoLrjNtEhmb4hkbYxhmUfXrwuvNo5kbYxnb0hpO3OE8zKnHhL0ZRwnK+GUQYljWR8G5N7zcOuE/y32nrQNjtmGlLOHLCsGtfG5iVuvx2y2u6WzHsw22SSyrWMaGaLppBMMkgr4hpt4SrngSGXZdSYK6vC5wOSAT/99Z7ZI689jhN5tEhs3/56TO0Da7JKZ9CssumeWQwrRNYlnFMc2jGUbh9PUxjM2JbMekuoS7xezm/2jsiwgqb94+MGTIRgB2AHE3Eg0yRVcSxQVSRhLFhdSpgNxD6jRYe3xKHD0/3YN2epKoB0hUTxLFE1D3k6ieJKoHoHiQqB4kyj5A2Uui7gXUbQDYA3BwzOj3Iae+9ZP44+AKsJbPenL/MyDEsIZ2rKJRmFsreFTMu5zdHvu09VBGi/M5tkNKw5ZEplUcwyKKbhoJA7fpG6LplnEMGFJjk8SyS2FtTWJtTWmwS26w7ySU/8/RYw+T/iSzHJJZ8FuHZCjvLLskxpYExqZYxsZYumk03SSCvj6KvimeZZfMcrvMPvVb+6857ZWs709n+5fh5fEAFwAOADFvQPEmUb0AxZdE9SF1+oQc6kxiQPHDJTEI+b+pujODQSKgpXVlv7oMaNcB7SYQvwvE7gJSJhB7BMQfA8ozQHsCxB8B8kNA/g2Q7wDxW4B6kyT5K0nyOqClkyRvkqRuAQkdAACJJKuk1L//AFVV1QEDBvTv33/AgP4KCsryMqoLjYca7RuwZKvMsm1yK53l1noobPBTsApQ2BigaOmvYBnw6eavsPGEgqW/wsYABatApS2hCptCpB1jh+9MGr49QXFniuqExWQAgBiJ7O3t/bfFR//rweFhNU1YPl34okJwJ5+b9LL95H2O57XmHefY21IbNicwreJYMD2QUQTdJJJuFkXfEE23iKm3iqvfFMfozKCSyNqSwLLv9FphOSQztyYx7RKZWxKZNokMmwSGdQLDMo6xMZa+IZZhEkk3Cqevj6JbxdK3JLLsUxrc0pvCH7dmFvPz6wWNbb//ZgnK+MXgCrF/QWUSngBjcbByljC/TvCRNAHsAAAgAElEQVSwmHfuTduZR62/ZHDcLjc5nWvclsyyTmBaxDLMoujGEQzTSMb6aPrGGLpVbGd0p00is1ON0Zk3ldV960yDl8yE0Z0wp4llLGNDDN0skmESQd8QzbRJanA+37T/WnPkk7YHJfwy5t+S3eufg7JrN/wmqdkBsA0AVyC+u8uvsXMjUfbgVI/Q03Fvl7/jvi4SiVijJ/ov5IskKjpsL6DuJVH2AOpeQHUGpE0A7JSSuuW0g5n14ls/AwKfQIhh7XysrhkrYghzqgWPS3mXs9ujHrcev805cK1590X2jrMNDsks2wTWpjimZSzDLJK+LrzeNKIeBmivj6Kvj6JbRDMsY3FbHHNDLGN9NN08im4WRTeJpBuF16+PolvGMrYkMB1SWbsusL2uNYdkci6/576p6qhsEP4T1Tx/Ei8PHXEFwAuQfUlUL0CBukYfEsVbjOr9qSfxUUDx63JwhErHkM7IGGoUoMYCKnRzhHrH84AGs1ylA+oVQL0KKNc6N+oVQLsMaJeABMyBdQ7QzpIkkkmS50mS6YC2SkYaSFLBZyAhA9RXSq3cKb90m5yug5z+LjlDT4V1+xUMPeQNPeUNPT7Z1u2XN/SUX+chb+gpb+Qlb+WvYOwjs2qfuPFByY3HFY2OiGsay48fN9nB3olO/+8GJv7VaBdgrFasmi0sogvfVfHvFnIvvG2PftIWeJ9z4HqL++XmXefYO9Ia4ALPLoFpFcvcGE23jKFbxdLXR9GNIuqNIurXhdcZhdetj2JYxjAsYhkWMYxNcQy7ZNa2FNbOc427LrL3X2s59RsnNav1diHvXY2gko1xvmRRTVBGAhiGYTwh1sTF6lqwMpYwp0bwsIR7+R037llbcGbrwYwWjytNrhcbnc82OqY0WCcwLGMZ66PpJhEMowi6aRTdNLLeLIpuFt1ti6SbRtWbRNGNIhimkXSrWIZNEmtrCsvlfIPXteYjt1sjnrRl5HFz6gXVzf94VdBfB9arR7e2bd6voGANgCMArkDclUTZTaK6AMpuEtUVUPaQOs3WyOURRsy4drk8unVte7v+cCdR3ABlD4mypzOPD2U3ibobUJwAaTMALlLSARoaz44dEzT/R2sH/7PQIcSaeRiTg1WxsSKmMLua/1sR99ccbtqr9pinbUH3OUdutRy52ex5hb33Mnv/1Wb3dPauC+wdqY07Uhud0hp2pDVuP9u463yjxxW259Umj8tNvtebj91uOfVba+KLtms53MflvAJ6R3UTxm7/N6yW/zAqzp49rqi4DwAfEhXSRG8S1ZtE9RWjeXcVffbuciDuymBAOd5VqwmmTQ3BpSyIxNHHpK78qSmAlorbkru+6kqDJRFFokUCShyJ5jFAeQKNPHn0mEW6ugsXLtTR0dHRgZ8LFi/SnTtDe/YahUVbKbpbZfW2ya3YLq+/U05/l7yBs5zBzm6bi9xKZzn9nXIrdsoZ7JZbf0RxrbuC/k65Va5yC7eJrfNWSLl16F12HotJDAh/K/hCrImLMVux6masnIXl1QreVfEflPJv5/Nv5HCTstpjn7XGP29NfNEa9qj16B3O0Vsth2+2+N3hhD1oi3/elvC8LfZZ29lXbXcKuA9KeNnV/BKGoLoJa2zH2v5onQSCMhLoGXwh1sLDGtqw+iasginMqe14Uc7/rYiXns1NzWqPedp26rfW4ExO4H3O4Yxm31+bfW+IbgdvNB+60XzyHufUA07Yo7bUrPbL77n3i3jZNfyPLCGjBWvhfbU8CP9ytHPeRUVFrVruLiVpC8B2AHYB8d0kqhuJuhtQ95CokCm6fkoZUZx1jztdIeMkUXcBshMQ2wGAFQA7JaUDZ8x4cMSP+eYtxv8v04N/PAQY1i7AmnlYQyvG4GD0ZqyUKSikd5QzBcX0jrfVHY9L+Y9L+U9L+Y/L+E/K+G+r+SVMQTlLUM4U1LCFrFassQ3j8LGvUIHn3wJhW/tNS8sdABwAZF8xmg+J4guoeC9h766/fT/JXdAZUg3TF/jj9I7QZg21j5GAGgmoUZ0l46kxXX9Ed30VAZNhkWinSLQgQDsBqF4AnJ4y7eW16yWVFYWFhQWFBQWd/+QXFhZXlH1MvH1g6c5+sy3AQhuphbZSi+0kdGx63hbaSOjYSCyyldDeLLHQTmLt/n66jlI6m6U0rcTGGgPf5OUd2GezrhD4+yHEsA4Ma+3AODyMw8da+VgTF2O2YUwOxuBgTA7GbsM4fKyVh7XwsPavKsMEZSTwZeAJMG5HZ19s4WKNbVhdk7CmUVjD7mGrYwsbOVhLV8f9VjlN/h1oqa7MCg6M1V/mQqNtBmArADsA2AnEXADFFVD3kGh7SFTXrvBqtLngPvcAqiugugKqC6A6A7ITAI4A2AGwCYCd4pSQGRq/HT7S8D4XI7wDCBDoCXU3b/rJyOwGwJdE8SbRfEn/p4k+OEUjIo7wEyUigCEyKOkVynsVBKjBXTrIkK6sqGgLAdRglCSVRD1Boh0jSbgB0m4A3h/16+Vu+cLWpLv7lzj1m2IKppuDmRvBDAswY0PPG8yxr2EGZloAvb1gmTtppjVYsI3qFq39suz83/aECXznICgjAQL/JLR+rHgVFppqaOhGo20GwBYAewC2AeAAgAMAzkAcFoxBG+SIuwHVGYg7dB3mAIB917nhczQvbrZ+4HWgJb/gWzeOAIHvHfkh/t5iYDcAPiQatE37kqjen/JF7270EakeD3VtyHKNJ5GISqIN6iZhJqwjnSdKeACyHQDxs2c25ef1fre8jpZrz0+eOrc17JxL6HmXM+m7w9Ndzlzqvu06c9HlzMVd4Rd3h19ySbjrcjHLNeaew8UnfsyWj3/PgyXwjwBBGQkQ+OdBwGC+DQm+d+RoytLleyQk7Mli9lSqPQnYdXFB+Af6hJstAFupNHuy+C4SiNOZc2ff3kwvn8Z3OT3WACRAgEAPaG++vWaJEwCuAPiSqLAMDGKHXiRRpuhNoniDTk7phU9x1WW8/uVTKimyHQSUgySK7/91ltR9gGwDQOikKQ1v+l5dswPDBEJMgH1268B94ncSIPAJCMpIgMA/GLyP1TmRkU9PnnxxJvKp38F4jXHuEtQdklLOUlI7u7bdklL7KOTICaMfHfnl5Zmop/5Bb0/6tZT8p5OlEyDwh9Ge9+qa5mT3LtboQ6L4dEZPU726CGLnHkgZu/726aaPRPvhV4hNwk8vUmeQDTzgF5KEBxCzA+DUxEns3Pxv/RgI/BdBUEYCBP494Lx7mh8d9S46/n1s/LvY+Pex8dmx8R+i4wrCz7BfPvzWd0eAwL8EHZUfsnbb/yIttRsAb0D1BTRvEs0bwBTfFB8xGmSN3iSKD+jK+w0TgPe8Ub0B1ZtE/f+JnXyRChOGHyRJ+JBouwDYCkD45Cns9x++9QMg8B8FQRkJECBAgACBL4SQlxce6t+//y4A9gJwENB8SZ0Mz4dEhUUFO1WMJKrXpzbr7opG70/VjV2UkeILqL4kif2A7AaAh4xk7Nx5DVmvv3XLCfx3QVBGAgQIECBA4I+gJD4xYbrGYTl5FwA8AMkXdOb39iFRfLpcGDvLcvZkmBZhil6dx1Ah6fQFNB9AcQNgDwDhkyfmREdyiku+dYsJ/KdBUEYCBAgQIEDgD6L1w4eckFPR6lN9pWVcANgLgCcQ9wbineSv06OR6gM+CZQR2Xy76lZDlaQ3oHgCsBOAnQCc+GHwLRuz+kf3v3VDCRAgKCMBAgQIECDwZ8Dnc3LzXv1yKEFbK0BZYR8AuwFwB8ATiO0HpANAzIv0/4AY/IZcHr2A+H4gth+Q9wHgCoATAL/0k4yeo5Gmtzw/Jk7IafjWLSRAAMMIykiAAAECBAj8eQhb21qrq4vOnLyzwSx5yeKjEjTIHXcB4AaABwDuALgDsA+AfV1/o80VgF0A7ALgAFksft7McwYGL7w8mgve8erpGJ9IdkPgewFBGQkQIECAAIGvhA6esKmptaL0vbdn5ha72867LxjoHpegeADgieOIewFwB8ADgL0AHAAgTn3irzZbrm/a9MzVhf3hDb+BhbVzv3VLCBAQBUEZCRAgQIAAga8NQQfWxsUwjE//WHj6+JMdO5+77X3i5v7Yzf2xm/sjN/enbu5P97o/cnZ5c2Av+/VTjMvD2tswAaFTJPD9gqCMBAgQIECAwDeC8FvfAAECfQZBGQkQIECAAAECBAj8DgjKSIAAAQIECBAgQOB3QFBGAgQIECBAgAABAr8DgjISIECAAAECBAgQ+B0QlJEAAQIECBAgQIDA7+C7o4xNTU2PHj1KTk5OTU1NSkrKy8vr6Ogh6cDr169TU1NTUlLS0tLS0tLOnj179uzZtLS0xMTEGzdufPz4EX/whw8fkpOTk5OT03pCampqWlpaSkpKfHx8ZWVlj3fF4/EePXoUExOTnJxcWFj4l7QcwyoqKi5dupScnJyUlJScnJydnc3n83s5XiAQ5Obmnj9/PikpKSkp6erVq8XFxX38rYaGhuvXrycmJnZ/IPBJwmeSkJDw8OHD9vb2r9E+Av8Y8Hi8p0+fJiYmpqSklJT0XNa2paXl/v37sO9dunTp3bt3XG4PmeRKSkouXrwIRRV1LSiq6enpeFEVCoVv3rxJSEhAogrlGkooQnJycnp6ekVFxefu/OXLl4mJiQkJCe/evRMK/5J41La2tkePHiUlJaWkpCQmJmZkZDAYjN5PeffuHRLty5cvl5aW9vG3OBxOZmZmQkKCyFjXXVRv3brFZrP/bNsI/KvB4/GePHmSmJiYlJR07ty5t2/f9ii2lZWVly5dghME7GbwMykp6cKFC2VlZfiD8/Pzu4tt96n53LlznxtMhEJhdnZ2fHx8ZGTk8+fPBQLBX9T2rKwsxC4uX75cV1fX+ykFBQXnzp1LSUlJSkpKS0srLCzs45DS1tb28OHD+Pj4HlkHfhi8ePFiQ8M/prrPd0QZ2Wx2VFTU+vXr1dTUFBUVlZWVFRQUFixY4Orq+vLlS5GDt27dKicnp6SkpKKioqKioqqqqqqqqqKioqioOHToUF1d3YiICER0PDw8ZGRk5OXlVXqCsrIyPFFGRubs2bM93hudTtfX16dSqbKyssePH//qbWexWKdOnVq6dKmqqqpCF6ZPn+7o6Pjw4cMeTykoKHB3d589e7aKioqCgoKiouKgQYO0tbV9fX3Ly8t/9xdfvHgxduxYGRkZkaeBniR8JtLS0qtWrfockybwb0VVVdWqVatkZGRkZWVPnjwp8m1LS0taWpqdnd2oUaMUFBSUlJT69+8/c+bMXbt2PX/+XORgf3//gQMHKigowN6FupmCgsLAgQOXLVsWFRXV0tKCYVhra6ujo6O0tLS8vDw8En5CCUUnysvLDx06NC4ursc7r6urs7Cw6NevX79+/fbs2cPj8b76w3nw4IGjo6OampqCgoKysjK8nzVr1oSHh/fI2PLz8319fWfOnCkvL6+oqKioqDhw4MBFixYdOnSoL2u8oqKiRYsWSUtLKysrq6qq9u/fH/8Y4R9KSkrS0tJz5859+/btV28vgX8HuFzupUuXHB0dJ06cKC8vD0VSXV3dwcHht99+Ezk4NjZ2xIgRUBLxwqioqKiiorJo0aLg4ODW1lZ48IkTJ6DYdp9E0N+ysrJKSkrBwcE93ltbW9u2bdukpKRIJNKGDRuam5u/evOfPXu2c+fOadOmwYbLy8sPHDhw1apVgYGBNTU13Y8vKys7ePDg/PnzlZWVIRtRUlLS1tbev3//u3fvfvfnysvL165d269fP/QoeoSsrOzAgQOzsrK+env/InwvlLGurs7a2lpKSgr0hMmTJ9+//0lR9g0bNvR4JEK/fv32798PD964cWPvByNERET0eHv19fXz58+Hx3h7e3/dtrNYrF6aM2bMmPT0dJFTnj17Nnv27M+doqOjU1RU1PuP3r9/n0ql9uWZTJkype/KSwL/DpSWlmppacEOcOjQIfxXFRUVdnZ28vLyPfYWNTW169ev44/39vbuvYPJyMj4+vp2dHS0trauWbOmL30SAHDixIke77y6unrlypXwGBsbm69OGS9cuDBixIgeb4lMJtvY2DQ2NuKPz8rK6kVUFy5c+Lui+u7du5EjR/blmQwaNOhzK0wC/3Gw2WxHR0clJaUee86IESNSU1Pxx4eEhPTr16+XzkYikXbt2gXla+/evX3pnwAAd3f3Hm+Pw+GYmZnBY1asWNHU1PR1m3/jxo2xY8f2eEsUCsXU1FRE/VlUVLRw4cLPtWLmzJlPnjzp/RcLCwt7EXwRdKfs3y2+C8pYV1dnZGQk8hZFCM348ePxyrMdO3agr8TExCgUCplMFjlFSkoK6jycnJzQZcXFxeHfJBIJfsKdYmJiAIDExMQe75DFYunr6wMAxMXFv66Wkcfjubi44G9bXFxcpCHjxo0rKCjA34yenh7+ACqVKnLK2rVre7cmP378eMCAAfDnUPNJJBL+scCdOjo6fVFbEvg3oaKiYvXq1VC4AgMD0X4WiyUiqt3lbuTIkXhdV0BAgKysLF5Uu/dwGRmZW7duYRhmbW2NpIBCoZC6APsk7KsAAFlZ2bCwsB7vvK6ubv369fAiTk5OPbq1/GFkZWUNGzYMf+c0Gg0NKRAHDx5Ex9fU1Cxbtgz/LYVCoVAo+D1mZmY9WgYRcnNz1dXV4aNGUomkFT4oMpkMABg7duyzZ8++YnsJ/DvA4/FsbW3xvU5MTExEBhUUFO7evYtOiYqKQvwSiZ5I1wUAQGW/n58f6t4i4oBEHl7n8OHDPd5he3u7vb09PMXIyAjpL78KiouLJ0+e3LvYbt++HVmc+Xy+iYlJ72I7f/58Op3ey4+WlpYuWbIEPZMeZ1h4D+Li4r9LQL8f/FnKKBQK29raGhsb0agnFAqbmpq6v3Iul9vU1NSjcx5+jSIrK7t169bQ0NCwsDB3d/dx48ahr0xMTNBlt23bBndOnDjRz88vNDQ0ICDg9OnThw8f1tDQgAMoAGDfvn0YhmVnZ/v5+R07diw4ODg8PHzDhg1ycnIAgAEDBri7u0dFRYWEhPj7+x8+fPhzfopMJnP58uXwTR85cgTu5HA4DQ0NPXo2cLnc5ubm7u3l8XgtLS1sNhs9rrKysp9//hmK1pgxY5ycnE6dOhUWFubv76+jo4Pa7u7ujia/S5cuKSgowK6mo6Pj5+cXFhZ25syZAwcODBkyBB5PJpOvXbvWy4urr6+Pioo6evRoYGBgZGRkcHDwpEmT4Lk6OjrBwcGhoaHwmVy+fJnD4aATm5ub2Ww2m83u7m4iEAhaW1vZbHZrayv+scBOwmazORzOX+RbRuDPg8vlIkFms9lIV4dfIx0/fhz1yf79+zs4OISEhISFhR08eBD1HwCAoaEhMtH6+/tDdYWampqvr++ZM2cCAwNPnz594sQJLS0tRIDgkP3y5cvDhw8fO3YsMDAwOjoampgBAD/88MPevXsjIyODgoKOHz8eGhqal5fXYytqampMTU3hNZ2dneFOHo/XY4/FusallpYWkW/5fD6bzW5ubkZyJxQKvby84JWlpaWXL19+4sSJsLCw0NDQHTt2qKiowK9GjhyJ7FYXL16EoiomJjZjxoxDhw6Fh4efPn3aw8MDjWxkMvnChQu9vBc2m33+/PkjR44EBASEhoYeP3587ty58NxZs2adPn06IiIiICDg6NGjSUlJeJfKpqam5ubmlpaWHoWura2tqampu0i2t7f3+EAIfJ/g8/mNjY3QtQNCpN9iGJaUlITmRFlZWWtr68DAwNDQ0MOHD8+cOROJrba2dlVVFTwlIiJCUVERip63t3dkZGRgYGBwcPCxY8cWLVqE+JO+vr5AIMjPzz9y5AicYWNjYx0dHaHYKisrOzo6RkREBAUF+fn5nTx58v379z22or29HZFapO/g8XiNjY09rvra29vhhCIyw3K5XDab3dLSgjcvREdHwyvLyMjo6ekdO3YsLCwMEoyhQ4fCr4YOHfro0SN4/KtXr/r37w/Z3tSpUz09PUNDQ0NDQw8dOjRt2jT0uE6fPt3LdNbS0nL58uXDhw/D4S44OHjRokXwxMmTJwcHBwcHBwcGBh47diwkJATvUtnU1AQlt3vDhUIhnGG7iy0ax77uIrk7/ixlzM3Ntba2Xrp06aFDh+rr67Ozs/ft22dsbGxhYREdHQ2njba2tmvXrtnZ2a1bt87W1vbBgwf4K5SVlampqcFHOWLEiHPnzuHZ54sXL2bMmAG/HThwYH5+PvwKrUhMTExEnt2bN2/QKcbGxt1J6tWrVyG1mjZtWn19fV+ayWAwIGWk0WghISEYhl26dMnY2HjVqlX79u17+vQp/h7odPqRI0dWr15tYGBw4cIF9FVLS0twcLChoeGyZcvCw8Nhn3706NHgwYMBAJKSkkFBQfgfzc/PnzdvnqSkJIVC2bhxI6LLfn5+cKXSv39/ETtUSkrK2LFjxcXFVVRUQkND+9I0BHNzc8iJfX19ezzgxYsXe/bsMTY2NjExMTQ03LNnz/Pnz/ENz8rK2rRp04oVK5ydnXNzc9H+4uJiBweHFStW2NvbE1qQ7xAtLS0XL17ctGnTmjVrrK2tHz9+TKfT161bB4UImYDz8vLQiDlq1Kjz58/j1WOvX7+eN28eGn+zs7Ph/oCAADh/rF69WsTL++3bt5qamvAUAwOD7o6AFy5cGDhwIABg5syZaDLrHTU1NcjCdeDAAaFQeO3atY0bNxoaGjo7O9+/fx/fYxsbG/38/FauXGlqanr+/Hk0zbS3t58+fXr58uVr166NioqCSyYul2tnZwevrKWlhTco8/n8EydODBgwgEwmDxky5MqVK3B/aGiohIQEnHdv3ryJv8/09PRx48ZRqVQJCQm0Cu0j3Nzc4G3Y29v3eMCbN2/2799vaGhoZma2YcMGNze3e/fu4SfR7OxsOzu7lStX2tnZ4UWyvLx8165dBgYGmzZtysjI+KK7IvD349mzZ05OToaGhsbGxgEBAQ0NDY8ePTI0NFy4cGFaWho8pr6+HknZwIED4+Li8AqdvLw8RGWUlJRu374N90dERMDVzsyZM0V8LUpLS3V1ddGipbuy7fXr11Bs1dTUXrx40ZeGtLW1Icq4fv369vb2e/fu2dvbr169euvWrRkZGXixZbPZQUFBy5YtMzIyio2NRVM8j8eLjY1dsWLFmjVrgoOD0Xiyb98+eOXZs2eLOPsmJiYOHDhQSkpq+PDhsbGxcGdaWhpUKg0cOFDEXp+VlTVx4kRxcXFVVdU9e/Z8ET/75Zdf4MRtYmLS4wFv3rzx8/MzMTExNzc3NTXduXPn9evX8fqa0tLSbdu26evrr1mz5vHjx2g/nU7fv3//2rVrV65c2d2N7eviz1LG69evw5cxevTozZs3T5w4EXFwKSmpHTt25Ofn7927F+/59OOPPyYlJaErBAYGwhlFQkKiu6M9hmGpqanz58+3sLCIiopCa2gHBwfUvUSOb25uRh3a2Ni4u9Hn3LlzsEOPHz9eJPLrc0BaRnl5eTs7O1tbW7zSftiwYf7+/kgO8/Pzp0+fDr/dvXs36tD19fXoxjZu3Ag7dG5u7qhRowAAZDJ5y5YtL168wMtnTk4ODOV+/Pgxuk5UVBR8YrKysgEBASUlJfhe9fLly7i4uLNnz/6uj5QIkCre3d29++IpPj7+p59+Ap/ixx9/PHjwIPI7SUlJgSKhpKR09epVdO79+/fhDUtJSUVGRn7RXRH4q1FeXm5jY6Oqqope68iRI21sbObMmQP/6+/vD4+MiIiQlpYGAFCpVLQTj6SkJB0dHTMzs9jYWBaLBXf6+/tDH+W1a9eKuCix2WzkvGhgYMBkMkUumJycDJf7U6ZMwS9CekFtbS3UMpLJZHNzc1dXV3zThg4dGhQUhES1vLwcaVm2b9+OVDUNDQ1Q3gEAhoaGcFIUCARo7lFTU0tMTKyqqkJzBp/Pz8jIiI6OvnTpEgoXS0lJgQOFvLz8L7/8UlxcjHcXef78eUxMTFpa2ocPH/rSNPRDyMayadOm7v4nERER3UV18ODBBw8eRA28ePEi5LKSkpJRUVHo3CdPnigrKwMAxMTE8BZ2At8buFxuUFAQ/kWLi4sbGRmhlZ69vT3UE1+7dg3NVq6urt0vde/evTlz5qxZsyY0NBQFgkRFRUEto6amZltbm8gpVlZW8IKzZs3qHjvy4MEDKHRjxowR0RB9Du3t7TY2NvCaixYt8vT0/OGHH1DT+vfv/8svvyCxraqqQjYQMzMz1Kubmpo2b94M9y9duhTdWEBAADQBjxw5MiwsrKSkBK9IysjISEpKSk9PRy77mZmZkCHIy8vv3bv3w4cP+HCcZ8+excfHnz9//s2bN1+kiUc2itWrV3f/NjU1dfz48SLmclVVVWdnZ7TSfvjwIaJSeJVQfn4+ZBEAgL179/b9lv4A/ixlvHfvHnSJgAMQjUZTU1ODajMAgLS0tLq6OoVCUVRUnDx5soyMDNw/YcIEpC9EsSnDhw/v0WeOy+Xm5uaKaCCQlnHx4sVPnz7Nzs5+8eJFdnb28+fPHR0d0WPdtWtXd/aTmJgI56Gff/65j/MQoow0Gg06Zqmqqk6bNg3NRgoKCijauri4WFtbG+7HG5RZLNbatWvh/s2bN8Pps62tDT0BKpU6cuRIMzOzgICAy5cvv379usdFTFFREVKjysnJTZs2zcbGJjw8/Ndff/3DToc8Hs/Q0BA9NBGefevWLWTy/vnnnydNmgQXYfC9X7x4ER526dIlSA2HDBmCVqsYhj158gT6TSopKaWkpPyxOyTwV6CtrQ2JEpRBdXV1KKdQokkkEtIyHjhwAI5o48eP7zEyt7m5uaCgAJFFCGSY1tLSun37NhTVd+/evXz50s3NDRIUAIC1tTV+5QMRGxsLDb4TJkx49epVX1qEDNNkMllSUhIAMGjQIHV1dSSqSkpKKJp6lfoAACAASURBVNq6urp6wYIFcL+bmxuaGpubm9HUu2nTJrRSvXHjBjJAKysrz58/39XVNSkp6f79+z0GXebl5SHmLSUlpaGhYW9vHxUVdfv27S9d0SE0NTVt2bIFXnPjxo14iySGYffv3//xxx/ht2PGjJk8eTIaDBUVFdFC7saNG/CBKCgoJCcno9NfvnwJQ20kJSUDAgL+2B0S+BuQmpqKokUHDBgwZcoUOKnRaDS408XFBR7p7+8PV3qDBw/uMcyCy+W+f/9exOAWGRkJKaOamtrdu3fz8vKysrLevn2blZV1+PBh1MeWL1/e3Qnt9u3bUK5/+umnO3fu9KU5eMpIo9HIZLKKisqUKVMGDRoEd1IoFNQha2pq0ExqY2ODbqClpQXpktauXYta9OrVK+SCLCcnN2vWLBcXl8TExHv37vWoM2publ68eDES2wkTJmzevPnMmTPXr1//8OHDH3bYcHd3h9dcuXKlCC3Bc75Ro0ZNmzYNDYwkEikmJgYe9uLFC8Sk8Skj8M6af/VK789SxszMTNgd4ZDk7++fnZ197ty54cOHo3lIQ0PjypUrOTk5rq6usJdTKBSo7xUKhTCsBACgp6fX9/BG1DPk5eWnTp06Y8aMadOmzZo1a8KECUhmpKWle0yak5ycDBnM2LFjP+cRJQJkmIZYvXr1nTt3cnNzExMTJ0yYAHcuXLgQaiNKSkpQh/Pw8EC0r6GhAXlZbdmyBWlc3rx5M3XqVIBDv379Bg8ePGHChO3bt2dkZHSXScR6EWRlZYcNG7Z48eK9e/cin4y+A08ZXVxc8JSRzWYjy4WJicnz58/fvXt38OBBaLYAAOzduxcKwOXLl+H8NHLkyMzMTHSFp0+fQsY5YMCA8+fPf+m9EfjrkJGRAWUBALBu3TrYq1NTU1GvRpSRz+cjs+zKlSt/N58ZwokTJyBllJGRmTBhwvTp09XV1WfNmjV+/HhI6QAAEhIS4eHh3c+Ni4uDFG3ixIlv3rzpy8/hfRkBAEuWLLl3715JSUlsbCxq1IIFC2Bax5qaGuiiTiaTPT09EWVsaWlB1m07Ozuk/uRyue7u7nhNAHQC+emnn/T09MLCwkSIoFAojIuLExFVBQWFESNGzJs3z9vb++XLl186A7W0tKDJ1dLSEk8ZGxoa0HC6fPnyx48fv3//3t/fH9FltIS+efMmnHtUVVXxg+SrV69gYKmMjMzn8qEQ+OYoLy9HtmZNTc2zZ8/m5ORkZGSggRoA4ObmBg92c3ODap0ZM2b00bsDwxmmJSQkJkyYMHPmTHV19RkzZkyYMAHN+AAAPz+/7ufeuXMHMp6RI0fiQ2p6QXt7OxpeAABz58799ddf8/LyUlNTNTQ04M6xY8fCYIPa2lpjY2O4c9u2bUhsORwOUsCbmJggyigQCE6ePIm/bTExMWVl5ZEjR0LH/ZycHJH7uXHjBnJzhJCVlf3xxx+nT5++f/9+vNGv7/Dw8ICX0tfXF/H1RxKtpaX15MmT3Nzc8PBwRJfXr18POcDLly8Rs8KH6paWliLD5pd6uXwp/ixlRDZHAICzszN8eXw+f+vWrXAnjUY7d+4cPDg/Px9xZKhW5XA4iF1t2bKl768BUcbPgUQiWVtbdzd1YX+aMk6aNAkfJePv7w9FS0lJCborlZaWovh8Dw8PNCU0NDQg46+NjQ1e1/3y5UtjY+MeMyAoKyvv2rVLxJsEtkJTUxNp+/D46aefevfM7Y5eKGNVVZW1tfWECRNMTU2RBa2xsXHVqlWoLdA6lp6eDu9nxIgR+KRIT58+he+9f//+n8t8SeDvh0AgcHZ2hn7xEyZMwMtCbGwstBUgyshms1EPMTEx6d4hPweYs613aV2/fn2Pk9kfo4yI7U2dOhWfQS0yMhJerX///jATUE1NDRx/xMXFRSgj4p22trZ4vWlTU9OxY8fU1NS6R49SKJS5c+eKzJEdHR2pqamampqIH+PHqJ9//jkiIuKLRLUXylhZWblx48bx48dbWlqix9XQ0GBgYACPNzU1harcGzduwPcrQhlfv34N43JkZGREXKsJfD9ISEiAL1RBQQFNrxiGPXjwAOn/EGVEOmltbe2+p4xGWsZeoKen16NyHVHGP6ZlHD16NF7jcO7cObjoQk4UDAYDTxmRbwaHw0HEw8TEBO9kyeFwgoODJ0+e3F0MpaSkZsyYgWxlCNevX9fR0UGmUQQymTxixIijR4/2nuigOz5HGQUCgYODw/Tp083NzfENR+ZHHR0dON6+fPkSqUvx3n0lJSWIWH8uJv1r4c9Sxt9++w3NB5cvX0b7UTK2efPmoQIPdXV1yPcC5sjgcrlLly6Fe9atW9d3yogWE90hLi4+dOhQJyenz62oeqGM9fX1ly5diomJSUhISEhIiIqKSk5OptPpzc3N0HmCRCLt3r0bf8qbN29mzZoFAKDRaKdPn8YwrKKiokctI4vFQh1dhDJiGMZmsy9duuTs7Lx48eJx48bhU1SKiYm5ubl1V8FWV1cnJCSYm5vPnTt32LBh+KQJ8vLyly5dgoeVlJQkJSXFxcXBRkVERKSmpoo8nF4oI4/HYzAYDAYDvh0+n89kMu/cuYOSTtna2iLKCK32w4YNw0+ciDKqqqqKeBMT+IZobW1F5lcUXAzx8eNH6HdLIpGg2yJe8bZ27drfLXaCgOxi3UEikX766SdHR8fPWWl7oYzV1dV4UY2MjExISKipqWlsbERJdqytrfFS8+bNG7gWJ5PJcC1Op9OhYoZMJnt4ePRIGbds2SJiascw7N27d35+fkZGRhoaGiJKxIkTJ3Z3+a+qqoqIiLCwsJg7d+6PP/6I11OqqKigSIWampr09PTo6OiEhARYCSMtLU0kkT6eMooYpnk8Xm1tLZophUJhfX39jRs34AAFADAxMYGUMSMjo0fKiNcyEpTxuwXyilu2bBm+e+CFFFFGe3t76GI+d+7c3vPC4IFPstMdAwYMMDEx+ZzCpRfK2NzcfPbs2dOnTycnJyckJMTExMCia3gjhoGBAd6wxmAwUFLk3bt3C4XCxsZGNJNu3boVUUa8YdrIyKh7bOv79++Dg4PXr1+voaHxww8/wMcCMWbMmO7stqqqKjExcevWrfPnzx8+fDh+UpaTk0PZx5hM5sWLF8PCwmDRqdjY2B5jCT5HGTEMq6urQyOqQCBgMpkfPnxArV6wYAHk+ngtY0JCAjq9uLgY5uEC3z9lzMzMhDRcTEwMKZb4fP6ePXtgA3R1dZENq6amBmXBPXPmDNyJLClTpkwR8cuB4HA4V65cyc/Px4/+jo6O8KyhQ4daWVk5Ojra2tra2NhYWFgcOXLkwYMH3f2iEHqhjPfu3RszZoykpKScnJycnJykpKSiouKFCxd4PB5UqpHJZBEXn9LSUkgQyWQy1NJXVlYiA4Gnpydey4jmIRsbmx4b29HRUVlZ+eLFi9DQUCsrK7SkGDZs2OeyfXI4nOLi4szMzJMnT65atQrpHRcsWABlJjY2Vk5OTlpaWlZWVl5enkajDR48GBFKiF4oI4RAIHjy5MnRo0fNzc01NTWRpwXAUcZLly7BX//pp5/wWsZnz54hLSOaHQl8c1RXV69YsQK+RC8vL/xXDAYDsklEGYVCIVqnaWtr91jvjs1mP3ny5P3793gfXKRlHDJkiJmZ2datW6GoWllZQRNPL4v1Xijj1atXf/75Z0lJSXl5edirZWRkEhISeDwe8s3ftWsX3uxbWFiIEldBJ3EGgwFFVVxc3MPDA01U+MTCPVJG1N68vLyrV696enpqa2tD708AwLZt23r0sWlraystLb17966fn5+BgQHimvPmzYOD5PXr10ePHi0pKSkrKysnJ0ej0bqvsnrRMkJ0dHQ8evToxIkTVlZW06dPx0/85ubmsI03b94ktIz/UAiFQpRp2NbWFq964PF4SEj37NkDd3p4eEBnLTU1tR5JHpfLffjwYVZWFj7MBVFGJSUlMzMzJycnW1tbW1vbTZs2ubu73717t5cCLb0YpvPz80ePHg0AUFBQgLOStLQ0VLUgBaGxsTGeMiJ9DehaBDY0NKDssFu3bsUbphExMDIy+pzzTHNzc15e3s2bNz09PRcvXoz0iOvXr+8e6AOfT0lJycOHDwMDA9euXYs8eSZMmACHwadPn44bN05MTAw16ocffuiesaQXyohhmEAgyM7ODgwMtLOzmzNnDvKZBgAsXrwYaRmRuRyvZSwtLUXhDf8YyigtLY1c6Do6OlAaiAULFiCFVk1NDeLIsJdgGObg4ADJvqqq6uvXr7v/REZGxpAhQyZNmmRvb4+YO1pMrFu3DiYe43K57e3tfUkB2gtlvHr1avcKNJGRkTweD2Y2JpFIIqm8y8rKoDuUmJjY0aNHMQyrrKxEMxPeMN3c3GxhYQH3Q2Mul8uNi4vbuXOnq6tr9yWOQCCAbYcjOCTZtbW1Z86ccXZ29vb2RiFECE1NTV5eXrAJgwYNgglCg4KCRFpEJpPj4+PxJ/ZOGe/fv79q1So4gpBIpIkTJ86fPx+569ra2sLjEWUcNWoUnuASvozfJ2pqatBYLOI0zWQy0aCMwl98fHygemzw4ME9BkKmp6dPnDhx/PjxW7ZsQYFlKMnOypUrP378iES1L4XLe6GMiYmJ3ZWXQUFBHR0dmzZtgv8VoYzFxcXQY4REInl6emI4LSOVSvXy8sJTRlSQCRV0yc7O9vX1dXR0DA4O7k4iYf0qeIquri6dTm9sbAwJCXFycjp48GD3MDs2mx0QEABFdejQoVBUz5071338EUlajqeMmzZtEqGMDx8+NDAwQCbFKVOm6OnpIVE1NTWFx2dkZEBPKRHKmJ2dPX78eEBQxu8YHR0diF1t27YN3wH4fP727dvhV4gyBgUFQUmRlpbucfh99erV6NGjR44caWpqinJKI1/GWbNmQe7F5XKh5P7uHfZCGV+/fo1XN0DAtG6oUSKpvPGUcfPmzTBZIxqdRAzTiDIiw3RFRYWHh4eTk1NwcHD3hS6TyfT09IROJpqamhUVFQKBICgoyM7O7vDhw0+fPhU5vrW1NTk5GWWshBlt7t69271R3albL5QxKyvLxMQEzpJkMllNTU1fXx+Vq1myZAkcgp4/f44oIz6QtLS0FFkSvnfKiAzTUlJSaBYRCAQoOGjhwoXI3QGvZUTjYFpaGuQiYmJi9vb23fPKItuZhIQE+gkU5mlsbPyl2aF7oYy3bt0aOnSomJiYhISEhIQEmUyWlpY+d+4cn8+HlBHgFP4Qubm50BOZSqXClI3V1dWoOgu+yi2dTkddHzputra2IiWrhoZGd1V2S0sLTFrZr18/6I2en5+PMhl1TzCEYdiNGzdghx4yZAh8XNHR0TQajUKh0Gg0qAhRUVERyR6MKCO0vON1JDk5OShuwNLSMjMz8+PHj3Q6HdkR7O3tIWW8fv06DH/54Ycf8Az48ePHUKVB+DJ+V2htbUX2HZFCXrCoOvwK5dM5e/YsinlydHQUcSPh8/mWlpZoxERlA1GSHX19/b57QELgKaNIjPbFixeHDRtGJpOhqJJIJCqVCpO0IS2jra0tfnDIycmBAyuFQoE8mMlkQscY6PuBJqrW1lbkdmxrawsj1c6fPw/HOgqFIlJEEeLIkSPwlEWLFlVVVZWWlqKwNhMTk+5zbUZGBhTV4cOHQ3n59ddfhw8fLiYmRqPRoGZITk5OJMlAS0sLymAnomX88OEDtE+RSCRzc/MbN27U1NQwmUxEMZFh+vbt23B+UlZWxmsxX716BeckWVlZgjJ+tzhw4ADqAHiZ4nK5ML0ufp5CKWMAAIaGht0VaUhnCXDWP0QZZ8yY8aVi24thOi8vD5rOJCUl4awkLi4OexpSA61atQo/AbHZbKSCgYbppqYmZASwtrZGItDS0oJP2AwpY1ZWFpz1qFQqiiLHIykpCfp0aWpqlpaWCgQClH120aJF3b0/8/PzoewMGzYMTmdPnjyBqzI4FlEoFFVV1VOnTomciCijgYEBfj++HPGaNWvOnz9fWVkpFAp37doFdyJfxlevXqHaoSiMGsOwsrIyqLsF33/4C6KMNBoNeW4KBAJU0GXRokWIMlZXVyMtI6KMTU1NKAMwjUbbvn17Tk5Oc3Nzc3NzUVHR9u3bkYvemjVrkDIc9YweMwD3jqSkJChC3SljTU1NcnJyUFAQzA4fFBQUERFRW1vL4XAQ29PQ0MD7/EZHR8OARHl5eThN1tfXI5prZWWFTOQfPnxASwQbG5u2tjahUBgeHo5CvA0MDJ4/f97Y2NjQ0NDa2pqbm2tlZQWbr6SkBPWCbW1tyFVLXFx8//79eXl5TU1NbDa7oaHhwYMHS5YsgRU1Ro4cCQPBioqKzpw5A4vKhIWFBQQEREVFwYhRBD6fjwyRrq6ueC0jykU3bdo09KgbGhqgbhUAYGdnB6fDzMxMOMpQKBR8CoCYmBjodEwYpr8rCIVCFxcX2FvU1dXxXeL69etwbMIn2amrq0NrISkpqd27d+fm5jY2NjY1NRUXF3t4eKB8LitXrkSuOSdOnICUEZ8prY/oRctYWVmZmJgIRRVWlAkNDf348WNjYyOaNWfOnIkvHXvhwgWoWlNWVobZtlEhUACAmZkZuufi4mIUgWhrawunjcrKSpQ8C6bKr6urY7PZTU1NLBYrLi4OrYdXrVoFKzyhyVhMTGznzp0VFRWwZFRjY+Pdu3e1tbVh7NGYMWMgIa6qqkpKSoKNCg0NPXnyZExMjIio4imjiC+jv78/3D99+nSkB62rq0P+4iYmJvD4Bw8ewKJTkpKS+LktLi4Ozq8EZfyekZ6eDhVjo0ePfvnyJdr/6NEjFGDq5uYG10vNzc1IJycuLm5ra/v27VsotqWlpceOHUNiO3fuXNTZUPjLpEmTRHrg7wIl2Rk1apQIZWxqaoqJiTly5MiZM2dCQ0NDQkJOnTpVUlLS0dGBKOO4cePwGbXu378PKZqkpCRM69va2oo0+jo6OshB8+PHj2hWMjY2hn5Zzc3NKPmrgoLCiRMn4CgBa5ilp6dDtTrAqbe8vb1RVSp7e3s4yjU0NLS0tDx79kxXVxeK7bBhw2CZUzqdnpiYiIrKnD59Oi4urrsNEM2k+vr6+P3JycnQ0DpmzBh8ZWB02wsXLoSUMTc3FxXZwrsS3bp1C7lHf++U8d69e9DqRKPRkC0STxl1dHR6NEzjrS2xsbF4h5vp06ebmppu2LBh7ty5yEFVVVUVnzsGeWysXr36D1DGL42YptPp+Fqx5ubmb968YTAYmZmZqHjXvHnzYIdrbW1FCUVHjx6dmprKYrE+fPiATF0A58tYW1uLL16upqa2bt06WLMBeScAAKZOnYpKLeETo5DJ5BkzZhgbG5ubmxsYGKBJCwCwYcOGXhw6RYDXMooYppFwDh069OzZs3Q6PS8vz8nJCfVRBwcHePyzZ8+Qe5aent779+/ZbPbVq1eRkpLQMn5vuHHjBtJA2Nvb5+fn19fXP3jwQEtLC+7EU0YMwy5evIiOJ5FIGhoaJiYmZmZmc+bMQUu7/v37w5EUAmkZly1b9qWUMSEhAa7HJk2a9AeS7IiJiRkbG79//765ufn27dtoaQrVCRiGNTc3I345bNiw+Pj4hoaG3NzcjRs3ogJrNjY2iH4FBwej/fLy8np6emZmZmZmZvr6+vjc/t7e3nC2vnPnDkpoSiKRtLS0zM3NYfEkZCz+0kGsqampRy1jR0cHUmMMHDgwKSmJTqe/f/9++/btSFTNzMzgmPDhwwcUYrl48eJXr141NjbeuHED6VdkZWWhzYTAd4jKykqUgt7Kyur169d0Ov3x48doSQNwlBHDsIcPH6JkyVCa4CwDq4vBndLS0viIivDwcLj+nzp1qkgA1u8Cb5jGJ+jtBfiCgSQSadmyZU+fPmWxWA8fPkSxpKNGjYLzNVzrwp1ycnJnzpxpamoqLCzcvn078ic2NjZGvoxnz55FzZSSklq4cKGJiYmpqamhoSE+YbizszN0wi4oKEBxuiQSacaMGUZGRqampqampqhSHQBAW1u7x5QsnwOijAYGBniHmcDAQMhzVFRUQkJC6HR6UVHR/v370Yi6aNEiOD6Ul5ejVzxt2rRHjx7V19ffvXsXX1v4e6eM9+/fh/MB3mosEAg+58vY3TCNYRifzz948GAv8VlUKlXEEoT8HuCC/ovuGW+Y7mMqbwaDASkjKs0+fvz45cuXjxkzBt4GdL1Hx4eEhKBhevjw4cuWLYO0iUqlwuULSuWNYVh8fHx3Twg85OXlg4KC8EXT0eP9HMaOHYtfff4ueDweSo7q4uKCtwtEREQgORwyZIienp66ujpahAEArKysoEWvqqoKLYxgUd0VK1ZAhgEfmoqKCkEZvyu0tbWh1ReFQpk9e/aKFSug5QglkcFTRoFAcPjwYXw9FRHQaDQvLy+R8Bc4Xuvq6v4ByghFY9KkST0mD++O2tpayAKRAE6ZMmX16tXIcKOoqIjy2kA1P5pOhg0btmzZsilTpqA+DD4Nf6mpqUFayc9h6dKlqIwEh8PZs2cPYpmfE1V8rNjvoqmpqceIaaFQmJycjKLfBg8evHTp0mnTpomJiZHJZPg2DQwMoLqCzWajFB5iYmLq6uorV66E6z2oApCWliYo4/eMoKAg2D/FxcXV1dWXL18O1TFSUlKQf+ApI4ZhYWFhvc8yO3bswGsKEGWcNGkSynnSRyDfvhEjRvSdMkLdBIlEgpL7888/6+vrIxUghULBk6HU1FREGAYOHLhy5coZM2bgI6Dx4S8MBgM5q3wOWlpa+FCKY8eOIetfjxg+fDg+vVFfgKeM+Fdz7949pGpRVVVdunTpzJkzyWSyuLg4vAcNDQ1oAGlvb9+xYwe6BzU1taVLl8K0SijX4fdOGW/cuIEagFTQ+LyMs2fPRiVJKisrkQ782LFj+Ou0tbUFBwejyhMINBpt5MiRvr6+Il7eSGOno6PT91xTEJGRkdCYPnz4cHzatl5QW1sLqzjIycmtW7dOJPO2goKCl5cXXqVXXl5uYWGBz3oDAFi2bNnKlStht7awsEDzkFAojImJmTJlSveUUTQa7eeffz558qRIPEp9fb2np+fIkSNFfgJ2nfnz51+7du2LngmHw0HWKzs7O7y/S2Njo5WVFV5+xMTE9PT0bGxsYDcdPnw40gDdunVr0qRJeNFVVVU1MzODVrB+/fpFR0d/0Y0R+KtRXl6+ceNGfIJPcXFxQ0NDpD738fHBH8/hcM6cOTN79mzk14gXVW9vb5GVN/K70tTU/FJ1RVhYGBwQfvzxxz4ugT5+/AhTqEpKSurr66PiKxBKSkr4unkYhtXW1lpbW6NFEQCASqUaGBisWLECdmMjIyN8apKCggILCwsVFRV8JwcAkEgkZWXldevWiQwpdDrd3d19xIgR3YmjjIyMlpbWr7/++kXPhM1mIw/UtWvX4v3MWCyWo6Mjfkwgk8m6uro7duyAc9KQIUPQY8zMzBSZZZWVldesWQPdPclkco/+mgS+E7DZ7J07d+LFVkpKat26dajfilBGoVCYmJg4Z84cmAcNP5gPGjTI1dVVJCVNUFAQVAaNHDkSn4e4L/j111+h2Pbv37+PMxGHw4HGARKJtHTpUh0dHXzPlJKScnV1xcdos1gsZ2dnEVanpaWFrwyCX6CWlpba29sPHjxYpCIfAEBFRUVfX1+k/gWHwzly5MioUaO6Hy8rKzt9+nR8Ju0+ArE9LS0tvJaRx+Pt27cPcT4ImOofqtj69euHVpWvX7/GW18BAHJyckuXLkVVrES80r86/ixlfPXqla6u7uzZsxcvXozGyo6OjtOnT8+ZM2fSpEk7duxAUwidTl+7du3s2bO1tLREkrxgGCYUCt++fXvq1CkjI6P58+dra2vr6en5+PhkZmZ29xw/fvz43LlzZ86c6e7u3pcoaTxu3769atWqcePGGRkZ9XH91NjY6OLiMnHixOXLlz958iQnJ2fv3r2ampqzZs2ysLBIS0vrfg/l5eXHjh3T19efNWuWlpbW8ePHa2trr127tnjx4kmTJp04cULklLdv34aEhJiammpray9YsEBLS2vt2rUnTpz4XH0ILpf7+PHjgwcPLl68eN68eTo6OlpaWtbW1jExMXh/iD6Cx+N5eHiMHTtWS0vr1KlTIilCqqurQ0ND9fT0Zs6cuWzZsqNHj5aVlRUVFW3cuFFNTW3OnDloKcnj8Z4+fero6Dhjxox58+Zt2LAhPT29qqrqwIED6urqq1evvnfv3pfeG4G/Gkwm88yZM0uXLp09e7aenl5gYGBlZWVkZOT8+fPnzJnTo/tpTk5OdHS0oaHhvHnztLS0li1b5uXllZmZ2T1jTmpqqq6uroaGxu7du/uezREiIyNj1apVU6dOtbS07GOFPRaL5eXlpaGhYWBg8OzZs4KCAicnJ01NTU1NzXXr1iUmJnbPSlNVVRUYGKinpzdr1ixdXd2goCAGg3Hz5s358+erq6v7+fmJlMZmMpnXr193dnZetGjRggULtLW1Fy5c6OzsfOXKlR7VqK2trU+fPvXx8Vm6dKmWltaCBQsWLFhgaWkZGxv7pZMxhmFtbW3Hjx+HpTgOHz4sMowwmcyAgIDFixfPnTtXV1fX19e3srKypKRk8+bNEydO1NPTQxGsQqHw2bNnO3bsWLBgwZw5c1avXp2enl5bW+vn5zd79uwlS5Z8qRKFwN+MpqamxMTEtWvXzpw5U0dHJykpqba2FsVMuLq6dp84cnNz4+LiNmzYMG/evHnz5i1evNjd3T0jI6O7C9O1a9dWrFgBa+V9qXHg1atXy5YtGz16tImJSR/rfPJ4vICAgPHjx2tra1+7dq2goMDDw2PBggVz585dsWLFmTNnuottXV1dWFjY8uXL1dXVFy9efPjw4eLi4vv37y9ZsmT69OleXl4iUTuNjY3Xr1/fvXv3kiVLIMFYsGDB8uVNTQAAIABJREFUtm3b0tLSeiwbyOfzHz9+7Ovru3Llyvnz5+vo6MyfP9/c3DwyMhI5iX0RwsPD586dO2vWrD179ojE7DY0NJw5c8bAwEBTU3PhwoV79uwpKipqb2+3t7dXU1PT1dXFC2N2draLi4uOjo6mpqa+vn5SUlJxcXFoaOi0adM0NDREcqF8dfxZytje3l5eXl5YWFheXo6fLRobG0tKSgoKCmpra1HH7ejo+PjxY2FhYVlZWS88r76+vri4uKioqKqqqsciyxiGsViskpKSoqKiL52EMAxrbW2trKzMz8+vrKz83PVFIBQK6XR6QUEBqmje3t4OG9iLN0NHR0dVVVV+fn5FRQXsIm1tbWVlZb2cRafTi4uLYfO7ZyLtDoFAUFFRUVRUBE/50tA2PBgMRn5+fnFx8ecuUl1djX9oMFFwfn5+fn6+iKKXw+EUFhYWFhai/QwGo6CgoLKysi85Ggh8E8C+ihZRMKilpKSkxwSiENDtprCwsBdRamlpgUNEfX19H8UNobW1taKioqCgoKampo95/oVCIZPJhCMSFLqWlpaSkpLCwsJe8hjDoSk/Px/NjlwuF8pUQ0NDjzkZ2traKioqoLSWl5f/7sIVjgZQVEtLSz+X67EvaGxsLC4uLiwsZDAYPSZ4q6qqwotbR0cHFN7S0lIR6W5tbS0rK4NvB+5hMBiFhYWlpaW9vHcC3w9qa2uR2PL5fOQRKKJlxAO+4qKiooqKis+JFYfDgWJbV1f3pTUtuVxuWVlZfn5+dXV134sANzQ05Ofnl5SUQBsXl8uFst97bdKPHz9++PDh48eP8Cbb29vLysqKi4t7FA14AJox+9LJoTShSfkP8A0ENpvd+8xeV1cnQqXgyy0tLWUymfjm8Pn80tLSwsJCNF41NjYWFBQUFxf3ki/zq+DPUkYCBAgQIECAwDcHPojE3d39S9PPESDwuyAoIwECBAgQIPCPBz4FvZOT05dqBwkQ+F0QlJEAAQIECBD4x6OlpQWl0ycoI4G/AgRlJECAAAECBP7x6OjouH///qFDh7y8vFDpv/+x955hUSTd/3dNJEdJKiJGYE0gBjBiAFEUEBQTihHFHFExCygiWUBRRBBBzBhWJAgIBhBFBQM5KDnnMDDTz4vzv+vqHbKuu/fzu/vzYi+36emu7q7wrXNOnaKg+BuhJCMFBQUFBQUFBUUPUJKRgoKCgoKCgoKiByjJSEFBQUFBQUFB0QOUZKSgoKCgoKCgoOgBSjJSUFBQUFBQUFD0QN8kI5UalOJvh6pUFBQUFBQUv5tfH217JRkTExMPHjx49+5dvs1/UlNT3dzcPD09nZ2do6OjO24vC5SVld2+fdvd3d3d3f3OnTud7pTV0tLy8OFDe3t7d3d3vFc13wm+vr62trYfPnzoTZk7kpubGxIS4uHh4erq6unp+eXLl47ntLa2Pn782MXFxdPT09vb+9KlS/CPCxcuuLu73759+/v37+STIyMjXV1dL1y44PlXvLy84B/e3t4ODg7e3t5dbTTU1NR09+7d06dPe3t7d1qkf4D379+fO3fOwcHh0aNHsNloS0tLbGysk5OTk5NTUlLSb707j8dLTU11cnJ69OhRXzeUo+iK5ubmO3funDt3Ljk5mdxNlJaWQitwc3O7c+dO95txEQRRXV3t6+vr4OCQkJDQsbspKSm5fPnyqVOnfH19O90Fq7i42MPDw9vbu6io6Ceeori4+MmTJ97e3i4uLu7u7m/evOm0hrx588bFxcXNzc3Ly8vLy8vb2xvarJubm5+fH19/8v3792vXrjk7O1+8eBFaqLe3N1/79fDwcHJyioqK6mo7tR8/fgQGBjo4OAQHB//co/0iXC43NjbWwcHBw8MjMTERPk15eXlAQMDp06dv3Ljxu0v1/ft3d3f3ixcv/u4Nyv7XuHfvnoODw8uXL8kHq6qqQkNDPT09XVxcAgMDS0pKuvp5amrqlStXXF1d3dzcnjx50um4U11dfePGDVtbWy8vr07rSVlZ2eXLl11cXH78+PETj1BeXh4eHg6djJubW0xMTKfaIDU11dnZ2c3NDRogbonu7u5+fn4pKSl8J7u7uzs5OeHTcLMl/6+Hh8fbt2+7KlhJSUlwcLC9vf2VK1cKCwt/4tF+kfb29tevX7u4uDg5Ob148QIONjc3+/v729vb+/v7Z2Rk/NYClJeXQ/XoZqPj7ulZMhYUFKipqSGE1q1bh1ODZmZmWltbT5gwAf0HZWXltWvXvn//nu/n3t7eOjo6EhIScJq4uLient7z58/5HmP//v34HBUVlTt37vBdJyIigs1m02i0hw8f9vUhv337Zm1traWlJSEhwWQy6XQ6k8kcO3bs1q1bP336RD6zsrJy+vTpCCEmk8lisdhsNovFYrFYTCaTwWCIi4tPmDDh6tWrcHJZWdnixYvxyZ3CZrMRQjIyMgkJCZ2WLS8vb9y4cQghFot17ty5f8XkduTIEXjz48ePz83NJQji+/fvxsbGcHDnzp2/u1S3b9+Gt3T79u3feqP/He7duyclJYUQCgkJwZ8vJCRkzpw5oqKi8GUlJCR0dXXv3bvXzXVOnToFddjKyopvf/DU1NR58+bhHmDp0qV8/V17e/vhw4cRQpqamn3tCgsLC52cnHR1dWVlZVksFp1Op9PpI0aMsLCwiIyMJJ/J4XB27NiBEKLRaOSmBy1dQEBAVVXVwcEBb3d++/ZtBQUFhBBu3R1hMBgIIUNDw65mevfv35eVlUUIDRs2LCwsrE+P9rdQV1dnamqKEGIwGDt27AAlHR4e3q9fP4SQgIBAcHDwby1AUlLSgAEDaDSag4MD5Sj4u3jx4kX//v0RQt7e3vhgWFiYoaEhNGeEkJCQ0LRp0wICAvhee2Njo6ur66hRo1gsFpwpIyNjYGAQHh5OPi0nJ8fExAQ32/nz53c0VZw+fZrJZCorK/fVilFRUeHp6amrqysvL89gMBgMBo1GGzZs2Jo1ax4/fsx3squrK41G42u20PqEhIT++OOPEydOYHF85swZOp0OA2U30Ol0a2vrrooXGRk5fPhweIc/ISR+nYaGhm3btsGbX7lyJRzMzMwcNmwYqCMPD4/fWoDa2lq41+7du3/uCj1LxtOnT8Pogj95bm6uvr4+rnNMJhP/e/z48Z8/f4bTeDyeq6uroKAg6sCAAQNiYmLwLU6ePAk9/rFjxxYtWoQQGjx4ML4OQRD19fXz589HCJmYmOCuv5fEx8dramp2LAMwZswYcsrTqqoqkIzdICws7OzsTBBEdXX17Nmzuz8ZEBMTIz8vmR8/fowePRpO+7cko42NDRRg3Lhx+fn5BEEUFBTAgIQQ2rVr1+8uVUZGhra2NkJo9uzZv7LvOwVQWFg4c+ZMhNDUqVOzs7PhoK+vLxaLZOTl5bvqPcPCwkCCIIS2bt1KNhVUV1fr6ekhhDQ1NU+dOjVq1CiE0Pr168vLy/E5nz59gp9fuHCBT252T1ZW1qJFi2g0WqetadCgQbdu3cJ1sr29ffv27T22wR07dtTU1BAEERgYKCIi0ptmO2vWrE5NpwRBPHjwQFxcHCGkqKjINyT/M9TV1eFJ3Y4dO2AyHxERIS0tjRASEhIKCQn5rQWor6/fsGEDQkhGRubr16+/9V7/I9TW1i5duhQhNHLkSJi6EwQRGhoKMxw+REREsPGCIIj29nYbGxuY6iCEyG1nyJAhcXFxcFpDQ8OmTZvgFvv27dPQ0EAIzZ8/v7a2Fl8qPT0djERnz55tbm7ufflzcnLMzc2xYOVDVlbWz8+PfL6Tk1OPbXDNmjVgD4PJZ2/YsWNHVyV8/vz5oEGDEEJ0Or2jhP0HaGhowJuAr1ixAg7m5OQMHjwYISQpKUmeKvwmdu7ciRASEBBITEz8iZ/3IBlTUlJgcmNgYIAPYpksKSlpbW0dEhLi6Og4ZMgQOLh9+3YYHt6+fYu75sWLF1+5csXZ2RkULlwQxF9ra+vkyZMRQiYmJgRBfPr0acCAAQihc+fO4TtGR0cjhBQUFLqy1XVFXFzciBEjcGUSFhaWlZWVlZUVEBDAB6dOnZqZmQnn19TULFiwAI4LCAjIyMjA+XJycuRhZtCgQV++fOHxeGvXrhUTE+vXr5+cnJycnJywsDCcwGQypaWl4SCbzVZSUupofwWKi4u1tLQQQkJCQl5eXn16ur8Le3t7KLaOjk5xcTFBEK2trYmJiVeuXLl8+fLHjx//gTJcvXoVIcRgMK5du/YP3O7/NhcuXIAP6uLiAkcyMjL++OMPOLhgwYKrV69evHgR2h1CSFtbm89N09LSEhISMnLkSFznDx06RI5LiY6OBgHq7+9PEMTVq1fpdLqCggIenHg8HkxF5s6dS9aRPZKdna2rq4vvKyAgICcnp6CgQG6AI0eOxHMwHo9nbW0Nx9lstpSUFG6zYmJi+CciIiJgeHv69KmqqqqYmBic069fPxaLRaPR6HS6sLAwtGVpaWkhIaE1a9Z0GkVDEERYWBiMPSoqKrGxsb1/ur+LhoYGvJvw4cOHwcpYUVFx584dDw+PBw8e9Bhy8OvExMRISkoihA4cONBVVBJF77l58ya0qf3798ORkpISmPshhGbOnHnp0qXLly/jI2pqarhzjoqKArM3QkhfX9/f39/b23vKlCm4ycNo++nTJxiCYawJDg5mMpnCwsLkaY+DgwONRtPS0uqTVzonJwf0LsBisWRlZRUUFMjTVDk5uadPn+KfuLu7g72JzWbDcCkrKysvLw+VCqDT6dBsL1y4ICYmJiIiAqeJiYmBCZNOp4uLi8vLy0NblpCQOHXqVFeFfPnyJahhSUnJ6OjoPnybv4mmpqY9e/bAo23evBkOtra23r1719PT8+7du3l5eb+7DN++fZOTk0MIrVmz5id+3oNkxGLC1dUVjlRVVamqquJnhlGEx+N5eHjAtHvgwIFgqfr27ZuJicnAgQNnzZr17ds3+LmdnR3MhBQVFd+9e0cQRE5ODpgojhw5QhBEaWkpVPSdO3dCP9jc3Lx69WqEkIWFRZ+erbKykuw409bWdnNzu3v37t27dx0dHcle9T179kCXR5aMixYtunPnzt27d4ODg+/du+fh4TF9+nQ8jYPZQHJycmBg4I0bN+7fvx8aGmpubg7Gc01NzStXrty7dy8kJMTX1/fmzZtdGUeLioomTZqEEBIUFOzUKM3hcPLy8jIyMrKysroawICmpqa8vLysrKyMjIycnJxuJojl5eVwDjy1g4MD7pVwaEtzc3N5eXlZWRm+Tnt7e2FhYVpa2o8fP+DT1NbWZmRkZGZmdmWMAWpqarKysnJyciDsqb29/cePH9++fSsuLsahaa9fv4apgr6+fp8UBgUfRUVFM2bMQAgNHToUh/V8+/Zt+/btMjIympqaePbi5uYGHbqYmBjuytvb279+/Xrw4EHoVjDW1tZkyXjt2jVw+z548IAgiCdPnkhISIiJieGQkoyMDJg6X79+vfeFb2tr27t3L76pmpra6dOn7969Gxoa6uPjM2fOHPwnIyMjCCwmS8apU6f6+PjcuXMH2uy1a9cMDQ2x2WPnzp1NTU0VFRX3798PCAgICgp69OiRr6+vuro6NMB169aFhITcunUrMDDQ398/ISGhq1jGsLAwRUVF9FfxSqaysjI7OzszM/PHjx98IeB8VFdXQyPKzs4uKSnpKpyXy+UWFhamp6fjgXzjxo3wXAcPHoRf8Xi8mpqakpKSuro6bIVtamrKyclJS0vD9vuKigroT8i2JT6gM8nIyMAxTyUlJenp6QUFBVgdFhcXg3Ng6NChfJFnFH2loaEB/MXS0tJ4ElJYWGhtba2mpqaiohIVFQUHHzx4gD17ly9fhoPnz5+HABIVFRUYWAmCCA0NVVJSQgj1798fvHbPnz+HADBolS9evJCSkmKz2dhg+f3792nTpmFN2Xvs7Oxw21RWVj569OiDBw9CQ0MvXry4aNEibEzR1NTEqsjNzQ3GU3V1dU9Pz9DQUGi2/v7+y5cvBzmBENq4cWNra2tRUVFAQMC1a9dCQkLu3r175MgR8OBLSko6OjpGREQEBwcHBQUFBweT/ZN8xMfHg3oRFxfni28BamtrYQDNzc3t3sLa0NCQmZmZmZmZlZVVVFTUTRR+UVHRt2/fcnNz29vb29vbDxw4gJ+LfN+ysrKamhp8ndbW1ry8PBgl4Uh1dXVmZmZGRkY3MgDUQnp6Oh5DS0tL09PT8/LyyI8DukhOTq6vNjiie8lYUVEBdgh5eXlsw6yqqjp+/PjIkSM1NDTIIYnfvn0DB6uEhERycjJBEDwer6ys7NmzZ+Twcw8PD6juQ4cOhePp6enwQ5CMJSUlMOBhyfjixQsxMTFRUdG+xgw9fvwYV7uFCxempKTgbpTH471+/RruS6PRTExMQCrV1taCBxwhdPLkSb4Lvn79GhtTbWxsOt7Ry8sLxqclS5bU1dX1ppBkyXjhwgXyn3g83tu3b+3s7PT19WfOnDl79mwrK6tHjx512tF//fr15MmT+vr6s2fP1tHR0dPTs7W15YvUxK9lzZo1cM7x48ezs7PPnTsHDzVjxgx4D1VVVY6OjrNmzZozZw7uTYqKitauXTtp0iRLS8tPnz6lpaXt2bNn2rRps2fPNjc3DwoK6vSRnz9/vn379jlz5sydO3f//v3Z2dm5ubnm5uaamprbtm3DtpCSkpIlS5YghAQEBEJDQ3vz6ig65dmzZyAEDQwM8Ovlcrnl5eVPnjwhh2FcvHgR7HAyMjJ4zp2enm5kZASOLWFhYWzb47Mk+fr6IoSEhITu379PEMTDhw/FxcUlJSVxZOTx48cRQuPGjcOe8d7w+fNnbNqcMmXKn3/+SdZbGRkZBgYG+K9QvcmSce3atbB+C5OXlwdDIEJo1apVHdcNlJeXGxoaIoRERUX5HGfd0I1krK2tDQ0NtbS0nDNnjo6OzsKFC+3s7Dp1MjQ3Nz979mzz5s3QuvX09FauXOnj49MxML+goODSpUumpqbTp09fsGDBzZs3KyoqwMMIah4c058/fzY3N9fS0lqxYgXusaOiogwMDKZMmWJnZ1dbWxsdHb169eqZM2fq6uru27cvOTm542iXmJhoY2Mzb968mTNnbtiwISkpqbm5ef/+/dra2ubm5tC9A/jN29ra4kh3ip/g1atXYP9TV1fHKoHH49XW1sbHx8fGxuLQjsePH2PJGBgYCAfPnDkDrrOFCxfia+bl5YGml5eXhxoYGRkJTR6cObGxsVJSUoKCgti3c/HiRTqdPmzYsD45lzIyMnBA16hRox4/fkyuVHl5eWD0QQgNGzYMK1pXV1ewsBgaGvLV+cLCQhxwuWDBgoKCAr47YnvhwIEDe78iNj4+Hn4lJiYWERFB/lN9ff2TJ0927NgxZ86cmTNn6uvrnzx5sqtJY3R09L59+2bNmgVDpJmZmaura0cDYUVFhZ+fn5mZmba2tq6urpeXV3p6+qFDh+C5NmzYAKeVlZWtW7du6tSpK1euxKV69+6doaHh5MmTt23bVlxcHBcXZ2VlpaOjM3PmTCsrq5cvX3Zsbp8/f7a1tTUwMJg+ffratWufPn1aVVV18uTJ6dOnL168mLygysHBAd78rl27evnqMN1JxrCwMIhE1NTUJEeY1dXVvXz58s2bN+S1ci9evABPjaSkZEelwuVyMzIybty4gZd6YEVYW1sLsYbwBnNyciBA1c7ODn4L/pfZs2f3KRyqqanJ0tISvg1f6CTm2rVrxsbGdnZ2r169ampqIgiipqYGh2l2lIxv374dOnQo/PXYsWMdL+jo6AjTJn19/V6uWMSSUUBAwM3NDR/ncDienp7YmYjp37//jh07+Ea+d+/e6enp8cV+MRiMiRMnksPU2tvbvby8wJiH0dHRwX7A6dOnQ9Mlt9idO3fCz9PT02HOqqioCJqPfB15efnTp0/zfSN/f38cigDo6ura2NhAGVRVVcmrImxtbfEQSAXU/xwcDgdCVRBC+/fv78pdmJ+f/+jRIx0dHah4W7duxfOQmJgYiJ0aMmSIvb39rFmz4Gp8kvHx48dCQkIMBuPWrVsEQYSEhLDZ7P79+0NDy8zMhFZsa2vbp/K7urrCcCgsLNxpiEJsbKyZmdnBgwcjIyOhzGTJaG5u3lEy4sHM3Ny8o7u2sLAQgjKFhIRcXFx6WfG6kow5OTmWlpbYRYgZM2aMn58f+eI8Hu/ChQvQoMiIioquW7eO7BPMy8tbuXIl2S8vLCxsYGAwY8YMeFcHDhyA8SMyMhJsw4KCgngl2eXLl2F4GDNmzPbt28l3pNFokydPfvLkCfnRoqKiJk6cSC6Smpqara0tTLBlZWXJ5wcHBwsJCSGEDAwMIFSU4uewt7eHr2lhYdGVuaGkpCQyMhKqK51OX7p0Ka4nV69ehcFaXV0dx0FGR0dD9ztq1CgwySclJcEwfeXKFeI/rVhYWBicDKWlpdBYrK2tYUDsJYGBgTBNZTKZ5FEM8+rVK3Nz8/3790dERGCHm7u7O9TMhQsX8o1oRUVFOFR34cKFHSVjREQEPJqcnNzr1697Wc6uJOP37993794Nb4av2Xp4ePCZG69fv66srMx3JovFWrx4cU5ODj6tuLh448aN0DoAOp0+ffp0XV1dGKmxlTErKwueRUxM7NKlS3Dw4cOH8EHl5OSsrKzAY4MZOnQozNUxiYmJM2bMIGsABQWFw4cPQ1sWFBSEjhq/PZg5TJw4sRtXQ6d0KRl5PB7YCRBCRkZGPV4IBziqqal1dCx+/vxZV1cXSslisY4cOdLQ0ID/un79eoSQoqJibGws2LcFBATAOB8XFycjI8NkMsH/1XuqqqogRhDqXKcNoKWlhW8IIUtGMzOzuLi4uLi4yMjIly9fBgcHz5w5E6o4g8GAJsfHuXPn4IT58+f3cg0/WTK6u7vj415eXjgSS1VV1cDAQFtbG1wPCKHNmzfj8bugoADMJAihESNGGBkZTZw4EYqBEFq0aBGW+8HBwXhZ+sCBA/X09HA0GzBjxgwodmlp6dq1a+EgXoCWn58PIQRQDBqNNmXKFPIK3EGDBpHbYXh4uLy8PPypf//+urq68KRsNhusv9OnTycPjX5+fnDynDlz8Dybok8UFBSAlGexWF3ZzLKysszMzCBGmc1m7927lyyzXr58OXLkSFVV1UePHrW0tJibm+NqQDb44ZX+q1atevXqlZmZGUJIT08Puv5jx45Bh0vuQ3ukubkZO1s1NDQ6NR5wOJzy8nJySbhc7v79++FXM2fOvHv3bnx8fFRU1KtXr548eWJsbIzbwoEDBzo6m378+IElo7Ozcy9NZX/++efAgQPRX2MZa2pq4D3A1aZOnTpv3jw8ZZKWlr558ya+QlhYGKg3Go02derURYsW4TMFBQVxFDyXy929ezccZzKZGhoaCxYsAEMspHGg0+lYMr58+RLcIIqKis+ePYMr3Lx5U0ZGBi6LEOrXr9+8efM0NDTwa1mwYAH2Pqenp0MjRQhJSkrq6enp6OiA+QpWMqmoqJA9enFxceAfVFVV/bloegqCIJqbm2HdJ51OP3fuXKczvaqqKgsLCxwuYmFhQdboeXl5MPNnMBjr1q17/fp1ZGQkjAtiYmIuLi5gLSsvLwc7vYGBwdOnT1esWIFIdk1fX18ajTZgwIC++itPnToFpVJUVOz0t+3t7RUVFXzP5e7uDhYWTU3NmzdvvnnzJjw8PC4u7unTpxYWFnjhrKWlJd88kCCIZ8+e/YpkJDum6+vrsXWJwWBoa2sbGhri6DtJSUmy9y8lJQWrtwkTJujr65MDvk+cOAEtsa2tjeypHzt27MKFC8eMGQO3gIObNm2Ca+bl5UGpFBQUcKKDqKgocrOVkJCYO3fuhAkT8M/HjRuHlXRBQQGeGAsKCs6aNUtXVxdWwsF/ZWVlcYdAEERWVhbYBRQUFDp10HdDl5KxtbXVyMgIjxbdXyU0NBSnALCxsek4U7937x5ecSIhIeHv708+59OnT3PnzsXvV1hY+PTp0/DqwaA9e/bs7uOBOvLjxw/4Qgihffv29fJXNTU12DEtLCysqKiopKSkpKSkrKxMDqXvKnbnVySjoKCgp6cnHExJSQFxhhAyNjZOTEwsKyvLyMg4fPgwGBvodDq2Inh7e8OZampq4eHh9fX1aWlpS5YsgQnH2LFjoSuvra3FYZojRowIDQ0tLS3Nyck5fvw4DjTBkrGkpMTCwgIOHjhwAG6Un58PNRshJCoqam9vX1BQUFBQYGNjA+54MTExHPPa2tqKo6FHjBhx586d4uLinJyco0ePYq/K1KlTyXkunzx5AupTVlb21atXvfxkFGSSk5PBgssXaU7m0aNHuDuWkJA4f/48WUilp6f7+PiA87GmpgbP9fkkI4/HCwkJAdkEqKqqQu+TmZkJ83VHR8c+Fb6mpgav08exIj3C5XJxeJCAgED//v0HDx4MbRa6S4DsNCfzN0pGPz8/qNuSkpKnTp2C2MSXL1/iLmXcuHFpaWkEQVRWVuIXa2ZmlpWVVVNT8+TJE+xVWL16NUyq4+PjQSXQ6fQ1a9akpKSUl5d//PgRzxIZDAaWjPHx8WD/GDhwIP76wcHBeNn7yJEjnz17Vl1d/e7dO1wqRUVFHJaAg9cVFBTc3NxKS0uLioquXr1KzoBGHmOysrKgm5WUlMRxdRR9JS0tbfz48dCFBgYGdmrqTk1NxTNwhNCJEyf4hFR2dja2dygoKMBHl5CQuHTpErlWR0REkFXO4MGDHz16RBBETU0NeLEPHTrUp8VM5JQFs2bNwmtJe4S8/GXAgAHKysrQbMlR1Gw2u9Ng6F+UjBISEjg2FPeHQkJCEDpVWVn59u1bPFseOXIk6GAej4ejQXR0dL58+VJeXh4VFYXXRejp6UFY/6dPn8DNghBavHjxp0+fKisrv379ikdV1JlklJeXx5EG4eHhuPvG0l2pAAAgAElEQVRSUlK6fft2aWnp58+fly9fjq8AmR25XO7ly5fx67K1tS0sLCwuLg4NDcX9c79+/f7880/8Hpqbm8H6yGQynZycevn2gC4lY2NjI6w1ptFo3UfCxsbGgo8Gep9O4+c+ffq0b9++lStXQm2QkZHZu3cvuV7m5uYePXpUV1fX1NQ0KCgIxrAXL17A4qmfSKGUkpKC+18HB4de/opsZewKcXHxTk2MxN9nZcQu2rFjx5JDwVpaWvB8yMTEBEynd+/eXbJkiaGhIXlEjIyMBEueiooKjAcvX76ENsZms7H1myAIDoeDDYo4lrGkpAQf7FQyLl26FEer5ObmqqiooP9ofTiYlJQEt2OxWGTraUtLC5aSWlpa5PiPxMREuA5C6HenCPm/ypMnT6CjUVZW7spU8OnTp927d69YsQKEnZSU1KpVq7C3iDy6VFdXQ+ZR1EEyAvHx8RYWFjo6OmvXrsVLbY4ePYoQGj16dF+T5ZaXl2Mds2HDhl6m0yI7pruCRqMdPXq006TTvygZsWO6rq4Ov6vt27eTQ6CSk5Nx3gbw1JeVlR0+fHj27Nn79u3DbkSCIDZv3gynzZ8/Hyx/2H6jqalJNrumpKRAkAzZyti9ZCSHrBEE4e/vDwO2vLw8hImXl5eDpYpOp2/ZsoUsXI4dOwZTUFVVVTzWEgRRWVkJP6HRaDikkqKvvHnzBmoInzWITEFBweHDh83NzUHwiYqKGhkZkfvPpqYmnMAFo6ioyOfBJAjiw4cP27dvhxh0PDmHnBWysrJ93buhvr5+1apVcLtly5b13kGEJWNX0On0HTt2dNoP/LpkhJlPc3PzunXr4Hbm5ubkyfP3799hYRz6TxZDHo/n4OAA0YTkFRp4vMaLewICAuDIkCFDyOHjeXl52JLVqWS8ceMGHIyIiIBmy2AwcJAeQRBPnz7FLw1G/Lq6umXLlsGRpUuXktugu7s7NNt+/fqRkwpxuVwwMCPSwu1e0qVkLCsrA3MFm83Gj9GR2NhYrGQZDIavr2+np/F4PA6H09TUdOvWLWyu6+g4a2xsJAfDgcyfM2cOHKysrLx+/bqNjc3FixfJ/WynZGdnY0MdzlnQI2QrY0ekpKQmTZoUEBDQ1c//FsnY3Ny8cuVKuCMsCSJz48YNMAoqKSlBreVwOFi9wZKjjx8/7tmzB2ZOKioqMBcJCAgAG56SkhJfXmUPDw+4HV4xTXZMd5SMLBbr7Nmz+Od1dXWwyJ3NZh86dAgO3rx5E8qpoKDAN4vAKWCmTJkCi+uBr1+/Ykd5V6Kcontu3boFUwVVVdVOd1EiCILH4zU3N7e0tNy/fx/H5vItvQJqampwSGunkpEgCC6XW19fj/upb9++gWo5f/48HIE9Hk6ePHnz5s2ODiYyVVVV2Pa2dOnSbra44CvAvn37umqzgoKC48aNc3Jy6mr9469bGSGv0Nu3b2EMExUV7ZiRHgeYmpubg3JtamrCsrKlpSUnJ+fevXtg5kEILVq0CALasAjA6SkAHo+Hh7oeJSPMIhQVFclqIDw8HHzKMjIyMJwkJyeDX1tKSoqc848giMjISLgIn5Wxrq4O++ItLS376guiAKKjoyFKQUFBgW/fFwyPx2ttbeVwOC9fvsQzEBsbG3jn5eXlK1euBAvL+PHjbWxsNmzYAJ9s4MCBrq6uHSt2Y2MjHjiqqqrAzHno0CE4mJ6e7uHhcejQoatXr5KjyDrS1taG40n09PR6H4vSjWQUEhJSV1c/depUV6uDw8PDf9ExDTFUOTk5oAvZbPbFixf5zre1tQVH8MKFC6E9trS0YIkCzTYuLg6bmSZMmAB+MxzUt3TpUnJkKpfLxRkhurcyYse0iIgIeRbx/v17HHMJjbS4uBjLUL60jl++fIEqISMjQ149zOVycSThkiVLevn2gC4lY1paGtgORUVFu1rBGhUVhUvPYrFwrodu4HK5WBEbGRl1UxdjY2NBZcPds7Oz58+fj2vY5MmTnz171k3/Xl5eDnlKEUKmpqadnpmZmXnp0qWEhAQcFEK2Mmppadna2trZ2Z04ceLo0aNHjhy5c+dO96mq/hbHdFFREcS1oM7so2FhYTAqSEtLx8fH4+MfPnxwdXVdvXq1trY2OVRWVVUVTsO68I8//uBb2+Xj4wPF7qWVUUxMjJwPqLGxERZSQB2Ag1euXIGfDxs2DJxxmOvXr8N35HNMZ2dn45RjncZQU/TIlStXYKqgoaHB99o7xcrKCj79zJkzO/bOPVoZOwJRjOrq6uCgiYyMhJBHqOGWlpbkL85HQ0MDXlk5efLkTpNlQK6NiIiIiooKaNTkWMY//vhj3759dnZ2J0+ePH78+OHDh69cudL9xjO/LhmhfT1+/Bj6q/79+3cMCYANERBCZmZmOCNVQ0PD06dPjx49ampqOnr0aBwfghAyNDRsaGjgcrk4+eLu3bvJlksOh4M7/V5KRnLSJYIgnj9/DvYqbIF4+fIliEgFBQU+J/7Hjx9BTZKzvRAE0dzcDJHoCKGNGzdSkvHnePz4MfjfunLT8YHj5PC+Sm5ubnBk9OjREDTV3Nzs4OAAE8j+/ft3v6wYPJv47jExMXj2TqfTV65c2b27Ga8CVlZWxguiyVRWVgYFBcEaXtzEcCzjkCFD9uzZ4+joePz4cWi2Pj4+aWlp3TTGvyuWMTU1FRqyrKxsUFAQ3/ne3t4QuK+vr4+tVK2trbGxsceOHVu+fLm6ujo5i+SkSZNAIezatQuOrFmzhjxZbWlpwWqyU8mIDVLYyigmJkZucZ8+fcK+PjC65ebmwojPYrH4nPilpaUwu+jXrx+5U+LxeLjPNDQ07OXbA7qUjN++fQMrY1eSMSIiApsoJCUl7e3tO87jeTxeeXk53/Hz58/Dr7S1tbsxFsLWAnPnzm1qaqqtrYW57ODBg93c3GBdi5aWVjcTmvr6euwAHT16NE4MSebMmTNCQkL9+/fftWsXjGTkJDsnTpyA07j/oat7Yf4WK2NpaSm2tZAt0sDjx49hPiorKwsW78zMzG3btoF2Z7PZmpqaq1evNjU1haqMJaOXlxeUTUVFhS/vyaVLl8B8ja2MZMlIXv4ClVVUVBTniCb+KhmxlfHKlStwu2HDhvG9fH9/f/gTn2TMysrCMbw4JpKiT1y+fLkbyVhdXc23DuzUqVMQhzpy5MiOe3j0xspI5uPHjyNGjGAwGGCz/PbtG0QaGBkZWVtbw6BoY2PTTepBcGpD9e50e4Z79+5JS0vLyspaWFjA0EiOZVy9ejVeRs3lcnuzZfnfJRnDwsIg1ExBQYEcNgTgcWLZsmXgaAsLC9PX1wfDv4SExLx586ysrPBSZSMjo8bGRh6PhyXjjh07yJE8HA4HGyB7KRn5YhXCw8OhA8dWxjdv3oCZQF5enry+kiCId+/ewbDUUTLijmLDhg2UZPw5sGQcOHBgx+w2NTU1DQ0N5DiBmzdvwjtXUFB4/fp1W1sbjlMnbwSXn58PYyWTyfTx8enq7iUlJTCvA+tATk4O9MPz588/fvw41KgNGzZ0k7HEy8sLxJ+QkFCnm74+ffp08ODB/fr1MzQ0xI5avGLawMAA3E29H2qxZJSXl/8Vyfj161cYT/v169cxaNLNzQ2sG/r6+jBUxcfHL1iwAMZWaWlpXV3djRs3YkvHxIkTQTJiv8fq1avJrpWWlha8PS9eMU2WjLgMkZGRIBlFRUXJVsYPHz5gGzPoy9zcXPhGTCaTz3NbVFQEbbyjYxpLxt4sbibTnWMaq5COr/L169fY7Ttw4EBfX1++iN2mpqYPHz54enrOnz/fx8eHPD8GOwRCaNasWV3pqujoaEhUAXEYX79+BbEP/lDsnOVLD0GGx+NhiwuDwTh48CDfYPnx40e8KkpbWxvmarW1tdjKiA1mvecXJSOY1trb27HLaceOHXwv1tvbGxYSqaqqgrEQT2hmz5795MmTkpISDocTHR0NS6JUVVXBMf3gwQPolfr37883EeyYyrtHyUiWdPX19dDFkCXjvXv3oF3JycnxrWXBaSC1tbXJjumUlBScuKf3GfIoyOCtpVVUVLC5gsvlpqam+vj4mJqa8q3HPHLkCPSJY8aM6ZhAkWxl7M0OHyD4xo0bB5UfDNu4AlhZWSGEpk6d2s26FlxvEUIrV67Mysoi/zU/P3/hwoXwV7xog9z9LV26FC/+7SUFBQWQ2LZPkvHp06c4lhGWv3z48AG3Dr7ay+FwYAKMENq0aVNra+u3b9/AB81isXbv3p2UlFRXV9fU1ITbsqGhIfiz8KOtXr2aHNTV2NgIU2JyECGWjAMGDMCS8ebNmzD2DB48mDy4Yn8Floxfv36F+G9xcXG+QIV79+7BChi+WMba2lo8qbCysuoq8zlF98TGxsK3kJeXh+4ayMrK8vX1Xbdu3dGjR8lxGji5hLKy8vv375ubmyGZMUKIvPdJZWUlZL/nS8fBByygHDRoEORuDAgIYDAYIiIi0GxhDycVFZVu9ptOTEzEesDQ0JDPJFlYWIiXkrDZbFwz3dzcYLjEgqz3/F2S8cePH1OnTkUIMZlM2AcY097evn//fjCmLF26tK2trby8HCcd27hxY2xsbG1tbXt7Ox5AJ06cCA+C7WILFiwgB3c2NjZiJz7Oy9ipYxpLRhEREbJPOTk5GS+sAclYWlqKTcLkPfMIgnjz5g2sl5WRkSGLJQ6HgxdF4H0Le0mXkrG5uRkH1vB5CSsqKrApTkNDA28RRqalpQW/7nHjxuHaVlRUhHcx2rJlS1cd9NatWxFCs2fPhnYSHR3NZDLpdDrMfePj42Fm0P3GEvn5+dgpJioqum3btpcvX+bk5Hz//j0sLIy8l/T58+fBIEGOZfyJfbvPnTsHk63eS0a8YaCgoCBu1bgKDhs2jOx9/vHjB+S7hirL4/EyMzNh9s9kMsmhGDjLl5qaGgxpX79+haANBoNx+vRprEQLCwuxUbNTx3RHyUheGU0QRENDA3RYZMmYnp4Ot2MymUePHsVjSW5uLk4DyRfL+Pr1a5gSCQkJdRUDTtE9L1++BMmlpKSEZ/NtbW0nT56ESdfgwYNxMpTq6mq8QnnVqlUdE1GRlzD3KBk/ffoEqfuweR68sSoqKuBiBktb9x7zmpoaXMMFBARMTU3//PPPrKyswsLCN2/e4DwACCErKyvIHsXj8Q4ePAgHFy9e3DGFW/dgySgsLOzi4tJLydgxL2NtbS2W1ytXriQnGsPiTEBAAKK9/fz8IGGbmpoatsHn5+fjpmFkZARxAleuXMFmYHKnjzUrk8nsKBnJVsagoCAIiho8eDA5Ev/Zs2fga8YG3fr6enDm0Gg0c3NzHIPV3NyM1+XgdfFAWVnZ7NmzEUJsNvvMmTNUOtWf4+PHjyC5pKWlyV8ZEmujv+7PRA4GMDAwKCsra2trw334kiVLcDuNiYmB2ANBQUHY2LMjJSUlEMW4YcMG+Hww05ORkYFRG0LPlZWVuwqyJAiiqakJ1xAajbZw4cI///wzPz//+/fvCQkJGzZswPlSli5dimc+WDLq6uryTQ575NmzZ6CcfloyQixjU1MTTGURQosWLSL3HsnJyeAkodFoZ86cIQji4cOHoMD69++P7SBVVVU41g7vshgWFgaPLCsrSza7vn37FtsIsWTEA2uny1/4NjEhS0ZYzdbc3IwfYd68eTi+qLGx8fDhw9BhysrKkl0fbW1teKaHh+xe0qVkbG9vx+XAyZwBV1dX6MVoNNqBAwdKSkq+fPny7t275OTkxMTEDx8+gAUb9ocANm3alJCQ8Pnz53379oGoEhUVJe9rSebz588wgcALe6OioiAJ2d27dwmCiIuLAwtoj3uR+fj44MpKp9NHjx6tp6enq6uLXeoIoVmzZuEpDnnDwD179vT6Nf4/HB0dQaj1ycoIUwTyhoEpKSnYRTVlypT79+9nZWUlJCSsX78eHkdSUhJE1bt373DmBWNj4/j4+Nzc3EuXLsEggRAaNWoUNPWWlha8wn/gwIGenp4ZGRlJSUnY/oH+uvwF90od8zJ2lIzgmGaz2eQUS9hxpqio6Orq+u3bt5cvX5L3IZ02bRpZMj569AjG0VGjRnUzo6XohvT0dGg7UlJSkDsDuHfvHg6VW758+cuXL9PS0mxsbMBlKSwsjDf6I0MWcAcPHuze7QiRD0OHDsU2bFjt+8cff8DXPHHiBEJIXV290ygRTEREBM7AgBAaMmTInDlz5s+fj30CCCE1NTU8gJFXTJuYmPR1mTZZMvbeyvjs2TPogrAVnyCIq1evQucmIiKyefPmpKSktLS0kJAQbAOYPXs2tC93d3doyKKiosePH8/NzU1KSsKTNISQqakpdP1paWkgxKFXiYmJyczMDA0NxfZ4JpN56NAhKParV6+gZ+t0xfSQIUP4HNNQVcgxAN7e3jCKS0tL79u3Ly0tLSUlZe/evVip80nG9PR06BMGDBjQ19S5FBicQ1tEROTatWu4C8XRpQghIyOjqKiojIyM8+fP413N8JBx/vx5GHr69evn5OSUlZX1+vVrY2Nj+HDKyspdhUjevn0b/XWXQpCMsrKyZMk4ePBgsvGiI3FxcXgRBkJISUlJV1d3/vz5Y8eOxakE5eTkyHnvcSzj3Llze5+aBwgLC4OqrqCgQJ4IdQ/eM4acZCc0NBTeJ4vFMjc3f/v2bXZ29pMnT7AS0NLSglcRHBwME29BQcEdO3Z8/fo1MTFx586d+AG1tLRAdObn52Ob1JQpU6KionJycp49e0bewRjHMmLJqKCggK2MWDKKi4t35ZjGCRDgIyKEaDTatm3bvn79+vnz59OnT+OUyTIyMmTJ2NDQQE7q1Kc3393uL15eXnC/BQsW4EpcUVExduxY/NgjRoyYOHHimDFjxowZM3bsWDU1tYkTJ4Ldsba2FttgEUIqKipjx47F+WNPnDjR1ZT0zJkzCKHJkydjyf/u3Tv4IbhLHjx4AMuue9xZjsPhQMAi6oJBgwaRe8Camho80d+2bVtfJ804q9m8efN6ae0oKCiAZTpMJpOsw0JCQvAeEtLS0pqamriisNlsOzs7mEpWVFRgEUaj0YYPHz569GgajcZgMKAHGTx4MB48EhMTcasWExPT0NAAmwQ+WVtbG4pdXFyM8ybs3bsXfp6TkwNlEBAQIKfcq6+vB0MpnU4nb9zy4cMH7K0QExMbN24cdH8iIiLQkU2dOpUsGfGKGRMTk15ut0jBR1VVFURW8Fmd29vbwcEEDBkyRF1dHS8m27VrV6cL0aqrq7EjeO/evd1IxvLycugNDx8+jI0czs7OCKH+/ftDeBb4WLHvphuCg4P59igiIy0tffXqVWy3bmtrw/7chQsXdr9ArSPfv38HOxmTyXRwcOilZMTBZ0OHDsX7ptbV1eFpNkJo2LBhGhoaODp++PDheLyMjY3Fs1ZhYeHx48eD20RQUBDGpBkzZuA1al5eXjiHv5KSkqamJpg6BAUF6XQ6jUbbv38/FBtvwSUrK4snDIGBgTAiDhw4kBwi8vTpUzhZXFwc52EpKCjAa+8YDMaYMWPApCEkJIS3MOZL5Q1W7R5nAhTdA8FIdDr9zJkzZHM+3oQWOvNx48bhfYBWrFiBYzzy8/Nh3g4VQ0NDA2eGhwQXncYMNDQ0gHly7dq1+CBsFyQuLg4rZmBQGz58OHmjyE65f/8+HqQ6AlZ8ch/i6uqKY+jT09P79LqePHkCTYZvGWj3vHjxAuqzsLAw1mENDQ02NjZY9g0bNkxLSwvbXJSUlPB0OjU1FU9c2Wz26NGjoQywgw5CSFlZGbQvl8vFGyNB05s4cSJ0BXjqbmFhAZfFWeqkpaWxCgwLC4NQEAEBAbLh+f3793jXYpzWoKKiAi8cpNPpf/zxB8wzBQQE4Ln4Nm3KzMyEsVhJSanHz8pHd5IxISEBHk9DQwMHUvj7+/NtTNcRHDpdVVW1ZcsWvt5fQUHh+PHjXWmCjx8/gqeVHK5bVVUFMRnjx4+Pj48HkdRxXUVX+Pj4TJgwgZyLGyEkISExY8YMclwOQRCVlZV4z5h169b1Nc0YXjg2bdq0XgZn5ObmYjuzvb09WaTevn170qRJeKKAK7Srqyu5T4mPj58wYQLW4gihcePGXbhwgexhxw311atXfBv96ejo7N27FyqQmpoaLEgqKCjAWmHbtm3w24yMDJxk9fjx47gANTU1eA2XpaUl+RFiYmLIU08mk7l3715sE5o0aRIeF9vb2/HSB5zckeInOHv2LP7u5JVnlZWVhw8f5tsUS05ObufOnV1lsigrK8MxUhCE19VNL1y4QKfThwwZQt5M+fXr12AC37VrV2BgIPjItm/f3ptFEg8fPtTX18cdNyAsLAxZrsgNk7wQREdHp+NOr92Tk5ODm/zJkyd7s2KGIIi7d+9CnLS8vDx5+l5TU3Po0CFlZWVyJykkJKSjo0O2r7S0tFy8eJGcmRkhtGLFCmdnZ3hLYmJieD7c0NDg4OCAQzzhPVhaWmI/wObNm6HYUVFRMMyw2Wy85NnHxwdOExcXx+qWIE28GQwG3nOCIIgvX76AhsYsX77cyckJas6IESPINo+AgACQkjhNLMXP4ePjAzVqxYoV5MGxoaHB0dGR7BZDCElLS1tYWPBlQHz37p2xsTHfMKeoqGhvb9/VaBsUFMRmsyUlJcnm5+TkZJjqb9269f79+2COMjY27s3OcpGRkUZGRnwbZgoLC6urq3t5efF1IDioXVNTs+Pau+558OABGOFYLBa5VndPREQEttqSjeK1tbV2dnZDhw4lJ/0REhKaMmUKX+qAgIAAcktECBkYGHh6euL0LLgpcTicS5cukffnFBAQWLRoEU57bmxsDGdmZWVBqdhsNs6S8/jxYzymk11ACQkJODM/3vuDIIj8/HxDQ0OyDNDS0rpw4QJ0CNLS0uTk1k+fPoWJh46OTl+bbXeSsaGhAZYCiYuLYyH/6NGjVatWmZiYmP2H5cuXwz+WLVtmZGRkbm5OTgjX0tKSmJi4d+/exYsXm5iYbNu2jRzey0dLSwuEREyYMIG8qzVBEG/fvsUmK4SQgoLC9evXe9m/EwSRn58fEhKyefNmExMTQ0NDS0vLBw8edNzYsLGx0d7eXk9Pb968ed1ko+yK0NBQU1NTbW3tU6dO9XLrxqqqqsOHD0+ZMsXMzIwcsgD8+PHj1q1ba9asWbRokYmJyYkTJzrNlZCVlXXmzBlDQ0NDQ8Njx45BrNjTp09NTExmzJhx4sQJcpeRm5t76tQpIyMjExMTW1vb3NzciooKa2vrKVOmHDt2DFYP1NbWenp6zps3b8GCBbgNVFRU7NmzZ/bs2atWrSJPWVpaWk6cODFr1qylS5d2tHIXFBScPn3azMxs3bp1kKD71q1b8BGnTp2KbUKFhYUQCiYjI0Nt/fIrxMXFwXRWV1e3Y1rd169fW1tbL1myxMjIaNeuXTExMV0lLCQIoqGh4fz58/r6+vPnz79x40ZXzS09PR1myceOHSMbM7hc7rVr18jjx9y5c3s/NlRWVj558mT37t2QqX7lypXXrl3raLzn8XjBwcELFiyYNWuWs7NzLxOAY6qqquzt7efOnbtixYonT5700rGQnJy8efPmOXPm7Nixo2MyoA8fPpw7d2758uWGhoZr1qy5du0aTqxD5tmzZxs2bDAwMFi+fLmXl1d9fX1zczMUZtmyZXwLxmNiYrZs2bJgwYJVq1bdvn2bw+EkJiaamJgYGBgEBQVBsdPT0zdu3DhlypQtW7bg7alevXq1Zs0aPT297du3k/MNpaamWllZzZs3b+PGjXyWhqqqKg8PjxUrVqxYscLLy6ulpSU7Oxtm8mpqaniE5vF4sJlhVxuoUvSe1NRUWHukqqraMbji7du3J0+eXLZs2cKFCy0tLcPCwjpdv1xdXR0SEmJpaWlkZGRsbHz48OH4+PiuDB+FhYUQbr5u3Tq+PwUHB5MztY0bN66bQMaOZXj27Nn+/fuNjY1BD1y+fLnTUMWnT58uWLBAT0/P1ta2l0lYMSkpKVu3bp0xY8aGDRt679ROS0vbuXOnjo7OmjVrOqatTU5OdnNzW758uYGBwYoVK65evdrp/DM6OtrS0tLQ0NDMzMzZ2RmatqOjo7a29uLFi69fv05+4UlJSbt379bV1V22bNn169fLy8u/fv1qbGw8f/587AWqrKy0srLS0dHZtGkTXhmSmppqYWExZ84cc3Nz8qCfn58PadiNjIxwLAHQ0tJy9erV5cuXm5qaOjo6FhUVtbW1wVggKytLVhdnzpyh0Wg4RrNPdCcZCdLKLLyrDIfDqaurqyFRW1tbW1sL/6ipqamrq+tYRzkcTnV1dU1NTfciD8S+gYEBOQwLk56efvTo0Xnz5m3atOn58+c/EWrd3NxcXV1dVVXVjZ2jpaUFivoTq//a2trq6+srKir6pNxbWlqqqqpg7VWnJzQ2NlZVVZF3FO0UeDTyEShMp68dvh3fLcjqgcPh1NbWVldXk6eGTU1N1dXVdXV1fBeEl1ZbW4tfbFVVVVRUVKcbCezYsQMqlampKRbWiYmJMNMyMzPr03ZVFHw0NDTAVp+DBg3q9P3zeLza2tqqqqrezLhaW1vhy3bTHN6/f79+/frt27d3mvTq8ePHq1evXrBgwZEjR/q6LpIgiLa2tpqamqqqqm5yuOLu5eeSvDQ3N1dVVdXV1fW+ybe3tzc2NlZXV0P2xE7Pqa+vr6qq6r4raG1traysJG9LA02spqamY9pzDodD7lu4XC60YlxsHo8HN4UEPfhgQ0MD5Ffi6zOh1eMELu3t7YmJifHx8R1fo5eXFwRfamlpYd9OaWkpGKFHjRpFjjCh+Ana29thEauEhATZIE2mtra2srKyx+4RBpTq6uruh8hv375t2rRp/fr1nS5Hi4uL27hx45w5c3bv3t2nneIBHo9XXV1dWVnZTbOFvqWmpqabWWs3129oaOCr6grZ1MwAACAASURBVH/Lr2DQ7HSnKAyXy4UeAx9pamqqqKiora0l72sAwFJrsgkJxBK5lUELJf8WtkggN08MNFsstDgcztu3b1+8eNGx2T58+BCiGoYOHUoOZoXgpUGDBvU1hJToUTIWFBTAbGPx4sX/QAIFLpfb1NTU/RYRzc3NvTcuUvxbVFVVzZs3T0FBwdjY2MHBwc/Pz8fHx9PTc8uWLXjrTBcXF9wYYHLCZDKprQJ/nVu3brFYLBqN5unp+Q8sYuVwON3vD8Hlcn9iVKD4h+Fyubt375aWltbX1z927Jivr6+Pj8/FixdtbGywzcnKygqPTC9evIAoSRsbm3+35P83iIqKkpWVhc0t/4HbcTicxsbGboKvYF70D5SE4ldobW09deqUlJSUnp7eoUOHAgICLl++fOHChaNHj+LQUvI6+tzcXIgVxEu2+0QPkpH4Twy7oKAglfeEovfweDy83wyGHOBlaGiI3ab5+fmQTllfX5/qpH6d6upqmEfq6Oj0uLUmBQXmzz//5AtEI7fZiRMn4uXwzc3NkApt6NChfQ1Eo+iUtrY2WDWvoqJCWW0pegmPx4uPj8eTOnI4I6Cqqkq2W8OaAWlpafJeUL2nZ8lYVFQES0/6mr+H4n+c9vb2O3fuWFhYKCkpCQsLS0pKiouLS0tLQ6wnOUwkOjq6f//+gwcP7nEJPEUvCQ8PV1FRGTBgQFeprCgoOiUqKmrbtm1jxowRFRWFNisuLj5q1KgDBw7gjJ4EQWRmZmpqatJoNL4EyBS/AoTsi4uLd5r0ioKiKxISEnbv3j1hwgRBQUEJCQlJSUkpKSlVVVUrKytyigNYoMJisQ4cOPBzDqieJSNBEJ8+ffLw8IiNje3rCmIKivr6+sjIyICAgKCgoMDAwNu3b6ekpPCFFmRnZ1+7di08PLybPako+gSHwwkPD/f398/OzqYSLFP0iebm5jdv3gQGBgYHB9+4cSMwMDA+Pp4vtKCsrCw4ODg4OLiv640ouoHH44WHhwcEBHRcnEFB0T3t7e3v37/39/e/ceNGUFBQcHBwbGwsX1BmXV3dnTt3/P39S0tLf+4uvZKMFBQUFBQUFBQU/8tQkpGCgoKCgoKCgqIHKMlIQUFBQUFBQUHRA5RkpKCgoKCgoKCg6AFKMlJQUFBQUFBQUPQAJRkpKCgoKCgoKCh6gJKMFBQUFBQUFBQUPUBJRgoKCgoKCgoKih6gJCMFBQUFBQUFBUUPUJKRgoKCgoKCgoKiByjJSEFBQUFBQUFB0QOUZKSgoKCgoKCgoOgBSjJSUFBQUFBQUFD0ACUZKSgoKCgoKCgoeoCSjBQUFBQUFBQUFD3Qg2Tk8XgtLS1NTU3Nzc2NjY3t7e3/TLEoKCgoKCgoKCj+e+hBMhYWFu7bt2///v2HDh2ysrL6888//5liUVBQUFBQUFBQ/PfQg2R89+4djUaj0Wh0Oh0htGvXLsrQSEFBQUFBQUHxv0YPkvHTp0+IxP79+3k83j9TMgoKCgoKCgoKiv8SepCMKSkpIBZpNBpC6MCBA72UjFwuNy8v7/Pnz1++fElNTS0uLv53tWZrayu5AG1tbbm5uSkpKUlJST9+/PgXC1ZRUZGamvru3bucnJx/y4JbWVmZkpLy4cOH7Ozstra2f6UMv0hLSwuXy/1NF29tbc3JyUlNTU1LS6urq/tNd/kVeDxeQUFBampqampqeXn5v10cfjgcTm5u7qdPnz5//lxZWflvF4eCgoKC4mforWQEeiMZ29vbnz9/fvz4cR0dHU1NzYkTJ2poaCxcuPDkyZPPnz//+0reW1pbW52dnc+fP19bW4sPFhYWGhsbq6urDx8+3Nra+t/SSS0tLSdPnlRXVx85cuSSJUuysrL++TJwuVxXV9cxY8aMGjVKV1c3PT39ny/Dr1BZWenk5OTl5dXS0vKbbvH+/fu5c+eqq6tPmjTJz8/vN93lVyguLl6zZo2Ghoa6uvrRo0c5HM6/XaK/8PHjx6VLl44ZM0ZdXd3Z2fnfLg4FBQUFxc/wN1sZW1tbT506NWDAANQZioqKp0+f/n1De6flX79+PUJoypQppaWl+Hhubi4u5KJFi5qbm/+xIpFpaGgwMDCAYkhJSb1///6fL0N7e/u2bdugDCIiIomJif98GX6Otra2Fy9eLFq0CCFkbGzc2tr6m24UFRUlLCwMr+jYsWO/6S6/Qk5OzujRo6GEJiYm/2QT6w3R0dGKiopQvC1btlDBLRQUFBT/f+TvtDJyuVx7e3sGg9GpXsTS89y5c3/3U3ROS0vL1q1b4b6mpqb19fX4TyUlJRMnToQ/rVix4vepje5pb2/38/PT09ObMmWKlZVVYWHhv1KM48ePw6sYPnz4169f/5Uy/AQVFRVmZmZQ8nXr1v2+GyUkJKipqSGE2Gy2l5fX77vRT1NcXLxgwQJ4FTt37vxviy54+/btuHHjoHgnTpz4t4tDQUFBQfEz/EUyVldXx8fH+/v737lzJyUlhSCIjIwMWCvdGytjcnIyNt2JiYnNnTt37dq1q1evtrCwmDJlClwBdEl+fv5vfzKCIAhi06ZNcNPly5eTTS+FhYUaGhr/umTEtLW1/YumFxsbG3gVQ4cO/fz5879VjL5SWVm5dOlSKLmlpeXvu9GbN2+GDx8OktHDw+P33ein+fHjx9y5c+FVWFlZ/bdJxjdv3owdOxaKZ2Nj828Xh4KCgoLiZ/h/krG+vt7Pz2/x4sWDBg0SERGRkJAYM2aMvb29n58fWA17IxkDAwMlJSURQiwW6+TJkxUVFY2NjfX19Q0NDTk5OUuXLhUUFEQICQoKPnjwgCCIrKwsT0/Pc+fOnT9/PiMjg+9qjY2Nt27dcnBwOH/+fFRUFByMiYk5d+7ciRMnXr16RRBEaWnprVu3XFxc7Ozsrly5QrbS5ebm+vr6TpkyBQaq0aNHnzlzxtnZGSRRUVERloxr1qwhCKKtre3+/ftnz551dHQMCwsjBz6Sqa6ujoiIcHFxOXPmjI+Pz5s3bxoaGjo9s6amJjw83NXV1cXFxdHR0c3NLSYmhm9pApfLfffunZ+fn6en56NHj8AOWldXFxoa6ujo6NoBNzc3BweHc+fO8b2upqam58+fOzs7Ozo6nj9/PjY2tisRzOVyP378eOHCBTs7u8uXL8N1bG1tsWRMTU3t4vP+BQ6H8+7du4sXL8Id3dzcEhISugqhq62tjYuLc3Nzc3R0dHBwuHXrVqdLNNLS0s6fP29nZ+fv79/Y2EgQxNu3b93d3R0cHC5evJiUlISXB/F4vC9fvpw9e1ZdXR1KPmHCBDc3Nx8fn5ycHIIg3r175+zsbG9vHxERQRBERESEvb29i4tLVFQU3yqZnJycoKAgR0dHJyenCxcuvH//vuNTvH79uveSMTExEd4JVNry8vL79++7uLg4ODgEBQVVVFTAaXV1dc+ePXNzc3Nycrpx40ZxcXFXFywvL3/06JGLi4uTk5OTk1N0dHTHKvf9+/c5c+Zgz2/HRygrK7t+/fr58+fPnj176dKljs0Nw+PxUlJS/P39od46OTnFx8eTIzd4PF5SUpKHh8fp06e9vLwKCgrwn7hcbmRkpJOTk729/aNHj/AkLSEhAUvGw4cP892xpaXl+fPnrq6u0BXExMR0VXtra2tfvHjh7e3t5OTk7Ozs6ur6+PFj/EopKCgoKH4riCCI+vr6ffv24WgtDIvFUlZWBrHYG8no7+8vLS0NotDb25vvr9nZ2efPn9+/f/+JEydAl7x48UJZWZnJZLJYrFOnTvGtF46NjR05ciT8FSwTbW1ta9euZbFYdDp9w4YNQUFBy5YtExUVZTAYdDpdSEhIX18/NjYWfu7p6SkuLg4lh8KDuRQKVlRUhNXGihUr4uLidu/e3a9fPxqNxmQy+/XrZ25uDnZWviKtWLFCTk6OwWDQaDQ2mz18+PDdu3d3lFkRERErV65UVFRkMBhQPCaTOXDgQFNT0xcvXuDTmpubN23axGQyEULjxo2D66Slpc2YMYNGozFIsNlsNpstICDAZDIFBQWvXbuGL5KYmGhlZTVs2DC4EZ1OHzx48NatWztGJVZVVZ0+fXrUqFFsNhvKr6WlFRAQsHPnTiwZv3z50tX3xaSnpx88eFBVVZXNZsMdWSzW6NGjDx482PFVxMXFrVmzZtiwYUwmE06WkpIyNDS8fv16U1MT+cwrV66wWCwGg6GsrBwYGOjo6KiiogKPLygoOHz4cGdnZ5CSHA7H1taWxWLhaAf4viwWKzg4mCCIEydOsNlsJpM5b968CxcuqKioIIQYDIahoWF1dTXcrrKy0sXFZdq0aWJiYvgpxowZY21t/fHjR3LBXr16NWLECGgR7u7u3b+cPXv2sFgsFos1f/7869evL126VEREhMFgMJlMUVHR9evX5+fn5+XlWVpaysjIMJlMOL5s2bKOIQHt7e03btwwNjaWl5eHj8tgMJSUlDZs2ABSGPP9+3dsZeSTjM3NzYGBgSYmJsLCwnQ6Hb779OnTnZ2dyWoPKC4uPnv27Pjx4wUFBfEdBw0atGnTpoSEBFyq48ePw0PJyso+evQI/7yurm7JkiVsNpvBYEybNg1fn+yY5pOMCQkJu3btGjx4MK4egwYN2rZtG74d5sOHDxYWFoMGDYIeAF6pjIyMsbHx48ePu/8oFBQUFBS/DiIIwtnZGXuNYejt168fiD88JPdGMkZGRiooKMD5ioqKq1evvnz58sePHwsKCshOYS6XCxdpaWlZuXIl3GLGjBlVVVXkqzk4OGAfN8is9vZ2S0tLODhkyBCwaIqKioqIiOCiTpgwAcb769evDxw4ECchZzAYoqKidDrd19eX+KuVcdiwYcOHD2cwGCIiIkJCQvhSRkZGZFvj8+fPx4wZA38SEhLq168fSD2E0KxZs8jj/Zs3b/BaBEFBQSkpKSgqoKGhgVVja2srjrZUU1MDvZWbm7tw4UImkykuLi4mJiYtLS0tLY3vBWDJmJycrK2tDQfZbLa0tLSAgAC+ERbQBEE0NDTs3r0bR5qy2WxxcXEajSYjIzN48GB4S0OGDOlRMmZmZhobG+MKw/d0Ojo6r1+/xic/evRo5MiRuF5JSkrimYmoqOjJkyfJFSMgIAD+JC4urqamJiAgQKPRJCQk8MVZLJaHhwePx+PxeK6urmJiYuQ/CQkJSUhIgAH71KlTcFxaWlpKSgohJCEhISUldezYMXDalpWVbdiwAb9VERERKSkpHIOhra1NFtyvX78eNmwY6p1kPHr0KFxTQUFBVlYWLk6uV6ampvr6+gghAQEBUVFRfNzMzKysrAxfp7293d7eHqY9cLKkpCT+uEpKSnfu3MEnFxQU6OnpwZ+2bt1KNsdeuHABt2VRUVF4GwghJpNpaWlJtm7W1dWtXbsW1xBxcXHylx01alRYWBjYaG1tbeFdSUlJPX36FF+hvr5+9erVcL6uri6+eEJCAm47ZMmYlJSkpaXVae0dP358TEwMPjMrK2v27Nn4TCkpKQkJCVwJ+/fv//DhQ2pVDQUFBcVvBaWmpg4aNAj9x1TTr1+/3bt3+/n5Xbt2bfPmzYKCglgvop4kY11dnYmJCSIhKio6fvx4Q0PD48eP37t3Ly8vj+8nV69ehVFTSkqKbFdoa2vDKxsWL14MHtv29nZsD0MICQsLb968+caNG76+vtOmTcPHXVxceDxeUVHR7du3dXV14eDkyZN9fHyuXr0KLjmyZEQIycrKHj58OCQkxMvLC1sf5eTkwsPDoTwFBQXz5s2D4/Pmzbt06dL9+/ednZ3xyTt37gT1w+FwNm/eDAdnz57t6+t7+/btW7du7dy5E1vF9u3bB8KFw+HgJxo7dizItcbGxpiYGF9fXz8/v6tXrz58+DAwMBBrUITQ6NGjQRbX1tbiFz5+/HhnZ+d79+55eHhMmDABDi5cuBALcX9/fyxcxo4d6+zsfOvWrXPnzo0aNQpfuUfJ2NTUdODAAThZXl7+0KFDt27dCgoKWrduHb7Inj174OSvX7/CqhGEkKqq6unTp0NCQnx8fIyMjOCgkJCQi4sLvviNGzfIlWfGjBmXLl0KDg7esmUL1jE6OjogRDIzM318fLBcnjlzpr+/f1BQUEFBQVtbm52dHZaDAgIChw4dCgkJuXHjxvfv36EinT59Gv5Kp9PNzMyuXr0aFBR08uRJaAsIIS0tLRxx2yfJiNUqQojJZG7atCkkJMTT05P8nhFC+vr6AQEBV65cwY8gISFBll+3b9/G32v69OkeHh43b9708PAYP348HFRSUsKiqqioCNdPKysrbGUMDw+HJ6LT6cuWLfP397937561tTVoWQaD4e3tDS2ay+U6OTnBFcTFxbdu3Xrt2rWbN2/u2LEDv/zVq1eDjfbs2bMQZCInJ/fs2TNc5oaGhg0bNuC6h3MUdCoZq6qqTE1NybX3/v37np6ekyZNgoOLFy+GnKltbW043Hby5MmXLl26e/ducHDw4cOH4UEQQuvXr/+38h5QUFBQ/I+A8DgBkHOI1NXVgfrppWQkCCIxMREPgXzIysrOnTvX29ubHIn1/ft3WLkMBiR8PCkp6Y8//oAfXrt2DW7a1taG08HA2IMXQT9+/BjGMITQnj178C0OHjyIRztyOQsLC7HaExIScnZ2xoYZf39/sMQwGAy8PNbJyQnGbw0NjZKSEnyd6OhoKOegQYOSk5MJgiguLsaD98GDB/Hramtrs7a2NjExOXLkSExMDNyuU8nYkfv37yspKcFpYmJiQUFBcPzp06dgaRs9ejQEdwKfP38GiTNgwADw2TU1NVlYWMAVBg0aRB7mg4OD5eTk4E89SsakpCQoCYPBsLa2xk/3/ft3Q0NDfX19Ozs7bEPdtWsXviMY/4Di4mKcWmjkyJE4EyRZMmppaWHvcGlpKVaZo0aNwr7vuro6vLxp27Zt+PrNzc22trZkocOXdCYp6f9j77yjorjePn4XZHdBY+9RsWBX1KiJ0ZjYokbsooCKFBG2AmLvCogoICpWmlK20Iti7woICIKIHel1G7B9Ydn3jyvzThaDJuoPQ+7nPMejs+PdaTvznafdjD59+mCf4rsvnT9/HnPsYbW9f0sy7t+/H9sLKysrTLIfOnQIW/7bb79hxzk8PBzbVOwnUF1djb0FTZkyJScnBxv/3r17mBC3sLCAwX18LiOVSoW5gCqVCnrlCQSClZUVjOlDvLy84O9l8eLF8Hp++/Yt9ouzsbHB/Ot8Pt/c3HzGjBm7d+++du0aPJItSEbY0woAYGJi0rJkjI+Phz+0UaNG3b9/HxskOzsbbknPnj0TEhI0Go1YLMbqnDZs2IDPdDxw4MDMmTN37tx569atb621EAKBQLQxwJIlS2CMCT6/CwoK8B8/fvwY4PiUVt45OTmbN2+GuWugGUQi0cnJCX/Td3BwgJLUxMQEK00IDg6GISp8dh1eMnbv3v3x48fYIEVFRZhUtbe3h89pqVRKpVLhwkWLFuHT5PEV0z/99FN+fj72UV5eHkxcAwAcOnRIo9EolUpzc3P46LWxsYG5aE+ePCkuLk5JSZk5cyYAgEQiBQUFaTQahUKBeRmHDBnCZDJZLFZGRsYHZw1RqVTOzs5wZWNj4w9WK1+9ehUfH9y0aRN89qvV6k2bNsGF8+fPz8vLe/fu3ZMnT0pLSwsKCqZNmwYAaNeunbu7u0ajef369a+//gpXxryAEIFAgDl0W5aMjY2NZ8+ehb7S4cOHp6amYh81NDS8e/euvLwcW1JcXAydnTo6Ops2bdIa6vr16926dQMAfPfdd1hzbBaLhe3mrl278OsfO3YMLh88eDB23isqKrAtt7S0xES/XC7HvIxkMjk+Ph4/VH19/fHjx+H/6t+/v1bGqkwmw0Krs2fPhhfSP/MyksnkpKQkbDmXy8X2ztfXF1uenp6OnV9PT0+48MaNG/D4kMnkmJgYra/w9PSEKtPIyAi+qJSUlGCSkUajQR92bm4uPAV6enqenp6lpaXPnj3LysoqKysLDQ2F7wkDBw6EIfjExESY4NG5c2e8s1OtVsMLHlvS2Njo6en5+ZIRc1fPnz//yZMnhYWFWVlZJSUleXl52L64ubmp1er6+nps5X79+llZWYWEhGRkZPB4PLlc3urtDhAIBOI/AoDZhxAzMzOtj/Py8uBHf2vCwIaGhsePH/v5+S1evNjIyKh79+7gz+Cfu0lJSd9//z0AoHfv3lghJ5PJhGtSqVTMO4JvOv3bb7/hqz6rq6sXLlwIP8Iko0wmYzAYcOGSJUvwuZJ4ybhgwQJ8AW9ubi4mGV1dXTUaTXFxMdSFBALh+++/Hzly5JgxY8aMGTN27Nhhw4ZhmZRbtmyBkvfq1av4DDwDA4NBgwbNmzfPy8srOTkZ/4RTqVSYK87Y2Lh5AURhYSE+oPnHH39gVeEikQhLX+vUqdPo0aPHjBkzatSoCRMmjB07FotpWlpaqtXqjIwMGNrW0dE5e/as1rds3boVrtyyZFQoFJs2bYJXwvTp01ueq+bWrVuwe7OBgUFkZKTWp2VlZbCYnUgkYhoCLxm1CpPxkjE9PR0urKysxCSjtbU19r6hUCiw/qCDBg3C1ofU1NRgmn7hwoV43xvEz88Pfjp8+HAo4v+Zl7Ffv374hMjo6GjMWx8WFoYtT01NxfILsTC9j48PTNgYPnz4mzdvtL7i+vXrMD2xY8eOsbGx8Hhivm0KhQIlY2JiYq9eveBJ79evH7xoR44cOX78+AEDBsAXRTKZDHMivby84BJjY+MnT560sINfRDKKxWLYgx0A0Llz55EjR44dO3bkyJHjxo0bNWoUlvBqaWkJ8zszMzNh0TqETCYPHjx4+vTpBw4cuHbtGlbShEAgEIivB8D7AtesWaP18T+YMBCPQCDIzs6+efMmjUYbPXo09l0//fQTFjtWKpXQqUAkEgMCAjQazbt377CErYiICGy0hoYGrFjExMQE39wRn8tFoVDgI0Qul3+KZDQ1NcXrBrxk9PDw0Gg0hYWFWOp9C9ja2mIBQW9vb7xqxOjSpYuFhQUmAvBexnHjxmlJRrVavW7dOuz/jhgxIiMjA/u0qqoKy1lsgd9++02pVGI1v/hoOwbWyrtlySiVSikUCjaslkNai8uXL0O90qFDh+YFrbW1tbAEREdHh8FgQAchPjB94cIF/Pq+vr5w+eDBg7GDUFVVZWZmBpdbWVlhXkaFQuHu7g4FEF5iQoRCIRajX7VqVfN+NGFhYfDT/v37P3z4UKPRPHr06B94GcePH4+vvE5ISIAqVk9Pj8vlYsuTk5OxUDg2md7Bgwfhj2X8+PGwbRCeR48ewQaoJBIJlnNVVlZi7w8UCgWGaENDQ7GRWwDuEaZ0x4wZ07xXAJ4vIhkrKysxt3cL/PLLL9ibYWBgIJa5iIdIJM6ZM+dTKv0RCAQC8TkAWFYMb76zZ8/W6keoJRnx6WtaCASCy5cvh4aGRkRENO/ULZfLX716tXz5cvjUHDx4MP5pCluigCY3Z3x8PFxt8uTJ+OdlfX09XgLiW4SUl5djlS4ODg5QHeIl47Jly2pqarD18bmMWq288ZLx4MGDGo2msLAQi5SNHDly1apVFhYWK1asMDU1NTU1XbVq1aJFi2A1A6ZaGhoaIiMjLS0tJ0+e3Hz6xA0bNsCN0QpMaz32sPgpAKBjx45aKorH48HoMwDA0NBwxYoV5ubmpqamK1asWLVqlamp6cqVK+fOnevh4dHY2JiSkjJixAgAAIFAaC56du3aBcdpucmOXC7HMi8/KhmvXr0K8wXbt2+Pr+3FNh6q8Hbt2rm4uDSXjBwOB78+JhmxUKxGo6mqqoIJAwCAdevW4QPTWEnv8OHDsfUhQqEQK9FYsWJF8wS4gIAA7GhAufno0aNP78uIaa8ffvgBr73i4+Mxxx7e7ZqSkoK9XXh7e8OFR44cgYkZY8eObe5lTE5OhsdWX18/JCREo9FUVlY2z2WMjIyEzkhdXd2ff/7ZzMwMXhUQU1PTxYsXL1myBJbVY0p37NixH5WMWC5jr169sBIxjUYjlUqxY2tiYoJl/TaXjNXV1dhr2KBBg5YsWWJhYQGvW7iRpqam8+bNc3d3x6rIGxoa7t69a2NjM3ny5H79+mHpNJB58+a10NsSgUAgEJ8PWLZsGXbbbd++PT77SqPRBAYGwo+grMTXc2jx8uXLcePGdejQoWPHjsuXL9dquQfZv38/zIQbOHAg3mGWmpo6cOBAAMD48eN5PN7Bgwfhl+7cuRMv5vC5jEuWLIHVlJDy8nK8lwV6GWUyGeaV1JKM+Irpj0rGqqoq6BIDAGzatEksFtfV1YlEopqampqamtra2pqaGpFI1Fx8KJXKwsLCpKSkXbt2WVhYQE8VVHi3bt3S/DkwreVlvHjxIj6gv23bNq0pPcRiMVYubWFhIRAI6urq4JbUNiEUCqEDNSMjY+LEiXBlGG3HUKlU2FEaNGhQC3JBrVa7u7tDNf/DDz/gazKak5GRAbshftAz9/TpUyhhDQwMvLy84MJPkYxDhgzBZuLGexnxgWmYywglxZgxY7QyRKVS6Y4dO+D/mjp1Kr6YCR4NrEvO5MmT4csPvpW3n59fC3utwUnG8ePH4w8R9iJEJBL/ysuI5TgGBwfDhb169cLnjELYbDZMh+jVq9eNGzc0Gk15eTl+9hd4Pd+8eRPWKhkYGAQHB8PLA7toa2tr4TUMpfa5c+fga9uAAQPwrUOb09jY6OHhgXkZ8ZJRJpNhXsaFCxdixxbfdgpmqcrlciypYO3atQUFBR/cPJlMpnXDaWhoKC0tvX79+u7duy0tLeFVBABo164dVhaGQCAQiK8BOHr0KMAxefLk69ev8/l8Ho+XkJCAzdkA2bx5s9bkGRgKhQLLJgQAbN26tbCwUKFQSKVSuVwuEokuX748YcIEKD3Hjx+PF3xyuRyW0BoaGvr4+EDx17FjR3zM76iivwAAIABJREFUS/PnXMbFixf/lWTE5zJi5S/4Hs5wfUxCmZub4yXjs2fPtCSjWq22s7ODS3755ZeWZ5tQq9VVVVU5OTnR0dEvXryACxsbG+VyuZ+fH3zQdunSBT7e8JJxwoQJL1++xLYB61dHIBBsbW2bT/gBnT1QGE2aNKllAVdZWYkVHc+dOxefu5mVlYUdikGDBrU8YWBiYiKUMp07d8a3E29sbExLS4uJicnOzoYHXywW//HHH3DYBQsWaHWN9vb2hoHXHj16XLlyBS7ES0bYkRsDu0rxkrGyshIfmMZWhpIR6rPmkrGxsTEiIgK+umBeOoyXL19iMwatWbMGXhh/q5X3vn37sBOK19+JiYlwl7F+4xC8lxGTjBkZGVjrq23btuGj52KxeM2aNXD9n3/+GRamlJSUYF52TDKWlpZCHamjo+Po6NjyZj969AimNevo6Bw6dAj/jU+ePOFyuY8ePaquroYC7siRI/BK7tChAz51JC8vDws3m5iYfLAvIzZh4OHDh+EBmTx5cstzDjU2NtbU1GRnZ7PZbOzsNzY2KhSKc+fOYcVDR44caXkfEQgEAvE5gJcvX2p1jDMyMlq5cqWZmdngwYPBn2lBMmo0moiICKxpsK6u7rx583bs2LFjx449e/ZYWVnBYggIg8HQch4cP34czm4yZMgQ+AxoHmmqr6/HymKaS8bmuYwqlWrz5s1w4eTJk9PT00UiEfS6lZWVYemSLXgZ3dzc4EIWi4X5/Gg0WnFxsUqlEovFsbGxJ06cSEpKevnyJXzKFhYW2tjYjB071sDAwMTE5PHjx9BTIpFIMCfroEGDoHOovr6+eS5jbW0tplABANOmTYPBYpFIJBQKhUIhn8+HLeiwSb3btWu3evXqnJwclUpVV1d38+ZNb2/vmJiYZ8+eYWmaHh4ecEA9Pb3t27dXVVWpVKr8/Hz8d3109peioiJYCQQ3LD09vb6+vr6+Pisra+rUqR06dDA2Nt66dStsfoTVkejr6zs6Or569Uoul9fW1nK53EGDBsGPzM3NsVyIFiQjVv6Cl4wCgQDzac2cOfPdu3cymUypVCqVyoMHD0IxPXr06OYiGKsoBwCMGTMmLi6utrZWIpE8e/bM1tYWvtV07NgRS8FMSUmBDck/JTCNl4x4HY/lMhKJRLwPFS8ZsfIXiURibW0NF3bv3v348ePl5eUSiaS8vNzDwwNrAO7l5QV/RyUlJdgrE51Ox2L0+/btg8ehZ8+evr6+AoFAqVRWV1dfuHDhzJkzt2/fLigogL9okUiEOa3HjRt35cqVmpqa+vr6V69ezZkzp3379kOGDHFwcIA/uvDwcEyoWVlZFRcX19fXl5WV0el0rBe3lmTEvIxYtdPDhw/hZaCjo7N69eqnT58qFAq5XH779m2tq5fP52/bts3Y2JhMJk+YMOHatWsymUytVisUiqNHj8ItIZFIoaGhLZ8aBAKBQHwOQKPRnD9/HusMp0WXLl2w0A/4WPmLXC53dnaG4a0WmDRpEuZOw3j16pWhoSF+tf3792utgw+hLlq0SEsyYl4WTDJqNJoTJ07Ahe3bt1+wYMGKFStgTBA/YaCWl/Hp06dYbSYWw62rq8MmntHR0Zk9e/bGjRvt7OxgrbeBgcHSpUthp578/Hx8rcyUKVMoFIqzs/OyZcswZbB+/XqYofXBiunQ0FB86cwPP/zg5OTEZDLt7e3t7e3Xr19vbW3t7+9fX1/f0NCwbds2LBX1l19+2bhxI4VCgX379PT0Zs+ejbWkwffZIZFIJiYmjo6OM2bMwHYKADBw4MCWvZUajSYyMhLr4zh+/HgGg+Hk5IRvxmltbQ07CgmFQswfpqur+9tvvzGZzLVr12L/XavjIL5iWivIiHkZBw8ejElGuVyOBZE7d+68bNmydevWXbp0CdZnwMMyatSoD3qw4uLisHeAPn36WFpa0mg0TEfq6enhXVYpKSnw9aldu3bHjh1r+fjgA9P4hN24uDi4SXp6enjJ+PDhQ2waG3xj85ycHGySvQ4dOixdupTJZMJpgbDjLBAI4MqlpaX46x/LYXj8+DG2U9999525ufmWLVvMzc3hN3br1m3Tpk2YZIcTeMKVR44caWtr6+zsjKVIAtx72uvXrzEvuIGBweLFi11cXObMmYOvpVuwYMEHcxkxL6NEItm6dSuWkjh9+nRnZ2cGg4Gp89mzZ8P2/nw+H+vLCAAYO3asra2tk5PTmjVrYIkVAGDOnDnNZwpAIBAIxBcEaDQalUrl4eHRvBpx4MCBJ06cwHfPZjKZLXgZNRpNZWXljh07+vTpg5+BEANObotvOo0hl8vt7Oyw50fPnj2br1ZfX49JkJkzZ+KLbEpKSrBn2Jo1a7DYcXZ2NuYyxHZBo9GUlpZijq4lS5bg0xCfPHmCiYlt27Zhy9+8eWNmZvZBQdy1a9ft27djD8j8/HxTU9Pmc3YDAPT09FauXInlLCoUCsxPZmRkBMUN5qZqgZkzZ8KvEwgETk5O+KnzMDp16rRhwwZ8y8mHDx9iQhljwoQJmJTs3LkzJsj+CplMdubMGUxb4OnYseOGDRvw5yU/P9/e3h4/LR52HGbPnq2VpRcUFIStgI96azQaNzc37FDjL4wrV67gu0QBAPbv39/Y2IjVgA8YMOCDe6RSqeCcOs0v1J49e7q6uuLfIu7evYv1wYFF9C2AdRA0NDTEtw7lcDjYV2CtKDUazZ07d7DlWmmm9+/fnz17Nua3w2jfvr2trS3eB19UVIRNmmJmZoafB+XBgwczZsxoPoiOjo6RkZG/vz/WD1+j0XC5XPw8QxhEItHExARLtNBoNOHh4c3ruubMmTN9+nT496lTp2LZCA8ePMB+bvgQeVVVlZOTE3Zs8XTu3JlCoWDl0u/evbO0tPzgb0pXV/fXX3/96HWLQCAQiM8EYH+7evUqhUIxNjY2NDScMGEClUqF05GFhob27t178ODBvXr1OnTo0Eeb7CgUiuvXrx84cGDq1KmDBg0yMjIaMmTI8OHDmUxmcHAwXsFoceXKFawOYNWqVc2z9+C8YX369OnZs6ednR2+cKG6utra2rpPnz7du3ffsWMH1je7sbHx1q1by5YtMzQ07Nu375QpU2Bj5KqqKhMTkz59+nTp0oVKpeIrS968efPrr7/26NGjT58+Wv1oKioqgoKCVq5caWRkNGjQoP79+//222+7du1qXi5QUVHB5XJtbW1HjRo1ePDgAQMGDBs2bMWKFSdPnsSnQiqVyn379vXp06dbt27z5s2DB+fChQtDhgwZOHDgsGHDhg4damRkZGRkNHTo0KFDhw4bNszQ0LBXr16bN2/Gjk9dXV1iYqKVldWgQYOGDBliaGj4ww8/bN68+ebNm1oVMxqN5vnz51u3bh01alTv3r2NjY03btyYmZkZGxs7atSobt26TZ8+Hd/tsgUePHjg7OwMrxZDQ8MRI0bY29tHR0fjsyQhYrE4Li7O0dFx1KhRAwcO7N+//7x58wIDA5uX1cfHx/fv379nz56GhoaJiYn4j4KDg+F5//XXX/EJggqFIiYm5vfff+/bt++AAQNmz54Nz8WZM2fggZo7d27zbpcYOTk5vr6+v//++4ABAwYNGjRmzBh43LQqmTIzM3/77bc+ffoMHz5cS8s2x9vbu2/fvv369Zs/fz7em37t2jUjI6Pvv//eyMgI33Xo8ePH48eP79u3b9++fWGTKTxFRUVhYWGmpqaDBw8eNGjQ4MGDraysYmNj8bVcGo2mvLx8zZo1/fv379Onj1bRmEajefXqlb+//9SpUwcOHAgvrXnz5vn5+X3wyGRlZe3evXvq1KlGRkaGhoaDBg2ysLAIDg7WqhNqbGxMTEw0MTEZPHjw999/P2HCBFdX18LCQhaLNXr06J49e9rY2GCXelZW1h9//NGrV68+ffpgVeEQkUh06dIlS0vLoUOHDhkyZMCAAWPGjNm0aVPzq1ckEkVHR9NotHHjxg0cOHDw4MEDBw5cuHDh6dOnm/chQiAQCMQXB+D/0dDQkJubm5qa+vz5c+ypKRQKHz16lJaWlpKSgvWR/hTevn2blpaWkZHx6NGjrKysj07nlZSUBN1RBALh9OnTH1ynpKQkLS0tOTk5Pz8fn6Hf0NCQn5+flpZ2//79oqIiLVeoQCBIT09/+PBhQUEBNvfgq1ev0tLSbt++rSWSlErl8+fPHz58mJaW1lwAaTQaoVAIdyolJaUFBazRaGQyWU5OTlpaWmpq6uPHj/GNITHKysrS0tLu3r2bm5sLn/R8Pj8zMxMeuvT09PT09AwccLSioiIt7S4Wi9PT0x89evTo0SO8N+iD5ObmPnjwIDc3Fya9icXix48f37t3D3/ePwV4taSmpmZmZrY8w29DQ0NOTk5qampKSopWKQyGSCR6/PhxcnIyzDrFf8Tn8+F5z8vLaz7bR0VFRXJycmpqKpxCWqPR8Hi8zMzM1NTUvLy8j+5RSUkJPG45OTkffCOSyWTPnz+HlzEWC/4rKioq4OXx8uVL/KbW1dVlZWWlpqY+efIEL/ikUml2dnZqamp6evpfVVYJBAI4Znp6evPe4xqNpr6+Hl7/aWlp+Dl48OTn56empsI9xSd1fJC3b99mZGTArdJqvIWnsrIyIyPjwYMHWAosdhKxLElN0wFMSUlJS0v7YCscsVicmZn56NGj1NTUlkthGhoa8vLy4B0pLS1NS8giEAgE4usBPr7K/wSZTGZmZgYD00OGDMHmHUYgEAgEAoFAtDqtLBnr6upSUlKuXLni6OgIq4kBAOvWrWs5YxKBQCAQCAQC8b+klSVjamrqDz/8gDXsAAAYGhriu3wjEAgEAoFAIFqdVpaMubm5WBMfEok0depUfGdgBAKBQCAQCMS3QCtLRolEcv78+Z07d+7cudPHx+cTy3URCAQCgUAgEP9LvpXyFwQCgUAgEAjENwuSjAgEAoFAIBCIj4AkIwKBQCAQCATiIyDJiEAgEAgEAoH4CEgyIhAIBAKBQCA+ApKMCAQCgUAgEIiPgCQjAoFAIBAIBOIjIMmIQCAQCAQCgfgISDIiEAgEAoFAID4CkowIBAKBQCAQiI+AJCMCgUAgEAgE4iMgyYhAIBAIBAKB+AhIMiIQCAQCgUAgPgKSjAgEAoFAIBCIj4AkIwKBQCAQCATiIyDJiEAgEAgEAoH4CEgyIhAIBAKBQCA+ApKMCAQCgUAgEIiPgCQjAoFAIBAIBOIjIMmIQCAQCAQCgfgISDIiEJr6hoY6qaymVsIX1pVVCd8UVeS+Lsp5WfT0ZVHOi8KsFwVZLwqyXxTlvCx++qrk6euy3DdlhWU8nrCOJxSL6mR1MrlM0dDaO4FAIP41NLb2BiAQ/wAkGRH/RZQqFZ8vKKsSPHtbEX37qVf4XaZXlO3+MJu9YZZ7QlZtv7B4Y+AiZ//FzgGLnM+ZOPmbOPkvdA5c5HxuoePphY5nFzmdNdvib70reN2OAKudQbZ7Ap0OhvmE3OJey0p5kv8yv7ykQsgTSupkqgZ1a+8qAoH4XyFTKAWiuopqYWkF701+aVpOflr229upz4MTUk9wbvtx7vhx75zi3jnFuXM07FbIxbQHmW/SnxWkZL97nl9eUiks59XwaySCOqlMiV5BEd8iSDIi/js0VvKFb4ur7z4pdj1/Z+XWoFU7w033xs3fFjdzc8LPLhenbLo6beu1WXvvmXhmLfV5vsTn2RLv3CU+eUt9ni09+nypT95Cz/R5++/O23Pn9713fnFJmEzjTrQPG2N5doT5sZErDo03P/LTOq9ZDif+oPktph9f7nhi9daze09funAx487j1wXl1aVVNdUiuRq5FxCItoJULi8pr35TVJ7xvDjscvaWE5csd4es3Bpktv3Csk3n59HPzmcGzKKdnbTu6IQ1XhPX+Pxg6TNxrc/EtT4TLLym2JyYTTk1h3JyNvXUAvrJpU5nVjifXu58ctlGP4ZHmGfwtfPxqXfSXz57W1ZYLizn1wrFShW6eyBaFSQZEW0fsVSe86Yy5Noz+yOXlu9JWOZ2e75byiy3TBOfFytO5VsGltmHCxhREuc4pVO80jle6XxR7QItUb0xsXFjonpjotolUe2UoHKKVTjFKZ3iFMxoCTOqjhElpkeI6BEiCptnFfBuhXfm/AN3f9uSOIkWbmx5asQqr3EWh39ad3T6+qO/23vPsPYw23zOM/gG90b2wyfvXhRUvSsX1UpVrX14PguFUi0QK5EORvx3UDeoy6qEz99V3Hr8zjX47qqd7CXb2Yt3x83ffXnWjpu/7bwza9/DeR6Zi31fmvq9WXni7cpT+WvOFa4LLLUKKLYKLFoXULQusMQ6qHTtuYLFR7JM3FMWeqTO2nFlmnPsjzT2uPUBY9f4jbXwmbDW5yero7+uPz6HcmKOw9G59kfWbPf3PH8j6cGzRznvXhRWFlXWCOpUjeinh/gfgiQjoo3Dk2qORD6dtTlh8eEM05MFK06VrAkqd+DWbkyo35hQ7xgrZ0RJGJFiWkQtlSuickUUtpDC5lNYPAqLR2HxHVg8BxbfgcWjsPgUtoDKEVK5IipHROPW0CPraJFiepSEESNjxikc45XMWAUzSsqMljCixAxuDZUrXHf21fIj6fP23vyZFj7e6syEdScmWx2bYu07zfrI1LVus+18nL2i2VcfP3zyLuNZ4fOCaqHkXyO/FPWNuW+rdp25eoT1UFgrb+3NQSC+Og0NjS8KBReu5tl7XVu8K2GJ291Fh9IXH81bcarQ7FyJ9YVqKrfWMUbmFKdwjFc6xaucElROcSqnOKVTvNIx7k/mFK90ilMxYxVOsTLHWBkzWsqMFjOi6hyj6hgRIvvQ6nXnClb65ixwvT9zW9IUOmf8ulPj1vpOsfH7xfb4tHVev6zzmGfvY+/OPhvz8Hrqy5Sn77Jfl1fwpcp/bSqMQln/plQkkvy7X6HbPEgyItoy5aKGAwm8hccLzc6W2bFEjGgpM1rKiKyjckUUtsCBxaew+BQ2NME/Mj6Fzaew+A4sPoUtoHCEVI6IGlFLi6ijR0kY0VJGlIwRJWFESphREma0xCGscs2p50sPpc7dmTSVFvrjhoCf7M7+bOM7ZY3nhJX751F8t/slXEhMu3Q/90bq8yevKvi1MlXDN5TV1KhpVNQ3vCqqTs6rPnO9ZN7WyH5/7Nl19ppY/g1tJALxNahTNIbdrVh9JNnkULrZmSKLgArrEJ4Dp5YRLXWMlTOipfTIOhq3hsoRUThCCluAvXC+vz+8f/nkU94v4Tmw+BSOkAqNW0OLqKVF1DEiJfQoKSNKyoySMqJkzCgJI7KOGS2hR9RuCKtcc+rlEo/U+buv/urE+XlD0JQNZ35ef2KKlfcPZq6/WntS3DleITcirj6+kfoiI6+koLKuVqpUq791ESmW1ecUCDwv3Fm9Mzz1WVlrbw6iJZBkRLRlCgSNLpEiiyABM0pMZQmobAGFxaew/pk6/CdSksISUNkiKreGxqmhR9TSIyWMSDEjSkyPktIjJVSO0DqgwPRIxvw9V2e6RM90Cv/FwX+K9bGJZgeNV+z5g+63xTf+dOR97tX0xPs5aXklZbxaqVxZ36BWNzY2qBvV6ka1uvHrRqYa1Q3q+oaGemGdIj2vNOF+XtC1V/YnUxcfTrcOESw4mDp61eHD52/KVd/6YwmB+EwuPRUvPFG29jzPLlxIj6ijR4rp3BoaR0jhiJrePP/h7YLKFv75nwI4IIxmUDk1NG4tPVJMi5TQI+oYkWLHGDkzRkrj1NgGF5kfy15y8P7cHZdmbuROpwX/vP70pLVeY1bsnbXee/3+8P3+Vy7Ep8TdyrqZ8eZVkUAsUzaoG7+F17vGxgaZQpVXUH09o+j09ZJVPo8GLvGYs+FY9lt+a28aoiWQZES0ZaokGq8bkrVBVfbhAodwPoXFd2ALHP4XkvFPzwP4DKCy+FS2kMoW0jgiKqeGyqmhR9TSuLX0CLFjjIwZLaVyRNYB78x9M1d4Pli078rcLdxfHAImWx0bs/zAmBV7F9BPMDw4h4OuBUTeC4l/GBD3ICD2bkDM3dBLj66kPH+YXfggM/9eZv7Tt5UVPFElv7acX1sjlssVSplCKVfUK1X19Q0N9Q3qhga1ulHdoFbXN6jrG9T1anW9Wt3QoG5oaFCqVHK5QiyVC2ullQJxzuvK+Ds55xMeBCake0ZkWXvf+33XzaU+ubZhfApHzIiSrT7+ZLTZYfpBTrVQ0tqnGoH4utx4rVwVwHdg19C5NfC1kAojFV/ljiFser/lU/+kKYVUjpDGFVE5ovdSMkrCiJIwohU0bu368yWWZ1+u9E5b7Hp73ra4GcwLP9udHmd+aOTSXVPXeVrtCjnof+VMxO1zMfcuPsh7U8IX1EllClV9QwO0hqbbQkPDl38NbWxU16vq5QpVpVBy78nbsCuPz17MY57NMjn4aE1QlW1o9SS7wEWOp/KKBF/8qxFfECQZEW2ZWrnm3APp2uBqu3A+hS2khPOoX+EW/zF3owDn1+RT2EIqR+TAFlDDq2ksIYUjpLIFNOiP5IioEXX0SAkzRuEYp6CyBbZBhdZnXloczVzmduuP7bG/MkImrT9rbOFlbOY5xuzwKNNDI009xq/1nkU5vYB5ei712Fya38otgTR3DuMQl3YoYueJBHf/S+7+Fz0Ckg4HXfG+cM0n9Kr3+cs+IVe8Q654h1z2DrvqE3bNJ+za0dCrR8OuHwm5dijwsqt/0vZTV1xO3rDxuDx3a9w0l8Q5e+4s8821DeM5RsvpEXX24Xwqt5YZLbc+lW20zH0R0+9dKfININo4GUUquzCBXbiAyoKvnXwHjpDCEtC+0q0jnI/dPTDJSGULKSwBhQVfgOGNRUhl8WlsIZUtonNrGFF19GgZM1ZFixBvCKmw8X+79mTOysMPFu9NmrWRPdnGb8Ry18F/7JiyxsNyV/Cmo9EH/ZO8L1zzDrl6NPSKT8hV75Arh4OSjoZci76ReS315aWHedfTXuW+LSuu4BeU8gvL+HyRWCxV1EkVEqlCKlPIFUqlql5ZX69UqVQqlaq+Xq5QiqWyOomsTiyt4onelfKz31RcTXl1PiHlaNjNI2H3twcmm3nenrHz9qLDT21DBfRoKTNaZh9e9asTZz79VPKz0tY+z4iWQJIR0ZapU2jOPFCsPS+0C+NRYMSnFez/fQZUtoDKEdmz+BS2gMaucQgXUML5NI6AxhbAuDmVJbAP51PDeVQWn8qtpUdK6NEyxzgVM76eHlFnH1a14ULJ+sA3Vv4v1we8Xu//1tb/tdXZlxbHclZ4pi71SFnumbrQ9d6MrRd/3Rg7c1P8VAZnwvqgCTb+423OjbM6O8EmyHjdmRGrjgxbfnDoco9RFr7GVmeM150xXndm7Loz4+3OT2ZE/LwxfuaOa3P33V/kmWl28tWG0Cqn+PpNFxsdo+UUTg0lrApWBdG4Ika0zPJE1tBl7ss3nS2qELX2qUYgvi7PqxqcuELbMB6FJaCwhBS20D6cTwnnfZWoBYtPCYcuRqFDuIDC4lHYIgpbSGVjwQpBU4qkgMoR0TgiKCsdWAIKi0dhVdM4InqkmBElZsQqHeMamNFSCou//nyR1dmXlseeLHW9/psTe4p90A8258auOzve+tw4y1MjV3oPW3Fo6IpDI8w8p9kdn2l/fJqN94wNvitc/NftOr92V7DlzvMMT+6Wo1GbvCM2e0Vu9Ync7hu983js7pOxu/xid/vF7PaL3XE8dotv9OajMVt8Y2geXGu36LVuCUt3xc3YFDd106XZ+x4s9cm1DeVtuqjZGCensPlUjoAeJXUIr57lxJ5q5c298ay1zzOiJZBkRLRlahQavzvStUHVG8Lfx6OpbP7/UjhSOUIqTHViQf+ikMoSOLD4VJaQwhY6hPOpLAGFLXBg8ylsoT1LSGELaU2rQQcDhfO+tobOFdEjxMwIKTNWwYxXMWOVzBgFrMdkxtY7J2pckjQulzROCQ3MGCkzSsqMkTGjxO/1KFtAZfHoXAGVxdtwoXjDhSK7CyWU0HIqi0dl8WgsHpVdTY+oZUZJnWIVGy9pNl5UO8epHGMU9Ig6CpvvEM6nhPMpbKED9GpwhLSIGma0xOp03vDlh5a5nCqoELb2qUYgvi65FQ1MrtA2FP6WBRSWkMriU9kCh8+/S2jnMgopbAGVLcJ8ilQWn8qBf+c36UIBlfN+fRpHROUIqWwBTH+kcoTv73IcIZUrpITzHcIFNI6QESlmRMsd4xtcEhsdY2Q0tpDG5lFZ1VR2NY0toLF4DhdK7YILHUKK7S8UrT71YoV39sqj2aY+WX/sv/vr5oszt1ycte3yVJeEifah422DxtsGj7MJNrYOHmsTNNYmcKxN0BjrgDHWgRNpET85J0xxvjh9+83fD6QsOvxkxfEXa84VUri1LokNzvENzBgZI7KGwubDl2QHFp8eKaGE82a5cH5c6xl8MbO1zzOiJZBk/M9T3yArLpIWl8hLyuQlZYqSMkVxqaK4RF5cKisokrx71yCra+1N/OfUKTRn7ktXB/E2hAtobIEDS0hhtY6vkcqGngkYZhJQ2QJ7Fo/CElA5QgpH4MAWUDlCqMmobCGF8347Hd5vrZDKFlDfR6neF106hDeVabP4TW2AeO+Tn7giGldEi2gquImSMKKkjCgJLVJMj5QyouWOcSpmvIoZLWNES+FH9CgJPVIM6z0dwnkO4dUUtoDKgg8hYdMjSgi3hMIRUthCRpTMPqRk5CrvJc6nC8qRZES0cbJL6+kc4fowAYwFU7GoxWfnunxQMr5/Y4QvkGwh9kVUlsCBzceqrfH/0YHFf1+vzeLjtkrYdAPhwaptCltA5YjeV/BEiRlREnqkhBEtY8YomLFKx1ilU5zKKb7eOUGz8aJm40WNU0K9Y7TMMUbmFKd0ipUxI2oYXBEjoob+3kR0rojOFdEjRPSIGma02ClO7hQc35U0AAAgAElEQVSn3JjY4JKkcU5scIxVMKKktIg6KlvgEM6jsAVUjqDJPyqksAX0KIlDOG+mC2fKuiOhV5609nlGtASSjP9JVJLaly/qXr0R5zxOdmGcNh7rb2wcMm4ca9y4yHHjooyNo4zHRRobs8aMDRw96s7aFXWp9+qLS+ueZssqilt70/8e6kYNN1O+OliwPpRP48B7fSvoxdYzXA+g/28n9L7NJK7fx9/uNOTAEjCiZdTQ0jHmvosdT70rQ0nriDZOboXaKapmfdj/OBn6K98c2O/vDFgDIIc/Gc+BxaNwhDRuDWxbS+OK6JF19Cjx/1tkk0VJ6FESGreW9r7BrQDrMdTy7YUeJXZgC37fcXGarS/7SlZrn2dESyDJ+F9CJa559bzq4b1kl/V+QwafGjwkZEC/cwD4AXAGgAAAggEIBSAMgDAAwgEIByAUgAgAkvr2vjhsOGfggKszfq2Kj6/Neiwt+9dox4vPlBZB/PWhvP+P9iL7bHNgCxjRMofzRcYWvosYfq+LUfkLoo1TKFTviK+1DuF/fiT632/8v7a/PRotoo7CFS3cf+PHdUdOcu9/830k/9MgyfifQFpaXnLndsaBLaeHDvDs3t0PJxM5QOcigXwJ6CcR9K8C8nWgfwPo3ybo3yHo3wX69wkGd4DeVQAuApAIwCUALnbqxO3V696ihRUXE6Ql/4LqtoRnytVBgvWhWDJQq99t24LRuSJmjMw+uGCMxdEFjJOvinitfZ4RiK8LT6J2vVy77gKSjF/YaBF1NG7NUrdbRov2OB2JkCrqW/tUI/4SJBnbOPKKqncXL8VbrHbr2PGQrs4xAE4BEAx0OIAUDUixOvrxOvqXAPkKIF8D5JuAfAeQ7xL07xMMHgKDZEBOAeQUoJ8G9DMAOQ0YpADSXQBuAZAEALdDh/uLFhdHRMgqK1t7L1si7qnCIkhgGwqzrYVf+/b3nzEhI0pGCy83Xnt8AcPvdQnyMiLaODxJo9tl8boLX6dE+j9stIg6Ole03P320MV7GZ4ciRzNGfjtgiRjW0ZeWnydQtlH1DsAwDEAToN2wYAcTtBnE8gRBHIMgRxHIF8E5CuAfJ2gfxOQ7wL9hwT9FEB+BMjpgJQJyFmA/IRAztFt/1TXIBuQnwByJiBnAtIjQEwButcAYOvqJa8wLYng1Eu+0SqZS88UFsEC2zAhtVmaObJ/bA7hPEa0ghldN976lAn92GvkZUS0daqlmgOXxevOI8n4hY0WWUvjipYfvDNsmauzd5QUScZvGCQZ2yiqhrzAwAuzpu4FwBOAU4DoD8jBBHIIQT+MoM8hkGMI5Fign0jQv0wg3wDk24B8F5BTCAbpQD8TEJ8S9F927vpu8PeFoweVTRxW+dOI8onDikYaFgz8/k2PHi/ad3wK9DMBOR2Q0gHpKgBsANKcHeul0tbe7Q9w97XKIlhgE8KnvS9bbv1bZBswBxaPGatgxkgn2Z6dud4r61V5a59nBOLrwpNqXKFkbO1fXxszGreGESk280obttTV0ZODJOO3DJKMbRF1w/1duzYC4AKADyCeIpDOAFIAgRRMIIUAEguQIgA5lqAfTyAnAfIVQL4ByPeB/iOCQSbQf0rQf9ujR/mPw4TLfxRvmCVzMpFtXSrbsljqslDi/IeEMle8djp/wQ9l44a+7dEjV0c/E5CygEEy0IkDIHPDhvrab66l8703ytXBAusLwvftCZGj8UuYfTifEaNgRtX9ZHdumtWRe0//NeVQCMQ/Q6rSnLgtWRuMvIxf2KjcGnq0xML3yfBlboxD4Ugyfssgydj2UN/ZupkOwHYAjgLScUA6CYhnADEAEM8DUiggsQEpCpBiATkRkC8D8lVAvg0MUoFBJiDn6rYvGjqgxmyqfMti+V5T+QFzudtaxcF1ykM2Sk9r5WEbhYeVwn21fM8K2UaTWotpFZOMXnfpmg3I2UD/EdBNAiBn7aoG4bcVo7z3RmERxLcOEdBhfzJ0u/8S5hDOY0bLmJG1P23wn27l+fBpUWufZwTi69LQqAlMlq8OQpLxCxuVW0OPFpv7ZkHJiHIZv2WQZGxbNKrvbt/OAGA7AD6A5A1IxwHxFCCeBcQgQMIkYwQgxTRJxuuAfA8YpAL9TKD3tksX4YKJii2LZLtMZQcs5IesFV72yqNU1Qmmys9R5cdUnqDLvTfIPWwU7mvlB8ykLgsEC3/I79s7h2DwhKCfCgiXAci2MG0QfUNd+u7n11ucF6y7wKOxBbSmyVda/S75bzf7cB49SuoYI55KPT/d+sijZ8jL+F9EoVC8evXqy45ZXFys/qJ9VgoKCiQSyeePU9+o8U9RIcn4xY3KraFHiS2OPhmx3J12KFwsV37+yUJ8JZBkbEOoGu7v3ecMwBYAPAHxCCB5AyKUjGcA0R8QgwEpBJDC30tGUjwgXwLkG4B8D+inAv1MQHrbrbtw4US5i4lsl6ncda3y8HrlUZrKj6k641J/bnO9/2bVuU2qU06q4wy5l5384FrZ3pXyjQtESyfn9+qVC8hZhPYPAeEiAE832KnFn5TX2KioVtXmqyUlGlmZWlKslpSoJaVqSXGjpEQtKVFLShqbm7SkUVLUKCnQKD7JnZlaWL8uVLDuPI/BFVLZfIf3s94h+zxjCWhRUsdo2ayNkTPWH72TWfBZly7if0hJSUlBQcHnj5OTk2NhYTFixIidO3eWl3+BZNbCwkJHR0djY2MHB4cnT77ALCC1tbU+Pj5jxoxZvHjxzZs3P1+JBiTLLZBk/NJG5Yro0dLVx3NHLHOnHwxFXsZvGSQZ2w7ZZ85u19HZAoAHIHsQiJ6A6AWIvoDoB4hnAPEsIAYCUggghb5PZyTFAnICIF8B5FuA/ICgnwZIT/Xal040EtvPke8yVbiuVnraKI9SVCcd30vGgC31/pvrz7qo/JgqX4r8sK10v7lsx3Kxw5zyycNy9To8BqRMgsEdAKIBeO6+/6MbXFeWlnz21zvuQ14FjuJHTSgKG/k2eFjh+RGF54cXXRhecGF4wYXhRc2sNGxEJXt0FWtYZewsteDjz5XccrVjhMgyuBoKneazbCH7R8ZnRInpEbJ52xN+tvLiXnuqbvwSFzHiK1NaWmpiYjJ69OjIyEixWPzPBnn79u2uXbsGDBgAmhg3btz58+d5vH+YlFJVVXXixImxY8diAw4YMMDT0/MfS1uFQhEVFTVjxgw9PT04YM+ePWk0WnZ29j8bUF2vunvn9sZzKbYcGQXlQ39hEzrGyK38341cdZjmHipGkvEbBknGNoKk4BV37sxtALiBdm4EkjuB6AH0DgOiDyAeA0Q/QDzdpBrP43yNMKPxCiDfAgbJBP0MQMzr0Kls4tDadb/Jti5VQtXo7aA6QVeddFSdcladclL5MVW+NKW3vcLTRr7fXLZzuZg6u3zK8Nx27R8DYgbBIBnoXwTgpmHPuqdpLWxwXUVO3MEfgmzA/d2E0rPtlVH9pZy+dayeEnafWnZfMae3hNO7jt3MWL1kkQMUl3+SX/qJF9Sh9uJPmtqPqMY3PM2WGPHaYB6FzadxRRT2F5gTFhklnM+IktAj6xbsTJhg7nEiMlmuQpM2/As4c+YMlFAdO3a0sLBITU1Vqf7GE7qysvLs2bMTJkzAtB2BQIB/0dfXnzVrVkxMzN9SohKJJDExce7cuUQiEfwZXV3dyZMnBwcHl5WVffqASqUyJSXF2tr6u+++g+O0a9cOG9PQ0PDw4cNv37799AEbGxufPX++bfPGAX26/2Ll4XJVQ+WI/tk0J8g+bByhY5zCJqh4tNlhm11Bwjr5p58dxP8YJBnbCNkBwfv12u0BBHcCyY2gdwDouQE96Gj0AURfQDzRFKE+B0gwQh0GSBxAigIkqBpvEvQfAPIjQHpKbP9uYN+qOePE62crti1T7jdTeliqPG1Vh+1U3nYqr/VKT2vFwbWK/avk25eJab/zfx/7tlv3bKCfAQxSCAb3gME9oHMCgMO2Nok3bkTHxkZERERERERGRkZGRnK4ERGRsY+TL10/vchrJYhw6fTIq09ZyBDNvSWalDWaB+aaZHPNQ3NNsoXm4WpNsoW2PTTTPFileeauyT8mSPjlnC04t/2XmJioqNjEqKjIKG0iE2PYobF3XSIENqw6CltAZfGRh+DLGEtAi5IyoiQmOxPGm3n4ch/KlEgyfuu8fPly/PjxeFnWr1+/HTt2fEo+Ym1tbXx8vImJCYlEwotFTDJiStTKyio9Pb2x8SNuZ7lcfvPmTTs7u65du2IDQvDDksnk2bNnJyUlfUo+YmZm5tatW/v164dtj46Ojq6uLn4L27VrN3bs2ICAgOrq6o8O+C4///jx4+MnTICbM2nlzi03kWT80sYROsYpbIOLjM2OmLqcLaz6Fpu1ISBIMrYRnvid2A/AbgDcAcmNQHQFeq5A7yDQOwyIRwDRGxCPAuJxQDwJiKcB0R+QggHpQlOQOhKQYgnkREC+QtC/CfQfAlI6IOeQO+QP7l368wjegkk1q3+ps5kldpgndV4odV5YZz+v1mpW7aqp1XMnFI0d9LxDpyxATgf6yQSDuzrtHwL9cF2DH8kddPT0iCRtiESSHpFkMpEUwtQPYnRjuXS/uKdbjt8A2cUpqkvTxHE/SuInyxN/kiVOkcb/JE3QsinS+J9qokbLrpsokx1OOBq3J7fTJQDiX6Cnp0fU0/1x5uJtEeXMuAZ7lpDKElBb/f7YJsyBxaNF1DGjZQv3XZ1kedgv6qFMhSLT3zRKpXLnzp3NvYMAgLFjx546daq09MPzfzY2Nt65c8fW1tbAwACvvZrLO4z+/fvv3bv3xYsXf7UxT58+3bp1a8+ePfGj6ejoYANig0O+++47Ozu7tLS0v1Ki+fn5x44dGzFiRPMtxIbFb6qurq6JicnFixdra2s/OKBQKAwNDZsxYwZecf5ovnfzjT9LRpTX+PnGETJiFNYBReMtvE1dzrwp/0ZnhUBokGRsG8iKn18y/X0fAPtBO3cC0RXoHSAQXYGeG9DzAHqHmtyN3k3uxpOAeAaQAgApCJAuAFI4IHEAKRJXRn0D6N8GpHugXQrQy9TVz+vS5WXvHm8Me+cP65c/vP8bw94ve/fM69T5CUH/EdB7CEj3gf4dgv51gsENgv4DHX17XX1AIAAA+vbt++OPP06YMGHChAnjxo0zNjYePXa80ciJVvMNA2kdTtl3OkfrHubS/ZZ7r/yAATnHemQc6ZJ1tGv20W6Pfbpl/YWlHO6ae6zLfY/evboQAQAksv6AAQP69evXt2/f7/9M3759OrXXm/b7sq2RpYy4BgeW4P00061+i2wTRosQM6Mkyw7em2zl4xeRLFMiyfhN8+DBg27dumn58/CybPr06SwWSyusnJOTs2PHjh49emjpMK3/qyUiISNGjDh+/LhWZUxBQYG3t/eoUaO0xGvz0XR1dfFqD95PduzY8fz5c/yAYrE4ODj4559/br6FOjo6LSvIDh06rF279uHDh1rH6u7du2ZmZs03aYr5/m3XNVRODYXFp7D4DiwBegv9EiZkxihsg0rGrfE12xJQwkNexm8XJBnbAiUJMX4dDXYD4Ab03ICeK9BzIxBdCXrwn+5AzwPoeQLi4T/HqU++T3AkBQLSBUAKe99/hxwFyLAy5hIgXwXk64B8E5BuA707QPcO0L39/s92twHxNiDfAuSrBP0koJ9I0I8H5EQC+aquvr0eCejqAgC6dO48evTooUOHGhkZDRliNHjwYCOjoYOGDDOf2TuA2vHEhi5H7bqcoXWN3t4j7Wi/uJ09I7d0j9nRI3prz9jtPWK394j5kEVu7RG/s3uIc6fvu+oCAHTakbp37961a9cu2nTt1q2bni5hwEAj2ukU5yQNhS2isQUUVDH9RYwjoEdImFFSM6/U0SsPbT4ax6+VtfbvANESL168MDMzw6soKIl0dHTwKmrlypXXrl3TaDTV1dXe3t7Dhw9vWYfhnXDNPwUAzJw5k8vlymQyuVweHh4+bdo0rRW0lBn+nx+Up8bGxj4+PgKBALo/V61apbU7H9wMrS3Ej2loaLht27bXr19rNJrc3FxnZ+dOnTrhNwD775NW7tpyU0PlihzCBRS2gMYWUFko0eULmGOs3D60YvL6s+ZbA4oqkJfx2wVJxraA5F3B5TUWewHYD3RcoX+RQITaEZo70HMHegeBnkeTcDwKiMcA8fj/V8aQ/Ju0YygghQMSC5A4gBwJyNGAHAvI8YAcD/QTmiwRkOFf4gE5GpCiCPoRgMwhQNGpd7hnD6O+PQAAhL+4cc8bA0IYHfwcuh+x6eJt2/mCc7cbB/sEOXY7TeniT+96jt4tgN71HL2rP+0DdpbWNYjRJcip18qZA3V12wEACARAIHz4iwAAQ42G03xvOF/WUDgShzAehY0qpr+AUdl8emQdLUq27kTGkMX7zLYHFlfVtPbvAPER5HJ5WFjY1KlTtX4jWgl/Xbp0sba2njNnDl6KNfcF6uvru7i4hIWFrVy5Eq/Jmq9MJpOXL1++fPlyfIC4uRbU09Ozs7MLCQlxcnLq3LmzltTTWnnevHlr167F8iBBkxzUckz+/vvv58+fd3V1xSc4Yr5G/JiTJk2ytbUdOnQo/rBg+hIumfjH+m2XlfRICQxZUDlC+3A+Kqf7fGPESDeEVkyjXVjAOJWCppL6hkGSsY3wIuSCKwB7AHCDuYwEIuZxxMytSTjCUPWRplC1b1MvHlhVHQCIMGZ9HpAuNPXlCQckNiCxAZkFSGxAYgESC5DCASn0vZFDCOQgQPYnkAIIpNPtDTa3J3nbbbh89WrS5ctJSUlJSUmXLl1KSkq6eOlywsUrGfFbIp3B/uW63rZdvay7+jO6Xdrfx8++q5dNZ98NXXztuh5d3/moXRffD9nxDZ1Pbuh0wr6H74bejDnAd8uMK1cuX7ly9dKHuJgQd+3OA8/LVVYhYgeW0AHGkpBk/HxjCWgRdYzIWsvj6UbL3Kz3XCjnId/Av4PS0lIvL69BgwbhtdFfhZuxJfjlurq6y5Ytg85IjUYjEolCQkImT56M/4+Y3moeHca+Eb986tSpUVFRWPn29evXFy1apOUT/WAIW8srif3dyMjIy8uroqICDpiammpjY4Ov3WnubtT6Iq2NH9Crq7O7/65LCnt2LYXNp3KElHA+hcWno/vJ55qQHi3dEFL+KyPkF9ujsXf+MgUW0eogydhGKI6M8evQcTsAboDkTiC5EohuBG3J6NokIps8ju+1I+Z39MXVVp+G3RwJJGj+BFIAIJ0DxABAghYISAGA5E8g+QPSWUA6DYinAPE4geRDIO0D4AgAdZcu//X21mdG09yXArdl4LBlR39m94S9vb1tuhxc0+mIdWcPy06elp0OW3Y+bNX58Dpt87Lu7GXV6ZBlB9/V4L73CI3s0UcPjt8Dlbl/xYZwPpUrgklIrX2LbAtG49YyIuWWx3OGLj9ohSTjv42cnJzNmzdj2Y0fFI54pyC22s8//xwaGtq8aqSwsNDHx2fIkCF44aWrq4v5Lwl/BhtwxIgRvr6+JSUlWgMKBILw8PBJkyaBP9O8SkZrwC5dujAYjLy8PK0B5XL5tWvX5s+fj98k/J9/NSCRSFxluvzpk0dZxXJ6lMQ6hEcJ51Pez1kvQE0YPtc4QmaM3D60YjoteLqNTwySjN8wSDK2ERrq6nLc3Q/rk3cAghsgujcVTX/Q3JpC1VA7NslHIiyvhvmOPjgRCXWkH8yAJJD8ABGz44B4DBB9CcSjBKIPgXSIQNwHCNsAuGxPUYpELWywSil7FOEYwOh9xJJ40lYvYed3ZzeQjlq187PVO2mrd2p9uxO2en42xJO2zWw98fR6Pa4L8a7flNp3Nz96ZGoVmuO3xOaB1fYsAY3T2jfHNmMsPpUjpEcr7PzzR670stpzoYz34cpTxDeLWq2+d+/e8uXLm/dE/KBLz8jIyM3N7a8KqyG5ubmOjo4t1Nlg3kcAwPfff89kMlsorNZoNMXFxd7e3lrxYsxVqeWt7NSpk6mpaXJycgvNJqurqzkczuTJk5u7J/HaES4nkUgzZsyIiIiAEvlZlWZDKH99GJ/KEdmz+BSWgMIS2IejV9DPNUa0dENoxXRm2K/rfRLuaWt9xLcDkoxtCJnklvnSHQDsBrruTRXTWkrxg35HvMF8x0OA6AmIRwjEI+C9eTfpyP83AtELEA8TiJ6AdIhA8gB6BwHRFehtB8CzQ4eCqJiPbm9jg7KmLDs5fP0Vnxl53CXPuQtz2QufcRblshflshfmshc9Yy/UslzWwjzu0tdRi8uv29SL33zKUVE3ai48kq8O5tuF8ijhAhobVTh+ERM6sISMaJl9cOEoM2/LncElKJfx30lNTU1ERMSUKVOwoG1z+vbtS6fTX7169dFuixqNRqlU3r59e/78+VgzbdAs/tu1a9dVq1Y9ePBAoVB8ykY+f/6cQqHgm/LgpR4AoGPHjjNnzkxISPirpjlalJeXHzp0aNSoUX9VKEMkEseNG3fq1Cl8+8aMYhUlXGgbyqewBVSOiMKC8wIgL+PnGj1STA3nzd2eMH39seibTz/lDCJaBSQZ2xRVcTFBvftsA2Av0HUDJFeg974aBhBhDbVri95HV5z30f0DnkjieyMQPQh6h3RIBwlEN53/T5o8QNDbCcChDu2fHD+hln/Sk0Cj0TTWy+rlNY2qOk39J5pY0yDWqP9GfS47U2EeyN8QDu/yyCXwBcyBLaCwhY4xsg2Bb0et8rLYEVhU2ZJTGfGNIxKJtKbsg3Tp0mX58uWfru0w6urqoqOjZ86cqa+vjx+wQ4cOM2fO5HA4Uunf66WiUCiuXbu2ePFifMkL1HYTJ048depUTc3fe2lpbGx89uwZnU43NDTU2msjI6OdO3fm5+dr/ZdXfLVLdI3VeT6VJYRvnlQ0AemXMHqkmMYWmuy+PHG159moh5/wYoJoHZBkbFs0NpaeDw/s3mMbALsA2E8guhOIBwlEVx2iqw5McPyIZMR7HD/oodxPIB4ARDdC02gEohuB6A70YDza87sOWSdOtPZR0IaVqTAP5NuFC2jo5v7ljMatYcTI1we+HWtxxGJ7UGEFkoz/et68eePi4mJkZAQAIJPJc+fODQ0N/btiEQ+fz/fx8cEmGJw4caKfn5+oxZSVllGpVCwWa/bs2XDyaCMjo3379rUcK28ZtVp948aNNWvWdO/eHQDQuXPnNWvWPH78+IP+1NIa9a6E2nUXeA4sIZUtpHEEFDZq9foFjB4ppnMFS/ZeHrpo794zicp6NJXUNwqSjG2Q6oT4a0v/8GxH2A7AXtDuAAGv8FrSix81N6DnRiAegP8kEN0B0Q0QXQl6ewDYDoBXhw7Zfidbe+8/QPhj+epAvl2YgM4WUNH9/csYn8rmM6LllJDi0RY+q3cGoyY7bYbk5GRHR0cvLy+hUPhFBszLy9uzZ8+WLVtaTlv8dHg8noeHB41Ge/DgwRcZUKVShYSE2NvbczicFlYrrWncHl9rdZ5HZQup79t1CVGG9OcbLUJM5QgW778ybPGevacSlKqGL3JaEV8cJBnbKvVPD7r7kg2a3I3t3AhE90/wMn6KanQFRDcC8SAguRNIewHYCsB+ABItzN+w2a291x8m6ol8VSB/fZiAiiTjFzIqR2gfxmPGquiRwtFrj6/eFlhSiSQjoo1TXNO4Pa5JMrIEVJbAAXkZv4TRI+voEaLFrjeHLz2w/2wS8jJ+syDJ2JYpi45I/H3KQQC2AbAHgP3NWny3HJ7+UMCa6EoguRFIbgTiXgC2A7AVADcd3Qe7d2s03+6P/HKewiyQbxsqoHKQZPwyRmUJHMKrmTFKZkTND9YnFzFPPCuoau3zjEB8XUpqGncm1K47z6ewRfBXQOMI0S3lC9xPImqY0dJVR9KGLz2w+zQKTH+7IMnY1hGV57rtC+7b0w2AnQDsAGAv0Dnwqd5E7X+6AaIraLcbgB0A7ATAQ0fnmgOt6OKl1t7Jj3DtudIikGcTyqNxBMgl8GWMxaeyeMxYBY0rnLL+9HzK0fSXZa19nhGIr0utTHP4mnhNMN+BJaKyBTS2kMYRtf6P8d9vVE4NI0pq5pM5bOmB3X4xKDD9zYIk438CcXbWK79DMeOGHiEZ7AFgJwC7mvyO/y8fCXpYpqMbLuXxwHtrtxuAnQDsAeCgrp63gcFVK+vS23dae88+iSvPlRbBfJsQHoXNp34zTXa+kc34pyakhPOZsUoqRzDZ9tQftOOZryta+zwjEF8XhUrje0tiHsijsIRUloDKFlLYIvQW+vlG49YyIyUrvdKHLXPddTJGgSTjtwqSjP8hlAWvq1PT7phZBPTo4dff0NOg/T4A9gKwD4DdAOwCYB/Q2Qd094F2B4DOHgB2AbAbgD0A7AZgHwDHuvc9PWAId9pPb1mB/KwstVTS2jv0qVx+rjQL5NuF8GhsAWylhm+QYc8SOsA7F0tAgUqOJaC8T1T6y3sclS2g/nm6aur/zwbxpz+hOeCXsN6v6cASUFlN39jad+2/ZxwhlcV3jJHTOaIpG/wXMPyykGREtHWkKo33DYl5EAxMN/XZaVKNtKa7B3YPcWD9X3tnHh/T1f/xm50kgtBYHn5orcWjKG0oUqmlD4ouas/MJDIzEbG1jYiIpZSHqAexNG3NPnaptbUEKRJrNSIik30fc+6dLZNk1vv740yOaxKaKiJx3q/78vI6c+423O987nc7jz3sddoTvoxhAaT2v3BheQ08ggxqU5IrI/lyCpomaL54MiqsSeRnh+3XhB/Uf74xpfeUNdHxR6vNWDK+omDJ+Nph02orsrO1Offvb1l99N3B8gGDhIPeTxjq/0P/d/7X1nezl9t/m7nFeXvu6d3np6H+e4e8Lx3iL+j59sH33itJuqDLK6gqb3zK4HyWebaAYu9VhdktMmVvjQHNuoxho2UUT05xZRRXRvHkdTsC7UAEqMMAACAASURBVJ3Yana3H0RC8qWPtOajj2pkIvfRTAB/S0JrfmZ4UsCTAJ6k4Q13/Te+jORKQPihyvCDulERso/Dd1y79+yNTjCYRkGFid58Vj/rJxUf2hAZyZUBu0GQU1D5caVQO1JwDv+RjqSe1PSbKwE8KeBL7X/yZYArAVwJFSZTh8kpnlzNtStUii+nuDK7wbG/cEob4QtnbXuyT73gsD0wvXz7ESwZX1mwZHyNsZlNFGkEZDVJVVFUZXlRvvj7tJjQ28s46RsidfduV1FUFUkZSar6ocr0nNptNAip+ZYwuZolALwa2233CD4m+wBPAtC7Pl9G8aVPbOIIXYN8ORUmhz8M9qVm+XKKL39sDk8KuFLAk4IwORkmt3suH4lL+KMib3yORr6c4orB/IMV8/drApccGBW85Zff7+OUdUzTxmilt12smPkT4MvU0FCESgB0LobCRxs+HdCnKAFcKcmVQrNA8RnvkA4bfInlympEpwQWYlPQQxkmr9Ga0AEpJZkWgwvNTkMbhH+2Af4+9aJfzHN3Pnj783VR245Um7AteUXBkhHzOFYLbTW/yuXPz8DtQkuEXB20FyDDavf5ydRcmTpMrubL1dDbx5WRoRJyngSESECImAwWgWBxXZuEChaTwSIyWEzOk9i3UAkIFZPzJCBUSoZKKa6UCpWSXCnFk1M8GRUqo3hSMqxGKYbJ1fagkpy0NwRueMP9dzYpyZeqwg9WhO3Tjos87B/0X8HJW0YzXrQB08T56Wrl9B9VXGnNi2LNStNQ3nHtjwYz1kxxpRTf/g5pj2A4bCgiwYMeSikMPtRoSnmN6LQfvMaOMaLeDW8Q/tnGl1MLE01Bu7P7TVu/YMM+ncHc0P/OmLrBkhHT9Pmj0BKxXx0keGypQHt6kJQKEYNgIQgWApaIZItIjggECUDQXsARqdgiwKq9icFcMckWArYQBAlJtogMEpFsEckSApaQZIlAkFDFEgGOCHBEgCUgOSKSIyJZIpIjJjkiki0m2UIQLATBIhDyKIHpkXuycWwwAHewImy/5j+Rh/znbvz5xG0jtvOYpo7wRuUXCQBFCVDyYpiMhC+c9uiBlAyVUsFiKlhMsYUUWwTYIsASArsFYGwcEckRAY4YcKCJEJJsERkiJueJQbDk0RtpCHz/lFBcKckVk6GSmkRJRg5M4934cmrhUTNrT3a/L9ZxVorKqGdfcAjzQsGSEdP0uV1oXbBPzRKo+PbcQZIrJTliECQg2UIwVwDmCsh5EiryqGbjb/rtlwyS61X7blcdS6/6NaPq9L26t1P3qk5lGE9nGE9lGA//WSW9USW7USW5UfXD5arNSRVbkgxx5ytWHtd9c1T7zWHN14e1UYnaxQfVHDEZJCJZInKuALCEqiAhOVdIsgSALVRxxGBeTbY775X3HPBlZKgEhO2vCD+g+zj6uD8rTnjqlglLRkxTR3ij6osEUBNlRhFhEColg8UgWAQ4QjBXCObuBUECECQArL2AJQCzBSBMRkUe0Sw7qv3m8S3yqDbqqJq/j5orBCwhCBaBuUJy1l7AEYIgIZgDDyJQzRGoguy2gmQLAEsIzRfJEgGOiAwWAxjfQI/nK25AHt8AT05GJJqD9mT/e9p6zkphkaqyof+dMXWDJSOm6XO72BpxQM0SAK6EDBEBthCwBORsAeDvo9b/qpfdrDr/wJSSZ8osN5dpaN0/e7+tNtOqChpU0KCCzgG2DKXtfpklo8ycWW5OKzZdzTVdyjYl55h+yzRKb1XvuGhYflTLEZKsvSBICIKEIEhgd1IGixk/AK+gA1JK8qXk/AOGBYcMk9ae92dv/fn4dRMOTGOaOsJrlZ/9oOJK7TmIIRLAFsCHl2QJSbYQhMmpmGPa/10wCFOrEu9Un31QnayovqQw3SwwZ5ZbMpWW++WOW2aZ+WaB8XdF9aWs6t9zqpMVppP3qxPTqo/drT50pzrhatWOZMOu3w07kg3rT1cs/0W7/BdN9C+aFce10b9o+TKSJSCDhCBIqAoSgrlCMkgIOCIQIgHcV9Z61N7k1IIj1XP3ZL8zY1Poamkp9jK+qmDJiGn65Knp2JO6aQkP5+5VcUTkwoOabRcqzz8wppeZy7QNeWG6ajqPtN4uNF3JMyWmGbdfqIz6RTdfToWISLYIBr4Bay/gCEGIGIRKSN6jlW1Je4LUo6rMmlUoUEk4yo+ExT01SVdPa8khfawN0KPGH8zuITVL6/JkZNh+bfgB7bSNl9+avPqb/x3V6Ksa8tvEYF484htVXyaAUCkZKqHYIsASqFgCMlxOfXem4tAd47V8U3qpuYiyaqtpy3NKCK+20HojbTDReiOt1NH5pCWftBRQlkK1JZ+0pJeYbxSYTmUYf06tXHNaH3FQM09KBgkBSwTYQtWcGs9liIRRKCMFNWaBUZEjh1nXsImE3YBw0aeyR4mVPLk9WZMrpbjSR/s+5tpkZGdyZTWtguxZntSjLMxH6ZhUxOEqzo/5g1jxwbGSYpXh+Xx3mOcNloyYpk+Jll59Uj/jR1Xscd2Ju6YcYPmHrsQXhK6KLtZYFQ8tt0vMR/40fX/esCxREy4nuVLAlQCOkGQLSbYIcIQgRPQoa4ovp/gyKkwG6ysBXwq4EoorhSOAizKuUOMP6ROafdTkRXFrrDlsFxImQ/WeVE2jEIovAzwZGbZfP0+m+3jluXdnbd6x73JlNY5MY5o4pzKqZ/2omvMzCBaTCw5o4i9VXc4xZ6vMDS5yqi20Um/LBZYMpfmswrQ31bj+lG7RISpUSs6TghAJyRKQLCFgC0mOSGWvzEOPM+wOIafCZOR8GRUqpUJRH4ka/ce3V95QfDlZ0xKI5EoBv+ZNkiel+Kg83P5yS/Jg8bjUvgsf2hDYTqjGHPHlFF9KLThcHSooepe9a0LErpuZja+V22sCloyYpk+hhpbeMJ1/YAL6RhM5tdG0toou11kLKcutIvMvaaZdyYbYE7qlRzQRB6j5cpInJYPFgC0EHBHgSMhQKQiVkVwpCKtRezyYki+xl2FCw82XknwZ4EkeayrJyOW39wx6lE0vJflydY0eJblSiisB88QgRKQKEqpC5Tq2UMXfdTvpRq6hCutFTNMnKas6WKz66rAm8Y4xj7RWGBv6gp5AtYUmK2wlGkt6ueWiwnzgZvV3v+mXHqEWHqDCD5A8GckRkkFCFVsEQsSAK6H4Uiqspt94TSU4lIPIfUjxZMi/SHIlJF8G7GGHmldWnpTky9Swz3mY/JG70R4YkZE8GcmVAK6EnA+bjsHkcjnF26cOO1j5ZXzuMN5PK3edBBqcy/iKgiUjpuljstJVpoa+iH+G1UZXmmh1pU2pt6aXWZMemAWpVZvPVaw+qV12lPrqMBWxn+TJKI6YYolAsAgEi8A8CQiVAK6E5ErIUIk9MM2tcQzUloy8mugSajMeap9PwrZBHBHJFqpCJWDBfmrpEU3UUfXuS5Up+SZSj8Ui5nXhZpH17APzQ73V2mheP2maps1WWldtU1VYs0nLlVyL/KYx7qx+9Unt8kT1kkPUgn3qECnJkZAcEeAIwTyJPYjBlVGhj4enuYzG44xOQCj+YH/V5NdkKKKekY+tiyMhuVIyVEaGwjOKAFemXnhIt0CUl3AyXa1tNOuKvYZgyYjBNEqMFrrSROuMtiKN9U6R9dRds/haVXyyfsM57drTmpUnNJFH1Iv3UWFyap6EnCsEQUIQLAJskYojVNXZb5IjAmwRmCcGwULAFoIQMckSkiwhGSql5u9Tf3NEs/KEdt2v2h3JhuN3jellVl2VDQeiMa8b5ibRstZspStNtgqjrURju5pnPZZm+vmKYXNSxfpftSuOaZYeVi/YR3GlVJBIFSRQcURksIQMkYAQewNaMlRKzrN3n7X/nSul+DKKK6XmSSku3GQUV6YOlZBcCTlPTM4Tg1AJGSKGjYQAW/Bwnhgs3K9efkyz4Yx+75WqqzkWYLA8rwRQzAsCS0YMpolgtdEWK22y0iqD7cFD280C67lM89E/jcIUw57f9TuT9ZuS9HHndJvOaFee0EUf1654fIs5ro05po06pl11Uvffs/pN5/Q7LlbsvlQhSq08lmZMybXkUbZKE22x0o3KvYLBYP4CG01bbdATSWc+tF3NsZxON0pvVO1K1m9J0q8/o489oVuWqFl0UBMmV3PEIEioYglBkACwBSq2QMUSqNgC2IlWxRapOCIVSwhYApItAEECVZAQsEQqjlA1X0YtPaSNPq777jft9gt60bXK8w/MOcBWZaYbl8v2dQZLRgzmdaHCQleZaNJAP1DRGUr6wUPHLeshnV5G55C0porWN/JQPgaD+eeYafqhgc5W0X8UWZMV5tP3jPKbldLrBsk1w87kim2X9LuS9buT9VvO6dec1q8+rVtzWrfmlP6/Z/U7kit2Jut3JOt/vFIhulYhvVl5Kt2Ymmu+r7SpcGeFRguWjBgMBoPBYP4eFpquttEWG2210doqulBN51N0HkUXqGlgoE1W2myjTdh92LTAkhGDwWAwGAwG8xdgyYjBYDAYDAaD+QuwZMRgMBgMBoPB/AVYMmIwGAwGg8Fg/gIsGTEvD4PBkJ+fn5ubm5ubW1paajLVXZRbVlaWlZWVm5ubl5cHJ8O/5OTkkCTJnFldXV1UVJSTk5P3ZHJzcxUKhVKptNkaPhNbp9PBO1KpVE+5HpvNplQqs7Ozn35fWVlZRUVFT/oaMRiMxWIpLS3Nzs7Ozc0tLCw0GJ7/un5GoxGZqSc9qtAKaTSa5352DOZlgiUj5mVQUlIik8lmzZrVrl07Pz+/du3aDRw48Kuvvrp69aqDcsrJyfnoo4/gHCZ+fn5+fn4BAQG7du0qKSmBk3///fdu3brVnlx735kzZ6pUqoa49cfYsmULvKTp06eXl5c/adrDhw8nTJhQn/saOnTolStXXuYtYDCNAoPBkJycvGLFil69esFHqXPnzjNnzpTJZGq1+jmeKDEx8S+fU/jn8uXLKyrw0iaYRgyWjJgXTlJS0pgxY1xdXYla+Pr6rl+/3mh8tFDrgwcP+vbtW3smwsXFZcqUKfn5+TRNnz9/3tnZ+SmTEQEBAQ8fPmy478BObGwsvJ7AwEAkfGtTVlb2zjvv1Oe+2rVrd+7cuZd5CxjMq09ZWdn8+fNbtmxZ+5FxdXWdPHlybm7u8zqXWCyuz6NKEMS8efP0ev3zOi8G8/LBkhHzYrl8+fKbb775FDPq5eW1YcMGq9W+UFR2dvaQIUP+0vhyOByr1ZqcnFz7IycnJycnJ4fBUaNGvQqScd26dfB6JkyYUFZW9qRppaWlAwYMqM99vfHGG+fPn3+Zt4DBvOIAACZPnvx0AzJ27FitVvtcTld/yRgaGoolI6ZRgyUj5gWi1WoDAgKQxezXrx+Px1uyZElERMS4cePQeKdOnZKTk+Eu2dnZ7777LkEQ7u7uY8eOXcjg008/bdasGdylc+fOaWlpxcXFkZGRXC4XTliwYEG3bt0IgnB1dfX391+4cGFERER4eDiXy01ISHgRaUx/l/Xr19dHMur1+u3bt3O53IiIiIiIiEWLFvn7+0O92L1799DQUHi/XC537dq1eXl5L/EOMJhXnW+//RbZllatWs2aNQuagunTp7dt2xZ9tG7dOvSm+k+4c+dOeHj4/PnzFy5cuHjx4qCgIHgWDw+PcePGwUc1LCyMx+MlJiZWV1f/8zNiMA0FloyYujEajSdPnly2bFlUVNSdO3domr59+/aaNWuioqK+//57JHeqqqr27NkTFRUVGxv766+/Ohxk+/btMB7t4uLy2WefpaWloY+0Wm1YWBgy30uXLoXjCoXivffeIwjCx8fn+PHjzKNZrdZFixa5ubkRBNGmTZv9+/fXvuxp06YRBNGsWbMdO3bU805TU1NjYmKio6Ph9WdmZm7YsCEqKmrjxo1//vknmpaUlLRixYqoqKj4+Pgnqc/U1NTVq1dHR0dHR0evWLHi2LFjVVWPrY1VTy9jbb7//nsYgp89e3adEyorK/fv379ixYro6Gh48fBfDQEA2Lp1a1RU1IoVK65fv47G9Xp9QkLCsmXLoqOjL1y48Fx+RDGYhiItLa179+7wKevatevRo0eZn8rl8s6dO6M32KckhzwzBoMBxknatm175syZOufcuXNn06ZN0J5ERUXt37+/srKSOSE5ORk+yHv37mVmXt66dWvlypWRkZHbt29/SjI0BvOCwJIRUzdqtXr69OnQtk6fPn3VqlXI1BIEMXr06Lt37yqVytmzZ6PBli1bLl68GFWZVFRUBAYGwo/69u2bk5PjcAq9Xv/RRx9169aNzWZfuHABDioUCmhwfXx8ZDKZwy5nz56FjkZfX1+xWOzwqdVqnTBhApSMa9eureedrlq1Cl7kqFGjYmJi+vTpg+6oR48e+/btAwB89dVXzLyoSZMmZWdnO5x648aNzK+IIIjmzZtPnDjx6tWraNqGDRueTTKuXLkSehmnTJlSu44nMzNz2rRpDmmdb7311sqVKymKgnPS09ORj3bNmjWo6qioqAi6ZgmC4PF4uP4a06jZvHkz/M/s7u4uFAprT1i3bl2bNm3Gjx8fHx+Pno7niEKhgFklrVu3lkgkDp9ardZdu3b16NGDeJzx48efO3cOPpU2m23BggVwvHv37vfv30e7IwPSokULXPeGeflgyYipG61WGx4eDh2E3t7eRC169OgBI8gOxMbGwiNkZGRA+eXm5rZ48eI6z5KdnZ2RkcEsmka5jN7e3gKBgDk5LS1t/Pjx8Cx+fn613+CtVuvEiRMJgvDw8ECX8ZfExcW5uLhAK1z7dt54442hQ4fWHv/yyy91Oh08gs1m+/HHH2vPgfj7+wMA4Mx6BqZrExsbCxXhpEmTlEol86PS0lJ413USFxcHq4uysrJ69uwJ/zm2bduGvvPS0tJhw4bBydHR0RaLpf5XhcG8UphMJi6XC/8zDx06tLi4uPYckiSvX7/+4iqXkWT08fERiUQOn0okEg8Pjzof1f79+6MXUVQnN2zYsKysLLT7rl274O5vv/32rVu3XtAtYDBPAktGTN1otVr0pksQxKBBg06fPn316tWgoCBmEcbMmTNTUlJ++eUX5JwbPXo0bD924cIF6HVr3bp1bX/hk8jKyoJK1NnZuVu3biNGjBg+fPgHH3wwfPhwpg9v+PDhtYNKFosFeRnXrFlTzzNu374dBrsJgvDz80tISEhNTV25ciXTmo8cOfLy5csXLlxAKZhvvvnmH3/8AY+QnZ3dqVMngiCcnJyWL1+empqanJyMZnp6el68eBHOfObAdExMDPIyOtTxfPfdd/CYvXv3PnToUEpKyq5du9544w04OHXqVOhKycrKQgp++/btSDKWl5ePHDkSSUaz2Vz/q8JgXilUKtUXX3wB/zOz2ewGacWalZX173//u067V1BQgGr7IiIiUlJSLl++/Mknn8ARFxeXI0eOwJmrV6+Gg6NGjWLGZ3bv3u3u7k4QRN++fbFkxLx8sGTE1I1Op4uIiIBmy9fX97fffoPjly5d8vX1heOBgYFI98TExEBfnb+/P2xgsX///latWhEE0bZt28OHD9fzvAqFok6vHpOWLVsmJCTU3tdisUyaNIkgCA8Pj9WrV9fzjFu3boWS0cvLa/PmzXCQoihUuNO1a1cUXD506BAc7NChA+puc/z48c6dO7u7u0+dOhXlJJ08efJf//oXQRDNmzeXy+Vw8JklI/IyOkjGysrKsLCwVq1adejQ4ccff0TjKE80MDAQ/nNkZWX17t2bIAhXV9ft27ejmWVlZSNGjICTV6xYgXMZMY2X/Px89P4TERHxDEfQarWlpaVlZWXl5eXPlqSBvIwtW7Z08DKeP3++f//+Xl5egYGBKL0kJSWlS5cu8MHcvXs3HGRmyzBzYHbu3AklY79+/dArKwbz0sCSEVM3Op0OeRnHjx+PUrCvXbvWsWNHOL5u3To0XywWe3p6QskIX4sPHToEJaOvr+++ffvqed6nS0YPD49u3bqhYKsDzFzG2l7G0tLS9PT0e/fu3bt3Lz09PS0trbS0lGbU6HTu3Pn27dtwclVV1cyZM+FJORwO8r1dvHgRZgS2b98edbfR6/VKpbKsrAxOM5vNRqMxMTER5gh6enqilKbaktFoNCoUirS0NHhV6enpGRkZtVOsmLmMTMlotVopiiovL0e7WK3WyspKJPdHjx6tUChomn7w4EGvXr3gLxOzNshBMuLANKbxUlhYiCQjn8//W/uWlJTs3LlzxIgRsP92+/btFy9efPPmTeYTQZLkn3/+Cc1Ienr63bt38/LyHBzzTwlMV1ZWKpVKpVKJ6qbNZvOFCxdgaqO7u3t8fDwcR5JxxIgR8PmFIMmIA9OYBgFLRkzdoFxGgiBmzJiB8vauXLnSoUMHgiCcnJyQgaNpWigUQsk4bNgwKBmTkpJguLZFixbMmUwePnyYn5/PrBZEuYzOzs49e/YMCAgYNWrUyJEj/f39x44du2HDhgcPHjzpmp8uGYOCgjw9PT09Pb28vDw9PZs3bz5hwgSr1SqVSqGXsVevXsg663Q6FOFauHAh+lU4d+5c8+bNoZfRoSGixWJRKBTHjh1btmzZrFmz2rdvD3f38vJCipkpGWFg/fbt2127dm3evLlnDT4+Plu3bnW4+CdJRgRFUTdu3EhISFi6dOmHH34IPb4EQYwdOxZ6GZmS0cHL+MEHH8DJMTExWDJiGi8AgM8++wz+Z/7yyy8d+hVADAZDdnY2Si+G5Ofnf/bZZ+ipQbRv3575urt69Wr4qEIb4unpiYIqCCQZW7VqVbv8BZ3u1KlTa9euZbPZXbt2hedyd3ffs2cPnMD0MjoEpnEuI6YBwZIRUzfMXMagoCDUVgZJRhcXFxRGoWl67969SDLCSMqdO3fg27Obm9uiRYtqn8Jms4WHhw8cOJDL5Z45cwYmHikUisGDBxME4e3tXWfB41N4umScOnWqw+/B8OHDzWazTCaDXsaBAwfCRWXg7aPfnoiICBSiOnv2LJKMKDBts9nOnDkze/ZsGDtu165d3759BwwYAIusvby8UD8gJBn/85//QB/ntWvXaq9R8e233zpc/FMko1Kp3LZtG/zSCIJ46623hg4d2rNnT6iDAwMD4U9OVlYWlIxubm7x8fEozUupVI4aNQrui72MmEaNwWAICQmB/5kHDhxY5xIvBw8e7Nu375QpU3bv3g2DJ2azefHixXAvDw+PwMDAzz//vH///nBkwIABqAAlMjLS4VHt2bMn0wtIPy4Za1uwCxcuBAcHw4LCdu3avfPOO4MHD4apPu7u7rt27YLTUPnLyJEjmYHpPXv2YC8jpgHBkhFTN0zJyOFwkCPwypUr0H/2FMkIbaher0cFzv37909PT3c4RUZGBqpomTp1KsyiUygUsPylRYsWtesNn87TJSO6GMS7775rsVjkcjmUjIMHD0aSUaPRfPrpp7Ul45kzZ2BgumPHjmfPnoWDx44dgzrS19d36dKl58+fz87OvnHjBrwRppeRWTENJWNKSkpt30btRMwnScbKysrg4GC419ChQ+Pj42/duqXX67dt2wa9EWPGjIGSUaFQwPIXZ2dnphezvLx8+PDhWDJimgZxcXHwP7Orq2vt4IbJZEIJJy1atIANSu/fvw+bCTg7O/N4PGiI7t+/DxftZDZ5XbJkicOj2qlTp/pLxrNnz7Zp04YgiJYtW4aHh//666/FxcWZmZkwmO7m5rZz5044c+3atfD4/v7+zLjKzp074asgloyYBgFLRkzdMHMZ2Ww2UzL+pZcR2dAdO3bAI7i4uEyaNInZXDojI2PMmDHwUx8fH9RkEQWmW7RosXfv3r91zU+XjEePHl22bFlMTMyqVatiY2O/+uoreNLdu3dD0TZ48GC0kgozML1gwQKUOokkY4cOHZKSkmia1mq1SIwuWbIEne7y5ctQEDO9jEgyTpw4EeYylpeXx8XFRUZGxsbGrlq1KiYmJjY2NjU11eHinyQZExMTYXF027ZtmT8hy5YtgycaO3YslIy5ubmwkJMgiMjISDTz3r17sCyGwIFpTOPn9u3baIXSrl27yuVyVNFFkmRsbCw0UwRBBAcHw5zClJQUuF5L27Zt0XsgTdPR0dFwZmxsLPTKJyUlLVmyBNqQVatWLV++fM+ePbBBBIKZy8jsHWs2m2fNmgUPyOFw0Pi9e/dg0rObmxsKTG/duhXO7NKlC7PMJTIyEtoBLBkxDQKWjJi6YUrGuXPnojZmSDI6OzujMAr9BMlIUdSHH36I3si7dOnCZrMjIyPZbDZqH00QxOTJk1F5DSp/8fb2fr6S8Uls2bIFehkHDRqEvIw6ne7zzz+Hl8f0MqJcxo4dO0LJWFpailabmDRpElxDVqVSTZ48GRp3pmRES5lNnDjxby3e8CTJGBcXB8d9fHx++uknOJiYmIhKlMaMGQPDc0VFRYMGDYKDAwcOvHfvHk3TGo2Gw+GgFt/Yy4hpAqB+1wRBuLq6Tp48edGiReHh4ajMiyCI1q1bX758Gc5PT0+Hz0ubNm2Y3V6XLl0KDV1cXFz9+/UwvYxSqRSNV1RUoAaogYGB8PHXaDRoNQQPDw/UCAL1eXVxcVm/fj0cTExMfOutt+A4loyYBgFLRkzdMJvsMCXj1atXYe+Y+khGON9hTRQH/u///g9qL4hCoXj//feJulp5/yWolfffWv1l69atdQamUS4j08t47tw5eJsdO3aE5S8VFRVTpkxBtzNs2DA2m40yC+HFoF+OZ179JTY2FkrDqVOnMiXjb7/91q5dO3hMPz+/zz//fPr06T4+Pujso0ePhrlQ1dXV6B+UIIgBAwbMmTPHoTh95cqVWDJiGjsURU2ePPkpNocgCKTDaJqurKycMWMGQRBOTk5z5syBtu769eswWt2xY8ebN2/W/+xMycj0MlosFjabDc/u5OQ0po5uxwAABaVJREFUbNgwFosFF0eFuLi4xMfHwwfwxo0bfn5+cNzHx+eTTz754osvmM817suIaRCwZMTUjUajQesozJw5EzrPaJpOTk6G6TgEQTALbxMSEmBe9nvvvZeZmck81JUrV1DnCwf69evnsAgsaoTr6elZZ/PFp2C1WmGw29XVNSYmpp57bdq0CVlhlC+v0WjQkio8Hg9JxtOnT8MaF19fX7Sm9sWLF2Fgi8lHH32Eykq++eYbOHPNmjVwZMyYMTCXsZ6gQPOECROYq79AIeiQDdmiRYs5c+bAZm9dunRBZTp37959++23Ha5zyJAhaBWfr7/+Gi8YiGkCqFSq0NBQaJEc8PLyio6OdiimfvDgAVrddNCgQRMmTIAvun5+fn+3CC8zM7Nfv34EQTRr1swhTnLlyhUUkWAaio8//hj+nc/nw25ZVqsVVcAgmjVrNm7cOGh+e/TowVwpHoN5OWDJiKkbnU4XFRXVrFkzd3f38PBwVDF97dq13r17u7q6tm3blmlM5XJ5586dXVxcPv7449qFisXFxUKhcPr06a1atfL29vbx8QkICNi0aRNzLSxITk7OmDFjnJycOnXqVP9ujhCbzTZjxgw3N7cOHTps2rSpnnvt2bOndevWzZs3DwgIKCwshIN6vZ7FYnl4eLRq1SoyMhI12bl06VKHDh3c3Nz69Onz+++/o4MkJyfPmDEDHmfgwIGbN28GAAiFQvidBAQEQJ/i999/D7+BGTNmOKz793Q2bNjQpk0bLy+vOXPmOPQHUavVP/zww5AhQ7y9vVu3bj1lypSUlJSKigoWi+Xj4+Pt7b1x40Z0/QqFgsvl+vn5eXp69unTZ+3ateXl5WvWrPHw8GjWrNn69euxlxHTNDAajUlJSV9//XX37t29vLxatWrVq1evxYsXnzx5ss5+9efPn0dJvRAnJ6evv/767543Nzd35MiR7u7uXbp0OXDggMOnqampc+fObdeuXfPmzfv06bNx40aSJE+cOPHmm2+6ubm99957qKWOwWD4+eefBw0a1KxZM19f3ylTply8ePHOnTswMuDv75+WlvYMXwsG80/AkhFTNzabTavVFhYWFhQUqNVqlMpjNBrLysoKCgpKSkqQjqRpurKysrS0tKCgQKVSPUl2VFRUFBcXFxUVFRUVoeRFB8xms0qlys/PLykpYfZrrCckScJrQ27RvwReVWFh4cOHD9GV22w2iqIKCwuLi4uZ6e1Go7GkpKSgoKC8vNyhnbjBYIDHQZLOZDKh7wpO1uv18BsgSfJvrbOi0+lKSkoKCwuftCNJkkVFRcXFxejGNRpNUVFRQUEBSZLMTCx4C/B+4bjBYCgsLCwsLKz/l4bBNArMZrNSqYSPhlKpfJIT/dq1a+PGjfPw8HB2du7atWvv3r3hivNdu3bdtm0b6rxdHywWi1KpLCgoKCsrq9OCVVVVoQcQ7QINRVFRkcMVAgCgFULPplKpzMvLe8q9YDAvDiwZMRgMBvP6UlpaCrNQnJ2dv/zyy6KiIoPBIBAIWrduTRBEmzZtJBJJgyxXjcG8amDJiMFgMJjXF5lM5uXlRRDEgAEDmI3AuFwurDn75JNP/pajEYNpqmDJiMFgMJjXly1btsC+9wEBAcwM4/j4eFhAM2LEiGdIksFgmh5YMmIwGAzm9WXHjh2wNemQIUOKi4vR+DfffAO9jB988EGdy1VjMK8bWDJiMBgM5vXlxIkTsNlqixYt0BIAf/zxB1pFJjg4GPUcwGBeZ7BkxGAwGMzri1arnTRpElSH7u7u06ZNW7BgAezjTRCEr68vWicGg3nNwZIRg8FgMK819+/fr3O5AW9vb+YaVxjMaw6WjBgMBoN53SkrK/vhhx/8/f3d3d09PDy8vLx4PB72L2IwTLBkxGAwGAyGpmlapVIpFIrc3Ny8vDyHXv0YDOb/AdgSpPHPRchvAAAAAElFTkSuQmCC" width="400" /> </span></h1>
<h1 class="articleTitle" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.15em; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 0.5em; orphans: 2; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: 'Times New Roman'; font-size: x-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;"> </span></h1>
<h1 class="articleTitle" style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; background-color: white; color: black; font-family: 'Trebuchet MS', Arial, Helvetica, sans-serif; font-size: 1.15em; font-style: normal; font-variant: normal; letter-spacing: normal; line-height: 1.4em; margin: 0px 0px 0.5em; orphans: 2; padding: 0px; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="-webkit-text-size-adjust: auto; -webkit-text-stroke-width: 0px; color: black; display: inline !important; float: none; font-family: 'Times New Roman'; font-size: x-small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-align: start; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">The
load of CPT on peptide via disulfylbutyrate linker and the assembly of
these peptides to form nanoparticles for drug delivery. The kinetic
release of CPT and in vitro dose-response relationship were studied. </span></h1>
</div>
<span class="post-author vcard">
Posted by
<span class="fn">
<a href="https://plus.google.com/104812155310959299941" itemprop="author" rel="author" title="author profile">
Longyan Liao</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-12315721624447312292013-03-24T10:36:00.004-07:002013-03-24T10:36:14.788-07:00Synthetic tool, amino acids<div class="post-body entry-content" id="post-body-2998503427037107224" itemprop="articleBody">
<div id="articleMain">
<h1 class="articleTitle">
Control of Diastereoselectivity for Iridium-Catalyzed Allylation of a Prochiral Nucleophile with a Phosphate Counterion</h1>
<div id="authors">
<a href="http://pubs.acs.org/action/doSearch?action=search&author=Chen%2C+Wenyong&qsSearchArea=author" id="authors">Wenyong Chen</a><span class="NLM_x"> </span><span class="NLM_x"> and </span><a href="http://pubs.acs.org/action/doSearch?action=search&author=Hartwig%2C+John+F.&qsSearchArea=author" id="authors">John F. Hartwig</a><span class="NLM_x"> </span><a class="ref" href="http://pubs.acs.org/doi/abs/10.1021/ja311363a#cor1">*</a></div>
<div id="authors">
</div>
<div id="authors">
A useful way to synthesize enantio- and dia-stereomerically pure allyl-functionalized non-traditional aminoacids. </div>
<div id="authors">
</div>
<div id="authors">
<div id="absImg">
</div>
<div id="absImg">
</div>
<div id="absImg">
</div>
<div id="absImg">
</div>
<img src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/jacsat/2013/jacsat.2013.135.issue-6/ja311363a/production/images/medium/ja-2012-11363a_0007.gif" /></div>
<div id="authors">
<br /><a href="http://pubs.acs.org/doi/abs/10.1021/ja311363a">http://pubs.acs.org/doi/abs/10.1021/ja311363a</a> </div>
</div>
</div>
<span class="post-author vcard">
Posted by
<span class="fn">
<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-66354523807081761142013-03-24T10:35:00.007-07:002013-03-24T10:35:49.782-07:00Synthetic tools, Norbornenes<div class="column">
<span style="font-family: 'AdvOTce3d9a73'; font-size: 17.000000pt;">Iridium-Catalyzed Intermolecular Asymmetric Hydroheteroarylation
</span><br />
<span style="font-family: 'AdvOTce3d9a73'; font-size: 17.000000pt;">of Bicycloalkenes
</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;">Christo S. Sevov and John F. Hartwig* </span><br />
<br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;">exo-heteroaryl-norbornenes and norbornanes are prepared in this report.</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDMLXt-0up7xsbTSiQL1wDs3Z1k2sJNVBZKKEjw3RcBfAxI6zo1qJZEYU901_azEP2KWqzCKisep5T8pK2HrmdqaUVRsH7hhVuU3WsFdO1M2yHeeKsfRrOy5Y1W_s6rc4WZjZ5FiXClPw/s1600/Screen+Shot+2013-02-18+at+12.59.06+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="182" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDMLXt-0up7xsbTSiQL1wDs3Z1k2sJNVBZKKEjw3RcBfAxI6zo1qJZEYU901_azEP2KWqzCKisep5T8pK2HrmdqaUVRsH7hhVuU3WsFdO1M2yHeeKsfRrOy5Y1W_s6rc4WZjZ5FiXClPw/s320/Screen+Shot+2013-02-18+at+12.59.06+PM.png" width="320" /></a></div>
<a href="http://pubs.acs.org/doi/abs/10.1021/ja312360c">http://pubs.acs.org/doi/abs/10.1021/ja312360c</a><span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><br /></span>
</div>
<span class="post-author vcard">
Posted by
<span class="fn">
<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-10757546023853775222013-03-24T10:35:00.003-07:002013-03-24T10:35:27.317-07:00Photochromics<div class="post-body entry-content" id="post-body-7846190276588229643" itemprop="articleBody">
<h4 class="articleTitle">
Unusual Negative Photochromism via a Short-Lived Imidazolyl Radical of 1,1′-Binaphthyl-Bridged Imidazole Dimer</h4>
<h4 class="articleTitle">
</h4>
<div id="citation">
<cite>J. Am. Chem. Soc.</cite>, Article ASAP</div>
<div id="doi">
<strong>DOI: </strong>10.1021/ja311344u</div>
<div id="doi">
<a href="http://pubs.acs.org/doi/abs/10.1021/ja311344u">http://pubs.acs.org/doi/abs/10.1021/ja311344u </a></div>
<div id="doi">
</div>
<div id="doi">
</div>
<div id="doi">
The colored species isomerizes to the colorless species upon exposure to
visible light and thermally returns to the original colored species
within 20 min at room temperature. Moreover, the photodecoloration
reaction proceeds via a short-lived radical with a half-life of 9.4 μs
in benzene at room temperature. Both the colored and colorless species
show the photoinduced homolytic bond cleavage reaction of the C–N bond
between the nitrogen atom of the imidazole ring and the carbon atom of
the 1-position of the 1,1′-binaphthyl moiety and that of the C–C bond
between each of the carbon atoms of the 2-position of the imidazole
ring, respectively, followed by their formation by rapid radical
coupling.</div>
<div id="doi">
</div>
<div id="doi">
<img alt="Abstract Image" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/jacsat/2013/jacsat.2013.135.issue-8/ja311344u/production/images/medium/ja-2012-11344u_0010.gif" /></div>
<h1 class="articleTitle">
</h1>
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<span class="post-author vcard">
Posted by
<span class="fn">
<a href="https://plus.google.com/116951585573411625516" itemprop="author" rel="author" title="author profile">
Huaxing Zhou</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-47830343906862012302013-03-24T10:34:00.007-07:002013-03-24T10:34:55.478-07:00Surface functionalization<div class="column">
<span style="font-family: 'AdvOT5777b7ad'; font-size: 24.000000pt;">Charged and metallic molecular monolayers
</span><br />
<span style="font-family: 'AdvOT5777b7ad'; font-size: 24.000000pt;">through surface-induced aromatic stabilization
</span><br />
<span style="font-family: 'AdvOT5777b7ad'; font-size: 12.000000pt;">G. Heimel1*, S. Duhm2*, I. Salzmann1, A. Gerlach3, A. Strozecka4, J. Niederhausen1, C. Bu ̈rker3,<br />
T. Hosokai3,5, I. Fernandez-Torrente4, G. Schulze4, S. Winkler1,6, A. Wilke1, R. Schlesinger1, J. Frisch1,
B. Bro ̈ker1, A. Vollmer6, B. Detlefs7, J. Pflaum8, S. Kera9, K. J. Franke4, N. Ueno9, J. I. Pascual4†,<br />
F. Schreiber3 and N. Koch1,6
</span></div>
<br />
<br />
This work explores the idea of charge transfer from a metal surface to
an organic moiety with an interrupted aromatic framework, resulting in
aromatization of the latter. This charge transfer creates an organic
monolayer which behaves metallically for all practical purposes (i.e.,
bandgap is much smaller than before).<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiesvHrqd_tey02ZEtEjMPGrBNYhlkxNqtNlHeimhOfkwFW7h3x-vzOMmJyOGLn89BN2rbHHpKbBLXaLca1irEoV07CaZlR_A61SXUQJCRyNEXXHHWee74-rn24OeVX1TSshVY_lCYKZqw/s1600/Screen+Shot+2013-02-20+at+11.07.17+AM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="219" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiesvHrqd_tey02ZEtEjMPGrBNYhlkxNqtNlHeimhOfkwFW7h3x-vzOMmJyOGLn89BN2rbHHpKbBLXaLca1irEoV07CaZlR_A61SXUQJCRyNEXXHHWee74-rn24OeVX1TSshVY_lCYKZqw/s320/Screen+Shot+2013-02-20+at+11.07.17+AM.png" width="320" /></a></div>
<br />
<br />
<br />
<br />
<a href="http://www.nature.com/nchem/journal/v5/n3/full/nchem.1572.html?WT.ec_id=NCHEM-201303">http://www.nature.com/nchem/journal/v5/n3/full/nchem.1572.html?WT.ec_id=NCHEM-201303</a><br />
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<span class="fn">
<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-90262680180411478372013-03-24T10:34:00.003-07:002013-03-24T10:34:21.442-07:00Drug delivery, surface effects<div class="post-body entry-content" id="post-body-8189472290893981901" itemprop="articleBody">
<b>The Role of Surface Functionality in Determining Nanoparticle Cytotoxicity</b><br /><a href="http://pubs.acs.org/action/doSearch?action=search&author=Kim%2C+Sung+Tae&qsSearchArea=author">Sung Tae Kim</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Saha%2C+Krishnendu&qsSearchArea=author">Krishnendu Saha</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Kim%2C+Chaekyu&qsSearchArea=author">Chaekyu Kim</a> , and <a href="http://pubs.acs.org/action/doSearch?action=search&author=Rotello%2C+Vincent+M.&qsSearchArea=author">Vincent M. Rotello</a> <a href="http://pubs.acs.org/doi/abs/10.1021/ar3000647#cor1">*</a><br /><br />
<a href="http://pubs.acs.org/doi/abs/10.1021/ar3000647">http://pubs.acs.org/doi/abs/10.1021/ar3000647</a><br />
<br />
This review describes "how NP surface properties control interactions with biomolecules and
cells at many scales, including the role the particle surface plays in
determining in vivo behavior of nanomaterials. These interactions can be
benign, beneficial, or lead to dysfunction in proteins, genes and
cells, resulting in cytotoxic and genotoxic responses. Understanding
these interactions and their consequences helps us to design minimally
invasive imaging and delivery agents."<br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioaxpracYCn_2yCQ_0_pEJHwRoygNjyc2vQrTFsh3gR_OLApBjkFE6qI-ZPYsyudIPpvD9kQBSl8Arq0AoDAr2_i1qo3tIVsdQj1ElxfuQnontEFv4NF9bOUhfaQYjJGNSWKnTOjw14Cs/s1600/Screen+Shot+2013-02-08+at+5.19.12+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="195" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioaxpracYCn_2yCQ_0_pEJHwRoygNjyc2vQrTFsh3gR_OLApBjkFE6qI-ZPYsyudIPpvD9kQBSl8Arq0AoDAr2_i1qo3tIVsdQj1ElxfuQnontEFv4NF9bOUhfaQYjJGNSWKnTOjw14Cs/s320/Screen+Shot+2013-02-08+at+5.19.12+PM.png" width="320" /></a></div>
<br />
</div>
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Posted by
<span class="fn">
<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-45884386974113091392013-03-24T10:33:00.006-07:002013-03-24T10:33:59.426-07:00Cyclic polymers<div class="column">
<span style="font-family: 'AdvOTce3d9a73'; font-size: 17.000000pt;">Nickel-Catalyzed Cyclopolymerization of Hexyl- and Phenylsilanes
</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;">Makoto Tanabe, Atsushi Takahashi, Tomoko Fukuta, and Kohtaro Osakada*</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><br />
</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;">Selective formation of all-silicon-backbone cyclic oligomers is accomplished via Ni catalysis.</span><br />
<span style="font-family: 'AdvOT02ce3bbb.I'; font-size: 10.000000pt;">Mn </span><span style="font-family: 'AdvOT2e364b11'; font-size: 10.000000pt;">= 1450 (Mw/Mn = 1.01, GPC<span style="font-family: 'AdvOTd369e91e';"> </span>polystyrene
standard. Such a low PDI suggests to me that either PS standards are
inappropriate for these polymers or that the size of the oligomers is
controlled by some kind of unusual kinetic feature (probably the
former).</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZY0mvFcM3n_9qkS9-u2m-ahHX1bftvoBUJJaD97Y0f-9idInJjbK1De6bJA9gKUJ1XArx6FrK75u-k73uaiUM0S2M35XqYt0J9Kq6VRt0zqIXJyjBIDE96si_ZdZoz-HukxZzZAPAd1Q/s1600/Screen+Shot+2013-02-08+at+5.03.40+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="94" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZY0mvFcM3n_9qkS9-u2m-ahHX1bftvoBUJJaD97Y0f-9idInJjbK1De6bJA9gKUJ1XArx6FrK75u-k73uaiUM0S2M35XqYt0J9Kq6VRt0zqIXJyjBIDE96si_ZdZoz-HukxZzZAPAd1Q/s320/Screen+Shot+2013-02-08+at+5.03.40+PM.png" width="320" /></a></div>
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><br />
</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><a href="http://pubs.acs.org/doi/abs/10.1021/om301052f">http://pubs.acs.org/doi/abs/10.1021/om301052f</a><br />
</span></div>
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Posted by
<span class="fn">
<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-50042175490109945962013-03-24T10:33:00.002-07:002013-03-24T10:33:40.136-07:00Janus particles<div class="column">
<span style="font-family: 'AdvOTce3d9a73'; font-size: 17.000000pt;">Influence of Janus Particle Shape on Their Interfacial Behavior at
Liquid−Liquid Interfaces
</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;">Thomas M. Ruhland,† André H. Gröschel,† Nicholas Ballard,‡ Thomas S. Skelhon,‡ Andreas Walther,§
Axel H. E. Müller,† and Stefan A. F. Bon*, </span><br />
<br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;">Interface behavior of Janus particles of different shapes is studied both experimentally and theoretically.</span><br />
<span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><br /></span>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF3jsKAqsdoV6zpt3_nvd8YpsF2ywQfCSojI1-9wjWgWWm2BFQI0fMnKK-_sJmSyQ0NEoacnJOgJyNrqkSvnwFfuyKYQ0Btq_NMWvCG5hYrdEfYpbmmswvDZeRr-6rW9fJH6IUJFPVYFc/s1600/Screen+Shot+2013-02-08+at+4.35.33+PM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF3jsKAqsdoV6zpt3_nvd8YpsF2ywQfCSojI1-9wjWgWWm2BFQI0fMnKK-_sJmSyQ0NEoacnJOgJyNrqkSvnwFfuyKYQ0Btq_NMWvCG5hYrdEfYpbmmswvDZeRr-6rW9fJH6IUJFPVYFc/s320/Screen+Shot+2013-02-08+at+4.35.33+PM.png" width="320" /></a></div>
<a href="http://pubs.acs.org/doi/abs/10.1021/la3048642">http://pubs.acs.org/doi/abs/10.1021/la3048642</a><span style="font-family: 'AdvOTd369e91e'; font-size: 13.000000pt;"><br /></span>
</div>
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Posted by
<span class="fn">
<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-60975554975041350682013-03-24T10:32:00.003-07:002013-03-24T10:32:37.979-07:00Removal of Molecular Adsorbates on Gold Nanoparticles Using Sodium Borohydride in WaterNano Letter<br />
<br />
<a href="http://pubs.acs.org/doi/abs/10.1021/nl304703w">http://pubs.acs.org/doi/abs/10.1021/nl304703w</a><br />
<br />
The mechanism of sodium borohydride NaBH4 removal of organothiols from gold nanoparticles (AuNPs) was studied. <br />
Organothiols and other AuNP surface adsorbates such as thiophene,
adenine, rhodamine, small anions (Br ion and I ion), and a polymer (PVP,
poly(N-vinylpyrrolidone)) can all be rapidly and completely removed
from the AuNP surfaces.<br />
<br />
<br /><img alt="Abstract Image" src="http://pubs.acs.org/appl/literatum/publisher/achs/journals/content/nalefd/2013/nalefd.2013.13.issue-3/nl304703w/production/images/medium/nl-2012-04703w_0006.gif" />Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-37987628835810281912013-03-24T10:31:00.005-07:002013-03-24T10:31:58.578-07:00AuNP stabilization<b>Alkyl Imidazolium Ionic Liquid Mediated Formation of Gold Particle Superstructures </b><br /><br /><a href="http://pubs.acs.org/action/doSearch?action=search&author=Ji%2C+Qingmin&qsSearchArea=author">Qingmin Ji</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Acharya%2C+Somobrata&qsSearchArea=author">Somobrata Acharya</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Richards%2C+Gary+J&qsSearchArea=author">Gary J Richards</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Zhang%2C+Shaoling&qsSearchArea=author">Shaoling Zhang</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Vieaud%2C+Julien&qsSearchArea=author">Julien Vieaud</a> , <a href="http://pubs.acs.org/action/doSearch?action=search&author=Hill%2C+Jonathan+Patrick&qsSearchArea=author">Jonathan Patrick Hill</a> , and <a href="http://pubs.acs.org/action/doSearch?action=search&author=Ariga%2C+Katsuhiko&qsSearchArea=author">Katsuhiko Ariga</a><br />
<br />
This paper describes <span style="font-family: 'TimesNewRoman'; font-size: 12.000000pt;">preparation of "superstructured aggregates of Au NPs by ligand exchange of
imidazolium ILs with different alkyl chain lengths."</span><br />
<span style="font-family: 'TimesNewRoman'; font-size: 12.000000pt;"> <a href="http://pubs.acs.org/doi/abs/10.1021/la304503j">http://pubs.acs.org/doi/abs/10.1021/la304503j</a></span><br />
<br />
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<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-42463188526101893942013-03-24T10:31:00.001-07:002013-03-24T10:31:18.542-07:00Surface functionalization<span style="color: rgb(18.431400%, 38.039200%, 63.529400%); font-family: 'Helvetica'; font-size: 14.000000pt; font-weight: 700;">Mixed Monolayer Organic Films via Sequential Electrografting
from Aryldiazonium Ion and Arylhydrazine Solutions<br />
</span><span style="font-family: 'Helvetica'; font-size: 11.000000pt;">Lita Lee, Paula Ann Brooksby, Yann R Leroux, Philippe Hapiot, and Alison J. Downard </span><br />
<br />
<span style="font-family: 'Helvetica'; font-size: 11.000000pt;"><a href="http://pubs.acs.org/doi/abs/10.1021/la400303x">http://pubs.acs.org/doi/abs/10.1021/la400303x</a> </span><br />
<br />
<span style="font-family: 'Helvetica'; font-size: 11.000000pt;">Mixed
monolayer on glassy carbon was grafted from sequential treatment with a
TIPS-protected ethylphenyl diazonium salt and then nitrophenylhydrazine.</span><br />
<br />
<br />
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<span style="font-family: 'Helvetica'; font-size: 11.000000pt;"> </span><br />
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Posted by
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<a href="http://www.blogger.com/profile/06141760650308781196" itemprop="author" rel="author" title="author profile">
Alex Zhukhovitskiy</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0tag:blogger.com,1999:blog-651611682615312553.post-76322909265214201732013-03-24T10:28:00.004-07:002013-03-24T10:28:54.753-07:00Chitosan-Oxanorbornadiene: A Convenient Chitosan Derivative for Click Chemistry without Metal Catalyst Problem<div class="post-body entry-content" id="post-body-754117452889744717" itemprop="articleBody">
<div dir="ltr" style="text-align: left;">
<a href="http://pubs.acs.org/doi/full/10.1021/mz400006j#">http://pubs.acs.org/doi/full/10.1021/mz400006j#</a><br />
<br />
Jatesuda Jirawutthiwongchai,† Andreas Krause,‡ Gerald Draeger,*,‡ and Suwabun Chirachanchai*,†,§<br />†The Petroleum and Petrochemical College, Chulalongkorn University, Bangkok 10330, Thailand<br />‡Institut für Organische Chemie and Biomolekulares Wirkstoffzentrum (BMWZ), Leibniz Universität Hannover, Hannover 30167,<br />Germany<br />
<br />
The authors describe a way of functionalizing chitosan via
oxanorbornadiene-azide metal free click. They monitor the click
reaction by FT-IR<span style="font-size: x-small;">, proton and fl<span style="font-size: x-small;">uorine NMR. <span style="font-size: x-small;">The<span style="font-size: x-small;"> conversions look pretty low and <span style="font-size: x-small;">it takes at least 3 days to complete.</span></span></span></span></span><br />
<br />
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<span style="font-size: x-small;"><span style="font-size: x-small;"><span style="font-size: x-small;"><span style="font-size: x-small;"><span style="font-size: x-small;"> </span></span></span></span></span></div>
</div>
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Alan</a></span></span>Anonymoushttp://www.blogger.com/profile/03982265249881060141noreply@blogger.com0